Applied Examples Using QuAnTeTrack
Humberto G. Ferrón
Source:vignettes/articles/QuAnTeTrack_workflow_article.Rmd
QuAnTeTrack_workflow_article.Rmd
In this workflow we illustrate typical QuAnTeTrack analyses using two classic datasets: the Paluxy River tracksite (Farlow et al., 2012) and the Mount Tom tracksite (Ostrom, 1972).
This document is intended as a concise, example-driven companion to the main QuAnTeTrack workflow vignette, focusing on direct function usage and interpretation rather than methodological detail. For a full description of data structures, assumptions, simulation models, and extended workflows, see:
👉 https://macrofunuv.github.io/QuAnTeTrack/articles/QuAnTeTrack.html
Applied Example 1: Paluxy River “chase sequence” — compatibility with a partial parallel pursuit
For the Paluxy River “chase sequence”, we test whether the spatial relationship between the sauropod and theropod trackways is compatible with a scenario in which both trackmakers moved within a coordinated temporal window (e.g., a chase or pursuit), producing greater geometric correspondence than expected under independent movement. Importantly, correlated trajectories may arise for reasons unrelated to interaction—such as landscape topology, channeling effects, or attraction to shared resources—so the analysis explicitly contrasts the observed trackways against null movement models representing these alternative explanations.
The workflow begins by converting digitized TPS data into a
trackway object (tps_to_track()), followed by
visual inspection of footprints and interpolated trajectories
(plot_track()). This step ensures that footprint
sequencing, trajectory reconstruction, and inferred movement directions
are internally consistent before quantitative analyses are applied.
PaluxyRiver <- tps_to_track(
system.file("extdata", "PaluxyRiver.tps", package = "QuAnTeTrack"),
scale = 0.004,
R.L.side = c("R", "L"),
missing = FALSE,
NAs = NULL
)
plot_track(PaluxyRiver, plot.labels = TRUE)
#> Warning in plot_track(PaluxyRiver, plot.labels = TRUE): Warning: 'plot.labels'
#> is TRUE but 'labels' is NULL. Automatically generated labels will be used.
plot_track(PaluxyRiver, plot = "FootprintsTrajectories", cex.f = 4, alpha.t = 0.2, seq.foot = TRUE)
plot_track(PaluxyRiver, plot = "Trajectories", arrow.t = TRUE, arrow.size = 0.1)
We then generate null expectations of movement using
simulate_track(), which allows simulation under three
increasingly structured non-gregarious assumptions: Unconstrained (fully
random movement), Constrained (correlated random walks preserving
step-length and turning-angle structure), and Directed (movement biased
around the observed overall direction). These models define alternative
scenarios in which independent trackmakers may nonetheless exhibit
apparent path correlation due to environmental constraints, landscape
topology, or attraction to shared resources rather than true
interaction. In the present vignette, we adopt only the most restrictive
null model, the Directed model, which assumes strong directional forcing
and therefore represents a conservative scenario in which independent
trajectories are expected to be maximally aligned. The other models are
supported by the function and can be explored analogously in applied
analyses, but are not explicitly simulated here. For the purposes of
this vignette, simulations are run using a limited number of iterations
(e.g., 100) to keep computation time reasonable and to ensure
compatibility with online rendering. In applied analyses, a
substantially larger number of simulations (≥ 1000) is recommended to
obtain stable null distributions and robust probability estimates.
sim_directed_paluxy <- simulate_track(PaluxyRiver, nsim = 100, model = "Directed")
print(sim_directed_paluxy[1:100])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.9535644 1.472215 0.02 0.02 0.9535644+ 1.472215i
#> 3 0.9999716 2.015159 0.04 0.04 0.9999716+ 2.015159i
#> 4 0.9944123 2.563680 0.06 0.06 0.9944123+ 2.563680i
#> 5 0.9382426 3.184141 0.08 0.08 0.9382426+ 3.184141i
#> 6 1.1297712 3.690581 0.10 0.10 1.1297712+ 3.690581i
#> 7 1.1940708 4.214825 0.12 0.12 1.1940708+ 4.214825i
#> 8 1.2465005 4.643980 0.14 0.14 1.2465005+ 4.643980i
#> 9 1.3126249 5.160097 0.16 0.16 1.3126249+ 5.160097i
#> 10 1.3996541 5.671231 0.18 0.18 1.3996541+ 5.671231i
#> 11 1.3929743 6.264180 0.20 0.20 1.3929743+ 6.264180i
#> 12 1.2701993 6.789197 0.22 0.22 1.2701993+ 6.789197i
#> 13 1.4337176 7.262675 0.24 0.24 1.4337176+ 7.262675i
#> 14 1.4371620 7.795369 0.26 0.26 1.4371620+ 7.795369i
#> 15 1.6248077 8.282298 0.28 0.28 1.6248077+ 8.282298i
#> 16 1.7160444 8.834208 0.30 0.30 1.7160444+ 8.834208i
#> 17 1.7791761 9.515355 0.32 0.32 1.7791761+ 9.515355i
#> 18 1.7801527 10.053266 0.34 0.34 1.7801527+10.053266i
#> 19 1.9057140 10.605749 0.36 0.36 1.9057140+10.605749i
#> 20 1.9128657 11.147481 0.38 0.38 1.9128657+11.147481i
#> 21 1.9254879 11.579554 0.40 0.40 1.9254879+11.579554i
#> 22 2.0879083 12.138342 0.42 0.42 2.0879083+12.138342i
#> 23 2.0733828 12.660418 0.44 0.44 2.0733828+12.660418i
#> 24 1.9677502 13.173949 0.46 0.46 1.9677502+13.173949i
#> 25 2.0209000 13.707746 0.48 0.48 2.0209000+13.707746i
#> 26 2.1416408 14.230993 0.50 0.50 2.1416408+14.230993i
#> 27 2.1906523 14.793931 0.52 0.52 2.1906523+14.793931i
#> 28 2.2767628 15.197553 0.54 0.54 2.2767628+15.197553i
#> 29 2.4871507 15.844330 0.56 0.56 2.4871507+15.844330i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 0.2575643963+0.5262147i Traj_1 Sim_1 TrajSim_1_1
#> 3 0.0464071946+0.5429443i Traj_1 Sim_1 TrajSim_1_1
#> 4 -0.0055593356+0.5485214i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.0561696159+0.6204607i Traj_1 Sim_1 TrajSim_1_1
#> 6 0.1915285214+0.5064399i Traj_1 Sim_1 TrajSim_1_1
#> 7 0.0642996223+0.5242437i Traj_1 Sim_1 TrajSim_1_1
#> 8 0.0524296806+0.4291551i Traj_1 Sim_1 TrajSim_1_1
#> 9 0.0661244210+0.5161173i Traj_1 Sim_1 TrajSim_1_1
#> 10 0.0870292189+0.5111342i Traj_1 Sim_1 TrajSim_1_1
#> 11 -0.0066798339+0.5929492i Traj_1 Sim_1 TrajSim_1_1
#> 12 -0.1227750074+0.5250161i Traj_1 Sim_1 TrajSim_1_1
#> 13 0.1635183739+0.4734780i Traj_1 Sim_1 TrajSim_1_1
#> 14 0.0034443946+0.5326949i Traj_1 Sim_1 TrajSim_1_1
#> 15 0.1876456663+0.4869283i Traj_1 Sim_1 TrajSim_1_1
#> 16 0.0912366694+0.5519098i Traj_1 Sim_1 TrajSim_1_1
#> 17 0.0631317655+0.6811469i Traj_1 Sim_1 TrajSim_1_1
#> 18 0.0009766033+0.5379115i Traj_1 Sim_1 TrajSim_1_1
#> 19 0.1255612587+0.5524829i Traj_1 Sim_1 TrajSim_1_1
#> 20 0.0071517142+0.5417317i Traj_1 Sim_1 TrajSim_1_1
#> 21 0.0126221917+0.4320734i Traj_1 Sim_1 TrajSim_1_1
#> 22 0.1624203548+0.5587880i Traj_1 Sim_1 TrajSim_1_1
#> 23 -0.0145254082+0.5220763i Traj_1 Sim_1 TrajSim_1_1
#> 24 -0.1056325985+0.5135310i Traj_1 Sim_1 TrajSim_1_1
#> 25 0.0531497973+0.5337970i Traj_1 Sim_1 TrajSim_1_1
#> 26 0.1207407886+0.5232468i Traj_1 Sim_1 TrajSim_1_1
#> 27 0.0490115058+0.5629374i Traj_1 Sim_1 TrajSim_1_1
#> 28 0.0861104391+0.4036219i Traj_1 Sim_1 TrajSim_1_1
#> 29 0.2103879629+0.6467773i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4603645 2.264947 0.02 0.02 0.4603645+ 2.264947i
#> 3 0.5240787 2.933765 0.04 0.04 0.5240787+ 2.933765i
#> 4 0.5080858 3.590005 0.06 0.06 0.5080858+ 3.590005i
#> 5 0.6302406 4.144754 0.08 0.08 0.6302406+ 4.144754i
#> 6 0.6093210 4.845240 0.10 0.10 0.6093210+ 4.845240i
#> 7 0.6729584 5.243026 0.12 0.12 0.6729584+ 5.243026i
#> 8 0.8430956 5.817833 0.14 0.14 0.8430956+ 5.817833i
#> 9 1.0092192 6.442773 0.16 0.16 1.0092192+ 6.442773i
#> 10 0.9958040 7.023968 0.18 0.18 0.9958040+ 7.023968i
#> 11 1.0643302 7.666190 0.20 0.20 1.0643302+ 7.666190i
#> 12 1.1039135 8.362066 0.22 0.22 1.1039135+ 8.362066i
#> 13 1.3491175 9.013282 0.24 0.24 1.3491175+ 9.013282i
#> 14 1.5455017 9.589611 0.26 0.26 1.5455017+ 9.589611i
#> 15 1.6008619 10.238078 0.28 0.28 1.6008619+10.238078i
#> 16 1.5555324 10.982504 0.30 0.30 1.5555324+10.982504i
#> 17 1.6089940 11.563607 0.32 0.32 1.6089940+11.563607i
#> 18 1.5690090 12.250101 0.34 0.34 1.5690090+12.250101i
#> 19 1.6062427 12.966442 0.36 0.36 1.6062427+12.966442i
#> 20 1.6300272 13.554138 0.38 0.38 1.6300272+13.554138i
#> 21 1.7109704 14.129399 0.40 0.40 1.7109704+14.129399i
#> 22 1.7661585 14.675676 0.42 0.42 1.7661585+14.675676i
#> 23 1.8382160 15.198074 0.44 0.44 1.8382160+15.198074i
#> 24 1.7605258 15.740790 0.46 0.46 1.7605258+15.740790i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 0.12436446+0.7049468i Traj_2 Sim_1 TrajSim_2_1
#> 3 0.06371421+0.6688184i Traj_2 Sim_1 TrajSim_2_1
#> 4 -0.01599288+0.6562397i Traj_2 Sim_1 TrajSim_2_1
#> 5 0.12215483+0.5547493i Traj_2 Sim_1 TrajSim_2_1
#> 6 -0.02091961+0.7004856i Traj_2 Sim_1 TrajSim_2_1
#> 7 0.06363741+0.3977862i Traj_2 Sim_1 TrajSim_2_1
#> 8 0.17013719+0.5748065i Traj_2 Sim_1 TrajSim_2_1
#> 9 0.16612363+0.6249409i Traj_2 Sim_1 TrajSim_2_1
#> 10 -0.01341528+0.5811945i Traj_2 Sim_1 TrajSim_2_1
#> 11 0.06852627+0.6422216i Traj_2 Sim_1 TrajSim_2_1
#> 12 0.03958323+0.6958768i Traj_2 Sim_1 TrajSim_2_1
#> 13 0.24520402+0.6512160i Traj_2 Sim_1 TrajSim_2_1
#> 14 0.19638423+0.5763282i Traj_2 Sim_1 TrajSim_2_1
#> 15 0.05536018+0.6484674i Traj_2 Sim_1 TrajSim_2_1
#> 16 -0.04532954+0.7444256i Traj_2 Sim_1 TrajSim_2_1
#> 17 0.05346163+0.5811034i Traj_2 Sim_1 TrajSim_2_1
#> 18 -0.03998501+0.6864940i Traj_2 Sim_1 TrajSim_2_1
#> 19 0.03723375+0.7163411i Traj_2 Sim_1 TrajSim_2_1
#> 20 0.02378448+0.5876959i Traj_2 Sim_1 TrajSim_2_1
#> 21 0.08094316+0.5752614i Traj_2 Sim_1 TrajSim_2_1
#> 22 0.05518816+0.5462767i Traj_2 Sim_1 TrajSim_2_1
#> 23 0.07205747+0.5223977i Traj_2 Sim_1 TrajSim_2_1
#> 24 -0.07769020+0.5427158i Traj_2 Sim_1 TrajSim_2_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8819062 1.452789 0.02 0.02 0.8819062+ 1.452789i
#> 3 0.9694792 1.909454 0.04 0.04 0.9694792+ 1.909454i
#> 4 1.0511415 2.386941 0.06 0.06 1.0511415+ 2.386941i
#> 5 1.1436931 2.939154 0.08 0.08 1.1436931+ 2.939154i
#> 6 1.1680809 3.427807 0.10 0.10 1.1680809+ 3.427807i
#> 7 1.1346064 3.946651 0.12 0.12 1.1346064+ 3.946651i
#> 8 1.2022753 4.526403 0.14 0.14 1.2022753+ 4.526403i
#> 9 1.3601809 5.041789 0.16 0.16 1.3601809+ 5.041789i
#> 10 1.3839176 5.567879 0.18 0.18 1.3839176+ 5.567879i
#> 11 1.4580460 6.053014 0.20 0.20 1.4580460+ 6.053014i
#> 12 1.4567222 6.689658 0.22 0.22 1.4567222+ 6.689658i
#> 13 1.3201154 7.250001 0.24 0.24 1.3201154+ 7.250001i
#> 14 1.3317549 7.838160 0.26 0.26 1.3317549+ 7.838160i
#> 15 1.5344522 8.410015 0.28 0.28 1.5344522+ 8.410015i
#> 16 1.5565210 8.884492 0.30 0.30 1.5565210+ 8.884492i
#> 17 1.5121971 9.445911 0.32 0.32 1.5121971+ 9.445911i
#> 18 1.4105488 9.888365 0.34 0.34 1.4105488+ 9.888365i
#> 19 1.4204661 10.506385 0.36 0.36 1.4204661+10.506385i
#> 20 1.3495482 11.060420 0.38 0.38 1.3495482+11.060420i
#> 21 1.3601312 11.602306 0.40 0.40 1.3601312+11.602306i
#> 22 1.3923632 12.075211 0.42 0.42 1.3923632+12.075211i
#> 23 1.4332609 12.578848 0.44 0.44 1.4332609+12.578848i
#> 24 1.4288755 13.171022 0.46 0.46 1.4288755+13.171022i
#> 25 1.4998298 13.738569 0.48 0.48 1.4998298+13.738569i
#> 26 1.5879955 14.268768 0.50 0.50 1.5879955+14.268768i
#> 27 1.6164675 14.784156 0.52 0.52 1.6164675+14.784156i
#> 28 1.7642879 15.342561 0.54 0.54 1.7642879+15.342561i
#> 29 1.7386515 15.920795 0.56 0.56 1.7386515+15.920795i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 0.185906244+0.5067886i Traj_1 Sim_2 TrajSim_1_2
#> 3 0.087572920+0.4566652i Traj_1 Sim_2 TrajSim_1_2
#> 4 0.081662336+0.4774877i Traj_1 Sim_2 TrajSim_1_2
#> 5 0.092551628+0.5522130i Traj_1 Sim_2 TrajSim_1_2
#> 6 0.024387803+0.4886524i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.033474550+0.5188441i Traj_1 Sim_2 TrajSim_1_2
#> 8 0.067668878+0.5797524i Traj_1 Sim_2 TrajSim_1_2
#> 9 0.157905598+0.5153858i Traj_1 Sim_2 TrajSim_1_2
#> 10 0.023736764+0.5260897i Traj_1 Sim_2 TrajSim_1_2
#> 11 0.074128420+0.4851348i Traj_1 Sim_2 TrajSim_1_2
#> 12 -0.001323822+0.6366445i Traj_1 Sim_2 TrajSim_1_2
#> 13 -0.136606829+0.5603425i Traj_1 Sim_2 TrajSim_1_2
#> 14 0.011639524+0.5881588i Traj_1 Sim_2 TrajSim_1_2
#> 15 0.202697297+0.5718556i Traj_1 Sim_2 TrajSim_1_2
#> 16 0.022068799+0.4744765i Traj_1 Sim_2 TrajSim_1_2
#> 17 -0.044323870+0.5614193i Traj_1 Sim_2 TrajSim_1_2
#> 18 -0.101648371+0.4424545i Traj_1 Sim_2 TrajSim_1_2
#> 19 0.009917359+0.6180191i Traj_1 Sim_2 TrajSim_1_2
#> 20 -0.070917917+0.5540355i Traj_1 Sim_2 TrajSim_1_2
#> 21 0.010582944+0.5418864i Traj_1 Sim_2 TrajSim_1_2
#> 22 0.032232043+0.4729049i Traj_1 Sim_2 TrajSim_1_2
#> 23 0.040897684+0.5036371i Traj_1 Sim_2 TrajSim_1_2
#> 24 -0.004385372+0.5921738i Traj_1 Sim_2 TrajSim_1_2
#> 25 0.070954320+0.5675471i Traj_1 Sim_2 TrajSim_1_2
#> 26 0.088165649+0.5301986i Traj_1 Sim_2 TrajSim_1_2
#> 27 0.028472070+0.5153880i Traj_1 Sim_2 TrajSim_1_2
#> 28 0.147820391+0.5584049i Traj_1 Sim_2 TrajSim_1_2
#> 29 -0.025636472+0.5782346i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.6136626 2.239503 0.02 0.02 0.6136626+ 2.239503i
#> 3 0.6102766 2.895766 0.04 0.04 0.6102766+ 2.895766i
#> 4 0.7388036 3.656417 0.06 0.06 0.7388036+ 3.656417i
#> 5 0.7915507 4.253675 0.08 0.08 0.7915507+ 4.253675i
#> 6 1.0891385 5.014718 0.10 0.10 1.0891385+ 5.014718i
#> 7 1.2506048 5.692668 0.12 0.12 1.2506048+ 5.692668i
#> 8 1.4460670 6.368336 0.14 0.14 1.4460670+ 6.368336i
#> 9 1.4980585 7.068270 0.16 0.16 1.4980585+ 7.068270i
#> 10 1.5928782 7.640614 0.18 0.18 1.5928782+ 7.640614i
#> 11 1.6216930 8.185883 0.20 0.20 1.6216930+ 8.185883i
#> 12 1.6999532 8.746030 0.22 0.22 1.6999532+ 8.746030i
#> 13 1.8932408 9.473883 0.24 0.24 1.8932408+ 9.473883i
#> 14 1.8611441 10.095617 0.26 0.26 1.8611441+10.095617i
#> 15 1.8555995 10.737643 0.28 0.28 1.8555995+10.737643i
#> 16 1.8682518 11.440582 0.30 0.30 1.8682518+11.440582i
#> 17 1.8547096 12.151714 0.32 0.32 1.8547096+12.151714i
#> 18 1.9796812 12.800696 0.34 0.34 1.9796812+12.800696i
#> 19 2.1510916 13.352227 0.36 0.36 2.1510916+13.352227i
#> 20 2.2708448 14.063010 0.38 0.38 2.2708448+14.063010i
#> 21 2.1611009 14.659242 0.40 0.40 2.1611009+14.659242i
#> 22 2.3179046 15.228165 0.42 0.42 2.3179046+15.228165i
#> 23 2.4342844 15.627661 0.44 0.44 2.4342844+15.627661i
#> 24 2.6498269 16.205957 0.46 0.46 2.6498269+16.205957i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 0.277662561+0.6795029i Traj_2 Sim_2 TrajSim_2_2
#> 3 -0.003385995+0.6562627i Traj_2 Sim_2 TrajSim_2_2
#> 4 0.128527065+0.7606511i Traj_2 Sim_2 TrajSim_2_2
#> 5 0.052747058+0.5972587i Traj_2 Sim_2 TrajSim_2_2
#> 6 0.297587842+0.7610425i Traj_2 Sim_2 TrajSim_2_2
#> 7 0.161466259+0.6779506i Traj_2 Sim_2 TrajSim_2_2
#> 8 0.195462218+0.6756673i Traj_2 Sim_2 TrajSim_2_2
#> 9 0.051991517+0.6999343i Traj_2 Sim_2 TrajSim_2_2
#> 10 0.094819687+0.5723436i Traj_2 Sim_2 TrajSim_2_2
#> 11 0.028814786+0.5452690i Traj_2 Sim_2 TrajSim_2_2
#> 12 0.078260206+0.5601475i Traj_2 Sim_2 TrajSim_2_2
#> 13 0.193287571+0.7278526i Traj_2 Sim_2 TrajSim_2_2
#> 14 -0.032096695+0.6217340i Traj_2 Sim_2 TrajSim_2_2
#> 15 -0.005544619+0.6420267i Traj_2 Sim_2 TrajSim_2_2
#> 16 0.012652384+0.7029388i Traj_2 Sim_2 TrajSim_2_2
#> 17 -0.013542215+0.7111316i Traj_2 Sim_2 TrajSim_2_2
#> 18 0.124971599+0.6489827i Traj_2 Sim_2 TrajSim_2_2
#> 19 0.171410410+0.5515310i Traj_2 Sim_2 TrajSim_2_2
#> 20 0.119753198+0.7107829i Traj_2 Sim_2 TrajSim_2_2
#> 21 -0.109743945+0.5962314i Traj_2 Sim_2 TrajSim_2_2
#> 22 0.156803699+0.5689235i Traj_2 Sim_2 TrajSim_2_2
#> 23 0.116379851+0.3994957i Traj_2 Sim_2 TrajSim_2_2
#> 24 0.215542432+0.5782966i Traj_2 Sim_2 TrajSim_2_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8302073 1.468267 0.02 0.02 0.8302073+ 1.468267i
#> 3 0.9202473 1.961005 0.04 0.04 0.9202473+ 1.961005i
#> 4 1.1102402 2.412455 0.06 0.06 1.1102402+ 2.412455i
#> 5 0.9311486 2.955520 0.08 0.08 0.9311486+ 2.955520i
#> 6 1.0847175 3.533083 0.10 0.10 1.0847175+ 3.533083i
#> 7 1.1450756 3.973374 0.12 0.12 1.1450756+ 3.973374i
#> 8 1.1279445 4.459765 0.14 0.14 1.1279445+ 4.459765i
#> 9 1.2942078 5.043023 0.16 0.16 1.2942078+ 5.043023i
#> 10 1.2953650 5.637783 0.18 0.18 1.2953650+ 5.637783i
#> 11 1.3391474 6.236533 0.20 0.20 1.3391474+ 6.236533i
#> 12 1.3388976 6.694713 0.22 0.22 1.3388976+ 6.694713i
#> 13 1.3518443 7.304590 0.24 0.24 1.3518443+ 7.304590i
#> 14 1.5128504 7.815386 0.26 0.26 1.5128504+ 7.815386i
#> 15 1.4816541 8.345669 0.28 0.28 1.4816541+ 8.345669i
#> 16 1.5574618 8.899726 0.30 0.30 1.5574618+ 8.899726i
#> 17 1.6094024 9.439590 0.32 0.32 1.6094024+ 9.439590i
#> 18 1.6477790 9.928696 0.34 0.34 1.6477790+ 9.928696i
#> 19 1.6810490 10.435837 0.36 0.36 1.6810490+10.435837i
#> 20 1.7913156 10.893749 0.38 0.38 1.7913156+10.893749i
#> 21 1.7403333 11.385959 0.40 0.40 1.7403333+11.385959i
#> 22 1.7603640 11.999582 0.42 0.42 1.7603640+11.999582i
#> 23 1.8367613 12.484294 0.44 0.44 1.8367613+12.484294i
#> 24 1.8238682 13.035179 0.46 0.46 1.8238682+13.035179i
#> 25 1.9826936 13.519293 0.48 0.48 1.9826936+13.519293i
#> 26 2.0069680 14.021476 0.50 0.50 2.0069680+14.021476i
#> 27 2.1791360 14.611031 0.52 0.52 2.1791360+14.611031i
#> 28 2.1632564 15.154276 0.54 0.54 2.1632564+15.154276i
#> 29 2.3082691 15.588786 0.56 0.56 2.3082691+15.588786i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 0.1342072911+0.5222674i Traj_1 Sim_3 TrajSim_1_3
#> 3 0.0900400582+0.4927375i Traj_1 Sim_3 TrajSim_1_3
#> 4 0.1899928061+0.4514502i Traj_1 Sim_3 TrajSim_1_3
#> 5 -0.1790915639+0.5430653i Traj_1 Sim_3 TrajSim_1_3
#> 6 0.1535688830+0.5775628i Traj_1 Sim_3 TrajSim_1_3
#> 7 0.0603581407+0.4402911i Traj_1 Sim_3 TrajSim_1_3
#> 8 -0.0171311043+0.4863902i Traj_1 Sim_3 TrajSim_1_3
#> 9 0.1662633190+0.5832581i Traj_1 Sim_3 TrajSim_1_3
#> 10 0.0011571538+0.5947598i Traj_1 Sim_3 TrajSim_1_3
#> 11 0.0437824065+0.5987507i Traj_1 Sim_3 TrajSim_1_3
#> 12 -0.0002497681+0.4581797i Traj_1 Sim_3 TrajSim_1_3
#> 13 0.0129466310+0.6098773i Traj_1 Sim_3 TrajSim_1_3
#> 14 0.1610061430+0.5107962i Traj_1 Sim_3 TrajSim_1_3
#> 15 -0.0311962871+0.5302827i Traj_1 Sim_3 TrajSim_1_3
#> 16 0.0758077299+0.5540564i Traj_1 Sim_3 TrajSim_1_3
#> 17 0.0519405742+0.5398648i Traj_1 Sim_3 TrajSim_1_3
#> 18 0.0383765962+0.4891056i Traj_1 Sim_3 TrajSim_1_3
#> 19 0.0332700323+0.5071411i Traj_1 Sim_3 TrajSim_1_3
#> 20 0.1102665163+0.4579115i Traj_1 Sim_3 TrajSim_1_3
#> 21 -0.0509822258+0.4922104i Traj_1 Sim_3 TrajSim_1_3
#> 22 0.0200306217+0.6136228i Traj_1 Sim_3 TrajSim_1_3
#> 23 0.0763973949+0.4847120i Traj_1 Sim_3 TrajSim_1_3
#> 24 -0.0128931073+0.5508853i Traj_1 Sim_3 TrajSim_1_3
#> 25 0.1588253186+0.4841137i Traj_1 Sim_3 TrajSim_1_3
#> 26 0.0242744580+0.5021828i Traj_1 Sim_3 TrajSim_1_3
#> 27 0.1721679965+0.5895551i Traj_1 Sim_3 TrajSim_1_3
#> 28 -0.0158796227+0.5432455i Traj_1 Sim_3 TrajSim_1_3
#> 29 0.1450126864+0.4345096i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4242465 2.256777 0.02 0.02 0.4242465+ 2.256777i
#> 3 0.5065351 2.786996 0.04 0.04 0.5065351+ 2.786996i
#> 4 0.6623489 3.396755 0.06 0.06 0.6623489+ 3.396755i
#> 5 0.9553603 4.060123 0.08 0.08 0.9553603+ 4.060123i
#> 6 0.8754713 4.635813 0.10 0.10 0.8754713+ 4.635813i
#> 7 1.0284757 5.213893 0.12 0.12 1.0284757+ 5.213893i
#> 8 1.1106660 5.802352 0.14 0.14 1.1106660+ 5.802352i
#> 9 1.1590846 6.331263 0.16 0.16 1.1590846+ 6.331263i
#> 10 1.2344317 6.977276 0.18 0.18 1.2344317+ 6.977276i
#> 11 1.5406180 7.651315 0.20 0.20 1.5406180+ 7.651315i
#> 12 1.6095182 8.137119 0.22 0.22 1.6095182+ 8.137119i
#> 13 1.6637496 8.632750 0.24 0.24 1.6637496+ 8.632750i
#> 14 1.7477450 9.309648 0.26 0.26 1.7477450+ 9.309648i
#> 15 1.6581879 9.965431 0.28 0.28 1.6581879+ 9.965431i
#> 16 1.5224629 10.734517 0.30 0.30 1.5224629+10.734517i
#> 17 1.5377328 11.317734 0.32 0.32 1.5377328+11.317734i
#> 18 1.5473388 11.844372 0.34 0.34 1.5473388+11.844372i
#> 19 1.6635717 12.532751 0.36 0.36 1.6635717+12.532751i
#> 20 1.6524634 13.239147 0.38 0.38 1.6524634+13.239147i
#> 21 1.8089633 13.847124 0.40 0.40 1.8089633+13.847124i
#> 22 1.8358945 14.426370 0.42 0.42 1.8358945+14.426370i
#> 23 1.8886383 15.085494 0.44 0.44 1.8886383+15.085494i
#> 24 1.9453494 15.853319 0.46 0.46 1.9453494+15.853319i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 0.088246468+0.6967766i Traj_2 Sim_3 TrajSim_2_3
#> 3 0.082288644+0.5302194i Traj_2 Sim_3 TrajSim_2_3
#> 4 0.155813795+0.6097594i Traj_2 Sim_3 TrajSim_2_3
#> 5 0.293011407+0.6633678i Traj_2 Sim_3 TrajSim_2_3
#> 6 -0.079889007+0.5756900i Traj_2 Sim_3 TrajSim_2_3
#> 7 0.153004355+0.5780798i Traj_2 Sim_3 TrajSim_2_3
#> 8 0.082190310+0.5884591i Traj_2 Sim_3 TrajSim_2_3
#> 9 0.048418632+0.5289106i Traj_2 Sim_3 TrajSim_2_3
#> 10 0.075347109+0.6460130i Traj_2 Sim_3 TrajSim_2_3
#> 11 0.306186310+0.6740399i Traj_2 Sim_3 TrajSim_2_3
#> 12 0.068900173+0.4858041i Traj_2 Sim_3 TrajSim_2_3
#> 13 0.054231418+0.4956309i Traj_2 Sim_3 TrajSim_2_3
#> 14 0.083995380+0.6768980i Traj_2 Sim_3 TrajSim_2_3
#> 15 -0.089557089+0.6557825i Traj_2 Sim_3 TrajSim_2_3
#> 16 -0.135725029+0.7690864i Traj_2 Sim_3 TrajSim_2_3
#> 17 0.015269957+0.5832164i Traj_2 Sim_3 TrajSim_2_3
#> 18 0.009606009+0.5266379i Traj_2 Sim_3 TrajSim_2_3
#> 19 0.116232864+0.6883793i Traj_2 Sim_3 TrajSim_2_3
#> 20 -0.011108341+0.7063962i Traj_2 Sim_3 TrajSim_2_3
#> 21 0.156499955+0.6079767i Traj_2 Sim_3 TrajSim_2_3
#> 22 0.026931137+0.5792466i Traj_2 Sim_3 TrajSim_2_3
#> 23 0.052743859+0.6591240i Traj_2 Sim_3 TrajSim_2_3
#> 24 0.056711097+0.7678249i Traj_2 Sim_3 TrajSim_2_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6007404 1.410478 0.02 0.02 0.6007404+ 1.410478i
#> 3 0.7527015 1.859858 0.04 0.04 0.7527015+ 1.859858i
#> 4 0.8424469 2.393703 0.06 0.06 0.8424469+ 2.393703i
#> 5 0.9932226 2.955232 0.08 0.08 0.9932226+ 2.955232i
#> 6 0.9928906 3.477990 0.10 0.10 0.9928906+ 3.477990i
#> 7 1.2218780 4.084168 0.12 0.12 1.2218780+ 4.084168i
#> 8 1.2348905 4.613425 0.14 0.14 1.2348905+ 4.613425i
#> 9 1.2707578 5.072278 0.16 0.16 1.2707578+ 5.072278i
#> 10 1.2257998 5.543911 0.18 0.18 1.2257998+ 5.543911i
#> 11 1.3030848 6.166504 0.20 0.20 1.3030848+ 6.166504i
#> 12 1.4319601 6.681712 0.22 0.22 1.4319601+ 6.681712i
#> 13 1.4596761 7.192770 0.24 0.24 1.4596761+ 7.192770i
#> 14 1.4519834 7.721684 0.26 0.26 1.4519834+ 7.721684i
#> 15 1.4705292 8.299220 0.28 0.28 1.4705292+ 8.299220i
#> 16 1.4000016 8.798428 0.30 0.30 1.4000016+ 8.798428i
#> 17 1.4387218 9.324561 0.32 0.32 1.4387218+ 9.324561i
#> 18 1.3052156 9.872332 0.34 0.34 1.3052156+ 9.872332i
#> 19 1.4964687 10.471483 0.36 0.36 1.4964687+10.471483i
#> 20 1.5101921 11.084891 0.38 0.38 1.5101921+11.084891i
#> 21 1.4316124 11.697183 0.40 0.40 1.4316124+11.697183i
#> 22 1.4468506 12.211641 0.42 0.42 1.4468506+12.211641i
#> 23 1.4372433 12.845550 0.44 0.44 1.4372433+12.845550i
#> 24 1.3990327 13.349751 0.46 0.46 1.3990327+13.349751i
#> 25 1.5828174 13.802567 0.48 0.48 1.5828174+13.802567i
#> 26 1.5315237 14.316866 0.50 0.50 1.5315237+14.316866i
#> 27 1.5966947 14.906020 0.52 0.52 1.5966947+14.906020i
#> 28 1.6195915 15.484837 0.54 0.54 1.6195915+15.484837i
#> 29 1.5512519 16.113841 0.56 0.56 1.5512519+16.113841i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 -0.0952595608+0.4644783i Traj_1 Sim_4 TrajSim_1_4
#> 3 0.1519610671+0.4493794i Traj_1 Sim_4 TrajSim_1_4
#> 4 0.0897453750+0.5338453i Traj_1 Sim_4 TrajSim_1_4
#> 5 0.1507757367+0.5615290i Traj_1 Sim_4 TrajSim_1_4
#> 6 -0.0003320158+0.5227584i Traj_1 Sim_4 TrajSim_1_4
#> 7 0.2289874046+0.6061771i Traj_1 Sim_4 TrajSim_1_4
#> 8 0.0130124535+0.5292574i Traj_1 Sim_4 TrajSim_1_4
#> 9 0.0358673780+0.4588531i Traj_1 Sim_4 TrajSim_1_4
#> 10 -0.0449580734+0.4716333i Traj_1 Sim_4 TrajSim_1_4
#> 11 0.0772850496+0.6225930i Traj_1 Sim_4 TrajSim_1_4
#> 12 0.1288752872+0.5152075i Traj_1 Sim_4 TrajSim_1_4
#> 13 0.0277160479+0.5110580i Traj_1 Sim_4 TrajSim_1_4
#> 14 -0.0076927846+0.5289138i Traj_1 Sim_4 TrajSim_1_4
#> 15 0.0185458104+0.5775366i Traj_1 Sim_4 TrajSim_1_4
#> 16 -0.0705275864+0.4992083i Traj_1 Sim_4 TrajSim_1_4
#> 17 0.0387202198+0.5261327i Traj_1 Sim_4 TrajSim_1_4
#> 18 -0.1335062377+0.5477713i Traj_1 Sim_4 TrajSim_1_4
#> 19 0.1912531091+0.5991501i Traj_1 Sim_4 TrajSim_1_4
#> 20 0.0137234522+0.6134085i Traj_1 Sim_4 TrajSim_1_4
#> 21 -0.0785797458+0.6122920i Traj_1 Sim_4 TrajSim_1_4
#> 22 0.0152382582+0.5144577i Traj_1 Sim_4 TrajSim_1_4
#> 23 -0.0096073122+0.6339089i Traj_1 Sim_4 TrajSim_1_4
#> 24 -0.0382106137+0.5042011i Traj_1 Sim_4 TrajSim_1_4
#> 25 0.1837846371+0.4528162i Traj_1 Sim_4 TrajSim_1_4
#> 26 -0.0512936523+0.5142994i Traj_1 Sim_4 TrajSim_1_4
#> 27 0.0651710252+0.5891542i Traj_1 Sim_4 TrajSim_1_4
#> 28 0.0228967557+0.5788165i Traj_1 Sim_4 TrajSim_1_4
#> 29 -0.0683395419+0.6290046i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4311827 2.239785 0.02 0.02 0.4311827+ 2.239785i
#> 3 0.4247046 2.796863 0.04 0.04 0.4247046+ 2.796863i
#> 4 0.6509957 3.394369 0.06 0.06 0.6509957+ 3.394369i
#> 5 0.7885411 3.956725 0.08 0.08 0.7885411+ 3.956725i
#> 6 0.7693233 4.643146 0.10 0.10 0.7693233+ 4.643146i
#> 7 0.8817595 5.393979 0.12 0.12 0.8817595+ 5.393979i
#> 8 0.9370882 5.946726 0.14 0.14 0.9370882+ 5.946726i
#> 9 1.0715889 6.544378 0.16 0.16 1.0715889+ 6.544378i
#> 10 1.2690169 7.293520 0.18 0.18 1.2690169+ 7.293520i
#> 11 1.3986047 7.781133 0.20 0.20 1.3986047+ 7.781133i
#> 12 1.5188518 8.475473 0.22 0.22 1.5188518+ 8.475473i
#> 13 1.4979025 9.070759 0.24 0.24 1.4979025+ 9.070759i
#> 14 1.5376568 9.651062 0.26 0.26 1.5376568+ 9.651062i
#> 15 1.6793359 10.388439 0.28 0.28 1.6793359+10.388439i
#> 16 1.7569127 10.927152 0.30 0.30 1.7569127+10.927152i
#> 17 1.7325905 11.461559 0.32 0.32 1.7325905+11.461559i
#> 18 1.7868942 12.152781 0.34 0.34 1.7868942+12.152781i
#> 19 1.8714536 12.637647 0.36 0.36 1.8714536+12.637647i
#> 20 1.9426942 13.149809 0.38 0.38 1.9426942+13.149809i
#> 21 2.0218101 13.807425 0.40 0.40 2.0218101+13.807425i
#> 22 2.0771726 14.585546 0.42 0.42 2.0771726+14.585546i
#> 23 2.1454757 15.144184 0.44 0.44 2.1454757+15.144184i
#> 24 2.2047393 15.621613 0.46 0.46 2.2047393+15.621613i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 0.095182745+0.6797853i Traj_2 Sim_4 TrajSim_2_4
#> 3 -0.006478171+0.5570776i Traj_2 Sim_4 TrajSim_2_4
#> 4 0.226291154+0.5975056i Traj_2 Sim_4 TrajSim_2_4
#> 5 0.137545342+0.5623568i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.019217798+0.6864211i Traj_2 Sim_4 TrajSim_2_4
#> 7 0.112436211+0.7508328i Traj_2 Sim_4 TrajSim_2_4
#> 8 0.055328677+0.5527468i Traj_2 Sim_4 TrajSim_2_4
#> 9 0.134500741+0.5976515i Traj_2 Sim_4 TrajSim_2_4
#> 10 0.197428034+0.7491428i Traj_2 Sim_4 TrajSim_2_4
#> 11 0.129587718+0.4876127i Traj_2 Sim_4 TrajSim_2_4
#> 12 0.120247176+0.6943396i Traj_2 Sim_4 TrajSim_2_4
#> 13 -0.020949316+0.5952861i Traj_2 Sim_4 TrajSim_2_4
#> 14 0.039754259+0.5803031i Traj_2 Sim_4 TrajSim_2_4
#> 15 0.141679087+0.7373771i Traj_2 Sim_4 TrajSim_2_4
#> 16 0.077576846+0.5387131i Traj_2 Sim_4 TrajSim_2_4
#> 17 -0.024322250+0.5344072i Traj_2 Sim_4 TrajSim_2_4
#> 18 0.054303728+0.6912215i Traj_2 Sim_4 TrajSim_2_4
#> 19 0.084559399+0.4848657i Traj_2 Sim_4 TrajSim_2_4
#> 20 0.071240617+0.5121622i Traj_2 Sim_4 TrajSim_2_4
#> 21 0.079115919+0.6576158i Traj_2 Sim_4 TrajSim_2_4
#> 22 0.055362458+0.7781213i Traj_2 Sim_4 TrajSim_2_4
#> 23 0.068303141+0.5586386i Traj_2 Sim_4 TrajSim_2_4
#> 24 0.059263589+0.4774284i Traj_2 Sim_4 TrajSim_2_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7425260 1.485623 0.02 0.02 0.7425260+ 1.485623i
#> 3 0.8231567 1.918182 0.04 0.04 0.8231567+ 1.918182i
#> 4 0.9082456 2.369689 0.06 0.06 0.9082456+ 2.369689i
#> 5 0.9980680 2.936278 0.08 0.08 0.9980680+ 2.936278i
#> 6 0.9437082 3.401567 0.10 0.10 0.9437082+ 3.401567i
#> 7 0.9373064 3.917057 0.12 0.12 0.9373064+ 3.917057i
#> 8 0.9407674 4.477379 0.14 0.14 0.9407674+ 4.477379i
#> 9 1.1187940 4.963808 0.16 0.16 1.1187940+ 4.963808i
#> 10 1.0947991 5.429142 0.18 0.18 1.0947991+ 5.429142i
#> 11 1.1190148 5.908358 0.20 0.20 1.1190148+ 5.908358i
#> 12 1.1165848 6.525446 0.22 0.22 1.1165848+ 6.525446i
#> 13 1.1782242 7.076125 0.24 0.24 1.1782242+ 7.076125i
#> 14 1.1603574 7.707281 0.26 0.26 1.1603574+ 7.707281i
#> 15 1.2905031 8.248104 0.28 0.28 1.2905031+ 8.248104i
#> 16 1.5367408 8.666915 0.30 0.30 1.5367408+ 8.666915i
#> 17 1.5255113 9.116696 0.32 0.32 1.5255113+ 9.116696i
#> 18 1.6260840 9.637949 0.34 0.34 1.6260840+ 9.637949i
#> 19 1.7800221 10.031842 0.36 0.36 1.7800221+10.031842i
#> 20 1.8189851 10.566017 0.38 0.38 1.8189851+10.566017i
#> 21 1.7938366 11.081611 0.40 0.40 1.7938366+11.081611i
#> 22 1.8030221 11.678792 0.42 0.42 1.8030221+11.678792i
#> 23 1.9141058 12.190338 0.44 0.44 1.9141058+12.190338i
#> 24 1.9130937 12.780673 0.46 0.46 1.9130937+12.780673i
#> 25 1.8658045 13.299697 0.48 0.48 1.8658045+13.299697i
#> 26 1.9896160 13.912194 0.50 0.50 1.9896160+13.912194i
#> 27 2.0676992 14.399617 0.52 0.52 2.0676992+14.399617i
#> 28 2.1933712 14.868624 0.54 0.54 2.1933712+14.868624i
#> 29 2.2749593 15.382726 0.56 0.56 2.2749593+15.382726i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 0.046526041+0.5396233i Traj_1 Sim_5 TrajSim_1_5
#> 3 0.080630643+0.4325586i Traj_1 Sim_5 TrajSim_1_5
#> 4 0.085088906+0.4515070i Traj_1 Sim_5 TrajSim_1_5
#> 5 0.089822374+0.5665888i Traj_1 Sim_5 TrajSim_1_5
#> 6 -0.054359781+0.4652893i Traj_1 Sim_5 TrajSim_1_5
#> 7 -0.006401768+0.5154895i Traj_1 Sim_5 TrajSim_1_5
#> 8 0.003461000+0.5603220i Traj_1 Sim_5 TrajSim_1_5
#> 9 0.178026634+0.4864296i Traj_1 Sim_5 TrajSim_1_5
#> 10 -0.023994947+0.4653338i Traj_1 Sim_5 TrajSim_1_5
#> 11 0.024215674+0.4792161i Traj_1 Sim_5 TrajSim_1_5
#> 12 -0.002429999+0.6170875i Traj_1 Sim_5 TrajSim_1_5
#> 13 0.061639416+0.5506795i Traj_1 Sim_5 TrajSim_1_5
#> 14 -0.017866832+0.6311561i Traj_1 Sim_5 TrajSim_1_5
#> 15 0.130145722+0.5408229i Traj_1 Sim_5 TrajSim_1_5
#> 16 0.246237683+0.4188110i Traj_1 Sim_5 TrajSim_1_5
#> 17 -0.011229435+0.4497811i Traj_1 Sim_5 TrajSim_1_5
#> 18 0.100572641+0.5212528i Traj_1 Sim_5 TrajSim_1_5
#> 19 0.153938153+0.3938929i Traj_1 Sim_5 TrajSim_1_5
#> 20 0.038962967+0.5341752i Traj_1 Sim_5 TrajSim_1_5
#> 21 -0.025148505+0.5155938i Traj_1 Sim_5 TrajSim_1_5
#> 22 0.009185554+0.5971813i Traj_1 Sim_5 TrajSim_1_5
#> 23 0.111083687+0.5115458i Traj_1 Sim_5 TrajSim_1_5
#> 24 -0.001012154+0.5903353i Traj_1 Sim_5 TrajSim_1_5
#> 25 -0.047289144+0.5190234i Traj_1 Sim_5 TrajSim_1_5
#> 26 0.123811519+0.6124976i Traj_1 Sim_5 TrajSim_1_5
#> 27 0.078083185+0.4874224i Traj_1 Sim_5 TrajSim_1_5
#> 28 0.125671949+0.4690069i Traj_1 Sim_5 TrajSim_1_5
#> 29 0.081588132+0.5141021i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4277922 1.997518 0.02 0.02 0.4277922+ 1.997518i
#> 3 0.5148191 2.608435 0.04 0.04 0.5148191+ 2.608435i
#> 4 0.4917992 3.198683 0.06 0.06 0.4917992+ 3.198683i
#> 5 0.5123597 3.774432 0.08 0.08 0.5123597+ 3.774432i
#> 6 0.6172718 4.262294 0.10 0.10 0.6172718+ 4.262294i
#> 7 0.7511553 4.817775 0.12 0.12 0.7511553+ 4.817775i
#> 8 0.8936697 5.390643 0.14 0.14 0.8936697+ 5.390643i
#> 9 1.1102776 5.868951 0.16 0.16 1.1102776+ 5.868951i
#> 10 1.3089965 6.478268 0.18 0.18 1.3089965+ 6.478268i
#> 11 1.4211571 7.052470 0.20 0.20 1.4211571+ 7.052470i
#> 12 1.5680659 7.758413 0.22 0.22 1.5680659+ 7.758413i
#> 13 1.6497544 8.307341 0.24 0.24 1.6497544+ 8.307341i
#> 14 1.6877579 8.971169 0.26 0.26 1.6877579+ 8.971169i
#> 15 1.8811581 9.576229 0.28 0.28 1.8811581+ 9.576229i
#> 16 1.9817062 10.195886 0.30 0.30 1.9817062+10.195886i
#> 17 1.9992962 10.711179 0.32 0.32 1.9992962+10.711179i
#> 18 2.0119271 11.319779 0.34 0.34 2.0119271+11.319779i
#> 19 2.0121121 11.986679 0.36 0.36 2.0121121+11.986679i
#> 20 1.9574456 12.652802 0.38 0.38 1.9574456+12.652802i
#> 21 2.1055680 13.328012 0.40 0.40 2.1055680+13.328012i
#> 22 2.1407825 14.030627 0.42 0.42 2.1407825+14.030627i
#> 23 2.1515679 14.543277 0.44 0.44 2.1515679+14.543277i
#> 24 2.0379167 15.359804 0.46 0.46 2.0379167+15.359804i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 0.0917922458+0.4375184i Traj_2 Sim_5 TrajSim_2_5
#> 3 0.0870268197+0.6109163i Traj_2 Sim_5 TrajSim_2_5
#> 4 -0.0230199077+0.5902488i Traj_2 Sim_5 TrajSim_2_5
#> 5 0.0205605173+0.5757486i Traj_2 Sim_5 TrajSim_2_5
#> 6 0.1049120923+0.4878621i Traj_2 Sim_5 TrajSim_2_5
#> 7 0.1338835710+0.5554810i Traj_2 Sim_5 TrajSim_2_5
#> 8 0.1425143879+0.5728674i Traj_2 Sim_5 TrajSim_2_5
#> 9 0.2166078285+0.4783086i Traj_2 Sim_5 TrajSim_2_5
#> 10 0.1987189178+0.6093171i Traj_2 Sim_5 TrajSim_2_5
#> 11 0.1121606743+0.5742013i Traj_2 Sim_5 TrajSim_2_5
#> 12 0.1469087225+0.7059439i Traj_2 Sim_5 TrajSim_2_5
#> 13 0.0816885104+0.5489275i Traj_2 Sim_5 TrajSim_2_5
#> 14 0.0380034933+0.6638275i Traj_2 Sim_5 TrajSim_2_5
#> 15 0.1934002616+0.6050608i Traj_2 Sim_5 TrajSim_2_5
#> 16 0.1005480463+0.6196567i Traj_2 Sim_5 TrajSim_2_5
#> 17 0.0175899860+0.5152926i Traj_2 Sim_5 TrajSim_2_5
#> 18 0.0126308979+0.6086004i Traj_2 Sim_5 TrajSim_2_5
#> 19 0.0001850112+0.6668996i Traj_2 Sim_5 TrajSim_2_5
#> 20 -0.0546664297+0.6661236i Traj_2 Sim_5 TrajSim_2_5
#> 21 0.1481224016+0.6752104i Traj_2 Sim_5 TrajSim_2_5
#> 22 0.0352144301+0.7026142i Traj_2 Sim_5 TrajSim_2_5
#> 23 0.0107854253+0.5126506i Traj_2 Sim_5 TrajSim_2_5
#> 24 -0.1136512472+0.8165269i Traj_2 Sim_5 TrajSim_2_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7644396 1.575535 0.02 0.02 0.7644396+ 1.575535i
#> 3 0.8431651 2.100544 0.04 0.04 0.8431651+ 2.100544i
#> 4 0.9128248 2.705743 0.06 0.06 0.9128248+ 2.705743i
#> 5 1.0225418 3.195145 0.08 0.08 1.0225418+ 3.195145i
#> 6 0.9947233 3.718119 0.10 0.10 0.9947233+ 3.718119i
#> 7 1.0307353 4.215330 0.12 0.12 1.0307353+ 4.215330i
#> 8 1.1700578 4.707395 0.14 0.14 1.1700578+ 4.707395i
#> 9 1.1294075 5.274063 0.16 0.16 1.1294075+ 5.274063i
#> 10 1.2400039 5.832291 0.18 0.18 1.2400039+ 5.832291i
#> 11 1.2963150 6.326977 0.20 0.20 1.2963150+ 6.326977i
#> 12 1.2982704 6.820095 0.22 0.22 1.2982704+ 6.820095i
#> 13 1.2986180 7.304073 0.24 0.24 1.2986180+ 7.304073i
#> 14 1.2991225 7.936200 0.26 0.26 1.2991225+ 7.936200i
#> 15 1.4009355 8.480998 0.28 0.28 1.4009355+ 8.480998i
#> 16 1.4424748 9.028807 0.30 0.30 1.4424748+ 9.028807i
#> 17 1.6832980 9.457745 0.32 0.32 1.6832980+ 9.457745i
#> 18 1.8030693 9.985425 0.34 0.34 1.8030693+ 9.985425i
#> 19 1.9076038 10.492158 0.36 0.36 1.9076038+10.492158i
#> 20 2.0226566 11.105445 0.38 0.38 2.0226566+11.105445i
#> 21 2.0172203 11.606076 0.40 0.40 2.0172203+11.606076i
#> 22 2.1084517 12.165763 0.42 0.42 2.1084517+12.165763i
#> 23 2.1312708 12.692556 0.44 0.44 2.1312708+12.692556i
#> 24 2.1371655 13.135614 0.46 0.46 2.1371655+13.135614i
#> 25 2.1214117 13.748023 0.48 0.48 2.1214117+13.748023i
#> 26 2.1178929 14.140690 0.50 0.50 2.1178929+14.140690i
#> 27 2.2030230 14.612773 0.52 0.52 2.2030230+14.612773i
#> 28 2.2282917 15.109362 0.54 0.54 2.2282917+15.109362i
#> 29 2.1849722 15.605077 0.56 0.56 2.1849722+15.605077i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 0.0684396453+0.6295348i Traj_1 Sim_6 TrajSim_1_6
#> 3 0.0787254421+0.5250095i Traj_1 Sim_6 TrajSim_1_6
#> 4 0.0696597103+0.6051986i Traj_1 Sim_6 TrajSim_1_6
#> 5 0.1097170433+0.4894018i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.0278185243+0.5229746i Traj_1 Sim_6 TrajSim_1_6
#> 7 0.0360120306+0.4972106i Traj_1 Sim_6 TrajSim_1_6
#> 8 0.1393224903+0.4920650i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.0406503667+0.5666679i Traj_1 Sim_6 TrajSim_1_6
#> 10 0.1105964273+0.5582285i Traj_1 Sim_6 TrajSim_1_6
#> 11 0.0563111480+0.4946862i Traj_1 Sim_6 TrajSim_1_6
#> 12 0.0019553758+0.4931179i Traj_1 Sim_6 TrajSim_1_6
#> 13 0.0003475399+0.4839773i Traj_1 Sim_6 TrajSim_1_6
#> 14 0.0005045252+0.6321271i Traj_1 Sim_6 TrajSim_1_6
#> 15 0.1018129997+0.5447985i Traj_1 Sim_6 TrajSim_1_6
#> 16 0.0415392649+0.5478087i Traj_1 Sim_6 TrajSim_1_6
#> 17 0.2408232295+0.4289375i Traj_1 Sim_6 TrajSim_1_6
#> 18 0.1197713442+0.5276809i Traj_1 Sim_6 TrajSim_1_6
#> 19 0.1045344887+0.5067330i Traj_1 Sim_6 TrajSim_1_6
#> 20 0.1150527919+0.6132867i Traj_1 Sim_6 TrajSim_1_6
#> 21 -0.0054362919+0.5006313i Traj_1 Sim_6 TrajSim_1_6
#> 22 0.0912313589+0.5596869i Traj_1 Sim_6 TrajSim_1_6
#> 23 0.0228190929+0.5267931i Traj_1 Sim_6 TrajSim_1_6
#> 24 0.0058947379+0.4430578i Traj_1 Sim_6 TrajSim_1_6
#> 25 -0.0157538418+0.6124085i Traj_1 Sim_6 TrajSim_1_6
#> 26 -0.0035187983+0.3926675i Traj_1 Sim_6 TrajSim_1_6
#> 27 0.0851300872+0.4720828i Traj_1 Sim_6 TrajSim_1_6
#> 28 0.0252687782+0.4965890i Traj_1 Sim_6 TrajSim_1_6
#> 29 -0.0433195151+0.4957149i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3652655 2.144896 0.02 0.02 0.3652655+ 2.144896i
#> 3 0.4671050 2.743924 0.04 0.04 0.4671050+ 2.743924i
#> 4 0.6023520 3.294369 0.06 0.06 0.6023520+ 3.294369i
#> 5 0.7721009 3.820021 0.08 0.08 0.7721009+ 3.820021i
#> 6 0.9142355 4.406227 0.10 0.10 0.9142355+ 4.406227i
#> 7 1.0338173 4.960507 0.12 0.12 1.0338173+ 4.960507i
#> 8 1.0409965 5.587430 0.14 0.14 1.0409965+ 5.587430i
#> 9 1.0964148 6.256992 0.16 0.16 1.0964148+ 6.256992i
#> 10 1.0388237 6.711892 0.18 0.18 1.0388237+ 6.711892i
#> 11 1.1939559 7.323333 0.20 0.20 1.1939559+ 7.323333i
#> 12 1.2804544 7.979915 0.22 0.22 1.2804544+ 7.979915i
#> 13 1.4022497 8.613684 0.24 0.24 1.4022497+ 8.613684i
#> 14 1.5534049 9.368829 0.26 0.26 1.5534049+ 9.368829i
#> 15 1.6318592 9.934816 0.28 0.28 1.6318592+ 9.934816i
#> 16 1.8689600 10.401077 0.30 0.30 1.8689600+10.401077i
#> 17 1.9232259 10.934313 0.32 0.32 1.9232259+10.934313i
#> 18 1.9725642 11.582520 0.34 0.34 1.9725642+11.582520i
#> 19 1.9319324 12.129288 0.36 0.36 1.9319324+12.129288i
#> 20 1.9435282 12.759853 0.38 0.38 1.9435282+12.759853i
#> 21 1.9243674 13.273577 0.40 0.40 1.9243674+13.273577i
#> 22 1.9838070 13.684849 0.42 0.42 1.9838070+13.684849i
#> 23 2.0797267 14.168150 0.44 0.44 2.0797267+14.168150i
#> 24 2.0300782 14.743343 0.46 0.46 2.0300782+14.743343i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 0.029265549+0.5848961i Traj_2 Sim_6 TrajSim_2_6
#> 3 0.101839448+0.5990275i Traj_2 Sim_6 TrajSim_2_6
#> 4 0.135246960+0.5504454i Traj_2 Sim_6 TrajSim_2_6
#> 5 0.169748919+0.5256516i Traj_2 Sim_6 TrajSim_2_6
#> 6 0.142134658+0.5862058i Traj_2 Sim_6 TrajSim_2_6
#> 7 0.119581783+0.5542804i Traj_2 Sim_6 TrajSim_2_6
#> 8 0.007179205+0.6269234i Traj_2 Sim_6 TrajSim_2_6
#> 9 0.055418322+0.6695616i Traj_2 Sim_6 TrajSim_2_6
#> 10 -0.057591125+0.4549001i Traj_2 Sim_6 TrajSim_2_6
#> 11 0.155132205+0.6114408i Traj_2 Sim_6 TrajSim_2_6
#> 12 0.086498457+0.6565822i Traj_2 Sim_6 TrajSim_2_6
#> 13 0.121795300+0.6337691i Traj_2 Sim_6 TrajSim_2_6
#> 14 0.151155185+0.7551451i Traj_2 Sim_6 TrajSim_2_6
#> 15 0.078454350+0.5659867i Traj_2 Sim_6 TrajSim_2_6
#> 16 0.237100821+0.4662614i Traj_2 Sim_6 TrajSim_2_6
#> 17 0.054265902+0.5332359i Traj_2 Sim_6 TrajSim_2_6
#> 18 0.049338257+0.6482065i Traj_2 Sim_6 TrajSim_2_6
#> 19 -0.040631764+0.5467678i Traj_2 Sim_6 TrajSim_2_6
#> 20 0.011595801+0.6305655i Traj_2 Sim_6 TrajSim_2_6
#> 21 -0.019160884+0.5137241i Traj_2 Sim_6 TrajSim_2_6
#> 22 0.059439617+0.4112715i Traj_2 Sim_6 TrajSim_2_6
#> 23 0.095919727+0.4833011i Traj_2 Sim_6 TrajSim_2_6
#> 24 -0.049648544+0.5751931i Traj_2 Sim_6 TrajSim_2_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8243803 1.499774 0.02 0.02 0.8243803+ 1.499774i
#> 3 0.8750992 1.990957 0.04 0.04 0.8750992+ 1.990957i
#> 4 0.8059099 2.570186 0.06 0.06 0.8059099+ 2.570186i
#> 5 0.9204454 3.093923 0.08 0.08 0.9204454+ 3.093923i
#> 6 0.9111494 3.641404 0.10 0.10 0.9111494+ 3.641404i
#> 7 1.0580501 4.115173 0.12 0.12 1.0580501+ 4.115173i
#> 8 1.0141857 4.582563 0.14 0.14 1.0141857+ 4.582563i
#> 9 1.1778871 5.115331 0.16 0.16 1.1778871+ 5.115331i
#> 10 1.1367712 5.608502 0.18 0.18 1.1367712+ 5.608502i
#> 11 1.1253110 6.135032 0.20 0.20 1.1253110+ 6.135032i
#> 12 1.2440807 6.676555 0.22 0.22 1.2440807+ 6.676555i
#> 13 1.3729132 7.180142 0.24 0.24 1.3729132+ 7.180142i
#> 14 1.4215715 7.718999 0.26 0.26 1.4215715+ 7.718999i
#> 15 1.3992899 8.292825 0.28 0.28 1.3992899+ 8.292825i
#> 16 1.4795264 8.788810 0.30 0.30 1.4795264+ 8.788810i
#> 17 1.4510977 9.263640 0.32 0.32 1.4510977+ 9.263640i
#> 18 1.5135598 9.824428 0.34 0.34 1.5135598+ 9.824428i
#> 19 1.6573517 10.381278 0.36 0.36 1.6573517+10.381278i
#> 20 1.7636088 10.838538 0.38 0.38 1.7636088+10.838538i
#> 21 1.7874831 11.428566 0.40 0.40 1.7874831+11.428566i
#> 22 1.7600401 11.988393 0.42 0.42 1.7600401+11.988393i
#> 23 1.9081957 12.547135 0.44 0.44 1.9081957+12.547135i
#> 24 2.0427415 13.058091 0.46 0.46 2.0427415+13.058091i
#> 25 2.1875478 13.521188 0.48 0.48 2.1875478+13.521188i
#> 26 2.2695020 14.030352 0.50 0.50 2.2695020+14.030352i
#> 27 2.2458649 14.573542 0.52 0.52 2.2458649+14.573542i
#> 28 2.2257961 15.130873 0.54 0.54 2.2257961+15.130873i
#> 29 2.2993349 15.796072 0.56 0.56 2.2993349+15.796072i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 0.12838026+0.5537740i Traj_1 Sim_7 TrajSim_1_7
#> 3 0.05071897+0.4911834i Traj_1 Sim_7 TrajSim_1_7
#> 4 -0.06918934+0.5792288i Traj_1 Sim_7 TrajSim_1_7
#> 5 0.11453556+0.5237372i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.00929608+0.5474808i Traj_1 Sim_7 TrajSim_1_7
#> 7 0.14690069+0.4737683i Traj_1 Sim_7 TrajSim_1_7
#> 8 -0.04386438+0.4673905i Traj_1 Sim_7 TrajSim_1_7
#> 9 0.16370143+0.5327676i Traj_1 Sim_7 TrajSim_1_7
#> 10 -0.04111588+0.4931711i Traj_1 Sim_7 TrajSim_1_7
#> 11 -0.01146026+0.5265304i Traj_1 Sim_7 TrajSim_1_7
#> 12 0.11876974+0.5415224i Traj_1 Sim_7 TrajSim_1_7
#> 13 0.12883251+0.5035877i Traj_1 Sim_7 TrajSim_1_7
#> 14 0.04865824+0.5388563i Traj_1 Sim_7 TrajSim_1_7
#> 15 -0.02228158+0.5738260i Traj_1 Sim_7 TrajSim_1_7
#> 16 0.08023656+0.4959856i Traj_1 Sim_7 TrajSim_1_7
#> 17 -0.02842877+0.4748296i Traj_1 Sim_7 TrajSim_1_7
#> 18 0.06246213+0.5607885i Traj_1 Sim_7 TrajSim_1_7
#> 19 0.14379189+0.5568496i Traj_1 Sim_7 TrajSim_1_7
#> 20 0.10625713+0.4572600i Traj_1 Sim_7 TrajSim_1_7
#> 21 0.02387429+0.5900280i Traj_1 Sim_7 TrajSim_1_7
#> 22 -0.02744299+0.5598269i Traj_1 Sim_7 TrajSim_1_7
#> 23 0.14815559+0.5587418i Traj_1 Sim_7 TrajSim_1_7
#> 24 0.13454581+0.5109560i Traj_1 Sim_7 TrajSim_1_7
#> 25 0.14480631+0.4630978i Traj_1 Sim_7 TrajSim_1_7
#> 26 0.08195415+0.5091634i Traj_1 Sim_7 TrajSim_1_7
#> 27 -0.02363707+0.5431898i Traj_1 Sim_7 TrajSim_1_7
#> 28 -0.02006875+0.5573318i Traj_1 Sim_7 TrajSim_1_7
#> 29 0.07353872+0.6651984i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5816500 2.100301 0.02 0.02 0.5816500+ 2.100301i
#> 3 0.6141380 2.590245 0.04 0.04 0.6141380+ 2.590245i
#> 4 0.7120476 3.146901 0.06 0.06 0.7120476+ 3.146901i
#> 5 0.8077116 3.586632 0.08 0.08 0.8077116+ 3.586632i
#> 6 0.8921821 4.225282 0.10 0.10 0.8921821+ 4.225282i
#> 7 0.9359385 4.879759 0.12 0.12 0.9359385+ 4.879759i
#> 8 1.0653139 5.480166 0.14 0.14 1.0653139+ 5.480166i
#> 9 1.0414868 6.163151 0.16 0.16 1.0414868+ 6.163151i
#> 10 1.1325611 6.737760 0.18 0.18 1.1325611+ 6.737760i
#> 11 1.3604425 7.357606 0.20 0.20 1.3604425+ 7.357606i
#> 12 1.5603018 7.935553 0.22 0.22 1.5603018+ 7.935553i
#> 13 1.7869678 8.458806 0.24 0.24 1.7869678+ 8.458806i
#> 14 1.9142400 9.004947 0.26 0.26 1.9142400+ 9.004947i
#> 15 1.9942736 9.560235 0.28 0.28 1.9942736+ 9.560235i
#> 16 1.9850528 10.180615 0.30 0.30 1.9850528+10.180615i
#> 17 1.8615252 10.875836 0.32 0.32 1.8615252+10.875836i
#> 18 1.7345049 11.510984 0.34 0.34 1.7345049+11.510984i
#> 19 1.9431769 12.276897 0.36 0.36 1.9431769+12.276897i
#> 20 2.0163645 12.895389 0.38 0.38 2.0163645+12.895389i
#> 21 2.1200729 13.335257 0.40 0.40 2.1200729+13.335257i
#> 22 2.2538137 13.897843 0.42 0.42 2.2538137+13.897843i
#> 23 2.3837306 14.464780 0.44 0.44 2.3837306+14.464780i
#> 24 2.4050407 15.174081 0.46 0.46 2.4050407+15.174081i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 0.245649997+0.5403014i Traj_2 Sim_7 TrajSim_2_7
#> 3 0.032488029+0.4899437i Traj_2 Sim_7 TrajSim_2_7
#> 4 0.097909582+0.5566554i Traj_2 Sim_7 TrajSim_2_7
#> 5 0.095663971+0.4397317i Traj_2 Sim_7 TrajSim_2_7
#> 6 0.084470525+0.6386499i Traj_2 Sim_7 TrajSim_2_7
#> 7 0.043756418+0.6544766i Traj_2 Sim_7 TrajSim_2_7
#> 8 0.129375383+0.6004069i Traj_2 Sim_7 TrajSim_2_7
#> 9 -0.023827069+0.6829856i Traj_2 Sim_7 TrajSim_2_7
#> 10 0.091074219+0.5746084i Traj_2 Sim_7 TrajSim_2_7
#> 11 0.227881433+0.6198469i Traj_2 Sim_7 TrajSim_2_7
#> 12 0.199859272+0.5779470i Traj_2 Sim_7 TrajSim_2_7
#> 13 0.226666090+0.5232521i Traj_2 Sim_7 TrajSim_2_7
#> 14 0.127272119+0.5461417i Traj_2 Sim_7 TrajSim_2_7
#> 15 0.080033612+0.5552874i Traj_2 Sim_7 TrajSim_2_7
#> 16 -0.009220799+0.6203801i Traj_2 Sim_7 TrajSim_2_7
#> 17 -0.123527531+0.6952215i Traj_2 Sim_7 TrajSim_2_7
#> 18 -0.127020341+0.6351477i Traj_2 Sim_7 TrajSim_2_7
#> 19 0.208672008+0.7659128i Traj_2 Sim_7 TrajSim_2_7
#> 20 0.073187541+0.6184921i Traj_2 Sim_7 TrajSim_2_7
#> 21 0.103708411+0.4398680i Traj_2 Sim_7 TrajSim_2_7
#> 22 0.133740874+0.5625857i Traj_2 Sim_7 TrajSim_2_7
#> 23 0.129916833+0.5669378i Traj_2 Sim_7 TrajSim_2_7
#> 24 0.021310102+0.7093007i Traj_2 Sim_7 TrajSim_2_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8463491 1.401452 0.02 0.02 0.8463491+ 1.401452i
#> 3 0.9155131 1.923880 0.04 0.04 0.9155131+ 1.923880i
#> 4 0.9620702 2.454740 0.06 0.06 0.9620702+ 2.454740i
#> 5 1.1717111 2.890927 0.08 0.08 1.1717111+ 2.890927i
#> 6 1.1432995 3.448063 0.10 0.10 1.1432995+ 3.448063i
#> 7 1.3085003 3.963805 0.12 0.12 1.3085003+ 3.963805i
#> 8 1.3174496 4.502581 0.14 0.14 1.3174496+ 4.502581i
#> 9 1.2573850 4.984654 0.16 0.16 1.2573850+ 4.984654i
#> 10 1.3084097 5.566453 0.18 0.18 1.3084097+ 5.566453i
#> 11 1.3580699 6.056304 0.20 0.20 1.3580699+ 6.056304i
#> 12 1.3832954 6.627202 0.22 0.22 1.3832954+ 6.627202i
#> 13 1.4040603 7.170581 0.24 0.24 1.4040603+ 7.170581i
#> 14 1.4648465 7.709509 0.26 0.26 1.4648465+ 7.709509i
#> 15 1.4645215 8.162197 0.28 0.28 1.4645215+ 8.162197i
#> 16 1.5260146 8.705045 0.30 0.30 1.5260146+ 8.705045i
#> 17 1.6285752 9.191029 0.32 0.32 1.6285752+ 9.191029i
#> 18 1.8104856 9.715281 0.34 0.34 1.8104856+ 9.715281i
#> 19 1.8148541 10.326149 0.36 0.36 1.8148541+10.326149i
#> 20 1.7140578 10.872438 0.38 0.38 1.7140578+10.872438i
#> 21 1.7114876 11.323360 0.40 0.40 1.7114876+11.323360i
#> 22 1.6741032 11.854659 0.42 0.42 1.6741032+11.854659i
#> 23 1.7111967 12.416575 0.44 0.44 1.7111967+12.416575i
#> 24 1.8501315 12.964299 0.46 0.46 1.8501315+12.964299i
#> 25 1.9988996 13.527196 0.48 0.48 1.9988996+13.527196i
#> 26 2.0928997 14.091749 0.50 0.50 2.0928997+14.091749i
#> 27 2.1913523 14.609089 0.52 0.52 2.1913523+14.609089i
#> 28 2.2418350 15.045307 0.54 0.54 2.2418350+15.045307i
#> 29 2.1598549 15.517690 0.56 0.56 2.1598549+15.517690i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 0.1503490674+0.4554518i Traj_1 Sim_8 TrajSim_1_8
#> 3 0.0691640037+0.5224279i Traj_1 Sim_8 TrajSim_1_8
#> 4 0.0465571229+0.5308607i Traj_1 Sim_8 TrajSim_1_8
#> 5 0.2096409548+0.4361863i Traj_1 Sim_8 TrajSim_1_8
#> 6 -0.0284116117+0.5571366i Traj_1 Sim_8 TrajSim_1_8
#> 7 0.1652007466+0.5157418i Traj_1 Sim_8 TrajSim_1_8
#> 8 0.0089493647+0.5387762i Traj_1 Sim_8 TrajSim_1_8
#> 9 -0.0600646053+0.4820731i Traj_1 Sim_8 TrajSim_1_8
#> 10 0.0510246250+0.5817989i Traj_1 Sim_8 TrajSim_1_8
#> 11 0.0496602216+0.4898508i Traj_1 Sim_8 TrajSim_1_8
#> 12 0.0252255149+0.5708977i Traj_1 Sim_8 TrajSim_1_8
#> 13 0.0207648953+0.5433796i Traj_1 Sim_8 TrajSim_1_8
#> 14 0.0607861793+0.5389278i Traj_1 Sim_8 TrajSim_1_8
#> 15 -0.0003249528+0.4526874i Traj_1 Sim_8 TrajSim_1_8
#> 16 0.0614930902+0.5428481i Traj_1 Sim_8 TrajSim_1_8
#> 17 0.1025606002+0.4859839i Traj_1 Sim_8 TrajSim_1_8
#> 18 0.1819103920+0.5242528i Traj_1 Sim_8 TrajSim_1_8
#> 19 0.0043684662+0.6108674i Traj_1 Sim_8 TrajSim_1_8
#> 20 -0.1007962326+0.5462891i Traj_1 Sim_8 TrajSim_1_8
#> 21 -0.0025702766+0.4509225i Traj_1 Sim_8 TrajSim_1_8
#> 22 -0.0373843622+0.5312991i Traj_1 Sim_8 TrajSim_1_8
#> 23 0.0370935191+0.5619154i Traj_1 Sim_8 TrajSim_1_8
#> 24 0.1389347619+0.5477246i Traj_1 Sim_8 TrajSim_1_8
#> 25 0.1487680726+0.5628964i Traj_1 Sim_8 TrajSim_1_8
#> 26 0.0940001900+0.5645533i Traj_1 Sim_8 TrajSim_1_8
#> 27 0.0984525384+0.5173400i Traj_1 Sim_8 TrajSim_1_8
#> 28 0.0504826646+0.4362177i Traj_1 Sim_8 TrajSim_1_8
#> 29 -0.0819800571+0.4723833i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3420778 2.200895 0.02 0.02 0.3420778+ 2.200895i
#> 3 0.3737779 2.985793 0.04 0.04 0.3737779+ 2.985793i
#> 4 0.4616380 3.602621 0.06 0.06 0.4616380+ 3.602621i
#> 5 0.4581787 4.324682 0.08 0.08 0.4581787+ 4.324682i
#> 6 0.6041586 4.878347 0.10 0.10 0.6041586+ 4.878347i
#> 7 0.6696078 5.610189 0.12 0.12 0.6696078+ 5.610189i
#> 8 0.7846443 6.177246 0.14 0.14 0.7846443+ 6.177246i
#> 9 0.7821308 6.747498 0.16 0.16 0.7821308+ 6.747498i
#> 10 0.9166081 7.414061 0.18 0.18 0.9166081+ 7.414061i
#> 11 1.0355125 8.041584 0.20 0.20 1.0355125+ 8.041584i
#> 12 1.1360998 8.577773 0.22 0.22 1.1360998+ 8.577773i
#> 13 1.2599918 9.159134 0.24 0.24 1.2599918+ 9.159134i
#> 14 1.2908952 9.646415 0.26 0.26 1.2908952+ 9.646415i
#> 15 1.3272329 10.275951 0.28 0.28 1.3272329+10.275951i
#> 16 1.3575742 10.889606 0.30 0.30 1.3575742+10.889606i
#> 17 1.6316181 11.468585 0.32 0.32 1.6316181+11.468585i
#> 18 1.6919392 12.206786 0.34 0.34 1.6919392+12.206786i
#> 19 1.6410849 12.931358 0.36 0.36 1.6410849+12.931358i
#> 20 1.6055551 13.466198 0.38 0.38 1.6055551+13.466198i
#> 21 1.5900064 14.159232 0.40 0.40 1.5900064+14.159232i
#> 22 1.6127075 14.773751 0.42 0.42 1.6127075+14.773751i
#> 23 1.6005076 15.245914 0.44 0.44 1.6005076+15.245914i
#> 24 1.5666198 15.779118 0.46 0.46 1.5666198+15.779118i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 0.006077757+0.6408953i Traj_2 Sim_8 TrajSim_2_8
#> 3 0.031700121+0.7848980i Traj_2 Sim_8 TrajSim_2_8
#> 4 0.087860172+0.6168273i Traj_2 Sim_8 TrajSim_2_8
#> 5 -0.003459337+0.7220618i Traj_2 Sim_8 TrajSim_2_8
#> 6 0.145979869+0.5536644i Traj_2 Sim_8 TrajSim_2_8
#> 7 0.065449204+0.7318417i Traj_2 Sim_8 TrajSim_2_8
#> 8 0.115036501+0.5670575i Traj_2 Sim_8 TrajSim_2_8
#> 9 -0.002513516+0.5702517i Traj_2 Sim_8 TrajSim_2_8
#> 10 0.134477341+0.6665632i Traj_2 Sim_8 TrajSim_2_8
#> 11 0.118904407+0.6275232i Traj_2 Sim_8 TrajSim_2_8
#> 12 0.100587288+0.5361890i Traj_2 Sim_8 TrajSim_2_8
#> 13 0.123892039+0.5813606i Traj_2 Sim_8 TrajSim_2_8
#> 14 0.030903382+0.4872810i Traj_2 Sim_8 TrajSim_2_8
#> 15 0.036337648+0.6295364i Traj_2 Sim_8 TrajSim_2_8
#> 16 0.030341357+0.6136551i Traj_2 Sim_8 TrajSim_2_8
#> 17 0.274043838+0.5789786i Traj_2 Sim_8 TrajSim_2_8
#> 18 0.060321092+0.7382012i Traj_2 Sim_8 TrajSim_2_8
#> 19 -0.050854250+0.7245717i Traj_2 Sim_8 TrajSim_2_8
#> 20 -0.035529816+0.5348405i Traj_2 Sim_8 TrajSim_2_8
#> 21 -0.015548744+0.6930340i Traj_2 Sim_8 TrajSim_2_8
#> 22 0.022701108+0.6145190i Traj_2 Sim_8 TrajSim_2_8
#> 23 -0.012199853+0.4721633i Traj_2 Sim_8 TrajSim_2_8
#> 24 -0.033887850+0.5332041i Traj_2 Sim_8 TrajSim_2_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7544871 1.434093 0.02 0.02 0.7544871+ 1.434093i
#> 3 0.8892944 2.002876 0.04 0.04 0.8892944+ 2.002876i
#> 4 0.7019039 2.558730 0.06 0.06 0.7019039+ 2.558730i
#> 5 0.6431198 3.017650 0.08 0.08 0.6431198+ 3.017650i
#> 6 0.5753718 3.568007 0.10 0.10 0.5753718+ 3.568007i
#> 7 0.6540797 4.126499 0.12 0.12 0.6540797+ 4.126499i
#> 8 0.7655397 4.633004 0.14 0.14 0.7655397+ 4.633004i
#> 9 0.8495022 5.148439 0.16 0.16 0.8495022+ 5.148439i
#> 10 0.7974331 5.665478 0.18 0.18 0.7974331+ 5.665478i
#> 11 0.8008961 6.140003 0.20 0.20 0.8008961+ 6.140003i
#> 12 0.9871602 6.576762 0.22 0.22 0.9871602+ 6.576762i
#> 13 1.0383093 7.220953 0.24 0.24 1.0383093+ 7.220953i
#> 14 1.0162850 7.706784 0.26 0.26 1.0162850+ 7.706784i
#> 15 1.0002424 8.266688 0.28 0.28 1.0002424+ 8.266688i
#> 16 1.0000622 8.799574 0.30 0.30 1.0000622+ 8.799574i
#> 17 1.1351643 9.279586 0.32 0.32 1.1351643+ 9.279586i
#> 18 1.1878532 9.731600 0.34 0.34 1.1878532+ 9.731600i
#> 19 1.1980971 10.245722 0.36 0.36 1.1980971+10.245722i
#> 20 1.2690092 10.680984 0.38 0.38 1.2690092+10.680984i
#> 21 1.3631481 11.205925 0.40 0.40 1.3631481+11.205925i
#> 22 1.2259120 11.678806 0.42 0.42 1.2259120+11.678806i
#> 23 1.2790271 12.161880 0.44 0.44 1.2790271+12.161880i
#> 24 1.3603818 12.695064 0.46 0.46 1.3603818+12.695064i
#> 25 1.3634008 13.297262 0.48 0.48 1.3634008+13.297262i
#> 26 1.5743632 13.831261 0.50 0.50 1.5743632+13.831261i
#> 27 1.7869068 14.354228 0.52 0.52 1.7869068+14.354228i
#> 28 1.7893603 14.832366 0.54 0.54 1.7893603+14.832366i
#> 29 1.7722019 15.338302 0.56 0.56 1.7722019+15.338302i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 0.0584871083+0.4880935i Traj_1 Sim_9 TrajSim_1_9
#> 3 0.1348073200+0.5687828i Traj_1 Sim_9 TrajSim_1_9
#> 4 -0.1873905478+0.5558535i Traj_1 Sim_9 TrajSim_1_9
#> 5 -0.0587840752+0.4589202i Traj_1 Sim_9 TrajSim_1_9
#> 6 -0.0677479610+0.5503567i Traj_1 Sim_9 TrajSim_1_9
#> 7 0.0787078498+0.5584926i Traj_1 Sim_9 TrajSim_1_9
#> 8 0.1114600218+0.5065048i Traj_1 Sim_9 TrajSim_1_9
#> 9 0.0839624529+0.5154350i Traj_1 Sim_9 TrajSim_1_9
#> 10 -0.0520690874+0.5170387i Traj_1 Sim_9 TrajSim_1_9
#> 11 0.0034630242+0.4745250i Traj_1 Sim_9 TrajSim_1_9
#> 12 0.1862641107+0.4367588i Traj_1 Sim_9 TrajSim_1_9
#> 13 0.0511490686+0.6441916i Traj_1 Sim_9 TrajSim_1_9
#> 14 -0.0220243131+0.4858311i Traj_1 Sim_9 TrajSim_1_9
#> 15 -0.0160425705+0.5599032i Traj_1 Sim_9 TrajSim_1_9
#> 16 -0.0001801788+0.5328866i Traj_1 Sim_9 TrajSim_1_9
#> 17 0.1351020752+0.4800116i Traj_1 Sim_9 TrajSim_1_9
#> 18 0.0526889092+0.4520138i Traj_1 Sim_9 TrajSim_1_9
#> 19 0.0102439146+0.5141223i Traj_1 Sim_9 TrajSim_1_9
#> 20 0.0709120900+0.4352617i Traj_1 Sim_9 TrajSim_1_9
#> 21 0.0941388436+0.5249413i Traj_1 Sim_9 TrajSim_1_9
#> 22 -0.1372360484+0.4728813i Traj_1 Sim_9 TrajSim_1_9
#> 23 0.0531151161+0.4830734i Traj_1 Sim_9 TrajSim_1_9
#> 24 0.0813546521+0.5331839i Traj_1 Sim_9 TrajSim_1_9
#> 25 0.0030189772+0.6021980i Traj_1 Sim_9 TrajSim_1_9
#> 26 0.2109624614+0.5339992i Traj_1 Sim_9 TrajSim_1_9
#> 27 0.2125435955+0.5229670i Traj_1 Sim_9 TrajSim_1_9
#> 28 0.0024534791+0.4781382i Traj_1 Sim_9 TrajSim_1_9
#> 29 -0.0171584319+0.5059362i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4478487 2.051658 0.02 0.02 0.4478487+ 2.051658i
#> 3 0.5301275 2.598464 0.04 0.04 0.5301275+ 2.598464i
#> 4 0.5884234 3.169792 0.06 0.06 0.5884234+ 3.169792i
#> 5 0.7498642 3.873934 0.08 0.08 0.7498642+ 3.873934i
#> 6 0.8974092 4.605172 0.10 0.10 0.8974092+ 4.605172i
#> 7 1.0429960 5.296110 0.12 0.12 1.0429960+ 5.296110i
#> 8 1.0194221 5.895648 0.14 0.14 1.0194221+ 5.895648i
#> 9 1.0780942 6.490448 0.16 0.16 1.0780942+ 6.490448i
#> 10 1.1388989 7.163903 0.18 0.18 1.1388989+ 7.163903i
#> 11 1.1270227 7.742422 0.20 0.20 1.1270227+ 7.742422i
#> 12 1.3387424 8.419028 0.22 0.22 1.3387424+ 8.419028i
#> 13 1.3902977 9.128345 0.24 0.24 1.3902977+ 9.128345i
#> 14 1.5239102 9.781616 0.26 0.26 1.5239102+ 9.781616i
#> 15 1.5742390 10.389309 0.28 0.28 1.5742390+10.389309i
#> 16 1.6338368 11.023209 0.30 0.30 1.6338368+11.023209i
#> 17 1.7950181 11.634222 0.32 0.32 1.7950181+11.634222i
#> 18 1.8539457 12.134117 0.34 0.34 1.8539457+12.134117i
#> 19 1.8538104 12.794006 0.36 0.36 1.8538104+12.794006i
#> 20 1.9630568 13.396796 0.38 0.38 1.9630568+13.396796i
#> 21 1.9582864 14.015956 0.40 0.40 1.9582864+14.015956i
#> 22 2.0727414 14.563452 0.42 0.42 2.0727414+14.563452i
#> 23 2.2581124 15.106019 0.44 0.44 2.2581124+15.106019i
#> 24 2.4484416 15.689080 0.46 0.46 2.4484416+15.689080i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 0.1118486873+0.4916576i Traj_2 Sim_9 TrajSim_2_9
#> 3 0.0822788529+0.5468069i Traj_2 Sim_9 TrajSim_2_9
#> 4 0.0582958761+0.5713271i Traj_2 Sim_9 TrajSim_2_9
#> 5 0.1614408219+0.7041429i Traj_2 Sim_9 TrajSim_2_9
#> 6 0.1475449616+0.7312379i Traj_2 Sim_9 TrajSim_2_9
#> 7 0.1455867799+0.6909382i Traj_2 Sim_9 TrajSim_2_9
#> 8 -0.0235739122+0.5995380i Traj_2 Sim_9 TrajSim_2_9
#> 9 0.0586720835+0.5947996i Traj_2 Sim_9 TrajSim_2_9
#> 10 0.0608047405+0.6734552i Traj_2 Sim_9 TrajSim_2_9
#> 11 -0.0118762177+0.5785187i Traj_2 Sim_9 TrajSim_2_9
#> 12 0.2117197066+0.6766060i Traj_2 Sim_9 TrajSim_2_9
#> 13 0.0515553539+0.7093171i Traj_2 Sim_9 TrajSim_2_9
#> 14 0.1336124323+0.6532712i Traj_2 Sim_9 TrajSim_2_9
#> 15 0.0503288597+0.6076928i Traj_2 Sim_9 TrajSim_2_9
#> 16 0.0595977341+0.6338994i Traj_2 Sim_9 TrajSim_2_9
#> 17 0.1611813238+0.6110138i Traj_2 Sim_9 TrajSim_2_9
#> 18 0.0589275790+0.4998949i Traj_2 Sim_9 TrajSim_2_9
#> 19 -0.0001352511+0.6598884i Traj_2 Sim_9 TrajSim_2_9
#> 20 0.1092464294+0.6027906i Traj_2 Sim_9 TrajSim_2_9
#> 21 -0.0047704780+0.6191601i Traj_2 Sim_9 TrajSim_2_9
#> 22 0.1144550024+0.5474961i Traj_2 Sim_9 TrajSim_2_9
#> 23 0.1853710118+0.5425668i Traj_2 Sim_9 TrajSim_2_9
#> 24 0.1903292675+0.5830608i Traj_2 Sim_9 TrajSim_2_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8211678 1.518698 0.02 0.02 0.8211678+ 1.518698i
#> 3 0.7581950 2.031790 0.04 0.04 0.7581950+ 2.031790i
#> 4 0.7060130 2.549670 0.06 0.06 0.7060130+ 2.549670i
#> 5 0.6301991 3.100579 0.08 0.08 0.6301991+ 3.100579i
#> 6 0.6899100 3.711134 0.10 0.10 0.6899100+ 3.711134i
#> 7 0.8014995 4.330108 0.12 0.12 0.8014995+ 4.330108i
#> 8 0.8672188 4.886266 0.14 0.14 0.8672188+ 4.886266i
#> 9 1.0291086 5.436520 0.16 0.16 1.0291086+ 5.436520i
#> 10 1.3067879 6.020626 0.18 0.18 1.3067879+ 6.020626i
#> 11 1.4648317 6.533520 0.20 0.20 1.4648317+ 6.533520i
#> 12 1.4899074 7.081619 0.22 0.22 1.4899074+ 7.081619i
#> 13 1.5115801 7.631272 0.24 0.24 1.5115801+ 7.631272i
#> 14 1.5480598 8.111744 0.26 0.26 1.5480598+ 8.111744i
#> 15 1.6013807 8.642989 0.28 0.28 1.6013807+ 8.642989i
#> 16 1.4631579 9.283578 0.30 0.30 1.4631579+ 9.283578i
#> 17 1.4363964 9.826711 0.32 0.32 1.4363964+ 9.826711i
#> 18 1.5728942 10.295764 0.34 0.34 1.5728942+10.295764i
#> 19 1.6062274 10.766619 0.36 0.36 1.6062274+10.766619i
#> 20 1.5829589 11.206465 0.38 0.38 1.5829589+11.206465i
#> 21 1.5834103 11.745016 0.40 0.40 1.5834103+11.745016i
#> 22 1.7120595 12.329251 0.42 0.42 1.7120595+12.329251i
#> 23 1.7620296 12.880609 0.44 0.44 1.7620296+12.880609i
#> 24 1.8398170 13.352751 0.46 0.46 1.8398170+13.352751i
#> 25 1.9661829 13.909647 0.48 0.48 1.9661829+13.909647i
#> 26 1.9963844 14.399693 0.50 0.50 1.9963844+14.399693i
#> 27 2.0061268 14.958589 0.52 0.52 2.0061268+14.958589i
#> 28 1.9416396 15.510327 0.54 0.54 1.9416396+15.510327i
#> 29 1.9625799 15.956390 0.56 0.56 1.9625799+15.956390i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 0.1251678498+0.5726980i Traj_1 Sim_10 TrajSim_1_10
#> 3 -0.0629728160+0.5130916i Traj_1 Sim_10 TrajSim_1_10
#> 4 -0.0521820120+0.5178804i Traj_1 Sim_10 TrajSim_1_10
#> 5 -0.0758138969+0.5509093i Traj_1 Sim_10 TrajSim_1_10
#> 6 0.0597108952+0.6105549i Traj_1 Sim_10 TrajSim_1_10
#> 7 0.1115894890+0.6189735i Traj_1 Sim_10 TrajSim_1_10
#> 8 0.0657193143+0.5561584i Traj_1 Sim_10 TrajSim_1_10
#> 9 0.1618898118+0.5502536i Traj_1 Sim_10 TrajSim_1_10
#> 10 0.2776792453+0.5841066i Traj_1 Sim_10 TrajSim_1_10
#> 11 0.1580438091+0.5128941i Traj_1 Sim_10 TrajSim_1_10
#> 12 0.0250756946+0.5480984i Traj_1 Sim_10 TrajSim_1_10
#> 13 0.0216727280+0.5496533i Traj_1 Sim_10 TrajSim_1_10
#> 14 0.0364797304+0.4804723i Traj_1 Sim_10 TrajSim_1_10
#> 15 0.0533209009+0.5312447i Traj_1 Sim_10 TrajSim_1_10
#> 16 -0.1382228509+0.6405893i Traj_1 Sim_10 TrajSim_1_10
#> 17 -0.0267615376+0.5431329i Traj_1 Sim_10 TrajSim_1_10
#> 18 0.1364978226+0.4690526i Traj_1 Sim_10 TrajSim_1_10
#> 19 0.0333331843+0.4708556i Traj_1 Sim_10 TrajSim_1_10
#> 20 -0.0232684436+0.4398460i Traj_1 Sim_10 TrajSim_1_10
#> 21 0.0004513857+0.5385505i Traj_1 Sim_10 TrajSim_1_10
#> 22 0.1286491775+0.5842351i Traj_1 Sim_10 TrajSim_1_10
#> 23 0.0499700791+0.5513583i Traj_1 Sim_10 TrajSim_1_10
#> 24 0.0777874351+0.4721418i Traj_1 Sim_10 TrajSim_1_10
#> 25 0.1263658980+0.5568957i Traj_1 Sim_10 TrajSim_1_10
#> 26 0.0302015239+0.4900462i Traj_1 Sim_10 TrajSim_1_10
#> 27 0.0097423899+0.5588964i Traj_1 Sim_10 TrajSim_1_10
#> 28 -0.0644872555+0.5517376i Traj_1 Sim_10 TrajSim_1_10
#> 29 0.0209403950+0.4460627i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5505989 2.080327 0.02 0.02 0.5505989+ 2.080327i
#> 3 0.5925420 2.663791 0.04 0.04 0.5925420+ 2.663791i
#> 4 0.5532425 3.257134 0.06 0.06 0.5532425+ 3.257134i
#> 5 0.5599108 3.918730 0.08 0.08 0.5599108+ 3.918730i
#> 6 0.6521806 4.419453 0.10 0.10 0.6521806+ 4.419453i
#> 7 0.6462964 4.927286 0.12 0.12 0.6462964+ 4.927286i
#> 8 0.6991534 5.506644 0.14 0.14 0.6991534+ 5.506644i
#> 9 0.8553360 6.106879 0.16 0.16 0.8553360+ 6.106879i
#> 10 0.8086211 6.660521 0.18 0.18 0.8086211+ 6.660521i
#> 11 1.0054190 7.365322 0.20 0.20 1.0054190+ 7.365322i
#> 12 1.0652927 7.949946 0.22 0.22 1.0652927+ 7.949946i
#> 13 1.1096108 8.449711 0.24 0.24 1.1096108+ 8.449711i
#> 14 1.3313402 9.095296 0.26 0.26 1.3313402+ 9.095296i
#> 15 1.2837137 9.759244 0.28 0.28 1.2837137+ 9.759244i
#> 16 1.3167910 10.468835 0.30 0.30 1.3167910+10.468835i
#> 17 1.3432242 11.211975 0.32 0.32 1.3432242+11.211975i
#> 18 1.4898288 11.790981 0.34 0.34 1.4898288+11.790981i
#> 19 1.5601637 12.287556 0.36 0.36 1.5601637+12.287556i
#> 20 1.7398464 12.976519 0.38 0.38 1.7398464+12.976519i
#> 21 1.7259424 13.438066 0.40 0.40 1.7259424+13.438066i
#> 22 1.7605079 14.019442 0.42 0.42 1.7605079+14.019442i
#> 23 1.7628303 14.460939 0.44 0.44 1.7628303+14.460939i
#> 24 1.8483877 15.094126 0.46 0.46 1.8483877+15.094126i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 0.214598858+0.5203267i Traj_2 Sim_10 TrajSim_2_10
#> 3 0.041943155+0.5834641i Traj_2 Sim_10 TrajSim_2_10
#> 4 -0.039299555+0.5933436i Traj_2 Sim_10 TrajSim_2_10
#> 5 0.006668340+0.6615958i Traj_2 Sim_10 TrajSim_2_10
#> 6 0.092269782+0.5007228i Traj_2 Sim_10 TrajSim_2_10
#> 7 -0.005884130+0.5078333i Traj_2 Sim_10 TrajSim_2_10
#> 8 0.052856918+0.5793578i Traj_2 Sim_10 TrajSim_2_10
#> 9 0.156182656+0.6002346i Traj_2 Sim_10 TrajSim_2_10
#> 10 -0.046714973+0.5536423i Traj_2 Sim_10 TrajSim_2_10
#> 11 0.196797936+0.7048013i Traj_2 Sim_10 TrajSim_2_10
#> 12 0.059873691+0.5846239i Traj_2 Sim_10 TrajSim_2_10
#> 13 0.044318103+0.4997646i Traj_2 Sim_10 TrajSim_2_10
#> 14 0.221729461+0.6455853i Traj_2 Sim_10 TrajSim_2_10
#> 15 -0.047626506+0.6639481i Traj_2 Sim_10 TrajSim_2_10
#> 16 0.033077266+0.7095903i Traj_2 Sim_10 TrajSim_2_10
#> 17 0.026433199+0.7431404i Traj_2 Sim_10 TrajSim_2_10
#> 18 0.146604561+0.5790061i Traj_2 Sim_10 TrajSim_2_10
#> 19 0.070334941+0.4965752i Traj_2 Sim_10 TrajSim_2_10
#> 20 0.179682667+0.6889625i Traj_2 Sim_10 TrajSim_2_10
#> 21 -0.013903945+0.4615473i Traj_2 Sim_10 TrajSim_2_10
#> 22 0.034565505+0.5813762i Traj_2 Sim_10 TrajSim_2_10
#> 23 0.002322366+0.4414973i Traj_2 Sim_10 TrajSim_2_10
#> 24 0.085557432+0.6331868i Traj_2 Sim_10 TrajSim_2_10
#>
#>
#> [[11]]
#> [[11]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8709966 1.467167 0.02 0.02 0.8709966+ 1.467167i
#> 3 0.9353021 2.027400 0.04 0.04 0.9353021+ 2.027400i
#> 4 0.9076968 2.530785 0.06 0.06 0.9076968+ 2.530785i
#> 5 0.8610417 3.115162 0.08 0.08 0.8610417+ 3.115162i
#> 6 0.7933286 3.607822 0.10 0.10 0.7933286+ 3.607822i
#> 7 0.9471353 4.048332 0.12 0.12 0.9471353+ 4.048332i
#> 8 1.2250884 4.551647 0.14 0.14 1.2250884+ 4.551647i
#> 9 1.2477444 5.063876 0.16 0.16 1.2477444+ 5.063876i
#> 10 1.2105094 5.584169 0.18 0.18 1.2105094+ 5.584169i
#> 11 1.3051764 6.090882 0.20 0.20 1.3051764+ 6.090882i
#> 12 1.3909107 6.685551 0.22 0.22 1.3909107+ 6.685551i
#> 13 1.4527925 7.193166 0.24 0.24 1.4527925+ 7.193166i
#> 14 1.4831350 7.789231 0.26 0.26 1.4831350+ 7.789231i
#> 15 1.6494585 8.308947 0.28 0.28 1.6494585+ 8.308947i
#> 16 1.6375371 8.770473 0.30 0.30 1.6375371+ 8.770473i
#> 17 1.8383172 9.190296 0.32 0.32 1.8383172+ 9.190296i
#> 18 1.8779025 9.608525 0.34 0.34 1.8779025+ 9.608525i
#> 19 1.9602133 10.132308 0.36 0.36 1.9602133+10.132308i
#> 20 2.0328249 10.700561 0.38 0.38 2.0328249+10.700561i
#> 21 2.0312812 11.210354 0.40 0.40 2.0312812+11.210354i
#> 22 2.1040750 11.836667 0.42 0.42 2.1040750+11.836667i
#> 23 2.1354516 12.480607 0.44 0.44 2.1354516+12.480607i
#> 24 2.1731696 13.037805 0.46 0.46 2.1731696+13.037805i
#> 25 2.1947225 13.542183 0.48 0.48 2.1947225+13.542183i
#> 26 2.1189325 14.026704 0.50 0.50 2.1189325+14.026704i
#> 27 2.1178450 14.583593 0.52 0.52 2.1178450+14.583593i
#> 28 2.1603985 15.037447 0.54 0.54 2.1603985+15.037447i
#> 29 2.2153878 15.548564 0.56 0.56 2.2153878+15.548564i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_11 TrajSim_1_11
#> 2 0.174996590+0.5211670i Traj_1 Sim_11 TrajSim_1_11
#> 3 0.064305469+0.5602325i Traj_1 Sim_11 TrajSim_1_11
#> 4 -0.027605276+0.5033854i Traj_1 Sim_11 TrajSim_1_11
#> 5 -0.046655103+0.5843774i Traj_1 Sim_11 TrajSim_1_11
#> 6 -0.067713031+0.4926595i Traj_1 Sim_11 TrajSim_1_11
#> 7 0.153806664+0.4405101i Traj_1 Sim_11 TrajSim_1_11
#> 8 0.277953044+0.5033145i Traj_1 Sim_11 TrajSim_1_11
#> 9 0.022656058+0.5122294i Traj_1 Sim_11 TrajSim_1_11
#> 10 -0.037235023+0.5202928i Traj_1 Sim_11 TrajSim_1_11
#> 11 0.094667016+0.5067129i Traj_1 Sim_11 TrajSim_1_11
#> 12 0.085734245+0.5946693i Traj_1 Sim_11 TrajSim_1_11
#> 13 0.061881802+0.5076149i Traj_1 Sim_11 TrajSim_1_11
#> 14 0.030342559+0.5960652i Traj_1 Sim_11 TrajSim_1_11
#> 15 0.166323480+0.5197158i Traj_1 Sim_11 TrajSim_1_11
#> 16 -0.011921399+0.4615261i Traj_1 Sim_11 TrajSim_1_11
#> 17 0.200780125+0.4198233i Traj_1 Sim_11 TrajSim_1_11
#> 18 0.039585301+0.4182287i Traj_1 Sim_11 TrajSim_1_11
#> 19 0.082310788+0.5237832i Traj_1 Sim_11 TrajSim_1_11
#> 20 0.072611603+0.5682527i Traj_1 Sim_11 TrajSim_1_11
#> 21 -0.001543725+0.5097936i Traj_1 Sim_11 TrajSim_1_11
#> 22 0.072793850+0.6263129i Traj_1 Sim_11 TrajSim_1_11
#> 23 0.031376549+0.6439394i Traj_1 Sim_11 TrajSim_1_11
#> 24 0.037718032+0.5571982i Traj_1 Sim_11 TrajSim_1_11
#> 25 0.021552889+0.5043780i Traj_1 Sim_11 TrajSim_1_11
#> 26 -0.075790022+0.4845217i Traj_1 Sim_11 TrajSim_1_11
#> 27 -0.001087492+0.5568883i Traj_1 Sim_11 TrajSim_1_11
#> 28 0.042553521+0.4538548i Traj_1 Sim_11 TrajSim_1_11
#> 29 0.054989322+0.5111168i Traj_1 Sim_11 TrajSim_1_11
#>
#> [[11]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4132709 2.097935 0.02 0.02 0.4132709+ 2.097935i
#> 3 0.6479882 2.650469 0.04 0.04 0.6479882+ 2.650469i
#> 4 0.8000955 3.216333 0.06 0.06 0.8000955+ 3.216333i
#> 5 0.8397319 3.813125 0.08 0.08 0.8397319+ 3.813125i
#> 6 0.9078931 4.321569 0.10 0.10 0.9078931+ 4.321569i
#> 7 0.9700599 4.777016 0.12 0.12 0.9700599+ 4.777016i
#> 8 1.0478209 5.376347 0.14 0.14 1.0478209+ 5.376347i
#> 9 1.1844515 5.975489 0.16 0.16 1.1844515+ 5.975489i
#> 10 1.3633362 6.599180 0.18 0.18 1.3633362+ 6.599180i
#> 11 1.5299467 7.302182 0.20 0.20 1.5299467+ 7.302182i
#> 12 1.7396346 7.841434 0.22 0.22 1.7396346+ 7.841434i
#> 13 1.8614684 8.496619 0.24 0.24 1.8614684+ 8.496619i
#> 14 2.0900796 9.028309 0.26 0.26 2.0900796+ 9.028309i
#> 15 1.9452324 9.580045 0.28 0.28 1.9452324+ 9.580045i
#> 16 1.8977848 10.135195 0.30 0.30 1.8977848+10.135195i
#> 17 1.9624673 10.672351 0.32 0.32 1.9624673+10.672351i
#> 18 1.9759341 11.288063 0.34 0.34 1.9759341+11.288063i
#> 19 2.1615756 11.886709 0.36 0.36 2.1615756+11.886709i
#> 20 2.2441929 12.443821 0.38 0.38 2.2441929+12.443821i
#> 21 2.3591414 12.985157 0.40 0.40 2.3591414+12.985157i
#> 22 2.3185471 13.813383 0.42 0.42 2.3185471+13.813383i
#> 23 2.3638372 14.316069 0.44 0.44 2.3638372+14.316069i
#> 24 2.5616917 14.840183 0.46 0.46 2.5616917+14.840183i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_11 TrajSim_2_11
#> 2 0.07727086+0.5379352i Traj_2 Sim_11 TrajSim_2_11
#> 3 0.23471736+0.5525335i Traj_2 Sim_11 TrajSim_2_11
#> 4 0.15210731+0.5658645i Traj_2 Sim_11 TrajSim_2_11
#> 5 0.03963633+0.5967924i Traj_2 Sim_11 TrajSim_2_11
#> 6 0.06816121+0.5084435i Traj_2 Sim_11 TrajSim_2_11
#> 7 0.06216683+0.4554472i Traj_2 Sim_11 TrajSim_2_11
#> 8 0.07776102+0.5993311i Traj_2 Sim_11 TrajSim_2_11
#> 9 0.13663057+0.5991422i Traj_2 Sim_11 TrajSim_2_11
#> 10 0.17888475+0.6236901i Traj_2 Sim_11 TrajSim_2_11
#> 11 0.16661046+0.7030027i Traj_2 Sim_11 TrajSim_2_11
#> 12 0.20968793+0.5392522i Traj_2 Sim_11 TrajSim_2_11
#> 13 0.12183381+0.6551848i Traj_2 Sim_11 TrajSim_2_11
#> 14 0.22861118+0.5316894i Traj_2 Sim_11 TrajSim_2_11
#> 15 -0.14484724+0.5517366i Traj_2 Sim_11 TrajSim_2_11
#> 16 -0.04744758+0.5551498i Traj_2 Sim_11 TrajSim_2_11
#> 17 0.06468247+0.5371563i Traj_2 Sim_11 TrajSim_2_11
#> 18 0.01346686+0.6157115i Traj_2 Sim_11 TrajSim_2_11
#> 19 0.18564144+0.5986459i Traj_2 Sim_11 TrajSim_2_11
#> 20 0.08261730+0.5571126i Traj_2 Sim_11 TrajSim_2_11
#> 21 0.11494856+0.5413359i Traj_2 Sim_11 TrajSim_2_11
#> 22 -0.04059437+0.8282258i Traj_2 Sim_11 TrajSim_2_11
#> 23 0.04529015+0.5026864i Traj_2 Sim_11 TrajSim_2_11
#> 24 0.19785448+0.5241134i Traj_2 Sim_11 TrajSim_2_11
#>
#>
#> [[12]]
#> [[12]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8336413 1.543896 0.02 0.02 0.8336413+ 1.543896i
#> 3 0.9251790 1.992206 0.04 0.04 0.9251790+ 1.992206i
#> 4 0.9423182 2.606529 0.06 0.06 0.9423182+ 2.606529i
#> 5 0.9573475 3.101599 0.08 0.08 0.9573475+ 3.101599i
#> 6 1.0777401 3.606429 0.10 0.10 1.0777401+ 3.606429i
#> 7 1.1063787 4.159308 0.12 0.12 1.1063787+ 4.159308i
#> 8 1.1548575 4.659590 0.14 0.14 1.1548575+ 4.659590i
#> 9 1.3087617 5.155722 0.16 0.16 1.3087617+ 5.155722i
#> 10 1.2643667 5.681996 0.18 0.18 1.2643667+ 5.681996i
#> 11 1.2182727 6.259522 0.20 0.20 1.2182727+ 6.259522i
#> 12 1.2967978 6.774243 0.22 0.22 1.2967978+ 6.774243i
#> 13 1.4280995 7.412797 0.24 0.24 1.4280995+ 7.412797i
#> 14 1.6380528 7.968781 0.26 0.26 1.6380528+ 7.968781i
#> 15 1.7834556 8.525620 0.28 0.28 1.7834556+ 8.525620i
#> 16 1.7473242 8.994463 0.30 0.30 1.7473242+ 8.994463i
#> 17 1.9157139 9.521295 0.32 0.32 1.9157139+ 9.521295i
#> 18 2.0752832 10.002089 0.34 0.34 2.0752832+10.002089i
#> 19 2.0548133 10.606418 0.36 0.36 2.0548133+10.606418i
#> 20 2.0129099 11.141743 0.38 0.38 2.0129099+11.141743i
#> 21 2.0705407 11.652556 0.40 0.40 2.0705407+11.652556i
#> 22 1.9948402 12.144679 0.42 0.42 1.9948402+12.144679i
#> 23 2.0478777 12.596476 0.44 0.44 2.0478777+12.596476i
#> 24 2.0128524 13.208799 0.46 0.46 2.0128524+13.208799i
#> 25 2.0241791 13.725354 0.48 0.48 2.0241791+13.725354i
#> 26 2.1710859 14.237948 0.50 0.50 2.1710859+14.237948i
#> 27 2.2928448 14.828182 0.52 0.52 2.2928448+14.828182i
#> 28 2.4860377 15.248690 0.54 0.54 2.4860377+15.248690i
#> 29 2.5382273 15.750421 0.56 0.56 2.5382273+15.750421i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_12 TrajSim_1_12
#> 2 0.13764131+0.5978958i Traj_1 Sim_12 TrajSim_1_12
#> 3 0.09153767+0.4483102i Traj_1 Sim_12 TrajSim_1_12
#> 4 0.01713923+0.6143227i Traj_1 Sim_12 TrajSim_1_12
#> 5 0.01502925+0.4950701i Traj_1 Sim_12 TrajSim_1_12
#> 6 0.12039265+0.5048307i Traj_1 Sim_12 TrajSim_1_12
#> 7 0.02863862+0.5528784i Traj_1 Sim_12 TrajSim_1_12
#> 8 0.04847875+0.5002816i Traj_1 Sim_12 TrajSim_1_12
#> 9 0.15390417+0.4961324i Traj_1 Sim_12 TrajSim_1_12
#> 10 -0.04439494+0.5262739i Traj_1 Sim_12 TrajSim_1_12
#> 11 -0.04609404+0.5775258i Traj_1 Sim_12 TrajSim_1_12
#> 12 0.07852511+0.5147214i Traj_1 Sim_12 TrajSim_1_12
#> 13 0.13130168+0.6385541i Traj_1 Sim_12 TrajSim_1_12
#> 14 0.20995335+0.5559838i Traj_1 Sim_12 TrajSim_1_12
#> 15 0.14540275+0.5568392i Traj_1 Sim_12 TrajSim_1_12
#> 16 -0.03613139+0.4688434i Traj_1 Sim_12 TrajSim_1_12
#> 17 0.16838977+0.5268321i Traj_1 Sim_12 TrajSim_1_12
#> 18 0.15956925+0.4807938i Traj_1 Sim_12 TrajSim_1_12
#> 19 -0.02046988+0.6043287i Traj_1 Sim_12 TrajSim_1_12
#> 20 -0.04190337+0.5353253i Traj_1 Sim_12 TrajSim_1_12
#> 21 0.05763076+0.5108129i Traj_1 Sim_12 TrajSim_1_12
#> 22 -0.07570051+0.4921230i Traj_1 Sim_12 TrajSim_1_12
#> 23 0.05303756+0.4517964i Traj_1 Sim_12 TrajSim_1_12
#> 24 -0.03502539+0.6123237i Traj_1 Sim_12 TrajSim_1_12
#> 25 0.01132677+0.5165549i Traj_1 Sim_12 TrajSim_1_12
#> 26 0.14690682+0.5125937i Traj_1 Sim_12 TrajSim_1_12
#> 27 0.12175884+0.5902341i Traj_1 Sim_12 TrajSim_1_12
#> 28 0.19319290+0.4205082i Traj_1 Sim_12 TrajSim_1_12
#> 29 0.05218957+0.5017308i Traj_1 Sim_12 TrajSim_1_12
#>
#> [[12]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4586149 2.102194 0.02 0.02 0.4586149+ 2.102194i
#> 3 0.6808077 2.655267 0.04 0.04 0.6808077+ 2.655267i
#> 4 0.7869728 3.318253 0.06 0.06 0.7869728+ 3.318253i
#> 5 0.8904563 3.917284 0.08 0.08 0.8904563+ 3.917284i
#> 6 1.0040646 4.625240 0.10 0.10 1.0040646+ 4.625240i
#> 7 1.0416990 5.242896 0.12 0.12 1.0416990+ 5.242896i
#> 8 1.1468198 5.794478 0.14 0.14 1.1468198+ 5.794478i
#> 9 1.2239632 6.454329 0.16 0.16 1.2239632+ 6.454329i
#> 10 1.3623162 7.051995 0.18 0.18 1.3623162+ 7.051995i
#> 11 1.6372624 7.660396 0.20 0.20 1.6372624+ 7.660396i
#> 12 1.7579501 8.423607 0.22 0.22 1.7579501+ 8.423607i
#> 13 1.7599415 9.030961 0.24 0.24 1.7599415+ 9.030961i
#> 14 1.9218879 9.640991 0.26 0.26 1.9218879+ 9.640991i
#> 15 2.0404907 10.239519 0.28 0.28 2.0404907+10.239519i
#> 16 2.1767818 10.767642 0.30 0.30 2.1767818+10.767642i
#> 17 2.4126025 11.452332 0.32 0.32 2.4126025+11.452332i
#> 18 2.4940469 12.000297 0.34 0.34 2.4940469+12.000297i
#> 19 2.4260686 12.715482 0.36 0.36 2.4260686+12.715482i
#> 20 2.4172710 13.262396 0.38 0.38 2.4172710+13.262396i
#> 21 2.6285952 13.987823 0.40 0.40 2.6285952+13.987823i
#> 22 2.7940121 14.633853 0.42 0.42 2.7940121+14.633853i
#> 23 2.6072727 15.224088 0.44 0.44 2.6072727+15.224088i
#> 24 2.7791411 15.838391 0.46 0.46 2.7791411+15.838391i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_12 TrajSim_2_12
#> 2 0.122614900+0.5421945i Traj_2 Sim_12 TrajSim_2_12
#> 3 0.222192832+0.5530725i Traj_2 Sim_12 TrajSim_2_12
#> 4 0.106165037+0.6629861i Traj_2 Sim_12 TrajSim_2_12
#> 5 0.103483529+0.5990309i Traj_2 Sim_12 TrajSim_2_12
#> 6 0.113608299+0.7079557i Traj_2 Sim_12 TrajSim_2_12
#> 7 0.037634420+0.6176566i Traj_2 Sim_12 TrajSim_2_12
#> 8 0.105120751+0.5515814i Traj_2 Sim_12 TrajSim_2_12
#> 9 0.077143421+0.6598514i Traj_2 Sim_12 TrajSim_2_12
#> 10 0.138353038+0.5976656i Traj_2 Sim_12 TrajSim_2_12
#> 11 0.274946215+0.6084009i Traj_2 Sim_12 TrajSim_2_12
#> 12 0.120687670+0.7632113i Traj_2 Sim_12 TrajSim_2_12
#> 13 0.001991421+0.6073547i Traj_2 Sim_12 TrajSim_2_12
#> 14 0.161946416+0.6100291i Traj_2 Sim_12 TrajSim_2_12
#> 15 0.118602795+0.5985283i Traj_2 Sim_12 TrajSim_2_12
#> 16 0.136291087+0.5281231i Traj_2 Sim_12 TrajSim_2_12
#> 17 0.235820688+0.6846899i Traj_2 Sim_12 TrajSim_2_12
#> 18 0.081444423+0.5479650i Traj_2 Sim_12 TrajSim_2_12
#> 19 -0.067978332+0.7151855i Traj_2 Sim_12 TrajSim_2_12
#> 20 -0.008797603+0.5469137i Traj_2 Sim_12 TrajSim_2_12
#> 21 0.211324217+0.7254270i Traj_2 Sim_12 TrajSim_2_12
#> 22 0.165416835+0.6460297i Traj_2 Sim_12 TrajSim_2_12
#> 23 -0.186739342+0.5902353i Traj_2 Sim_12 TrajSim_2_12
#> 24 0.171868433+0.6143032i Traj_2 Sim_12 TrajSim_2_12
#>
#>
#> [[13]]
#> [[13]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7321799 1.436893 0.02 0.02 0.7321799+ 1.436893i
#> 3 0.7534493 1.870915 0.04 0.04 0.7534493+ 1.870915i
#> 4 0.6465295 2.354133 0.06 0.06 0.6465295+ 2.354133i
#> 5 0.7609236 2.844485 0.08 0.08 0.7609236+ 2.844485i
#> 6 0.8444380 3.332757 0.10 0.10 0.8444380+ 3.332757i
#> 7 0.8704939 3.904984 0.12 0.12 0.8704939+ 3.904984i
#> 8 0.9313238 4.433690 0.14 0.14 0.9313238+ 4.433690i
#> 9 0.9396675 4.868448 0.16 0.16 0.9396675+ 4.868448i
#> 10 0.9740055 5.333820 0.18 0.18 0.9740055+ 5.333820i
#> 11 1.1114260 5.751040 0.20 0.20 1.1114260+ 5.751040i
#> 12 1.1192262 6.258942 0.22 0.22 1.1192262+ 6.258942i
#> 13 1.0977690 6.700112 0.24 0.24 1.0977690+ 6.700112i
#> 14 1.2472821 7.216488 0.26 0.26 1.2472821+ 7.216488i
#> 15 1.3773448 7.728942 0.28 0.28 1.3773448+ 7.728942i
#> 16 1.5050576 8.214778 0.30 0.30 1.5050576+ 8.214778i
#> 17 1.5490673 8.757065 0.32 0.32 1.5490673+ 8.757065i
#> 18 1.5928235 9.254811 0.34 0.34 1.5928235+ 9.254811i
#> 19 1.6582595 9.767991 0.36 0.36 1.6582595+ 9.767991i
#> 20 1.7083254 10.334800 0.38 0.38 1.7083254+10.334800i
#> 21 1.6840548 10.925178 0.40 0.40 1.6840548+10.925178i
#> 22 1.7775824 11.390050 0.42 0.42 1.7775824+11.390050i
#> 23 1.7792481 11.974920 0.44 0.44 1.7792481+11.974920i
#> 24 1.9703597 12.544614 0.46 0.46 1.9703597+12.544614i
#> 25 2.0861540 13.029369 0.48 0.48 2.0861540+13.029369i
#> 26 1.9834466 13.494511 0.50 0.50 1.9834466+13.494511i
#> 27 2.1821333 14.012822 0.52 0.52 2.1821333+14.012822i
#> 28 2.2884282 14.481946 0.54 0.54 2.2884282+14.481946i
#> 29 2.4987983 15.006694 0.56 0.56 2.4987983+15.006694i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_13 TrajSim_1_13
#> 2 0.036179889+0.4908926i Traj_1 Sim_13 TrajSim_1_13
#> 3 0.021269400+0.4340223i Traj_1 Sim_13 TrajSim_1_13
#> 4 -0.106919797+0.4832183i Traj_1 Sim_13 TrajSim_1_13
#> 5 0.114394087+0.4903519i Traj_1 Sim_13 TrajSim_1_13
#> 6 0.083514440+0.4882723i Traj_1 Sim_13 TrajSim_1_13
#> 7 0.026055917+0.5722263i Traj_1 Sim_13 TrajSim_1_13
#> 8 0.060829866+0.5287057i Traj_1 Sim_13 TrajSim_1_13
#> 9 0.008343695+0.4347581i Traj_1 Sim_13 TrajSim_1_13
#> 10 0.034338003+0.4653725i Traj_1 Sim_13 TrajSim_1_13
#> 11 0.137420527+0.4172204i Traj_1 Sim_13 TrajSim_1_13
#> 12 0.007800163+0.5079015i Traj_1 Sim_13 TrajSim_1_13
#> 13 -0.021457193+0.4411696i Traj_1 Sim_13 TrajSim_1_13
#> 14 0.149513108+0.5163763i Traj_1 Sim_13 TrajSim_1_13
#> 15 0.130062685+0.5124543i Traj_1 Sim_13 TrajSim_1_13
#> 16 0.127712813+0.4858359i Traj_1 Sim_13 TrajSim_1_13
#> 17 0.044009717+0.5422873i Traj_1 Sim_13 TrajSim_1_13
#> 18 0.043756131+0.4977456i Traj_1 Sim_13 TrajSim_1_13
#> 19 0.065436078+0.5131803i Traj_1 Sim_13 TrajSim_1_13
#> 20 0.050065909+0.5668087i Traj_1 Sim_13 TrajSim_1_13
#> 21 -0.024270592+0.5903779i Traj_1 Sim_13 TrajSim_1_13
#> 22 0.093527596+0.4648723i Traj_1 Sim_13 TrajSim_1_13
#> 23 0.001665621+0.5848700i Traj_1 Sim_13 TrajSim_1_13
#> 24 0.191111637+0.5696935i Traj_1 Sim_13 TrajSim_1_13
#> 25 0.115794346+0.4847552i Traj_1 Sim_13 TrajSim_1_13
#> 26 -0.102707455+0.4651416i Traj_1 Sim_13 TrajSim_1_13
#> 27 0.198686757+0.5183111i Traj_1 Sim_13 TrajSim_1_13
#> 28 0.106294893+0.4691242i Traj_1 Sim_13 TrajSim_1_13
#> 29 0.210370061+0.5247479i Traj_1 Sim_13 TrajSim_1_13
#>
#> [[13]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3796919 2.240611 0.02 0.02 0.3796919+ 2.240611i
#> 3 0.4533393 2.907769 0.04 0.04 0.4533393+ 2.907769i
#> 4 0.5485630 3.498875 0.06 0.06 0.5485630+ 3.498875i
#> 5 0.6903726 4.032158 0.08 0.08 0.6903726+ 4.032158i
#> 6 0.7261088 4.542516 0.10 0.10 0.7261088+ 4.542516i
#> 7 0.7175786 5.071432 0.12 0.12 0.7175786+ 5.071432i
#> 8 0.7401428 5.680576 0.14 0.14 0.7401428+ 5.680576i
#> 9 0.8524540 6.259700 0.16 0.16 0.8524540+ 6.259700i
#> 10 1.0670940 6.874054 0.18 0.18 1.0670940+ 6.874054i
#> 11 1.0938481 7.558839 0.20 0.20 1.0938481+ 7.558839i
#> 12 1.0694201 8.091337 0.22 0.22 1.0694201+ 8.091337i
#> 13 1.1199312 8.581313 0.24 0.24 1.1199312+ 8.581313i
#> 14 1.0722845 9.257149 0.26 0.26 1.0722845+ 9.257149i
#> 15 1.1204452 9.948498 0.28 0.28 1.1204452+ 9.948498i
#> 16 1.1756027 10.642551 0.30 0.30 1.1756027+10.642551i
#> 17 1.3702203 11.216663 0.32 0.32 1.3702203+11.216663i
#> 18 1.5306790 11.885839 0.34 0.34 1.5306790+11.885839i
#> 19 1.5651819 12.465996 0.36 0.36 1.5651819+12.465996i
#> 20 1.7272597 13.021310 0.38 0.38 1.7272597+13.021310i
#> 21 1.8199985 13.588054 0.40 0.40 1.8199985+13.588054i
#> 22 1.8491257 14.063810 0.42 0.42 1.8491257+14.063810i
#> 23 1.9169936 14.595745 0.44 0.44 1.9169936+14.595745i
#> 24 2.0328924 15.168604 0.46 0.46 2.0328924+15.168604i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_13 TrajSim_2_13
#> 2 0.043691890+0.6806114i Traj_2 Sim_13 TrajSim_2_13
#> 3 0.073647447+0.6671572i Traj_2 Sim_13 TrajSim_2_13
#> 4 0.095223666+0.5911068i Traj_2 Sim_13 TrajSim_2_13
#> 5 0.141809603+0.5332831i Traj_2 Sim_13 TrajSim_2_13
#> 6 0.035736158+0.5103574i Traj_2 Sim_13 TrajSim_2_13
#> 7 -0.008530148+0.5289159i Traj_2 Sim_13 TrajSim_2_13
#> 8 0.022564203+0.6091443i Traj_2 Sim_13 TrajSim_2_13
#> 9 0.112311150+0.5791235i Traj_2 Sim_13 TrajSim_2_13
#> 10 0.214640038+0.6143548i Traj_2 Sim_13 TrajSim_2_13
#> 11 0.026754082+0.6847848i Traj_2 Sim_13 TrajSim_2_13
#> 12 -0.024427987+0.5324978i Traj_2 Sim_13 TrajSim_2_13
#> 13 0.050511116+0.4899766i Traj_2 Sim_13 TrajSim_2_13
#> 14 -0.047646728+0.6758353i Traj_2 Sim_13 TrajSim_2_13
#> 15 0.048160754+0.6913488i Traj_2 Sim_13 TrajSim_2_13
#> 16 0.055157470+0.6940533i Traj_2 Sim_13 TrajSim_2_13
#> 17 0.194617569+0.5741116i Traj_2 Sim_13 TrajSim_2_13
#> 18 0.160458717+0.6691764i Traj_2 Sim_13 TrajSim_2_13
#> 19 0.034502906+0.5801572i Traj_2 Sim_13 TrajSim_2_13
#> 20 0.162077814+0.5553142i Traj_2 Sim_13 TrajSim_2_13
#> 21 0.092738812+0.5667435i Traj_2 Sim_13 TrajSim_2_13
#> 22 0.029127207+0.4757566i Traj_2 Sim_13 TrajSim_2_13
#> 23 0.067867905+0.5319348i Traj_2 Sim_13 TrajSim_2_13
#> 24 0.115898746+0.5728592i Traj_2 Sim_13 TrajSim_2_13
#>
#>
#> [[14]]
#> [[14]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7141311 1.552462 0.02 0.02 0.7141311+ 1.552462i
#> 3 0.7610388 2.159754 0.04 0.04 0.7610388+ 2.159754i
#> 4 0.7154241 2.679685 0.06 0.06 0.7154241+ 2.679685i
#> 5 0.7994415 3.185238 0.08 0.08 0.7994415+ 3.185238i
#> 6 0.8062583 3.779865 0.10 0.10 0.8062583+ 3.779865i
#> 7 0.7314667 4.346551 0.12 0.12 0.7314667+ 4.346551i
#> 8 0.7832684 4.881119 0.14 0.14 0.7832684+ 4.881119i
#> 9 0.8786902 5.537410 0.16 0.16 0.8786902+ 5.537410i
#> 10 0.8817367 6.212317 0.18 0.18 0.8817367+ 6.212317i
#> 11 1.0043354 6.800485 0.20 0.20 1.0043354+ 6.800485i
#> 12 1.0263807 7.267860 0.22 0.22 1.0263807+ 7.267860i
#> 13 1.1386609 7.813424 0.24 0.24 1.1386609+ 7.813424i
#> 14 1.1350968 8.399246 0.26 0.26 1.1350968+ 8.399246i
#> 15 1.0921780 8.907336 0.28 0.28 1.0921780+ 8.907336i
#> 16 1.2324193 9.512099 0.30 0.30 1.2324193+ 9.512099i
#> 17 1.2198633 10.079613 0.32 0.32 1.2198633+10.079613i
#> 18 1.3030885 10.633949 0.34 0.34 1.3030885+10.633949i
#> 19 1.4295997 11.112758 0.36 0.36 1.4295997+11.112758i
#> 20 1.4583035 11.699202 0.38 0.38 1.4583035+11.699202i
#> 21 1.5197151 12.239360 0.40 0.40 1.5197151+12.239360i
#> 22 1.6832401 12.705395 0.42 0.42 1.6832401+12.705395i
#> 23 1.5577514 13.302923 0.44 0.44 1.5577514+13.302923i
#> 24 1.6789428 13.875199 0.46 0.46 1.6789428+13.875199i
#> 25 1.6943199 14.465222 0.48 0.48 1.6943199+14.465222i
#> 26 1.7809755 15.022775 0.50 0.50 1.7809755+15.022775i
#> 27 1.8735865 15.495912 0.52 0.52 1.8735865+15.495912i
#> 28 1.8850202 16.095291 0.54 0.54 1.8850202+16.095291i
#> 29 2.0166506 16.585401 0.56 0.56 2.0166506+16.585401i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_14 TrajSim_1_14
#> 2 0.018131114+0.6064622i Traj_1 Sim_14 TrajSim_1_14
#> 3 0.046907691+0.6072915i Traj_1 Sim_14 TrajSim_1_14
#> 4 -0.045614710+0.5199313i Traj_1 Sim_14 TrajSim_1_14
#> 5 0.084017421+0.5055528i Traj_1 Sim_14 TrajSim_1_14
#> 6 0.006816761+0.5946274i Traj_1 Sim_14 TrajSim_1_14
#> 7 -0.074791545+0.5666863i Traj_1 Sim_14 TrajSim_1_14
#> 8 0.051801669+0.5345679i Traj_1 Sim_14 TrajSim_1_14
#> 9 0.095421771+0.6562907i Traj_1 Sim_14 TrajSim_1_14
#> 10 0.003046574+0.6749073i Traj_1 Sim_14 TrajSim_1_14
#> 11 0.122598689+0.5881672i Traj_1 Sim_14 TrajSim_1_14
#> 12 0.022045304+0.4673757i Traj_1 Sim_14 TrajSim_1_14
#> 13 0.112280176+0.5455635i Traj_1 Sim_14 TrajSim_1_14
#> 14 -0.003564119+0.5858218i Traj_1 Sim_14 TrajSim_1_14
#> 15 -0.042918771+0.5080902i Traj_1 Sim_14 TrajSim_1_14
#> 16 0.140241233+0.6047633i Traj_1 Sim_14 TrajSim_1_14
#> 17 -0.012555935+0.5675139i Traj_1 Sim_14 TrajSim_1_14
#> 18 0.083225129+0.5543361i Traj_1 Sim_14 TrajSim_1_14
#> 19 0.126511240+0.4788091i Traj_1 Sim_14 TrajSim_1_14
#> 20 0.028703839+0.5864442i Traj_1 Sim_14 TrajSim_1_14
#> 21 0.061411570+0.5401573i Traj_1 Sim_14 TrajSim_1_14
#> 22 0.163524972+0.4660350i Traj_1 Sim_14 TrajSim_1_14
#> 23 -0.125488683+0.5975285i Traj_1 Sim_14 TrajSim_1_14
#> 24 0.121191422+0.5722756i Traj_1 Sim_14 TrajSim_1_14
#> 25 0.015377064+0.5900230i Traj_1 Sim_14 TrajSim_1_14
#> 26 0.086655580+0.5575534i Traj_1 Sim_14 TrajSim_1_14
#> 27 0.092611037+0.4731372i Traj_1 Sim_14 TrajSim_1_14
#> 28 0.011433752+0.5993784i Traj_1 Sim_14 TrajSim_1_14
#> 29 0.131630393+0.4901102i Traj_1 Sim_14 TrajSim_1_14
#>
#> [[14]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4341776 2.166327 0.02 0.02 0.4341776+ 2.166327i
#> 3 0.5425740 2.797707 0.04 0.04 0.5425740+ 2.797707i
#> 4 0.6121431 3.403322 0.06 0.06 0.6121431+ 3.403322i
#> 5 0.7234992 4.098175 0.08 0.08 0.7234992+ 4.098175i
#> 6 0.9223348 4.708416 0.10 0.10 0.9223348+ 4.708416i
#> 7 1.0051142 5.340817 0.12 0.12 1.0051142+ 5.340817i
#> 8 1.0411572 5.885130 0.14 0.14 1.0411572+ 5.885130i
#> 9 1.1109458 6.605278 0.16 0.16 1.1109458+ 6.605278i
#> 10 1.3209971 7.163665 0.18 0.18 1.3209971+ 7.163665i
#> 11 1.3435032 7.796975 0.20 0.20 1.3435032+ 7.796975i
#> 12 1.4798302 8.304328 0.22 0.22 1.4798302+ 8.304328i
#> 13 1.4759818 8.729799 0.24 0.24 1.4759818+ 8.729799i
#> 14 1.6729073 9.262494 0.26 0.26 1.6729073+ 9.262494i
#> 15 1.6584332 9.868431 0.28 0.28 1.6584332+ 9.868431i
#> 16 1.7551190 10.556204 0.30 0.30 1.7551190+10.556204i
#> 17 1.6681387 11.179298 0.32 0.32 1.6681387+11.179298i
#> 18 1.8274976 11.729020 0.34 0.34 1.8274976+11.729020i
#> 19 1.9466720 12.452206 0.36 0.36 1.9466720+12.452206i
#> 20 2.0857601 13.000378 0.38 0.38 2.0857601+13.000378i
#> 21 2.1643886 13.742179 0.40 0.40 2.1643886+13.742179i
#> 22 2.2847964 14.260175 0.42 0.42 2.2847964+14.260175i
#> 23 2.3222002 14.968964 0.44 0.44 2.3222002+14.968964i
#> 24 2.4273630 15.659127 0.46 0.46 2.4273630+15.659127i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_14 TrajSim_2_14
#> 2 0.098177606+0.6063267i Traj_2 Sim_14 TrajSim_2_14
#> 3 0.108396394+0.6313801i Traj_2 Sim_14 TrajSim_2_14
#> 4 0.069569086+0.6056148i Traj_2 Sim_14 TrajSim_2_14
#> 5 0.111356163+0.6948534i Traj_2 Sim_14 TrajSim_2_14
#> 6 0.198835563+0.6102412i Traj_2 Sim_14 TrajSim_2_14
#> 7 0.082779403+0.6324012i Traj_2 Sim_14 TrajSim_2_14
#> 8 0.036042943+0.5443129i Traj_2 Sim_14 TrajSim_2_14
#> 9 0.069788606+0.7201479i Traj_2 Sim_14 TrajSim_2_14
#> 10 0.210051286+0.5583870i Traj_2 Sim_14 TrajSim_2_14
#> 11 0.022506175+0.6333096i Traj_2 Sim_14 TrajSim_2_14
#> 12 0.136326964+0.5073528i Traj_2 Sim_14 TrajSim_2_14
#> 13 -0.003848357+0.4254712i Traj_2 Sim_14 TrajSim_2_14
#> 14 0.196925438+0.5326955i Traj_2 Sim_14 TrajSim_2_14
#> 15 -0.014474104+0.6059364i Traj_2 Sim_14 TrajSim_2_14
#> 16 0.096685876+0.6877728i Traj_2 Sim_14 TrajSim_2_14
#> 17 -0.086980319+0.6230947i Traj_2 Sim_14 TrajSim_2_14
#> 18 0.159358902+0.5497221i Traj_2 Sim_14 TrajSim_2_14
#> 19 0.119174419+0.7231859i Traj_2 Sim_14 TrajSim_2_14
#> 20 0.139088053+0.5481715i Traj_2 Sim_14 TrajSim_2_14
#> 21 0.078628456+0.7418015i Traj_2 Sim_14 TrajSim_2_14
#> 22 0.120407855+0.5179961i Traj_2 Sim_14 TrajSim_2_14
#> 23 0.037403797+0.7087888i Traj_2 Sim_14 TrajSim_2_14
#> 24 0.105162832+0.6901630i Traj_2 Sim_14 TrajSim_2_14
#>
#>
#> [[15]]
#> [[15]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7816891 1.423647 0.02 0.02 0.7816891+ 1.423647i
#> 3 0.7859248 2.002934 0.04 0.04 0.7859248+ 2.002934i
#> 4 0.7940607 2.566679 0.06 0.06 0.7940607+ 2.566679i
#> 5 0.7109161 3.150792 0.08 0.08 0.7109161+ 3.150792i
#> 6 0.6820605 3.730332 0.10 0.10 0.6820605+ 3.730332i
#> 7 0.7742657 4.280458 0.12 0.12 0.7742657+ 4.280458i
#> 8 0.7188379 4.777099 0.14 0.14 0.7188379+ 4.777099i
#> 9 0.7160086 5.342104 0.16 0.16 0.7160086+ 5.342104i
#> 10 0.8576154 5.828199 0.18 0.18 0.8576154+ 5.828199i
#> 11 0.8766775 6.354012 0.20 0.20 0.8766775+ 6.354012i
#> 12 0.8287124 6.845712 0.22 0.22 0.8287124+ 6.845712i
#> 13 0.8013403 7.347641 0.24 0.24 0.8013403+ 7.347641i
#> 14 0.9278748 7.958963 0.26 0.26 0.9278748+ 7.958963i
#> 15 1.0129026 8.533486 0.28 0.28 1.0129026+ 8.533486i
#> 16 1.0195188 9.087094 0.30 0.30 1.0195188+ 9.087094i
#> 17 1.0483327 9.599842 0.32 0.32 1.0483327+ 9.599842i
#> 18 1.2130442 10.160092 0.34 0.34 1.2130442+10.160092i
#> 19 1.1568040 10.757091 0.36 0.36 1.1568040+10.757091i
#> 20 1.1830105 11.289283 0.38 0.38 1.1830105+11.289283i
#> 21 1.1893273 11.867108 0.40 0.40 1.1893273+11.867108i
#> 22 1.2881111 12.457246 0.42 0.42 1.2881111+12.457246i
#> 23 1.2230700 12.973904 0.44 0.44 1.2230700+12.973904i
#> 24 1.3676421 13.471816 0.46 0.46 1.3676421+13.471816i
#> 25 1.3613203 13.991733 0.48 0.48 1.3613203+13.991733i
#> 26 1.3280566 14.482661 0.50 0.50 1.3280566+14.482661i
#> 27 1.3998493 15.008079 0.52 0.52 1.3998493+15.008079i
#> 28 1.4515827 15.536961 0.54 0.54 1.4515827+15.536961i
#> 29 1.6461729 16.076919 0.56 0.56 1.6461729+16.076919i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_15 TrajSim_1_15
#> 2 0.085689127+0.4776471i Traj_1 Sim_15 TrajSim_1_15
#> 3 0.004235647+0.5792870i Traj_1 Sim_15 TrajSim_1_15
#> 4 0.008135911+0.5637450i Traj_1 Sim_15 TrajSim_1_15
#> 5 -0.083144560+0.5841126i Traj_1 Sim_15 TrajSim_1_15
#> 6 -0.028855641+0.5795398i Traj_1 Sim_15 TrajSim_1_15
#> 7 0.092205221+0.5501262i Traj_1 Sim_15 TrajSim_1_15
#> 8 -0.055427825+0.4966412i Traj_1 Sim_15 TrajSim_1_15
#> 9 -0.002829320+0.5650051i Traj_1 Sim_15 TrajSim_1_15
#> 10 0.141606875+0.4860949i Traj_1 Sim_15 TrajSim_1_15
#> 11 0.019062077+0.5258132i Traj_1 Sim_15 TrajSim_1_15
#> 12 -0.047965140+0.4916998i Traj_1 Sim_15 TrajSim_1_15
#> 13 -0.027372022+0.5019292i Traj_1 Sim_15 TrajSim_1_15
#> 14 0.126534410+0.6113221i Traj_1 Sim_15 TrajSim_1_15
#> 15 0.085027832+0.5745226i Traj_1 Sim_15 TrajSim_1_15
#> 16 0.006616189+0.5536080i Traj_1 Sim_15 TrajSim_1_15
#> 17 0.028813964+0.5127480i Traj_1 Sim_15 TrajSim_1_15
#> 18 0.164711481+0.5602499i Traj_1 Sim_15 TrajSim_1_15
#> 19 -0.056240197+0.5969993i Traj_1 Sim_15 TrajSim_1_15
#> 20 0.026206483+0.5321921i Traj_1 Sim_15 TrajSim_1_15
#> 21 0.006316744+0.5778247i Traj_1 Sim_15 TrajSim_1_15
#> 22 0.098783874+0.5901379i Traj_1 Sim_15 TrajSim_1_15
#> 23 -0.065041143+0.5166581i Traj_1 Sim_15 TrajSim_1_15
#> 24 0.144572139+0.4979123i Traj_1 Sim_15 TrajSim_1_15
#> 25 -0.006321856+0.5199165i Traj_1 Sim_15 TrajSim_1_15
#> 26 -0.033263660+0.4909278i Traj_1 Sim_15 TrajSim_1_15
#> 27 0.071792706+0.5254181i Traj_1 Sim_15 TrajSim_1_15
#> 28 0.051733408+0.5288826i Traj_1 Sim_15 TrajSim_1_15
#> 29 0.194590209+0.5399579i Traj_1 Sim_15 TrajSim_1_15
#>
#> [[15]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3947288 2.105419 0.02 0.02 0.3947288+ 2.105419i
#> 3 0.3632118 2.676092 0.04 0.04 0.3632118+ 2.676092i
#> 4 0.5406070 3.295258 0.06 0.06 0.5406070+ 3.295258i
#> 5 0.7053918 3.964945 0.08 0.08 0.7053918+ 3.964945i
#> 6 0.8902842 4.499392 0.10 0.10 0.8902842+ 4.499392i
#> 7 1.0110924 5.229774 0.12 0.12 1.0110924+ 5.229774i
#> 8 1.0856412 5.855352 0.14 0.14 1.0856412+ 5.855352i
#> 9 1.1572361 6.421556 0.16 0.16 1.1572361+ 6.421556i
#> 10 1.4348167 6.891717 0.18 0.18 1.4348167+ 6.891717i
#> 11 1.5123709 7.525673 0.20 0.20 1.5123709+ 7.525673i
#> 12 1.5956362 8.124346 0.22 0.22 1.5956362+ 8.124346i
#> 13 1.6229190 8.760014 0.24 0.24 1.6229190+ 8.760014i
#> 14 1.7276545 9.324156 0.26 0.26 1.7276545+ 9.324156i
#> 15 1.7493271 9.916364 0.28 0.28 1.7493271+ 9.916364i
#> 16 1.8871487 10.580084 0.30 0.30 1.8871487+10.580084i
#> 17 1.9590188 11.062171 0.32 0.32 1.9590188+11.062171i
#> 18 2.1948390 11.634925 0.34 0.34 2.1948390+11.634925i
#> 19 2.3875828 12.184665 0.36 0.36 2.3875828+12.184665i
#> 20 2.5532894 12.762953 0.38 0.38 2.5532894+12.762953i
#> 21 2.4909143 13.404483 0.40 0.40 2.4909143+13.404483i
#> 22 2.6105194 13.956864 0.42 0.42 2.6105194+13.956864i
#> 23 2.5553624 14.550744 0.44 0.44 2.5553624+14.550744i
#> 24 2.7440998 15.110106 0.46 0.46 2.7440998+15.110106i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_15 TrajSim_2_15
#> 2 0.05872884+0.5454187i Traj_2 Sim_15 TrajSim_2_15
#> 3 -0.03151704+0.5706732i Traj_2 Sim_15 TrajSim_2_15
#> 4 0.17739517+0.6191663i Traj_2 Sim_15 TrajSim_2_15
#> 5 0.16478481+0.6696864i Traj_2 Sim_15 TrajSim_2_15
#> 6 0.18489242+0.5344475i Traj_2 Sim_15 TrajSim_2_15
#> 7 0.12080821+0.7303823i Traj_2 Sim_15 TrajSim_2_15
#> 8 0.07454875+0.6255773i Traj_2 Sim_15 TrajSim_2_15
#> 9 0.07159491+0.5662039i Traj_2 Sim_15 TrajSim_2_15
#> 10 0.27758059+0.4701611i Traj_2 Sim_15 TrajSim_2_15
#> 11 0.07755421+0.6339563i Traj_2 Sim_15 TrajSim_2_15
#> 12 0.08326532+0.5986731i Traj_2 Sim_15 TrajSim_2_15
#> 13 0.02728282+0.6356680i Traj_2 Sim_15 TrajSim_2_15
#> 14 0.10473552+0.5641417i Traj_2 Sim_15 TrajSim_2_15
#> 15 0.02167259+0.5922087i Traj_2 Sim_15 TrajSim_2_15
#> 16 0.13782164+0.6637197i Traj_2 Sim_15 TrajSim_2_15
#> 17 0.07187005+0.4820870i Traj_2 Sim_15 TrajSim_2_15
#> 18 0.23582021+0.5727537i Traj_2 Sim_15 TrajSim_2_15
#> 19 0.19274383+0.5497402i Traj_2 Sim_15 TrajSim_2_15
#> 20 0.16570655+0.5782881i Traj_2 Sim_15 TrajSim_2_15
#> 21 -0.06237503+0.6415301i Traj_2 Sim_15 TrajSim_2_15
#> 22 0.11960510+0.5523806i Traj_2 Sim_15 TrajSim_2_15
#> 23 -0.05515707+0.5938798i Traj_2 Sim_15 TrajSim_2_15
#> 24 0.18873738+0.5593620i Traj_2 Sim_15 TrajSim_2_15
#>
#>
#> [[16]]
#> [[16]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7371204 1.506649 0.02 0.02 0.7371204+ 1.506649i
#> 3 0.7553284 2.111903 0.04 0.04 0.7553284+ 2.111903i
#> 4 0.7556354 2.560116 0.06 0.06 0.7556354+ 2.560116i
#> 5 0.7923667 3.026613 0.08 0.08 0.7923667+ 3.026613i
#> 6 0.9930943 3.614027 0.10 0.10 0.9930943+ 3.614027i
#> 7 1.1388272 4.199131 0.12 0.12 1.1388272+ 4.199131i
#> 8 1.0204939 4.709702 0.14 0.14 1.0204939+ 4.709702i
#> 9 1.0493203 5.209796 0.16 0.16 1.0493203+ 5.209796i
#> 10 1.0008045 5.764602 0.18 0.18 1.0008045+ 5.764602i
#> 11 1.0118928 6.372307 0.20 0.20 1.0118928+ 6.372307i
#> 12 1.0123875 6.905680 0.22 0.22 1.0123875+ 6.905680i
#> 13 1.0044422 7.470359 0.24 0.24 1.0044422+ 7.470359i
#> 14 0.9734827 8.098889 0.26 0.26 0.9734827+ 8.098889i
#> 15 0.9895627 8.616536 0.28 0.28 0.9895627+ 8.616536i
#> 16 1.0288042 9.126285 0.30 0.30 1.0288042+ 9.126285i
#> 17 1.0049804 9.683627 0.32 0.32 1.0049804+ 9.683627i
#> 18 1.0640656 10.145347 0.34 0.34 1.0640656+10.145347i
#> 19 1.1804704 10.705615 0.36 0.36 1.1804704+10.705615i
#> 20 1.2277342 11.265837 0.38 0.38 1.2277342+11.265837i
#> 21 1.3883463 11.857501 0.40 0.40 1.3883463+11.857501i
#> 22 1.4059313 12.457786 0.42 0.42 1.4059313+12.457786i
#> 23 1.4976086 12.998338 0.44 0.44 1.4976086+12.998338i
#> 24 1.4867066 13.517502 0.46 0.46 1.4867066+13.517502i
#> 25 1.5437744 14.124934 0.48 0.48 1.5437744+14.124934i
#> 26 1.6745814 14.605065 0.50 0.50 1.6745814+14.605065i
#> 27 1.7397382 15.237523 0.52 0.52 1.7397382+15.237523i
#> 28 1.8605636 15.858610 0.54 0.54 1.8605636+15.858610i
#> 29 2.0105027 16.295854 0.56 0.56 2.0105027+16.295854i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_16 TrajSim_1_16
#> 2 0.0411203994+0.5606486i Traj_1 Sim_16 TrajSim_1_16
#> 3 0.0182080074+0.6052542i Traj_1 Sim_16 TrajSim_1_16
#> 4 0.0003070021+0.4482136i Traj_1 Sim_16 TrajSim_1_16
#> 5 0.0367313142+0.4664962i Traj_1 Sim_16 TrajSim_1_16
#> 6 0.2007275606+0.5874144i Traj_1 Sim_16 TrajSim_1_16
#> 7 0.1457329206+0.5851043i Traj_1 Sim_16 TrajSim_1_16
#> 8 -0.1183332658+0.5105707i Traj_1 Sim_16 TrajSim_1_16
#> 9 0.0288263468+0.5000936i Traj_1 Sim_16 TrajSim_1_16
#> 10 -0.0485158150+0.5548068i Traj_1 Sim_16 TrajSim_1_16
#> 11 0.0110882827+0.6077049i Traj_1 Sim_16 TrajSim_1_16
#> 12 0.0004947420+0.5333726i Traj_1 Sim_16 TrajSim_1_16
#> 13 -0.0079453103+0.5646789i Traj_1 Sim_16 TrajSim_1_16
#> 14 -0.0309594803+0.6285307i Traj_1 Sim_16 TrajSim_1_16
#> 15 0.0160799536+0.5176466i Traj_1 Sim_16 TrajSim_1_16
#> 16 0.0392415137+0.5097488i Traj_1 Sim_16 TrajSim_1_16
#> 17 -0.0238237513+0.5573420i Traj_1 Sim_16 TrajSim_1_16
#> 18 0.0590851340+0.4617202i Traj_1 Sim_16 TrajSim_1_16
#> 19 0.1164048217+0.5602675i Traj_1 Sim_16 TrajSim_1_16
#> 20 0.0472637799+0.5602219i Traj_1 Sim_16 TrajSim_1_16
#> 21 0.1606121809+0.5916643i Traj_1 Sim_16 TrajSim_1_16
#> 22 0.0175849705+0.6002856i Traj_1 Sim_16 TrajSim_1_16
#> 23 0.0916772461+0.5405514i Traj_1 Sim_16 TrajSim_1_16
#> 24 -0.0109019775+0.5191640i Traj_1 Sim_16 TrajSim_1_16
#> 25 0.0570677872+0.6074322i Traj_1 Sim_16 TrajSim_1_16
#> 26 0.1308070363+0.4801310i Traj_1 Sim_16 TrajSim_1_16
#> 27 0.0651568142+0.6324582i Traj_1 Sim_16 TrajSim_1_16
#> 28 0.1208253421+0.6210865i Traj_1 Sim_16 TrajSim_1_16
#> 29 0.1499391705+0.4372444i Traj_1 Sim_16 TrajSim_1_16
#>
#> [[16]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4436818 2.194234 0.02 0.02 0.4436818+ 2.194234i
#> 3 0.6123968 2.813880 0.04 0.04 0.6123968+ 2.813880i
#> 4 0.7423721 3.425438 0.06 0.06 0.7423721+ 3.425438i
#> 5 0.8577784 4.120145 0.08 0.08 0.8577784+ 4.120145i
#> 6 0.8061346 4.731065 0.10 0.10 0.8061346+ 4.731065i
#> 7 0.8512452 5.343039 0.12 0.12 0.8512452+ 5.343039i
#> 8 0.9205508 5.884403 0.14 0.14 0.9205508+ 5.884403i
#> 9 1.0790637 6.479360 0.16 0.16 1.0790637+ 6.479360i
#> 10 1.2634655 7.038181 0.18 0.18 1.2634655+ 7.038181i
#> 11 1.2098466 7.744719 0.20 0.20 1.2098466+ 7.744719i
#> 12 1.3218208 8.348909 0.22 0.22 1.3218208+ 8.348909i
#> 13 1.4623319 8.959301 0.24 0.24 1.4623319+ 8.959301i
#> 14 1.5988793 9.562123 0.26 0.26 1.5988793+ 9.562123i
#> 15 1.5464632 10.216636 0.28 0.28 1.5464632+10.216636i
#> 16 1.5509067 10.815184 0.30 0.30 1.5509067+10.815184i
#> 17 1.5183830 11.407964 0.32 0.32 1.5183830+11.407964i
#> 18 1.5708639 12.037119 0.34 0.34 1.5708639+12.037119i
#> 19 1.6675257 12.565966 0.36 0.36 1.6675257+12.565966i
#> 20 1.7725905 13.291601 0.38 0.38 1.7725905+13.291601i
#> 21 1.8572494 13.831972 0.40 0.40 1.8572494+13.831972i
#> 22 1.7731237 14.543881 0.42 0.42 1.7731237+14.543881i
#> 23 1.8648547 15.214830 0.44 0.44 1.8648547+15.214830i
#> 24 1.9314431 15.832777 0.46 0.46 1.9314431+15.832777i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_16 TrajSim_2_16
#> 2 0.107681783+0.6342338i Traj_2 Sim_16 TrajSim_2_16
#> 3 0.168715043+0.6196464i Traj_2 Sim_16 TrajSim_2_16
#> 4 0.129975309+0.6115583i Traj_2 Sim_16 TrajSim_2_16
#> 5 0.115406255+0.6947070i Traj_2 Sim_16 TrajSim_2_16
#> 6 -0.051643806+0.6109195i Traj_2 Sim_16 TrajSim_2_16
#> 7 0.045110609+0.6119737i Traj_2 Sim_16 TrajSim_2_16
#> 8 0.069305642+0.5413642i Traj_2 Sim_16 TrajSim_2_16
#> 9 0.158512909+0.5949575i Traj_2 Sim_16 TrajSim_2_16
#> 10 0.184401804+0.5588210i Traj_2 Sim_16 TrajSim_2_16
#> 11 -0.053618917+0.7065373i Traj_2 Sim_16 TrajSim_2_16
#> 12 0.111974180+0.6041908i Traj_2 Sim_16 TrajSim_2_16
#> 13 0.140511138+0.6103920i Traj_2 Sim_16 TrajSim_2_16
#> 14 0.136547390+0.6028220i Traj_2 Sim_16 TrajSim_2_16
#> 15 -0.052416117+0.6545128i Traj_2 Sim_16 TrajSim_2_16
#> 16 0.004443504+0.5985477i Traj_2 Sim_16 TrajSim_2_16
#> 17 -0.032523709+0.5927805i Traj_2 Sim_16 TrajSim_2_16
#> 18 0.052480859+0.6291544i Traj_2 Sim_16 TrajSim_2_16
#> 19 0.096661868+0.5288473i Traj_2 Sim_16 TrajSim_2_16
#> 20 0.105064797+0.7256344i Traj_2 Sim_16 TrajSim_2_16
#> 21 0.084658850+0.5403717i Traj_2 Sim_16 TrajSim_2_16
#> 22 -0.084125739+0.7119083i Traj_2 Sim_16 TrajSim_2_16
#> 23 0.091731014+0.6709490i Traj_2 Sim_16 TrajSim_2_16
#> 24 0.066588466+0.6179474i Traj_2 Sim_16 TrajSim_2_16
#>
#>
#> [[17]]
#> [[17]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6706252 1.455902 0.02 0.02 0.6706252+ 1.455902i
#> 3 0.9001358 2.069273 0.04 0.04 0.9001358+ 2.069273i
#> 4 1.0404909 2.668689 0.06 0.06 1.0404909+ 2.668689i
#> 5 1.1209709 3.178620 0.08 0.08 1.1209709+ 3.178620i
#> 6 1.3302840 3.722403 0.10 0.10 1.3302840+ 3.722403i
#> 7 1.3542802 4.245671 0.12 0.12 1.3542802+ 4.245671i
#> 8 1.4295285 4.885693 0.14 0.14 1.4295285+ 4.885693i
#> 9 1.6172864 5.279416 0.16 0.16 1.6172864+ 5.279416i
#> 10 1.6629482 5.822231 0.18 0.18 1.6629482+ 5.822231i
#> 11 1.6543165 6.316377 0.20 0.20 1.6543165+ 6.316377i
#> 12 1.6780183 6.790841 0.22 0.22 1.6780183+ 6.790841i
#> 13 1.7821682 7.381770 0.24 0.24 1.7821682+ 7.381770i
#> 14 1.8678145 7.963843 0.26 0.26 1.8678145+ 7.963843i
#> 15 1.7896451 8.558428 0.28 0.28 1.7896451+ 8.558428i
#> 16 1.8167801 9.127327 0.30 0.30 1.8167801+ 9.127327i
#> 17 1.9850503 9.665797 0.32 0.32 1.9850503+ 9.665797i
#> 18 2.0498257 10.152660 0.34 0.34 2.0498257+10.152660i
#> 19 2.1324657 10.672943 0.36 0.36 2.1324657+10.672943i
#> 20 2.1096001 11.206910 0.38 0.38 2.1096001+11.206910i
#> 21 2.1570468 11.719041 0.40 0.40 2.1570468+11.719041i
#> 22 2.1260413 12.231775 0.42 0.42 2.1260413+12.231775i
#> 23 2.0399628 12.829897 0.44 0.44 2.0399628+12.829897i
#> 24 2.1190085 13.404185 0.46 0.46 2.1190085+13.404185i
#> 25 2.1112966 13.962182 0.48 0.48 2.1112966+13.962182i
#> 26 2.3074867 14.558489 0.50 0.50 2.3074867+14.558489i
#> 27 2.3046563 14.974340 0.52 0.52 2.3046563+14.974340i
#> 28 2.3889595 15.492960 0.54 0.54 2.3889595+15.492960i
#> 29 2.4722995 16.058466 0.56 0.56 2.4722995+16.058466i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_17 TrajSim_1_17
#> 2 -0.025374840+0.5099018i Traj_1 Sim_17 TrajSim_1_17
#> 3 0.229510667+0.6133710i Traj_1 Sim_17 TrajSim_1_17
#> 4 0.140355024+0.5994160i Traj_1 Sim_17 TrajSim_1_17
#> 5 0.080480096+0.5099312i Traj_1 Sim_17 TrajSim_1_17
#> 6 0.209313100+0.5437826i Traj_1 Sim_17 TrajSim_1_17
#> 7 0.023996111+0.5232683i Traj_1 Sim_17 TrajSim_1_17
#> 8 0.075248374+0.6400227i Traj_1 Sim_17 TrajSim_1_17
#> 9 0.187757844+0.3937220i Traj_1 Sim_17 TrajSim_1_17
#> 10 0.045661830+0.5428152i Traj_1 Sim_17 TrajSim_1_17
#> 11 -0.008631685+0.4941467i Traj_1 Sim_17 TrajSim_1_17
#> 12 0.023701822+0.4744636i Traj_1 Sim_17 TrajSim_1_17
#> 13 0.104149851+0.5909290i Traj_1 Sim_17 TrajSim_1_17
#> 14 0.085646341+0.5820734i Traj_1 Sim_17 TrajSim_1_17
#> 15 -0.078169470+0.5945845i Traj_1 Sim_17 TrajSim_1_17
#> 16 0.027135000+0.5688987i Traj_1 Sim_17 TrajSim_1_17
#> 17 0.168270268+0.5384700i Traj_1 Sim_17 TrajSim_1_17
#> 18 0.064775364+0.4868632i Traj_1 Sim_17 TrajSim_1_17
#> 19 0.082640019+0.5202834i Traj_1 Sim_17 TrajSim_1_17
#> 20 -0.022865640+0.5339666i Traj_1 Sim_17 TrajSim_1_17
#> 21 0.047446754+0.5121309i Traj_1 Sim_17 TrajSim_1_17
#> 22 -0.031005502+0.5127341i Traj_1 Sim_17 TrajSim_1_17
#> 23 -0.086078521+0.5981224i Traj_1 Sim_17 TrajSim_1_17
#> 24 0.079045654+0.5742873i Traj_1 Sim_17 TrajSim_1_17
#> 25 -0.007711815+0.5579974i Traj_1 Sim_17 TrajSim_1_17
#> 26 0.196190054+0.5963070i Traj_1 Sim_17 TrajSim_1_17
#> 27 -0.002830440+0.4158510i Traj_1 Sim_17 TrajSim_1_17
#> 28 0.084303261+0.5186198i Traj_1 Sim_17 TrajSim_1_17
#> 29 0.083339974+0.5655057i Traj_1 Sim_17 TrajSim_1_17
#>
#> [[17]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5012087 2.250740 0.02 0.02 0.5012087+ 2.250740i
#> 3 0.7566558 2.969103 0.04 0.04 0.7566558+ 2.969103i
#> 4 0.7303697 3.570423 0.06 0.06 0.7303697+ 3.570423i
#> 5 0.6841843 4.119650 0.08 0.08 0.6841843+ 4.119650i
#> 6 0.8456714 4.667502 0.10 0.10 0.8456714+ 4.667502i
#> 7 0.8693605 5.266464 0.12 0.12 0.8693605+ 5.266464i
#> 8 0.8189047 5.886945 0.14 0.14 0.8189047+ 5.886945i
#> 9 0.9176823 6.411688 0.16 0.16 0.9176823+ 6.411688i
#> 10 0.9623165 6.921538 0.18 0.18 0.9623165+ 6.921538i
#> 11 1.1390282 7.503511 0.20 0.20 1.1390282+ 7.503511i
#> 12 1.1799316 8.205266 0.22 0.22 1.1799316+ 8.205266i
#> 13 1.1038371 8.914311 0.24 0.24 1.1038371+ 8.914311i
#> 14 1.1772462 9.477548 0.26 0.26 1.1772462+ 9.477548i
#> 15 1.3002910 10.132624 0.28 0.28 1.3002910+10.132624i
#> 16 1.3125201 10.669990 0.30 0.30 1.3125201+10.669990i
#> 17 1.4208307 11.192762 0.32 0.32 1.4208307+11.192762i
#> 18 1.4902939 11.798540 0.34 0.34 1.4902939+11.798540i
#> 19 1.5654677 12.441829 0.36 0.36 1.5654677+12.441829i
#> 20 1.5695502 13.027393 0.38 0.38 1.5695502+13.027393i
#> 21 1.4265163 13.631661 0.40 0.40 1.4265163+13.631661i
#> 22 1.5039551 14.323392 0.42 0.42 1.5039551+14.323392i
#> 23 1.6286100 14.949184 0.44 0.44 1.6286100+14.949184i
#> 24 1.6402220 15.623992 0.46 0.46 1.6402220+15.623992i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_17 TrajSim_2_17
#> 2 0.165208661+0.6907399i Traj_2 Sim_17 TrajSim_2_17
#> 3 0.255447122+0.7183629i Traj_2 Sim_17 TrajSim_2_17
#> 4 -0.026286125+0.6013203i Traj_2 Sim_17 TrajSim_2_17
#> 5 -0.046185347+0.5492268i Traj_2 Sim_17 TrajSim_2_17
#> 6 0.161487057+0.5478522i Traj_2 Sim_17 TrajSim_2_17
#> 7 0.023689150+0.5989615i Traj_2 Sim_17 TrajSim_2_17
#> 8 -0.050455851+0.6204810i Traj_2 Sim_17 TrajSim_2_17
#> 9 0.098777611+0.5247429i Traj_2 Sim_17 TrajSim_2_17
#> 10 0.044634243+0.5098505i Traj_2 Sim_17 TrajSim_2_17
#> 11 0.176711681+0.5819725i Traj_2 Sim_17 TrajSim_2_17
#> 12 0.040903351+0.7017560i Traj_2 Sim_17 TrajSim_2_17
#> 13 -0.076094475+0.7090447i Traj_2 Sim_17 TrajSim_2_17
#> 14 0.073409141+0.5632367i Traj_2 Sim_17 TrajSim_2_17
#> 15 0.123044829+0.6550764i Traj_2 Sim_17 TrajSim_2_17
#> 16 0.012229028+0.5373661i Traj_2 Sim_17 TrajSim_2_17
#> 17 0.108310660+0.5227714i Traj_2 Sim_17 TrajSim_2_17
#> 18 0.069463214+0.6057783i Traj_2 Sim_17 TrajSim_2_17
#> 19 0.075173780+0.6432893i Traj_2 Sim_17 TrajSim_2_17
#> 20 0.004082459+0.5855639i Traj_2 Sim_17 TrajSim_2_17
#> 21 -0.143033886+0.6042680i Traj_2 Sim_17 TrajSim_2_17
#> 22 0.077438812+0.6917304i Traj_2 Sim_17 TrajSim_2_17
#> 23 0.124654859+0.6257926i Traj_2 Sim_17 TrajSim_2_17
#> 24 0.011612042+0.6748074i Traj_2 Sim_17 TrajSim_2_17
#>
#>
#> [[18]]
#> [[18]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7058235 1.515537 0.02 0.02 0.7058235+ 1.515537i
#> 3 0.8438960 2.081026 0.04 0.04 0.8438960+ 2.081026i
#> 4 0.8993881 2.590180 0.06 0.06 0.8993881+ 2.590180i
#> 5 1.0749098 3.096738 0.08 0.08 1.0749098+ 3.096738i
#> 6 0.8916366 3.602737 0.10 0.10 0.8916366+ 3.602737i
#> 7 0.8567200 4.166119 0.12 0.12 0.8567200+ 4.166119i
#> 8 0.8607055 4.729545 0.14 0.14 0.8607055+ 4.729545i
#> 9 0.8788851 5.133813 0.16 0.16 0.8788851+ 5.133813i
#> 10 0.9776091 5.615704 0.18 0.18 0.9776091+ 5.615704i
#> 11 1.1565682 6.092476 0.20 0.20 1.1565682+ 6.092476i
#> 12 1.1852030 6.591821 0.22 0.22 1.1852030+ 6.591821i
#> 13 1.2702342 7.104368 0.24 0.24 1.2702342+ 7.104368i
#> 14 1.2824848 7.624681 0.26 0.26 1.2824848+ 7.624681i
#> 15 1.3383270 8.164566 0.28 0.28 1.3383270+ 8.164566i
#> 16 1.3947359 8.754858 0.30 0.30 1.3947359+ 8.754858i
#> 17 1.2703643 9.275715 0.32 0.32 1.2703643+ 9.275715i
#> 18 1.2071432 9.814983 0.34 0.34 1.2071432+ 9.814983i
#> 19 1.1573972 10.319851 0.36 0.36 1.1573972+10.319851i
#> 20 1.2913070 10.969234 0.38 0.38 1.2913070+10.969234i
#> 21 1.3583306 11.408016 0.40 0.40 1.3583306+11.408016i
#> 22 1.4278817 11.976003 0.42 0.42 1.4278817+11.976003i
#> 23 1.4453979 12.584614 0.44 0.44 1.4453979+12.584614i
#> 24 1.5025141 13.220288 0.46 0.46 1.5025141+13.220288i
#> 25 1.5221512 13.719001 0.48 0.48 1.5221512+13.719001i
#> 26 1.5784531 14.193728 0.50 0.50 1.5784531+14.193728i
#> 27 1.6132685 14.816300 0.52 0.52 1.6132685+14.816300i
#> 28 1.6982293 15.374453 0.54 0.54 1.6982293+15.374453i
#> 29 1.7582547 15.985516 0.56 0.56 1.7582547+15.985516i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_18 TrajSim_1_18
#> 2 0.009823512+0.5695371i Traj_1 Sim_18 TrajSim_1_18
#> 3 0.138072456+0.5654885i Traj_1 Sim_18 TrajSim_1_18
#> 4 0.055492161+0.5091547i Traj_1 Sim_18 TrajSim_1_18
#> 5 0.175521694+0.5065576i Traj_1 Sim_18 TrajSim_1_18
#> 6 -0.183273219+0.5059986i Traj_1 Sim_18 TrajSim_1_18
#> 7 -0.034916588+0.5633823i Traj_1 Sim_18 TrajSim_1_18
#> 8 0.003985526+0.5634259i Traj_1 Sim_18 TrajSim_1_18
#> 9 0.018179539+0.4042687i Traj_1 Sim_18 TrajSim_1_18
#> 10 0.098724033+0.4818909i Traj_1 Sim_18 TrajSim_1_18
#> 11 0.178959067+0.4767713i Traj_1 Sim_18 TrajSim_1_18
#> 12 0.028634860+0.4993457i Traj_1 Sim_18 TrajSim_1_18
#> 13 0.085031127+0.5125468i Traj_1 Sim_18 TrajSim_1_18
#> 14 0.012250646+0.5203131i Traj_1 Sim_18 TrajSim_1_18
#> 15 0.055842146+0.5398846i Traj_1 Sim_18 TrajSim_1_18
#> 16 0.056408955+0.5902923i Traj_1 Sim_18 TrajSim_1_18
#> 17 -0.124371662+0.5208574i Traj_1 Sim_18 TrajSim_1_18
#> 18 -0.063221010+0.5392671i Traj_1 Sim_18 TrajSim_1_18
#> 19 -0.049746085+0.5048688i Traj_1 Sim_18 TrajSim_1_18
#> 20 0.133909852+0.6493826i Traj_1 Sim_18 TrajSim_1_18
#> 21 0.067023613+0.4387817i Traj_1 Sim_18 TrajSim_1_18
#> 22 0.069551098+0.5679872i Traj_1 Sim_18 TrajSim_1_18
#> 23 0.017516145+0.6086109i Traj_1 Sim_18 TrajSim_1_18
#> 24 0.057116275+0.6356740i Traj_1 Sim_18 TrajSim_1_18
#> 25 0.019637073+0.4987134i Traj_1 Sim_18 TrajSim_1_18
#> 26 0.056301862+0.4747270i Traj_1 Sim_18 TrajSim_1_18
#> 27 0.034815459+0.6225721i Traj_1 Sim_18 TrajSim_1_18
#> 28 0.084960756+0.5581523i Traj_1 Sim_18 TrajSim_1_18
#> 29 0.060025430+0.6110634i Traj_1 Sim_18 TrajSim_1_18
#>
#> [[18]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5197083 2.003642 0.02 0.02 0.5197083+ 2.003642i
#> 3 0.6666585 2.587457 0.04 0.04 0.6666585+ 2.587457i
#> 4 0.7910976 3.106915 0.06 0.06 0.7910976+ 3.106915i
#> 5 0.9618750 3.783124 0.08 0.08 0.9618750+ 3.783124i
#> 6 1.0931607 4.569536 0.10 0.10 1.0931607+ 4.569536i
#> 7 1.2100506 5.032232 0.12 0.12 1.2100506+ 5.032232i
#> 8 1.2789251 5.651204 0.14 0.14 1.2789251+ 5.651204i
#> 9 1.2950068 6.302816 0.16 0.16 1.2950068+ 6.302816i
#> 10 1.2848560 7.021383 0.18 0.18 1.2848560+ 7.021383i
#> 11 1.3161785 7.630660 0.20 0.20 1.3161785+ 7.630660i
#> 12 1.2942658 8.226847 0.22 0.22 1.2942658+ 8.226847i
#> 13 1.3521519 8.800589 0.24 0.24 1.3521519+ 8.800589i
#> 14 1.3724361 9.256679 0.26 0.26 1.3724361+ 9.256679i
#> 15 1.4740888 9.974741 0.28 0.28 1.4740888+ 9.974741i
#> 16 1.4735439 10.634391 0.30 0.30 1.4735439+10.634391i
#> 17 1.5443468 11.189557 0.32 0.32 1.5443468+11.189557i
#> 18 1.6940745 11.770142 0.34 0.34 1.6940745+11.770142i
#> 19 1.8486516 12.325440 0.36 0.36 1.8486516+12.325440i
#> 20 2.0561426 12.856808 0.38 0.38 2.0561426+12.856808i
#> 21 2.2252053 13.462053 0.40 0.40 2.2252053+13.462053i
#> 22 2.4313998 14.176003 0.42 0.42 2.4313998+14.176003i
#> 23 2.4658630 14.661469 0.44 0.44 2.4658630+14.661469i
#> 24 2.4322411 15.313465 0.46 0.46 2.4322411+15.313465i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_18 TrajSim_2_18
#> 2 0.1837083480+0.4436419i Traj_2 Sim_18 TrajSim_2_18
#> 3 0.1469501557+0.5838155i Traj_2 Sim_18 TrajSim_2_18
#> 4 0.1244390873+0.5194573i Traj_2 Sim_18 TrajSim_2_18
#> 5 0.1707774239+0.6762090i Traj_2 Sim_18 TrajSim_2_18
#> 6 0.1312857055+0.7864122i Traj_2 Sim_18 TrajSim_2_18
#> 7 0.1168899041+0.4626957i Traj_2 Sim_18 TrajSim_2_18
#> 8 0.0688745173+0.6189725i Traj_2 Sim_18 TrajSim_2_18
#> 9 0.0160816734+0.6516113i Traj_2 Sim_18 TrajSim_2_18
#> 10 -0.0101508210+0.7185679i Traj_2 Sim_18 TrajSim_2_18
#> 11 0.0313224655+0.6092764i Traj_2 Sim_18 TrajSim_2_18
#> 12 -0.0219126470+0.5961873i Traj_2 Sim_18 TrajSim_2_18
#> 13 0.0578860703+0.5737415i Traj_2 Sim_18 TrajSim_2_18
#> 14 0.0202842439+0.4560901i Traj_2 Sim_18 TrajSim_2_18
#> 15 0.1016526991+0.7180622i Traj_2 Sim_18 TrajSim_2_18
#> 16 -0.0005449001+0.6596497i Traj_2 Sim_18 TrajSim_2_18
#> 17 0.0708028607+0.5551659i Traj_2 Sim_18 TrajSim_2_18
#> 18 0.1497276907+0.5805855i Traj_2 Sim_18 TrajSim_2_18
#> 19 0.1545771629+0.5552984i Traj_2 Sim_18 TrajSim_2_18
#> 20 0.2074909336+0.5313678i Traj_2 Sim_18 TrajSim_2_18
#> 21 0.1690626879+0.6052449i Traj_2 Sim_18 TrajSim_2_18
#> 22 0.2061945727+0.7139499i Traj_2 Sim_18 TrajSim_2_18
#> 23 0.0344631736+0.4854655i Traj_2 Sim_18 TrajSim_2_18
#> 24 -0.0336219037+0.6519960i Traj_2 Sim_18 TrajSim_2_18
#>
#>
#> [[19]]
#> [[19]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8878394 1.527545 0.02 0.02 0.8878394+ 1.527545i
#> 3 0.9031082 2.049793 0.04 0.04 0.9031082+ 2.049793i
#> 4 0.8874923 2.525294 0.06 0.06 0.8874923+ 2.525294i
#> 5 1.0405362 3.056511 0.08 0.08 1.0405362+ 3.056511i
#> 6 1.1434074 3.583133 0.10 0.10 1.1434074+ 3.583133i
#> 7 1.1985656 4.132911 0.12 0.12 1.1985656+ 4.132911i
#> 8 1.2864468 4.607934 0.14 0.14 1.2864468+ 4.607934i
#> 9 1.3726860 5.214631 0.16 0.16 1.3726860+ 5.214631i
#> 10 1.4072385 5.695444 0.18 0.18 1.4072385+ 5.695444i
#> 11 1.3765682 6.251385 0.20 0.20 1.3765682+ 6.251385i
#> 12 1.4461530 6.810532 0.22 0.22 1.4461530+ 6.810532i
#> 13 1.4354913 7.384491 0.24 0.24 1.4354913+ 7.384491i
#> 14 1.5141271 7.910753 0.26 0.26 1.5141271+ 7.910753i
#> 15 1.4648892 8.567021 0.28 0.28 1.4648892+ 8.567021i
#> 16 1.6179308 9.029319 0.30 0.30 1.6179308+ 9.029319i
#> 17 1.7550790 9.581282 0.32 0.32 1.7550790+ 9.581282i
#> 18 1.9800888 10.071715 0.34 0.34 1.9800888+10.071715i
#> 19 2.0559585 10.640576 0.36 0.36 2.0559585+10.640576i
#> 20 2.2274021 11.177669 0.38 0.38 2.2274021+11.177669i
#> 21 2.2781611 11.685151 0.40 0.40 2.2781611+11.685151i
#> 22 2.3899058 12.242306 0.42 0.42 2.3899058+12.242306i
#> 23 2.4207319 12.818603 0.44 0.44 2.4207319+12.818603i
#> 24 2.4250268 13.309758 0.46 0.46 2.4250268+13.309758i
#> 25 2.5499870 13.823244 0.48 0.48 2.5499870+13.823244i
#> 26 2.5036979 14.336870 0.50 0.50 2.5036979+14.336870i
#> 27 2.5657454 14.864602 0.52 0.52 2.5657454+14.864602i
#> 28 2.4850025 15.333922 0.54 0.54 2.4850025+15.333922i
#> 29 2.5241737 15.920175 0.56 0.56 2.5241737+15.920175i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_19 TrajSim_1_19
#> 2 0.191839398+0.5815451i Traj_1 Sim_19 TrajSim_1_19
#> 3 0.015268840+0.5222478i Traj_1 Sim_19 TrajSim_1_19
#> 4 -0.015615920+0.4755013i Traj_1 Sim_19 TrajSim_1_19
#> 5 0.153043846+0.5312167i Traj_1 Sim_19 TrajSim_1_19
#> 6 0.102871253+0.5266217i Traj_1 Sim_19 TrajSim_1_19
#> 7 0.055158228+0.5497788i Traj_1 Sim_19 TrajSim_1_19
#> 8 0.087881137+0.4750223i Traj_1 Sim_19 TrajSim_1_19
#> 9 0.086239252+0.6066978i Traj_1 Sim_19 TrajSim_1_19
#> 10 0.034552447+0.4808124i Traj_1 Sim_19 TrajSim_1_19
#> 11 -0.030670282+0.5559409i Traj_1 Sim_19 TrajSim_1_19
#> 12 0.069584830+0.5591476i Traj_1 Sim_19 TrajSim_1_19
#> 13 -0.010661696+0.5739590i Traj_1 Sim_19 TrajSim_1_19
#> 14 0.078635808+0.5262618i Traj_1 Sim_19 TrajSim_1_19
#> 15 -0.049237932+0.6562680i Traj_1 Sim_19 TrajSim_1_19
#> 16 0.153041611+0.4622977i Traj_1 Sim_19 TrajSim_1_19
#> 17 0.137148186+0.5519635i Traj_1 Sim_19 TrajSim_1_19
#> 18 0.225009807+0.4904328i Traj_1 Sim_19 TrajSim_1_19
#> 19 0.075869698+0.5688606i Traj_1 Sim_19 TrajSim_1_19
#> 20 0.171443592+0.5370934i Traj_1 Sim_19 TrajSim_1_19
#> 21 0.050759023+0.5074815i Traj_1 Sim_19 TrajSim_1_19
#> 22 0.111744719+0.5571548i Traj_1 Sim_19 TrajSim_1_19
#> 23 0.030826081+0.5762973i Traj_1 Sim_19 TrajSim_1_19
#> 24 0.004294861+0.4911548i Traj_1 Sim_19 TrajSim_1_19
#> 25 0.124960206+0.5134867i Traj_1 Sim_19 TrajSim_1_19
#> 26 -0.046289137+0.5136259i Traj_1 Sim_19 TrajSim_1_19
#> 27 0.062047542+0.5277316i Traj_1 Sim_19 TrajSim_1_19
#> 28 -0.080742934+0.4693205i Traj_1 Sim_19 TrajSim_1_19
#> 29 0.039171271+0.5862522i Traj_1 Sim_19 TrajSim_1_19
#>
#> [[19]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3327759 2.122296 0.02 0.02 0.3327759+ 2.122296i
#> 3 0.5617196 2.756663 0.04 0.04 0.5617196+ 2.756663i
#> 4 0.6208930 3.373451 0.06 0.06 0.6208930+ 3.373451i
#> 5 0.6058637 3.860177 0.08 0.08 0.6058637+ 3.860177i
#> 6 0.7482903 4.512624 0.10 0.10 0.7482903+ 4.512624i
#> 7 0.9156729 5.104382 0.12 0.12 0.9156729+ 5.104382i
#> 8 1.0553203 5.719426 0.14 0.14 1.0553203+ 5.719426i
#> 9 1.2691915 6.379290 0.16 0.16 1.2691915+ 6.379290i
#> 10 1.4098860 7.095581 0.18 0.18 1.4098860+ 7.095581i
#> 11 1.3644238 7.701923 0.20 0.20 1.3644238+ 7.701923i
#> 12 1.4740309 8.255501 0.22 0.22 1.4740309+ 8.255501i
#> 13 1.5454914 8.825017 0.24 0.24 1.5454914+ 8.825017i
#> 14 1.4738455 9.406418 0.26 0.26 1.4738455+ 9.406418i
#> 15 1.4643275 9.923356 0.28 0.28 1.4643275+ 9.923356i
#> 16 1.5729942 10.445879 0.30 0.30 1.5729942+10.445879i
#> 17 1.7616589 10.970252 0.32 0.32 1.7616589+10.970252i
#> 18 1.8781318 11.568331 0.34 0.34 1.8781318+11.568331i
#> 19 2.0438718 12.279767 0.36 0.36 2.0438718+12.279767i
#> 20 2.0637197 12.893625 0.38 0.38 2.0637197+12.893625i
#> 21 2.0762921 13.450335 0.40 0.40 2.0762921+13.450335i
#> 22 2.0888552 13.990499 0.42 0.42 2.0888552+13.990499i
#> 23 2.2007408 14.548641 0.44 0.44 2.2007408+14.548641i
#> 24 2.3907169 15.179295 0.46 0.46 2.3907169+15.179295i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_19 TrajSim_2_19
#> 2 -0.003224065+0.5622963i Traj_2 Sim_19 TrajSim_2_19
#> 3 0.228943707+0.6343671i Traj_2 Sim_19 TrajSim_2_19
#> 4 0.059173340+0.6167877i Traj_2 Sim_19 TrajSim_2_19
#> 5 -0.015029291+0.4867261i Traj_2 Sim_19 TrajSim_2_19
#> 6 0.142426619+0.6524466i Traj_2 Sim_19 TrajSim_2_19
#> 7 0.167382626+0.5917579i Traj_2 Sim_19 TrajSim_2_19
#> 8 0.139647328+0.6150444i Traj_2 Sim_19 TrajSim_2_19
#> 9 0.213871203+0.6598644i Traj_2 Sim_19 TrajSim_2_19
#> 10 0.140694553+0.7162902i Traj_2 Sim_19 TrajSim_2_19
#> 11 -0.045462217+0.6063427i Traj_2 Sim_19 TrajSim_2_19
#> 12 0.109607086+0.5535779i Traj_2 Sim_19 TrajSim_2_19
#> 13 0.071460492+0.5695161i Traj_2 Sim_19 TrajSim_2_19
#> 14 -0.071645896+0.5814005i Traj_2 Sim_19 TrajSim_2_19
#> 15 -0.009518028+0.5169381i Traj_2 Sim_19 TrajSim_2_19
#> 16 0.108666715+0.5225226i Traj_2 Sim_19 TrajSim_2_19
#> 17 0.188664746+0.5243738i Traj_2 Sim_19 TrajSim_2_19
#> 18 0.116472843+0.5980791i Traj_2 Sim_19 TrajSim_2_19
#> 19 0.165740081+0.7114351i Traj_2 Sim_19 TrajSim_2_19
#> 20 0.019847905+0.6138586i Traj_2 Sim_19 TrajSim_2_19
#> 21 0.012572340+0.5567096i Traj_2 Sim_19 TrajSim_2_19
#> 22 0.012563093+0.5401637i Traj_2 Sim_19 TrajSim_2_19
#> 23 0.111885645+0.5581428i Traj_2 Sim_19 TrajSim_2_19
#> 24 0.189976121+0.6306536i Traj_2 Sim_19 TrajSim_2_19
#>
#>
#> [[20]]
#> [[20]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8461526 1.475077 0.02 0.02 0.8461526+ 1.475077i
#> 3 0.8210736 1.962011 0.04 0.04 0.8210736+ 1.962011i
#> 4 0.9292882 2.443893 0.06 0.06 0.9292882+ 2.443893i
#> 5 0.9293153 3.003793 0.08 0.08 0.9293153+ 3.003793i
#> 6 1.0578717 3.484164 0.10 0.10 1.0578717+ 3.484164i
#> 7 1.0973273 3.966732 0.12 0.12 1.0973273+ 3.966732i
#> 8 1.1137611 4.444315 0.14 0.14 1.1137611+ 4.444315i
#> 9 1.1766227 4.927820 0.16 0.16 1.1766227+ 4.927820i
#> 10 1.1690883 5.499246 0.18 0.18 1.1690883+ 5.499246i
#> 11 1.1451317 5.922417 0.20 0.20 1.1451317+ 5.922417i
#> 12 1.0297313 6.538510 0.22 0.22 1.0297313+ 6.538510i
#> 13 0.9416978 7.056242 0.24 0.24 0.9416978+ 7.056242i
#> 14 0.9863990 7.612628 0.26 0.26 0.9863990+ 7.612628i
#> 15 0.9061400 8.105764 0.28 0.28 0.9061400+ 8.105764i
#> 16 1.0487313 8.584628 0.30 0.30 1.0487313+ 8.584628i
#> 17 1.0784796 9.125325 0.32 0.32 1.0784796+ 9.125325i
#> 18 1.0903786 9.711482 0.34 0.34 1.0903786+ 9.711482i
#> 19 1.1654588 10.175245 0.36 0.36 1.1654588+10.175245i
#> 20 1.3365971 10.679866 0.38 0.38 1.3365971+10.679866i
#> 21 1.2679337 11.200397 0.40 0.40 1.2679337+11.200397i
#> 22 1.2250347 11.768288 0.42 0.42 1.2250347+11.768288i
#> 23 1.3159556 12.287595 0.44 0.44 1.3159556+12.287595i
#> 24 1.4037904 12.816574 0.46 0.46 1.4037904+12.816574i
#> 25 1.4637777 13.396833 0.48 0.48 1.4637777+13.396833i
#> 26 1.5563606 13.924735 0.50 0.50 1.5563606+13.924735i
#> 27 1.6238512 14.474621 0.52 0.52 1.6238512+14.474621i
#> 28 1.6056390 14.960412 0.54 0.54 1.6056390+14.960412i
#> 29 1.4622896 15.424295 0.56 0.56 1.4622896+15.424295i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_1 Sim_20 TrajSim_1_20
#> 2 1.501526e-01+0.5290769i Traj_1 Sim_20 TrajSim_1_20
#> 3 -2.507904e-02+0.4869343i Traj_1 Sim_20 TrajSim_1_20
#> 4 1.082146e-01+0.4818821i Traj_1 Sim_20 TrajSim_1_20
#> 5 2.710483e-05+0.5598998i Traj_1 Sim_20 TrajSim_1_20
#> 6 1.285564e-01+0.4803705i Traj_1 Sim_20 TrajSim_1_20
#> 7 3.945564e-02+0.4825683i Traj_1 Sim_20 TrajSim_1_20
#> 8 1.643380e-02+0.4775831i Traj_1 Sim_20 TrajSim_1_20
#> 9 6.286156e-02+0.4835054i Traj_1 Sim_20 TrajSim_1_20
#> 10 -7.534359e-03+0.5714251i Traj_1 Sim_20 TrajSim_1_20
#> 11 -2.395663e-02+0.4231719i Traj_1 Sim_20 TrajSim_1_20
#> 12 -1.154004e-01+0.6160923i Traj_1 Sim_20 TrajSim_1_20
#> 13 -8.803358e-02+0.5177319i Traj_1 Sim_20 TrajSim_1_20
#> 14 4.470119e-02+0.5563864i Traj_1 Sim_20 TrajSim_1_20
#> 15 -8.025890e-02+0.4931359i Traj_1 Sim_20 TrajSim_1_20
#> 16 1.425912e-01+0.4788645i Traj_1 Sim_20 TrajSim_1_20
#> 17 2.974833e-02+0.5406966i Traj_1 Sim_20 TrajSim_1_20
#> 18 1.189902e-02+0.5861566i Traj_1 Sim_20 TrajSim_1_20
#> 19 7.508015e-02+0.4637630i Traj_1 Sim_20 TrajSim_1_20
#> 20 1.711383e-01+0.5046214i Traj_1 Sim_20 TrajSim_1_20
#> 21 -6.866345e-02+0.5205312i Traj_1 Sim_20 TrajSim_1_20
#> 22 -4.289902e-02+0.5678905i Traj_1 Sim_20 TrajSim_1_20
#> 23 9.092099e-02+0.5193068i Traj_1 Sim_20 TrajSim_1_20
#> 24 8.783478e-02+0.5289792i Traj_1 Sim_20 TrajSim_1_20
#> 25 5.998725e-02+0.5802588i Traj_1 Sim_20 TrajSim_1_20
#> 26 9.258288e-02+0.5279024i Traj_1 Sim_20 TrajSim_1_20
#> 27 6.749068e-02+0.5498859i Traj_1 Sim_20 TrajSim_1_20
#> 28 -1.821219e-02+0.4857914i Traj_1 Sim_20 TrajSim_1_20
#> 29 -1.433494e-01+0.4638833i Traj_1 Sim_20 TrajSim_1_20
#>
#> [[20]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4532248 2.218682 0.02 0.02 0.4532248+ 2.218682i
#> 3 0.5573678 2.840930 0.04 0.04 0.5573678+ 2.840930i
#> 4 0.5175112 3.265087 0.06 0.06 0.5175112+ 3.265087i
#> 5 0.7577501 3.834746 0.08 0.08 0.7577501+ 3.834746i
#> 6 0.8426912 4.406066 0.10 0.10 0.8426912+ 4.406066i
#> 7 0.9053693 4.984770 0.12 0.12 0.9053693+ 4.984770i
#> 8 1.0359109 5.578921 0.14 0.14 1.0359109+ 5.578921i
#> 9 1.1784139 6.288832 0.16 0.16 1.1784139+ 6.288832i
#> 10 1.2757393 6.868558 0.18 0.18 1.2757393+ 6.868558i
#> 11 1.3861603 7.391656 0.20 0.20 1.3861603+ 7.391656i
#> 12 1.5114895 8.127693 0.22 0.22 1.5114895+ 8.127693i
#> 13 1.5564276 8.675622 0.24 0.24 1.5564276+ 8.675622i
#> 14 1.5651758 9.307272 0.26 0.26 1.5651758+ 9.307272i
#> 15 1.5021971 9.838063 0.28 0.28 1.5021971+ 9.838063i
#> 16 1.5485567 10.364882 0.30 0.30 1.5485567+10.364882i
#> 17 1.5910293 10.890765 0.32 0.32 1.5910293+10.890765i
#> 18 1.6771689 11.479972 0.34 0.34 1.6771689+11.479972i
#> 19 1.7343573 12.194309 0.36 0.36 1.7343573+12.194309i
#> 20 1.8445105 12.837985 0.38 0.38 1.8445105+12.837985i
#> 21 1.9602651 13.325474 0.40 0.40 1.9602651+13.325474i
#> 22 2.0276509 13.852973 0.42 0.42 2.0276509+13.852973i
#> 23 2.1214430 14.482054 0.44 0.44 2.1214430+14.482054i
#> 24 2.2164490 15.121987 0.46 0.46 2.2164490+15.121987i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_20 TrajSim_2_20
#> 2 0.117224806+0.6586818i Traj_2 Sim_20 TrajSim_2_20
#> 3 0.104143021+0.6222479i Traj_2 Sim_20 TrajSim_2_20
#> 4 -0.039856626+0.4241574i Traj_2 Sim_20 TrajSim_2_20
#> 5 0.240238861+0.5696589i Traj_2 Sim_20 TrajSim_2_20
#> 6 0.084941187+0.5713195i Traj_2 Sim_20 TrajSim_2_20
#> 7 0.062678077+0.5787042i Traj_2 Sim_20 TrajSim_2_20
#> 8 0.130541528+0.5941514i Traj_2 Sim_20 TrajSim_2_20
#> 9 0.142503045+0.7099109i Traj_2 Sim_20 TrajSim_2_20
#> 10 0.097325355+0.5797255i Traj_2 Sim_20 TrajSim_2_20
#> 11 0.110421089+0.5230982i Traj_2 Sim_20 TrajSim_2_20
#> 12 0.125329189+0.7360376i Traj_2 Sim_20 TrajSim_2_20
#> 13 0.044938050+0.5479285i Traj_2 Sim_20 TrajSim_2_20
#> 14 0.008748196+0.6316499i Traj_2 Sim_20 TrajSim_2_20
#> 15 -0.062978689+0.5307910i Traj_2 Sim_20 TrajSim_2_20
#> 16 0.046359611+0.5268193i Traj_2 Sim_20 TrajSim_2_20
#> 17 0.042472626+0.5258827i Traj_2 Sim_20 TrajSim_2_20
#> 18 0.086139547+0.5892073i Traj_2 Sim_20 TrajSim_2_20
#> 19 0.057188389+0.7143375i Traj_2 Sim_20 TrajSim_2_20
#> 20 0.110153221+0.6436756i Traj_2 Sim_20 TrajSim_2_20
#> 21 0.115754578+0.4874890i Traj_2 Sim_20 TrajSim_2_20
#> 22 0.067385861+0.5274989i Traj_2 Sim_20 TrajSim_2_20
#> 23 0.093792027+0.6290807i Traj_2 Sim_20 TrajSim_2_20
#> 24 0.095006093+0.6399333i Traj_2 Sim_20 TrajSim_2_20
#>
#>
#> [[21]]
#> [[21]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7839993 1.420586 0.02 0.02 0.7839993+ 1.420586i
#> 3 1.0119583 1.889488 0.04 0.04 1.0119583+ 1.889488i
#> 4 1.0311460 2.340680 0.06 0.06 1.0311460+ 2.340680i
#> 5 1.0936154 2.869966 0.08 0.08 1.0936154+ 2.869966i
#> 6 1.1052840 3.441795 0.10 0.10 1.1052840+ 3.441795i
#> 7 1.1087555 4.006112 0.12 0.12 1.1087555+ 4.006112i
#> 8 1.2400135 4.559441 0.14 0.14 1.2400135+ 4.559441i
#> 9 1.2197683 5.058746 0.16 0.16 1.2197683+ 5.058746i
#> 10 1.1338597 5.660265 0.18 0.18 1.1338597+ 5.660265i
#> 11 1.1356961 6.135353 0.20 0.20 1.1356961+ 6.135353i
#> 12 1.0206632 6.696020 0.22 0.22 1.0206632+ 6.696020i
#> 13 1.0077859 7.198315 0.24 0.24 1.0077859+ 7.198315i
#> 14 1.0603623 7.712188 0.26 0.26 1.0603623+ 7.712188i
#> 15 1.0398178 8.308417 0.28 0.28 1.0398178+ 8.308417i
#> 16 0.9231639 8.915464 0.30 0.30 0.9231639+ 8.915464i
#> 17 1.0081183 9.504479 0.32 0.32 1.0081183+ 9.504479i
#> 18 0.8293011 10.028790 0.34 0.34 0.8293011+10.028790i
#> 19 0.7844178 10.451829 0.36 0.36 0.7844178+10.451829i
#> 20 0.9741196 10.923919 0.38 0.38 0.9741196+10.923919i
#> 21 0.9650679 11.455963 0.40 0.40 0.9650679+11.455963i
#> 22 1.0574983 12.007315 0.42 0.42 1.0574983+12.007315i
#> 23 1.0170318 12.475423 0.44 0.44 1.0170318+12.475423i
#> 24 0.9454389 13.033152 0.46 0.46 0.9454389+13.033152i
#> 25 0.9775384 13.509048 0.48 0.48 0.9775384+13.509048i
#> 26 1.0023084 14.066678 0.50 0.50 1.0023084+14.066678i
#> 27 0.9663636 14.588818 0.52 0.52 0.9663636+14.588818i
#> 28 1.0127910 15.095101 0.54 0.54 1.0127910+15.095101i
#> 29 1.0996348 15.562640 0.56 0.56 1.0996348+15.562640i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_21 TrajSim_1_21
#> 2 0.087999344+0.4745862i Traj_1 Sim_21 TrajSim_1_21
#> 3 0.227958925+0.4689019i Traj_1 Sim_21 TrajSim_1_21
#> 4 0.019187738+0.4511915i Traj_1 Sim_21 TrajSim_1_21
#> 5 0.062469357+0.5292865i Traj_1 Sim_21 TrajSim_1_21
#> 6 0.011668639+0.5718285i Traj_1 Sim_21 TrajSim_1_21
#> 7 0.003471531+0.5643170i Traj_1 Sim_21 TrajSim_1_21
#> 8 0.131257975+0.5533292i Traj_1 Sim_21 TrajSim_1_21
#> 9 -0.020245232+0.4993047i Traj_1 Sim_21 TrajSim_1_21
#> 10 -0.085908541+0.6015196i Traj_1 Sim_21 TrajSim_1_21
#> 11 0.001836391+0.4750881i Traj_1 Sim_21 TrajSim_1_21
#> 12 -0.115032905+0.5606665i Traj_1 Sim_21 TrajSim_1_21
#> 13 -0.012877274+0.5022951i Traj_1 Sim_21 TrajSim_1_21
#> 14 0.052576400+0.5138729i Traj_1 Sim_21 TrajSim_1_21
#> 15 -0.020544521+0.5962296i Traj_1 Sim_21 TrajSim_1_21
#> 16 -0.116653913+0.6070465i Traj_1 Sim_21 TrajSim_1_21
#> 17 0.084954341+0.5890155i Traj_1 Sim_21 TrajSim_1_21
#> 18 -0.178817148+0.5243108i Traj_1 Sim_21 TrajSim_1_21
#> 19 -0.044883321+0.4230389i Traj_1 Sim_21 TrajSim_1_21
#> 20 0.189701788+0.4720893i Traj_1 Sim_21 TrajSim_1_21
#> 21 -0.009051654+0.5320448i Traj_1 Sim_21 TrajSim_1_21
#> 22 0.092430427+0.5513515i Traj_1 Sim_21 TrajSim_1_21
#> 23 -0.040466511+0.4681083i Traj_1 Sim_21 TrajSim_1_21
#> 24 -0.071592945+0.5577293i Traj_1 Sim_21 TrajSim_1_21
#> 25 0.032099495+0.4758958i Traj_1 Sim_21 TrajSim_1_21
#> 26 0.024770000+0.5576293i Traj_1 Sim_21 TrajSim_1_21
#> 27 -0.035944833+0.5221404i Traj_1 Sim_21 TrajSim_1_21
#> 28 0.046427431+0.5062833i Traj_1 Sim_21 TrajSim_1_21
#> 29 0.086843805+0.4675387i Traj_1 Sim_21 TrajSim_1_21
#>
#> [[21]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3351086 2.163979 0.02 0.02 0.3351086+ 2.163979i
#> 3 0.4283214 2.752877 0.04 0.04 0.4283214+ 2.752877i
#> 4 0.4334679 3.414489 0.06 0.06 0.4334679+ 3.414489i
#> 5 0.4026697 4.021825 0.08 0.08 0.4026697+ 4.021825i
#> 6 0.5186124 4.533070 0.10 0.10 0.5186124+ 4.533070i
#> 7 0.6325702 5.182919 0.12 0.12 0.6325702+ 5.182919i
#> 8 0.7809887 5.709483 0.14 0.14 0.7809887+ 5.709483i
#> 9 0.7745754 6.386927 0.16 0.16 0.7745754+ 6.386927i
#> 10 0.9076352 7.074501 0.18 0.18 0.9076352+ 7.074501i
#> 11 1.1003617 7.774001 0.20 0.20 1.1003617+ 7.774001i
#> 12 1.1634363 8.423024 0.22 0.22 1.1634363+ 8.423024i
#> 13 1.1061616 8.928274 0.24 0.24 1.1061616+ 8.928274i
#> 14 1.1386182 9.604848 0.26 0.26 1.1386182+ 9.604848i
#> 15 1.2734194 10.144079 0.28 0.28 1.2734194+10.144079i
#> 16 1.3379330 10.723533 0.30 0.30 1.3379330+10.723533i
#> 17 1.5440733 11.241317 0.32 0.32 1.5440733+11.241317i
#> 18 1.5070875 11.760952 0.34 0.34 1.5070875+11.760952i
#> 19 1.5478036 12.326249 0.36 0.36 1.5478036+12.326249i
#> 20 1.6114947 12.826156 0.38 0.38 1.6114947+12.826156i
#> 21 1.7996693 13.353409 0.40 0.40 1.7996693+13.353409i
#> 22 1.8697700 13.753580 0.42 0.42 1.8697700+13.753580i
#> 23 1.8942557 14.391566 0.44 0.44 1.8942557+14.391566i
#> 24 1.9381084 15.042725 0.46 0.46 1.9381084+15.042725i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_21 TrajSim_2_21
#> 2 -0.0008913729+0.6039785i Traj_2 Sim_21 TrajSim_2_21
#> 3 0.0932127478+0.5888983i Traj_2 Sim_21 TrajSim_2_21
#> 4 0.0051465021+0.6616118i Traj_2 Sim_21 TrajSim_2_21
#> 5 -0.0307982068+0.6073364i Traj_2 Sim_21 TrajSim_2_21
#> 6 0.1159427353+0.5112451i Traj_2 Sim_21 TrajSim_2_21
#> 7 0.1139578118+0.6498487i Traj_2 Sim_21 TrajSim_2_21
#> 8 0.1484184480+0.5265638i Traj_2 Sim_21 TrajSim_2_21
#> 9 -0.0064132855+0.6774444i Traj_2 Sim_21 TrajSim_2_21
#> 10 0.1330598002+0.6875744i Traj_2 Sim_21 TrajSim_2_21
#> 11 0.1927265517+0.6995000i Traj_2 Sim_21 TrajSim_2_21
#> 12 0.0630745792+0.6490222i Traj_2 Sim_21 TrajSim_2_21
#> 13 -0.0572747233+0.5052499i Traj_2 Sim_21 TrajSim_2_21
#> 14 0.0324566329+0.6765743i Traj_2 Sim_21 TrajSim_2_21
#> 15 0.1348011946+0.5392310i Traj_2 Sim_21 TrajSim_2_21
#> 16 0.0645135893+0.5794540i Traj_2 Sim_21 TrajSim_2_21
#> 17 0.2061403035+0.5177839i Traj_2 Sim_21 TrajSim_2_21
#> 18 -0.0369858067+0.5196348i Traj_2 Sim_21 TrajSim_2_21
#> 19 0.0407161117+0.5652970i Traj_2 Sim_21 TrajSim_2_21
#> 20 0.0636911143+0.4999078i Traj_2 Sim_21 TrajSim_2_21
#> 21 0.1881746151+0.5272528i Traj_2 Sim_21 TrajSim_2_21
#> 22 0.0701006575+0.4001712i Traj_2 Sim_21 TrajSim_2_21
#> 23 0.0244856773+0.6379859i Traj_2 Sim_21 TrajSim_2_21
#> 24 0.0438527644+0.6511584i Traj_2 Sim_21 TrajSim_2_21
#>
#>
#> [[22]]
#> [[22]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8006757 1.594465 0.02 0.02 0.8006757+ 1.594465i
#> 3 0.8992628 2.019186 0.04 0.04 0.8992628+ 2.019186i
#> 4 1.0388087 2.531111 0.06 0.06 1.0388087+ 2.531111i
#> 5 0.9783453 3.027548 0.08 0.08 0.9783453+ 3.027548i
#> 6 1.0695004 3.534803 0.10 0.10 1.0695004+ 3.534803i
#> 7 1.1757265 4.099808 0.12 0.12 1.1757265+ 4.099808i
#> 8 1.3265932 4.622403 0.14 0.14 1.3265932+ 4.622403i
#> 9 1.3025789 5.211565 0.16 0.16 1.3025789+ 5.211565i
#> 10 1.1132296 5.695176 0.18 0.18 1.1132296+ 5.695176i
#> 11 1.0684134 6.215950 0.20 0.20 1.0684134+ 6.215950i
#> 12 1.3245261 6.669887 0.22 0.22 1.3245261+ 6.669887i
#> 13 1.2411580 7.181247 0.24 0.24 1.2411580+ 7.181247i
#> 14 1.2451578 7.820803 0.26 0.26 1.2451578+ 7.820803i
#> 15 1.2484683 8.238153 0.28 0.28 1.2484683+ 8.238153i
#> 16 1.3602559 8.800369 0.30 0.30 1.3602559+ 8.800369i
#> 17 1.4892155 9.299064 0.32 0.32 1.4892155+ 9.299064i
#> 18 1.4755661 9.852382 0.34 0.34 1.4755661+ 9.852382i
#> 19 1.4873476 10.371813 0.36 0.36 1.4873476+10.371813i
#> 20 1.6521255 10.881860 0.38 0.38 1.6521255+10.881860i
#> 21 1.8124954 11.460071 0.40 0.40 1.8124954+11.460071i
#> 22 1.7451408 11.965771 0.42 0.42 1.7451408+11.965771i
#> 23 1.7468710 12.550613 0.44 0.44 1.7468710+12.550613i
#> 24 1.8247776 13.041780 0.46 0.46 1.8247776+13.041780i
#> 25 1.8112566 13.619481 0.48 0.48 1.8112566+13.619481i
#> 26 1.8591436 14.174396 0.50 0.50 1.8591436+14.174396i
#> 27 2.0053949 14.653513 0.52 0.52 2.0053949+14.653513i
#> 28 1.9998895 15.170373 0.54 0.54 1.9998895+15.170373i
#> 29 1.9907994 15.645352 0.56 0.56 1.9907994+15.645352i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_22 TrajSim_1_22
#> 2 0.104675659+0.6484647i Traj_1 Sim_22 TrajSim_1_22
#> 3 0.098587139+0.4247209i Traj_1 Sim_22 TrajSim_1_22
#> 4 0.139545858+0.5119250i Traj_1 Sim_22 TrajSim_1_22
#> 5 -0.060463382+0.4964377i Traj_1 Sim_22 TrajSim_1_22
#> 6 0.091155119+0.5072549i Traj_1 Sim_22 TrajSim_1_22
#> 7 0.106226103+0.5650045i Traj_1 Sim_22 TrajSim_1_22
#> 8 0.150866724+0.5225954i Traj_1 Sim_22 TrajSim_1_22
#> 9 -0.024014287+0.5891614i Traj_1 Sim_22 TrajSim_1_22
#> 10 -0.189349338+0.4836111i Traj_1 Sim_22 TrajSim_1_22
#> 11 -0.044816206+0.5207745i Traj_1 Sim_22 TrajSim_1_22
#> 12 0.256112694+0.4539369i Traj_1 Sim_22 TrajSim_1_22
#> 13 -0.083368106+0.5113604i Traj_1 Sim_22 TrajSim_1_22
#> 14 0.003999788+0.6395552i Traj_1 Sim_22 TrajSim_1_22
#> 15 0.003310497+0.4173506i Traj_1 Sim_22 TrajSim_1_22
#> 16 0.111787624+0.5622160i Traj_1 Sim_22 TrajSim_1_22
#> 17 0.128959613+0.4986947i Traj_1 Sim_22 TrajSim_1_22
#> 18 -0.013649423+0.5533177i Traj_1 Sim_22 TrajSim_1_22
#> 19 0.011781571+0.5194315i Traj_1 Sim_22 TrajSim_1_22
#> 20 0.164777900+0.5100465i Traj_1 Sim_22 TrajSim_1_22
#> 21 0.160369859+0.5782114i Traj_1 Sim_22 TrajSim_1_22
#> 22 -0.067354625+0.5057002i Traj_1 Sim_22 TrajSim_1_22
#> 23 0.001730174+0.5848414i Traj_1 Sim_22 TrajSim_1_22
#> 24 0.077906624+0.4911672i Traj_1 Sim_22 TrajSim_1_22
#> 25 -0.013520945+0.5777016i Traj_1 Sim_22 TrajSim_1_22
#> 26 0.047886938+0.5549146i Traj_1 Sim_22 TrajSim_1_22
#> 27 0.146251280+0.4791168i Traj_1 Sim_22 TrajSim_1_22
#> 28 -0.005505396+0.5168599i Traj_1 Sim_22 TrajSim_1_22
#> 29 -0.009090082+0.4749798i Traj_1 Sim_22 TrajSim_1_22
#>
#> [[22]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3656855 2.228437 0.02 0.02 0.3656855+ 2.228437i
#> 3 0.4375112 2.885616 0.04 0.04 0.4375112+ 2.885616i
#> 4 0.4779124 3.520668 0.06 0.06 0.4779124+ 3.520668i
#> 5 0.6883817 4.015582 0.08 0.08 0.6883817+ 4.015582i
#> 6 0.6740896 4.736166 0.10 0.10 0.6740896+ 4.736166i
#> 7 0.8386675 5.342446 0.12 0.12 0.8386675+ 5.342446i
#> 8 0.9768839 6.044005 0.14 0.14 0.9768839+ 6.044005i
#> 9 1.0434191 6.635146 0.16 0.16 1.0434191+ 6.635146i
#> 10 1.2380447 7.256307 0.18 0.18 1.2380447+ 7.256307i
#> 11 1.4256818 7.748200 0.20 0.20 1.4256818+ 7.748200i
#> 12 1.4089113 8.265368 0.22 0.22 1.4089113+ 8.265368i
#> 13 1.4027292 9.050068 0.24 0.24 1.4027292+ 9.050068i
#> 14 1.5309570 9.614156 0.26 0.26 1.5309570+ 9.614156i
#> 15 1.6189333 10.226805 0.28 0.28 1.6189333+10.226805i
#> 16 1.6148172 10.795194 0.30 0.30 1.6148172+10.795194i
#> 17 1.6505102 11.396460 0.32 0.32 1.6505102+11.396460i
#> 18 1.7095249 12.150181 0.34 0.34 1.7095249+12.150181i
#> 19 1.8920406 12.667267 0.36 0.36 1.8920406+12.667267i
#> 20 2.0139590 13.237455 0.38 0.38 2.0139590+13.237455i
#> 21 2.2401760 13.860090 0.40 0.40 2.2401760+13.860090i
#> 22 2.2431689 14.338881 0.42 0.42 2.2431689+14.338881i
#> 23 2.1647841 14.906354 0.44 0.44 2.1647841+14.906354i
#> 24 2.3126802 15.498419 0.46 0.46 2.3126802+15.498419i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_22 TrajSim_2_22
#> 2 0.029685524+0.6684367i Traj_2 Sim_22 TrajSim_2_22
#> 3 0.071825642+0.6571793i Traj_2 Sim_22 TrajSim_2_22
#> 4 0.040401273+0.6350523i Traj_2 Sim_22 TrajSim_2_22
#> 5 0.210469239+0.4949135i Traj_2 Sim_22 TrajSim_2_22
#> 6 -0.014292071+0.7205844i Traj_2 Sim_22 TrajSim_2_22
#> 7 0.164577868+0.6062800i Traj_2 Sim_22 TrajSim_2_22
#> 8 0.138216400+0.7015589i Traj_2 Sim_22 TrajSim_2_22
#> 9 0.066535204+0.5911407i Traj_2 Sim_22 TrajSim_2_22
#> 10 0.194625574+0.6211615i Traj_2 Sim_22 TrajSim_2_22
#> 11 0.187637106+0.4918928i Traj_2 Sim_22 TrajSim_2_22
#> 12 -0.016770409+0.5171679i Traj_2 Sim_22 TrajSim_2_22
#> 13 -0.006182164+0.7846997i Traj_2 Sim_22 TrajSim_2_22
#> 14 0.128227823+0.5640885i Traj_2 Sim_22 TrajSim_2_22
#> 15 0.087976266+0.6126490i Traj_2 Sim_22 TrajSim_2_22
#> 16 -0.004116050+0.5683884i Traj_2 Sim_22 TrajSim_2_22
#> 17 0.035692938+0.6012663i Traj_2 Sim_22 TrajSim_2_22
#> 18 0.059014730+0.7537212i Traj_2 Sim_22 TrajSim_2_22
#> 19 0.182515729+0.5170859i Traj_2 Sim_22 TrajSim_2_22
#> 20 0.121918375+0.5701886i Traj_2 Sim_22 TrajSim_2_22
#> 21 0.226216965+0.6226346i Traj_2 Sim_22 TrajSim_2_22
#> 22 0.002992893+0.4787910i Traj_2 Sim_22 TrajSim_2_22
#> 23 -0.078384727+0.5674734i Traj_2 Sim_22 TrajSim_2_22
#> 24 0.147896107+0.5920647i Traj_2 Sim_22 TrajSim_2_22
#>
#>
#> [[23]]
#> [[23]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6658698 1.468098 0.02 0.02 0.6658698+ 1.468098i
#> 3 0.7411910 2.093742 0.04 0.04 0.7411910+ 2.093742i
#> 4 0.8743015 2.638791 0.06 0.06 0.8743015+ 2.638791i
#> 5 1.0669532 3.183346 0.08 0.08 1.0669532+ 3.183346i
#> 6 0.9440044 3.640665 0.10 0.10 0.9440044+ 3.640665i
#> 7 1.0851516 4.210100 0.12 0.12 1.0851516+ 4.210100i
#> 8 1.0727808 4.726727 0.14 0.14 1.0727808+ 4.726727i
#> 9 1.0321386 5.126612 0.16 0.16 1.0321386+ 5.126612i
#> 10 1.0524375 5.735930 0.18 0.18 1.0524375+ 5.735930i
#> 11 1.1371017 6.399604 0.20 0.20 1.1371017+ 6.399604i
#> 12 1.1707935 6.861631 0.22 0.22 1.1707935+ 6.861631i
#> 13 1.2596899 7.500084 0.24 0.24 1.2596899+ 7.500084i
#> 14 1.1822392 8.076685 0.26 0.26 1.1822392+ 8.076685i
#> 15 1.2304646 8.649364 0.28 0.28 1.2304646+ 8.649364i
#> 16 1.2505880 9.276324 0.30 0.30 1.2505880+ 9.276324i
#> 17 1.3473485 9.728673 0.32 0.32 1.3473485+ 9.728673i
#> 18 1.3533304 10.268680 0.34 0.34 1.3533304+10.268680i
#> 19 1.4560867 10.805350 0.36 0.36 1.4560867+10.805350i
#> 20 1.5758268 11.272838 0.38 0.38 1.5758268+11.272838i
#> 21 1.5511335 11.839786 0.40 0.40 1.5511335+11.839786i
#> 22 1.4704770 12.425737 0.42 0.42 1.4704770+12.425737i
#> 23 1.5000928 12.891200 0.44 0.44 1.5000928+12.891200i
#> 24 1.5181696 13.409023 0.46 0.46 1.5181696+13.409023i
#> 25 1.4740543 13.841133 0.48 0.48 1.4740543+13.841133i
#> 26 1.6049327 14.365371 0.50 0.50 1.6049327+14.365371i
#> 27 1.4934380 14.928272 0.52 0.52 1.4934380+14.928272i
#> 28 1.7112058 15.410875 0.54 0.54 1.7112058+15.410875i
#> 29 1.7945741 15.882225 0.56 0.56 1.7945741+15.882225i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_23 TrajSim_1_23
#> 2 -0.030130245+0.5220983i Traj_1 Sim_23 TrajSim_1_23
#> 3 0.075321197+0.6256436i Traj_1 Sim_23 TrajSim_1_23
#> 4 0.133110524+0.5450493i Traj_1 Sim_23 TrajSim_1_23
#> 5 0.192651762+0.5445546i Traj_1 Sim_23 TrajSim_1_23
#> 6 -0.122948883+0.4573189i Traj_1 Sim_23 TrajSim_1_23
#> 7 0.141147243+0.5694349i Traj_1 Sim_23 TrajSim_1_23
#> 8 -0.012370806+0.5166275i Traj_1 Sim_23 TrajSim_1_23
#> 9 -0.040642189+0.3998850i Traj_1 Sim_23 TrajSim_1_23
#> 10 0.020298931+0.6093181i Traj_1 Sim_23 TrajSim_1_23
#> 11 0.084664197+0.6636741i Traj_1 Sim_23 TrajSim_1_23
#> 12 0.033691728+0.4620265i Traj_1 Sim_23 TrajSim_1_23
#> 13 0.088896490+0.6384530i Traj_1 Sim_23 TrajSim_1_23
#> 14 -0.077450746+0.5766015i Traj_1 Sim_23 TrajSim_1_23
#> 15 0.048225403+0.5726785i Traj_1 Sim_23 TrajSim_1_23
#> 16 0.020123431+0.6269603i Traj_1 Sim_23 TrajSim_1_23
#> 17 0.096760431+0.4523492i Traj_1 Sim_23 TrajSim_1_23
#> 18 0.005981888+0.5400066i Traj_1 Sim_23 TrajSim_1_23
#> 19 0.102756349+0.5366707i Traj_1 Sim_23 TrajSim_1_23
#> 20 0.119740143+0.4674873i Traj_1 Sim_23 TrajSim_1_23
#> 21 -0.024693309+0.5669478i Traj_1 Sim_23 TrajSim_1_23
#> 22 -0.080656539+0.5859515i Traj_1 Sim_23 TrajSim_1_23
#> 23 0.029615793+0.4654630i Traj_1 Sim_23 TrajSim_1_23
#> 24 0.018076841+0.5178224i Traj_1 Sim_23 TrajSim_1_23
#> 25 -0.044115295+0.4321100i Traj_1 Sim_23 TrajSim_1_23
#> 26 0.130878336+0.5242388i Traj_1 Sim_23 TrajSim_1_23
#> 27 -0.111494680+0.5629006i Traj_1 Sim_23 TrajSim_1_23
#> 28 0.217767794+0.4826030i Traj_1 Sim_23 TrajSim_1_23
#> 29 0.083368264+0.4713497i Traj_1 Sim_23 TrajSim_1_23
#>
#> [[23]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4757666 2.111721 0.02 0.02 0.4757666+ 2.111721i
#> 3 0.5799363 2.599568 0.04 0.04 0.5799363+ 2.599568i
#> 4 0.6431091 3.306084 0.06 0.06 0.6431091+ 3.306084i
#> 5 0.7622163 3.940983 0.08 0.08 0.7622163+ 3.940983i
#> 6 0.7147181 4.541347 0.10 0.10 0.7147181+ 4.541347i
#> 7 0.7207982 5.205373 0.12 0.12 0.7207982+ 5.205373i
#> 8 0.8826599 5.836086 0.14 0.14 0.8826599+ 5.836086i
#> 9 0.9906821 6.495656 0.16 0.16 0.9906821+ 6.495656i
#> 10 1.0045078 7.171911 0.18 0.18 1.0045078+ 7.171911i
#> 11 1.0850480 7.763971 0.20 0.20 1.0850480+ 7.763971i
#> 12 1.1575982 8.457972 0.22 0.22 1.1575982+ 8.457972i
#> 13 1.2594564 9.054654 0.24 0.24 1.2594564+ 9.054654i
#> 14 1.5056680 9.707533 0.26 0.26 1.5056680+ 9.707533i
#> 15 1.6451570 10.303170 0.28 0.28 1.6451570+10.303170i
#> 16 1.7688441 10.831995 0.30 0.30 1.7688441+10.831995i
#> 17 1.8252026 11.501416 0.32 0.32 1.8252026+11.501416i
#> 18 1.8817018 12.219681 0.34 0.34 1.8817018+12.219681i
#> 19 1.9821931 12.855723 0.36 0.36 1.9821931+12.855723i
#> 20 2.1382260 13.499936 0.38 0.38 2.1382260+13.499936i
#> 21 2.1819204 13.960441 0.40 0.40 2.1819204+13.960441i
#> 22 2.3394879 14.503467 0.42 0.42 2.3394879+14.503467i
#> 23 2.4128878 15.199072 0.44 0.44 2.4128878+15.199072i
#> 24 2.5350829 15.755088 0.46 0.46 2.5350829+15.755088i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_23 TrajSim_2_23
#> 2 0.139766614+0.5517208i Traj_2 Sim_23 TrajSim_2_23
#> 3 0.104169692+0.4878469i Traj_2 Sim_23 TrajSim_2_23
#> 4 0.063172744+0.7065163i Traj_2 Sim_23 TrajSim_2_23
#> 5 0.119107261+0.6348992i Traj_2 Sim_23 TrajSim_2_23
#> 6 -0.047498178+0.6003638i Traj_2 Sim_23 TrajSim_2_23
#> 7 0.006080025+0.6640264i Traj_2 Sim_23 TrajSim_2_23
#> 8 0.161861776+0.6307125i Traj_2 Sim_23 TrajSim_2_23
#> 9 0.108022153+0.6595698i Traj_2 Sim_23 TrajSim_2_23
#> 10 0.013825747+0.6762557i Traj_2 Sim_23 TrajSim_2_23
#> 11 0.080540139+0.5920599i Traj_2 Sim_23 TrajSim_2_23
#> 12 0.072550257+0.6940009i Traj_2 Sim_23 TrajSim_2_23
#> 13 0.101858218+0.5966819i Traj_2 Sim_23 TrajSim_2_23
#> 14 0.246211582+0.6528792i Traj_2 Sim_23 TrajSim_2_23
#> 15 0.139488959+0.5956366i Traj_2 Sim_23 TrajSim_2_23
#> 16 0.123687077+0.5288250i Traj_2 Sim_23 TrajSim_2_23
#> 17 0.056358499+0.6694207i Traj_2 Sim_23 TrajSim_2_23
#> 18 0.056499271+0.7182658i Traj_2 Sim_23 TrajSim_2_23
#> 19 0.100491299+0.6360419i Traj_2 Sim_23 TrajSim_2_23
#> 20 0.156032892+0.6442130i Traj_2 Sim_23 TrajSim_2_23
#> 21 0.043694327+0.4605048i Traj_2 Sim_23 TrajSim_2_23
#> 22 0.157567573+0.5430262i Traj_2 Sim_23 TrajSim_2_23
#> 23 0.073399918+0.6956044i Traj_2 Sim_23 TrajSim_2_23
#> 24 0.122195057+0.5560161i Traj_2 Sim_23 TrajSim_2_23
#>
#>
#> [[24]]
#> [[24]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6853033 1.490786 0.02 0.02 0.6853033+ 1.490786i
#> 3 0.7714244 1.942209 0.04 0.04 0.7714244+ 1.942209i
#> 4 0.6864623 2.459060 0.06 0.06 0.6864623+ 2.459060i
#> 5 0.7777198 2.959081 0.08 0.08 0.7777198+ 2.959081i
#> 6 0.9570150 3.559120 0.10 0.10 0.9570150+ 3.559120i
#> 7 0.9683055 4.001306 0.12 0.12 0.9683055+ 4.001306i
#> 8 1.0880836 4.509147 0.14 0.14 1.0880836+ 4.509147i
#> 9 1.1502672 4.953632 0.16 0.16 1.1502672+ 4.953632i
#> 10 1.2535095 5.542277 0.18 0.18 1.2535095+ 5.542277i
#> 11 1.1786600 6.003318 0.20 0.20 1.1786600+ 6.003318i
#> 12 1.1825709 6.525210 0.22 0.22 1.1825709+ 6.525210i
#> 13 1.2234126 7.029882 0.24 0.24 1.2234126+ 7.029882i
#> 14 1.2432469 7.531918 0.26 0.26 1.2432469+ 7.531918i
#> 15 1.1799207 8.107432 0.28 0.28 1.1799207+ 8.107432i
#> 16 1.2123550 8.715236 0.30 0.30 1.2123550+ 8.715236i
#> 17 1.2453501 9.303717 0.32 0.32 1.2453501+ 9.303717i
#> 18 1.2343409 9.771078 0.34 0.34 1.2343409+ 9.771078i
#> 19 1.2468743 10.231020 0.36 0.36 1.2468743+10.231020i
#> 20 1.2594521 10.783910 0.38 0.38 1.2594521+10.783910i
#> 21 1.2766477 11.288466 0.40 0.40 1.2766477+11.288466i
#> 22 1.1927297 11.815060 0.42 0.42 1.1927297+11.815060i
#> 23 1.1927167 12.404816 0.44 0.44 1.1927167+12.404816i
#> 24 1.3150514 12.849595 0.46 0.46 1.3150514+12.849595i
#> 25 1.3805856 13.398953 0.48 0.48 1.3805856+13.398953i
#> 26 1.4618392 13.990503 0.50 0.50 1.4618392+13.990503i
#> 27 1.6192549 14.423638 0.52 0.52 1.6192549+14.423638i
#> 28 1.6484024 14.912631 0.54 0.54 1.6484024+14.912631i
#> 29 1.6654321 15.348611 0.56 0.56 1.6654321+15.348611i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_1 Sim_24 TrajSim_1_24
#> 2 -1.069666e-02+0.5447856i Traj_1 Sim_24 TrajSim_1_24
#> 3 8.612104e-02+0.4514232i Traj_1 Sim_24 TrajSim_1_24
#> 4 -8.496211e-02+0.5168514i Traj_1 Sim_24 TrajSim_1_24
#> 5 9.125754e-02+0.5000211i Traj_1 Sim_24 TrajSim_1_24
#> 6 1.792952e-01+0.6000386i Traj_1 Sim_24 TrajSim_1_24
#> 7 1.129047e-02+0.4421859i Traj_1 Sim_24 TrajSim_1_24
#> 8 1.197781e-01+0.5078415i Traj_1 Sim_24 TrajSim_1_24
#> 9 6.218367e-02+0.4444849i Traj_1 Sim_24 TrajSim_1_24
#> 10 1.032423e-01+0.5886453i Traj_1 Sim_24 TrajSim_1_24
#> 11 -7.484949e-02+0.4610407i Traj_1 Sim_24 TrajSim_1_24
#> 12 3.910912e-03+0.5218919i Traj_1 Sim_24 TrajSim_1_24
#> 13 4.084171e-02+0.5046716i Traj_1 Sim_24 TrajSim_1_24
#> 14 1.983425e-02+0.5020360i Traj_1 Sim_24 TrajSim_1_24
#> 15 -6.332618e-02+0.5755140i Traj_1 Sim_24 TrajSim_1_24
#> 16 3.243430e-02+0.6078042i Traj_1 Sim_24 TrajSim_1_24
#> 17 3.299508e-02+0.5884812i Traj_1 Sim_24 TrajSim_1_24
#> 18 -1.100917e-02+0.4673606i Traj_1 Sim_24 TrajSim_1_24
#> 19 1.253334e-02+0.4599428i Traj_1 Sim_24 TrajSim_1_24
#> 20 1.257779e-02+0.5528895i Traj_1 Sim_24 TrajSim_1_24
#> 21 1.719563e-02+0.5045566i Traj_1 Sim_24 TrajSim_1_24
#> 22 -8.391800e-02+0.5265940i Traj_1 Sim_24 TrajSim_1_24
#> 23 -1.299055e-05+0.5897560i Traj_1 Sim_24 TrajSim_1_24
#> 24 1.223347e-01+0.4447784i Traj_1 Sim_24 TrajSim_1_24
#> 25 6.553418e-02+0.5493577i Traj_1 Sim_24 TrajSim_1_24
#> 26 8.125366e-02+0.5915500i Traj_1 Sim_24 TrajSim_1_24
#> 27 1.574156e-01+0.4331354i Traj_1 Sim_24 TrajSim_1_24
#> 28 2.914758e-02+0.4889934i Traj_1 Sim_24 TrajSim_1_24
#> 29 1.702962e-02+0.4359792i Traj_1 Sim_24 TrajSim_1_24
#>
#> [[24]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3221825 2.244516 0.02 0.02 0.3221825+ 2.244516i
#> 3 0.3859010 2.915206 0.04 0.04 0.3859010+ 2.915206i
#> 4 0.3946304 3.556409 0.06 0.06 0.3946304+ 3.556409i
#> 5 0.4106807 4.186855 0.08 0.08 0.4106807+ 4.186855i
#> 6 0.5022411 4.725042 0.10 0.10 0.5022411+ 4.725042i
#> 7 0.7879225 5.337085 0.12 0.12 0.7879225+ 5.337085i
#> 8 0.7310435 6.011868 0.14 0.14 0.7310435+ 6.011868i
#> 9 0.8328799 6.563205 0.16 0.16 0.8328799+ 6.563205i
#> 10 0.9282761 7.180170 0.18 0.18 0.9282761+ 7.180170i
#> 11 0.9194018 7.686442 0.20 0.20 0.9194018+ 7.686442i
#> 12 1.1490701 8.205002 0.22 0.22 1.1490701+ 8.205002i
#> 13 1.1714823 8.714090 0.24 0.24 1.1714823+ 8.714090i
#> 14 1.2105656 9.311778 0.26 0.26 1.2105656+ 9.311778i
#> 15 1.2525425 9.824925 0.28 0.28 1.2525425+ 9.824925i
#> 16 1.3766858 10.535839 0.30 0.30 1.3766858+10.535839i
#> 17 1.4131774 11.153293 0.32 0.32 1.4131774+11.153293i
#> 18 1.4270350 11.663712 0.34 0.34 1.4270350+11.663712i
#> 19 1.6614703 12.329546 0.36 0.36 1.6614703+12.329546i
#> 20 1.8475662 12.970705 0.38 0.38 1.8475662+12.970705i
#> 21 1.8969701 13.644848 0.40 0.40 1.8969701+13.644848i
#> 22 1.9447572 14.174405 0.42 0.42 1.9447572+14.174405i
#> 23 1.9183394 14.731505 0.44 0.44 1.9183394+14.731505i
#> 24 2.0356230 15.390773 0.46 0.46 2.0356230+15.390773i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_24 TrajSim_2_24
#> 2 -0.013817508+0.6845164i Traj_2 Sim_24 TrajSim_2_24
#> 3 0.063718528+0.6706897i Traj_2 Sim_24 TrajSim_2_24
#> 4 0.008729421+0.6412027i Traj_2 Sim_24 TrajSim_2_24
#> 5 0.016050220+0.6304467i Traj_2 Sim_24 TrajSim_2_24
#> 6 0.091560431+0.5381867i Traj_2 Sim_24 TrajSim_2_24
#> 7 0.285681402+0.6120431i Traj_2 Sim_24 TrajSim_2_24
#> 8 -0.056878977+0.6747823i Traj_2 Sim_24 TrajSim_2_24
#> 9 0.101836414+0.5513377i Traj_2 Sim_24 TrajSim_2_24
#> 10 0.095396163+0.6169652i Traj_2 Sim_24 TrajSim_2_24
#> 11 -0.008874307+0.5062714i Traj_2 Sim_24 TrajSim_2_24
#> 12 0.229668265+0.5185602i Traj_2 Sim_24 TrajSim_2_24
#> 13 0.022412280+0.5090877i Traj_2 Sim_24 TrajSim_2_24
#> 14 0.039083236+0.5976879i Traj_2 Sim_24 TrajSim_2_24
#> 15 0.041976968+0.5131478i Traj_2 Sim_24 TrajSim_2_24
#> 16 0.124143279+0.7109136i Traj_2 Sim_24 TrajSim_2_24
#> 17 0.036491565+0.6174537i Traj_2 Sim_24 TrajSim_2_24
#> 18 0.013857576+0.5104196i Traj_2 Sim_24 TrajSim_2_24
#> 19 0.234435329+0.6658332i Traj_2 Sim_24 TrajSim_2_24
#> 20 0.186095875+0.6411596i Traj_2 Sim_24 TrajSim_2_24
#> 21 0.049403923+0.6741425i Traj_2 Sim_24 TrajSim_2_24
#> 22 0.047787155+0.5295572i Traj_2 Sim_24 TrajSim_2_24
#> 23 -0.026417824+0.5571003i Traj_2 Sim_24 TrajSim_2_24
#> 24 0.117283602+0.6592681i Traj_2 Sim_24 TrajSim_2_24
#>
#>
#> [[25]]
#> [[25]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6641081 1.462680 0.02 0.02 0.6641081+ 1.462680i
#> 3 0.7311162 2.089022 0.04 0.04 0.7311162+ 2.089022i
#> 4 0.6615363 2.566962 0.06 0.06 0.6615363+ 2.566962i
#> 5 0.6532075 3.011129 0.08 0.08 0.6532075+ 3.011129i
#> 6 0.7099104 3.463061 0.10 0.10 0.7099104+ 3.463061i
#> 7 0.8121953 4.121505 0.12 0.12 0.8121953+ 4.121505i
#> 8 0.7185291 4.636126 0.14 0.14 0.7185291+ 4.636126i
#> 9 0.7699207 5.229372 0.16 0.16 0.7699207+ 5.229372i
#> 10 0.8742403 5.730448 0.18 0.18 0.8742403+ 5.730448i
#> 11 0.9017426 6.333468 0.20 0.20 0.9017426+ 6.333468i
#> 12 1.0343624 6.931860 0.22 0.22 1.0343624+ 6.931860i
#> 13 1.1121695 7.411426 0.24 0.24 1.1121695+ 7.411426i
#> 14 1.0883005 7.842868 0.26 0.26 1.0883005+ 7.842868i
#> 15 1.1679699 8.378581 0.28 0.28 1.1679699+ 8.378581i
#> 16 1.2663086 8.987583 0.30 0.30 1.2663086+ 8.987583i
#> 17 1.3014323 9.521342 0.32 0.32 1.3014323+ 9.521342i
#> 18 1.4247209 10.034820 0.34 0.34 1.4247209+10.034820i
#> 19 1.4301497 10.552052 0.36 0.36 1.4301497+10.552052i
#> 20 1.5230367 11.098926 0.38 0.38 1.5230367+11.098926i
#> 21 1.5557315 11.651733 0.40 0.40 1.5557315+11.651733i
#> 22 1.6047834 12.352526 0.42 0.42 1.6047834+12.352526i
#> 23 1.5715279 12.923506 0.44 0.44 1.5715279+12.923506i
#> 24 1.6835926 13.468328 0.46 0.46 1.6835926+13.468328i
#> 25 1.7505594 13.953875 0.48 0.48 1.7505594+13.953875i
#> 26 1.7820721 14.459699 0.50 0.50 1.7820721+14.459699i
#> 27 1.8589185 14.864140 0.52 0.52 1.8589185+14.864140i
#> 28 1.9713015 15.489624 0.54 0.54 1.9713015+15.489624i
#> 29 1.8468390 15.975636 0.56 0.56 1.8468390+15.975636i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_25 TrajSim_1_25
#> 2 -0.031891872+0.5166801i Traj_1 Sim_25 TrajSim_1_25
#> 3 0.067008026+0.6263422i Traj_1 Sim_25 TrajSim_1_25
#> 4 -0.069579880+0.4779395i Traj_1 Sim_25 TrajSim_1_25
#> 5 -0.008328759+0.4441667i Traj_1 Sim_25 TrajSim_1_25
#> 6 0.056702885+0.4519325i Traj_1 Sim_25 TrajSim_1_25
#> 7 0.102284858+0.6584441i Traj_1 Sim_25 TrajSim_1_25
#> 8 -0.093666128+0.5146210i Traj_1 Sim_25 TrajSim_1_25
#> 9 0.051391620+0.5932456i Traj_1 Sim_25 TrajSim_1_25
#> 10 0.104319583+0.5010767i Traj_1 Sim_25 TrajSim_1_25
#> 11 0.027502313+0.6030200i Traj_1 Sim_25 TrajSim_1_25
#> 12 0.132619791+0.5983914i Traj_1 Sim_25 TrajSim_1_25
#> 13 0.077807032+0.4795658i Traj_1 Sim_25 TrajSim_1_25
#> 14 -0.023868997+0.4314425i Traj_1 Sim_25 TrajSim_1_25
#> 15 0.079669461+0.5357132i Traj_1 Sim_25 TrajSim_1_25
#> 16 0.098338677+0.6090019i Traj_1 Sim_25 TrajSim_1_25
#> 17 0.035123658+0.5337590i Traj_1 Sim_25 TrajSim_1_25
#> 18 0.123288640+0.5134782i Traj_1 Sim_25 TrajSim_1_25
#> 19 0.005428813+0.5172314i Traj_1 Sim_25 TrajSim_1_25
#> 20 0.092887013+0.5468738i Traj_1 Sim_25 TrajSim_1_25
#> 21 0.032694791+0.5528069i Traj_1 Sim_25 TrajSim_1_25
#> 22 0.049051832+0.7007938i Traj_1 Sim_25 TrajSim_1_25
#> 23 -0.033255409+0.5709798i Traj_1 Sim_25 TrajSim_1_25
#> 24 0.112064661+0.5448217i Traj_1 Sim_25 TrajSim_1_25
#> 25 0.066966821+0.4855470i Traj_1 Sim_25 TrajSim_1_25
#> 26 0.031512692+0.5058243i Traj_1 Sim_25 TrajSim_1_25
#> 27 0.076846400+0.4044406i Traj_1 Sim_25 TrajSim_1_25
#> 28 0.112382977+0.6254839i Traj_1 Sim_25 TrajSim_1_25
#> 29 -0.124462541+0.4860126i Traj_1 Sim_25 TrajSim_1_25
#>
#> [[25]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3847346 2.044877 0.02 0.02 0.3847346+ 2.044877i
#> 3 0.5737143 2.627081 0.04 0.04 0.5737143+ 2.627081i
#> 4 0.7970127 3.321653 0.06 0.06 0.7970127+ 3.321653i
#> 5 0.7933018 3.871334 0.08 0.08 0.7933018+ 3.871334i
#> 6 0.8869528 4.533050 0.10 0.10 0.8869528+ 4.533050i
#> 7 1.0091586 5.189441 0.12 0.12 1.0091586+ 5.189441i
#> 8 1.0869187 5.871530 0.14 0.14 1.0869187+ 5.871530i
#> 9 1.0746354 6.692737 0.16 0.16 1.0746354+ 6.692737i
#> 10 1.0162012 7.182936 0.18 0.18 1.0162012+ 7.182936i
#> 11 1.1030944 7.794691 0.20 0.20 1.1030944+ 7.794691i
#> 12 1.0452693 8.352336 0.22 0.22 1.0452693+ 8.352336i
#> 13 1.2325382 8.944548 0.24 0.24 1.2325382+ 8.944548i
#> 14 1.2823841 9.614401 0.26 0.26 1.2823841+ 9.614401i
#> 15 1.2482953 10.135690 0.28 0.28 1.2482953+10.135690i
#> 16 1.3582387 10.765374 0.30 0.30 1.3582387+10.765374i
#> 17 1.4818930 11.374882 0.32 0.32 1.4818930+11.374882i
#> 18 1.5628037 12.006559 0.34 0.34 1.5628037+12.006559i
#> 19 1.6730707 12.643127 0.36 0.36 1.6730707+12.643127i
#> 20 1.7234203 13.150947 0.38 0.38 1.7234203+13.150947i
#> 21 1.7755816 13.830480 0.40 0.40 1.7755816+13.830480i
#> 22 1.9173356 14.423813 0.42 0.42 1.9173356+14.423813i
#> 23 2.0675411 15.070215 0.44 0.44 2.0675411+15.070215i
#> 24 2.3314499 15.729962 0.46 0.46 2.3314499+15.729962i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_25 TrajSim_2_25
#> 2 0.048734642+0.4848773i Traj_2 Sim_25 TrajSim_2_25
#> 3 0.188979643+0.5822037i Traj_2 Sim_25 TrajSim_2_25
#> 4 0.223298425+0.6945718i Traj_2 Sim_25 TrajSim_2_25
#> 5 -0.003710875+0.5496809i Traj_2 Sim_25 TrajSim_2_25
#> 6 0.093650916+0.6617164i Traj_2 Sim_25 TrajSim_2_25
#> 7 0.122205808+0.6563907i Traj_2 Sim_25 TrajSim_2_25
#> 8 0.077760109+0.6820889i Traj_2 Sim_25 TrajSim_2_25
#> 9 -0.012283280+0.8212077i Traj_2 Sim_25 TrajSim_2_25
#> 10 -0.058434215+0.4901990i Traj_2 Sim_25 TrajSim_2_25
#> 11 0.086893210+0.6117545i Traj_2 Sim_25 TrajSim_2_25
#> 12 -0.057825114+0.5576451i Traj_2 Sim_25 TrajSim_2_25
#> 13 0.187268965+0.5922123i Traj_2 Sim_25 TrajSim_2_25
#> 14 0.049845835+0.6698527i Traj_2 Sim_25 TrajSim_2_25
#> 15 -0.034088782+0.5212891i Traj_2 Sim_25 TrajSim_2_25
#> 16 0.109943384+0.6296838i Traj_2 Sim_25 TrajSim_2_25
#> 17 0.123654327+0.6095080i Traj_2 Sim_25 TrajSim_2_25
#> 18 0.080910696+0.6316773i Traj_2 Sim_25 TrajSim_2_25
#> 19 0.110267029+0.6365681i Traj_2 Sim_25 TrajSim_2_25
#> 20 0.050349577+0.5078195i Traj_2 Sim_25 TrajSim_2_25
#> 21 0.052161295+0.6795329i Traj_2 Sim_25 TrajSim_2_25
#> 22 0.141754050+0.5933330i Traj_2 Sim_25 TrajSim_2_25
#> 23 0.150205500+0.6464028i Traj_2 Sim_25 TrajSim_2_25
#> 24 0.263908779+0.6597470i Traj_2 Sim_25 TrajSim_2_25
#>
#>
#> [[26]]
#> [[26]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8468474 1.472172 0.02 0.02 0.8468474+ 1.472172i
#> 3 0.9059658 2.001594 0.04 0.04 0.9059658+ 2.001594i
#> 4 0.8522612 2.594323 0.06 0.06 0.8522612+ 2.594323i
#> 5 0.8851098 3.075009 0.08 0.08 0.8851098+ 3.075009i
#> 6 0.8367598 3.712431 0.10 0.10 0.8367598+ 3.712431i
#> 7 0.8745041 4.216382 0.12 0.12 0.8745041+ 4.216382i
#> 8 0.8572257 4.769291 0.14 0.14 0.8572257+ 4.769291i
#> 9 0.9658222 5.390132 0.16 0.16 0.9658222+ 5.390132i
#> 10 1.0924481 5.980846 0.18 0.18 1.0924481+ 5.980846i
#> 11 1.2071980 6.471506 0.20 0.20 1.2071980+ 6.471506i
#> 12 1.2140287 6.989183 0.22 0.22 1.2140287+ 6.989183i
#> 13 1.1370675 7.526941 0.24 0.24 1.1370675+ 7.526941i
#> 14 1.1128871 8.073360 0.26 0.26 1.1128871+ 8.073360i
#> 15 1.1654189 8.606805 0.28 0.28 1.1654189+ 8.606805i
#> 16 1.2849673 9.196008 0.30 0.30 1.2849673+ 9.196008i
#> 17 1.3560606 9.670507 0.32 0.32 1.3560606+ 9.670507i
#> 18 1.5011524 10.228617 0.34 0.34 1.5011524+10.228617i
#> 19 1.6479189 10.714554 0.36 0.36 1.6479189+10.714554i
#> 20 1.7451374 11.336334 0.38 0.38 1.7451374+11.336334i
#> 21 1.8616009 11.914389 0.40 0.40 1.8616009+11.914389i
#> 22 1.9310267 12.384951 0.42 0.42 1.9310267+12.384951i
#> 23 1.9598309 12.885649 0.44 0.44 1.9598309+12.885649i
#> 24 1.9290558 13.340186 0.46 0.46 1.9290558+13.340186i
#> 25 1.9653125 13.882705 0.48 0.48 1.9653125+13.882705i
#> 26 2.1115916 14.267152 0.50 0.50 2.1115916+14.267152i
#> 27 2.1778570 14.774575 0.52 0.52 2.1778570+14.774575i
#> 28 2.1961418 15.274590 0.54 0.54 2.1961418+15.274590i
#> 29 2.3337690 15.815640 0.56 0.56 2.3337690+15.815640i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_26 TrajSim_1_26
#> 2 0.15084739+0.5261722i Traj_1 Sim_26 TrajSim_1_26
#> 3 0.05911845+0.5294216i Traj_1 Sim_26 TrajSim_1_26
#> 4 -0.05370464+0.5927292i Traj_1 Sim_26 TrajSim_1_26
#> 5 0.03284864+0.4806854i Traj_1 Sim_26 TrajSim_1_26
#> 6 -0.04835005+0.6374228i Traj_1 Sim_26 TrajSim_1_26
#> 7 0.03774433+0.5039511i Traj_1 Sim_26 TrajSim_1_26
#> 8 -0.01727841+0.5529082i Traj_1 Sim_26 TrajSim_1_26
#> 9 0.10859651+0.6208414i Traj_1 Sim_26 TrajSim_1_26
#> 10 0.12662584+0.5907144i Traj_1 Sim_26 TrajSim_1_26
#> 11 0.11474990+0.4906596i Traj_1 Sim_26 TrajSim_1_26
#> 12 0.00683076+0.5176766i Traj_1 Sim_26 TrajSim_1_26
#> 13 -0.07696125+0.5377589i Traj_1 Sim_26 TrajSim_1_26
#> 14 -0.02418034+0.5464186i Traj_1 Sim_26 TrajSim_1_26
#> 15 0.05253172+0.5334449i Traj_1 Sim_26 TrajSim_1_26
#> 16 0.11954844+0.5892031i Traj_1 Sim_26 TrajSim_1_26
#> 17 0.07109326+0.4744986i Traj_1 Sim_26 TrajSim_1_26
#> 18 0.14509188+0.5581105i Traj_1 Sim_26 TrajSim_1_26
#> 19 0.14676642+0.4859366i Traj_1 Sim_26 TrajSim_1_26
#> 20 0.09721854+0.6217798i Traj_1 Sim_26 TrajSim_1_26
#> 21 0.11646352+0.5780552i Traj_1 Sim_26 TrajSim_1_26
#> 22 0.06942582+0.4705623i Traj_1 Sim_26 TrajSim_1_26
#> 23 0.02880414+0.5006975i Traj_1 Sim_26 TrajSim_1_26
#> 24 -0.03077509+0.4545368i Traj_1 Sim_26 TrajSim_1_26
#> 25 0.03625671+0.5425190i Traj_1 Sim_26 TrajSim_1_26
#> 26 0.14627911+0.3844479i Traj_1 Sim_26 TrajSim_1_26
#> 27 0.06626539+0.5074224i Traj_1 Sim_26 TrajSim_1_26
#> 28 0.01828477+0.5000151i Traj_1 Sim_26 TrajSim_1_26
#> 29 0.13762726+0.5410505i Traj_1 Sim_26 TrajSim_1_26
#>
#> [[26]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4198919 2.267469 0.02 0.02 0.4198919+ 2.267469i
#> 3 0.5966965 2.833667 0.04 0.04 0.5966965+ 2.833667i
#> 4 0.6823092 3.554352 0.06 0.06 0.6823092+ 3.554352i
#> 5 0.8854411 4.156300 0.08 0.08 0.8854411+ 4.156300i
#> 6 1.0755635 4.675529 0.10 0.10 1.0755635+ 4.675529i
#> 7 1.1928557 5.265497 0.12 0.12 1.1928557+ 5.265497i
#> 8 1.3969247 6.026679 0.14 0.14 1.3969247+ 6.026679i
#> 9 1.5626312 6.748932 0.16 0.16 1.5626312+ 6.748932i
#> 10 1.5991634 7.338310 0.18 0.18 1.5991634+ 7.338310i
#> 11 1.6001448 7.960440 0.20 0.20 1.6001448+ 7.960440i
#> 12 1.5706188 8.541925 0.22 0.22 1.5706188+ 8.541925i
#> 13 1.7427077 9.091314 0.24 0.24 1.7427077+ 9.091314i
#> 14 1.8128391 9.795587 0.26 0.26 1.8128391+ 9.795587i
#> 15 1.9069172 10.477990 0.28 0.28 1.9069172+10.477990i
#> 16 2.0046952 11.171020 0.30 0.30 2.0046952+11.171020i
#> 17 2.0674295 11.784021 0.32 0.32 2.0674295+11.784021i
#> 18 2.0962158 12.389567 0.34 0.34 2.0962158+12.389567i
#> 19 2.0999139 12.980247 0.36 0.36 2.0999139+12.980247i
#> 20 2.1791643 13.499114 0.38 0.38 2.1791643+13.499114i
#> 21 2.2600118 14.114790 0.40 0.40 2.2600118+14.114790i
#> 22 2.3745399 14.685823 0.42 0.42 2.3745399+14.685823i
#> 23 2.4707025 15.142562 0.44 0.44 2.4707025+15.142562i
#> 24 2.5280997 15.693233 0.46 0.46 2.5280997+15.693233i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_26 TrajSim_2_26
#> 2 0.0838918539+0.7074690i Traj_2 Sim_26 TrajSim_2_26
#> 3 0.1768046172+0.5661977i Traj_2 Sim_26 TrajSim_2_26
#> 4 0.0856127689+0.7206854i Traj_2 Sim_26 TrajSim_2_26
#> 5 0.2031319040+0.6019477i Traj_2 Sim_26 TrajSim_2_26
#> 6 0.1901223691+0.5192293i Traj_2 Sim_26 TrajSim_2_26
#> 7 0.1172921470+0.5899675i Traj_2 Sim_26 TrajSim_2_26
#> 8 0.2040690599+0.7611819i Traj_2 Sim_26 TrajSim_2_26
#> 9 0.1657064864+0.7222531i Traj_2 Sim_26 TrajSim_2_26
#> 10 0.0365322239+0.5893781i Traj_2 Sim_26 TrajSim_2_26
#> 11 0.0009813779+0.6221298i Traj_2 Sim_26 TrajSim_2_26
#> 12 -0.0295260110+0.5814852i Traj_2 Sim_26 TrajSim_2_26
#> 13 0.1720888532+0.5493891i Traj_2 Sim_26 TrajSim_2_26
#> 14 0.0701314726+0.7042730i Traj_2 Sim_26 TrajSim_2_26
#> 15 0.0940780639+0.6824029i Traj_2 Sim_26 TrajSim_2_26
#> 16 0.0977779753+0.6930306i Traj_2 Sim_26 TrajSim_2_26
#> 17 0.0627343180+0.6130009i Traj_2 Sim_26 TrajSim_2_26
#> 18 0.0287863622+0.6055453i Traj_2 Sim_26 TrajSim_2_26
#> 19 0.0036980970+0.5906807i Traj_2 Sim_26 TrajSim_2_26
#> 20 0.0792503113+0.5188667i Traj_2 Sim_26 TrajSim_2_26
#> 21 0.0808475863+0.6156759i Traj_2 Sim_26 TrajSim_2_26
#> 22 0.1145280789+0.5710331i Traj_2 Sim_26 TrajSim_2_26
#> 23 0.0961625926+0.4567389i Traj_2 Sim_26 TrajSim_2_26
#> 24 0.0573972235+0.5506711i Traj_2 Sim_26 TrajSim_2_26
#>
#>
#> [[27]]
#> [[27]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7675484 1.478325 0.02 0.02 0.7675484+ 1.478325i
#> 3 0.8058767 2.054354 0.04 0.04 0.8058767+ 2.054354i
#> 4 0.8079758 2.482759 0.06 0.06 0.8079758+ 2.482759i
#> 5 0.8850109 3.012293 0.08 0.08 0.8850109+ 3.012293i
#> 6 0.9970678 3.574534 0.10 0.10 0.9970678+ 3.574534i
#> 7 0.9272591 4.171865 0.12 0.12 0.9272591+ 4.171865i
#> 8 1.0153730 4.692230 0.14 0.14 1.0153730+ 4.692230i
#> 9 0.8956671 5.186619 0.16 0.16 0.8956671+ 5.186619i
#> 10 0.9235774 5.766699 0.18 0.18 0.9235774+ 5.766699i
#> 11 1.0153152 6.324828 0.20 0.20 1.0153152+ 6.324828i
#> 12 0.9605773 6.919062 0.22 0.22 0.9605773+ 6.919062i
#> 13 1.0615142 7.470871 0.24 0.24 1.0615142+ 7.470871i
#> 14 1.0368353 7.997578 0.26 0.26 1.0368353+ 7.997578i
#> 15 1.2540104 8.611082 0.28 0.28 1.2540104+ 8.611082i
#> 16 1.4330812 9.128113 0.30 0.30 1.4330812+ 9.128113i
#> 17 1.3755774 9.557386 0.32 0.32 1.3755774+ 9.557386i
#> 18 1.2968451 10.079181 0.34 0.34 1.2968451+10.079181i
#> 19 1.3558281 10.690647 0.36 0.36 1.3558281+10.690647i
#> 20 1.3407278 11.283838 0.38 0.38 1.3407278+11.283838i
#> 21 1.3227511 11.854300 0.40 0.40 1.3227511+11.854300i
#> 22 1.4548733 12.366285 0.42 0.42 1.4548733+12.366285i
#> 23 1.6013731 12.828882 0.44 0.44 1.6013731+12.828882i
#> 24 1.6257203 13.445627 0.46 0.46 1.6257203+13.445627i
#> 25 1.6173483 13.976819 0.48 0.48 1.6173483+13.976819i
#> 26 1.6102748 14.492221 0.50 0.50 1.6102748+14.492221i
#> 27 1.6043357 15.060300 0.52 0.52 1.6043357+15.060300i
#> 28 1.4408193 15.656042 0.54 0.54 1.4408193+15.656042i
#> 29 1.5162152 16.181666 0.56 0.56 1.5162152+16.181666i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_27 TrajSim_1_27
#> 2 0.071548449+0.5323247i Traj_1 Sim_27 TrajSim_1_27
#> 3 0.038328234+0.5760298i Traj_1 Sim_27 TrajSim_1_27
#> 4 0.002099150+0.4284043i Traj_1 Sim_27 TrajSim_1_27
#> 5 0.077035075+0.5295339i Traj_1 Sim_27 TrajSim_1_27
#> 6 0.112056855+0.5622415i Traj_1 Sim_27 TrajSim_1_27
#> 7 -0.069808615+0.5973305i Traj_1 Sim_27 TrajSim_1_27
#> 8 0.088113826+0.5203655i Traj_1 Sim_27 TrajSim_1_27
#> 9 -0.119705882+0.4943886i Traj_1 Sim_27 TrajSim_1_27
#> 10 0.027910321+0.5800799i Traj_1 Sim_27 TrajSim_1_27
#> 11 0.091737804+0.5581294i Traj_1 Sim_27 TrajSim_1_27
#> 12 -0.054737870+0.5942337i Traj_1 Sim_27 TrajSim_1_27
#> 13 0.100936844+0.5518094i Traj_1 Sim_27 TrajSim_1_27
#> 14 -0.024678875+0.5267072i Traj_1 Sim_27 TrajSim_1_27
#> 15 0.217175046+0.6135033i Traj_1 Sim_27 TrajSim_1_27
#> 16 0.179070798+0.5170315i Traj_1 Sim_27 TrajSim_1_27
#> 17 -0.057503757+0.4292733i Traj_1 Sim_27 TrajSim_1_27
#> 18 -0.078732326+0.5217942i Traj_1 Sim_27 TrajSim_1_27
#> 19 0.058983058+0.6114666i Traj_1 Sim_27 TrajSim_1_27
#> 20 -0.015100336+0.5931912i Traj_1 Sim_27 TrajSim_1_27
#> 21 -0.017976676+0.5704613i Traj_1 Sim_27 TrajSim_1_27
#> 22 0.132122222+0.5119854i Traj_1 Sim_27 TrajSim_1_27
#> 23 0.146499786+0.4625967i Traj_1 Sim_27 TrajSim_1_27
#> 24 0.024347123+0.6167450i Traj_1 Sim_27 TrajSim_1_27
#> 25 -0.008371966+0.5311926i Traj_1 Sim_27 TrajSim_1_27
#> 26 -0.007073505+0.5154017i Traj_1 Sim_27 TrajSim_1_27
#> 27 -0.005939119+0.5680792i Traj_1 Sim_27 TrajSim_1_27
#> 28 -0.163516347+0.5957416i Traj_1 Sim_27 TrajSim_1_27
#> 29 0.075395886+0.5256241i Traj_1 Sim_27 TrajSim_1_27
#>
#> [[27]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2939460 2.131634 0.02 0.02 0.2939460+ 2.131634i
#> 3 0.2844358 2.728145 0.04 0.04 0.2844358+ 2.728145i
#> 4 0.3961066 3.231464 0.06 0.06 0.3961066+ 3.231464i
#> 5 0.4724946 3.712943 0.08 0.08 0.4724946+ 3.712943i
#> 6 0.5051582 4.312023 0.10 0.10 0.5051582+ 4.312023i
#> 7 0.7488044 4.785879 0.12 0.12 0.7488044+ 4.785879i
#> 8 0.8604566 5.281286 0.14 0.14 0.8604566+ 5.281286i
#> 9 0.9355838 5.950143 0.16 0.16 0.9355838+ 5.950143i
#> 10 0.9391251 6.500887 0.18 0.18 0.9391251+ 6.500887i
#> 11 0.9173654 7.197288 0.20 0.20 0.9173654+ 7.197288i
#> 12 0.9238118 7.855146 0.22 0.22 0.9238118+ 7.855146i
#> 13 1.1488924 8.547808 0.24 0.24 1.1488924+ 8.547808i
#> 14 1.2240401 9.310224 0.26 0.26 1.2240401+ 9.310224i
#> 15 1.1298368 9.945423 0.28 0.28 1.1298368+ 9.945423i
#> 16 1.2816525 10.575963 0.30 0.30 1.2816525+10.575963i
#> 17 1.3345437 11.160324 0.32 0.32 1.3345437+11.160324i
#> 18 1.3668183 11.755654 0.34 0.34 1.3668183+11.755654i
#> 19 1.4925327 12.397980 0.36 0.36 1.4925327+12.397980i
#> 20 1.6180430 12.890355 0.38 0.38 1.6180430+12.890355i
#> 21 1.6085237 13.492877 0.40 0.40 1.6085237+13.492877i
#> 22 1.5606790 13.958972 0.42 0.42 1.5606790+13.958972i
#> 23 1.7251831 14.634185 0.44 0.44 1.7251831+14.634185i
#> 24 1.8908307 15.160487 0.46 0.46 1.8908307+15.160487i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_27 TrajSim_2_27
#> 2 -0.042054015+0.5716337i Traj_2 Sim_27 TrajSim_2_27
#> 3 -0.009510200+0.5965110i Traj_2 Sim_27 TrajSim_2_27
#> 4 0.111670790+0.5033194i Traj_2 Sim_27 TrajSim_2_27
#> 5 0.076387991+0.4814791i Traj_2 Sim_27 TrajSim_2_27
#> 6 0.032663617+0.5990802i Traj_2 Sim_27 TrajSim_2_27
#> 7 0.243646223+0.4738558i Traj_2 Sim_27 TrajSim_2_27
#> 8 0.111652155+0.4954064i Traj_2 Sim_27 TrajSim_2_27
#> 9 0.075127232+0.6688577i Traj_2 Sim_27 TrajSim_2_27
#> 10 0.003541283+0.5507437i Traj_2 Sim_27 TrajSim_2_27
#> 11 -0.021759649+0.6964009i Traj_2 Sim_27 TrajSim_2_27
#> 12 0.006446396+0.6578577i Traj_2 Sim_27 TrajSim_2_27
#> 13 0.225080540+0.6926625i Traj_2 Sim_27 TrajSim_2_27
#> 14 0.075147745+0.7624163i Traj_2 Sim_27 TrajSim_2_27
#> 15 -0.094203263+0.6351987i Traj_2 Sim_27 TrajSim_2_27
#> 16 0.151815658+0.6305398i Traj_2 Sim_27 TrajSim_2_27
#> 17 0.052891157+0.5843606i Traj_2 Sim_27 TrajSim_2_27
#> 18 0.032274678+0.5953304i Traj_2 Sim_27 TrajSim_2_27
#> 19 0.125714388+0.6423258i Traj_2 Sim_27 TrajSim_2_27
#> 20 0.125510234+0.4923754i Traj_2 Sim_27 TrajSim_2_27
#> 21 -0.009519217+0.6025222i Traj_2 Sim_27 TrajSim_2_27
#> 22 -0.047844782+0.4660944i Traj_2 Sim_27 TrajSim_2_27
#> 23 0.164504122+0.6752133i Traj_2 Sim_27 TrajSim_2_27
#> 24 0.165647596+0.5263017i Traj_2 Sim_27 TrajSim_2_27
#>
#>
#> [[28]]
#> [[28]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6261992 1.459338 0.02 0.02 0.6261992+ 1.459338i
#> 3 0.6115504 1.996392 0.04 0.04 0.6115504+ 1.996392i
#> 4 0.7552484 2.571517 0.06 0.06 0.7552484+ 2.571517i
#> 5 0.7910955 3.019831 0.08 0.08 0.7910955+ 3.019831i
#> 6 0.8711332 3.462624 0.10 0.10 0.8711332+ 3.462624i
#> 7 0.9326372 4.000484 0.12 0.12 0.9326372+ 4.000484i
#> 8 0.9461014 4.549010 0.14 0.14 0.9461014+ 4.549010i
#> 9 0.9942170 5.085341 0.16 0.16 0.9942170+ 5.085341i
#> 10 1.0724872 5.555829 0.18 0.18 1.0724872+ 5.555829i
#> 11 0.8681675 6.063314 0.20 0.20 0.8681675+ 6.063314i
#> 12 1.0137973 6.532179 0.22 0.22 1.0137973+ 6.532179i
#> 13 1.0292952 6.986345 0.24 0.24 1.0292952+ 6.986345i
#> 14 1.2367493 7.551022 0.26 0.26 1.2367493+ 7.551022i
#> 15 1.3607563 8.059885 0.28 0.28 1.3607563+ 8.059885i
#> 16 1.3146874 8.687141 0.30 0.30 1.3146874+ 8.687141i
#> 17 1.3509035 9.143819 0.32 0.32 1.3509035+ 9.143819i
#> 18 1.5273036 9.639231 0.34 0.34 1.5273036+ 9.639231i
#> 19 1.6084656 10.209694 0.36 0.36 1.6084656+10.209694i
#> 20 1.7398871 10.673979 0.38 0.38 1.7398871+10.673979i
#> 21 1.8304507 11.180499 0.40 0.40 1.8304507+11.180499i
#> 22 1.9908378 11.712849 0.42 0.42 1.9908378+11.712849i
#> 23 2.1281149 12.305160 0.44 0.44 2.1281149+12.305160i
#> 24 2.1115621 12.893406 0.46 0.46 2.1115621+12.893406i
#> 25 2.1552914 13.431709 0.48 0.48 2.1552914+13.431709i
#> 26 2.1558073 13.992451 0.50 0.50 2.1558073+13.992451i
#> 27 2.2950806 14.459348 0.52 0.52 2.2950806+14.459348i
#> 28 2.3922494 14.985981 0.54 0.54 2.3922494+14.985981i
#> 29 2.3515311 15.527988 0.56 0.56 2.3515311+15.527988i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_28 TrajSim_1_28
#> 2 -0.0698007665+0.5133377i Traj_1 Sim_28 TrajSim_1_28
#> 3 -0.0146488296+0.5370541i Traj_1 Sim_28 TrajSim_1_28
#> 4 0.1436980274+0.5751255i Traj_1 Sim_28 TrajSim_1_28
#> 5 0.0358471178+0.4483139i Traj_1 Sim_28 TrajSim_1_28
#> 6 0.0800376408+0.4427929i Traj_1 Sim_28 TrajSim_1_28
#> 7 0.0615039608+0.5378603i Traj_1 Sim_28 TrajSim_1_28
#> 8 0.0134642280+0.5485253i Traj_1 Sim_28 TrajSim_1_28
#> 9 0.0481156059+0.5363313i Traj_1 Sim_28 TrajSim_1_28
#> 10 0.0782701779+0.4704877i Traj_1 Sim_28 TrajSim_1_28
#> 11 -0.2043196920+0.5074853i Traj_1 Sim_28 TrajSim_1_28
#> 12 0.1456298300+0.4688654i Traj_1 Sim_28 TrajSim_1_28
#> 13 0.0154979318+0.4541651i Traj_1 Sim_28 TrajSim_1_28
#> 14 0.2074540205+0.5646775i Traj_1 Sim_28 TrajSim_1_28
#> 15 0.1240070006+0.5088630i Traj_1 Sim_28 TrajSim_1_28
#> 16 -0.0460688426+0.6272561i Traj_1 Sim_28 TrajSim_1_28
#> 17 0.0362161340+0.4566777i Traj_1 Sim_28 TrajSim_1_28
#> 18 0.1764000925+0.4954119i Traj_1 Sim_28 TrajSim_1_28
#> 19 0.0811619753+0.5704630i Traj_1 Sim_28 TrajSim_1_28
#> 20 0.1314214833+0.4642851i Traj_1 Sim_28 TrajSim_1_28
#> 21 0.0905635885+0.5065204i Traj_1 Sim_28 TrajSim_1_28
#> 22 0.1603871608+0.5323499i Traj_1 Sim_28 TrajSim_1_28
#> 23 0.1372770839+0.5923108i Traj_1 Sim_28 TrajSim_1_28
#> 24 -0.0165528014+0.5882457i Traj_1 Sim_28 TrajSim_1_28
#> 25 0.0437292289+0.5383030i Traj_1 Sim_28 TrajSim_1_28
#> 26 0.0005159288+0.5607419i Traj_1 Sim_28 TrajSim_1_28
#> 27 0.1392732984+0.4668970i Traj_1 Sim_28 TrajSim_1_28
#> 28 0.0971688333+0.5266329i Traj_1 Sim_28 TrajSim_1_28
#> 29 -0.0407183295+0.5420079i Traj_1 Sim_28 TrajSim_1_28
#>
#> [[28]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4401304 2.062860 0.02 0.02 0.4401304+ 2.062860i
#> 3 0.4981669 2.692222 0.04 0.04 0.4981669+ 2.692222i
#> 4 0.4733935 3.178400 0.06 0.06 0.4733935+ 3.178400i
#> 5 0.6845919 3.821605 0.08 0.08 0.6845919+ 3.821605i
#> 6 0.7498942 4.421106 0.10 0.10 0.7498942+ 4.421106i
#> 7 0.7503513 4.972104 0.12 0.12 0.7503513+ 4.972104i
#> 8 0.8310000 5.645600 0.14 0.14 0.8310000+ 5.645600i
#> 9 0.8993098 6.168627 0.16 0.16 0.8993098+ 6.168627i
#> 10 0.9069135 6.798344 0.18 0.18 0.9069135+ 6.798344i
#> 11 1.0034837 7.599842 0.20 0.20 1.0034837+ 7.599842i
#> 12 1.0286533 8.371468 0.22 0.22 1.0286533+ 8.371468i
#> 13 1.1138268 8.916360 0.24 0.24 1.1138268+ 8.916360i
#> 14 1.1779858 9.419904 0.26 0.26 1.1779858+ 9.419904i
#> 15 1.0743487 10.042952 0.28 0.28 1.0743487+10.042952i
#> 16 1.0200458 10.696548 0.30 0.30 1.0200458+10.696548i
#> 17 1.1285457 11.338288 0.32 0.32 1.1285457+11.338288i
#> 18 1.0769819 11.879146 0.34 0.34 1.0769819+11.879146i
#> 19 1.2435135 12.450574 0.36 0.36 1.2435135+12.450574i
#> 20 1.2401784 13.060736 0.38 0.38 1.2401784+13.060736i
#> 21 1.4222030 13.676045 0.40 0.40 1.4222030+13.676045i
#> 22 1.3923671 14.102796 0.42 0.42 1.3923671+14.102796i
#> 23 1.4751111 14.653600 0.44 0.44 1.4751111+14.653600i
#> 24 1.6195536 15.315893 0.46 0.46 1.6195536+15.315893i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_28 TrajSim_2_28
#> 2 0.1041303639+0.5028597i Traj_2 Sim_28 TrajSim_2_28
#> 3 0.0580365858+0.6293623i Traj_2 Sim_28 TrajSim_2_28
#> 4 -0.0247734306+0.4861781i Traj_2 Sim_28 TrajSim_2_28
#> 5 0.2111983548+0.6432052i Traj_2 Sim_28 TrajSim_2_28
#> 6 0.0653023254+0.5995004i Traj_2 Sim_28 TrajSim_2_28
#> 7 0.0004570574+0.5509988i Traj_2 Sim_28 TrajSim_2_28
#> 8 0.0806487754+0.6734952i Traj_2 Sim_28 TrajSim_2_28
#> 9 0.0683098177+0.5230273i Traj_2 Sim_28 TrajSim_2_28
#> 10 0.0076036961+0.6297171i Traj_2 Sim_28 TrajSim_2_28
#> 11 0.0965701786+0.8014983i Traj_2 Sim_28 TrajSim_2_28
#> 12 0.0251695459+0.7716257i Traj_2 Sim_28 TrajSim_2_28
#> 13 0.0851734894+0.5448918i Traj_2 Sim_28 TrajSim_2_28
#> 14 0.0641590619+0.5035446i Traj_2 Sim_28 TrajSim_2_28
#> 15 -0.1036370833+0.6230478i Traj_2 Sim_28 TrajSim_2_28
#> 16 -0.0543029309+0.6535959i Traj_2 Sim_28 TrajSim_2_28
#> 17 0.1084998608+0.6417400i Traj_2 Sim_28 TrajSim_2_28
#> 18 -0.0515637563+0.5408576i Traj_2 Sim_28 TrajSim_2_28
#> 19 0.1665315649+0.5714283i Traj_2 Sim_28 TrajSim_2_28
#> 20 -0.0033350422+0.6101620i Traj_2 Sim_28 TrajSim_2_28
#> 21 0.1820246095+0.6153096i Traj_2 Sim_28 TrajSim_2_28
#> 22 -0.0298359271+0.4267506i Traj_2 Sim_28 TrajSim_2_28
#> 23 0.0827440198+0.5508035i Traj_2 Sim_28 TrajSim_2_28
#> 24 0.1444424473+0.6622939i Traj_2 Sim_28 TrajSim_2_28
#>
#>
#> [[29]]
#> [[29]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6866073 1.475340 0.02 0.02 0.6866073+ 1.475340i
#> 3 0.7426387 2.005835 0.04 0.04 0.7426387+ 2.005835i
#> 4 0.8142613 2.537785 0.06 0.06 0.8142613+ 2.537785i
#> 5 0.7639587 3.077920 0.08 0.08 0.7639587+ 3.077920i
#> 6 0.9126114 3.736798 0.10 0.10 0.9126114+ 3.736798i
#> 7 0.8760775 4.293625 0.12 0.12 0.8760775+ 4.293625i
#> 8 0.9298924 4.811037 0.14 0.14 0.9298924+ 4.811037i
#> 9 1.0990025 5.349925 0.16 0.16 1.0990025+ 5.349925i
#> 10 1.1452580 5.930330 0.18 0.18 1.1452580+ 5.930330i
#> 11 1.3525811 6.411845 0.20 0.20 1.3525811+ 6.411845i
#> 12 1.2618520 6.943606 0.22 0.22 1.2618520+ 6.943606i
#> 13 1.2605460 7.357561 0.24 0.24 1.2605460+ 7.357561i
#> 14 1.3127273 7.971733 0.26 0.26 1.3127273+ 7.971733i
#> 15 1.4110506 8.471507 0.28 0.28 1.4110506+ 8.471507i
#> 16 1.4202325 9.039488 0.30 0.30 1.4202325+ 9.039488i
#> 17 1.4644801 9.616396 0.32 0.32 1.4644801+ 9.616396i
#> 18 1.6145997 10.148192 0.34 0.34 1.6145997+10.148192i
#> 19 1.6143163 10.689176 0.36 0.36 1.6143163+10.689176i
#> 20 1.6337975 11.188717 0.38 0.38 1.6337975+11.188717i
#> 21 1.7128211 11.720102 0.40 0.40 1.7128211+11.720102i
#> 22 1.8757482 12.193177 0.42 0.42 1.8757482+12.193177i
#> 23 1.8984440 12.777303 0.44 0.44 1.8984440+12.777303i
#> 24 1.9551542 13.307128 0.46 0.46 1.9551542+13.307128i
#> 25 1.9712617 13.778670 0.48 0.48 1.9712617+13.778670i
#> 26 2.0607800 14.428938 0.50 0.50 2.0607800+14.428938i
#> 27 2.0293027 15.042709 0.52 0.52 2.0293027+15.042709i
#> 28 2.0886239 15.604775 0.54 0.54 2.0886239+15.604775i
#> 29 2.1117206 16.159099 0.56 0.56 2.1117206+16.159099i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_29 TrajSim_1_29
#> 2 -0.0093926629+0.5293398i Traj_1 Sim_29 TrajSim_1_29
#> 3 0.0560313800+0.5304953i Traj_1 Sim_29 TrajSim_1_29
#> 4 0.0716225704+0.5319494i Traj_1 Sim_29 TrajSim_1_29
#> 5 -0.0503025716+0.5401354i Traj_1 Sim_29 TrajSim_1_29
#> 6 0.1486526531+0.6588785i Traj_1 Sim_29 TrajSim_1_29
#> 7 -0.0365339080+0.5568265i Traj_1 Sim_29 TrajSim_1_29
#> 8 0.0538149692+0.5174121i Traj_1 Sim_29 TrajSim_1_29
#> 9 0.1691100620+0.5388876i Traj_1 Sim_29 TrajSim_1_29
#> 10 0.0462554956+0.5804057i Traj_1 Sim_29 TrajSim_1_29
#> 11 0.2073230789+0.4815145i Traj_1 Sim_29 TrajSim_1_29
#> 12 -0.0907290432+0.5317609i Traj_1 Sim_29 TrajSim_1_29
#> 13 -0.0013060639+0.4139557i Traj_1 Sim_29 TrajSim_1_29
#> 14 0.0521813033+0.6141712i Traj_1 Sim_29 TrajSim_1_29
#> 15 0.0983233061+0.4997747i Traj_1 Sim_29 TrajSim_1_29
#> 16 0.0091819305+0.5679809i Traj_1 Sim_29 TrajSim_1_29
#> 17 0.0442476180+0.5769073i Traj_1 Sim_29 TrajSim_1_29
#> 18 0.1501195711+0.5317962i Traj_1 Sim_29 TrajSim_1_29
#> 19 -0.0002834302+0.5409844i Traj_1 Sim_29 TrajSim_1_29
#> 20 0.0194812340+0.4995403i Traj_1 Sim_29 TrajSim_1_29
#> 21 0.0790236463+0.5313857i Traj_1 Sim_29 TrajSim_1_29
#> 22 0.1629270710+0.4730751i Traj_1 Sim_29 TrajSim_1_29
#> 23 0.0226958158+0.5841257i Traj_1 Sim_29 TrajSim_1_29
#> 24 0.0567102126+0.5298249i Traj_1 Sim_29 TrajSim_1_29
#> 25 0.0161074707+0.4715418i Traj_1 Sim_29 TrajSim_1_29
#> 26 0.0895182946+0.6502685i Traj_1 Sim_29 TrajSim_1_29
#> 27 -0.0314773217+0.6137712i Traj_1 Sim_29 TrajSim_1_29
#> 28 0.0593212004+0.5620658i Traj_1 Sim_29 TrajSim_1_29
#> 29 0.0230967524+0.5543238i Traj_1 Sim_29 TrajSim_1_29
#>
#> [[29]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2566176 2.166481 0.02 0.02 0.2566176+ 2.166481i
#> 3 0.2579850 2.811765 0.04 0.04 0.2579850+ 2.811765i
#> 4 0.4881359 3.419487 0.06 0.06 0.4881359+ 3.419487i
#> 5 0.5389553 4.024238 0.08 0.08 0.5389553+ 4.024238i
#> 6 0.5101559 4.504341 0.10 0.10 0.5101559+ 4.504341i
#> 7 0.5976894 5.204304 0.12 0.12 0.5976894+ 5.204304i
#> 8 0.5940404 5.783502 0.14 0.14 0.5940404+ 5.783502i
#> 9 0.6826609 6.381356 0.16 0.16 0.6826609+ 6.381356i
#> 10 0.7614577 7.025898 0.18 0.18 0.7614577+ 7.025898i
#> 11 0.7877295 7.570900 0.20 0.20 0.7877295+ 7.570900i
#> 12 0.8005539 8.214448 0.22 0.22 0.8005539+ 8.214448i
#> 13 0.9663378 8.823783 0.24 0.24 0.9663378+ 8.823783i
#> 14 1.0776929 9.476486 0.26 0.26 1.0776929+ 9.476486i
#> 15 1.1799749 10.014321 0.28 0.28 1.1799749+10.014321i
#> 16 1.3685888 10.430901 0.30 0.30 1.3685888+10.430901i
#> 17 1.4456195 11.095762 0.32 0.32 1.4456195+11.095762i
#> 18 1.3813513 11.848400 0.34 0.34 1.3813513+11.848400i
#> 19 1.4450781 12.547311 0.36 0.36 1.4450781+12.547311i
#> 20 1.5170923 13.284570 0.38 0.38 1.5170923+13.284570i
#> 21 1.6775850 14.017811 0.40 0.40 1.6775850+14.017811i
#> 22 1.8130337 14.718863 0.42 0.42 1.8130337+14.718863i
#> 23 1.8425374 15.364042 0.44 0.44 1.8425374+15.364042i
#> 24 2.0853596 15.913685 0.46 0.46 2.0853596+15.913685i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_29 TrajSim_2_29
#> 2 -0.079382422+0.6064807i Traj_2 Sim_29 TrajSim_2_29
#> 3 0.001367452+0.6452840i Traj_2 Sim_29 TrajSim_2_29
#> 4 0.230150892+0.6077227i Traj_2 Sim_29 TrajSim_2_29
#> 5 0.050819370+0.6047505i Traj_2 Sim_29 TrajSim_2_29
#> 6 -0.028799417+0.4801031i Traj_2 Sim_29 TrajSim_2_29
#> 7 0.087533513+0.6999634i Traj_2 Sim_29 TrajSim_2_29
#> 8 -0.003648960+0.5791981i Traj_2 Sim_29 TrajSim_2_29
#> 9 0.088620481+0.5978531i Traj_2 Sim_29 TrajSim_2_29
#> 10 0.078796791+0.6445421i Traj_2 Sim_29 TrajSim_2_29
#> 11 0.026271835+0.5450020i Traj_2 Sim_29 TrajSim_2_29
#> 12 0.012824366+0.6435486i Traj_2 Sim_29 TrajSim_2_29
#> 13 0.165783853+0.6093342i Traj_2 Sim_29 TrajSim_2_29
#> 14 0.111355133+0.6527032i Traj_2 Sim_29 TrajSim_2_29
#> 15 0.102281974+0.5378355i Traj_2 Sim_29 TrajSim_2_29
#> 16 0.188613898+0.4165795i Traj_2 Sim_29 TrajSim_2_29
#> 17 0.077030718+0.6648610i Traj_2 Sim_29 TrajSim_2_29
#> 18 -0.064268194+0.7526378i Traj_2 Sim_29 TrajSim_2_29
#> 19 0.063726857+0.6989118i Traj_2 Sim_29 TrajSim_2_29
#> 20 0.072014189+0.7372588i Traj_2 Sim_29 TrajSim_2_29
#> 21 0.160492679+0.7332408i Traj_2 Sim_29 TrajSim_2_29
#> 22 0.135448651+0.7010519i Traj_2 Sim_29 TrajSim_2_29
#> 23 0.029503753+0.6451786i Traj_2 Sim_29 TrajSim_2_29
#> 24 0.242822162+0.5496433i Traj_2 Sim_29 TrajSim_2_29
#>
#>
#> [[30]]
#> [[30]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7903776 1.478606 0.02 0.02 0.7903776+ 1.478606i
#> 3 0.9179414 2.126979 0.04 0.04 0.9179414+ 2.126979i
#> 4 0.9663739 2.786091 0.06 0.06 0.9663739+ 2.786091i
#> 5 0.9015292 3.247186 0.08 0.08 0.9015292+ 3.247186i
#> 6 0.9719528 3.775486 0.10 0.10 0.9719528+ 3.775486i
#> 7 1.1331031 4.297121 0.12 0.12 1.1331031+ 4.297121i
#> 8 1.3447305 4.817033 0.14 0.14 1.3447305+ 4.817033i
#> 9 1.3299523 5.461108 0.16 0.16 1.3299523+ 5.461108i
#> 10 1.4518753 6.048497 0.18 0.18 1.4518753+ 6.048497i
#> 11 1.4342026 6.619050 0.20 0.20 1.4342026+ 6.619050i
#> 12 1.2985113 7.194030 0.22 0.22 1.2985113+ 7.194030i
#> 13 1.1824132 7.745408 0.24 0.24 1.1824132+ 7.745408i
#> 14 1.2258301 8.339687 0.26 0.26 1.2258301+ 8.339687i
#> 15 1.2501551 8.896133 0.28 0.28 1.2501551+ 8.896133i
#> 16 1.2588588 9.378338 0.30 0.30 1.2588588+ 9.378338i
#> 17 1.2083102 9.884105 0.32 0.32 1.2083102+ 9.884105i
#> 18 1.3681814 10.450642 0.34 0.34 1.3681814+10.450642i
#> 19 1.2485344 11.093238 0.36 0.36 1.2485344+11.093238i
#> 20 1.3056286 11.616630 0.38 0.38 1.3056286+11.616630i
#> 21 1.2795638 12.114336 0.40 0.40 1.2795638+12.114336i
#> 22 1.3912302 12.689795 0.42 0.42 1.3912302+12.689795i
#> 23 1.3454728 13.214354 0.44 0.44 1.3454728+13.214354i
#> 24 1.5200557 13.645484 0.46 0.46 1.5200557+13.645484i
#> 25 1.6542592 14.123364 0.48 0.48 1.6542592+14.123364i
#> 26 1.6100683 14.732165 0.50 0.50 1.6100683+14.732165i
#> 27 1.6079648 15.304350 0.52 0.52 1.6079648+15.304350i
#> 28 1.7424924 15.848638 0.54 0.54 1.7424924+15.848638i
#> 29 1.6573557 16.400218 0.56 0.56 1.6573557+16.400218i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_30 TrajSim_1_30
#> 2 0.094377567+0.5326057i Traj_1 Sim_30 TrajSim_1_30
#> 3 0.127563810+0.6483731i Traj_1 Sim_30 TrajSim_1_30
#> 4 0.048432478+0.6591127i Traj_1 Sim_30 TrajSim_1_30
#> 5 -0.064844624+0.4610945i Traj_1 Sim_30 TrajSim_1_30
#> 6 0.070423576+0.5282998i Traj_1 Sim_30 TrajSim_1_30
#> 7 0.161150244+0.5216351i Traj_1 Sim_30 TrajSim_1_30
#> 8 0.211627400+0.5199123i Traj_1 Sim_30 TrajSim_1_30
#> 9 -0.014778189+0.6440751i Traj_1 Sim_30 TrajSim_1_30
#> 10 0.121923052+0.5873889i Traj_1 Sim_30 TrajSim_1_30
#> 11 -0.017672680+0.5705528i Traj_1 Sim_30 TrajSim_1_30
#> 12 -0.135691298+0.5749800i Traj_1 Sim_30 TrajSim_1_30
#> 13 -0.116098103+0.5513778i Traj_1 Sim_30 TrajSim_1_30
#> 14 0.043416900+0.5942791i Traj_1 Sim_30 TrajSim_1_30
#> 15 0.024324918+0.5564463i Traj_1 Sim_30 TrajSim_1_30
#> 16 0.008703798+0.4822046i Traj_1 Sim_30 TrajSim_1_30
#> 17 -0.050548613+0.5057671i Traj_1 Sim_30 TrajSim_1_30
#> 18 0.159871194+0.5665370i Traj_1 Sim_30 TrajSim_1_30
#> 19 -0.119646988+0.6425961i Traj_1 Sim_30 TrajSim_1_30
#> 20 0.057094155+0.5233924i Traj_1 Sim_30 TrajSim_1_30
#> 21 -0.026064786+0.4977055i Traj_1 Sim_30 TrajSim_1_30
#> 22 0.111666358+0.5754595i Traj_1 Sim_30 TrajSim_1_30
#> 23 -0.045757336+0.5245592i Traj_1 Sim_30 TrajSim_1_30
#> 24 0.174582913+0.4311291i Traj_1 Sim_30 TrajSim_1_30
#> 25 0.134203415+0.4778807i Traj_1 Sim_30 TrajSim_1_30
#> 26 -0.044190868+0.6088003i Traj_1 Sim_30 TrajSim_1_30
#> 27 -0.002103506+0.5721857i Traj_1 Sim_30 TrajSim_1_30
#> 28 0.134527651+0.5442874i Traj_1 Sim_30 TrajSim_1_30
#> 29 -0.085136778+0.5515802i Traj_1 Sim_30 TrajSim_1_30
#>
#> [[30]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4774797 2.149653 0.02 0.02 0.4774797+ 2.149653i
#> 3 0.5878841 2.716816 0.04 0.04 0.5878841+ 2.716816i
#> 4 0.6093920 3.148011 0.06 0.06 0.6093920+ 3.148011i
#> 5 0.5693564 3.685275 0.08 0.08 0.5693564+ 3.685275i
#> 6 0.6570955 4.226053 0.10 0.10 0.6570955+ 4.226053i
#> 7 0.8312413 4.749472 0.12 0.12 0.8312413+ 4.749472i
#> 8 0.9605567 5.401566 0.14 0.14 0.9605567+ 5.401566i
#> 9 0.9736852 6.151642 0.16 0.16 0.9736852+ 6.151642i
#> 10 0.9264943 6.824548 0.18 0.18 0.9264943+ 6.824548i
#> 11 0.9959331 7.369488 0.20 0.20 0.9959331+ 7.369488i
#> 12 1.1543705 7.950110 0.22 0.22 1.1543705+ 7.950110i
#> 13 1.4356924 8.583626 0.24 0.24 1.4356924+ 8.583626i
#> 14 1.5014807 9.215714 0.26 0.26 1.5014807+ 9.215714i
#> 15 1.6164617 9.792558 0.28 0.28 1.6164617+ 9.792558i
#> 16 1.7516010 10.321680 0.30 0.30 1.7516010+10.321680i
#> 17 1.9208819 11.049553 0.32 0.32 1.9208819+11.049553i
#> 18 2.0351645 11.529890 0.34 0.34 2.0351645+11.529890i
#> 19 2.1729479 12.202242 0.36 0.36 2.1729479+12.202242i
#> 20 2.3485606 12.736933 0.38 0.38 2.3485606+12.736933i
#> 21 2.4563574 13.389435 0.40 0.40 2.4563574+13.389435i
#> 22 2.5599706 13.924944 0.42 0.42 2.5599706+13.924944i
#> 23 2.6932955 14.428814 0.44 0.44 2.6932955+14.428814i
#> 24 2.6204140 15.023769 0.46 0.46 2.6204140+15.023769i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_30 TrajSim_2_30
#> 2 0.14147970+0.5896531i Traj_2 Sim_30 TrajSim_2_30
#> 3 0.11040437+0.5671631i Traj_2 Sim_30 TrajSim_2_30
#> 4 0.02150798+0.4311947i Traj_2 Sim_30 TrajSim_2_30
#> 5 -0.04003561+0.5372644i Traj_2 Sim_30 TrajSim_2_30
#> 6 0.08773911+0.5407780i Traj_2 Sim_30 TrajSim_2_30
#> 7 0.17414576+0.5234189i Traj_2 Sim_30 TrajSim_2_30
#> 8 0.12931539+0.6520935i Traj_2 Sim_30 TrajSim_2_30
#> 9 0.01312852+0.7500764i Traj_2 Sim_30 TrajSim_2_30
#> 10 -0.04719089+0.6729057i Traj_2 Sim_30 TrajSim_2_30
#> 11 0.06943873+0.5449403i Traj_2 Sim_30 TrajSim_2_30
#> 12 0.15843740+0.5806213i Traj_2 Sim_30 TrajSim_2_30
#> 13 0.28132191+0.6335170i Traj_2 Sim_30 TrajSim_2_30
#> 14 0.06578828+0.6320876i Traj_2 Sim_30 TrajSim_2_30
#> 15 0.11498108+0.5768437i Traj_2 Sim_30 TrajSim_2_30
#> 16 0.13513927+0.5291227i Traj_2 Sim_30 TrajSim_2_30
#> 17 0.16928087+0.7278726i Traj_2 Sim_30 TrajSim_2_30
#> 18 0.11428266+0.4803372i Traj_2 Sim_30 TrajSim_2_30
#> 19 0.13778332+0.6723520i Traj_2 Sim_30 TrajSim_2_30
#> 20 0.17561269+0.5346906i Traj_2 Sim_30 TrajSim_2_30
#> 21 0.10779682+0.6525022i Traj_2 Sim_30 TrajSim_2_30
#> 22 0.10361319+0.5355095i Traj_2 Sim_30 TrajSim_2_30
#> 23 0.13332493+0.5038697i Traj_2 Sim_30 TrajSim_2_30
#> 24 -0.07288149+0.5949553i Traj_2 Sim_30 TrajSim_2_30
#>
#>
#> [[31]]
#> [[31]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7651729 1.512998 0.02 0.02 0.7651729+ 1.512998i
#> 3 0.8896912 1.988324 0.04 0.04 0.8896912+ 1.988324i
#> 4 0.9413754 2.537243 0.06 0.06 0.9413754+ 2.537243i
#> 5 0.9476511 3.145253 0.08 0.08 0.9476511+ 3.145253i
#> 6 0.9958289 3.663312 0.10 0.10 0.9958289+ 3.663312i
#> 7 1.0566807 4.191821 0.12 0.12 1.0566807+ 4.191821i
#> 8 1.2155640 4.695595 0.14 0.14 1.2155640+ 4.695595i
#> 9 1.2464262 5.264116 0.16 0.16 1.2464262+ 5.264116i
#> 10 1.3925205 5.743138 0.18 0.18 1.3925205+ 5.743138i
#> 11 1.6113600 6.225617 0.20 0.20 1.6113600+ 6.225617i
#> 12 1.6663384 6.682802 0.22 0.22 1.6663384+ 6.682802i
#> 13 1.7712828 7.231854 0.24 0.24 1.7712828+ 7.231854i
#> 14 1.8581415 7.777426 0.26 0.26 1.8581415+ 7.777426i
#> 15 2.0835814 8.274604 0.28 0.28 2.0835814+ 8.274604i
#> 16 2.1560703 8.780246 0.30 0.30 2.1560703+ 8.780246i
#> 17 2.1947144 9.358197 0.32 0.32 2.1947144+ 9.358197i
#> 18 2.1664712 9.907713 0.34 0.34 2.1664712+ 9.907713i
#> 19 2.0649256 10.433727 0.36 0.36 2.0649256+10.433727i
#> 20 2.0135845 11.075535 0.38 0.38 2.0135845+11.075535i
#> 21 1.9384390 11.622732 0.40 0.40 1.9384390+11.622732i
#> 22 1.7915804 12.089943 0.42 0.42 1.7915804+12.089943i
#> 23 1.7500223 12.616443 0.44 0.44 1.7500223+12.616443i
#> 24 1.9102974 13.209941 0.46 0.46 1.9102974+13.209941i
#> 25 1.8742444 13.664327 0.48 0.48 1.8742444+13.664327i
#> 26 1.9158566 14.209175 0.50 0.50 1.9158566+14.209175i
#> 27 1.9777781 14.722416 0.52 0.52 1.9777781+14.722416i
#> 28 1.9395770 15.356058 0.54 0.54 1.9395770+15.356058i
#> 29 1.9779785 15.878942 0.56 0.56 1.9779785+15.878942i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_31 TrajSim_1_31
#> 2 0.069172855+0.5669976i Traj_1 Sim_31 TrajSim_1_31
#> 3 0.124518343+0.4753260i Traj_1 Sim_31 TrajSim_1_31
#> 4 0.051684189+0.5489197i Traj_1 Sim_31 TrajSim_1_31
#> 5 0.006275724+0.6080102i Traj_1 Sim_31 TrajSim_1_31
#> 6 0.048177773+0.5180586i Traj_1 Sim_31 TrajSim_1_31
#> 7 0.060851853+0.5285087i Traj_1 Sim_31 TrajSim_1_31
#> 8 0.158883306+0.5037740i Traj_1 Sim_31 TrajSim_1_31
#> 9 0.030862142+0.5685211i Traj_1 Sim_31 TrajSim_1_31
#> 10 0.146094362+0.4790221i Traj_1 Sim_31 TrajSim_1_31
#> 11 0.218839461+0.4824794i Traj_1 Sim_31 TrajSim_1_31
#> 12 0.054978429+0.4571844i Traj_1 Sim_31 TrajSim_1_31
#> 13 0.104944332+0.5490517i Traj_1 Sim_31 TrajSim_1_31
#> 14 0.086858770+0.5455727i Traj_1 Sim_31 TrajSim_1_31
#> 15 0.225439890+0.4971776i Traj_1 Sim_31 TrajSim_1_31
#> 16 0.072488829+0.5056423i Traj_1 Sim_31 TrajSim_1_31
#> 17 0.038644165+0.5779504i Traj_1 Sim_31 TrajSim_1_31
#> 18 -0.028243217+0.5495160i Traj_1 Sim_31 TrajSim_1_31
#> 19 -0.101545562+0.5260142i Traj_1 Sim_31 TrajSim_1_31
#> 20 -0.051341137+0.6418082i Traj_1 Sim_31 TrajSim_1_31
#> 21 -0.075145497+0.5471972i Traj_1 Sim_31 TrajSim_1_31
#> 22 -0.146858600+0.4672109i Traj_1 Sim_31 TrajSim_1_31
#> 23 -0.041558110+0.5264999i Traj_1 Sim_31 TrajSim_1_31
#> 24 0.160275095+0.5934979i Traj_1 Sim_31 TrajSim_1_31
#> 25 -0.036052964+0.4543855i Traj_1 Sim_31 TrajSim_1_31
#> 26 0.041612133+0.5448486i Traj_1 Sim_31 TrajSim_1_31
#> 27 0.061921495+0.5132404i Traj_1 Sim_31 TrajSim_1_31
#> 28 -0.038201041+0.6336422i Traj_1 Sim_31 TrajSim_1_31
#> 29 0.038401468+0.5228841i Traj_1 Sim_31 TrajSim_1_31
#>
#> [[31]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2946017 2.053594 0.02 0.02 0.2946017+ 2.053594i
#> 3 0.3519016 2.681659 0.04 0.04 0.3519016+ 2.681659i
#> 4 0.4145182 3.213752 0.06 0.06 0.4145182+ 3.213752i
#> 5 0.5225441 3.969931 0.08 0.08 0.5225441+ 3.969931i
#> 6 0.5701492 4.496244 0.10 0.10 0.5701492+ 4.496244i
#> 7 0.6761524 4.990171 0.12 0.12 0.6761524+ 4.990171i
#> 8 0.6986655 5.742990 0.14 0.14 0.6986655+ 5.742990i
#> 9 0.7265967 6.394811 0.16 0.16 0.7265967+ 6.394811i
#> 10 0.8582337 6.938578 0.18 0.18 0.8582337+ 6.938578i
#> 11 0.9724251 7.594046 0.20 0.20 0.9724251+ 7.594046i
#> 12 1.0564782 8.310929 0.22 0.22 1.0564782+ 8.310929i
#> 13 1.1895116 8.956877 0.24 0.24 1.1895116+ 8.956877i
#> 14 1.2775614 9.627814 0.26 0.26 1.2775614+ 9.627814i
#> 15 1.4375389 10.140995 0.28 0.28 1.4375389+10.140995i
#> 16 1.4324266 10.675346 0.30 0.30 1.4324266+10.675346i
#> 17 1.4221751 11.242074 0.32 0.32 1.4221751+11.242074i
#> 18 1.7366905 11.937301 0.34 0.34 1.7366905+11.937301i
#> 19 1.8366142 12.531531 0.36 0.36 1.8366142+12.531531i
#> 20 1.8971262 13.136446 0.38 0.38 1.8971262+13.136446i
#> 21 1.8498934 13.779648 0.40 0.40 1.8498934+13.779648i
#> 22 1.9834110 14.404595 0.42 0.42 1.9834110+14.404595i
#> 23 2.0680116 14.992897 0.44 0.44 2.0680116+14.992897i
#> 24 2.1195079 15.580158 0.46 0.46 2.1195079+15.580158i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_31 TrajSim_2_31
#> 2 -0.04139834+0.4935943i Traj_2 Sim_31 TrajSim_2_31
#> 3 0.05729998+0.6280648i Traj_2 Sim_31 TrajSim_2_31
#> 4 0.06261660+0.5320925i Traj_2 Sim_31 TrajSim_2_31
#> 5 0.10802588+0.7561793i Traj_2 Sim_31 TrajSim_2_31
#> 6 0.04760507+0.5263132i Traj_2 Sim_31 TrajSim_2_31
#> 7 0.10600320+0.4939272i Traj_2 Sim_31 TrajSim_2_31
#> 8 0.02251315+0.7528183i Traj_2 Sim_31 TrajSim_2_31
#> 9 0.02793116+0.6518219i Traj_2 Sim_31 TrajSim_2_31
#> 10 0.13163696+0.5437662i Traj_2 Sim_31 TrajSim_2_31
#> 11 0.11419140+0.6554686i Traj_2 Sim_31 TrajSim_2_31
#> 12 0.08405315+0.7168832i Traj_2 Sim_31 TrajSim_2_31
#> 13 0.13303340+0.6459476i Traj_2 Sim_31 TrajSim_2_31
#> 14 0.08804983+0.6709368i Traj_2 Sim_31 TrajSim_2_31
#> 15 0.15997748+0.5131816i Traj_2 Sim_31 TrajSim_2_31
#> 16 -0.00511230+0.5343508i Traj_2 Sim_31 TrajSim_2_31
#> 17 -0.01025152+0.5667280i Traj_2 Sim_31 TrajSim_2_31
#> 18 0.31451536+0.6952272i Traj_2 Sim_31 TrajSim_2_31
#> 19 0.09992377+0.5942298i Traj_2 Sim_31 TrajSim_2_31
#> 20 0.06051198+0.6049151i Traj_2 Sim_31 TrajSim_2_31
#> 21 -0.04723286+0.6432024i Traj_2 Sim_31 TrajSim_2_31
#> 22 0.13351768+0.6249462i Traj_2 Sim_31 TrajSim_2_31
#> 23 0.08460058+0.5883018i Traj_2 Sim_31 TrajSim_2_31
#> 24 0.05149624+0.5872615i Traj_2 Sim_31 TrajSim_2_31
#>
#>
#> [[32]]
#> [[32]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7612430 1.523591 0.02 0.02 0.7612430+ 1.523591i
#> 3 0.9121939 2.099184 0.04 0.04 0.9121939+ 2.099184i
#> 4 0.9084526 2.656378 0.06 0.06 0.9084526+ 2.656378i
#> 5 0.9806163 3.180188 0.08 0.08 0.9806163+ 3.180188i
#> 6 0.9998733 3.739476 0.10 0.10 0.9998733+ 3.739476i
#> 7 1.0546223 4.384141 0.12 0.12 1.0546223+ 4.384141i
#> 8 1.2082409 4.826194 0.14 0.14 1.2082409+ 4.826194i
#> 9 1.1863277 5.349293 0.16 0.16 1.1863277+ 5.349293i
#> 10 1.1184665 5.936466 0.18 0.18 1.1184665+ 5.936466i
#> 11 1.2055803 6.377954 0.20 0.20 1.2055803+ 6.377954i
#> 12 1.2828001 6.912390 0.22 0.22 1.2828001+ 6.912390i
#> 13 1.4273412 7.495471 0.24 0.24 1.4273412+ 7.495471i
#> 14 1.4123082 8.029395 0.26 0.26 1.4123082+ 8.029395i
#> 15 1.4887846 8.563923 0.28 0.28 1.4887846+ 8.563923i
#> 16 1.4651503 9.081247 0.30 0.30 1.4651503+ 9.081247i
#> 17 1.4330851 9.643031 0.32 0.32 1.4330851+ 9.643031i
#> 18 1.5231751 10.193515 0.34 0.34 1.5231751+10.193515i
#> 19 1.5216909 10.665389 0.36 0.36 1.5216909+10.665389i
#> 20 1.6618139 11.183999 0.38 0.38 1.6618139+11.183999i
#> 21 1.6376224 11.682132 0.40 0.40 1.6376224+11.682132i
#> 22 1.6199340 12.270024 0.42 0.42 1.6199340+12.270024i
#> 23 1.6125404 12.901014 0.44 0.44 1.6125404+12.901014i
#> 24 1.6180563 13.451384 0.46 0.46 1.6180563+13.451384i
#> 25 1.6228198 13.960811 0.48 0.48 1.6228198+13.960811i
#> 26 1.7906156 14.366226 0.50 0.50 1.7906156+14.366226i
#> 27 1.8480279 14.927329 0.52 0.52 1.8480279+14.927329i
#> 28 1.8590016 15.401919 0.54 0.54 1.8590016+15.401919i
#> 29 2.0110083 15.917553 0.56 0.56 2.0110083+15.917553i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_32 TrajSim_1_32
#> 2 0.065242971+0.5775909i Traj_1 Sim_32 TrajSim_1_32
#> 3 0.150950898+0.5755927i Traj_1 Sim_32 TrajSim_1_32
#> 4 -0.003741244+0.5571942i Traj_1 Sim_32 TrajSim_1_32
#> 5 0.072163692+0.5238104i Traj_1 Sim_32 TrajSim_1_32
#> 6 0.019256988+0.5592873i Traj_1 Sim_32 TrajSim_1_32
#> 7 0.054749020+0.6446654i Traj_1 Sim_32 TrajSim_1_32
#> 8 0.153618547+0.4420534i Traj_1 Sim_32 TrajSim_1_32
#> 9 -0.021913194+0.5230986i Traj_1 Sim_32 TrajSim_1_32
#> 10 -0.067861210+0.5871736i Traj_1 Sim_32 TrajSim_1_32
#> 11 0.087113878+0.4414875i Traj_1 Sim_32 TrajSim_1_32
#> 12 0.077219743+0.5344363i Traj_1 Sim_32 TrajSim_1_32
#> 13 0.144541125+0.5830802i Traj_1 Sim_32 TrajSim_1_32
#> 14 -0.015033002+0.5339244i Traj_1 Sim_32 TrajSim_1_32
#> 15 0.076476351+0.5345282i Traj_1 Sim_32 TrajSim_1_32
#> 16 -0.023634281+0.5173238i Traj_1 Sim_32 TrajSim_1_32
#> 17 -0.032065155+0.5617838i Traj_1 Sim_32 TrajSim_1_32
#> 18 0.090089963+0.5504841i Traj_1 Sim_32 TrajSim_1_32
#> 19 -0.001484183+0.4718739i Traj_1 Sim_32 TrajSim_1_32
#> 20 0.140123035+0.5186098i Traj_1 Sim_32 TrajSim_1_32
#> 21 -0.024191590+0.4981332i Traj_1 Sim_32 TrajSim_1_32
#> 22 -0.017688318+0.5878923i Traj_1 Sim_32 TrajSim_1_32
#> 23 -0.007393590+0.6309899i Traj_1 Sim_32 TrajSim_1_32
#> 24 0.005515899+0.5503697i Traj_1 Sim_32 TrajSim_1_32
#> 25 0.004763424+0.5094269i Traj_1 Sim_32 TrajSim_1_32
#> 26 0.167795870+0.4054155i Traj_1 Sim_32 TrajSim_1_32
#> 27 0.057412279+0.5611034i Traj_1 Sim_32 TrajSim_1_32
#> 28 0.010973658+0.4745899i Traj_1 Sim_32 TrajSim_1_32
#> 29 0.152006680+0.5156334i Traj_1 Sim_32 TrajSim_1_32
#>
#> [[32]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4839555 2.057230 0.02 0.02 0.4839555+ 2.057230i
#> 3 0.3685546 2.666595 0.04 0.04 0.3685546+ 2.666595i
#> 4 0.3140232 3.265941 0.06 0.06 0.3140232+ 3.265941i
#> 5 0.3618840 3.864605 0.08 0.08 0.3618840+ 3.864605i
#> 6 0.4448099 4.544349 0.10 0.10 0.4448099+ 4.544349i
#> 7 0.5605090 5.265301 0.12 0.12 0.5605090+ 5.265301i
#> 8 0.8675866 5.942613 0.14 0.14 0.8675866+ 5.942613i
#> 9 1.0500010 6.511600 0.16 0.16 1.0500010+ 6.511600i
#> 10 1.2277168 7.178424 0.18 0.18 1.2277168+ 7.178424i
#> 11 1.4452920 7.734347 0.20 0.20 1.4452920+ 7.734347i
#> 12 1.4770061 8.342710 0.22 0.22 1.4770061+ 8.342710i
#> 13 1.7243374 9.030668 0.24 0.24 1.7243374+ 9.030668i
#> 14 1.7319714 9.627343 0.26 0.26 1.7319714+ 9.627343i
#> 15 1.8461440 10.139509 0.28 0.28 1.8461440+10.139509i
#> 16 1.8962679 10.779166 0.30 0.30 1.8962679+10.779166i
#> 17 1.8930049 11.308818 0.32 0.32 1.8930049+11.308818i
#> 18 2.0441430 11.903009 0.34 0.34 2.0441430+11.903009i
#> 19 2.0545154 12.473192 0.36 0.36 2.0545154+12.473192i
#> 20 2.1222897 13.077138 0.38 0.38 2.1222897+13.077138i
#> 21 2.2080002 13.566756 0.40 0.40 2.2080002+13.566756i
#> 22 2.2714548 14.148977 0.42 0.42 2.2714548+14.148977i
#> 23 2.3447103 14.652726 0.44 0.44 2.3447103+14.652726i
#> 24 2.6012324 15.170529 0.46 0.46 2.6012324+15.170529i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_32 TrajSim_2_32
#> 2 0.147955469+0.4972299i Traj_2 Sim_32 TrajSim_2_32
#> 3 -0.115400844+0.6093647i Traj_2 Sim_32 TrajSim_2_32
#> 4 -0.054531401+0.5993468i Traj_2 Sim_32 TrajSim_2_32
#> 5 0.047860735+0.5986638i Traj_2 Sim_32 TrajSim_2_32
#> 6 0.082925913+0.6797438i Traj_2 Sim_32 TrajSim_2_32
#> 7 0.115699096+0.7209520i Traj_2 Sim_32 TrajSim_2_32
#> 8 0.307077626+0.6773123i Traj_2 Sim_32 TrajSim_2_32
#> 9 0.182414372+0.5689872i Traj_2 Sim_32 TrajSim_2_32
#> 10 0.177715845+0.6668238i Traj_2 Sim_32 TrajSim_2_32
#> 11 0.217575195+0.5559231i Traj_2 Sim_32 TrajSim_2_32
#> 12 0.031714057+0.6083630i Traj_2 Sim_32 TrajSim_2_32
#> 13 0.247331327+0.6879572i Traj_2 Sim_32 TrajSim_2_32
#> 14 0.007634058+0.5966758i Traj_2 Sim_32 TrajSim_2_32
#> 15 0.114172537+0.5121656i Traj_2 Sim_32 TrajSim_2_32
#> 16 0.050123879+0.6396568i Traj_2 Sim_32 TrajSim_2_32
#> 17 -0.003262982+0.5296522i Traj_2 Sim_32 TrajSim_2_32
#> 18 0.151138115+0.5941914i Traj_2 Sim_32 TrajSim_2_32
#> 19 0.010372406+0.5701826i Traj_2 Sim_32 TrajSim_2_32
#> 20 0.067774255+0.6039459i Traj_2 Sim_32 TrajSim_2_32
#> 21 0.085710516+0.4896185i Traj_2 Sim_32 TrajSim_2_32
#> 22 0.063454658+0.5822212i Traj_2 Sim_32 TrajSim_2_32
#> 23 0.073255476+0.5037489i Traj_2 Sim_32 TrajSim_2_32
#> 24 0.256522113+0.5178028i Traj_2 Sim_32 TrajSim_2_32
#>
#>
#> [[33]]
#> [[33]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7180056 1.431978 0.02 0.02 0.7180056+ 1.431978i
#> 3 0.7485074 1.998455 0.04 0.04 0.7485074+ 1.998455i
#> 4 0.7549149 2.576580 0.06 0.06 0.7549149+ 2.576580i
#> 5 0.7588788 3.116115 0.08 0.08 0.7588788+ 3.116115i
#> 6 0.8459779 3.640675 0.10 0.10 0.8459779+ 3.640675i
#> 7 0.9406975 4.191367 0.12 0.12 0.9406975+ 4.191367i
#> 8 0.9827693 4.727771 0.14 0.14 0.9827693+ 4.727771i
#> 9 1.0439818 5.257880 0.16 0.16 1.0439818+ 5.257880i
#> 10 1.1557836 5.753256 0.18 0.18 1.1557836+ 5.753256i
#> 11 1.1885245 6.306922 0.20 0.20 1.1885245+ 6.306922i
#> 12 1.2797152 6.857371 0.22 0.22 1.2797152+ 6.857371i
#> 13 1.3259855 7.422130 0.24 0.24 1.3259855+ 7.422130i
#> 14 1.2987105 7.877125 0.26 0.26 1.2987105+ 7.877125i
#> 15 1.3249805 8.483382 0.28 0.28 1.3249805+ 8.483382i
#> 16 1.3892150 9.070889 0.30 0.30 1.3892150+ 9.070889i
#> 17 1.2715856 9.610748 0.32 0.32 1.2715856+ 9.610748i
#> 18 1.2831113 10.086019 0.34 0.34 1.2831113+10.086019i
#> 19 1.2555322 10.654268 0.36 0.36 1.2555322+10.654268i
#> 20 1.2634867 11.287228 0.38 0.38 1.2634867+11.287228i
#> 21 1.4453534 11.854282 0.40 0.40 1.4453534+11.854282i
#> 22 1.5630844 12.402288 0.42 0.42 1.5630844+12.402288i
#> 23 1.6498986 12.872079 0.44 0.44 1.6498986+12.872079i
#> 24 1.7001550 13.418986 0.46 0.46 1.7001550+13.418986i
#> 25 1.7292025 13.911598 0.48 0.48 1.7292025+13.911598i
#> 26 1.7773378 14.393328 0.50 0.50 1.7773378+14.393328i
#> 27 1.8202311 14.993590 0.52 0.52 1.8202311+14.993590i
#> 28 1.8933209 15.508163 0.54 0.54 1.8933209+15.508163i
#> 29 1.9199169 15.975623 0.56 0.56 1.9199169+15.975623i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_33 TrajSim_1_33
#> 2 0.022005623+0.4859785i Traj_1 Sim_33 TrajSim_1_33
#> 3 0.030501819+0.5664763i Traj_1 Sim_33 TrajSim_1_33
#> 4 0.006407503+0.5781252i Traj_1 Sim_33 TrajSim_1_33
#> 5 0.003963895+0.5395348i Traj_1 Sim_33 TrajSim_1_33
#> 6 0.087099040+0.5245599i Traj_1 Sim_33 TrajSim_1_33
#> 7 0.094719658+0.5506927i Traj_1 Sim_33 TrajSim_1_33
#> 8 0.042071810+0.5364033i Traj_1 Sim_33 TrajSim_1_33
#> 9 0.061212460+0.5301097i Traj_1 Sim_33 TrajSim_1_33
#> 10 0.111801770+0.4953760i Traj_1 Sim_33 TrajSim_1_33
#> 11 0.032740934+0.5536653i Traj_1 Sim_33 TrajSim_1_33
#> 12 0.091190667+0.5504490i Traj_1 Sim_33 TrajSim_1_33
#> 13 0.046270270+0.5647597i Traj_1 Sim_33 TrajSim_1_33
#> 14 -0.027274974+0.4549951i Traj_1 Sim_33 TrajSim_1_33
#> 15 0.026270056+0.6062569i Traj_1 Sim_33 TrajSim_1_33
#> 16 0.064234478+0.5875064i Traj_1 Sim_33 TrajSim_1_33
#> 17 -0.117629369+0.5398588i Traj_1 Sim_33 TrajSim_1_33
#> 18 0.011525680+0.4752710i Traj_1 Sim_33 TrajSim_1_33
#> 19 -0.027579133+0.5682495i Traj_1 Sim_33 TrajSim_1_33
#> 20 0.007954504+0.6329596i Traj_1 Sim_33 TrajSim_1_33
#> 21 0.181866693+0.5670547i Traj_1 Sim_33 TrajSim_1_33
#> 22 0.117731044+0.5480054i Traj_1 Sim_33 TrajSim_1_33
#> 23 0.086814198+0.4697915i Traj_1 Sim_33 TrajSim_1_33
#> 24 0.050256392+0.5469065i Traj_1 Sim_33 TrajSim_1_33
#> 25 0.029047526+0.4926125i Traj_1 Sim_33 TrajSim_1_33
#> 26 0.048135263+0.4817299i Traj_1 Sim_33 TrajSim_1_33
#> 27 0.042893250+0.6002620i Traj_1 Sim_33 TrajSim_1_33
#> 28 0.073089860+0.5145731i Traj_1 Sim_33 TrajSim_1_33
#> 29 0.026595983+0.4674603i Traj_1 Sim_33 TrajSim_1_33
#>
#> [[33]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4863958 2.142237 0.02 0.02 0.4863958+ 2.142237i
#> 3 0.5838972 2.699182 0.04 0.04 0.5838972+ 2.699182i
#> 4 0.6806965 3.437747 0.06 0.06 0.6806965+ 3.437747i
#> 5 0.6972448 4.142946 0.08 0.08 0.6972448+ 4.142946i
#> 6 0.7536759 4.814112 0.10 0.10 0.7536759+ 4.814112i
#> 7 0.5356443 5.371875 0.12 0.12 0.5356443+ 5.371875i
#> 8 0.5497776 6.085717 0.14 0.14 0.5497776+ 6.085717i
#> 9 0.5930199 6.710618 0.16 0.16 0.5930199+ 6.710618i
#> 10 0.6000227 7.440501 0.18 0.18 0.6000227+ 7.440501i
#> 11 0.6814770 7.924162 0.20 0.20 0.6814770+ 7.924162i
#> 12 0.6980963 8.560226 0.22 0.22 0.6980963+ 8.560226i
#> 13 0.7376300 9.179484 0.24 0.24 0.7376300+ 9.179484i
#> 14 0.7760831 9.691937 0.26 0.26 0.7760831+ 9.691937i
#> 15 0.8676174 10.333253 0.28 0.28 0.8676174+10.333253i
#> 16 1.0104363 10.970013 0.30 0.30 1.0104363+10.970013i
#> 17 1.0391857 11.609314 0.32 0.32 1.0391857+11.609314i
#> 18 1.1427902 12.273887 0.34 0.34 1.1427902+12.273887i
#> 19 0.9572050 12.881374 0.36 0.36 0.9572050+12.881374i
#> 20 1.1648727 13.458920 0.38 0.38 1.1648727+13.458920i
#> 21 1.2935742 14.040100 0.40 0.40 1.2935742+14.040100i
#> 22 1.3074940 14.630757 0.42 0.42 1.3074940+14.630757i
#> 23 1.4345315 15.065705 0.44 0.44 1.4345315+15.065705i
#> 24 1.5980040 15.625626 0.46 0.46 1.5980040+15.625626i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_33 TrajSim_2_33
#> 2 0.150395819+0.5822372i Traj_2 Sim_33 TrajSim_2_33
#> 3 0.097501347+0.5569449i Traj_2 Sim_33 TrajSim_2_33
#> 4 0.096799312+0.7385650i Traj_2 Sim_33 TrajSim_2_33
#> 5 0.016548358+0.7051988i Traj_2 Sim_33 TrajSim_2_33
#> 6 0.056431044+0.6711664i Traj_2 Sim_33 TrajSim_2_33
#> 7 -0.218031560+0.5577631i Traj_2 Sim_33 TrajSim_2_33
#> 8 0.014133255+0.7138419i Traj_2 Sim_33 TrajSim_2_33
#> 9 0.043242340+0.6249008i Traj_2 Sim_33 TrajSim_2_33
#> 10 0.007002789+0.7298825i Traj_2 Sim_33 TrajSim_2_33
#> 11 0.081454286+0.4836618i Traj_2 Sim_33 TrajSim_2_33
#> 12 0.016619305+0.6360632i Traj_2 Sim_33 TrajSim_2_33
#> 13 0.039533736+0.6192584i Traj_2 Sim_33 TrajSim_2_33
#> 14 0.038453087+0.5124532i Traj_2 Sim_33 TrajSim_2_33
#> 15 0.091534272+0.6413153i Traj_2 Sim_33 TrajSim_2_33
#> 16 0.142818871+0.6367608i Traj_2 Sim_33 TrajSim_2_33
#> 17 0.028749437+0.6393007i Traj_2 Sim_33 TrajSim_2_33
#> 18 0.103604500+0.6645732i Traj_2 Sim_33 TrajSim_2_33
#> 19 -0.185585171+0.6074865i Traj_2 Sim_33 TrajSim_2_33
#> 20 0.207667682+0.5775468i Traj_2 Sim_33 TrajSim_2_33
#> 21 0.128701464+0.5811799i Traj_2 Sim_33 TrajSim_2_33
#> 22 0.013919838+0.5906564i Traj_2 Sim_33 TrajSim_2_33
#> 23 0.127037488+0.4349486i Traj_2 Sim_33 TrajSim_2_33
#> 24 0.163472514+0.5599211i Traj_2 Sim_33 TrajSim_2_33
#>
#>
#> [[34]]
#> [[34]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7726310 1.441206 0.02 0.02 0.7726310+ 1.441206i
#> 3 0.7962069 2.017495 0.04 0.04 0.7962069+ 2.017495i
#> 4 0.8695151 2.585247 0.06 0.06 0.8695151+ 2.585247i
#> 5 0.8736274 3.213513 0.08 0.08 0.8736274+ 3.213513i
#> 6 1.0188110 3.776425 0.10 0.10 1.0188110+ 3.776425i
#> 7 1.0847181 4.331120 0.12 0.12 1.0847181+ 4.331120i
#> 8 1.2285468 4.787456 0.14 0.14 1.2285468+ 4.787456i
#> 9 1.2411629 5.320233 0.16 0.16 1.2411629+ 5.320233i
#> 10 1.1711592 5.843861 0.18 0.18 1.1711592+ 5.843861i
#> 11 1.2525682 6.355591 0.20 0.20 1.2525682+ 6.355591i
#> 12 1.2152655 6.915304 0.22 0.22 1.2152655+ 6.915304i
#> 13 1.3649858 7.474860 0.24 0.24 1.3649858+ 7.474860i
#> 14 1.2763190 8.016903 0.26 0.26 1.2763190+ 8.016903i
#> 15 1.3185148 8.434244 0.28 0.28 1.3185148+ 8.434244i
#> 16 1.4334257 8.995231 0.30 0.30 1.4334257+ 8.995231i
#> 17 1.5192532 9.426547 0.32 0.32 1.5192532+ 9.426547i
#> 18 1.4968503 9.990979 0.34 0.34 1.4968503+ 9.990979i
#> 19 1.3637644 10.510631 0.36 0.36 1.3637644+10.510631i
#> 20 1.4555493 10.997054 0.38 0.38 1.4555493+10.997054i
#> 21 1.5284493 11.484175 0.40 0.40 1.5284493+11.484175i
#> 22 1.6395184 12.024508 0.42 0.42 1.6395184+12.024508i
#> 23 1.6389770 12.562859 0.44 0.44 1.6389770+12.562859i
#> 24 1.8665800 13.069101 0.46 0.46 1.8665800+13.069101i
#> 25 1.9559189 13.533115 0.48 0.48 1.9559189+13.533115i
#> 26 2.0340967 14.076984 0.50 0.50 2.0340967+14.076984i
#> 27 1.9422653 14.471425 0.52 0.52 1.9422653+14.471425i
#> 28 2.0917828 15.049811 0.54 0.54 2.0917828+15.049811i
#> 29 2.2285899 15.634521 0.56 0.56 2.2285899+15.634521i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_34 TrajSim_1_34
#> 2 0.076631027+0.4952058i Traj_1 Sim_34 TrajSim_1_34
#> 3 0.023575826+0.5762891i Traj_1 Sim_34 TrajSim_1_34
#> 4 0.073308251+0.5677524i Traj_1 Sim_34 TrajSim_1_34
#> 5 0.004112279+0.6282654i Traj_1 Sim_34 TrajSim_1_34
#> 6 0.145183638+0.5629118i Traj_1 Sim_34 TrajSim_1_34
#> 7 0.065907045+0.5546952i Traj_1 Sim_34 TrajSim_1_34
#> 8 0.143828748+0.4563364i Traj_1 Sim_34 TrajSim_1_34
#> 9 0.012616081+0.5327770i Traj_1 Sim_34 TrajSim_1_34
#> 10 -0.070003728+0.5236277i Traj_1 Sim_34 TrajSim_1_34
#> 11 0.081409077+0.5117306i Traj_1 Sim_34 TrajSim_1_34
#> 12 -0.037302767+0.5597129i Traj_1 Sim_34 TrajSim_1_34
#> 13 0.149720318+0.5595558i Traj_1 Sim_34 TrajSim_1_34
#> 14 -0.088666760+0.5420428i Traj_1 Sim_34 TrajSim_1_34
#> 15 0.042195780+0.4173406i Traj_1 Sim_34 TrajSim_1_34
#> 16 0.114910868+0.5609876i Traj_1 Sim_34 TrajSim_1_34
#> 17 0.085827546+0.4313157i Traj_1 Sim_34 TrajSim_1_34
#> 18 -0.022402938+0.5644319i Traj_1 Sim_34 TrajSim_1_34
#> 19 -0.133085933+0.5196526i Traj_1 Sim_34 TrajSim_1_34
#> 20 0.091784939+0.4864228i Traj_1 Sim_34 TrajSim_1_34
#> 21 0.072900004+0.4871207i Traj_1 Sim_34 TrajSim_1_34
#> 22 0.111069107+0.5403328i Traj_1 Sim_34 TrajSim_1_34
#> 23 -0.000541450+0.5383510i Traj_1 Sim_34 TrajSim_1_34
#> 24 0.227602999+0.5062421i Traj_1 Sim_34 TrajSim_1_34
#> 25 0.089338990+0.4640137i Traj_1 Sim_34 TrajSim_1_34
#> 26 0.078177791+0.5438697i Traj_1 Sim_34 TrajSim_1_34
#> 27 -0.091831458+0.3944411i Traj_1 Sim_34 TrajSim_1_34
#> 28 0.149517518+0.5783858i Traj_1 Sim_34 TrajSim_1_34
#> 29 0.136807121+0.5847096i Traj_1 Sim_34 TrajSim_1_34
#>
#> [[34]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4554757 2.200455 0.02 0.02 0.4554757+ 2.200455i
#> 3 0.5091111 2.687245 0.04 0.04 0.5091111+ 2.687245i
#> 4 0.5435645 3.289357 0.06 0.06 0.5435645+ 3.289357i
#> 5 0.8134286 4.052550 0.08 0.08 0.8134286+ 4.052550i
#> 6 0.9671746 4.598116 0.10 0.10 0.9671746+ 4.598116i
#> 7 1.0638455 5.084810 0.12 0.12 1.0638455+ 5.084810i
#> 8 1.1514900 5.651854 0.14 0.14 1.1514900+ 5.651854i
#> 9 1.1506522 6.344973 0.16 0.16 1.1506522+ 6.344973i
#> 10 1.1579288 6.947402 0.18 0.18 1.1579288+ 6.947402i
#> 11 1.3090453 7.511057 0.20 0.20 1.3090453+ 7.511057i
#> 12 1.4274085 8.134834 0.22 0.22 1.4274085+ 8.134834i
#> 13 1.5301589 8.739527 0.24 0.24 1.5301589+ 8.739527i
#> 14 1.6710931 9.260826 0.26 0.26 1.6710931+ 9.260826i
#> 15 1.8619684 9.962886 0.28 0.28 1.8619684+ 9.962886i
#> 16 1.7731195 10.524781 0.30 0.30 1.7731195+10.524781i
#> 17 1.8981580 11.084293 0.32 0.32 1.8981580+11.084293i
#> 18 2.0850147 11.604814 0.34 0.34 2.0850147+11.604814i
#> 19 2.0749946 12.215431 0.36 0.36 2.0749946+12.215431i
#> 20 2.2063015 12.789714 0.38 0.38 2.2063015+12.789714i
#> 21 2.3825236 13.310952 0.40 0.40 2.3825236+13.310952i
#> 22 2.5701993 13.729756 0.42 0.42 2.5701993+13.729756i
#> 23 2.6363595 14.352407 0.44 0.44 2.6363595+14.352407i
#> 24 2.6569360 14.979700 0.46 0.46 2.6569360+14.979700i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_34 TrajSim_2_34
#> 2 0.119475694+0.6404550i Traj_2 Sim_34 TrajSim_2_34
#> 3 0.053635396+0.4867899i Traj_2 Sim_34 TrajSim_2_34
#> 4 0.034453388+0.6021122i Traj_2 Sim_34 TrajSim_2_34
#> 5 0.269864145+0.7631926i Traj_2 Sim_34 TrajSim_2_34
#> 6 0.153746021+0.5455661i Traj_2 Sim_34 TrajSim_2_34
#> 7 0.096670903+0.4866938i Traj_2 Sim_34 TrajSim_2_34
#> 8 0.087644424+0.5670444i Traj_2 Sim_34 TrajSim_2_34
#> 9 -0.000837738+0.6931194i Traj_2 Sim_34 TrajSim_2_34
#> 10 0.007276551+0.6024286i Traj_2 Sim_34 TrajSim_2_34
#> 11 0.151116523+0.5636548i Traj_2 Sim_34 TrajSim_2_34
#> 12 0.118363162+0.6237776i Traj_2 Sim_34 TrajSim_2_34
#> 13 0.102750412+0.6046921i Traj_2 Sim_34 TrajSim_2_34
#> 14 0.140934231+0.5212993i Traj_2 Sim_34 TrajSim_2_34
#> 15 0.190875276+0.7020602i Traj_2 Sim_34 TrajSim_2_34
#> 16 -0.088848858+0.5618951i Traj_2 Sim_34 TrajSim_2_34
#> 17 0.125038459+0.5595118i Traj_2 Sim_34 TrajSim_2_34
#> 18 0.186856730+0.5205212i Traj_2 Sim_34 TrajSim_2_34
#> 19 -0.010020075+0.6106166i Traj_2 Sim_34 TrajSim_2_34
#> 20 0.131306902+0.5742837i Traj_2 Sim_34 TrajSim_2_34
#> 21 0.176222086+0.5212376i Traj_2 Sim_34 TrajSim_2_34
#> 22 0.187675702+0.4188042i Traj_2 Sim_34 TrajSim_2_34
#> 23 0.066160136+0.6226509i Traj_2 Sim_34 TrajSim_2_34
#> 24 0.020576568+0.6272929i Traj_2 Sim_34 TrajSim_2_34
#>
#>
#> [[35]]
#> [[35]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7282424 1.364967 0.02 0.02 0.7282424+ 1.364967i
#> 3 0.8555124 1.877419 0.04 0.04 0.8555124+ 1.877419i
#> 4 0.8952833 2.254033 0.06 0.06 0.8952833+ 2.254033i
#> 5 0.8387426 2.804723 0.08 0.08 0.8387426+ 2.804723i
#> 6 0.9042868 3.377636 0.10 0.10 0.9042868+ 3.377636i
#> 7 1.0930068 3.839883 0.12 0.12 1.0930068+ 3.839883i
#> 8 1.1716234 4.360699 0.14 0.14 1.1716234+ 4.360699i
#> 9 1.2842132 4.967059 0.16 0.16 1.2842132+ 4.967059i
#> 10 1.4332249 5.474467 0.18 0.18 1.4332249+ 5.474467i
#> 11 1.5253731 5.988542 0.20 0.20 1.5253731+ 5.988542i
#> 12 1.6112975 6.555680 0.22 0.22 1.6112975+ 6.555680i
#> 13 1.6371584 7.064525 0.24 0.24 1.6371584+ 7.064525i
#> 14 1.6482198 7.582730 0.26 0.26 1.6482198+ 7.582730i
#> 15 1.6098336 8.144363 0.28 0.28 1.6098336+ 8.144363i
#> 16 1.8522392 8.605577 0.30 0.30 1.8522392+ 8.605577i
#> 17 1.9750739 9.161917 0.32 0.32 1.9750739+ 9.161917i
#> 18 2.0715713 9.632827 0.34 0.34 2.0715713+ 9.632827i
#> 19 2.0681741 10.218516 0.36 0.36 2.0681741+10.218516i
#> 20 2.0758885 10.718746 0.38 0.38 2.0758885+10.718746i
#> 21 2.1643315 11.270640 0.40 0.40 2.1643315+11.270640i
#> 22 2.2615744 11.788131 0.42 0.42 2.2615744+11.788131i
#> 23 2.4110754 12.373182 0.44 0.44 2.4110754+12.373182i
#> 24 2.5451677 12.914641 0.46 0.46 2.5451677+12.914641i
#> 25 2.5494897 13.447430 0.48 0.48 2.5494897+13.447430i
#> 26 2.5921118 13.991865 0.50 0.50 2.5921118+13.991865i
#> 27 2.6396255 14.504097 0.52 0.52 2.6396255+14.504097i
#> 28 2.7988035 14.989674 0.54 0.54 2.7988035+14.989674i
#> 29 2.8563865 15.514404 0.56 0.56 2.8563865+15.514404i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_35 TrajSim_1_35
#> 2 0.032242411+0.4189671i Traj_1 Sim_35 TrajSim_1_35
#> 3 0.127270002+0.5124516i Traj_1 Sim_35 TrajSim_1_35
#> 4 0.039770928+0.3766148i Traj_1 Sim_35 TrajSim_1_35
#> 5 -0.056540789+0.5506899i Traj_1 Sim_35 TrajSim_1_35
#> 6 0.065544248+0.5729128i Traj_1 Sim_35 TrajSim_1_35
#> 7 0.188720033+0.4622464i Traj_1 Sim_35 TrajSim_1_35
#> 8 0.078616561+0.5208169i Traj_1 Sim_35 TrajSim_1_35
#> 9 0.112589794+0.6063595i Traj_1 Sim_35 TrajSim_1_35
#> 10 0.149011756+0.5074082i Traj_1 Sim_35 TrajSim_1_35
#> 11 0.092148159+0.5140753i Traj_1 Sim_35 TrajSim_1_35
#> 12 0.085924415+0.5671373i Traj_1 Sim_35 TrajSim_1_35
#> 13 0.025860868+0.5088453i Traj_1 Sim_35 TrajSim_1_35
#> 14 0.011061396+0.5182047i Traj_1 Sim_35 TrajSim_1_35
#> 15 -0.038386137+0.5616333i Traj_1 Sim_35 TrajSim_1_35
#> 16 0.242405539+0.4612136i Traj_1 Sim_35 TrajSim_1_35
#> 17 0.122834757+0.5563406i Traj_1 Sim_35 TrajSim_1_35
#> 18 0.096497312+0.4709101i Traj_1 Sim_35 TrajSim_1_35
#> 19 -0.003397111+0.5856891i Traj_1 Sim_35 TrajSim_1_35
#> 20 0.007714394+0.5002300i Traj_1 Sim_35 TrajSim_1_35
#> 21 0.088442916+0.5518935i Traj_1 Sim_35 TrajSim_1_35
#> 22 0.097242966+0.5174913i Traj_1 Sim_35 TrajSim_1_35
#> 23 0.149501000+0.5850510i Traj_1 Sim_35 TrajSim_1_35
#> 24 0.134092272+0.5414590i Traj_1 Sim_35 TrajSim_1_35
#> 25 0.004322033+0.5327889i Traj_1 Sim_35 TrajSim_1_35
#> 26 0.042622089+0.5444346i Traj_1 Sim_35 TrajSim_1_35
#> 27 0.047513664+0.5122319i Traj_1 Sim_35 TrajSim_1_35
#> 28 0.159178034+0.4855777i Traj_1 Sim_35 TrajSim_1_35
#> 29 0.057583041+0.5247295i Traj_1 Sim_35 TrajSim_1_35
#>
#> [[35]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5287688 2.165457 0.02 0.02 0.5287688+ 2.165457i
#> 3 0.5411374 2.782931 0.04 0.04 0.5411374+ 2.782931i
#> 4 0.5139882 3.208807 0.06 0.06 0.5139882+ 3.208807i
#> 5 0.6956399 3.809273 0.08 0.08 0.6956399+ 3.809273i
#> 6 0.8134758 4.380966 0.10 0.10 0.8134758+ 4.380966i
#> 7 0.9530546 4.849835 0.12 0.12 0.9530546+ 4.849835i
#> 8 1.0769107 5.306471 0.14 0.14 1.0769107+ 5.306471i
#> 9 1.1912562 5.919167 0.16 0.16 1.1912562+ 5.919167i
#> 10 1.2367573 6.511765 0.18 0.18 1.2367573+ 6.511765i
#> 11 1.3013181 7.167859 0.20 0.20 1.3013181+ 7.167859i
#> 12 1.2673097 7.798088 0.22 0.22 1.2673097+ 7.798088i
#> 13 1.3566826 8.373287 0.24 0.24 1.3566826+ 8.373287i
#> 14 1.3834395 9.005812 0.26 0.26 1.3834395+ 9.005812i
#> 15 1.6274342 9.623426 0.28 0.28 1.6274342+ 9.623426i
#> 16 1.7357598 10.191631 0.30 0.30 1.7357598+10.191631i
#> 17 1.7451601 10.637079 0.32 0.32 1.7451601+10.637079i
#> 18 1.7451204 11.296294 0.34 0.34 1.7451204+11.296294i
#> 19 1.9011332 11.829376 0.36 0.36 1.9011332+11.829376i
#> 20 2.0137254 12.511026 0.38 0.38 2.0137254+12.511026i
#> 21 2.0903403 13.120739 0.40 0.40 2.0903403+13.120739i
#> 22 2.0415042 13.690870 0.42 0.42 2.0415042+13.690870i
#> 23 2.1023466 14.434218 0.44 0.44 2.1023466+14.434218i
#> 24 2.2012167 14.952656 0.46 0.46 2.2012167+14.952656i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_2 Sim_35 TrajSim_2_35
#> 2 1.927688e-01+0.6054569i Traj_2 Sim_35 TrajSim_2_35
#> 3 1.236858e-02+0.6174744i Traj_2 Sim_35 TrajSim_2_35
#> 4 -2.714917e-02+0.4258758i Traj_2 Sim_35 TrajSim_2_35
#> 5 1.816517e-01+0.6004660i Traj_2 Sim_35 TrajSim_2_35
#> 6 1.178359e-01+0.5716934i Traj_2 Sim_35 TrajSim_2_35
#> 7 1.395788e-01+0.4688688i Traj_2 Sim_35 TrajSim_2_35
#> 8 1.238561e-01+0.4566358i Traj_2 Sim_35 TrajSim_2_35
#> 9 1.143455e-01+0.6126956i Traj_2 Sim_35 TrajSim_2_35
#> 10 4.550108e-02+0.5925986i Traj_2 Sim_35 TrajSim_2_35
#> 11 6.456084e-02+0.6560942i Traj_2 Sim_35 TrajSim_2_35
#> 12 -3.400836e-02+0.6302290i Traj_2 Sim_35 TrajSim_2_35
#> 13 8.937286e-02+0.5751987i Traj_2 Sim_35 TrajSim_2_35
#> 14 2.675686e-02+0.6325249i Traj_2 Sim_35 TrajSim_2_35
#> 15 2.439948e-01+0.6176137i Traj_2 Sim_35 TrajSim_2_35
#> 16 1.083255e-01+0.5682049i Traj_2 Sim_35 TrajSim_2_35
#> 17 9.400327e-03+0.4454488i Traj_2 Sim_35 TrajSim_2_35
#> 18 -3.967185e-05+0.6592142i Traj_2 Sim_35 TrajSim_2_35
#> 19 1.560128e-01+0.5330828i Traj_2 Sim_35 TrajSim_2_35
#> 20 1.125921e-01+0.6816499i Traj_2 Sim_35 TrajSim_2_35
#> 21 7.661492e-02+0.6097131i Traj_2 Sim_35 TrajSim_2_35
#> 22 -4.883608e-02+0.5701303i Traj_2 Sim_35 TrajSim_2_35
#> 23 6.084243e-02+0.7433480i Traj_2 Sim_35 TrajSim_2_35
#> 24 9.887011e-02+0.5184383i Traj_2 Sim_35 TrajSim_2_35
#>
#>
#> [[36]]
#> [[36]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7357142 1.440396 0.02 0.02 0.7357142+ 1.440396i
#> 3 0.7379069 1.954436 0.04 0.04 0.7379069+ 1.954436i
#> 4 0.6880195 2.410731 0.06 0.06 0.6880195+ 2.410731i
#> 5 0.7795910 2.932277 0.08 0.08 0.7795910+ 2.932277i
#> 6 0.8601481 3.465639 0.10 0.10 0.8601481+ 3.465639i
#> 7 0.9092884 4.023168 0.12 0.12 0.9092884+ 4.023168i
#> 8 0.9498780 4.577986 0.14 0.14 0.9498780+ 4.577986i
#> 9 1.1540781 5.057808 0.16 0.16 1.1540781+ 5.057808i
#> 10 1.1100552 5.673836 0.18 0.18 1.1100552+ 5.673836i
#> 11 1.1041826 6.238955 0.20 0.20 1.1041826+ 6.238955i
#> 12 1.2636554 6.768672 0.22 0.22 1.2636554+ 6.768672i
#> 13 1.3059033 7.311762 0.24 0.24 1.3059033+ 7.311762i
#> 14 1.3219274 7.869953 0.26 0.26 1.3219274+ 7.869953i
#> 15 1.3766494 8.358397 0.28 0.28 1.3766494+ 8.358397i
#> 16 1.2436369 8.913221 0.30 0.30 1.2436369+ 8.913221i
#> 17 1.3144251 9.493960 0.32 0.32 1.3144251+ 9.493960i
#> 18 1.3603555 10.048511 0.34 0.34 1.3603555+10.048511i
#> 19 1.6454312 10.561663 0.36 0.36 1.6454312+10.561663i
#> 20 1.6678743 11.087415 0.38 0.38 1.6678743+11.087415i
#> 21 1.7596266 11.594075 0.40 0.40 1.7596266+11.594075i
#> 22 1.8891522 12.121588 0.42 0.42 1.8891522+12.121588i
#> 23 1.8760032 12.618062 0.44 0.44 1.8760032+12.618062i
#> 24 1.9544963 13.158918 0.46 0.46 1.9544963+13.158918i
#> 25 1.9699519 13.674269 0.48 0.48 1.9699519+13.674269i
#> 26 2.0843752 14.240770 0.50 0.50 2.0843752+14.240770i
#> 27 2.1228597 14.757965 0.52 0.52 2.1228597+14.757965i
#> 28 2.1449906 15.246512 0.54 0.54 2.1449906+15.246512i
#> 29 2.2032566 15.837604 0.56 0.56 2.2032566+15.837604i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_36 TrajSim_1_36
#> 2 0.039714159+0.4943958i Traj_1 Sim_36 TrajSim_1_36
#> 3 0.002192752+0.5140401i Traj_1 Sim_36 TrajSim_1_36
#> 4 -0.049887439+0.4562949i Traj_1 Sim_36 TrajSim_1_36
#> 5 0.091571543+0.5215463i Traj_1 Sim_36 TrajSim_1_36
#> 6 0.080557081+0.5333613i Traj_1 Sim_36 TrajSim_1_36
#> 7 0.049140310+0.5575298i Traj_1 Sim_36 TrajSim_1_36
#> 8 0.040589582+0.5548178i Traj_1 Sim_36 TrajSim_1_36
#> 9 0.204200089+0.4798219i Traj_1 Sim_36 TrajSim_1_36
#> 10 -0.044022877+0.6160285i Traj_1 Sim_36 TrajSim_1_36
#> 11 -0.005872626+0.5651182i Traj_1 Sim_36 TrajSim_1_36
#> 12 0.159472797+0.5297169i Traj_1 Sim_36 TrajSim_1_36
#> 13 0.042247931+0.5430908i Traj_1 Sim_36 TrajSim_1_36
#> 14 0.016024095+0.5581907i Traj_1 Sim_36 TrajSim_1_36
#> 15 0.054721971+0.4884441i Traj_1 Sim_36 TrajSim_1_36
#> 16 -0.133012479+0.5548234i Traj_1 Sim_36 TrajSim_1_36
#> 17 0.070788216+0.5807397i Traj_1 Sim_36 TrajSim_1_36
#> 18 0.045930403+0.5545504i Traj_1 Sim_36 TrajSim_1_36
#> 19 0.285075675+0.5131519i Traj_1 Sim_36 TrajSim_1_36
#> 20 0.022443081+0.5257524i Traj_1 Sim_36 TrajSim_1_36
#> 21 0.091752356+0.5066599i Traj_1 Sim_36 TrajSim_1_36
#> 22 0.129525551+0.5275132i Traj_1 Sim_36 TrajSim_1_36
#> 23 -0.013149010+0.4964738i Traj_1 Sim_36 TrajSim_1_36
#> 24 0.078493108+0.5408560i Traj_1 Sim_36 TrajSim_1_36
#> 25 0.015455612+0.5153511i Traj_1 Sim_36 TrajSim_1_36
#> 26 0.114423281+0.5665009i Traj_1 Sim_36 TrajSim_1_36
#> 27 0.038484583+0.5171950i Traj_1 Sim_36 TrajSim_1_36
#> 28 0.022130876+0.4885472i Traj_1 Sim_36 TrajSim_1_36
#> 29 0.058266006+0.5910917i Traj_1 Sim_36 TrajSim_1_36
#>
#> [[36]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4885031 2.201690 0.02 0.02 0.4885031+ 2.201690i
#> 3 0.6177757 2.628974 0.04 0.04 0.6177757+ 2.628974i
#> 4 0.7797579 3.211945 0.06 0.06 0.7797579+ 3.211945i
#> 5 0.9393556 3.805360 0.08 0.08 0.9393556+ 3.805360i
#> 6 1.0765783 4.425461 0.10 0.10 1.0765783+ 4.425461i
#> 7 1.0984557 5.101767 0.12 0.12 1.0984557+ 5.101767i
#> 8 0.9808448 5.728864 0.14 0.14 0.9808448+ 5.728864i
#> 9 1.0790325 6.194170 0.16 0.16 1.0790325+ 6.194170i
#> 10 1.1864317 6.839267 0.18 0.18 1.1864317+ 6.839267i
#> 11 1.3172045 7.371073 0.20 0.20 1.3172045+ 7.371073i
#> 12 1.2244631 7.956672 0.22 0.22 1.2244631+ 7.956672i
#> 13 1.2686800 8.635608 0.24 0.24 1.2686800+ 8.635608i
#> 14 1.2756493 9.209909 0.26 0.26 1.2756493+ 9.209909i
#> 15 1.3677124 9.824414 0.28 0.28 1.3677124+ 9.824414i
#> 16 1.4870086 10.526101 0.30 0.30 1.4870086+10.526101i
#> 17 1.5937474 11.072598 0.32 0.32 1.5937474+11.072598i
#> 18 1.6428383 11.571374 0.34 0.34 1.6428383+11.571374i
#> 19 1.8095580 12.156571 0.36 0.36 1.8095580+12.156571i
#> 20 1.8921981 12.745978 0.38 0.38 1.8921981+12.745978i
#> 21 1.8538222 13.238996 0.40 0.40 1.8538222+13.238996i
#> 22 1.9854145 14.018826 0.42 0.42 1.9854145+14.018826i
#> 23 1.9964251 14.580604 0.44 0.44 1.9964251+14.580604i
#> 24 2.1798801 15.065507 0.46 0.46 2.1798801+15.065507i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_36 TrajSim_2_36
#> 2 0.152503090+0.6416898i Traj_2 Sim_36 TrajSim_2_36
#> 3 0.129272587+0.4272847i Traj_2 Sim_36 TrajSim_2_36
#> 4 0.161982181+0.5829705i Traj_2 Sim_36 TrajSim_2_36
#> 5 0.159597699+0.5934150i Traj_2 Sim_36 TrajSim_2_36
#> 6 0.137222746+0.6201011i Traj_2 Sim_36 TrajSim_2_36
#> 7 0.021877392+0.6763063i Traj_2 Sim_36 TrajSim_2_36
#> 8 -0.117610922+0.6270964i Traj_2 Sim_36 TrajSim_2_36
#> 9 0.098187770+0.4653059i Traj_2 Sim_36 TrajSim_2_36
#> 10 0.107399147+0.6450969i Traj_2 Sim_36 TrajSim_2_36
#> 11 0.130772830+0.5318059i Traj_2 Sim_36 TrajSim_2_36
#> 12 -0.092741417+0.5855995i Traj_2 Sim_36 TrajSim_2_36
#> 13 0.044216925+0.6789362i Traj_2 Sim_36 TrajSim_2_36
#> 14 0.006969261+0.5743012i Traj_2 Sim_36 TrajSim_2_36
#> 15 0.092063095+0.6145050i Traj_2 Sim_36 TrajSim_2_36
#> 16 0.119296184+0.7016862i Traj_2 Sim_36 TrajSim_2_36
#> 17 0.106738849+0.5464971i Traj_2 Sim_36 TrajSim_2_36
#> 18 0.049090904+0.4987765i Traj_2 Sim_36 TrajSim_2_36
#> 19 0.166719632+0.5851966i Traj_2 Sim_36 TrajSim_2_36
#> 20 0.082640114+0.5894072i Traj_2 Sim_36 TrajSim_2_36
#> 21 -0.038375891+0.4930185i Traj_2 Sim_36 TrajSim_2_36
#> 22 0.131592368+0.7798300i Traj_2 Sim_36 TrajSim_2_36
#> 23 0.011010509+0.5617778i Traj_2 Sim_36 TrajSim_2_36
#> 24 0.183455086+0.4849027i Traj_2 Sim_36 TrajSim_2_36
#>
#>
#> [[37]]
#> [[37]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7270871 1.449437 0.02 0.02 0.7270871+ 1.449437i
#> 3 0.7000164 2.029817 0.04 0.04 0.7000164+ 2.029817i
#> 4 0.8215694 2.518954 0.06 0.06 0.8215694+ 2.518954i
#> 5 0.8511425 3.026390 0.08 0.08 0.8511425+ 3.026390i
#> 6 0.9288211 3.615398 0.10 0.10 0.9288211+ 3.615398i
#> 7 0.9015800 4.128876 0.12 0.12 0.9015800+ 4.128876i
#> 8 0.8688877 4.627574 0.14 0.14 0.8688877+ 4.627574i
#> 9 0.7819304 5.147716 0.16 0.16 0.7819304+ 5.147716i
#> 10 0.7626549 5.635502 0.18 0.18 0.7626549+ 5.635502i
#> 11 0.7368889 6.262041 0.20 0.20 0.7368889+ 6.262041i
#> 12 0.8105223 6.796070 0.22 0.22 0.8105223+ 6.796070i
#> 13 0.8228614 7.360104 0.24 0.24 0.8228614+ 7.360104i
#> 14 0.9191163 7.882342 0.26 0.26 0.9191163+ 7.882342i
#> 15 0.8798339 8.548599 0.28 0.28 0.8798339+ 8.548599i
#> 16 0.8870533 9.104667 0.30 0.30 0.8870533+ 9.104667i
#> 17 0.9751630 9.575121 0.32 0.32 0.9751630+ 9.575121i
#> 18 1.0331802 10.013782 0.34 0.34 1.0331802+10.013782i
#> 19 1.0149066 10.514816 0.36 0.36 1.0149066+10.514816i
#> 20 1.1222138 10.986721 0.38 0.38 1.1222138+10.986721i
#> 21 1.2043265 11.511421 0.40 0.40 1.2043265+11.511421i
#> 22 1.1804615 12.103679 0.42 0.42 1.1804615+12.103679i
#> 23 1.0913830 12.705417 0.44 0.44 1.0913830+12.705417i
#> 24 1.1155149 13.252874 0.46 0.46 1.1155149+13.252874i
#> 25 1.1101155 13.806265 0.48 0.48 1.1101155+13.806265i
#> 26 1.1164184 14.300364 0.50 0.50 1.1164184+14.300364i
#> 27 1.1244736 14.877221 0.52 0.52 1.1244736+14.877221i
#> 28 1.1813419 15.397926 0.54 0.54 1.1813419+15.397926i
#> 29 1.2312374 15.951769 0.56 0.56 1.2312374+15.951769i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_37 TrajSim_1_37
#> 2 0.031087108+0.5034367i Traj_1 Sim_37 TrajSim_1_37
#> 3 -0.027070663+0.5803805i Traj_1 Sim_37 TrajSim_1_37
#> 4 0.121552969+0.4891365i Traj_1 Sim_37 TrajSim_1_37
#> 5 0.029573101+0.5074369i Traj_1 Sim_37 TrajSim_1_37
#> 6 0.077678539+0.5890073i Traj_1 Sim_37 TrajSim_1_37
#> 7 -0.027241062+0.5134785i Traj_1 Sim_37 TrajSim_1_37
#> 8 -0.032692303+0.4986972i Traj_1 Sim_37 TrajSim_1_37
#> 9 -0.086957250+0.5201428i Traj_1 Sim_37 TrajSim_1_37
#> 10 -0.019275519+0.4877856i Traj_1 Sim_37 TrajSim_1_37
#> 11 -0.025766067+0.6265394i Traj_1 Sim_37 TrajSim_1_37
#> 12 0.073633441+0.5340284i Traj_1 Sim_37 TrajSim_1_37
#> 13 0.012339073+0.5640342i Traj_1 Sim_37 TrajSim_1_37
#> 14 0.096254977+0.5222379i Traj_1 Sim_37 TrajSim_1_37
#> 15 -0.039282398+0.6662573i Traj_1 Sim_37 TrajSim_1_37
#> 16 0.007219363+0.5560677i Traj_1 Sim_37 TrajSim_1_37
#> 17 0.088109656+0.4704537i Traj_1 Sim_37 TrajSim_1_37
#> 18 0.058017196+0.4386612i Traj_1 Sim_37 TrajSim_1_37
#> 19 -0.018273559+0.5010338i Traj_1 Sim_37 TrajSim_1_37
#> 20 0.107307217+0.4719054i Traj_1 Sim_37 TrajSim_1_37
#> 21 0.082112681+0.5247003i Traj_1 Sim_37 TrajSim_1_37
#> 22 -0.023864960+0.5922574i Traj_1 Sim_37 TrajSim_1_37
#> 23 -0.089078540+0.6017385i Traj_1 Sim_37 TrajSim_1_37
#> 24 0.024131944+0.5474571i Traj_1 Sim_37 TrajSim_1_37
#> 25 -0.005399401+0.5533905i Traj_1 Sim_37 TrajSim_1_37
#> 26 0.006302896+0.4940996i Traj_1 Sim_37 TrajSim_1_37
#> 27 0.008055165+0.5768566i Traj_1 Sim_37 TrajSim_1_37
#> 28 0.056868272+0.5207049i Traj_1 Sim_37 TrajSim_1_37
#> 29 0.049895553+0.5538436i Traj_1 Sim_37 TrajSim_1_37
#>
#> [[37]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4673759 2.208942 0.02 0.02 0.4673759+ 2.208942i
#> 3 0.6834711 2.699567 0.04 0.04 0.6834711+ 2.699567i
#> 4 0.7211041 3.220264 0.06 0.06 0.7211041+ 3.220264i
#> 5 0.8557174 3.815524 0.08 0.08 0.8557174+ 3.815524i
#> 6 1.0008885 4.510484 0.10 0.10 1.0008885+ 4.510484i
#> 7 1.0692102 5.125265 0.12 0.12 1.0692102+ 5.125265i
#> 8 1.0498228 5.585840 0.14 0.14 1.0498228+ 5.585840i
#> 9 1.0728653 6.281966 0.16 0.16 1.0728653+ 6.281966i
#> 10 1.2115722 6.928219 0.18 0.18 1.2115722+ 6.928219i
#> 11 1.3412143 7.574454 0.20 0.20 1.3412143+ 7.574454i
#> 12 1.3430690 8.181051 0.22 0.22 1.3430690+ 8.181051i
#> 13 1.4169232 8.739437 0.24 0.24 1.4169232+ 8.739437i
#> 14 1.2860007 9.414594 0.26 0.26 1.2860007+ 9.414594i
#> 15 1.2431146 10.056548 0.28 0.28 1.2431146+10.056548i
#> 16 1.3608721 10.625580 0.30 0.30 1.3608721+10.625580i
#> 17 1.5385250 11.159981 0.32 0.32 1.5385250+11.159981i
#> 18 1.7086620 11.715674 0.34 0.34 1.7086620+11.715674i
#> 19 1.7085482 12.255448 0.36 0.36 1.7085482+12.255448i
#> 20 1.6058505 12.929452 0.38 0.38 1.6058505+12.929452i
#> 21 1.9270166 13.502467 0.40 0.40 1.9270166+13.502467i
#> 22 1.9870622 13.969904 0.42 0.42 1.9870622+13.969904i
#> 23 2.0396231 14.514294 0.44 0.44 2.0396231+14.514294i
#> 24 2.1141742 15.140896 0.46 0.46 2.1141742+15.140896i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_37 TrajSim_2_37
#> 2 0.1313759086+0.6489420i Traj_2 Sim_37 TrajSim_2_37
#> 3 0.2160952403+0.4906252i Traj_2 Sim_37 TrajSim_2_37
#> 4 0.0376329116+0.5206964i Traj_2 Sim_37 TrajSim_2_37
#> 5 0.1346133638+0.5952605i Traj_2 Sim_37 TrajSim_2_37
#> 6 0.1451710974+0.6949604i Traj_2 Sim_37 TrajSim_2_37
#> 7 0.0683216874+0.6147809i Traj_2 Sim_37 TrajSim_2_37
#> 8 -0.0193874015+0.4605742i Traj_2 Sim_37 TrajSim_2_37
#> 9 0.0230424951+0.6961262i Traj_2 Sim_37 TrajSim_2_37
#> 10 0.1387068734+0.6462536i Traj_2 Sim_37 TrajSim_2_37
#> 11 0.1296421041+0.6462342i Traj_2 Sim_37 TrajSim_2_37
#> 12 0.0018547113+0.6065970i Traj_2 Sim_37 TrajSim_2_37
#> 13 0.0738542352+0.5583863i Traj_2 Sim_37 TrajSim_2_37
#> 14 -0.1309225098+0.6751573i Traj_2 Sim_37 TrajSim_2_37
#> 15 -0.0428861142+0.6419539i Traj_2 Sim_37 TrajSim_2_37
#> 16 0.1177575210+0.5690320i Traj_2 Sim_37 TrajSim_2_37
#> 17 0.1776528383+0.5344015i Traj_2 Sim_37 TrajSim_2_37
#> 18 0.1701370108+0.5556923i Traj_2 Sim_37 TrajSim_2_37
#> 19 -0.0001137821+0.5397742i Traj_2 Sim_37 TrajSim_2_37
#> 20 -0.1026976832+0.6740037i Traj_2 Sim_37 TrajSim_2_37
#> 21 0.3211661251+0.5730157i Traj_2 Sim_37 TrajSim_2_37
#> 22 0.0600455677+0.4674364i Traj_2 Sim_37 TrajSim_2_37
#> 23 0.0525609257+0.5443903i Traj_2 Sim_37 TrajSim_2_37
#> 24 0.0745511085+0.6266020i Traj_2 Sim_37 TrajSim_2_37
#>
#>
#> [[38]]
#> [[38]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5375946 1.463937 0.02 0.02 0.5375946+ 1.463937i
#> 3 0.6806731 2.065277 0.04 0.04 0.6806731+ 2.065277i
#> 4 0.6040594 2.559393 0.06 0.06 0.6040594+ 2.559393i
#> 5 0.7195487 3.129528 0.08 0.08 0.7195487+ 3.129528i
#> 6 0.7239285 3.600831 0.10 0.10 0.7239285+ 3.600831i
#> 7 0.7994509 4.160268 0.12 0.12 0.7994509+ 4.160268i
#> 8 0.8776085 4.675403 0.14 0.14 0.8776085+ 4.675403i
#> 9 0.7933282 5.245515 0.16 0.16 0.7933282+ 5.245515i
#> 10 0.8335127 5.723583 0.18 0.18 0.8335127+ 5.723583i
#> 11 0.9192292 6.308031 0.20 0.20 0.9192292+ 6.308031i
#> 12 1.0811292 6.810140 0.22 0.22 1.0811292+ 6.810140i
#> 13 1.2036497 7.337386 0.24 0.24 1.2036497+ 7.337386i
#> 14 1.1792983 7.792361 0.26 0.26 1.1792983+ 7.792361i
#> 15 1.3247230 8.178303 0.28 0.28 1.3247230+ 8.178303i
#> 16 1.4537250 8.731232 0.30 0.30 1.4537250+ 8.731232i
#> 17 1.4088269 9.245981 0.32 0.32 1.4088269+ 9.245981i
#> 18 1.4416379 9.764961 0.34 0.34 1.4416379+ 9.764961i
#> 19 1.4762192 10.264224 0.36 0.36 1.4762192+10.264224i
#> 20 1.5996645 10.714365 0.38 0.38 1.5996645+10.714365i
#> 21 1.6506617 11.237838 0.40 0.40 1.6506617+11.237838i
#> 22 1.7357494 11.645689 0.42 0.42 1.7357494+11.645689i
#> 23 1.6886834 12.210420 0.44 0.44 1.6886834+12.210420i
#> 24 1.7252535 12.747967 0.46 0.46 1.7252535+12.747967i
#> 25 1.8908831 13.357024 0.48 0.48 1.8908831+13.357024i
#> 26 1.9163978 13.966547 0.50 0.50 1.9163978+13.966547i
#> 27 1.8953035 14.589588 0.52 0.52 1.8953035+14.589588i
#> 28 1.9532248 15.077951 0.54 0.54 1.9532248+15.077951i
#> 29 2.0100740 15.615512 0.56 0.56 2.0100740+15.615512i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_38 TrajSim_1_38
#> 2 -0.15840540+0.5179370i Traj_1 Sim_38 TrajSim_1_38
#> 3 0.14307852+0.6013399i Traj_1 Sim_38 TrajSim_1_38
#> 4 -0.07661373+0.4941162i Traj_1 Sim_38 TrajSim_1_38
#> 5 0.11548931+0.5701349i Traj_1 Sim_38 TrajSim_1_38
#> 6 0.00437977+0.4713025i Traj_1 Sim_38 TrajSim_1_38
#> 7 0.07552245+0.5594373i Traj_1 Sim_38 TrajSim_1_38
#> 8 0.07815759+0.5151353i Traj_1 Sim_38 TrajSim_1_38
#> 9 -0.08428036+0.5701119i Traj_1 Sim_38 TrajSim_1_38
#> 10 0.04018454+0.4780682i Traj_1 Sim_38 TrajSim_1_38
#> 11 0.08571652+0.5844483i Traj_1 Sim_38 TrajSim_1_38
#> 12 0.16189998+0.5021082i Traj_1 Sim_38 TrajSim_1_38
#> 13 0.12252049+0.5272465i Traj_1 Sim_38 TrajSim_1_38
#> 14 -0.02435138+0.4549750i Traj_1 Sim_38 TrajSim_1_38
#> 15 0.14542469+0.3859422i Traj_1 Sim_38 TrajSim_1_38
#> 16 0.12900196+0.5529290i Traj_1 Sim_38 TrajSim_1_38
#> 17 -0.04489802+0.5147484i Traj_1 Sim_38 TrajSim_1_38
#> 18 0.03281097+0.5189806i Traj_1 Sim_38 TrajSim_1_38
#> 19 0.03458129+0.4992625i Traj_1 Sim_38 TrajSim_1_38
#> 20 0.12344533+0.4501416i Traj_1 Sim_38 TrajSim_1_38
#> 21 0.05099717+0.5234724i Traj_1 Sim_38 TrajSim_1_38
#> 22 0.08508767+0.4078517i Traj_1 Sim_38 TrajSim_1_38
#> 23 -0.04706592+0.5647303i Traj_1 Sim_38 TrajSim_1_38
#> 24 0.03657003+0.5375474i Traj_1 Sim_38 TrajSim_1_38
#> 25 0.16562964+0.6090567i Traj_1 Sim_38 TrajSim_1_38
#> 26 0.02551468+0.6095233i Traj_1 Sim_38 TrajSim_1_38
#> 27 -0.02109432+0.6230409i Traj_1 Sim_38 TrajSim_1_38
#> 28 0.05792138+0.4883634i Traj_1 Sim_38 TrajSim_1_38
#> 29 0.05684917+0.5375603i Traj_1 Sim_38 TrajSim_1_38
#>
#> [[38]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3344207 2.184421 0.02 0.02 0.3344207+ 2.184421i
#> 3 0.3730445 2.839741 0.04 0.04 0.3730445+ 2.839741i
#> 4 0.4920054 3.495954 0.06 0.06 0.4920054+ 3.495954i
#> 5 0.5145862 3.842693 0.08 0.08 0.5145862+ 3.842693i
#> 6 0.5190902 4.524892 0.10 0.10 0.5190902+ 4.524892i
#> 7 0.6266903 5.245767 0.12 0.12 0.6266903+ 5.245767i
#> 8 0.7016861 5.844248 0.14 0.14 0.7016861+ 5.844248i
#> 9 0.7054601 6.562249 0.16 0.16 0.7054601+ 6.562249i
#> 10 0.7306241 7.265009 0.18 0.18 0.7306241+ 7.265009i
#> 11 0.7894845 7.799235 0.20 0.20 0.7894845+ 7.799235i
#> 12 0.9810255 8.363978 0.22 0.22 0.9810255+ 8.363978i
#> 13 1.0231518 9.048553 0.24 0.24 1.0231518+ 9.048553i
#> 14 0.9926595 9.636970 0.26 0.26 0.9926595+ 9.636970i
#> 15 1.2449042 10.250592 0.28 0.28 1.2449042+10.250592i
#> 16 1.3099070 10.955956 0.30 0.30 1.3099070+10.955956i
#> 17 1.2982833 11.488800 0.32 0.32 1.2982833+11.488800i
#> 18 1.3449108 12.208294 0.34 0.34 1.3449108+12.208294i
#> 19 1.5459491 12.731956 0.36 0.36 1.5459491+12.731956i
#> 20 1.4240126 13.228874 0.38 0.38 1.4240126+13.228874i
#> 21 1.4967091 13.790073 0.40 0.40 1.4967091+13.790073i
#> 22 1.6990303 14.222876 0.42 0.42 1.6990303+14.222876i
#> 23 1.6169446 14.850483 0.44 0.44 1.6169446+14.850483i
#> 24 1.6445547 15.347917 0.46 0.46 1.6445547+15.347917i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_38 TrajSim_2_38
#> 2 -0.001579268+0.6244211i Traj_2 Sim_38 TrajSim_2_38
#> 3 0.038623748+0.6553195i Traj_2 Sim_38 TrajSim_2_38
#> 4 0.118960964+0.6562139i Traj_2 Sim_38 TrajSim_2_38
#> 5 0.022580718+0.3467390i Traj_2 Sim_38 TrajSim_2_38
#> 6 0.004504065+0.6821989i Traj_2 Sim_38 TrajSim_2_38
#> 7 0.107600091+0.7208747i Traj_2 Sim_38 TrajSim_2_38
#> 8 0.074995822+0.5984814i Traj_2 Sim_38 TrajSim_2_38
#> 9 0.003773967+0.7180009i Traj_2 Sim_38 TrajSim_2_38
#> 10 0.025164002+0.7027602i Traj_2 Sim_38 TrajSim_2_38
#> 11 0.058860440+0.5342252i Traj_2 Sim_38 TrajSim_2_38
#> 12 0.191540982+0.5647438i Traj_2 Sim_38 TrajSim_2_38
#> 13 0.042126228+0.6845745i Traj_2 Sim_38 TrajSim_2_38
#> 14 -0.030492249+0.5884174i Traj_2 Sim_38 TrajSim_2_38
#> 15 0.252244659+0.6136220i Traj_2 Sim_38 TrajSim_2_38
#> 16 0.065002791+0.7053638i Traj_2 Sim_38 TrajSim_2_38
#> 17 -0.011623610+0.5328438i Traj_2 Sim_38 TrajSim_2_38
#> 18 0.046627476+0.7194942i Traj_2 Sim_38 TrajSim_2_38
#> 19 0.201038233+0.5236617i Traj_2 Sim_38 TrajSim_2_38
#> 20 -0.121936475+0.4969179i Traj_2 Sim_38 TrajSim_2_38
#> 21 0.072696478+0.5611991i Traj_2 Sim_38 TrajSim_2_38
#> 22 0.202321221+0.4328037i Traj_2 Sim_38 TrajSim_2_38
#> 23 -0.082085719+0.6276065i Traj_2 Sim_38 TrajSim_2_38
#> 24 0.027610099+0.4974345i Traj_2 Sim_38 TrajSim_2_38
#>
#>
#> [[39]]
#> [[39]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6806350 1.407208 0.02 0.02 0.6806350+ 1.407208i
#> 3 0.7641237 1.865271 0.04 0.04 0.7641237+ 1.865271i
#> 4 0.9336653 2.200478 0.06 0.06 0.9336653+ 2.200478i
#> 5 0.8892028 2.794949 0.08 0.08 0.8892028+ 2.794949i
#> 6 0.8732017 3.330330 0.10 0.10 0.8732017+ 3.330330i
#> 7 0.8530710 3.874136 0.12 0.12 0.8530710+ 3.874136i
#> 8 0.9975560 4.305943 0.14 0.14 0.9975560+ 4.305943i
#> 9 1.1507633 4.884243 0.16 0.16 1.1507633+ 4.884243i
#> 10 1.1592367 5.350916 0.18 0.18 1.1592367+ 5.350916i
#> 11 1.1232433 5.824861 0.20 0.20 1.1232433+ 5.824861i
#> 12 1.0943671 6.288851 0.22 0.22 1.0943671+ 6.288851i
#> 13 1.0832455 6.814737 0.24 0.24 1.0832455+ 6.814737i
#> 14 1.1426384 7.309724 0.26 0.26 1.1426384+ 7.309724i
#> 15 1.2554588 7.798745 0.28 0.28 1.2554588+ 7.798745i
#> 16 1.3713614 8.312872 0.30 0.30 1.3713614+ 8.312872i
#> 17 1.4137926 8.787762 0.32 0.32 1.4137926+ 8.787762i
#> 18 1.5352169 9.339651 0.34 0.34 1.5352169+ 9.339651i
#> 19 1.3850870 9.931564 0.36 0.36 1.3850870+ 9.931564i
#> 20 1.3180485 10.376245 0.38 0.38 1.3180485+10.376245i
#> 21 1.5524362 10.979249 0.40 0.40 1.5524362+10.979249i
#> 22 1.5280781 11.422417 0.42 0.42 1.5280781+11.422417i
#> 23 1.6124548 11.998095 0.44 0.44 1.6124548+11.998095i
#> 24 1.7525863 12.493579 0.46 0.46 1.7525863+12.493579i
#> 25 1.6918651 13.125758 0.48 0.48 1.6918651+13.125758i
#> 26 1.6510859 13.715737 0.50 0.50 1.6510859+13.715737i
#> 27 1.7624295 14.158051 0.52 0.52 1.7624295+14.158051i
#> 28 1.8573536 14.531760 0.54 0.54 1.8573536+14.531760i
#> 29 2.0227763 15.036597 0.56 0.56 2.0227763+15.036597i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_39 TrajSim_1_39
#> 2 -0.015365010+0.4612080i Traj_1 Sim_39 TrajSim_1_39
#> 3 0.083488744+0.4580628i Traj_1 Sim_39 TrajSim_1_39
#> 4 0.169541537+0.3352073i Traj_1 Sim_39 TrajSim_1_39
#> 5 -0.044462424+0.5944713i Traj_1 Sim_39 TrajSim_1_39
#> 6 -0.016001173+0.5353801i Traj_1 Sim_39 TrajSim_1_39
#> 7 -0.020130641+0.5438060i Traj_1 Sim_39 TrajSim_1_39
#> 8 0.144484994+0.4318075i Traj_1 Sim_39 TrajSim_1_39
#> 9 0.153207231+0.5782999i Traj_1 Sim_39 TrajSim_1_39
#> 10 0.008473457+0.4666734i Traj_1 Sim_39 TrajSim_1_39
#> 11 -0.035993430+0.4739448i Traj_1 Sim_39 TrajSim_1_39
#> 12 -0.028876164+0.4639903i Traj_1 Sim_39 TrajSim_1_39
#> 13 -0.011121637+0.5258851i Traj_1 Sim_39 TrajSim_1_39
#> 14 0.059392917+0.4949875i Traj_1 Sim_39 TrajSim_1_39
#> 15 0.112820361+0.4890205i Traj_1 Sim_39 TrajSim_1_39
#> 16 0.115902640+0.5141278i Traj_1 Sim_39 TrajSim_1_39
#> 17 0.042431239+0.4748898i Traj_1 Sim_39 TrajSim_1_39
#> 18 0.121424223+0.5518885i Traj_1 Sim_39 TrajSim_1_39
#> 19 -0.150129884+0.5919128i Traj_1 Sim_39 TrajSim_1_39
#> 20 -0.067038432+0.4446816i Traj_1 Sim_39 TrajSim_1_39
#> 21 0.234387622+0.6030038i Traj_1 Sim_39 TrajSim_1_39
#> 22 -0.024358084+0.4431677i Traj_1 Sim_39 TrajSim_1_39
#> 23 0.084376673+0.5756786i Traj_1 Sim_39 TrajSim_1_39
#> 24 0.140131546+0.4954841i Traj_1 Sim_39 TrajSim_1_39
#> 25 -0.060721233+0.6321785i Traj_1 Sim_39 TrajSim_1_39
#> 26 -0.040779152+0.5899794i Traj_1 Sim_39 TrajSim_1_39
#> 27 0.111343618+0.4423141i Traj_1 Sim_39 TrajSim_1_39
#> 28 0.094924082+0.3737085i Traj_1 Sim_39 TrajSim_1_39
#> 29 0.165422650+0.5048369i Traj_1 Sim_39 TrajSim_1_39
#>
#> [[39]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5072031 2.211816 0.02 0.02 0.5072031+ 2.211816i
#> 3 0.5208546 2.730372 0.04 0.04 0.5208546+ 2.730372i
#> 4 0.4464371 3.338462 0.06 0.06 0.4464371+ 3.338462i
#> 5 0.4490095 3.913953 0.08 0.08 0.4490095+ 3.913953i
#> 6 0.5038558 4.442786 0.10 0.10 0.5038558+ 4.442786i
#> 7 0.5882509 5.083429 0.12 0.12 0.5882509+ 5.083429i
#> 8 0.8074224 5.672081 0.14 0.14 0.8074224+ 5.672081i
#> 9 0.9779081 6.274887 0.16 0.16 0.9779081+ 6.274887i
#> 10 1.0664311 6.926090 0.18 0.18 1.0664311+ 6.926090i
#> 11 1.2438243 7.488472 0.20 0.20 1.2438243+ 7.488472i
#> 12 1.3105894 7.986752 0.22 0.22 1.3105894+ 7.986752i
#> 13 1.3657263 8.700523 0.24 0.24 1.3657263+ 8.700523i
#> 14 1.4558923 9.143871 0.26 0.26 1.4558923+ 9.143871i
#> 15 1.4545118 9.747487 0.28 0.28 1.4545118+ 9.747487i
#> 16 1.5411661 10.377465 0.30 0.30 1.5411661+10.377465i
#> 17 1.6152161 10.952380 0.32 0.32 1.6152161+10.952380i
#> 18 1.8030905 11.563146 0.34 0.34 1.8030905+11.563146i
#> 19 1.7361411 12.052180 0.36 0.36 1.7361411+12.052180i
#> 20 1.8234718 12.654072 0.38 0.38 1.8234718+12.654072i
#> 21 1.9088126 13.262571 0.40 0.40 1.9088126+13.262571i
#> 22 1.9241136 13.896837 0.42 0.42 1.9241136+13.896837i
#> 23 1.9681111 14.571604 0.44 0.44 1.9681111+14.571604i
#> 24 2.1686146 15.132019 0.46 0.46 2.1686146+15.132019i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_39 TrajSim_2_39
#> 2 0.171203096+0.6518156i Traj_2 Sim_39 TrajSim_2_39
#> 3 0.013651457+0.5185563i Traj_2 Sim_39 TrajSim_2_39
#> 4 -0.074417415+0.6080901i Traj_2 Sim_39 TrajSim_2_39
#> 5 0.002572376+0.5754910i Traj_2 Sim_39 TrajSim_2_39
#> 6 0.054846256+0.5288330i Traj_2 Sim_39 TrajSim_2_39
#> 7 0.084395082+0.6406430i Traj_2 Sim_39 TrajSim_2_39
#> 8 0.219171582+0.5886518i Traj_2 Sim_39 TrajSim_2_39
#> 9 0.170485636+0.6028062i Traj_2 Sim_39 TrajSim_2_39
#> 10 0.088523060+0.6512032i Traj_2 Sim_39 TrajSim_2_39
#> 11 0.177393147+0.5623819i Traj_2 Sim_39 TrajSim_2_39
#> 12 0.066765130+0.4982797i Traj_2 Sim_39 TrajSim_2_39
#> 13 0.055136913+0.7137715i Traj_2 Sim_39 TrajSim_2_39
#> 14 0.090165937+0.4433482i Traj_2 Sim_39 TrajSim_2_39
#> 15 -0.001380491+0.6036158i Traj_2 Sim_39 TrajSim_2_39
#> 16 0.086654296+0.6299776i Traj_2 Sim_39 TrajSim_2_39
#> 17 0.074050009+0.5749154i Traj_2 Sim_39 TrajSim_2_39
#> 18 0.187874403+0.6107661i Traj_2 Sim_39 TrajSim_2_39
#> 19 -0.066949345+0.4890332i Traj_2 Sim_39 TrajSim_2_39
#> 20 0.087330663+0.6018928i Traj_2 Sim_39 TrajSim_2_39
#> 21 0.085340841+0.6084989i Traj_2 Sim_39 TrajSim_2_39
#> 22 0.015300987+0.6342656i Traj_2 Sim_39 TrajSim_2_39
#> 23 0.043997478+0.6747676i Traj_2 Sim_39 TrajSim_2_39
#> 24 0.200503456+0.5604145i Traj_2 Sim_39 TrajSim_2_39
#>
#>
#> [[40]]
#> [[40]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7559490 1.385248 0.02 0.02 0.7559490+ 1.385248i
#> 3 0.8283258 1.852016 0.04 0.04 0.8283258+ 1.852016i
#> 4 0.7955957 2.309665 0.06 0.06 0.7955957+ 2.309665i
#> 5 0.7175531 2.874554 0.08 0.08 0.7175531+ 2.874554i
#> 6 0.7781945 3.383309 0.10 0.10 0.7781945+ 3.383309i
#> 7 0.8023469 3.982419 0.12 0.12 0.8023469+ 3.982419i
#> 8 0.8260799 4.509742 0.14 0.14 0.8260799+ 4.509742i
#> 9 0.8712674 5.053488 0.16 0.16 0.8712674+ 5.053488i
#> 10 0.9317283 5.588591 0.18 0.18 0.9317283+ 5.588591i
#> 11 0.8478823 6.085282 0.20 0.20 0.8478823+ 6.085282i
#> 12 0.8572649 6.607574 0.22 0.22 0.8572649+ 6.607574i
#> 13 0.8316264 7.183616 0.24 0.24 0.8316264+ 7.183616i
#> 14 0.7981609 7.681308 0.26 0.26 0.7981609+ 7.681308i
#> 15 0.7529422 8.260105 0.28 0.28 0.7529422+ 8.260105i
#> 16 0.8026230 8.795469 0.30 0.30 0.8026230+ 8.795469i
#> 17 0.7634578 9.382403 0.32 0.32 0.7634578+ 9.382403i
#> 18 0.8618496 9.990617 0.34 0.34 0.8618496+ 9.990617i
#> 19 1.0152559 10.580931 0.36 0.36 1.0152559+10.580931i
#> 20 1.1409092 11.111208 0.38 0.38 1.1409092+11.111208i
#> 21 0.9734206 11.585275 0.40 0.40 0.9734206+11.585275i
#> 22 1.0807989 12.109445 0.42 0.42 1.0807989+12.109445i
#> 23 0.8742495 12.542489 0.44 0.44 0.8742495+12.542489i
#> 24 0.9635190 13.037719 0.46 0.46 0.9635190+13.037719i
#> 25 0.9666450 13.639476 0.48 0.48 0.9666450+13.639476i
#> 26 0.9642379 14.060206 0.50 0.50 0.9642379+14.060206i
#> 27 1.0882759 14.611309 0.52 0.52 1.0882759+14.611309i
#> 28 1.0060336 15.195522 0.54 0.54 1.0060336+15.195522i
#> 29 0.9569536 15.802707 0.56 0.56 0.9569536+15.802707i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_40 TrajSim_1_40
#> 2 0.059949010+0.4392480i Traj_1 Sim_40 TrajSim_1_40
#> 3 0.072376802+0.4667685i Traj_1 Sim_40 TrajSim_1_40
#> 4 -0.032730065+0.4576484i Traj_1 Sim_40 TrajSim_1_40
#> 5 -0.078042610+0.5648887i Traj_1 Sim_40 TrajSim_1_40
#> 6 0.060641359+0.5087552i Traj_1 Sim_40 TrajSim_1_40
#> 7 0.024152433+0.5991106i Traj_1 Sim_40 TrajSim_1_40
#> 8 0.023732950+0.5273221i Traj_1 Sim_40 TrajSim_1_40
#> 9 0.045187527+0.5437460i Traj_1 Sim_40 TrajSim_1_40
#> 10 0.060460845+0.5351038i Traj_1 Sim_40 TrajSim_1_40
#> 11 -0.083845917+0.4966906i Traj_1 Sim_40 TrajSim_1_40
#> 12 0.009382588+0.5222924i Traj_1 Sim_40 TrajSim_1_40
#> 13 -0.025638571+0.5760413i Traj_1 Sim_40 TrajSim_1_40
#> 14 -0.033465474+0.4976923i Traj_1 Sim_40 TrajSim_1_40
#> 15 -0.045218685+0.5787969i Traj_1 Sim_40 TrajSim_1_40
#> 16 0.049680827+0.5353644i Traj_1 Sim_40 TrajSim_1_40
#> 17 -0.039165191+0.5869338i Traj_1 Sim_40 TrajSim_1_40
#> 18 0.098391762+0.6082144i Traj_1 Sim_40 TrajSim_1_40
#> 19 0.153406354+0.5903132i Traj_1 Sim_40 TrajSim_1_40
#> 20 0.125653208+0.5302778i Traj_1 Sim_40 TrajSim_1_40
#> 21 -0.167488515+0.4740666i Traj_1 Sim_40 TrajSim_1_40
#> 22 0.107378238+0.5241705i Traj_1 Sim_40 TrajSim_1_40
#> 23 -0.206549403+0.4330432i Traj_1 Sim_40 TrajSim_1_40
#> 24 0.089269516+0.4952306i Traj_1 Sim_40 TrajSim_1_40
#> 25 0.003126045+0.6017568i Traj_1 Sim_40 TrajSim_1_40
#> 26 -0.002407139+0.4207295i Traj_1 Sim_40 TrajSim_1_40
#> 27 0.124037957+0.5511034i Traj_1 Sim_40 TrajSim_1_40
#> 28 -0.082242287+0.5842130i Traj_1 Sim_40 TrajSim_1_40
#> 29 -0.049079928+0.6071853i Traj_1 Sim_40 TrajSim_1_40
#>
#> [[40]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3537616 2.231702 0.02 0.02 0.3537616+ 2.231702i
#> 3 0.4414069 2.846820 0.04 0.04 0.4414069+ 2.846820i
#> 4 0.5859487 3.449575 0.06 0.06 0.5859487+ 3.449575i
#> 5 0.6932593 4.162441 0.08 0.08 0.6932593+ 4.162441i
#> 6 0.7527272 4.703957 0.10 0.10 0.7527272+ 4.703957i
#> 7 0.8013983 5.228391 0.12 0.12 0.8013983+ 5.228391i
#> 8 1.0326150 5.974424 0.14 0.14 1.0326150+ 5.974424i
#> 9 1.0577665 6.626728 0.16 0.16 1.0577665+ 6.626728i
#> 10 1.2078349 7.318619 0.18 0.18 1.2078349+ 7.318619i
#> 11 1.2306047 8.013836 0.20 0.20 1.2306047+ 8.013836i
#> 12 1.2910978 8.680676 0.22 0.22 1.2910978+ 8.680676i
#> 13 1.4474371 9.313832 0.24 0.24 1.4474371+ 9.313832i
#> 14 1.5739434 9.990526 0.26 0.26 1.5739434+ 9.990526i
#> 15 1.5753324 10.641829 0.28 0.28 1.5753324+10.641829i
#> 16 1.6012681 11.240704 0.30 0.30 1.6012681+11.240704i
#> 17 1.6933107 11.810578 0.32 0.32 1.6933107+11.810578i
#> 18 1.6704072 12.324071 0.34 0.34 1.6704072+12.324071i
#> 19 1.5546989 12.901269 0.36 0.36 1.5546989+12.901269i
#> 20 1.7470704 13.510779 0.38 0.38 1.7470704+13.510779i
#> 21 1.8253968 14.136587 0.40 0.40 1.8253968+14.136587i
#> 22 1.8046773 14.749101 0.42 0.42 1.8046773+14.749101i
#> 23 1.9068220 15.401470 0.44 0.44 1.9068220+15.401470i
#> 24 2.0093584 16.064532 0.46 0.46 2.0093584+16.064532i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_40 TrajSim_2_40
#> 2 0.017761555+0.6717021i Traj_2 Sim_40 TrajSim_2_40
#> 3 0.087645337+0.6151178i Traj_2 Sim_40 TrajSim_2_40
#> 4 0.144541779+0.6027546i Traj_2 Sim_40 TrajSim_2_40
#> 5 0.107310600+0.7128668i Traj_2 Sim_40 TrajSim_2_40
#> 6 0.059467953+0.5415156i Traj_2 Sim_40 TrajSim_2_40
#> 7 0.048671038+0.5244340i Traj_2 Sim_40 TrajSim_2_40
#> 8 0.231216753+0.7460331i Traj_2 Sim_40 TrajSim_2_40
#> 9 0.025151517+0.6523038i Traj_2 Sim_40 TrajSim_2_40
#> 10 0.150068322+0.6918916i Traj_2 Sim_40 TrajSim_2_40
#> 11 0.022769891+0.6952170i Traj_2 Sim_40 TrajSim_2_40
#> 12 0.060493018+0.6668394i Traj_2 Sim_40 TrajSim_2_40
#> 13 0.156339288+0.6331562i Traj_2 Sim_40 TrajSim_2_40
#> 14 0.126506339+0.6766938i Traj_2 Sim_40 TrajSim_2_40
#> 15 0.001388997+0.6513033i Traj_2 Sim_40 TrajSim_2_40
#> 16 0.025935761+0.5988756i Traj_2 Sim_40 TrajSim_2_40
#> 17 0.092042539+0.5698735i Traj_2 Sim_40 TrajSim_2_40
#> 18 -0.022903492+0.5134932i Traj_2 Sim_40 TrajSim_2_40
#> 19 -0.115708343+0.5771974i Traj_2 Sim_40 TrajSim_2_40
#> 20 0.192371548+0.6095107i Traj_2 Sim_40 TrajSim_2_40
#> 21 0.078326415+0.6258074i Traj_2 Sim_40 TrajSim_2_40
#> 22 -0.020719561+0.6125141i Traj_2 Sim_40 TrajSim_2_40
#> 23 0.102144705+0.6523686i Traj_2 Sim_40 TrajSim_2_40
#> 24 0.102536422+0.6630621i Traj_2 Sim_40 TrajSim_2_40
#>
#>
#> [[41]]
#> [[41]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7991330 1.404953 0.02 0.02 0.7991330+ 1.404953i
#> 3 0.8348944 2.017869 0.04 0.04 0.8348944+ 2.017869i
#> 4 0.8057272 2.552451 0.06 0.06 0.8057272+ 2.552451i
#> 5 0.9379188 3.064725 0.08 0.08 0.9379188+ 3.064725i
#> 6 0.9513137 3.609898 0.10 0.10 0.9513137+ 3.609898i
#> 7 1.0924399 4.078025 0.12 0.12 1.0924399+ 4.078025i
#> 8 1.0762312 4.655246 0.14 0.14 1.0762312+ 4.655246i
#> 9 1.0697464 5.166108 0.16 0.16 1.0697464+ 5.166108i
#> 10 1.2478222 5.553049 0.18 0.18 1.2478222+ 5.553049i
#> 11 1.4543842 6.055031 0.20 0.20 1.4543842+ 6.055031i
#> 12 1.3402189 6.541989 0.22 0.22 1.3402189+ 6.541989i
#> 13 1.5013814 7.093160 0.24 0.24 1.5013814+ 7.093160i
#> 14 1.6464492 7.653713 0.26 0.26 1.6464492+ 7.653713i
#> 15 1.6910827 8.239344 0.28 0.28 1.6910827+ 8.239344i
#> 16 1.8068342 8.767782 0.30 0.30 1.8068342+ 8.767782i
#> 17 1.7741231 9.339280 0.32 0.32 1.7741231+ 9.339280i
#> 18 1.7726544 9.933770 0.34 0.34 1.7726544+ 9.933770i
#> 19 1.7163636 10.476072 0.36 0.36 1.7163636+10.476072i
#> 20 1.7237819 11.000799 0.38 0.38 1.7237819+11.000799i
#> 21 1.8191917 11.481059 0.40 0.40 1.8191917+11.481059i
#> 22 1.7685615 11.912204 0.42 0.42 1.7685615+11.912204i
#> 23 1.7744411 12.308031 0.44 0.44 1.7744411+12.308031i
#> 24 1.8800863 12.838852 0.46 0.46 1.8800863+12.838852i
#> 25 1.7756860 13.262392 0.48 0.48 1.7756860+13.262392i
#> 26 1.8473030 13.786280 0.50 0.50 1.8473030+13.786280i
#> 27 1.8989607 14.327178 0.52 0.52 1.8989607+14.327178i
#> 28 1.9437196 14.783200 0.54 0.54 1.9437196+14.783200i
#> 29 1.9598198 15.312639 0.56 0.56 1.9598198+15.312639i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_41 TrajSim_1_41
#> 2 0.103132981+0.4589532i Traj_1 Sim_41 TrajSim_1_41
#> 3 0.035761385+0.6129158i Traj_1 Sim_41 TrajSim_1_41
#> 4 -0.029167166+0.5345816i Traj_1 Sim_41 TrajSim_1_41
#> 5 0.132191573+0.5122746i Traj_1 Sim_41 TrajSim_1_41
#> 6 0.013394941+0.5451727i Traj_1 Sim_41 TrajSim_1_41
#> 7 0.141126136+0.4681269i Traj_1 Sim_41 TrajSim_1_41
#> 8 -0.016208640+0.5772209i Traj_1 Sim_41 TrajSim_1_41
#> 9 -0.006484847+0.5108623i Traj_1 Sim_41 TrajSim_1_41
#> 10 0.178075848+0.3869412i Traj_1 Sim_41 TrajSim_1_41
#> 11 0.206561982+0.5019821i Traj_1 Sim_41 TrajSim_1_41
#> 12 -0.114165342+0.4869575i Traj_1 Sim_41 TrajSim_1_41
#> 13 0.161162528+0.5511715i Traj_1 Sim_41 TrajSim_1_41
#> 14 0.145067827+0.5605527i Traj_1 Sim_41 TrajSim_1_41
#> 15 0.044633511+0.5856311i Traj_1 Sim_41 TrajSim_1_41
#> 16 0.115751442+0.5284377i Traj_1 Sim_41 TrajSim_1_41
#> 17 -0.032711083+0.5714980i Traj_1 Sim_41 TrajSim_1_41
#> 18 -0.001468638+0.5944899i Traj_1 Sim_41 TrajSim_1_41
#> 19 -0.056290833+0.5423019i Traj_1 Sim_41 TrajSim_1_41
#> 20 0.007418341+0.5247273i Traj_1 Sim_41 TrajSim_1_41
#> 21 0.095409804+0.4802605i Traj_1 Sim_41 TrajSim_1_41
#> 22 -0.050630230+0.4311445i Traj_1 Sim_41 TrajSim_1_41
#> 23 0.005879579+0.3958267i Traj_1 Sim_41 TrajSim_1_41
#> 24 0.105645195+0.5308217i Traj_1 Sim_41 TrajSim_1_41
#> 25 -0.104400302+0.4235395i Traj_1 Sim_41 TrajSim_1_41
#> 26 0.071617024+0.5238885i Traj_1 Sim_41 TrajSim_1_41
#> 27 0.051657691+0.5408982i Traj_1 Sim_41 TrajSim_1_41
#> 28 0.044758888+0.4560221i Traj_1 Sim_41 TrajSim_1_41
#> 29 0.016100182+0.5294387i Traj_1 Sim_41 TrajSim_1_41
#>
#> [[41]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3665079 2.116116 0.02 0.02 0.3665079+ 2.116116i
#> 3 0.2302907 2.714756 0.04 0.04 0.2302907+ 2.714756i
#> 4 0.3547747 3.377269 0.06 0.06 0.3547747+ 3.377269i
#> 5 0.6529357 4.033298 0.08 0.08 0.6529357+ 4.033298i
#> 6 0.7910212 4.655032 0.10 0.10 0.7910212+ 4.655032i
#> 7 0.8072808 5.346088 0.12 0.12 0.8072808+ 5.346088i
#> 8 0.9773624 5.902006 0.14 0.14 0.9773624+ 5.902006i
#> 9 1.0881662 6.432015 0.16 0.16 1.0881662+ 6.432015i
#> 10 1.0703050 7.045519 0.18 0.18 1.0703050+ 7.045519i
#> 11 1.1993261 7.701566 0.20 0.20 1.1993261+ 7.701566i
#> 12 1.2550255 8.429090 0.22 0.22 1.2550255+ 8.429090i
#> 13 1.1697489 9.149883 0.24 0.24 1.1697489+ 9.149883i
#> 14 1.2031477 9.702228 0.26 0.26 1.2031477+ 9.702228i
#> 15 1.2124521 10.215792 0.28 0.28 1.2124521+10.215792i
#> 16 1.2461876 10.758910 0.30 0.30 1.2461876+10.758910i
#> 17 1.3744454 11.491052 0.32 0.32 1.3744454+11.491052i
#> 18 1.4045750 11.898815 0.34 0.34 1.4045750+11.898815i
#> 19 1.5446310 12.618479 0.36 0.36 1.5446310+12.618479i
#> 20 1.5471414 13.337995 0.38 0.38 1.5471414+13.337995i
#> 21 1.4675753 13.972332 0.40 0.40 1.4675753+13.972332i
#> 22 1.4552123 14.558135 0.42 0.42 1.4552123+14.558135i
#> 23 1.3608886 15.085580 0.44 0.44 1.3608886+15.085580i
#> 24 1.4537954 15.700329 0.46 0.46 1.4537954+15.700329i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_41 TrajSim_2_41
#> 2 0.030507947+0.5561156i Traj_2 Sim_41 TrajSim_2_41
#> 3 -0.136217230+0.5986402i Traj_2 Sim_41 TrajSim_2_41
#> 4 0.124483958+0.6625129i Traj_2 Sim_41 TrajSim_2_41
#> 5 0.298161040+0.6560293i Traj_2 Sim_41 TrajSim_2_41
#> 6 0.138085465+0.6217345i Traj_2 Sim_41 TrajSim_2_41
#> 7 0.016259616+0.6910557i Traj_2 Sim_41 TrajSim_2_41
#> 8 0.170081637+0.5559174i Traj_2 Sim_41 TrajSim_2_41
#> 9 0.110803807+0.5300094i Traj_2 Sim_41 TrajSim_2_41
#> 10 -0.017861226+0.6135044i Traj_2 Sim_41 TrajSim_2_41
#> 11 0.129021069+0.6560469i Traj_2 Sim_41 TrajSim_2_41
#> 12 0.055699429+0.7275237i Traj_2 Sim_41 TrajSim_2_41
#> 13 -0.085276638+0.7207933i Traj_2 Sim_41 TrajSim_2_41
#> 14 0.033398778+0.5523443i Traj_2 Sim_41 TrajSim_2_41
#> 15 0.009304421+0.5135639i Traj_2 Sim_41 TrajSim_2_41
#> 16 0.033735549+0.5431186i Traj_2 Sim_41 TrajSim_2_41
#> 17 0.128257764+0.7321417i Traj_2 Sim_41 TrajSim_2_41
#> 18 0.030129658+0.4077634i Traj_2 Sim_41 TrajSim_2_41
#> 19 0.140055913+0.7196642i Traj_2 Sim_41 TrajSim_2_41
#> 20 0.002510457+0.7195157i Traj_2 Sim_41 TrajSim_2_41
#> 21 -0.079566140+0.6343363i Traj_2 Sim_41 TrajSim_2_41
#> 22 -0.012363026+0.5858032i Traj_2 Sim_41 TrajSim_2_41
#> 23 -0.094323654+0.5274451i Traj_2 Sim_41 TrajSim_2_41
#> 24 0.092906826+0.6147490i Traj_2 Sim_41 TrajSim_2_41
#>
#>
#> [[42]]
#> [[42]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5673344 1.446315 0.02 0.02 0.5673344+ 1.446315i
#> 3 0.5076913 1.966805 0.04 0.04 0.5076913+ 1.966805i
#> 4 0.6019045 2.534840 0.06 0.06 0.6019045+ 2.534840i
#> 5 0.5680657 2.906599 0.08 0.08 0.5680657+ 2.906599i
#> 6 0.5464383 3.430455 0.10 0.10 0.5464383+ 3.430455i
#> 7 0.4982383 3.955908 0.12 0.12 0.4982383+ 3.955908i
#> 8 0.5115113 4.561895 0.14 0.14 0.5115113+ 4.561895i
#> 9 0.5650311 5.136059 0.16 0.16 0.5650311+ 5.136059i
#> 10 0.5456455 5.701584 0.18 0.18 0.5456455+ 5.701584i
#> 11 0.7392527 6.190595 0.20 0.20 0.7392527+ 6.190595i
#> 12 0.8065425 6.721612 0.22 0.22 0.8065425+ 6.721612i
#> 13 0.8023333 7.288763 0.24 0.24 0.8023333+ 7.288763i
#> 14 0.9554303 7.811673 0.26 0.26 0.9554303+ 7.811673i
#> 15 0.9182270 8.421309 0.28 0.28 0.9182270+ 8.421309i
#> 16 0.9659962 8.999275 0.30 0.30 0.9659962+ 8.999275i
#> 17 0.9886508 9.564152 0.32 0.32 0.9886508+ 9.564152i
#> 18 1.2040304 10.086302 0.34 0.34 1.2040304+10.086302i
#> 19 1.3668435 10.565881 0.36 0.36 1.3668435+10.565881i
#> 20 1.3512156 11.001768 0.38 0.38 1.3512156+11.001768i
#> 21 1.3973326 11.496592 0.40 0.40 1.3973326+11.496592i
#> 22 1.2208869 11.996677 0.42 0.42 1.2208869+11.996677i
#> 23 1.2341962 12.545029 0.44 0.44 1.2341962+12.545029i
#> 24 1.0450943 13.104387 0.46 0.46 1.0450943+13.104387i
#> 25 1.0004754 13.687898 0.48 0.48 1.0004754+13.687898i
#> 26 0.8984886 14.227954 0.50 0.50 0.8984886+14.227954i
#> 27 0.8407228 14.722899 0.52 0.52 0.8407228+14.722899i
#> 28 0.9465433 15.259890 0.54 0.54 0.9465433+15.259890i
#> 29 1.0093020 15.761485 0.56 0.56 1.0093020+15.761485i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_42 TrajSim_1_42
#> 2 -0.128665598+0.5003146i Traj_1 Sim_42 TrajSim_1_42
#> 3 -0.059643144+0.5204900i Traj_1 Sim_42 TrajSim_1_42
#> 4 0.094213210+0.5680350i Traj_1 Sim_42 TrajSim_1_42
#> 5 -0.033838767+0.3717589i Traj_1 Sim_42 TrajSim_1_42
#> 6 -0.021627422+0.5238568i Traj_1 Sim_42 TrajSim_1_42
#> 7 -0.048199972+0.5254525i Traj_1 Sim_42 TrajSim_1_42
#> 8 0.013272964+0.6059873i Traj_1 Sim_42 TrajSim_1_42
#> 9 0.053519786+0.5741643i Traj_1 Sim_42 TrajSim_1_42
#> 10 -0.019385519+0.5655247i Traj_1 Sim_42 TrajSim_1_42
#> 11 0.193607139+0.4890112i Traj_1 Sim_42 TrajSim_1_42
#> 12 0.067289857+0.5310164i Traj_1 Sim_42 TrajSim_1_42
#> 13 -0.004209276+0.5671513i Traj_1 Sim_42 TrajSim_1_42
#> 14 0.153097050+0.5229097i Traj_1 Sim_42 TrajSim_1_42
#> 15 -0.037203273+0.6096366i Traj_1 Sim_42 TrajSim_1_42
#> 16 0.047769140+0.5779653i Traj_1 Sim_42 TrajSim_1_42
#> 17 0.022654653+0.5648774i Traj_1 Sim_42 TrajSim_1_42
#> 18 0.215379615+0.5221504i Traj_1 Sim_42 TrajSim_1_42
#> 19 0.162813068+0.4795786i Traj_1 Sim_42 TrajSim_1_42
#> 20 -0.015627907+0.4358868i Traj_1 Sim_42 TrajSim_1_42
#> 21 0.046117016+0.4948241i Traj_1 Sim_42 TrajSim_1_42
#> 22 -0.176445711+0.5000846i Traj_1 Sim_42 TrajSim_1_42
#> 23 0.013309327+0.5483519i Traj_1 Sim_42 TrajSim_1_42
#> 24 -0.189101955+0.5593583i Traj_1 Sim_42 TrajSim_1_42
#> 25 -0.044618841+0.5835116i Traj_1 Sim_42 TrajSim_1_42
#> 26 -0.101986892+0.5400558i Traj_1 Sim_42 TrajSim_1_42
#> 27 -0.057765771+0.4949446i Traj_1 Sim_42 TrajSim_1_42
#> 28 0.105820509+0.5369908i Traj_1 Sim_42 TrajSim_1_42
#> 29 0.062758692+0.5015951i Traj_1 Sim_42 TrajSim_1_42
#>
#> [[42]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3609352 2.078449 0.02 0.02 0.3609352+ 2.078449i
#> 3 0.4677036 2.799613 0.04 0.04 0.4677036+ 2.799613i
#> 4 0.4354795 3.312316 0.06 0.06 0.4354795+ 3.312316i
#> 5 0.5248390 4.021801 0.08 0.08 0.5248390+ 4.021801i
#> 6 0.8138316 4.608145 0.10 0.10 0.8138316+ 4.608145i
#> 7 0.8060532 5.223107 0.12 0.12 0.8060532+ 5.223107i
#> 8 0.9843608 5.808929 0.14 0.14 0.9843608+ 5.808929i
#> 9 1.0778439 6.579341 0.16 0.16 1.0778439+ 6.579341i
#> 10 1.1949520 7.227505 0.18 0.18 1.1949520+ 7.227505i
#> 11 1.0802834 7.769838 0.20 0.20 1.0802834+ 7.769838i
#> 12 1.1106926 8.406424 0.22 0.22 1.1106926+ 8.406424i
#> 13 1.1399572 9.031000 0.24 0.24 1.1399572+ 9.031000i
#> 14 1.3976679 9.801246 0.26 0.26 1.3976679+ 9.801246i
#> 15 1.4549003 10.442662 0.28 0.28 1.4549003+10.442662i
#> 16 1.4984938 11.139021 0.30 0.30 1.4984938+11.139021i
#> 17 1.4975889 11.755341 0.32 0.32 1.4975889+11.755341i
#> 18 1.6275092 12.348281 0.34 0.34 1.6275092+12.348281i
#> 19 1.6743638 12.871956 0.36 0.36 1.6743638+12.871956i
#> 20 1.8755029 13.492449 0.38 0.38 1.8755029+13.492449i
#> 21 2.0591011 14.121018 0.40 0.40 2.0591011+14.121018i
#> 22 2.1152470 14.621352 0.42 0.42 2.1152470+14.621352i
#> 23 2.2388742 15.239232 0.44 0.44 2.2388742+15.239232i
#> 24 2.3421728 15.635469 0.46 0.46 2.3421728+15.635469i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_42 TrajSim_2_42
#> 2 0.0249351643+0.5184494i Traj_2 Sim_42 TrajSim_2_42
#> 3 0.1067684503+0.7211635i Traj_2 Sim_42 TrajSim_2_42
#> 4 -0.0322241418+0.5127027i Traj_2 Sim_42 TrajSim_2_42
#> 5 0.0893594779+0.7094856i Traj_2 Sim_42 TrajSim_2_42
#> 6 0.2889926782+0.5863440i Traj_2 Sim_42 TrajSim_2_42
#> 7 -0.0077784205+0.6149620i Traj_2 Sim_42 TrajSim_2_42
#> 8 0.1783076030+0.5858218i Traj_2 Sim_42 TrajSim_2_42
#> 9 0.0934831090+0.7704125i Traj_2 Sim_42 TrajSim_2_42
#> 10 0.1171080966+0.6481634i Traj_2 Sim_42 TrajSim_2_42
#> 11 -0.1146686621+0.5423329i Traj_2 Sim_42 TrajSim_2_42
#> 12 0.0304092293+0.6365861i Traj_2 Sim_42 TrajSim_2_42
#> 13 0.0292645776+0.6245757i Traj_2 Sim_42 TrajSim_2_42
#> 14 0.2577107188+0.7702465i Traj_2 Sim_42 TrajSim_2_42
#> 15 0.0572324656+0.6414158i Traj_2 Sim_42 TrajSim_2_42
#> 16 0.0435934980+0.6963596i Traj_2 Sim_42 TrajSim_2_42
#> 17 -0.0009049339+0.6163194i Traj_2 Sim_42 TrajSim_2_42
#> 18 0.1299202876+0.5929403i Traj_2 Sim_42 TrajSim_2_42
#> 19 0.0468546491+0.5236748i Traj_2 Sim_42 TrajSim_2_42
#> 20 0.2011390758+0.6204928i Traj_2 Sim_42 TrajSim_2_42
#> 21 0.1835982243+0.6285691i Traj_2 Sim_42 TrajSim_2_42
#> 22 0.0561458355+0.5003344i Traj_2 Sim_42 TrajSim_2_42
#> 23 0.1236271969+0.6178797i Traj_2 Sim_42 TrajSim_2_42
#> 24 0.1032986607+0.3962367i Traj_2 Sim_42 TrajSim_2_42
#>
#>
#> [[43]]
#> [[43]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8235594 1.547607 0.02 0.02 0.8235594+ 1.547607i
#> 3 0.9727539 1.988604 0.04 0.04 0.9727539+ 1.988604i
#> 4 1.0852228 2.430742 0.06 0.06 1.0852228+ 2.430742i
#> 5 1.1130397 2.954005 0.08 0.08 1.1130397+ 2.954005i
#> 6 1.2505025 3.494851 0.10 0.10 1.2505025+ 3.494851i
#> 7 1.3196786 4.103669 0.12 0.12 1.3196786+ 4.103669i
#> 8 1.3379332 4.598945 0.14 0.14 1.3379332+ 4.598945i
#> 9 1.3765184 5.126192 0.16 0.16 1.3765184+ 5.126192i
#> 10 1.4730987 5.668153 0.18 0.18 1.4730987+ 5.668153i
#> 11 1.5127000 6.177882 0.20 0.20 1.5127000+ 6.177882i
#> 12 1.4236101 6.708443 0.22 0.22 1.4236101+ 6.708443i
#> 13 1.5413287 7.291034 0.24 0.24 1.5413287+ 7.291034i
#> 14 1.6133157 7.849222 0.26 0.26 1.6133157+ 7.849222i
#> 15 1.7082000 8.328385 0.28 0.28 1.7082000+ 8.328385i
#> 16 1.7105296 8.825870 0.30 0.30 1.7105296+ 8.825870i
#> 17 1.7907184 9.280915 0.32 0.32 1.7907184+ 9.280915i
#> 18 1.9355728 9.815695 0.34 0.34 1.9355728+ 9.815695i
#> 19 1.8808582 10.371166 0.36 0.36 1.8808582+10.371166i
#> 20 2.0029258 10.910556 0.38 0.38 2.0029258+10.910556i
#> 21 2.1550058 11.369424 0.40 0.40 2.1550058+11.369424i
#> 22 2.1675453 11.930511 0.42 0.42 2.1675453+11.930511i
#> 23 2.1396702 12.507354 0.44 0.44 2.1396702+12.507354i
#> 24 2.3284085 12.997681 0.46 0.46 2.3284085+12.997681i
#> 25 2.3557423 13.512318 0.48 0.48 2.3557423+13.512318i
#> 26 2.4814429 14.011866 0.50 0.50 2.4814429+14.011866i
#> 27 2.4895014 14.490561 0.52 0.52 2.4895014+14.490561i
#> 28 2.5031114 15.033104 0.54 0.54 2.5031114+15.033104i
#> 29 2.5521814 15.509770 0.56 0.56 2.5521814+15.509770i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_43 TrajSim_1_43
#> 2 0.127559412+0.6016066i Traj_1 Sim_43 TrajSim_1_43
#> 3 0.149194446+0.4409969i Traj_1 Sim_43 TrajSim_1_43
#> 4 0.112468916+0.4421385i Traj_1 Sim_43 TrajSim_1_43
#> 5 0.027816955+0.5232626i Traj_1 Sim_43 TrajSim_1_43
#> 6 0.137462814+0.5408462i Traj_1 Sim_43 TrajSim_1_43
#> 7 0.069176103+0.6088182i Traj_1 Sim_43 TrajSim_1_43
#> 8 0.018254549+0.4952765i Traj_1 Sim_43 TrajSim_1_43
#> 9 0.038585191+0.5272468i Traj_1 Sim_43 TrajSim_1_43
#> 10 0.096580281+0.5419610i Traj_1 Sim_43 TrajSim_1_43
#> 11 0.039601358+0.5097285i Traj_1 Sim_43 TrajSim_1_43
#> 12 -0.089089966+0.5305615i Traj_1 Sim_43 TrajSim_1_43
#> 13 0.117718674+0.5825909i Traj_1 Sim_43 TrajSim_1_43
#> 14 0.071986957+0.5581880i Traj_1 Sim_43 TrajSim_1_43
#> 15 0.094884343+0.4791629i Traj_1 Sim_43 TrajSim_1_43
#> 16 0.002329615+0.4974845i Traj_1 Sim_43 TrajSim_1_43
#> 17 0.080188718+0.4550456i Traj_1 Sim_43 TrajSim_1_43
#> 18 0.144854410+0.5347798i Traj_1 Sim_43 TrajSim_1_43
#> 19 -0.054714540+0.5554715i Traj_1 Sim_43 TrajSim_1_43
#> 20 0.122067531+0.5393892i Traj_1 Sim_43 TrajSim_1_43
#> 21 0.152080026+0.4588685i Traj_1 Sim_43 TrajSim_1_43
#> 22 0.012539532+0.5610870i Traj_1 Sim_43 TrajSim_1_43
#> 23 -0.027875125+0.5768429i Traj_1 Sim_43 TrajSim_1_43
#> 24 0.188738280+0.4903268i Traj_1 Sim_43 TrajSim_1_43
#> 25 0.027333837+0.5146373i Traj_1 Sim_43 TrajSim_1_43
#> 26 0.125700541+0.4995482i Traj_1 Sim_43 TrajSim_1_43
#> 27 0.008058552+0.4786950i Traj_1 Sim_43 TrajSim_1_43
#> 28 0.013609979+0.5425424i Traj_1 Sim_43 TrajSim_1_43
#> 29 0.049070035+0.4766667i Traj_1 Sim_43 TrajSim_1_43
#>
#> [[43]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2895442 2.267578 0.02 0.02 0.2895442+ 2.267578i
#> 3 0.3487894 2.887997 0.04 0.04 0.3487894+ 2.887997i
#> 4 0.4609236 3.494689 0.06 0.06 0.4609236+ 3.494689i
#> 5 0.5992640 4.191893 0.08 0.08 0.5992640+ 4.191893i
#> 6 0.6988986 4.706494 0.10 0.10 0.6988986+ 4.706494i
#> 7 0.7699233 5.259545 0.12 0.12 0.7699233+ 5.259545i
#> 8 0.8587274 5.819659 0.14 0.14 0.8587274+ 5.819659i
#> 9 0.9406000 6.443473 0.16 0.16 0.9406000+ 6.443473i
#> 10 1.0288280 6.882102 0.18 0.18 1.0288280+ 6.882102i
#> 11 1.0807394 7.450003 0.20 0.20 1.0807394+ 7.450003i
#> 12 1.1352373 8.079757 0.22 0.22 1.1352373+ 8.079757i
#> 13 1.1275568 8.703885 0.24 0.24 1.1275568+ 8.703885i
#> 14 1.2625071 9.341056 0.26 0.26 1.2625071+ 9.341056i
#> 15 1.3656753 9.987517 0.28 0.28 1.3656753+ 9.987517i
#> 16 1.4546515 10.576171 0.30 0.30 1.4546515+10.576171i
#> 17 1.4831019 11.190241 0.32 0.32 1.4831019+11.190241i
#> 18 1.5940262 11.700527 0.34 0.34 1.5940262+11.700527i
#> 19 1.8217472 12.239765 0.36 0.36 1.8217472+12.239765i
#> 20 1.9497475 12.733126 0.38 0.38 1.9497475+12.733126i
#> 21 1.8623023 13.382291 0.40 0.40 1.8623023+13.382291i
#> 22 1.9211970 14.099748 0.42 0.42 1.9211970+14.099748i
#> 23 2.1686085 14.711649 0.44 0.44 2.1686085+14.711649i
#> 24 2.3584876 15.292291 0.46 0.46 2.3584876+15.292291i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_43 TrajSim_2_43
#> 2 -0.046455771+0.7075777i Traj_2 Sim_43 TrajSim_2_43
#> 3 0.059245190+0.6204191i Traj_2 Sim_43 TrajSim_2_43
#> 4 0.112134195+0.6066927i Traj_2 Sim_43 TrajSim_2_43
#> 5 0.138340365+0.6972038i Traj_2 Sim_43 TrajSim_2_43
#> 6 0.099634654+0.5146012i Traj_2 Sim_43 TrajSim_2_43
#> 7 0.071024714+0.5530508i Traj_2 Sim_43 TrajSim_2_43
#> 8 0.088804069+0.5601140i Traj_2 Sim_43 TrajSim_2_43
#> 9 0.081872562+0.6238136i Traj_2 Sim_43 TrajSim_2_43
#> 10 0.088227979+0.4386295i Traj_2 Sim_43 TrajSim_2_43
#> 11 0.051911395+0.5679004i Traj_2 Sim_43 TrajSim_2_43
#> 12 0.054497944+0.6297539i Traj_2 Sim_43 TrajSim_2_43
#> 13 -0.007680521+0.6241285i Traj_2 Sim_43 TrajSim_2_43
#> 14 0.134950282+0.6371702i Traj_2 Sim_43 TrajSim_2_43
#> 15 0.103168263+0.6464612i Traj_2 Sim_43 TrajSim_2_43
#> 16 0.088976135+0.5886541i Traj_2 Sim_43 TrajSim_2_43
#> 17 0.028450481+0.6140702i Traj_2 Sim_43 TrajSim_2_43
#> 18 0.110924289+0.5102857i Traj_2 Sim_43 TrajSim_2_43
#> 19 0.227720946+0.5392379i Traj_2 Sim_43 TrajSim_2_43
#> 20 0.128000362+0.4933610i Traj_2 Sim_43 TrajSim_2_43
#> 21 -0.087445212+0.6491650i Traj_2 Sim_43 TrajSim_2_43
#> 22 0.058894678+0.7174571i Traj_2 Sim_43 TrajSim_2_43
#> 23 0.247411515+0.6119013i Traj_2 Sim_43 TrajSim_2_43
#> 24 0.189879057+0.5806418i Traj_2 Sim_43 TrajSim_2_43
#>
#>
#> [[44]]
#> [[44]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6839042 1.439131 0.02 0.02 0.6839042+ 1.439131i
#> 3 0.6952270 1.937592 0.04 0.04 0.6952270+ 1.937592i
#> 4 0.7523917 2.347991 0.06 0.06 0.7523917+ 2.347991i
#> 5 0.8664943 2.881044 0.08 0.08 0.8664943+ 2.881044i
#> 6 0.8954685 3.457884 0.10 0.10 0.8954685+ 3.457884i
#> 7 0.9864227 3.933013 0.12 0.12 0.9864227+ 3.933013i
#> 8 1.0848138 4.464312 0.14 0.14 1.0848138+ 4.464312i
#> 9 1.0913061 4.977242 0.16 0.16 1.0913061+ 4.977242i
#> 10 1.1202018 5.476122 0.18 0.18 1.1202018+ 5.476122i
#> 11 1.2024680 6.042483 0.20 0.20 1.2024680+ 6.042483i
#> 12 1.2407624 6.624774 0.22 0.22 1.2407624+ 6.624774i
#> 13 1.4292590 7.083758 0.24 0.24 1.4292590+ 7.083758i
#> 14 1.3705606 7.671037 0.26 0.26 1.3705606+ 7.671037i
#> 15 1.4029579 8.184073 0.28 0.28 1.4029579+ 8.184073i
#> 16 1.5437316 8.820607 0.30 0.30 1.5437316+ 8.820607i
#> 17 1.5031640 9.474290 0.32 0.32 1.5031640+ 9.474290i
#> 18 1.4528293 9.993461 0.34 0.34 1.4528293+ 9.993461i
#> 19 1.4832760 10.544332 0.36 0.36 1.4832760+10.544332i
#> 20 1.6603701 11.011362 0.38 0.38 1.6603701+11.011362i
#> 21 1.7652292 11.498040 0.40 0.40 1.7652292+11.498040i
#> 22 1.6726219 12.062768 0.42 0.42 1.6726219+12.062768i
#> 23 1.7028566 12.565468 0.44 0.44 1.7028566+12.565468i
#> 24 1.6187171 13.090169 0.46 0.46 1.6187171+13.090169i
#> 25 1.6505608 13.564492 0.48 0.48 1.6505608+13.564492i
#> 26 1.7955698 14.046671 0.50 0.50 1.7955698+14.046671i
#> 27 1.8058678 14.628217 0.52 0.52 1.8058678+14.628217i
#> 28 1.9345633 15.176165 0.54 0.54 1.9345633+15.176165i
#> 29 1.8786312 15.730176 0.56 0.56 1.8786312+15.730176i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_44 TrajSim_1_44
#> 2 -0.012095804+0.4931313i Traj_1 Sim_44 TrajSim_1_44
#> 3 0.011322807+0.4984611i Traj_1 Sim_44 TrajSim_1_44
#> 4 0.057164699+0.4103989i Traj_1 Sim_44 TrajSim_1_44
#> 5 0.114102608+0.5330530i Traj_1 Sim_44 TrajSim_1_44
#> 6 0.028974186+0.5768397i Traj_1 Sim_44 TrajSim_1_44
#> 7 0.090954232+0.4751284i Traj_1 Sim_44 TrajSim_1_44
#> 8 0.098391031+0.5312999i Traj_1 Sim_44 TrajSim_1_44
#> 9 0.006492336+0.5129300i Traj_1 Sim_44 TrajSim_1_44
#> 10 0.028895725+0.4988796i Traj_1 Sim_44 TrajSim_1_44
#> 11 0.082266134+0.5663610i Traj_1 Sim_44 TrajSim_1_44
#> 12 0.038294461+0.5822913i Traj_1 Sim_44 TrajSim_1_44
#> 13 0.188496566+0.4589839i Traj_1 Sim_44 TrajSim_1_44
#> 14 -0.058698378+0.5872786i Traj_1 Sim_44 TrajSim_1_44
#> 15 0.032397282+0.5130363i Traj_1 Sim_44 TrajSim_1_44
#> 16 0.140773672+0.6365344i Traj_1 Sim_44 TrajSim_1_44
#> 17 -0.040567570+0.6536827i Traj_1 Sim_44 TrajSim_1_44
#> 18 -0.050334729+0.5191707i Traj_1 Sim_44 TrajSim_1_44
#> 19 0.030446706+0.5508708i Traj_1 Sim_44 TrajSim_1_44
#> 20 0.177094122+0.4670302i Traj_1 Sim_44 TrajSim_1_44
#> 21 0.104859105+0.4866786i Traj_1 Sim_44 TrajSim_1_44
#> 22 -0.092607319+0.5647278i Traj_1 Sim_44 TrajSim_1_44
#> 23 0.030234701+0.5027000i Traj_1 Sim_44 TrajSim_1_44
#> 24 -0.084139456+0.5247009i Traj_1 Sim_44 TrajSim_1_44
#> 25 0.031843725+0.4743232i Traj_1 Sim_44 TrajSim_1_44
#> 26 0.145008981+0.4821791i Traj_1 Sim_44 TrajSim_1_44
#> 27 0.010297972+0.5815458i Traj_1 Sim_44 TrajSim_1_44
#> 28 0.128695535+0.5479481i Traj_1 Sim_44 TrajSim_1_44
#> 29 -0.055932158+0.5540107i Traj_1 Sim_44 TrajSim_1_44
#>
#> [[44]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3862486 2.267118 0.02 0.02 0.3862486+ 2.267118i
#> 3 0.4311335 2.878821 0.04 0.04 0.4311335+ 2.878821i
#> 4 0.4168097 3.626679 0.06 0.06 0.4168097+ 3.626679i
#> 5 0.2721764 4.331484 0.08 0.08 0.2721764+ 4.331484i
#> 6 0.4291890 4.943366 0.10 0.10 0.4291890+ 4.943366i
#> 7 0.3976244 5.546788 0.12 0.12 0.3976244+ 5.546788i
#> 8 0.5897512 6.118829 0.14 0.14 0.5897512+ 6.118829i
#> 9 0.6505487 6.626183 0.16 0.16 0.6505487+ 6.626183i
#> 10 0.7415213 7.088357 0.18 0.18 0.7415213+ 7.088357i
#> 11 1.0090160 7.794695 0.20 0.20 1.0090160+ 7.794695i
#> 12 1.0201098 8.342391 0.22 0.22 1.0201098+ 8.342391i
#> 13 1.1588039 8.892440 0.24 0.24 1.1588039+ 8.892440i
#> 14 1.2296994 9.561124 0.26 0.26 1.2296994+ 9.561124i
#> 15 1.2693852 10.166489 0.28 0.28 1.2693852+10.166489i
#> 16 1.4505267 10.867742 0.30 0.30 1.4505267+10.867742i
#> 17 1.6236916 11.521636 0.32 0.32 1.6236916+11.521636i
#> 18 1.7171804 12.116218 0.34 0.34 1.7171804+12.116218i
#> 19 1.8629582 12.663895 0.36 0.36 1.8629582+12.663895i
#> 20 1.9984619 13.337615 0.38 0.38 1.9984619+13.337615i
#> 21 2.0016436 14.051153 0.40 0.40 2.0016436+14.051153i
#> 22 2.1383884 14.751083 0.42 0.42 2.1383884+14.751083i
#> 23 2.3324792 15.390164 0.44 0.44 2.3324792+15.390164i
#> 24 2.3018045 15.962931 0.46 0.46 2.3018045+15.962931i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_44 TrajSim_2_44
#> 2 0.050248553+0.7071178i Traj_2 Sim_44 TrajSim_2_44
#> 3 0.044884947+0.6117035i Traj_2 Sim_44 TrajSim_2_44
#> 4 -0.014323756+0.7478574i Traj_2 Sim_44 TrajSim_2_44
#> 5 -0.144633342+0.7048050i Traj_2 Sim_44 TrajSim_2_44
#> 6 0.157012564+0.6118823i Traj_2 Sim_44 TrajSim_2_44
#> 7 -0.031564563+0.6034218i Traj_2 Sim_44 TrajSim_2_44
#> 8 0.192126844+0.5720408i Traj_2 Sim_44 TrajSim_2_44
#> 9 0.060797482+0.5073540i Traj_2 Sim_44 TrajSim_2_44
#> 10 0.090972584+0.4621744i Traj_2 Sim_44 TrajSim_2_44
#> 11 0.267494726+0.7063377i Traj_2 Sim_44 TrajSim_2_44
#> 12 0.011093733+0.5476963i Traj_2 Sim_44 TrajSim_2_44
#> 13 0.138694135+0.5500485i Traj_2 Sim_44 TrajSim_2_44
#> 14 0.070895504+0.6686849i Traj_2 Sim_44 TrajSim_2_44
#> 15 0.039685824+0.6053641i Traj_2 Sim_44 TrajSim_2_44
#> 16 0.181141487+0.7012532i Traj_2 Sim_44 TrajSim_2_44
#> 17 0.173164830+0.6538945i Traj_2 Sim_44 TrajSim_2_44
#> 18 0.093488834+0.5945822i Traj_2 Sim_44 TrajSim_2_44
#> 19 0.145777848+0.5476763i Traj_2 Sim_44 TrajSim_2_44
#> 20 0.135503700+0.6737200i Traj_2 Sim_44 TrajSim_2_44
#> 21 0.003181653+0.7135380i Traj_2 Sim_44 TrajSim_2_44
#> 22 0.136744810+0.6999306i Traj_2 Sim_44 TrajSim_2_44
#> 23 0.194090807+0.6390808i Traj_2 Sim_44 TrajSim_2_44
#> 24 -0.030674660+0.5727668i Traj_2 Sim_44 TrajSim_2_44
#>
#>
#> [[45]]
#> [[45]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8547148 1.489061 0.02 0.02 0.8547148+ 1.489061i
#> 3 0.9768187 2.030303 0.04 0.04 0.9768187+ 2.030303i
#> 4 1.0853590 2.599989 0.06 0.06 1.0853590+ 2.599989i
#> 5 1.0999850 3.133011 0.08 0.08 1.0999850+ 3.133011i
#> 6 1.0804991 3.635368 0.10 0.10 1.0804991+ 3.635368i
#> 7 1.2019721 4.130255 0.12 0.12 1.2019721+ 4.130255i
#> 8 1.2212860 4.577456 0.14 0.14 1.2212860+ 4.577456i
#> 9 1.2378139 5.171759 0.16 0.16 1.2378139+ 5.171759i
#> 10 1.3819103 5.623747 0.18 0.18 1.3819103+ 5.623747i
#> 11 1.5525546 6.173716 0.20 0.20 1.5525546+ 6.173716i
#> 12 1.5413590 6.736363 0.22 0.22 1.5413590+ 6.736363i
#> 13 1.7143171 7.251559 0.24 0.24 1.7143171+ 7.251559i
#> 14 1.8526933 7.810938 0.26 0.26 1.8526933+ 7.810938i
#> 15 1.8131416 8.321761 0.28 0.28 1.8131416+ 8.321761i
#> 16 1.9405808 8.766546 0.30 0.30 1.9405808+ 8.766546i
#> 17 2.1271959 9.273124 0.32 0.32 2.1271959+ 9.273124i
#> 18 2.3864573 9.811611 0.34 0.34 2.3864573+ 9.811611i
#> 19 2.3754793 10.486493 0.36 0.36 2.3754793+10.486493i
#> 20 2.3942167 10.932944 0.38 0.38 2.3942167+10.932944i
#> 21 2.5990446 11.438436 0.40 0.40 2.5990446+11.438436i
#> 22 2.6041905 12.017417 0.42 0.42 2.6041905+12.017417i
#> 23 2.5363229 12.573661 0.44 0.44 2.5363229+12.573661i
#> 24 2.5282606 13.101401 0.46 0.46 2.5282606+13.101401i
#> 25 2.5512456 13.537453 0.48 0.48 2.5512456+13.537453i
#> 26 2.5576559 14.094620 0.50 0.50 2.5576559+14.094620i
#> 27 2.5117752 14.627308 0.52 0.52 2.5117752+14.627308i
#> 28 2.5275690 15.156958 0.54 0.54 2.5275690+15.156958i
#> 29 2.4741610 15.700666 0.56 0.56 2.4741610+15.700666i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_45 TrajSim_1_45
#> 2 0.158714796+0.5430609i Traj_1 Sim_45 TrajSim_1_45
#> 3 0.122103946+0.5412424i Traj_1 Sim_45 TrajSim_1_45
#> 4 0.108540290+0.5696854i Traj_1 Sim_45 TrajSim_1_45
#> 5 0.014625930+0.5330219i Traj_1 Sim_45 TrajSim_1_45
#> 6 -0.019485856+0.5023575i Traj_1 Sim_45 TrajSim_1_45
#> 7 0.121472998+0.4948869i Traj_1 Sim_45 TrajSim_1_45
#> 8 0.019313903+0.4472006i Traj_1 Sim_45 TrajSim_1_45
#> 9 0.016527907+0.5943037i Traj_1 Sim_45 TrajSim_1_45
#> 10 0.144096402+0.4519875i Traj_1 Sim_45 TrajSim_1_45
#> 11 0.170644282+0.5499695i Traj_1 Sim_45 TrajSim_1_45
#> 12 -0.011195557+0.5626471i Traj_1 Sim_45 TrajSim_1_45
#> 13 0.172958085+0.5151960i Traj_1 Sim_45 TrajSim_1_45
#> 14 0.138376201+0.5593788i Traj_1 Sim_45 TrajSim_1_45
#> 15 -0.039551699+0.5108227i Traj_1 Sim_45 TrajSim_1_45
#> 16 0.127439190+0.4447848i Traj_1 Sim_45 TrajSim_1_45
#> 17 0.186615068+0.5065784i Traj_1 Sim_45 TrajSim_1_45
#> 18 0.259261456+0.5384872i Traj_1 Sim_45 TrajSim_1_45
#> 19 -0.010978050+0.6748818i Traj_1 Sim_45 TrajSim_1_45
#> 20 0.018737399+0.4464512i Traj_1 Sim_45 TrajSim_1_45
#> 21 0.204827863+0.5054922i Traj_1 Sim_45 TrajSim_1_45
#> 22 0.005145950+0.5789809i Traj_1 Sim_45 TrajSim_1_45
#> 23 -0.067867555+0.5562434i Traj_1 Sim_45 TrajSim_1_45
#> 24 -0.008062338+0.5277402i Traj_1 Sim_45 TrajSim_1_45
#> 25 0.022984979+0.4360525i Traj_1 Sim_45 TrajSim_1_45
#> 26 0.006410273+0.5571669i Traj_1 Sim_45 TrajSim_1_45
#> 27 -0.045880620+0.5326877i Traj_1 Sim_45 TrajSim_1_45
#> 28 0.015793761+0.5296501i Traj_1 Sim_45 TrajSim_1_45
#> 29 -0.053408050+0.5437081i Traj_1 Sim_45 TrajSim_1_45
#>
#> [[45]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3447048 2.219340 0.02 0.02 0.3447048+ 2.219340i
#> 3 0.4698676 2.818231 0.04 0.04 0.4698676+ 2.818231i
#> 4 0.3928206 3.272379 0.06 0.06 0.3928206+ 3.272379i
#> 5 0.4727013 3.996873 0.08 0.08 0.4727013+ 3.996873i
#> 6 0.5217117 4.575207 0.10 0.10 0.5217117+ 4.575207i
#> 7 0.6779401 5.215445 0.12 0.12 0.6779401+ 5.215445i
#> 8 0.7245909 5.740503 0.14 0.14 0.7245909+ 5.740503i
#> 9 0.8528648 6.396181 0.16 0.16 0.8528648+ 6.396181i
#> 10 0.9498422 6.979736 0.18 0.18 0.9498422+ 6.979736i
#> 11 0.9706223 7.560834 0.20 0.20 0.9706223+ 7.560834i
#> 12 1.0668325 8.223594 0.22 0.22 1.0668325+ 8.223594i
#> 13 1.2420840 8.920073 0.24 0.24 1.2420840+ 8.920073i
#> 14 1.3599664 9.510291 0.26 0.26 1.3599664+ 9.510291i
#> 15 1.5062539 10.198044 0.28 0.28 1.5062539+10.198044i
#> 16 1.5175998 10.747067 0.30 0.30 1.5175998+10.747067i
#> 17 1.4802468 11.320106 0.32 0.32 1.4802468+11.320106i
#> 18 1.4904403 12.141555 0.34 0.34 1.4904403+12.141555i
#> 19 1.4743892 12.895920 0.36 0.36 1.4743892+12.895920i
#> 20 1.4146163 13.529935 0.38 0.38 1.4146163+13.529935i
#> 21 1.3914220 14.189838 0.40 0.40 1.3914220+14.189838i
#> 22 1.5233155 14.853029 0.42 0.42 1.5233155+14.853029i
#> 23 1.6398823 15.393111 0.44 0.44 1.6398823+15.393111i
#> 24 1.7338726 15.909592 0.46 0.46 1.7338726+15.909592i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_45 TrajSim_2_45
#> 2 0.008704774+0.6593397i Traj_2 Sim_45 TrajSim_2_45
#> 3 0.125162788+0.5988913i Traj_2 Sim_45 TrajSim_2_45
#> 4 -0.077047005+0.4541477i Traj_2 Sim_45 TrajSim_2_45
#> 5 0.079880771+0.7244945i Traj_2 Sim_45 TrajSim_2_45
#> 6 0.049010401+0.5783333i Traj_2 Sim_45 TrajSim_2_45
#> 7 0.156228334+0.6402384i Traj_2 Sim_45 TrajSim_2_45
#> 8 0.046650831+0.5250576i Traj_2 Sim_45 TrajSim_2_45
#> 9 0.128273877+0.6556785i Traj_2 Sim_45 TrajSim_2_45
#> 10 0.096977471+0.5835553i Traj_2 Sim_45 TrajSim_2_45
#> 11 0.020780048+0.5810979i Traj_2 Sim_45 TrajSim_2_45
#> 12 0.096210180+0.6627595i Traj_2 Sim_45 TrajSim_2_45
#> 13 0.175251553+0.6964793i Traj_2 Sim_45 TrajSim_2_45
#> 14 0.117882362+0.5902175i Traj_2 Sim_45 TrajSim_2_45
#> 15 0.146287508+0.6877538i Traj_2 Sim_45 TrajSim_2_45
#> 16 0.011345883+0.5490222i Traj_2 Sim_45 TrajSim_2_45
#> 17 -0.037352937+0.5730391i Traj_2 Sim_45 TrajSim_2_45
#> 18 0.010193435+0.8214496i Traj_2 Sim_45 TrajSim_2_45
#> 19 -0.016051035+0.7543644i Traj_2 Sim_45 TrajSim_2_45
#> 20 -0.059772941+0.6340153i Traj_2 Sim_45 TrajSim_2_45
#> 21 -0.023194267+0.6599030i Traj_2 Sim_45 TrajSim_2_45
#> 22 0.131893497+0.6631908i Traj_2 Sim_45 TrajSim_2_45
#> 23 0.116566742+0.5400826i Traj_2 Sim_45 TrajSim_2_45
#> 24 0.093990296+0.5164804i Traj_2 Sim_45 TrajSim_2_45
#>
#>
#> [[46]]
#> [[46]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6163490 1.449699 0.02 0.02 0.6163490+ 1.449699i
#> 3 0.6706971 1.961355 0.04 0.04 0.6706971+ 1.961355i
#> 4 0.7937965 2.480588 0.06 0.06 0.7937965+ 2.480588i
#> 5 0.8379635 2.928033 0.08 0.08 0.8379635+ 2.928033i
#> 6 0.8282652 3.375298 0.10 0.10 0.8282652+ 3.375298i
#> 7 0.8057249 3.876784 0.12 0.12 0.8057249+ 3.876784i
#> 8 0.8708073 4.384913 0.14 0.14 0.8708073+ 4.384913i
#> 9 0.8211476 5.034074 0.16 0.16 0.8211476+ 5.034074i
#> 10 0.8877711 5.640339 0.18 0.18 0.8877711+ 5.640339i
#> 11 0.9652362 6.116508 0.20 0.20 0.9652362+ 6.116508i
#> 12 1.0532147 6.716328 0.22 0.22 1.0532147+ 6.716328i
#> 13 0.9078628 7.252467 0.24 0.24 0.9078628+ 7.252467i
#> 14 0.9498471 7.701406 0.26 0.26 0.9498471+ 7.701406i
#> 15 0.9821172 8.191112 0.28 0.28 0.9821172+ 8.191112i
#> 16 1.0499901 8.778905 0.30 0.30 1.0499901+ 8.778905i
#> 17 1.0572222 9.283943 0.32 0.32 1.0572222+ 9.283943i
#> 18 1.0494692 9.844055 0.34 0.34 1.0494692+ 9.844055i
#> 19 1.0723387 10.403872 0.36 0.36 1.0723387+10.403872i
#> 20 1.2836849 10.930159 0.38 0.38 1.2836849+10.930159i
#> 21 1.3415104 11.536466 0.40 0.40 1.3415104+11.536466i
#> 22 1.5487578 12.044004 0.42 0.42 1.5487578+12.044004i
#> 23 1.5794319 12.508149 0.44 0.44 1.5794319+12.508149i
#> 24 1.5908531 13.137217 0.46 0.46 1.5908531+13.137217i
#> 25 1.6297110 13.750385 0.48 0.48 1.6297110+13.750385i
#> 26 1.5996262 14.212268 0.50 0.50 1.5996262+14.212268i
#> 27 1.6679089 14.742871 0.52 0.52 1.6679089+14.742871i
#> 28 1.5821854 15.232553 0.54 0.54 1.5821854+15.232553i
#> 29 1.5853155 15.844556 0.56 0.56 1.5853155+15.844556i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_46 TrajSim_1_46
#> 2 -0.079650976+0.5036985i Traj_1 Sim_46 TrajSim_1_46
#> 3 0.054348030+0.5116565i Traj_1 Sim_46 TrajSim_1_46
#> 4 0.123099439+0.5192329i Traj_1 Sim_46 TrajSim_1_46
#> 5 0.044166996+0.4474452i Traj_1 Sim_46 TrajSim_1_46
#> 6 -0.009698288+0.4472645i Traj_1 Sim_46 TrajSim_1_46
#> 7 -0.022540284+0.5014866i Traj_1 Sim_46 TrajSim_1_46
#> 8 0.065082371+0.5081283i Traj_1 Sim_46 TrajSim_1_46
#> 9 -0.049659702+0.6491612i Traj_1 Sim_46 TrajSim_1_46
#> 10 0.066623518+0.6062649i Traj_1 Sim_46 TrajSim_1_46
#> 11 0.077465090+0.4761690i Traj_1 Sim_46 TrajSim_1_46
#> 12 0.087978510+0.5998206i Traj_1 Sim_46 TrajSim_1_46
#> 13 -0.145351924+0.5361390i Traj_1 Sim_46 TrajSim_1_46
#> 14 0.041984273+0.4489386i Traj_1 Sim_46 TrajSim_1_46
#> 15 0.032270143+0.4897060i Traj_1 Sim_46 TrajSim_1_46
#> 16 0.067872888+0.5877930i Traj_1 Sim_46 TrajSim_1_46
#> 17 0.007232161+0.5050380i Traj_1 Sim_46 TrajSim_1_46
#> 18 -0.007752996+0.5601123i Traj_1 Sim_46 TrajSim_1_46
#> 19 0.022869462+0.5598169i Traj_1 Sim_46 TrajSim_1_46
#> 20 0.211346139+0.5262871i Traj_1 Sim_46 TrajSim_1_46
#> 21 0.057825573+0.6063073i Traj_1 Sim_46 TrajSim_1_46
#> 22 0.207247360+0.5075373i Traj_1 Sim_46 TrajSim_1_46
#> 23 0.030674072+0.4641455i Traj_1 Sim_46 TrajSim_1_46
#> 24 0.011421207+0.6290682i Traj_1 Sim_46 TrajSim_1_46
#> 25 0.038857900+0.6131679i Traj_1 Sim_46 TrajSim_1_46
#> 26 -0.030084780+0.4618827i Traj_1 Sim_46 TrajSim_1_46
#> 27 0.068282675+0.5306025i Traj_1 Sim_46 TrajSim_1_46
#> 28 -0.085723455+0.4896826i Traj_1 Sim_46 TrajSim_1_46
#> 29 0.003130081+0.6120030i Traj_1 Sim_46 TrajSim_1_46
#>
#> [[46]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2127022 2.293056 0.02 0.02 0.2127022+ 2.293056i
#> 3 0.2828558 2.891320 0.04 0.04 0.2828558+ 2.891320i
#> 4 0.2907486 3.503459 0.06 0.06 0.2907486+ 3.503459i
#> 5 0.3794887 4.085630 0.08 0.08 0.3794887+ 4.085630i
#> 6 0.4769673 4.771079 0.10 0.10 0.4769673+ 4.771079i
#> 7 0.5541028 5.255266 0.12 0.12 0.5541028+ 5.255266i
#> 8 0.6653692 5.944747 0.14 0.14 0.6653692+ 5.944747i
#> 9 0.7642513 6.583906 0.16 0.16 0.7642513+ 6.583906i
#> 10 0.7129664 7.082012 0.18 0.18 0.7129664+ 7.082012i
#> 11 0.7272805 7.642182 0.20 0.20 0.7272805+ 7.642182i
#> 12 0.7983857 8.224340 0.22 0.22 0.7983857+ 8.224340i
#> 13 0.8875315 8.617295 0.24 0.24 0.8875315+ 8.617295i
#> 14 0.9541363 9.193034 0.26 0.26 0.9541363+ 9.193034i
#> 15 0.8511720 9.955210 0.28 0.28 0.8511720+ 9.955210i
#> 16 0.8630731 10.494323 0.30 0.30 0.8630731+10.494323i
#> 17 0.8572077 11.124702 0.32 0.32 0.8572077+11.124702i
#> 18 0.8987466 11.822062 0.34 0.34 0.8987466+11.822062i
#> 19 0.9109145 12.351962 0.36 0.36 0.9109145+12.351962i
#> 20 0.8644864 13.120616 0.38 0.38 0.8644864+13.120616i
#> 21 0.8254977 13.771524 0.40 0.40 0.8254977+13.771524i
#> 22 0.7264684 14.450997 0.42 0.42 0.7264684+14.450997i
#> 23 0.7619700 15.027377 0.44 0.44 0.7619700+15.027377i
#> 24 0.8939248 15.732614 0.46 0.46 0.8939248+15.732614i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_46 TrajSim_2_46
#> 2 -0.123297837+0.7330560i Traj_2 Sim_46 TrajSim_2_46
#> 3 0.070153603+0.5982637i Traj_2 Sim_46 TrajSim_2_46
#> 4 0.007892840+0.6121396i Traj_2 Sim_46 TrajSim_2_46
#> 5 0.088740112+0.5821711i Traj_2 Sim_46 TrajSim_2_46
#> 6 0.097478564+0.6854482i Traj_2 Sim_46 TrajSim_2_46
#> 7 0.077135521+0.4841873i Traj_2 Sim_46 TrajSim_2_46
#> 8 0.111266441+0.6894810i Traj_2 Sim_46 TrajSim_2_46
#> 9 0.098882075+0.6391587i Traj_2 Sim_46 TrajSim_2_46
#> 10 -0.051284966+0.4981069i Traj_2 Sim_46 TrajSim_2_46
#> 11 0.014314099+0.5601694i Traj_2 Sim_46 TrajSim_2_46
#> 12 0.071105238+0.5821586i Traj_2 Sim_46 TrajSim_2_46
#> 13 0.089145858+0.3929548i Traj_2 Sim_46 TrajSim_2_46
#> 14 0.066604745+0.5757392i Traj_2 Sim_46 TrajSim_2_46
#> 15 -0.102964319+0.7621753i Traj_2 Sim_46 TrajSim_2_46
#> 16 0.011901146+0.5391135i Traj_2 Sim_46 TrajSim_2_46
#> 17 -0.005865451+0.6303787i Traj_2 Sim_46 TrajSim_2_46
#> 18 0.041538940+0.6973606i Traj_2 Sim_46 TrajSim_2_46
#> 19 0.012167927+0.5298993i Traj_2 Sim_46 TrajSim_2_46
#> 20 -0.046428138+0.7686538i Traj_2 Sim_46 TrajSim_2_46
#> 21 -0.038988727+0.6509081i Traj_2 Sim_46 TrajSim_2_46
#> 22 -0.099029302+0.6794733i Traj_2 Sim_46 TrajSim_2_46
#> 23 0.035501600+0.5763799i Traj_2 Sim_46 TrajSim_2_46
#> 24 0.131954841+0.7052371i Traj_2 Sim_46 TrajSim_2_46
#>
#>
#> [[47]]
#> [[47]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6736951 1.578465 0.02 0.02 0.6736951+ 1.578465i
#> 3 0.6858195 2.064277 0.04 0.04 0.6858195+ 2.064277i
#> 4 0.6858123 2.617270 0.06 0.06 0.6858123+ 2.617270i
#> 5 0.6914618 3.245954 0.08 0.08 0.6914618+ 3.245954i
#> 6 0.8736810 3.784754 0.10 0.10 0.8736810+ 3.784754i
#> 7 0.9430879 4.302385 0.12 0.12 0.9430879+ 4.302385i
#> 8 1.1169435 4.826094 0.14 0.14 1.1169435+ 4.826094i
#> 9 1.0843699 5.352065 0.16 0.16 1.0843699+ 5.352065i
#> 10 1.2255450 5.905706 0.18 0.18 1.2255450+ 5.905706i
#> 11 1.3677112 6.300678 0.20 0.20 1.3677112+ 6.300678i
#> 12 1.4357541 6.788971 0.22 0.22 1.4357541+ 6.788971i
#> 13 1.3982359 7.369363 0.24 0.24 1.3982359+ 7.369363i
#> 14 1.5324648 7.867871 0.26 0.26 1.5324648+ 7.867871i
#> 15 1.6111313 8.407611 0.28 0.28 1.6111313+ 8.407611i
#> 16 1.6555889 8.962054 0.30 0.30 1.6555889+ 8.962054i
#> 17 1.8278654 9.503372 0.32 0.32 1.8278654+ 9.503372i
#> 18 1.7927171 10.065847 0.34 0.34 1.7927171+10.065847i
#> 19 1.9183274 10.675185 0.36 0.36 1.9183274+10.675185i
#> 20 1.8524325 11.289540 0.38 0.38 1.8524325+11.289540i
#> 21 2.0647493 11.797796 0.40 0.40 2.0647493+11.797796i
#> 22 1.9524549 12.374512 0.42 0.42 1.9524549+12.374512i
#> 23 2.1074489 12.889337 0.44 0.44 2.1074489+12.889337i
#> 24 2.1220681 13.414469 0.46 0.46 2.1220681+13.414469i
#> 25 2.1081699 13.876766 0.48 0.48 2.1081699+13.876766i
#> 26 2.2103963 14.349818 0.50 0.50 2.2103963+14.349818i
#> 27 2.3520627 14.793973 0.52 0.52 2.3520627+14.793973i
#> 28 2.4150665 15.398872 0.54 0.54 2.4150665+15.398872i
#> 29 2.4698600 15.936207 0.56 0.56 2.4698600+15.936207i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_1 Sim_47 TrajSim_1_47
#> 2 -2.230488e-02+0.6324647i Traj_1 Sim_47 TrajSim_1_47
#> 3 1.212442e-02+0.4858122i Traj_1 Sim_47 TrajSim_1_47
#> 4 -7.207099e-06+0.5529926i Traj_1 Sim_47 TrajSim_1_47
#> 5 5.649442e-03+0.6286840i Traj_1 Sim_47 TrajSim_1_47
#> 6 1.822192e-01+0.5388004i Traj_1 Sim_47 TrajSim_1_47
#> 7 6.940686e-02+0.5176311i Traj_1 Sim_47 TrajSim_1_47
#> 8 1.738557e-01+0.5237086i Traj_1 Sim_47 TrajSim_1_47
#> 9 -3.257364e-02+0.5259714i Traj_1 Sim_47 TrajSim_1_47
#> 10 1.411751e-01+0.5536411i Traj_1 Sim_47 TrajSim_1_47
#> 11 1.421661e-01+0.3949714i Traj_1 Sim_47 TrajSim_1_47
#> 12 6.804297e-02+0.4882934i Traj_1 Sim_47 TrajSim_1_47
#> 13 -3.751825e-02+0.5803917i Traj_1 Sim_47 TrajSim_1_47
#> 14 1.342289e-01+0.4985082i Traj_1 Sim_47 TrajSim_1_47
#> 15 7.866653e-02+0.5397404i Traj_1 Sim_47 TrajSim_1_47
#> 16 4.445756e-02+0.5544428i Traj_1 Sim_47 TrajSim_1_47
#> 17 1.722765e-01+0.5413182i Traj_1 Sim_47 TrajSim_1_47
#> 18 -3.514837e-02+0.5624750i Traj_1 Sim_47 TrajSim_1_47
#> 19 1.256104e-01+0.6093379i Traj_1 Sim_47 TrajSim_1_47
#> 20 -6.589496e-02+0.6143549i Traj_1 Sim_47 TrajSim_1_47
#> 21 2.123169e-01+0.5082557i Traj_1 Sim_47 TrajSim_1_47
#> 22 -1.122945e-01+0.5767158i Traj_1 Sim_47 TrajSim_1_47
#> 23 1.549940e-01+0.5148251i Traj_1 Sim_47 TrajSim_1_47
#> 24 1.461922e-02+0.5251324i Traj_1 Sim_47 TrajSim_1_47
#> 25 -1.389825e-02+0.4622964i Traj_1 Sim_47 TrajSim_1_47
#> 26 1.022264e-01+0.4730524i Traj_1 Sim_47 TrajSim_1_47
#> 27 1.416664e-01+0.4441550i Traj_1 Sim_47 TrajSim_1_47
#> 28 6.300385e-02+0.6048988i Traj_1 Sim_47 TrajSim_1_47
#> 29 5.479342e-02+0.5373357i Traj_1 Sim_47 TrajSim_1_47
#>
#> [[47]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4786893 2.252836 0.02 0.02 0.4786893+ 2.252836i
#> 3 0.5066304 2.873446 0.04 0.04 0.5066304+ 2.873446i
#> 4 0.5050390 3.501140 0.06 0.06 0.5050390+ 3.501140i
#> 5 0.4857923 3.989879 0.08 0.08 0.4857923+ 3.989879i
#> 6 0.5544750 4.600075 0.10 0.10 0.5544750+ 4.600075i
#> 7 0.7572704 5.208112 0.12 0.12 0.7572704+ 5.208112i
#> 8 0.8122776 5.763102 0.14 0.14 0.8122776+ 5.763102i
#> 9 0.8325036 6.343712 0.16 0.16 0.8325036+ 6.343712i
#> 10 0.8963179 6.935329 0.18 0.18 0.8963179+ 6.935329i
#> 11 1.0087814 7.485150 0.20 0.20 1.0087814+ 7.485150i
#> 12 1.1215271 8.093070 0.22 0.22 1.1215271+ 8.093070i
#> 13 1.0758316 8.722430 0.24 0.24 1.0758316+ 8.722430i
#> 14 1.2098623 9.277453 0.26 0.26 1.2098623+ 9.277453i
#> 15 1.3283232 9.810693 0.28 0.28 1.3283232+ 9.810693i
#> 16 1.2620629 10.298276 0.30 0.30 1.2620629+10.298276i
#> 17 1.4113003 10.879140 0.32 0.32 1.4113003+10.879140i
#> 18 1.5016257 11.590886 0.34 0.34 1.5016257+11.590886i
#> 19 1.6532597 12.119379 0.36 0.36 1.6532597+12.119379i
#> 20 1.7145052 12.820516 0.38 0.38 1.7145052+12.820516i
#> 21 1.6548154 13.521211 0.40 0.40 1.6548154+13.521211i
#> 22 1.7749386 14.093863 0.42 0.42 1.7749386+14.093863i
#> 23 2.0010490 14.716382 0.44 0.44 2.0010490+14.716382i
#> 24 2.2088242 15.354050 0.46 0.46 2.2088242+15.354050i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_47 TrajSim_2_47
#> 2 0.142689319+0.6928360i Traj_2 Sim_47 TrajSim_2_47
#> 3 0.027941101+0.6206096i Traj_2 Sim_47 TrajSim_2_47
#> 4 -0.001591379+0.6276940i Traj_2 Sim_47 TrajSim_2_47
#> 5 -0.019246709+0.4887396i Traj_2 Sim_47 TrajSim_2_47
#> 6 0.068682622+0.6101953i Traj_2 Sim_47 TrajSim_2_47
#> 7 0.202795463+0.6080373i Traj_2 Sim_47 TrajSim_2_47
#> 8 0.055007218+0.5549903i Traj_2 Sim_47 TrajSim_2_47
#> 9 0.020225954+0.5806096i Traj_2 Sim_47 TrajSim_2_47
#> 10 0.063814273+0.5916175i Traj_2 Sim_47 TrajSim_2_47
#> 11 0.112463574+0.5498207i Traj_2 Sim_47 TrajSim_2_47
#> 12 0.112745626+0.6079197i Traj_2 Sim_47 TrajSim_2_47
#> 13 -0.045695485+0.6293603i Traj_2 Sim_47 TrajSim_2_47
#> 14 0.134030729+0.5550233i Traj_2 Sim_47 TrajSim_2_47
#> 15 0.118460909+0.5332396i Traj_2 Sim_47 TrajSim_2_47
#> 16 -0.066260267+0.4875829i Traj_2 Sim_47 TrajSim_2_47
#> 17 0.149237392+0.5808639i Traj_2 Sim_47 TrajSim_2_47
#> 18 0.090325343+0.7117468i Traj_2 Sim_47 TrajSim_2_47
#> 19 0.151634059+0.5284922i Traj_2 Sim_47 TrajSim_2_47
#> 20 0.061245479+0.7011373i Traj_2 Sim_47 TrajSim_2_47
#> 21 -0.059689857+0.7006952i Traj_2 Sim_47 TrajSim_2_47
#> 22 0.120123228+0.5726516i Traj_2 Sim_47 TrajSim_2_47
#> 23 0.226110447+0.6225199i Traj_2 Sim_47 TrajSim_2_47
#> 24 0.207775177+0.6376673i Traj_2 Sim_47 TrajSim_2_47
#>
#>
#> [[48]]
#> [[48]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5966805 1.463218 0.02 0.02 0.5966805+ 1.463218i
#> 3 0.7415054 2.009541 0.04 0.04 0.7415054+ 2.009541i
#> 4 0.6858326 2.560955 0.06 0.06 0.6858326+ 2.560955i
#> 5 0.7846730 3.083713 0.08 0.08 0.7846730+ 3.083713i
#> 6 0.9154476 3.575991 0.10 0.10 0.9154476+ 3.575991i
#> 7 1.0542001 4.203936 0.12 0.12 1.0542001+ 4.203936i
#> 8 1.0976214 4.669795 0.14 0.14 1.0976214+ 4.669795i
#> 9 1.2002503 5.224293 0.16 0.16 1.2002503+ 5.224293i
#> 10 1.2207097 5.691934 0.18 0.18 1.2207097+ 5.691934i
#> 11 1.2373478 6.224829 0.20 0.20 1.2373478+ 6.224829i
#> 12 1.3647928 6.686040 0.22 0.22 1.3647928+ 6.686040i
#> 13 1.4029037 7.214773 0.24 0.24 1.4029037+ 7.214773i
#> 14 1.5150101 7.752723 0.26 0.26 1.5150101+ 7.752723i
#> 15 1.6158397 8.328466 0.28 0.28 1.6158397+ 8.328466i
#> 16 1.6177609 8.956011 0.30 0.30 1.6177609+ 8.956011i
#> 17 1.7047447 9.477910 0.32 0.32 1.7047447+ 9.477910i
#> 18 1.7451142 10.102576 0.34 0.34 1.7451142+10.102576i
#> 19 1.7162060 10.692019 0.36 0.36 1.7162060+10.692019i
#> 20 1.7159612 11.235114 0.38 0.38 1.7159612+11.235114i
#> 21 1.6674351 11.769691 0.40 0.40 1.6674351+11.769691i
#> 22 1.7307922 12.264448 0.42 0.42 1.7307922+12.264448i
#> 23 1.9072620 12.748618 0.44 0.44 1.9072620+12.748618i
#> 24 1.9212971 13.349213 0.46 0.46 1.9212971+13.349213i
#> 25 1.9138248 13.871015 0.48 0.48 1.9138248+13.871015i
#> 26 1.8728319 14.375541 0.50 0.50 1.8728319+14.375541i
#> 27 1.8241538 14.903668 0.52 0.52 1.8241538+14.903668i
#> 28 1.9805968 15.385079 0.54 0.54 1.9805968+15.385079i
#> 29 2.0167244 15.923128 0.56 0.56 2.0167244+15.923128i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_48 TrajSim_1_48
#> 2 -0.0993195339+0.5172183i Traj_1 Sim_48 TrajSim_1_48
#> 3 0.1448249143+0.5463230i Traj_1 Sim_48 TrajSim_1_48
#> 4 -0.0556727364+0.5514139i Traj_1 Sim_48 TrajSim_1_48
#> 5 0.0988403822+0.5227580i Traj_1 Sim_48 TrajSim_1_48
#> 6 0.1307745960+0.4922774i Traj_1 Sim_48 TrajSim_1_48
#> 7 0.1387525042+0.6279451i Traj_1 Sim_48 TrajSim_1_48
#> 8 0.0434212262+0.4658593i Traj_1 Sim_48 TrajSim_1_48
#> 9 0.1026289129+0.5544981i Traj_1 Sim_48 TrajSim_1_48
#> 10 0.0204594095+0.4676412i Traj_1 Sim_48 TrajSim_1_48
#> 11 0.0166381474+0.5328949i Traj_1 Sim_48 TrajSim_1_48
#> 12 0.1274449966+0.4612107i Traj_1 Sim_48 TrajSim_1_48
#> 13 0.0381109173+0.5287333i Traj_1 Sim_48 TrajSim_1_48
#> 14 0.1121064010+0.5379499i Traj_1 Sim_48 TrajSim_1_48
#> 15 0.1008295744+0.5757432i Traj_1 Sim_48 TrajSim_1_48
#> 16 0.0019211779+0.6275451i Traj_1 Sim_48 TrajSim_1_48
#> 17 0.0869838287+0.5218983i Traj_1 Sim_48 TrajSim_1_48
#> 18 0.0403694539+0.6246663i Traj_1 Sim_48 TrajSim_1_48
#> 19 -0.0289081368+0.5894436i Traj_1 Sim_48 TrajSim_1_48
#> 20 -0.0002447945+0.5430945i Traj_1 Sim_48 TrajSim_1_48
#> 21 -0.0485261456+0.5345768i Traj_1 Sim_48 TrajSim_1_48
#> 22 0.0633570727+0.4947568i Traj_1 Sim_48 TrajSim_1_48
#> 23 0.1764698489+0.4841704i Traj_1 Sim_48 TrajSim_1_48
#> 24 0.0140350980+0.6005950i Traj_1 Sim_48 TrajSim_1_48
#> 25 -0.0074723357+0.5218019i Traj_1 Sim_48 TrajSim_1_48
#> 26 -0.0409928631+0.5045257i Traj_1 Sim_48 TrajSim_1_48
#> 27 -0.0486780773+0.5281273i Traj_1 Sim_48 TrajSim_1_48
#> 28 0.1564429525+0.4814106i Traj_1 Sim_48 TrajSim_1_48
#> 29 0.0361276126+0.5380497i Traj_1 Sim_48 TrajSim_1_48
#>
#> [[48]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5313487 2.053113 0.02 0.02 0.5313487+ 2.053113i
#> 3 0.5128357 2.718721 0.04 0.04 0.5128357+ 2.718721i
#> 4 0.5267244 3.420871 0.06 0.06 0.5267244+ 3.420871i
#> 5 0.6256338 3.970979 0.08 0.08 0.6256338+ 3.970979i
#> 6 0.6160008 4.558743 0.10 0.10 0.6160008+ 4.558743i
#> 7 0.7407282 5.183240 0.12 0.12 0.7407282+ 5.183240i
#> 8 0.8101368 5.755279 0.14 0.14 0.8101368+ 5.755279i
#> 9 0.8352547 6.323480 0.16 0.16 0.8352547+ 6.323480i
#> 10 0.8009860 6.888890 0.18 0.18 0.8009860+ 6.888890i
#> 11 0.8526470 7.577875 0.20 0.20 0.8526470+ 7.577875i
#> 12 0.8120338 8.024621 0.22 0.22 0.8120338+ 8.024621i
#> 13 0.7561481 8.625432 0.24 0.24 0.7561481+ 8.625432i
#> 14 0.7665428 9.375434 0.26 0.26 0.7665428+ 9.375434i
#> 15 0.6153110 10.002818 0.28 0.28 0.6153110+10.002818i
#> 16 0.6306738 10.590831 0.30 0.30 0.6306738+10.590831i
#> 17 0.7022559 11.280961 0.32 0.32 0.7022559+11.280961i
#> 18 0.7852395 11.873514 0.34 0.34 0.7852395+11.873514i
#> 19 0.8189400 12.414447 0.36 0.36 0.8189400+12.414447i
#> 20 0.8538206 13.044558 0.38 0.38 0.8538206+13.044558i
#> 21 0.9451715 13.647629 0.40 0.40 0.9451715+13.647629i
#> 22 0.9125222 14.327478 0.42 0.42 0.9125222+14.327478i
#> 23 1.2491954 14.959657 0.44 0.44 1.2491954+14.959657i
#> 24 1.5320477 15.466941 0.46 0.46 1.5320477+15.466941i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_48 TrajSim_2_48
#> 2 0.195348700+0.4931129i Traj_2 Sim_48 TrajSim_2_48
#> 3 -0.018513022+0.6656082i Traj_2 Sim_48 TrajSim_2_48
#> 4 0.013888742+0.7021502i Traj_2 Sim_48 TrajSim_2_48
#> 5 0.098909412+0.5501075i Traj_2 Sim_48 TrajSim_2_48
#> 6 -0.009633025+0.5877644i Traj_2 Sim_48 TrajSim_2_48
#> 7 0.124727367+0.6244970i Traj_2 Sim_48 TrajSim_2_48
#> 8 0.069408618+0.5720386i Traj_2 Sim_48 TrajSim_2_48
#> 9 0.025117886+0.5682011i Traj_2 Sim_48 TrajSim_2_48
#> 10 -0.034268688+0.5654104i Traj_2 Sim_48 TrajSim_2_48
#> 11 0.051660982+0.6889848i Traj_2 Sim_48 TrajSim_2_48
#> 12 -0.040613176+0.4467453i Traj_2 Sim_48 TrajSim_2_48
#> 13 -0.055885648+0.6008118i Traj_2 Sim_48 TrajSim_2_48
#> 14 0.010394647+0.7500012i Traj_2 Sim_48 TrajSim_2_48
#> 15 -0.151231779+0.6273840i Traj_2 Sim_48 TrajSim_2_48
#> 16 0.015362738+0.5880134i Traj_2 Sim_48 TrajSim_2_48
#> 17 0.071582165+0.6901300i Traj_2 Sim_48 TrajSim_2_48
#> 18 0.082983551+0.5925526i Traj_2 Sim_48 TrajSim_2_48
#> 19 0.033700483+0.5409339i Traj_2 Sim_48 TrajSim_2_48
#> 20 0.034880598+0.6301110i Traj_2 Sim_48 TrajSim_2_48
#> 21 0.091350970+0.6030707i Traj_2 Sim_48 TrajSim_2_48
#> 22 -0.032649320+0.6798491i Traj_2 Sim_48 TrajSim_2_48
#> 23 0.336673167+0.6321791i Traj_2 Sim_48 TrajSim_2_48
#> 24 0.282852322+0.5072834i Traj_2 Sim_48 TrajSim_2_48
#>
#>
#> [[49]]
#> [[49]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7446036 1.495093 0.02 0.02 0.7446036+ 1.495093i
#> 3 0.7673088 1.975919 0.04 0.04 0.7673088+ 1.975919i
#> 4 0.6638766 2.439574 0.06 0.06 0.6638766+ 2.439574i
#> 5 0.7220734 2.888361 0.08 0.08 0.7220734+ 2.888361i
#> 6 0.6884539 3.352220 0.10 0.10 0.6884539+ 3.352220i
#> 7 0.7914750 3.853513 0.12 0.12 0.7914750+ 3.853513i
#> 8 0.7932491 4.493588 0.14 0.14 0.7932491+ 4.493588i
#> 9 0.9259416 5.031188 0.16 0.16 0.9259416+ 5.031188i
#> 10 1.0630645 5.537357 0.18 0.18 1.0630645+ 5.537357i
#> 11 0.9961026 6.001865 0.20 0.20 0.9961026+ 6.001865i
#> 12 0.9827283 6.631346 0.22 0.22 0.9827283+ 6.631346i
#> 13 1.1040354 7.179534 0.24 0.24 1.1040354+ 7.179534i
#> 14 1.2596252 7.704402 0.26 0.26 1.2596252+ 7.704402i
#> 15 1.1794725 8.182018 0.28 0.28 1.1794725+ 8.182018i
#> 16 1.1128737 8.715405 0.30 0.30 1.1128737+ 8.715405i
#> 17 1.2516587 9.265460 0.32 0.32 1.2516587+ 9.265460i
#> 18 1.2372976 9.849358 0.34 0.34 1.2372976+ 9.849358i
#> 19 1.3669140 10.388758 0.36 0.36 1.3669140+10.388758i
#> 20 1.4755993 10.946978 0.38 0.38 1.4755993+10.946978i
#> 21 1.5320522 11.479379 0.40 0.40 1.5320522+11.479379i
#> 22 1.6571102 12.061718 0.42 0.42 1.6571102+12.061718i
#> 23 1.6637942 12.589931 0.44 0.44 1.6637942+12.589931i
#> 24 1.9405600 13.103412 0.46 0.46 1.9405600+13.103412i
#> 25 1.9826435 13.634178 0.48 0.48 1.9826435+13.634178i
#> 26 1.9965022 14.107615 0.50 0.50 1.9965022+14.107615i
#> 27 2.0687737 14.639810 0.52 0.52 2.0687737+14.639810i
#> 28 2.0833424 15.092843 0.54 0.54 2.0833424+15.092843i
#> 29 2.1050206 15.599169 0.56 0.56 2.1050206+15.599169i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_49 TrajSim_1_49
#> 2 0.048603568+0.5490933i Traj_1 Sim_49 TrajSim_1_49
#> 3 0.022705205+0.4808260i Traj_1 Sim_49 TrajSim_1_49
#> 4 -0.103432132+0.4636544i Traj_1 Sim_49 TrajSim_1_49
#> 5 0.058196743+0.4487873i Traj_1 Sim_49 TrajSim_1_49
#> 6 -0.033619459+0.4638587i Traj_1 Sim_49 TrajSim_1_49
#> 7 0.103021079+0.5012938i Traj_1 Sim_49 TrajSim_1_49
#> 8 0.001774085+0.6400747i Traj_1 Sim_49 TrajSim_1_49
#> 9 0.132692514+0.5375994i Traj_1 Sim_49 TrajSim_1_49
#> 10 0.137122857+0.5061691i Traj_1 Sim_49 TrajSim_1_49
#> 11 -0.066961889+0.4645079i Traj_1 Sim_49 TrajSim_1_49
#> 12 -0.013374229+0.6294810i Traj_1 Sim_49 TrajSim_1_49
#> 13 0.121307093+0.5481882i Traj_1 Sim_49 TrajSim_1_49
#> 14 0.155589722+0.5248680i Traj_1 Sim_49 TrajSim_1_49
#> 15 -0.080152704+0.4776158i Traj_1 Sim_49 TrajSim_1_49
#> 16 -0.066598768+0.5333878i Traj_1 Sim_49 TrajSim_1_49
#> 17 0.138785002+0.5500550i Traj_1 Sim_49 TrajSim_1_49
#> 18 -0.014361055+0.5838975i Traj_1 Sim_49 TrajSim_1_49
#> 19 0.129616365+0.5393998i Traj_1 Sim_49 TrajSim_1_49
#> 20 0.108685339+0.5582207i Traj_1 Sim_49 TrajSim_1_49
#> 21 0.056452887+0.5324010i Traj_1 Sim_49 TrajSim_1_49
#> 22 0.125057954+0.5823382i Traj_1 Sim_49 TrajSim_1_49
#> 23 0.006684070+0.5282131i Traj_1 Sim_49 TrajSim_1_49
#> 24 0.276765783+0.5134810i Traj_1 Sim_49 TrajSim_1_49
#> 25 0.042083460+0.5307661i Traj_1 Sim_49 TrajSim_1_49
#> 26 0.013858736+0.4734375i Traj_1 Sim_49 TrajSim_1_49
#> 27 0.072271457+0.5321943i Traj_1 Sim_49 TrajSim_1_49
#> 28 0.014568683+0.4530336i Traj_1 Sim_49 TrajSim_1_49
#> 29 0.021678211+0.5063256i Traj_1 Sim_49 TrajSim_1_49
#>
#> [[49]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4049874 2.117455 0.02 0.02 0.4049874+ 2.117455i
#> 3 0.6082570 2.684186 0.04 0.04 0.6082570+ 2.684186i
#> 4 0.5851612 3.346557 0.06 0.06 0.5851612+ 3.346557i
#> 5 0.6860789 4.039079 0.08 0.08 0.6860789+ 4.039079i
#> 6 0.6271436 4.628735 0.10 0.10 0.6271436+ 4.628735i
#> 7 0.6744121 5.073905 0.12 0.12 0.6744121+ 5.073905i
#> 8 0.7089761 5.617612 0.14 0.14 0.7089761+ 5.617612i
#> 9 0.7285690 6.160245 0.16 0.16 0.7285690+ 6.160245i
#> 10 0.8983215 6.761356 0.18 0.18 0.8983215+ 6.761356i
#> 11 0.9478486 7.382629 0.20 0.20 0.9478486+ 7.382629i
#> 12 1.2060618 7.985534 0.22 0.22 1.2060618+ 7.985534i
#> 13 1.3783753 8.467137 0.24 0.24 1.3783753+ 8.467137i
#> 14 1.4791610 9.123615 0.26 0.26 1.4791610+ 9.123615i
#> 15 1.6452601 9.698343 0.28 0.28 1.6452601+ 9.698343i
#> 16 1.7551805 10.160280 0.30 0.30 1.7551805+10.160280i
#> 17 1.6829254 10.760541 0.32 0.32 1.6829254+10.760541i
#> 18 1.7728677 11.289669 0.34 0.34 1.7728677+11.289669i
#> 19 1.7943773 11.967826 0.36 0.36 1.7943773+11.967826i
#> 20 1.7096654 12.602421 0.38 0.38 1.7096654+12.602421i
#> 21 1.8342311 13.267773 0.40 0.40 1.8342311+13.267773i
#> 22 1.7682252 13.872052 0.42 0.42 1.7682252+13.872052i
#> 23 1.8867545 14.624728 0.44 0.44 1.8867545+14.624728i
#> 24 1.8932375 15.358224 0.46 0.46 1.8932375+15.358224i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_49 TrajSim_2_49
#> 2 0.068987357+0.5574546i Traj_2 Sim_49 TrajSim_2_49
#> 3 0.203269652+0.5667312i Traj_2 Sim_49 TrajSim_2_49
#> 4 -0.023095816+0.6623713i Traj_2 Sim_49 TrajSim_2_49
#> 5 0.100917672+0.6925219i Traj_2 Sim_49 TrajSim_2_49
#> 6 -0.058935233+0.5896557i Traj_2 Sim_49 TrajSim_2_49
#> 7 0.047268467+0.4451709i Traj_2 Sim_49 TrajSim_2_49
#> 8 0.034563965+0.5437067i Traj_2 Sim_49 TrajSim_2_49
#> 9 0.019592922+0.5426330i Traj_2 Sim_49 TrajSim_2_49
#> 10 0.169752514+0.6011107i Traj_2 Sim_49 TrajSim_2_49
#> 11 0.049527126+0.6212730i Traj_2 Sim_49 TrajSim_2_49
#> 12 0.258213181+0.6029049i Traj_2 Sim_49 TrajSim_2_49
#> 13 0.172313534+0.4816029i Traj_2 Sim_49 TrajSim_2_49
#> 14 0.100785656+0.6564786i Traj_2 Sim_49 TrajSim_2_49
#> 15 0.166099079+0.5747279i Traj_2 Sim_49 TrajSim_2_49
#> 16 0.109920410+0.4619372i Traj_2 Sim_49 TrajSim_2_49
#> 17 -0.072255065+0.6002604i Traj_2 Sim_49 TrajSim_2_49
#> 18 0.089942295+0.5291287i Traj_2 Sim_49 TrajSim_2_49
#> 19 0.021509545+0.6781570i Traj_2 Sim_49 TrajSim_2_49
#> 20 -0.084711814+0.6345949i Traj_2 Sim_49 TrajSim_2_49
#> 21 0.124565701+0.6653516i Traj_2 Sim_49 TrajSim_2_49
#> 22 -0.066005975+0.6042793i Traj_2 Sim_49 TrajSim_2_49
#> 23 0.118529321+0.7526762i Traj_2 Sim_49 TrajSim_2_49
#> 24 0.006483037+0.7334955i Traj_2 Sim_49 TrajSim_2_49
#>
#>
#> [[50]]
#> [[50]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5784095 1.512516 0.02 0.02 0.5784095+ 1.512516i
#> 3 0.6777286 1.985060 0.04 0.04 0.6777286+ 1.985060i
#> 4 0.8231239 2.460407 0.06 0.06 0.8231239+ 2.460407i
#> 5 0.9468238 2.982326 0.08 0.08 0.9468238+ 2.982326i
#> 6 0.9551682 3.439686 0.10 0.10 0.9551682+ 3.439686i
#> 7 1.0707849 4.014218 0.12 0.12 1.0707849+ 4.014218i
#> 8 1.1013769 4.550409 0.14 0.14 1.1013769+ 4.550409i
#> 9 1.0968772 5.132645 0.16 0.16 1.0968772+ 5.132645i
#> 10 1.1977295 5.626185 0.18 0.18 1.1977295+ 5.626185i
#> 11 1.0339366 6.123302 0.20 0.20 1.0339366+ 6.123302i
#> 12 1.0213471 6.651043 0.22 0.22 1.0213471+ 6.651043i
#> 13 1.0834872 7.219568 0.24 0.24 1.0834872+ 7.219568i
#> 14 0.9877301 7.806371 0.26 0.26 0.9877301+ 7.806371i
#> 15 0.9957395 8.341422 0.28 0.28 0.9957395+ 8.341422i
#> 16 0.8905941 8.933981 0.30 0.30 0.8905941+ 8.933981i
#> 17 1.1196974 9.410659 0.32 0.32 1.1196974+ 9.410659i
#> 18 1.2308695 9.904539 0.34 0.34 1.2308695+ 9.904539i
#> 19 1.3287598 10.483694 0.36 0.36 1.3287598+10.483694i
#> 20 1.3361485 10.978828 0.38 0.38 1.3361485+10.978828i
#> 21 1.3264262 11.382626 0.40 0.40 1.3264262+11.382626i
#> 22 1.4292894 11.977684 0.42 0.42 1.4292894+11.977684i
#> 23 1.4215034 12.496324 0.44 0.44 1.4215034+12.496324i
#> 24 1.5048315 13.005306 0.46 0.46 1.5048315+13.005306i
#> 25 1.5552158 13.485321 0.48 0.48 1.5552158+13.485321i
#> 26 1.5834687 14.055487 0.50 0.50 1.5834687+14.055487i
#> 27 1.6567893 14.542677 0.52 0.52 1.6567893+14.542677i
#> 28 1.8188236 15.153816 0.54 0.54 1.8188236+15.153816i
#> 29 1.9350403 15.793718 0.56 0.56 1.9350403+15.793718i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_50 TrajSim_1_50
#> 2 -0.117590531+0.5665156i Traj_1 Sim_50 TrajSim_1_50
#> 3 0.099319160+0.4725445i Traj_1 Sim_50 TrajSim_1_50
#> 4 0.145395306+0.4753471i Traj_1 Sim_50 TrajSim_1_50
#> 5 0.123699853+0.5219191i Traj_1 Sim_50 TrajSim_1_50
#> 6 0.008344411+0.4573594i Traj_1 Sim_50 TrajSim_1_50
#> 7 0.115616726+0.5745319i Traj_1 Sim_50 TrajSim_1_50
#> 8 0.030591990+0.5361910i Traj_1 Sim_50 TrajSim_1_50
#> 9 -0.004499668+0.5822367i Traj_1 Sim_50 TrajSim_1_50
#> 10 0.100852257+0.4935399i Traj_1 Sim_50 TrajSim_1_50
#> 11 -0.163792873+0.4971171i Traj_1 Sim_50 TrajSim_1_50
#> 12 -0.012589571+0.5277411i Traj_1 Sim_50 TrajSim_1_50
#> 13 0.062140184+0.5685241i Traj_1 Sim_50 TrajSim_1_50
#> 14 -0.095757099+0.5868038i Traj_1 Sim_50 TrajSim_1_50
#> 15 0.008009319+0.5350504i Traj_1 Sim_50 TrajSim_1_50
#> 16 -0.105145321+0.5925592i Traj_1 Sim_50 TrajSim_1_50
#> 17 0.229103301+0.4766777i Traj_1 Sim_50 TrajSim_1_50
#> 18 0.111172056+0.4938807i Traj_1 Sim_50 TrajSim_1_50
#> 19 0.097890257+0.5791543i Traj_1 Sim_50 TrajSim_1_50
#> 20 0.007388709+0.4951347i Traj_1 Sim_50 TrajSim_1_50
#> 21 -0.009722269+0.4037981i Traj_1 Sim_50 TrajSim_1_50
#> 22 0.102863225+0.5950573i Traj_1 Sim_50 TrajSim_1_50
#> 23 -0.007786052+0.5186397i Traj_1 Sim_50 TrajSim_1_50
#> 24 0.083328103+0.5089824i Traj_1 Sim_50 TrajSim_1_50
#> 25 0.050384339+0.4800149i Traj_1 Sim_50 TrajSim_1_50
#> 26 0.028252900+0.5701662i Traj_1 Sim_50 TrajSim_1_50
#> 27 0.073320577+0.4871900i Traj_1 Sim_50 TrajSim_1_50
#> 28 0.162034264+0.6111393i Traj_1 Sim_50 TrajSim_1_50
#> 29 0.116216789+0.6399014i Traj_1 Sim_50 TrajSim_1_50
#>
#> [[50]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4557420 2.117099 0.02 0.02 0.4557420+ 2.117099i
#> 3 0.4836139 2.689973 0.04 0.04 0.4836139+ 2.689973i
#> 4 0.6296334 3.208526 0.06 0.06 0.6296334+ 3.208526i
#> 5 0.7008270 3.818183 0.08 0.08 0.7008270+ 3.818183i
#> 6 0.7382505 4.502004 0.10 0.10 0.7382505+ 4.502004i
#> 7 0.8821132 5.106394 0.12 0.12 0.8821132+ 5.106394i
#> 8 1.0779777 5.651842 0.14 0.14 1.0779777+ 5.651842i
#> 9 1.0571829 6.321745 0.16 0.16 1.0571829+ 6.321745i
#> 10 1.0618424 6.896099 0.18 0.18 1.0618424+ 6.896099i
#> 11 1.1161165 7.369269 0.20 0.20 1.1161165+ 7.369269i
#> 12 1.4275210 7.922375 0.22 0.22 1.4275210+ 7.922375i
#> 13 1.6265348 8.450377 0.24 0.24 1.6265348+ 8.450377i
#> 14 1.6259702 8.982652 0.26 0.26 1.6259702+ 8.982652i
#> 15 1.6684427 9.579291 0.28 0.28 1.6684427+ 9.579291i
#> 16 1.8593607 10.205604 0.30 0.30 1.8593607+10.205604i
#> 17 2.0690329 10.741110 0.32 0.32 2.0690329+10.741110i
#> 18 2.1249490 11.284218 0.34 0.34 2.1249490+11.284218i
#> 19 2.2485706 11.892084 0.36 0.36 2.2485706+11.892084i
#> 20 2.3313484 12.498476 0.38 0.38 2.3313484+12.498476i
#> 21 2.4518305 13.061504 0.40 0.40 2.4518305+13.061504i
#> 22 2.6023174 13.720545 0.42 0.42 2.6023174+13.720545i
#> 23 2.6406172 14.312143 0.44 0.44 2.6406172+14.312143i
#> 24 2.6323504 14.926726 0.46 0.46 2.6323504+14.926726i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_50 TrajSim_2_50
#> 2 0.1197419863+0.5570988i Traj_2 Sim_50 TrajSim_2_50
#> 3 0.0278719596+0.5728739i Traj_2 Sim_50 TrajSim_2_50
#> 4 0.1460194280+0.5185529i Traj_2 Sim_50 TrajSim_2_50
#> 5 0.0711936736+0.6096571i Traj_2 Sim_50 TrajSim_2_50
#> 6 0.0374234575+0.6838218i Traj_2 Sim_50 TrajSim_2_50
#> 7 0.1438627040+0.6043894i Traj_2 Sim_50 TrajSim_2_50
#> 8 0.1958645043+0.5454483i Traj_2 Sim_50 TrajSim_2_50
#> 9 -0.0207948259+0.6699033i Traj_2 Sim_50 TrajSim_2_50
#> 10 0.0046595042+0.5743539i Traj_2 Sim_50 TrajSim_2_50
#> 11 0.0542740874+0.4731702i Traj_2 Sim_50 TrajSim_2_50
#> 12 0.3114045304+0.5531054i Traj_2 Sim_50 TrajSim_2_50
#> 13 0.1990137839+0.5280024i Traj_2 Sim_50 TrajSim_2_50
#> 14 -0.0005646074+0.5322752i Traj_2 Sim_50 TrajSim_2_50
#> 15 0.0424724854+0.5966383i Traj_2 Sim_50 TrajSim_2_50
#> 16 0.1909180594+0.6263133i Traj_2 Sim_50 TrajSim_2_50
#> 17 0.2096722087+0.5355061i Traj_2 Sim_50 TrajSim_2_50
#> 18 0.0559160745+0.5431075i Traj_2 Sim_50 TrajSim_2_50
#> 19 0.1236215390+0.6078665i Traj_2 Sim_50 TrajSim_2_50
#> 20 0.0827778898+0.6063917i Traj_2 Sim_50 TrajSim_2_50
#> 21 0.1204821004+0.5630284i Traj_2 Sim_50 TrajSim_2_50
#> 22 0.1504868267+0.6590403i Traj_2 Sim_50 TrajSim_2_50
#> 23 0.0382998795+0.5915986i Traj_2 Sim_50 TrajSim_2_50
#> 24 -0.0082668032+0.6145830i Traj_2 Sim_50 TrajSim_2_50
#>
#>
#> [[51]]
#> [[51]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7561162 1.427405 0.02 0.02 0.7561162+ 1.427405i
#> 3 0.8096841 1.863380 0.04 0.04 0.8096841+ 1.863380i
#> 4 1.0262757 2.312302 0.06 0.06 1.0262757+ 2.312302i
#> 5 1.1036180 2.893488 0.08 0.08 1.1036180+ 2.893488i
#> 6 1.1710324 3.380665 0.10 0.10 1.1710324+ 3.380665i
#> 7 1.2753063 3.881097 0.12 0.12 1.2753063+ 3.881097i
#> 8 1.2664570 4.493375 0.14 0.14 1.2664570+ 4.493375i
#> 9 1.2911856 5.003831 0.16 0.16 1.2911856+ 5.003831i
#> 10 1.1914145 5.520242 0.18 0.18 1.1914145+ 5.520242i
#> 11 1.2381768 6.129140 0.20 0.20 1.2381768+ 6.129140i
#> 12 1.2277130 6.705106 0.22 0.22 1.2277130+ 6.705106i
#> 13 1.3929201 7.246020 0.24 0.24 1.3929201+ 7.246020i
#> 14 1.3328284 7.890853 0.26 0.26 1.3328284+ 7.890853i
#> 15 1.5096544 8.412898 0.28 0.28 1.5096544+ 8.412898i
#> 16 1.5429067 8.835977 0.30 0.30 1.5429067+ 8.835977i
#> 17 1.5662692 9.409589 0.32 0.32 1.5662692+ 9.409589i
#> 18 1.6584911 9.902358 0.34 0.34 1.6584911+ 9.902358i
#> 19 1.7936831 10.490684 0.36 0.36 1.7936831+10.490684i
#> 20 1.9243371 11.018152 0.38 0.38 1.9243371+11.018152i
#> 21 1.8975714 11.461928 0.40 0.40 1.8975714+11.461928i
#> 22 1.8634428 12.060476 0.42 0.42 1.8634428+12.060476i
#> 23 1.8249425 12.515815 0.44 0.44 1.8249425+12.515815i
#> 24 1.8316866 13.172406 0.46 0.46 1.8316866+13.172406i
#> 25 1.8517979 13.744845 0.48 0.48 1.8517979+13.744845i
#> 26 1.9325618 14.337284 0.50 0.50 1.9325618+14.337284i
#> 27 1.9455564 14.864434 0.52 0.52 1.9455564+14.864434i
#> 28 1.9297681 15.441457 0.54 0.54 1.9297681+15.441457i
#> 29 1.9052433 15.868030 0.56 0.56 1.9052433+15.868030i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_51 TrajSim_1_51
#> 2 0.060116209+0.4814054i Traj_1 Sim_51 TrajSim_1_51
#> 3 0.053567923+0.4359742i Traj_1 Sim_51 TrajSim_1_51
#> 4 0.216591561+0.4489226i Traj_1 Sim_51 TrajSim_1_51
#> 5 0.077342335+0.5811862i Traj_1 Sim_51 TrajSim_1_51
#> 6 0.067414381+0.4871771i Traj_1 Sim_51 TrajSim_1_51
#> 7 0.104273937+0.5004320i Traj_1 Sim_51 TrajSim_1_51
#> 8 -0.008849373+0.6122776i Traj_1 Sim_51 TrajSim_1_51
#> 9 0.024728609+0.5104557i Traj_1 Sim_51 TrajSim_1_51
#> 10 -0.099771105+0.5164112i Traj_1 Sim_51 TrajSim_1_51
#> 11 0.046762357+0.6088983i Traj_1 Sim_51 TrajSim_1_51
#> 12 -0.010463827+0.5759655i Traj_1 Sim_51 TrajSim_1_51
#> 13 0.165207042+0.5409143i Traj_1 Sim_51 TrajSim_1_51
#> 14 -0.060091660+0.6448334i Traj_1 Sim_51 TrajSim_1_51
#> 15 0.176826053+0.5220448i Traj_1 Sim_51 TrajSim_1_51
#> 16 0.033252242+0.4230786i Traj_1 Sim_51 TrajSim_1_51
#> 17 0.023362519+0.5736123i Traj_1 Sim_51 TrajSim_1_51
#> 18 0.092221931+0.4927687i Traj_1 Sim_51 TrajSim_1_51
#> 19 0.135191997+0.5883262i Traj_1 Sim_51 TrajSim_1_51
#> 20 0.130653992+0.5274677i Traj_1 Sim_51 TrajSim_1_51
#> 21 -0.026765714+0.4437766i Traj_1 Sim_51 TrajSim_1_51
#> 22 -0.034128609+0.5985474i Traj_1 Sim_51 TrajSim_1_51
#> 23 -0.038500321+0.4553387i Traj_1 Sim_51 TrajSim_1_51
#> 24 0.006744137+0.6565912i Traj_1 Sim_51 TrajSim_1_51
#> 25 0.020111277+0.5724396i Traj_1 Sim_51 TrajSim_1_51
#> 26 0.080763949+0.5924391i Traj_1 Sim_51 TrajSim_1_51
#> 27 0.012994543+0.5271496i Traj_1 Sim_51 TrajSim_1_51
#> 28 -0.015788275+0.5770225i Traj_1 Sim_51 TrajSim_1_51
#> 29 -0.024524765+0.4265734i Traj_1 Sim_51 TrajSim_1_51
#>
#> [[51]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5164868 2.193836 0.02 0.02 0.5164868+ 2.193836i
#> 3 0.5573894 2.876551 0.04 0.04 0.5573894+ 2.876551i
#> 4 0.6038077 3.430503 0.06 0.06 0.6038077+ 3.430503i
#> 5 0.8197020 3.934853 0.08 0.08 0.8197020+ 3.934853i
#> 6 0.8032240 4.603986 0.10 0.10 0.8032240+ 4.603986i
#> 7 0.8326876 5.163808 0.12 0.12 0.8326876+ 5.163808i
#> 8 0.8676430 5.746825 0.14 0.14 0.8676430+ 5.746825i
#> 9 1.0691525 6.317047 0.16 0.16 1.0691525+ 6.317047i
#> 10 1.1554713 6.957949 0.18 0.18 1.1554713+ 6.957949i
#> 11 1.3390321 7.557424 0.20 0.20 1.3390321+ 7.557424i
#> 12 1.3560777 8.096261 0.22 0.22 1.3560777+ 8.096261i
#> 13 1.3125093 8.635997 0.24 0.24 1.3125093+ 8.635997i
#> 14 1.3979338 9.124335 0.26 0.26 1.3979338+ 9.124335i
#> 15 1.4882754 9.766259 0.28 0.28 1.4882754+ 9.766259i
#> 16 1.6270741 10.276507 0.30 0.30 1.6270741+10.276507i
#> 17 1.7153994 10.929979 0.32 0.32 1.7153994+10.929979i
#> 18 1.7987726 11.590579 0.34 0.34 1.7987726+11.590579i
#> 19 1.8531171 12.247781 0.36 0.36 1.8531171+12.247781i
#> 20 1.8530393 12.940996 0.38 0.38 1.8530393+12.940996i
#> 21 1.9978388 13.539033 0.40 0.40 1.9978388+13.539033i
#> 22 1.9128262 14.150832 0.42 0.42 1.9128262+14.150832i
#> 23 1.9553913 14.784492 0.44 0.44 1.9553913+14.784492i
#> 24 2.1860116 15.379847 0.46 0.46 2.1860116+15.379847i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_2 Sim_51 TrajSim_2_51
#> 2 1.804868e-01+0.6338361i Traj_2 Sim_51 TrajSim_2_51
#> 3 4.090260e-02+0.6827148i Traj_2 Sim_51 TrajSim_2_51
#> 4 4.641831e-02+0.5539521i Traj_2 Sim_51 TrajSim_2_51
#> 5 2.158942e-01+0.5043501i Traj_2 Sim_51 TrajSim_2_51
#> 6 -1.647796e-02+0.6691328i Traj_2 Sim_51 TrajSim_2_51
#> 7 2.946353e-02+0.5598224i Traj_2 Sim_51 TrajSim_2_51
#> 8 3.495541e-02+0.5830169i Traj_2 Sim_51 TrajSim_2_51
#> 9 2.015095e-01+0.5702217i Traj_2 Sim_51 TrajSim_2_51
#> 10 8.631886e-02+0.6409022i Traj_2 Sim_51 TrajSim_2_51
#> 11 1.835607e-01+0.5994746i Traj_2 Sim_51 TrajSim_2_51
#> 12 1.704566e-02+0.5388373i Traj_2 Sim_51 TrajSim_2_51
#> 13 -4.356843e-02+0.5397357i Traj_2 Sim_51 TrajSim_2_51
#> 14 8.542456e-02+0.4883388i Traj_2 Sim_51 TrajSim_2_51
#> 15 9.034155e-02+0.6419240i Traj_2 Sim_51 TrajSim_2_51
#> 16 1.387987e-01+0.5102471i Traj_2 Sim_51 TrajSim_2_51
#> 17 8.832535e-02+0.6534722i Traj_2 Sim_51 TrajSim_2_51
#> 18 8.337318e-02+0.6605998i Traj_2 Sim_51 TrajSim_2_51
#> 19 5.434455e-02+0.6572021i Traj_2 Sim_51 TrajSim_2_51
#> 20 -7.783524e-05+0.6932151i Traj_2 Sim_51 TrajSim_2_51
#> 21 1.447995e-01+0.5980371i Traj_2 Sim_51 TrajSim_2_51
#> 22 -8.501264e-02+0.6117993i Traj_2 Sim_51 TrajSim_2_51
#> 23 4.256506e-02+0.6336597i Traj_2 Sim_51 TrajSim_2_51
#> 24 2.306203e-01+0.5953550i Traj_2 Sim_51 TrajSim_2_51
#>
#>
#> [[52]]
#> [[52]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6812424 1.487661 0.02 0.02 0.6812424+ 1.487661i
#> 3 0.7488866 2.033737 0.04 0.04 0.7488866+ 2.033737i
#> 4 0.8761243 2.536976 0.06 0.06 0.8761243+ 2.536976i
#> 5 0.9147138 3.037281 0.08 0.08 0.9147138+ 3.037281i
#> 6 0.9782978 3.552014 0.10 0.10 0.9782978+ 3.552014i
#> 7 1.1306298 4.023347 0.12 0.12 1.1306298+ 4.023347i
#> 8 1.1117432 4.427845 0.14 0.14 1.1117432+ 4.427845i
#> 9 1.2788459 4.927693 0.16 0.16 1.2788459+ 4.927693i
#> 10 1.2585698 5.500825 0.18 0.18 1.2585698+ 5.500825i
#> 11 1.1437310 6.115614 0.20 0.20 1.1437310+ 6.115614i
#> 12 1.1649597 6.610608 0.22 0.22 1.1649597+ 6.610608i
#> 13 1.1046235 7.144535 0.24 0.24 1.1046235+ 7.144535i
#> 14 1.1299974 7.677957 0.26 0.26 1.1299974+ 7.677957i
#> 15 1.1923899 8.285959 0.28 0.28 1.1923899+ 8.285959i
#> 16 1.1747260 8.906549 0.30 0.30 1.1747260+ 8.906549i
#> 17 1.1392925 9.357425 0.32 0.32 1.1392925+ 9.357425i
#> 18 1.1565191 9.816295 0.34 0.34 1.1565191+ 9.816295i
#> 19 1.1477306 10.181431 0.36 0.36 1.1477306+10.181431i
#> 20 1.1131590 10.669834 0.38 0.38 1.1131590+10.669834i
#> 21 1.3825202 11.246704 0.40 0.40 1.3825202+11.246704i
#> 22 1.3504111 11.860802 0.42 0.42 1.3504111+11.860802i
#> 23 1.4168413 12.374816 0.44 0.44 1.4168413+12.374816i
#> 24 1.5279956 12.927058 0.46 0.46 1.5279956+12.927058i
#> 25 1.5161804 13.344469 0.48 0.48 1.5161804+13.344469i
#> 26 1.5511755 13.842066 0.50 0.50 1.5511755+13.842066i
#> 27 1.7179889 14.282518 0.52 0.52 1.7179889+14.282518i
#> 28 1.8566521 14.831454 0.54 0.54 1.8566521+14.831454i
#> 29 1.8374071 15.292217 0.56 0.56 1.8374071+15.292217i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_52 TrajSim_1_52
#> 2 -0.014757624+0.5416614i Traj_1 Sim_52 TrajSim_1_52
#> 3 0.067644222+0.5460752i Traj_1 Sim_52 TrajSim_1_52
#> 4 0.127237729+0.5032397i Traj_1 Sim_52 TrajSim_1_52
#> 5 0.038589460+0.5003044i Traj_1 Sim_52 TrajSim_1_52
#> 6 0.063583991+0.5147334i Traj_1 Sim_52 TrajSim_1_52
#> 7 0.152331973+0.4713329i Traj_1 Sim_52 TrajSim_1_52
#> 8 -0.018886502+0.4044976i Traj_1 Sim_52 TrajSim_1_52
#> 9 0.167102698+0.4998483i Traj_1 Sim_52 TrajSim_1_52
#> 10 -0.020276150+0.5731326i Traj_1 Sim_52 TrajSim_1_52
#> 11 -0.114838763+0.6147881i Traj_1 Sim_52 TrajSim_1_52
#> 12 0.021228666+0.4949943i Traj_1 Sim_52 TrajSim_1_52
#> 13 -0.060336218+0.5339267i Traj_1 Sim_52 TrajSim_1_52
#> 14 0.025373906+0.5334224i Traj_1 Sim_52 TrajSim_1_52
#> 15 0.062392487+0.6080023i Traj_1 Sim_52 TrajSim_1_52
#> 16 -0.017663908+0.6205898i Traj_1 Sim_52 TrajSim_1_52
#> 17 -0.035433517+0.4508758i Traj_1 Sim_52 TrajSim_1_52
#> 18 0.017226601+0.4588698i Traj_1 Sim_52 TrajSim_1_52
#> 19 -0.008788417+0.3651359i Traj_1 Sim_52 TrajSim_1_52
#> 20 -0.034571605+0.4884038i Traj_1 Sim_52 TrajSim_1_52
#> 21 0.269361197+0.5768699i Traj_1 Sim_52 TrajSim_1_52
#> 22 -0.032109138+0.6140975i Traj_1 Sim_52 TrajSim_1_52
#> 23 0.066430191+0.5140143i Traj_1 Sim_52 TrajSim_1_52
#> 24 0.111154320+0.5522423i Traj_1 Sim_52 TrajSim_1_52
#> 25 -0.011815240+0.4174105i Traj_1 Sim_52 TrajSim_1_52
#> 26 0.034995179+0.4975975i Traj_1 Sim_52 TrajSim_1_52
#> 27 0.166813332+0.4404521i Traj_1 Sim_52 TrajSim_1_52
#> 28 0.138663274+0.5489352i Traj_1 Sim_52 TrajSim_1_52
#> 29 -0.019245069+0.4607638i Traj_1 Sim_52 TrajSim_1_52
#>
#> [[52]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3997768 2.123452 0.02 0.02 0.3997768+ 2.123452i
#> 3 0.4810547 2.776190 0.04 0.04 0.4810547+ 2.776190i
#> 4 0.4825752 3.237597 0.06 0.06 0.4825752+ 3.237597i
#> 5 0.3482582 3.822959 0.08 0.08 0.3482582+ 3.822959i
#> 6 0.3666743 4.409777 0.10 0.10 0.3666743+ 4.409777i
#> 7 0.4858920 5.076616 0.12 0.12 0.4858920+ 5.076616i
#> 8 0.4940210 5.827152 0.14 0.14 0.4940210+ 5.827152i
#> 9 0.7097351 6.535835 0.16 0.16 0.7097351+ 6.535835i
#> 10 0.7133459 7.111582 0.18 0.18 0.7133459+ 7.111582i
#> 11 0.9454061 7.814368 0.20 0.20 0.9454061+ 7.814368i
#> 12 1.0495424 8.343818 0.22 0.22 1.0495424+ 8.343818i
#> 13 1.3000483 8.855986 0.24 0.24 1.3000483+ 8.855986i
#> 14 1.2866473 9.613929 0.26 0.26 1.2866473+ 9.613929i
#> 15 1.2634462 10.145378 0.28 0.28 1.2634462+10.145378i
#> 16 1.3809275 10.733738 0.30 0.30 1.3809275+10.733738i
#> 17 1.4693350 11.301362 0.32 0.32 1.4693350+11.301362i
#> 18 1.5328056 11.836057 0.34 0.34 1.5328056+11.836057i
#> 19 1.7916422 12.496624 0.36 0.36 1.7916422+12.496624i
#> 20 1.8740902 13.095949 0.38 0.38 1.8740902+13.095949i
#> 21 1.9700851 13.743314 0.40 0.40 1.9700851+13.743314i
#> 22 1.9629976 14.448143 0.42 0.42 1.9629976+14.448143i
#> 23 1.9547051 14.981731 0.44 0.44 1.9547051+14.981731i
#> 24 1.9705691 15.518589 0.46 0.46 1.9705691+15.518589i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_52 TrajSim_2_52
#> 2 0.063776794+0.5634523i Traj_2 Sim_52 TrajSim_2_52
#> 3 0.081277856+0.6527374i Traj_2 Sim_52 TrajSim_2_52
#> 4 0.001520558+0.4614078i Traj_2 Sim_52 TrajSim_2_52
#> 5 -0.134317032+0.5853612i Traj_2 Sim_52 TrajSim_2_52
#> 6 0.018416075+0.5868188i Traj_2 Sim_52 TrajSim_2_52
#> 7 0.119217734+0.6668382i Traj_2 Sim_52 TrajSim_2_52
#> 8 0.008129020+0.7505368i Traj_2 Sim_52 TrajSim_2_52
#> 9 0.215714051+0.7086830i Traj_2 Sim_52 TrajSim_2_52
#> 10 0.003610840+0.5757470i Traj_2 Sim_52 TrajSim_2_52
#> 11 0.232060195+0.7027851i Traj_2 Sim_52 TrajSim_2_52
#> 12 0.104136332+0.5294508i Traj_2 Sim_52 TrajSim_2_52
#> 13 0.250505846+0.5121677i Traj_2 Sim_52 TrajSim_2_52
#> 14 -0.013401013+0.7579426i Traj_2 Sim_52 TrajSim_2_52
#> 15 -0.023201082+0.5314498i Traj_2 Sim_52 TrajSim_2_52
#> 16 0.117481300+0.5883595i Traj_2 Sim_52 TrajSim_2_52
#> 17 0.088407557+0.5676243i Traj_2 Sim_52 TrajSim_2_52
#> 18 0.063470572+0.5346948i Traj_2 Sim_52 TrajSim_2_52
#> 19 0.258836569+0.6605675i Traj_2 Sim_52 TrajSim_2_52
#> 20 0.082448036+0.5993248i Traj_2 Sim_52 TrajSim_2_52
#> 21 0.095994942+0.6473646i Traj_2 Sim_52 TrajSim_2_52
#> 22 -0.007087512+0.7048290i Traj_2 Sim_52 TrajSim_2_52
#> 23 -0.008292577+0.5335883i Traj_2 Sim_52 TrajSim_2_52
#> 24 0.015864049+0.5368575i Traj_2 Sim_52 TrajSim_2_52
#>
#>
#> [[53]]
#> [[53]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6991549 1.545591 0.02 0.02 0.6991549+ 1.545591i
#> 3 0.6437072 2.109190 0.04 0.04 0.6437072+ 2.109190i
#> 4 0.6364789 2.534633 0.06 0.06 0.6364789+ 2.534633i
#> 5 0.5915798 3.035849 0.08 0.08 0.5915798+ 3.035849i
#> 6 0.5779818 3.593677 0.10 0.10 0.5779818+ 3.593677i
#> 7 0.5862953 4.115369 0.12 0.12 0.5862953+ 4.115369i
#> 8 0.5856398 4.663634 0.14 0.14 0.5856398+ 4.663634i
#> 9 0.6168976 5.147881 0.16 0.16 0.6168976+ 5.147881i
#> 10 0.6923099 5.701683 0.18 0.18 0.6923099+ 5.701683i
#> 11 0.9051589 6.182963 0.20 0.20 0.9051589+ 6.182963i
#> 12 1.1273911 6.667315 0.22 0.22 1.1273911+ 6.667315i
#> 13 1.0459027 7.173644 0.24 0.24 1.0459027+ 7.173644i
#> 14 1.1650431 7.717869 0.26 0.26 1.1650431+ 7.717869i
#> 15 1.2937381 8.202810 0.28 0.28 1.2937381+ 8.202810i
#> 16 1.2760242 8.728772 0.30 0.30 1.2760242+ 8.728772i
#> 17 1.4644767 9.181445 0.32 0.32 1.4644767+ 9.181445i
#> 18 1.5604686 9.724211 0.34 0.34 1.5604686+ 9.724211i
#> 19 1.6318757 10.273223 0.36 0.36 1.6318757+10.273223i
#> 20 1.7571969 10.789627 0.38 0.38 1.7571969+10.789627i
#> 21 1.9110870 11.401276 0.40 0.40 1.9110870+11.401276i
#> 22 2.1917880 11.877137 0.42 0.42 2.1917880+11.877137i
#> 23 2.4844238 12.399021 0.44 0.44 2.4844238+12.399021i
#> 24 2.5356432 12.901161 0.46 0.46 2.5356432+12.901161i
#> 25 2.5901697 13.347822 0.48 0.48 2.5901697+13.347822i
#> 26 2.6569820 13.923518 0.50 0.50 2.6569820+13.923518i
#> 27 2.6641105 14.432514 0.52 0.52 2.6641105+14.432514i
#> 28 2.6446469 14.951394 0.54 0.54 2.6446469+14.951394i
#> 29 2.6018358 15.434951 0.56 0.56 2.6018358+15.434951i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_53 TrajSim_1_53
#> 2 0.0031549283+0.5995915i Traj_1 Sim_53 TrajSim_1_53
#> 3 -0.0554477662+0.5635987i Traj_1 Sim_53 TrajSim_1_53
#> 4 -0.0072282386+0.4254431i Traj_1 Sim_53 TrajSim_1_53
#> 5 -0.0448991181+0.5012161i Traj_1 Sim_53 TrajSim_1_53
#> 6 -0.0135980444+0.5578275i Traj_1 Sim_53 TrajSim_1_53
#> 7 0.0083135697+0.5216924i Traj_1 Sim_53 TrajSim_1_53
#> 8 -0.0006554901+0.5482650i Traj_1 Sim_53 TrajSim_1_53
#> 9 0.0312577345+0.4842466i Traj_1 Sim_53 TrajSim_1_53
#> 10 0.0754123179+0.5538018i Traj_1 Sim_53 TrajSim_1_53
#> 11 0.2128490298+0.4812806i Traj_1 Sim_53 TrajSim_1_53
#> 12 0.2222321464+0.4843516i Traj_1 Sim_53 TrajSim_1_53
#> 13 -0.0814883954+0.5063290i Traj_1 Sim_53 TrajSim_1_53
#> 14 0.1191404429+0.5442249i Traj_1 Sim_53 TrajSim_1_53
#> 15 0.1286949636+0.4849411i Traj_1 Sim_53 TrajSim_1_53
#> 16 -0.0177138335+0.5259625i Traj_1 Sim_53 TrajSim_1_53
#> 17 0.1884524539+0.4526725i Traj_1 Sim_53 TrajSim_1_53
#> 18 0.0959919074+0.5427662i Traj_1 Sim_53 TrajSim_1_53
#> 19 0.0714071393+0.5490115i Traj_1 Sim_53 TrajSim_1_53
#> 20 0.1253211972+0.5164044i Traj_1 Sim_53 TrajSim_1_53
#> 21 0.1538900157+0.6116487i Traj_1 Sim_53 TrajSim_1_53
#> 22 0.2807010495+0.4758615i Traj_1 Sim_53 TrajSim_1_53
#> 23 0.2926358266+0.5218836i Traj_1 Sim_53 TrajSim_1_53
#> 24 0.0512193855+0.5021400i Traj_1 Sim_53 TrajSim_1_53
#> 25 0.0545265016+0.4466610i Traj_1 Sim_53 TrajSim_1_53
#> 26 0.0668122522+0.5756959i Traj_1 Sim_53 TrajSim_1_53
#> 27 0.0071285051+0.5089959i Traj_1 Sim_53 TrajSim_1_53
#> 28 -0.0194635528+0.5188799i Traj_1 Sim_53 TrajSim_1_53
#> 29 -0.0428110952+0.4835571i Traj_1 Sim_53 TrajSim_1_53
#>
#> [[53]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3264967 2.078337 0.02 0.02 0.3264967+ 2.078337i
#> 3 0.3382556 2.766743 0.04 0.04 0.3382556+ 2.766743i
#> 4 0.4655583 3.334381 0.06 0.06 0.4655583+ 3.334381i
#> 5 0.5341752 3.962685 0.08 0.08 0.5341752+ 3.962685i
#> 6 0.6327996 4.486003 0.10 0.10 0.6327996+ 4.486003i
#> 7 0.5947424 5.106938 0.12 0.12 0.5947424+ 5.106938i
#> 8 0.7847448 5.729632 0.14 0.14 0.7847448+ 5.729632i
#> 9 0.8997162 6.289885 0.16 0.16 0.8997162+ 6.289885i
#> 10 0.9098320 7.011593 0.18 0.18 0.9098320+ 7.011593i
#> 11 1.1078650 7.542363 0.20 0.20 1.1078650+ 7.542363i
#> 12 1.1591050 8.045633 0.22 0.22 1.1591050+ 8.045633i
#> 13 1.1776149 8.639731 0.24 0.24 1.1776149+ 8.639731i
#> 14 1.2452560 9.256517 0.26 0.26 1.2452560+ 9.256517i
#> 15 1.2785783 9.785279 0.28 0.28 1.2785783+ 9.785279i
#> 16 1.3606014 10.299585 0.30 0.30 1.3606014+10.299585i
#> 17 1.4380718 10.832714 0.32 0.32 1.4380718+10.832714i
#> 18 1.5435163 11.331075 0.34 0.34 1.5435163+11.331075i
#> 19 1.6623583 11.858254 0.36 0.36 1.6623583+11.858254i
#> 20 1.8114136 12.427531 0.38 0.38 1.8114136+12.427531i
#> 21 1.8024166 13.035264 0.40 0.40 1.8024166+13.035264i
#> 22 1.9541570 13.630291 0.42 0.42 1.9541570+13.630291i
#> 23 2.0230777 14.190816 0.44 0.44 2.0230777+14.190816i
#> 24 2.1225398 14.867946 0.46 0.46 2.1225398+14.867946i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_53 TrajSim_2_53
#> 2 -0.009503327+0.5183367i Traj_2 Sim_53 TrajSim_2_53
#> 3 0.011758896+0.6884066i Traj_2 Sim_53 TrajSim_2_53
#> 4 0.127302744+0.5676382i Traj_2 Sim_53 TrajSim_2_53
#> 5 0.068616864+0.6283035i Traj_2 Sim_53 TrajSim_2_53
#> 6 0.098624456+0.5233181i Traj_2 Sim_53 TrajSim_2_53
#> 7 -0.038057247+0.6209346i Traj_2 Sim_53 TrajSim_2_53
#> 8 0.190002458+0.6226942i Traj_2 Sim_53 TrajSim_2_53
#> 9 0.114971355+0.5602526i Traj_2 Sim_53 TrajSim_2_53
#> 10 0.010115815+0.7217083i Traj_2 Sim_53 TrajSim_2_53
#> 11 0.198033009+0.5307705i Traj_2 Sim_53 TrajSim_2_53
#> 12 0.051240018+0.5032700i Traj_2 Sim_53 TrajSim_2_53
#> 13 0.018509853+0.5940978i Traj_2 Sim_53 TrajSim_2_53
#> 14 0.067641111+0.6167858i Traj_2 Sim_53 TrajSim_2_53
#> 15 0.033322306+0.5287626i Traj_2 Sim_53 TrajSim_2_53
#> 16 0.082023090+0.5143056i Traj_2 Sim_53 TrajSim_2_53
#> 17 0.077470381+0.5331292i Traj_2 Sim_53 TrajSim_2_53
#> 18 0.105444502+0.4983604i Traj_2 Sim_53 TrajSim_2_53
#> 19 0.118841972+0.5271791i Traj_2 Sim_53 TrajSim_2_53
#> 20 0.149055347+0.5692772i Traj_2 Sim_53 TrajSim_2_53
#> 21 -0.008996976+0.6077328i Traj_2 Sim_53 TrajSim_2_53
#> 22 0.151740405+0.5950278i Traj_2 Sim_53 TrajSim_2_53
#> 23 0.068920624+0.5605243i Traj_2 Sim_53 TrajSim_2_53
#> 24 0.099462094+0.6771298i Traj_2 Sim_53 TrajSim_2_53
#>
#>
#> [[54]]
#> [[54]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7470857 1.450358 0.02 0.02 0.7470857+ 1.450358i
#> 3 0.6722575 1.922531 0.04 0.04 0.6722575+ 1.922531i
#> 4 0.7504240 2.462861 0.06 0.06 0.7504240+ 2.462861i
#> 5 0.7041016 2.965153 0.08 0.08 0.7041016+ 2.965153i
#> 6 0.6069375 3.507728 0.10 0.10 0.6069375+ 3.507728i
#> 7 0.6666955 3.955056 0.12 0.12 0.6666955+ 3.955056i
#> 8 0.6358080 4.499571 0.14 0.14 0.6358080+ 4.499571i
#> 9 0.7219260 4.983289 0.16 0.16 0.7219260+ 4.983289i
#> 10 0.8408047 5.483865 0.18 0.18 0.8408047+ 5.483865i
#> 11 0.8414595 5.990500 0.20 0.20 0.8414595+ 5.990500i
#> 12 0.9029645 6.464175 0.22 0.22 0.9029645+ 6.464175i
#> 13 1.0655588 6.968655 0.24 0.24 1.0655588+ 6.968655i
#> 14 1.0975546 7.505103 0.26 0.26 1.0975546+ 7.505103i
#> 15 1.2210475 8.162480 0.28 0.28 1.2210475+ 8.162480i
#> 16 1.2705508 8.645429 0.30 0.30 1.2705508+ 8.645429i
#> 17 1.2430817 9.164260 0.32 0.32 1.2430817+ 9.164260i
#> 18 1.3876567 9.676638 0.34 0.34 1.3876567+ 9.676638i
#> 19 1.4922492 10.181013 0.36 0.36 1.4922492+10.181013i
#> 20 1.4704588 10.658465 0.38 0.38 1.4704588+10.658465i
#> 21 1.4414066 11.268479 0.40 0.40 1.4414066+11.268479i
#> 22 1.5539422 11.703042 0.42 0.42 1.5539422+11.703042i
#> 23 1.5962924 12.274359 0.44 0.44 1.5962924+12.274359i
#> 24 1.8553067 12.807813 0.46 0.46 1.8553067+12.807813i
#> 25 1.8540967 13.352664 0.48 0.48 1.8540967+13.352664i
#> 26 1.8199342 13.811288 0.50 0.50 1.8199342+13.811288i
#> 27 1.8989788 14.353538 0.52 0.52 1.8989788+14.353538i
#> 28 1.9177032 14.848319 0.54 0.54 1.9177032+14.848319i
#> 29 1.9024807 15.409617 0.56 0.56 1.9024807+15.409617i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_54 TrajSim_1_54
#> 2 0.0510856612+0.5043577i Traj_1 Sim_54 TrajSim_1_54
#> 3 -0.0748281904+0.4721736i Traj_1 Sim_54 TrajSim_1_54
#> 4 0.0781665675+0.5403300i Traj_1 Sim_54 TrajSim_1_54
#> 5 -0.0463224517+0.5022918i Traj_1 Sim_54 TrajSim_1_54
#> 6 -0.0971640416+0.5425754i Traj_1 Sim_54 TrajSim_1_54
#> 7 0.0597579842+0.4473278i Traj_1 Sim_54 TrajSim_1_54
#> 8 -0.0308875501+0.5445145i Traj_1 Sim_54 TrajSim_1_54
#> 9 0.0861179896+0.4837181i Traj_1 Sim_54 TrajSim_1_54
#> 10 0.1188787230+0.5005762i Traj_1 Sim_54 TrajSim_1_54
#> 11 0.0006547609+0.5066352i Traj_1 Sim_54 TrajSim_1_54
#> 12 0.0615050647+0.4736747i Traj_1 Sim_54 TrajSim_1_54
#> 13 0.1625942940+0.5044798i Traj_1 Sim_54 TrajSim_1_54
#> 14 0.0319958214+0.5364485i Traj_1 Sim_54 TrajSim_1_54
#> 15 0.1234929062+0.6573771i Traj_1 Sim_54 TrajSim_1_54
#> 16 0.0495032329+0.4829487i Traj_1 Sim_54 TrajSim_1_54
#> 17 -0.0274690386+0.5188307i Traj_1 Sim_54 TrajSim_1_54
#> 18 0.1445749788+0.5123778i Traj_1 Sim_54 TrajSim_1_54
#> 19 0.1045925183+0.5043760i Traj_1 Sim_54 TrajSim_1_54
#> 20 -0.0217904353+0.4774519i Traj_1 Sim_54 TrajSim_1_54
#> 21 -0.0290522210+0.6100132i Traj_1 Sim_54 TrajSim_1_54
#> 22 0.1125356556+0.4345634i Traj_1 Sim_54 TrajSim_1_54
#> 23 0.0423502101+0.5713174i Traj_1 Sim_54 TrajSim_1_54
#> 24 0.2590142214+0.5334535i Traj_1 Sim_54 TrajSim_1_54
#> 25 -0.0012099735+0.5448509i Traj_1 Sim_54 TrajSim_1_54
#> 26 -0.0341624917+0.4586247i Traj_1 Sim_54 TrajSim_1_54
#> 27 0.0790446248+0.5422491i Traj_1 Sim_54 TrajSim_1_54
#> 28 0.0187243410+0.4947817i Traj_1 Sim_54 TrajSim_1_54
#> 29 -0.0152224585+0.5612975i Traj_1 Sim_54 TrajSim_1_54
#>
#> [[54]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4785504 2.149720 0.02 0.02 0.4785504+ 2.149720i
#> 3 0.5211415 2.749449 0.04 0.04 0.5211415+ 2.749449i
#> 4 0.5600761 3.317921 0.06 0.06 0.5600761+ 3.317921i
#> 5 0.7064024 3.949087 0.08 0.08 0.7064024+ 3.949087i
#> 6 0.8098700 4.642505 0.10 0.10 0.8098700+ 4.642505i
#> 7 0.7946110 5.215972 0.12 0.12 0.7946110+ 5.215972i
#> 8 0.7599336 5.851102 0.14 0.14 0.7599336+ 5.851102i
#> 9 1.0453880 6.468712 0.16 0.16 1.0453880+ 6.468712i
#> 10 1.1277197 6.975338 0.18 0.18 1.1277197+ 6.975338i
#> 11 1.1774634 7.563418 0.20 0.20 1.1774634+ 7.563418i
#> 12 1.2803631 8.310988 0.22 0.22 1.2803631+ 8.310988i
#> 13 1.3271173 8.964304 0.24 0.24 1.3271173+ 8.964304i
#> 14 1.2536996 9.634493 0.26 0.26 1.2536996+ 9.634493i
#> 15 1.4053790 10.098869 0.28 0.28 1.4053790+10.098869i
#> 16 1.6444096 10.728829 0.30 0.30 1.6444096+10.728829i
#> 17 1.7958018 11.361916 0.32 0.32 1.7958018+11.361916i
#> 18 1.9113679 11.977355 0.34 0.34 1.9113679+11.977355i
#> 19 1.9517077 12.513840 0.36 0.36 1.9517077+12.513840i
#> 20 1.8493100 13.096533 0.38 0.38 1.8493100+13.096533i
#> 21 1.9501527 13.751806 0.40 0.40 1.9501527+13.751806i
#> 22 1.9729875 14.393917 0.42 0.42 1.9729875+14.393917i
#> 23 1.9945325 14.904886 0.44 0.44 1.9945325+14.904886i
#> 24 2.0131111 15.464416 0.46 0.46 2.0131111+15.464416i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_54 TrajSim_2_54
#> 2 0.14255045+0.5897201i Traj_2 Sim_54 TrajSim_2_54
#> 3 0.04259103+0.5997287i Traj_2 Sim_54 TrajSim_2_54
#> 4 0.03893465+0.5684721i Traj_2 Sim_54 TrajSim_2_54
#> 5 0.14632631+0.6311662i Traj_2 Sim_54 TrajSim_2_54
#> 6 0.10346762+0.6934184i Traj_2 Sim_54 TrajSim_2_54
#> 7 -0.01525902+0.5734664i Traj_2 Sim_54 TrajSim_2_54
#> 8 -0.03467739+0.6351305i Traj_2 Sim_54 TrajSim_2_54
#> 9 0.28545434+0.6176095i Traj_2 Sim_54 TrajSim_2_54
#> 10 0.08233173+0.5066265i Traj_2 Sim_54 TrajSim_2_54
#> 11 0.04974371+0.5880796i Traj_2 Sim_54 TrajSim_2_54
#> 12 0.10289962+0.7475698i Traj_2 Sim_54 TrajSim_2_54
#> 13 0.04675420+0.6533162i Traj_2 Sim_54 TrajSim_2_54
#> 14 -0.07341761+0.6701887i Traj_2 Sim_54 TrajSim_2_54
#> 15 0.15167935+0.4643768i Traj_2 Sim_54 TrajSim_2_54
#> 16 0.23903065+0.6299598i Traj_2 Sim_54 TrajSim_2_54
#> 17 0.15139215+0.6330871i Traj_2 Sim_54 TrajSim_2_54
#> 18 0.11556608+0.6154391i Traj_2 Sim_54 TrajSim_2_54
#> 19 0.04033984+0.5364843i Traj_2 Sim_54 TrajSim_2_54
#> 20 -0.10239774+0.5826930i Traj_2 Sim_54 TrajSim_2_54
#> 21 0.10084275+0.6552735i Traj_2 Sim_54 TrajSim_2_54
#> 22 0.02283481+0.6421105i Traj_2 Sim_54 TrajSim_2_54
#> 23 0.02154496+0.5109693i Traj_2 Sim_54 TrajSim_2_54
#> 24 0.01857865+0.5595298i Traj_2 Sim_54 TrajSim_2_54
#>
#>
#> [[55]]
#> [[55]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8994414 1.577690 0.02 0.02 0.8994414+ 1.577690i
#> 3 0.8534049 2.076146 0.04 0.04 0.8534049+ 2.076146i
#> 4 0.8611075 2.583635 0.06 0.06 0.8611075+ 2.583635i
#> 5 0.8336831 3.032761 0.08 0.08 0.8336831+ 3.032761i
#> 6 0.8493287 3.558501 0.10 0.10 0.8493287+ 3.558501i
#> 7 0.8871615 3.983410 0.12 0.12 0.8871615+ 3.983410i
#> 8 1.1018966 4.514411 0.14 0.14 1.1018966+ 4.514411i
#> 9 1.2371268 5.010174 0.16 0.16 1.2371268+ 5.010174i
#> 10 1.2770541 5.474435 0.18 0.18 1.2770541+ 5.474435i
#> 11 1.2813920 5.943828 0.20 0.20 1.2813920+ 5.943828i
#> 12 1.3035527 6.418753 0.22 0.22 1.3035527+ 6.418753i
#> 13 1.3377133 6.972092 0.24 0.24 1.3377133+ 6.972092i
#> 14 1.2434560 7.377381 0.26 0.26 1.2434560+ 7.377381i
#> 15 1.3108140 7.838619 0.28 0.28 1.3108140+ 7.838619i
#> 16 1.4751032 8.405803 0.30 0.30 1.4751032+ 8.405803i
#> 17 1.5242397 8.939015 0.32 0.32 1.5242397+ 8.939015i
#> 18 1.5039830 9.527064 0.34 0.34 1.5039830+ 9.527064i
#> 19 1.3674795 9.985171 0.36 0.36 1.3674795+ 9.985171i
#> 20 1.3315558 10.513097 0.38 0.38 1.3315558+10.513097i
#> 21 1.4809393 11.124483 0.40 0.40 1.4809393+11.124483i
#> 22 1.5724013 11.599590 0.42 0.42 1.5724013+11.599590i
#> 23 1.7097973 12.146286 0.44 0.44 1.7097973+12.146286i
#> 24 1.7969417 12.708773 0.46 0.46 1.7969417+12.708773i
#> 25 1.9008593 13.180733 0.48 0.48 1.9008593+13.180733i
#> 26 2.1400904 13.663936 0.50 0.50 2.1400904+13.663936i
#> 27 2.2849410 14.201330 0.52 0.52 2.2849410+14.201330i
#> 28 2.4108620 14.728258 0.54 0.54 2.4108620+14.728258i
#> 29 2.4349451 15.334980 0.56 0.56 2.4349451+15.334980i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_55 TrajSim_1_55
#> 2 0.203441423+0.6316905i Traj_1 Sim_55 TrajSim_1_55
#> 3 -0.046036545+0.4984555i Traj_1 Sim_55 TrajSim_1_55
#> 4 0.007702582+0.5074889i Traj_1 Sim_55 TrajSim_1_55
#> 5 -0.027424326+0.4491258i Traj_1 Sim_55 TrajSim_1_55
#> 6 0.015645599+0.5257404i Traj_1 Sim_55 TrajSim_1_55
#> 7 0.037832765+0.4249092i Traj_1 Sim_55 TrajSim_1_55
#> 8 0.214735132+0.5310010i Traj_1 Sim_55 TrajSim_1_55
#> 9 0.135230185+0.4957624i Traj_1 Sim_55 TrajSim_1_55
#> 10 0.039927298+0.4642611i Traj_1 Sim_55 TrajSim_1_55
#> 11 0.004337892+0.4693932i Traj_1 Sim_55 TrajSim_1_55
#> 12 0.022160716+0.4749247i Traj_1 Sim_55 TrajSim_1_55
#> 13 0.034160621+0.5533395i Traj_1 Sim_55 TrajSim_1_55
#> 14 -0.094257306+0.4052889i Traj_1 Sim_55 TrajSim_1_55
#> 15 0.067357978+0.4612379i Traj_1 Sim_55 TrajSim_1_55
#> 16 0.164289167+0.5671845i Traj_1 Sim_55 TrajSim_1_55
#> 17 0.049136567+0.5332120i Traj_1 Sim_55 TrajSim_1_55
#> 18 -0.020256711+0.5880488i Traj_1 Sim_55 TrajSim_1_55
#> 19 -0.136503508+0.4581067i Traj_1 Sim_55 TrajSim_1_55
#> 20 -0.035923699+0.5279265i Traj_1 Sim_55 TrajSim_1_55
#> 21 0.149383484+0.6113857i Traj_1 Sim_55 TrajSim_1_55
#> 22 0.091462026+0.4751073i Traj_1 Sim_55 TrajSim_1_55
#> 23 0.137396005+0.5466960i Traj_1 Sim_55 TrajSim_1_55
#> 24 0.087144349+0.5624864i Traj_1 Sim_55 TrajSim_1_55
#> 25 0.103917610+0.4719601i Traj_1 Sim_55 TrajSim_1_55
#> 26 0.239231133+0.4832033i Traj_1 Sim_55 TrajSim_1_55
#> 27 0.144850547+0.5373940i Traj_1 Sim_55 TrajSim_1_55
#> 28 0.125920980+0.5269279i Traj_1 Sim_55 TrajSim_1_55
#> 29 0.024083181+0.6067217i Traj_1 Sim_55 TrajSim_1_55
#>
#> [[55]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3900223 2.138997 0.02 0.02 0.3900223+ 2.138997i
#> 3 0.5013621 2.703388 0.04 0.04 0.5013621+ 2.703388i
#> 4 0.5388750 3.302114 0.06 0.06 0.5388750+ 3.302114i
#> 5 0.4854522 3.829333 0.08 0.08 0.4854522+ 3.829333i
#> 6 0.5820349 4.415262 0.10 0.10 0.5820349+ 4.415262i
#> 7 0.5612805 5.043256 0.12 0.12 0.5612805+ 5.043256i
#> 8 0.5666350 5.642105 0.14 0.14 0.5666350+ 5.642105i
#> 9 0.8466375 6.178005 0.16 0.16 0.8466375+ 6.178005i
#> 10 1.0147439 6.935138 0.18 0.18 1.0147439+ 6.935138i
#> 11 1.0945062 7.538508 0.20 0.20 1.0945062+ 7.538508i
#> 12 1.0304916 8.094971 0.22 0.22 1.0304916+ 8.094971i
#> 13 1.1263450 8.736431 0.24 0.24 1.1263450+ 8.736431i
#> 14 1.1578098 9.361548 0.26 0.26 1.1578098+ 9.361548i
#> 15 1.1699813 10.018301 0.28 0.28 1.1699813+10.018301i
#> 16 1.3490319 10.700713 0.30 0.30 1.3490319+10.700713i
#> 17 1.3980910 11.298772 0.32 0.32 1.3980910+11.298772i
#> 18 1.4432867 11.935587 0.34 0.34 1.4432867+11.935587i
#> 19 1.5767639 12.567700 0.36 0.36 1.5767639+12.567700i
#> 20 1.5605266 13.199308 0.38 0.38 1.5605266+13.199308i
#> 21 1.7069286 13.720175 0.40 0.40 1.7069286+13.720175i
#> 22 1.7078260 14.368623 0.42 0.42 1.7078260+14.368623i
#> 23 1.8872991 14.991718 0.44 0.44 1.8872991+14.991718i
#> 24 1.9222851 15.742785 0.46 0.46 1.9222851+15.742785i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_55 TrajSim_2_55
#> 2 0.0540222779+0.5789967i Traj_2 Sim_55 TrajSim_2_55
#> 3 0.1113398089+0.5643911i Traj_2 Sim_55 TrajSim_2_55
#> 4 0.0375129092+0.5987264i Traj_2 Sim_55 TrajSim_2_55
#> 5 -0.0534228024+0.5272193i Traj_2 Sim_55 TrajSim_2_55
#> 6 0.0965826952+0.5859285i Traj_2 Sim_55 TrajSim_2_55
#> 7 -0.0207543449+0.6279937i Traj_2 Sim_55 TrajSim_2_55
#> 8 0.0053544877+0.5988494i Traj_2 Sim_55 TrajSim_2_55
#> 9 0.2800024470+0.5359001i Traj_2 Sim_55 TrajSim_2_55
#> 10 0.1681063917+0.7571324i Traj_2 Sim_55 TrajSim_2_55
#> 11 0.0797623297+0.6033702i Traj_2 Sim_55 TrajSim_2_55
#> 12 -0.0640145600+0.5564634i Traj_2 Sim_55 TrajSim_2_55
#> 13 0.0958533793+0.6414594i Traj_2 Sim_55 TrajSim_2_55
#> 14 0.0314647669+0.6251173i Traj_2 Sim_55 TrajSim_2_55
#> 15 0.0121715215+0.6567535i Traj_2 Sim_55 TrajSim_2_55
#> 16 0.1790505542+0.6824121i Traj_2 Sim_55 TrajSim_2_55
#> 17 0.0490591438+0.5980582i Traj_2 Sim_55 TrajSim_2_55
#> 18 0.0451956535+0.6368151i Traj_2 Sim_55 TrajSim_2_55
#> 19 0.1334772072+0.6321133i Traj_2 Sim_55 TrajSim_2_55
#> 20 -0.0162372539+0.6316076i Traj_2 Sim_55 TrajSim_2_55
#> 21 0.1464020135+0.5208679i Traj_2 Sim_55 TrajSim_2_55
#> 22 0.0008974173+0.6484471i Traj_2 Sim_55 TrajSim_2_55
#> 23 0.1794730712+0.6230951i Traj_2 Sim_55 TrajSim_2_55
#> 24 0.0349859610+0.7510670i Traj_2 Sim_55 TrajSim_2_55
#>
#>
#> [[56]]
#> [[56]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7446659 1.575316 0.02 0.02 0.7446659+ 1.575316i
#> 3 0.7489235 2.104903 0.04 0.04 0.7489235+ 2.104903i
#> 4 0.7993887 2.707519 0.06 0.06 0.7993887+ 2.707519i
#> 5 0.9720319 3.275554 0.08 0.08 0.9720319+ 3.275554i
#> 6 1.0484485 3.821267 0.10 0.10 1.0484485+ 3.821267i
#> 7 1.0462470 4.336360 0.12 0.12 1.0462470+ 4.336360i
#> 8 1.0738701 4.988098 0.14 0.14 1.0738701+ 4.988098i
#> 9 1.0708355 5.557282 0.16 0.16 1.0708355+ 5.557282i
#> 10 1.0357387 6.077389 0.18 0.18 1.0357387+ 6.077389i
#> 11 0.9688996 6.663223 0.20 0.20 0.9688996+ 6.663223i
#> 12 0.9520171 7.171123 0.22 0.22 0.9520171+ 7.171123i
#> 13 0.9162383 7.660495 0.24 0.24 0.9162383+ 7.660495i
#> 14 0.8765885 8.213466 0.26 0.26 0.8765885+ 8.213466i
#> 15 0.9730410 8.732623 0.28 0.28 0.9730410+ 8.732623i
#> 16 1.0478983 9.250685 0.30 0.30 1.0478983+ 9.250685i
#> 17 1.1157297 9.743944 0.32 0.32 1.1157297+ 9.743944i
#> 18 1.1537605 10.348020 0.34 0.34 1.1537605+10.348020i
#> 19 1.1557869 10.879704 0.36 0.36 1.1557869+10.879704i
#> 20 1.1885493 11.436961 0.38 0.38 1.1885493+11.436961i
#> 21 1.2393648 11.923556 0.40 0.40 1.2393648+11.923556i
#> 22 1.3066443 12.503757 0.42 0.42 1.3066443+12.503757i
#> 23 1.2744533 13.038865 0.44 0.44 1.2744533+13.038865i
#> 24 1.3766425 13.529888 0.46 0.46 1.3766425+13.529888i
#> 25 1.3228594 14.137886 0.48 0.48 1.3228594+14.137886i
#> 26 1.3412332 14.666038 0.50 0.50 1.3412332+14.666038i
#> 27 1.4203310 15.169366 0.52 0.52 1.4203310+15.169366i
#> 28 1.4078053 15.617680 0.54 0.54 1.4078053+15.617680i
#> 29 1.3635968 16.140364 0.56 0.56 1.3635968+16.140364i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_56 TrajSim_1_56
#> 2 0.048665856+0.6293157i Traj_1 Sim_56 TrajSim_1_56
#> 3 0.004257613+0.5295869i Traj_1 Sim_56 TrajSim_1_56
#> 4 0.050465203+0.6026160i Traj_1 Sim_56 TrajSim_1_56
#> 5 0.172643255+0.5680354i Traj_1 Sim_56 TrajSim_1_56
#> 6 0.076416603+0.5457126i Traj_1 Sim_56 TrajSim_1_56
#> 7 -0.002201549+0.5150937i Traj_1 Sim_56 TrajSim_1_56
#> 8 0.027623168+0.6517375i Traj_1 Sim_56 TrajSim_1_56
#> 9 -0.003034600+0.5691846i Traj_1 Sim_56 TrajSim_1_56
#> 10 -0.035096836+0.5201062i Traj_1 Sim_56 TrajSim_1_56
#> 11 -0.066839111+0.5858348i Traj_1 Sim_56 TrajSim_1_56
#> 12 -0.016882461+0.5078997i Traj_1 Sim_56 TrajSim_1_56
#> 13 -0.035778879+0.4893724i Traj_1 Sim_56 TrajSim_1_56
#> 14 -0.039649749+0.5529704i Traj_1 Sim_56 TrajSim_1_56
#> 15 0.096452527+0.5191570i Traj_1 Sim_56 TrajSim_1_56
#> 16 0.074857300+0.5180625i Traj_1 Sim_56 TrajSim_1_56
#> 17 0.067831367+0.4932589i Traj_1 Sim_56 TrajSim_1_56
#> 18 0.038030789+0.6040761i Traj_1 Sim_56 TrajSim_1_56
#> 19 0.002026358+0.5316835i Traj_1 Sim_56 TrajSim_1_56
#> 20 0.032762443+0.5572570i Traj_1 Sim_56 TrajSim_1_56
#> 21 0.050815512+0.4865955i Traj_1 Sim_56 TrajSim_1_56
#> 22 0.067279514+0.5802003i Traj_1 Sim_56 TrajSim_1_56
#> 23 -0.032190976+0.5351083i Traj_1 Sim_56 TrajSim_1_56
#> 24 0.102189169+0.4910230i Traj_1 Sim_56 TrajSim_1_56
#> 25 -0.053783106+0.6079982i Traj_1 Sim_56 TrajSim_1_56
#> 26 0.018373746+0.5281517i Traj_1 Sim_56 TrajSim_1_56
#> 27 0.079097855+0.5033285i Traj_1 Sim_56 TrajSim_1_56
#> 28 -0.012525762+0.4483138i Traj_1 Sim_56 TrajSim_1_56
#> 29 -0.044208436+0.5226834i Traj_1 Sim_56 TrajSim_1_56
#>
#> [[56]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3523065 2.185514 0.02 0.02 0.3523065+ 2.185514i
#> 3 0.4489129 2.793765 0.04 0.04 0.4489129+ 2.793765i
#> 4 0.5127214 3.452520 0.06 0.06 0.5127214+ 3.452520i
#> 5 0.4799232 4.175190 0.08 0.08 0.4799232+ 4.175190i
#> 6 0.5808488 4.724924 0.10 0.10 0.5808488+ 4.724924i
#> 7 0.6805975 5.391047 0.12 0.12 0.6805975+ 5.391047i
#> 8 0.7247136 6.072758 0.14 0.14 0.7247136+ 6.072758i
#> 9 0.8640817 6.717802 0.16 0.16 0.8640817+ 6.717802i
#> 10 0.8230716 7.215828 0.18 0.18 0.8230716+ 7.215828i
#> 11 0.9318088 7.760602 0.20 0.20 0.9318088+ 7.760602i
#> 12 0.8977167 8.381115 0.22 0.22 0.8977167+ 8.381115i
#> 13 1.1176139 8.923640 0.24 0.24 1.1176139+ 8.923640i
#> 14 1.1737417 9.589507 0.26 0.26 1.1737417+ 9.589507i
#> 15 1.1279264 10.242108 0.28 0.28 1.1279264+10.242108i
#> 16 1.1684789 10.834558 0.30 0.30 1.1684789+10.834558i
#> 17 1.2518474 11.341022 0.32 0.32 1.2518474+11.341022i
#> 18 1.3925910 11.867720 0.34 0.34 1.3925910+11.867720i
#> 19 1.3491306 12.441046 0.36 0.36 1.3491306+12.441046i
#> 20 1.4025251 13.100503 0.38 0.38 1.4025251+13.100503i
#> 21 1.4373822 13.837273 0.40 0.40 1.4373822+13.837273i
#> 22 1.4326613 14.378789 0.42 0.42 1.4326613+14.378789i
#> 23 1.4821356 15.014240 0.44 0.44 1.4821356+15.014240i
#> 24 1.5977848 15.617239 0.46 0.46 1.5977848+15.617239i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_56 TrajSim_2_56
#> 2 0.016306486+0.6255143i Traj_2 Sim_56 TrajSim_2_56
#> 3 0.096606383+0.6082504i Traj_2 Sim_56 TrajSim_2_56
#> 4 0.063808491+0.6587549i Traj_2 Sim_56 TrajSim_2_56
#> 5 -0.032798187+0.7226706i Traj_2 Sim_56 TrajSim_2_56
#> 6 0.100925615+0.5497338i Traj_2 Sim_56 TrajSim_2_56
#> 7 0.099748760+0.6661233i Traj_2 Sim_56 TrajSim_2_56
#> 8 0.044116054+0.6817111i Traj_2 Sim_56 TrajSim_2_56
#> 9 0.139368065+0.6450439i Traj_2 Sim_56 TrajSim_2_56
#> 10 -0.041010076+0.4980251i Traj_2 Sim_56 TrajSim_2_56
#> 11 0.108737185+0.5447744i Traj_2 Sim_56 TrajSim_2_56
#> 12 -0.034092112+0.6205134i Traj_2 Sim_56 TrajSim_2_56
#> 13 0.219897257+0.5425252i Traj_2 Sim_56 TrajSim_2_56
#> 14 0.056127770+0.6658668i Traj_2 Sim_56 TrajSim_2_56
#> 15 -0.045815299+0.6526008i Traj_2 Sim_56 TrajSim_2_56
#> 16 0.040552499+0.5924497i Traj_2 Sim_56 TrajSim_2_56
#> 17 0.083368501+0.5064640i Traj_2 Sim_56 TrajSim_2_56
#> 18 0.140743612+0.5266981i Traj_2 Sim_56 TrajSim_2_56
#> 19 -0.043460427+0.5733259i Traj_2 Sim_56 TrajSim_2_56
#> 20 0.053394483+0.6594575i Traj_2 Sim_56 TrajSim_2_56
#> 21 0.034857158+0.7367700i Traj_2 Sim_56 TrajSim_2_56
#> 22 -0.004720936+0.5415154i Traj_2 Sim_56 TrajSim_2_56
#> 23 0.049474294+0.6354510i Traj_2 Sim_56 TrajSim_2_56
#> 24 0.115649271+0.6029990i Traj_2 Sim_56 TrajSim_2_56
#>
#>
#> [[57]]
#> [[57]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8373197 1.497080 0.02 0.02 0.8373197+ 1.497080i
#> 3 0.9570253 2.018249 0.04 0.04 0.9570253+ 2.018249i
#> 4 0.9193703 2.540119 0.06 0.06 0.9193703+ 2.540119i
#> 5 0.9235895 3.185735 0.08 0.08 0.9235895+ 3.185735i
#> 6 0.8509519 3.663107 0.10 0.10 0.8509519+ 3.663107i
#> 7 0.7497270 4.189699 0.12 0.12 0.7497270+ 4.189699i
#> 8 0.9361865 4.719992 0.14 0.14 0.9361865+ 4.719992i
#> 9 0.9587751 5.177543 0.16 0.16 0.9587751+ 5.177543i
#> 10 0.9109799 5.633739 0.18 0.18 0.9109799+ 5.633739i
#> 11 0.9392767 6.114768 0.20 0.20 0.9392767+ 6.114768i
#> 12 0.8856225 6.682691 0.22 0.22 0.8856225+ 6.682691i
#> 13 0.9187382 7.230454 0.24 0.24 0.9187382+ 7.230454i
#> 14 0.9032734 7.691064 0.26 0.26 0.9032734+ 7.691064i
#> 15 0.9501358 8.259362 0.28 0.28 0.9501358+ 8.259362i
#> 16 1.0064453 8.698911 0.30 0.30 1.0064453+ 8.698911i
#> 17 1.1325338 9.157677 0.32 0.32 1.1325338+ 9.157677i
#> 18 1.0736940 9.608850 0.34 0.34 1.0736940+ 9.608850i
#> 19 1.0980029 10.096538 0.36 0.36 1.0980029+10.096538i
#> 20 1.1483099 10.558016 0.38 0.38 1.1483099+10.558016i
#> 21 1.1558691 11.059526 0.40 0.40 1.1558691+11.059526i
#> 22 1.1430420 11.643772 0.42 0.42 1.1430420+11.643772i
#> 23 1.0662932 12.198492 0.44 0.44 1.0662932+12.198492i
#> 24 0.9669679 12.773930 0.46 0.46 0.9669679+12.773930i
#> 25 1.0602011 13.384807 0.48 0.48 1.0602011+13.384807i
#> 26 1.0770216 13.914858 0.50 0.50 1.0770216+13.914858i
#> 27 1.2645713 14.350379 0.52 0.52 1.2645713+14.350379i
#> 28 1.2899916 14.932438 0.54 0.54 1.2899916+14.932438i
#> 29 1.3054804 15.537517 0.56 0.56 1.3054804+15.537517i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_57 TrajSim_1_57
#> 2 0.141319662+0.5510796i Traj_1 Sim_57 TrajSim_1_57
#> 3 0.119705683+0.5211697i Traj_1 Sim_57 TrajSim_1_57
#> 4 -0.037655047+0.5218698i Traj_1 Sim_57 TrajSim_1_57
#> 5 0.004219164+0.6456162i Traj_1 Sim_57 TrajSim_1_57
#> 6 -0.072637612+0.4773715i Traj_1 Sim_57 TrajSim_1_57
#> 7 -0.101224866+0.5265918i Traj_1 Sim_57 TrajSim_1_57
#> 8 0.186459481+0.5302930i Traj_1 Sim_57 TrajSim_1_57
#> 9 0.022588642+0.4575512i Traj_1 Sim_57 TrajSim_1_57
#> 10 -0.047795193+0.4561966i Traj_1 Sim_57 TrajSim_1_57
#> 11 0.028296816+0.4810292i Traj_1 Sim_57 TrajSim_1_57
#> 12 -0.053654270+0.5679222i Traj_1 Sim_57 TrajSim_1_57
#> 13 0.033115721+0.5477634i Traj_1 Sim_57 TrajSim_1_57
#> 14 -0.015464812+0.4606098i Traj_1 Sim_57 TrajSim_1_57
#> 15 0.046862438+0.5682985i Traj_1 Sim_57 TrajSim_1_57
#> 16 0.056309460+0.4395489i Traj_1 Sim_57 TrajSim_1_57
#> 17 0.126088513+0.4587653i Traj_1 Sim_57 TrajSim_1_57
#> 18 -0.058839748+0.4511733i Traj_1 Sim_57 TrajSim_1_57
#> 19 0.024308887+0.4876876i Traj_1 Sim_57 TrajSim_1_57
#> 20 0.050307009+0.4614789i Traj_1 Sim_57 TrajSim_1_57
#> 21 0.007559186+0.5015099i Traj_1 Sim_57 TrajSim_1_57
#> 22 -0.012827140+0.5842453i Traj_1 Sim_57 TrajSim_1_57
#> 23 -0.076748790+0.5547207i Traj_1 Sim_57 TrajSim_1_57
#> 24 -0.099325282+0.5754372i Traj_1 Sim_57 TrajSim_1_57
#> 25 0.093233212+0.6108775i Traj_1 Sim_57 TrajSim_1_57
#> 26 0.016820525+0.5300505i Traj_1 Sim_57 TrajSim_1_57
#> 27 0.187549654+0.4355215i Traj_1 Sim_57 TrajSim_1_57
#> 28 0.025420285+0.5820593i Traj_1 Sim_57 TrajSim_1_57
#> 29 0.015488785+0.6050790i Traj_1 Sim_57 TrajSim_1_57
#>
#> [[57]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4041114 2.040346 0.02 0.02 0.4041114+ 2.040346i
#> 3 0.4423524 2.797195 0.04 0.04 0.4423524+ 2.797195i
#> 4 0.4842443 3.404457 0.06 0.06 0.4842443+ 3.404457i
#> 5 0.5771825 3.934562 0.08 0.08 0.5771825+ 3.934562i
#> 6 0.6974116 4.587434 0.10 0.10 0.6974116+ 4.587434i
#> 7 0.6219146 5.108701 0.12 0.12 0.6219146+ 5.108701i
#> 8 0.7016545 5.686449 0.14 0.14 0.7016545+ 5.686449i
#> 9 0.8132423 6.353840 0.16 0.16 0.8132423+ 6.353840i
#> 10 0.9160727 7.102474 0.18 0.18 0.9160727+ 7.102474i
#> 11 0.9907884 7.958191 0.20 0.20 0.9907884+ 7.958191i
#> 12 0.9793566 8.596255 0.22 0.22 0.9793566+ 8.596255i
#> 13 1.0328703 9.197339 0.24 0.24 1.0328703+ 9.197339i
#> 14 1.0809530 9.848031 0.26 0.26 1.0809530+ 9.848031i
#> 15 1.0252411 10.551383 0.28 0.28 1.0252411+10.551383i
#> 16 1.2123467 11.197116 0.30 0.30 1.2123467+11.197116i
#> 17 1.3071853 11.682802 0.32 0.32 1.3071853+11.682802i
#> 18 1.3502845 12.284502 0.34 0.34 1.3502845+12.284502i
#> 19 1.3889356 12.957427 0.36 0.36 1.3889356+12.957427i
#> 20 1.5183335 13.605012 0.38 0.38 1.5183335+13.605012i
#> 21 1.5951249 14.251020 0.40 0.40 1.5951249+14.251020i
#> 22 1.6677315 14.993895 0.42 0.42 1.6677315+14.993895i
#> 23 1.8313798 15.570988 0.44 0.44 1.8313798+15.570988i
#> 24 1.8363830 16.237278 0.46 0.46 1.8363830+16.237278i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_57 TrajSim_2_57
#> 2 0.068111397+0.4803464i Traj_2 Sim_57 TrajSim_2_57
#> 3 0.038240990+0.7568487i Traj_2 Sim_57 TrajSim_2_57
#> 4 0.041891897+0.6072622i Traj_2 Sim_57 TrajSim_2_57
#> 5 0.092938229+0.5301044i Traj_2 Sim_57 TrajSim_2_57
#> 6 0.120229098+0.6528727i Traj_2 Sim_57 TrajSim_2_57
#> 7 -0.075497032+0.5212662i Traj_2 Sim_57 TrajSim_2_57
#> 8 0.079739927+0.5777485i Traj_2 Sim_57 TrajSim_2_57
#> 9 0.111587770+0.6673907i Traj_2 Sim_57 TrajSim_2_57
#> 10 0.102830472+0.7486345i Traj_2 Sim_57 TrajSim_2_57
#> 11 0.074715642+0.8557167i Traj_2 Sim_57 TrajSim_2_57
#> 12 -0.011431763+0.6380640i Traj_2 Sim_57 TrajSim_2_57
#> 13 0.053513709+0.6010843i Traj_2 Sim_57 TrajSim_2_57
#> 14 0.048082672+0.6506914i Traj_2 Sim_57 TrajSim_2_57
#> 15 -0.055711946+0.7033519i Traj_2 Sim_57 TrajSim_2_57
#> 16 0.187105601+0.6457330i Traj_2 Sim_57 TrajSim_2_57
#> 17 0.094838663+0.4856865i Traj_2 Sim_57 TrajSim_2_57
#> 18 0.043099136+0.6016997i Traj_2 Sim_57 TrajSim_2_57
#> 19 0.038651147+0.6729252i Traj_2 Sim_57 TrajSim_2_57
#> 20 0.129397862+0.6475844i Traj_2 Sim_57 TrajSim_2_57
#> 21 0.076791454+0.6460082i Traj_2 Sim_57 TrajSim_2_57
#> 22 0.072606610+0.7428752i Traj_2 Sim_57 TrajSim_2_57
#> 23 0.163648292+0.5770930i Traj_2 Sim_57 TrajSim_2_57
#> 24 0.005003208+0.6662900i Traj_2 Sim_57 TrajSim_2_57
#>
#>
#> [[58]]
#> [[58]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7034611 1.412931 0.02 0.02 0.7034611+ 1.412931i
#> 3 0.7438389 1.970163 0.04 0.04 0.7438389+ 1.970163i
#> 4 0.7626203 2.561592 0.06 0.06 0.7626203+ 2.561592i
#> 5 0.7814378 3.165840 0.08 0.08 0.7814378+ 3.165840i
#> 6 0.8217712 3.682434 0.10 0.10 0.8217712+ 3.682434i
#> 7 0.8588019 4.238617 0.12 0.12 0.8588019+ 4.238617i
#> 8 0.9299153 4.729272 0.14 0.14 0.9299153+ 4.729272i
#> 9 0.9065920 5.248967 0.16 0.16 0.9065920+ 5.248967i
#> 10 0.8996645 5.776391 0.18 0.18 0.8996645+ 5.776391i
#> 11 1.0156638 6.309555 0.20 0.20 1.0156638+ 6.309555i
#> 12 0.9381878 6.874877 0.22 0.22 0.9381878+ 6.874877i
#> 13 1.0295093 7.396917 0.24 0.24 1.0295093+ 7.396917i
#> 14 1.2097300 7.950075 0.26 0.26 1.2097300+ 7.950075i
#> 15 1.1489173 8.393571 0.28 0.28 1.1489173+ 8.393571i
#> 16 1.2710353 8.944673 0.30 0.30 1.2710353+ 8.944673i
#> 17 1.2787113 9.577244 0.32 0.32 1.2787113+ 9.577244i
#> 18 1.4565879 10.068934 0.34 0.34 1.4565879+10.068934i
#> 19 1.4741289 10.644962 0.36 0.36 1.4741289+10.644962i
#> 20 1.4808626 11.210121 0.38 0.38 1.4808626+11.210121i
#> 21 1.4403634 11.697229 0.40 0.40 1.4403634+11.697229i
#> 22 1.4922454 12.211263 0.42 0.42 1.4922454+12.211263i
#> 23 1.5755066 12.675609 0.44 0.44 1.5755066+12.675609i
#> 24 1.6698799 13.071336 0.46 0.46 1.6698799+13.071336i
#> 25 1.6897490 13.603931 0.48 0.48 1.6897490+13.603931i
#> 26 1.8074718 14.114850 0.50 0.50 1.8074718+14.114850i
#> 27 1.7678951 14.615294 0.52 0.52 1.7678951+14.615294i
#> 28 1.7703117 15.034160 0.54 0.54 1.7703117+15.034160i
#> 29 1.8828560 15.621526 0.56 0.56 1.8828560+15.621526i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_58 TrajSim_1_58
#> 2 0.007461123+0.4669305i Traj_1 Sim_58 TrajSim_1_58
#> 3 0.040377798+0.5572323i Traj_1 Sim_58 TrajSim_1_58
#> 4 0.018781409+0.5914289i Traj_1 Sim_58 TrajSim_1_58
#> 5 0.018817433+0.6042484i Traj_1 Sim_58 TrajSim_1_58
#> 6 0.040333404+0.5165934i Traj_1 Sim_58 TrajSim_1_58
#> 7 0.037030736+0.5561833i Traj_1 Sim_58 TrajSim_1_58
#> 8 0.071113377+0.4906547i Traj_1 Sim_58 TrajSim_1_58
#> 9 -0.023323246+0.5196950i Traj_1 Sim_58 TrajSim_1_58
#> 10 -0.006927552+0.5274248i Traj_1 Sim_58 TrajSim_1_58
#> 11 0.115999320+0.5331641i Traj_1 Sim_58 TrajSim_1_58
#> 12 -0.077475997+0.5653214i Traj_1 Sim_58 TrajSim_1_58
#> 13 0.091321461+0.5220403i Traj_1 Sim_58 TrajSim_1_58
#> 14 0.180220715+0.5531578i Traj_1 Sim_58 TrajSim_1_58
#> 15 -0.060812719+0.4434959i Traj_1 Sim_58 TrajSim_1_58
#> 16 0.122118046+0.5511023i Traj_1 Sim_58 TrajSim_1_58
#> 17 0.007675954+0.6325712i Traj_1 Sim_58 TrajSim_1_58
#> 18 0.177876592+0.4916895i Traj_1 Sim_58 TrajSim_1_58
#> 19 0.017541088+0.5760278i Traj_1 Sim_58 TrajSim_1_58
#> 20 0.006733672+0.5651591i Traj_1 Sim_58 TrajSim_1_58
#> 21 -0.040499189+0.4871080i Traj_1 Sim_58 TrajSim_1_58
#> 22 0.051881923+0.5140343i Traj_1 Sim_58 TrajSim_1_58
#> 23 0.083261208+0.4643460i Traj_1 Sim_58 TrajSim_1_58
#> 24 0.094373298+0.3957268i Traj_1 Sim_58 TrajSim_1_58
#> 25 0.019869106+0.5325949i Traj_1 Sim_58 TrajSim_1_58
#> 26 0.117722802+0.5109196i Traj_1 Sim_58 TrajSim_1_58
#> 27 -0.039576675+0.5004433i Traj_1 Sim_58 TrajSim_1_58
#> 28 0.002416621+0.4188659i Traj_1 Sim_58 TrajSim_1_58
#> 29 0.112544278+0.5873663i Traj_1 Sim_58 TrajSim_1_58
#>
#> [[58]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4817649 2.112906 0.02 0.02 0.4817649+ 2.112906i
#> 3 0.6015615 2.682147 0.04 0.04 0.6015615+ 2.682147i
#> 4 0.8535684 3.270649 0.06 0.06 0.8535684+ 3.270649i
#> 5 0.9801323 3.915332 0.08 0.08 0.9801323+ 3.915332i
#> 6 0.8327053 4.647536 0.10 0.10 0.8327053+ 4.647536i
#> 7 0.9238194 5.206731 0.12 0.12 0.9238194+ 5.206731i
#> 8 1.0505863 5.772200 0.14 0.14 1.0505863+ 5.772200i
#> 9 1.0701489 6.342080 0.16 0.16 1.0701489+ 6.342080i
#> 10 1.0400364 7.066263 0.18 0.18 1.0400364+ 7.066263i
#> 11 1.0873793 7.722165 0.20 0.20 1.0873793+ 7.722165i
#> 12 1.1803302 8.412246 0.22 0.22 1.1803302+ 8.412246i
#> 13 1.2115033 9.076815 0.24 0.24 1.2115033+ 9.076815i
#> 14 1.1139173 9.713386 0.26 0.26 1.1139173+ 9.713386i
#> 15 1.1863858 10.246535 0.28 0.28 1.1863858+10.246535i
#> 16 1.1947742 10.915156 0.30 0.30 1.1947742+10.915156i
#> 17 1.3136194 11.513354 0.32 0.32 1.3136194+11.513354i
#> 18 1.3927949 12.184555 0.34 0.34 1.3927949+12.184555i
#> 19 1.4370052 12.645468 0.36 0.36 1.4370052+12.645468i
#> 20 1.5857199 13.296290 0.38 0.38 1.5857199+13.296290i
#> 21 1.5320723 13.717322 0.40 0.40 1.5320723+13.717322i
#> 22 1.8478187 14.313600 0.42 0.42 1.8478187+14.313600i
#> 23 1.7905666 14.992614 0.44 0.44 1.7905666+14.992614i
#> 24 1.8980140 15.648214 0.46 0.46 1.8980140+15.648214i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_58 TrajSim_2_58
#> 2 0.145764852+0.5529062i Traj_2 Sim_58 TrajSim_2_58
#> 3 0.119796652+0.5692412i Traj_2 Sim_58 TrajSim_2_58
#> 4 0.252006853+0.5885015i Traj_2 Sim_58 TrajSim_2_58
#> 5 0.126563928+0.6446832i Traj_2 Sim_58 TrajSim_2_58
#> 6 -0.147426980+0.7322043i Traj_2 Sim_58 TrajSim_2_58
#> 7 0.091114069+0.5591949i Traj_2 Sim_58 TrajSim_2_58
#> 8 0.126766975+0.5654685i Traj_2 Sim_58 TrajSim_2_58
#> 9 0.019562587+0.5698798i Traj_2 Sim_58 TrajSim_2_58
#> 10 -0.030112534+0.7241830i Traj_2 Sim_58 TrajSim_2_58
#> 11 0.047342882+0.6559024i Traj_2 Sim_58 TrajSim_2_58
#> 12 0.092950895+0.6900813i Traj_2 Sim_58 TrajSim_2_58
#> 13 0.031173108+0.6645685i Traj_2 Sim_58 TrajSim_2_58
#> 14 -0.097585970+0.6365714i Traj_2 Sim_58 TrajSim_2_58
#> 15 0.072468485+0.5331487i Traj_2 Sim_58 TrajSim_2_58
#> 16 0.008388442+0.6686210i Traj_2 Sim_58 TrajSim_2_58
#> 17 0.118845153+0.5981976i Traj_2 Sim_58 TrajSim_2_58
#> 18 0.079175538+0.6712014i Traj_2 Sim_58 TrajSim_2_58
#> 19 0.044210273+0.4609132i Traj_2 Sim_58 TrajSim_2_58
#> 20 0.148714724+0.6508219i Traj_2 Sim_58 TrajSim_2_58
#> 21 -0.053647674+0.4210321i Traj_2 Sim_58 TrajSim_2_58
#> 22 0.315746473+0.5962779i Traj_2 Sim_58 TrajSim_2_58
#> 23 -0.057252170+0.6790144i Traj_2 Sim_58 TrajSim_2_58
#> 24 0.107447405+0.6556000i Traj_2 Sim_58 TrajSim_2_58
#>
#>
#> [[59]]
#> [[59]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7907103 1.533629 0.02 0.02 0.7907103+ 1.533629i
#> 3 0.9502064 2.031871 0.04 0.04 0.9502064+ 2.031871i
#> 4 0.9601315 2.438041 0.06 0.06 0.9601315+ 2.438041i
#> 5 1.0049848 2.978869 0.08 0.08 1.0049848+ 2.978869i
#> 6 0.9318054 3.398972 0.10 0.10 0.9318054+ 3.398972i
#> 7 0.9392541 3.948130 0.12 0.12 0.9392541+ 3.948130i
#> 8 0.8607521 4.499033 0.14 0.14 0.8607521+ 4.499033i
#> 9 0.9356901 4.983834 0.16 0.16 0.9356901+ 4.983834i
#> 10 0.9027687 5.546305 0.18 0.18 0.9027687+ 5.546305i
#> 11 0.9166147 6.035893 0.20 0.20 0.9166147+ 6.035893i
#> 12 1.0084334 6.513000 0.22 0.22 1.0084334+ 6.513000i
#> 13 1.0910689 7.007512 0.24 0.24 1.0910689+ 7.007512i
#> 14 1.2425323 7.564694 0.26 0.26 1.2425323+ 7.564694i
#> 15 1.2249259 8.039647 0.28 0.28 1.2249259+ 8.039647i
#> 16 1.3302018 8.574359 0.30 0.30 1.3302018+ 8.574359i
#> 17 1.3557534 9.138812 0.32 0.32 1.3557534+ 9.138812i
#> 18 1.4435662 9.638090 0.34 0.34 1.4435662+ 9.638090i
#> 19 1.4383703 10.084471 0.36 0.36 1.4383703+10.084471i
#> 20 1.5851258 10.629285 0.38 0.38 1.5851258+10.629285i
#> 21 1.6595182 11.054466 0.40 0.40 1.6595182+11.054466i
#> 22 1.7124490 11.585688 0.42 0.42 1.7124490+11.585688i
#> 23 1.8433134 12.061969 0.44 0.44 1.8433134+12.061969i
#> 24 1.7535637 12.651240 0.46 0.46 1.7535637+12.651240i
#> 25 1.6017897 13.144168 0.48 0.48 1.6017897+13.144168i
#> 26 1.5097965 13.711989 0.50 0.50 1.5097965+13.711989i
#> 27 1.5481118 14.263160 0.52 0.52 1.5481118+14.263160i
#> 28 1.6256788 14.793894 0.54 0.54 1.6256788+14.793894i
#> 29 1.7250141 15.478706 0.56 0.56 1.7250141+15.478706i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_59 TrajSim_1_59
#> 2 0.094710257+0.5876285i Traj_1 Sim_59 TrajSim_1_59
#> 3 0.159496125+0.4982427i Traj_1 Sim_59 TrajSim_1_59
#> 4 0.009925072+0.4061702i Traj_1 Sim_59 TrajSim_1_59
#> 5 0.044853380+0.5408277i Traj_1 Sim_59 TrajSim_1_59
#> 6 -0.073179443+0.4201027i Traj_1 Sim_59 TrajSim_1_59
#> 7 0.007448679+0.5491583i Traj_1 Sim_59 TrajSim_1_59
#> 8 -0.078501982+0.5509028i Traj_1 Sim_59 TrajSim_1_59
#> 9 0.074938058+0.4848016i Traj_1 Sim_59 TrajSim_1_59
#> 10 -0.032921451+0.5624711i Traj_1 Sim_59 TrajSim_1_59
#> 11 0.013845967+0.4895872i Traj_1 Sim_59 TrajSim_1_59
#> 12 0.091818761+0.4771069i Traj_1 Sim_59 TrajSim_1_59
#> 13 0.082635431+0.4945128i Traj_1 Sim_59 TrajSim_1_59
#> 14 0.151463460+0.5571812i Traj_1 Sim_59 TrajSim_1_59
#> 15 -0.017606372+0.4749533i Traj_1 Sim_59 TrajSim_1_59
#> 16 0.105275851+0.5347126i Traj_1 Sim_59 TrajSim_1_59
#> 17 0.025551559+0.5644528i Traj_1 Sim_59 TrajSim_1_59
#> 18 0.087812815+0.4992778i Traj_1 Sim_59 TrajSim_1_59
#> 19 -0.005195829+0.4463806i Traj_1 Sim_59 TrajSim_1_59
#> 20 0.146755418+0.5448140i Traj_1 Sim_59 TrajSim_1_59
#> 21 0.074392465+0.4251809i Traj_1 Sim_59 TrajSim_1_59
#> 22 0.052930743+0.5312228i Traj_1 Sim_59 TrajSim_1_59
#> 23 0.130864404+0.4762805i Traj_1 Sim_59 TrajSim_1_59
#> 24 -0.089749689+0.5892710i Traj_1 Sim_59 TrajSim_1_59
#> 25 -0.151774005+0.4929281i Traj_1 Sim_59 TrajSim_1_59
#> 26 -0.091993219+0.5678210i Traj_1 Sim_59 TrajSim_1_59
#> 27 0.038315396+0.5511708i Traj_1 Sim_59 TrajSim_1_59
#> 28 0.077566948+0.5307336i Traj_1 Sim_59 TrajSim_1_59
#> 29 0.099335308+0.6848125i Traj_1 Sim_59 TrajSim_1_59
#>
#> [[59]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3208244 2.104709 0.02 0.02 0.3208244+ 2.104709i
#> 3 0.4150424 2.684559 0.04 0.04 0.4150424+ 2.684559i
#> 4 0.4215219 3.301387 0.06 0.06 0.4215219+ 3.301387i
#> 5 0.4098084 3.881608 0.08 0.08 0.4098084+ 3.881608i
#> 6 0.4252657 4.320898 0.10 0.10 0.4252657+ 4.320898i
#> 7 0.6165619 4.828219 0.12 0.12 0.6165619+ 4.828219i
#> 8 0.6597810 5.433690 0.14 0.14 0.6597810+ 5.433690i
#> 9 0.7079825 5.898691 0.16 0.16 0.7079825+ 5.898691i
#> 10 0.7230007 6.600247 0.18 0.18 0.7230007+ 6.600247i
#> 11 0.7640644 7.125290 0.20 0.20 0.7640644+ 7.125290i
#> 12 0.7014912 7.665828 0.22 0.22 0.7014912+ 7.665828i
#> 13 0.6829939 8.213384 0.24 0.24 0.6829939+ 8.213384i
#> 14 0.7637608 8.822512 0.26 0.26 0.7637608+ 8.822512i
#> 15 0.8554213 9.323484 0.28 0.28 0.8554213+ 9.323484i
#> 16 0.9562514 9.737006 0.30 0.30 0.9562514+ 9.737006i
#> 17 1.0856309 10.342670 0.32 0.32 1.0856309+10.342670i
#> 18 1.2852912 10.995953 0.34 0.34 1.2852912+10.995953i
#> 19 1.3122848 11.612166 0.36 0.36 1.3122848+11.612166i
#> 20 1.2910876 12.194616 0.38 0.38 1.2910876+12.194616i
#> 21 1.4188123 12.882419 0.40 0.40 1.4188123+12.882419i
#> 22 1.5119289 13.673523 0.42 0.42 1.5119289+13.673523i
#> 23 1.5096143 14.214919 0.44 0.44 1.5096143+14.214919i
#> 24 1.6395847 14.805514 0.46 0.46 1.6395847+14.805514i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_59 TrajSim_2_59
#> 2 -0.015175595+0.5447091i Traj_2 Sim_59 TrajSim_2_59
#> 3 0.094218038+0.5798503i Traj_2 Sim_59 TrajSim_2_59
#> 4 0.006479489+0.6168278i Traj_2 Sim_59 TrajSim_2_59
#> 5 -0.011713511+0.5802208i Traj_2 Sim_59 TrajSim_2_59
#> 6 0.015457284+0.4392898i Traj_2 Sim_59 TrajSim_2_59
#> 7 0.191296210+0.5073207i Traj_2 Sim_59 TrajSim_2_59
#> 8 0.043219040+0.6054710i Traj_2 Sim_59 TrajSim_2_59
#> 9 0.048201577+0.4650019i Traj_2 Sim_59 TrajSim_2_59
#> 10 0.015018213+0.7015556i Traj_2 Sim_59 TrajSim_2_59
#> 11 0.041063688+0.5250432i Traj_2 Sim_59 TrajSim_2_59
#> 12 -0.062573251+0.5405381i Traj_2 Sim_59 TrajSim_2_59
#> 13 -0.018497310+0.5475554i Traj_2 Sim_59 TrajSim_2_59
#> 14 0.080766896+0.6091284i Traj_2 Sim_59 TrajSim_2_59
#> 15 0.091660510+0.5009716i Traj_2 Sim_59 TrajSim_2_59
#> 16 0.100830104+0.4135221i Traj_2 Sim_59 TrajSim_2_59
#> 17 0.129379557+0.6056638i Traj_2 Sim_59 TrajSim_2_59
#> 18 0.199660304+0.6532833i Traj_2 Sim_59 TrajSim_2_59
#> 19 0.026993534+0.6162127i Traj_2 Sim_59 TrajSim_2_59
#> 20 -0.021197191+0.5824501i Traj_2 Sim_59 TrajSim_2_59
#> 21 0.127724753+0.6878028i Traj_2 Sim_59 TrajSim_2_59
#> 22 0.093116531+0.7911043i Traj_2 Sim_59 TrajSim_2_59
#> 23 -0.002314554+0.5413959i Traj_2 Sim_59 TrajSim_2_59
#> 24 0.129970402+0.5905958i Traj_2 Sim_59 TrajSim_2_59
#>
#>
#> [[60]]
#> [[60]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7507985 1.457053 0.02 0.02 0.7507985+ 1.457053i
#> 3 0.7662940 2.028091 0.04 0.04 0.7662940+ 2.028091i
#> 4 0.7692484 2.540020 0.06 0.06 0.7692484+ 2.540020i
#> 5 0.6050326 3.077827 0.08 0.08 0.6050326+ 3.077827i
#> 6 0.7424534 3.661913 0.10 0.10 0.7424534+ 3.661913i
#> 7 0.6333236 4.176660 0.12 0.12 0.6333236+ 4.176660i
#> 8 0.6915543 4.740058 0.14 0.14 0.6915543+ 4.740058i
#> 9 0.8272444 5.228127 0.16 0.16 0.8272444+ 5.228127i
#> 10 0.8278262 5.804465 0.18 0.18 0.8278262+ 5.804465i
#> 11 0.9463675 6.392017 0.20 0.20 0.9463675+ 6.392017i
#> 12 0.8806368 6.943123 0.22 0.22 0.8806368+ 6.943123i
#> 13 0.8295976 7.467749 0.24 0.24 0.8295976+ 7.467749i
#> 14 0.9439789 7.931521 0.26 0.26 0.9439789+ 7.931521i
#> 15 0.8654023 8.459727 0.28 0.28 0.8654023+ 8.459727i
#> 16 0.7765321 8.904958 0.30 0.30 0.7765321+ 8.904958i
#> 17 0.7995366 9.408788 0.32 0.32 0.7995366+ 9.408788i
#> 18 0.8681695 9.892309 0.34 0.34 0.8681695+ 9.892309i
#> 19 0.9669302 10.362896 0.36 0.36 0.9669302+10.362896i
#> 20 0.9959424 10.877273 0.38 0.38 0.9959424+10.877273i
#> 21 1.1183144 11.353708 0.40 0.40 1.1183144+11.353708i
#> 22 1.2318808 11.887361 0.42 0.42 1.2318808+11.887361i
#> 23 1.3522426 12.481319 0.44 0.44 1.3522426+12.481319i
#> 24 1.5440853 12.973528 0.46 0.46 1.5440853+12.973528i
#> 25 1.6800095 13.475115 0.48 0.48 1.6800095+13.475115i
#> 26 1.7086210 14.108574 0.50 0.50 1.7086210+14.108574i
#> 27 1.7573268 14.669756 0.52 0.52 1.7573268+14.669756i
#> 28 1.8510807 15.306620 0.54 0.54 1.8510807+15.306620i
#> 29 1.9488016 15.959646 0.56 0.56 1.9488016+15.959646i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_60 TrajSim_1_60
#> 2 0.0547984823+0.5110525i Traj_1 Sim_60 TrajSim_1_60
#> 3 0.0154955269+0.5710388i Traj_1 Sim_60 TrajSim_1_60
#> 4 0.0029543851+0.5119287i Traj_1 Sim_60 TrajSim_1_60
#> 5 -0.1642157772+0.5378068i Traj_1 Sim_60 TrajSim_1_60
#> 6 0.1374208135+0.5840859i Traj_1 Sim_60 TrajSim_1_60
#> 7 -0.1091298505+0.5147476i Traj_1 Sim_60 TrajSim_1_60
#> 8 0.0582307170+0.5633980i Traj_1 Sim_60 TrajSim_1_60
#> 9 0.1356900888+0.4880687i Traj_1 Sim_60 TrajSim_1_60
#> 10 0.0005818464+0.5763380i Traj_1 Sim_60 TrajSim_1_60
#> 11 0.1185412809+0.5875516i Traj_1 Sim_60 TrajSim_1_60
#> 12 -0.0657307006+0.5511061i Traj_1 Sim_60 TrajSim_1_60
#> 13 -0.0510392607+0.5246266i Traj_1 Sim_60 TrajSim_1_60
#> 14 0.1143813319+0.4637722i Traj_1 Sim_60 TrajSim_1_60
#> 15 -0.0785766055+0.5282051i Traj_1 Sim_60 TrajSim_1_60
#> 16 -0.0888702213+0.4452315i Traj_1 Sim_60 TrajSim_1_60
#> 17 0.0230045577+0.5038303i Traj_1 Sim_60 TrajSim_1_60
#> 18 0.0686328677+0.4835210i Traj_1 Sim_60 TrajSim_1_60
#> 19 0.0987606687+0.4705866i Traj_1 Sim_60 TrajSim_1_60
#> 20 0.0290122891+0.5143769i Traj_1 Sim_60 TrajSim_1_60
#> 21 0.1223719991+0.4764349i Traj_1 Sim_60 TrajSim_1_60
#> 22 0.1135663857+0.5336527i Traj_1 Sim_60 TrajSim_1_60
#> 23 0.1203618159+0.5939589i Traj_1 Sim_60 TrajSim_1_60
#> 24 0.1918426645+0.4922085i Traj_1 Sim_60 TrajSim_1_60
#> 25 0.1359242216+0.5015867i Traj_1 Sim_60 TrajSim_1_60
#> 26 0.0286114834+0.6334590i Traj_1 Sim_60 TrajSim_1_60
#> 27 0.0487057622+0.5611819i Traj_1 Sim_60 TrajSim_1_60
#> 28 0.0937539656+0.6368649i Traj_1 Sim_60 TrajSim_1_60
#> 29 0.0977208397+0.6530256i Traj_1 Sim_60 TrajSim_1_60
#>
#> [[60]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3655291 2.276809 0.02 0.02 0.3655291+ 2.276809i
#> 3 0.5188441 2.909802 0.04 0.04 0.5188441+ 2.909802i
#> 4 0.5355730 3.491397 0.06 0.06 0.5355730+ 3.491397i
#> 5 0.5209747 4.211560 0.08 0.08 0.5209747+ 4.211560i
#> 6 0.6561518 4.948836 0.10 0.10 0.6561518+ 4.948836i
#> 7 0.6372784 5.618870 0.12 0.12 0.6372784+ 5.618870i
#> 8 0.5636257 6.296472 0.14 0.14 0.5636257+ 6.296472i
#> 9 0.7311462 6.973694 0.16 0.16 0.7311462+ 6.973694i
#> 10 0.7759980 7.514963 0.18 0.18 0.7759980+ 7.514963i
#> 11 0.7704042 8.349432 0.20 0.20 0.7704042+ 8.349432i
#> 12 0.6998324 8.893427 0.22 0.22 0.6998324+ 8.893427i
#> 13 0.7345134 9.310960 0.24 0.24 0.7345134+ 9.310960i
#> 14 0.8782474 9.882435 0.26 0.26 0.8782474+ 9.882435i
#> 15 0.9166448 10.583821 0.28 0.28 0.9166448+10.583821i
#> 16 1.0018035 11.141251 0.30 0.30 1.0018035+11.141251i
#> 17 1.0098565 11.752058 0.32 0.32 1.0098565+11.752058i
#> 18 1.1636051 12.385364 0.34 0.34 1.1636051+12.385364i
#> 19 1.5074361 13.076849 0.36 0.36 1.5074361+13.076849i
#> 20 1.5009247 13.583333 0.38 0.38 1.5009247+13.583333i
#> 21 1.6450977 14.284790 0.40 0.40 1.6450977+14.284790i
#> 22 1.6108728 14.740186 0.42 0.42 1.6108728+14.740186i
#> 23 1.6932309 15.295438 0.44 0.44 1.6932309+15.295438i
#> 24 1.9096148 15.851255 0.46 0.46 1.9096148+15.851255i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_60 TrajSim_2_60
#> 2 0.029529120+0.7168086i Traj_2 Sim_60 TrajSim_2_60
#> 3 0.153314998+0.6329938i Traj_2 Sim_60 TrajSim_2_60
#> 4 0.016728876+0.5815949i Traj_2 Sim_60 TrajSim_2_60
#> 5 -0.014598255+0.7201629i Traj_2 Sim_60 TrajSim_2_60
#> 6 0.135177084+0.7372760i Traj_2 Sim_60 TrajSim_2_60
#> 7 -0.018873387+0.6700337i Traj_2 Sim_60 TrajSim_2_60
#> 8 -0.073652751+0.6776020i Traj_2 Sim_60 TrajSim_2_60
#> 9 0.167520562+0.6772217i Traj_2 Sim_60 TrajSim_2_60
#> 10 0.044851721+0.5412690i Traj_2 Sim_60 TrajSim_2_60
#> 11 -0.005593768+0.8344697i Traj_2 Sim_60 TrajSim_2_60
#> 12 -0.070571808+0.5439947i Traj_2 Sim_60 TrajSim_2_60
#> 13 0.034681025+0.4175334i Traj_2 Sim_60 TrajSim_2_60
#> 14 0.143733937+0.5714750i Traj_2 Sim_60 TrajSim_2_60
#> 15 0.038397493+0.7013859i Traj_2 Sim_60 TrajSim_2_60
#> 16 0.085158614+0.5574301i Traj_2 Sim_60 TrajSim_2_60
#> 17 0.008053068+0.6108070i Traj_2 Sim_60 TrajSim_2_60
#> 18 0.153748617+0.6333056i Traj_2 Sim_60 TrajSim_2_60
#> 19 0.343831000+0.6914845i Traj_2 Sim_60 TrajSim_2_60
#> 20 -0.006511495+0.5064848i Traj_2 Sim_60 TrajSim_2_60
#> 21 0.144173048+0.7014570i Traj_2 Sim_60 TrajSim_2_60
#> 22 -0.034224943+0.4553956i Traj_2 Sim_60 TrajSim_2_60
#> 23 0.082358095+0.5552520i Traj_2 Sim_60 TrajSim_2_60
#> 24 0.216383944+0.5558169i Traj_2 Sim_60 TrajSim_2_60
#>
#>
#> [[61]]
#> [[61]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8915361 1.440782 0.02 0.02 0.8915361+ 1.440782i
#> 3 0.9077735 1.941888 0.04 0.04 0.9077735+ 1.941888i
#> 4 0.9554511 2.484077 0.06 0.06 0.9554511+ 2.484077i
#> 5 1.0325805 3.010570 0.08 0.08 1.0325805+ 3.010570i
#> 6 1.0846925 3.557148 0.10 0.10 1.0846925+ 3.557148i
#> 7 1.1205995 4.141419 0.12 0.12 1.1205995+ 4.141419i
#> 8 1.3293292 4.667278 0.14 0.14 1.3293292+ 4.667278i
#> 9 1.3955778 5.118391 0.16 0.16 1.3955778+ 5.118391i
#> 10 1.3940815 5.719701 0.18 0.18 1.3940815+ 5.719701i
#> 11 1.3646256 6.298004 0.20 0.20 1.3646256+ 6.298004i
#> 12 1.2845659 6.915715 0.22 0.22 1.2845659+ 6.915715i
#> 13 1.2363891 7.430206 0.24 0.24 1.2363891+ 7.430206i
#> 14 1.4380659 7.946420 0.26 0.26 1.4380659+ 7.946420i
#> 15 1.4739368 8.460689 0.28 0.28 1.4739368+ 8.460689i
#> 16 1.4995699 9.025427 0.30 0.30 1.4995699+ 9.025427i
#> 17 1.5968590 9.570209 0.32 0.32 1.5968590+ 9.570209i
#> 18 1.4959069 10.119080 0.34 0.34 1.4959069+10.119080i
#> 19 1.6163790 10.605839 0.36 0.36 1.6163790+10.605839i
#> 20 1.5856693 11.133761 0.38 0.38 1.5856693+11.133761i
#> 21 1.7361261 11.616565 0.40 0.40 1.7361261+11.616565i
#> 22 1.7778696 12.176611 0.42 0.42 1.7778696+12.176611i
#> 23 1.8172026 12.782604 0.44 0.44 1.8172026+12.782604i
#> 24 1.7851604 13.320594 0.46 0.46 1.7851604+13.320594i
#> 25 1.8802673 13.972756 0.48 0.48 1.8802673+13.972756i
#> 26 2.0189681 14.446665 0.50 0.50 2.0189681+14.446665i
#> 27 2.0701862 15.029415 0.52 0.52 2.0701862+15.029415i
#> 28 2.0021290 15.542978 0.54 0.54 2.0021290+15.542978i
#> 29 2.0659570 16.111208 0.56 0.56 2.0659570+16.111208i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_61 TrajSim_1_61
#> 2 0.19553612+0.4947821i Traj_1 Sim_61 TrajSim_1_61
#> 3 0.01623738+0.5011060i Traj_1 Sim_61 TrajSim_1_61
#> 4 0.04767765+0.5421889i Traj_1 Sim_61 TrajSim_1_61
#> 5 0.07712933+0.5264926i Traj_1 Sim_61 TrajSim_1_61
#> 6 0.05211206+0.5465785i Traj_1 Sim_61 TrajSim_1_61
#> 7 0.03590697+0.5842704i Traj_1 Sim_61 TrajSim_1_61
#> 8 0.20872969+0.5258592i Traj_1 Sim_61 TrajSim_1_61
#> 9 0.06624858+0.4511136i Traj_1 Sim_61 TrajSim_1_61
#> 10 -0.00149629+0.6013097i Traj_1 Sim_61 TrajSim_1_61
#> 11 -0.02945585+0.5783035i Traj_1 Sim_61 TrajSim_1_61
#> 12 -0.08005976+0.6177109i Traj_1 Sim_61 TrajSim_1_61
#> 13 -0.04817677+0.5144907i Traj_1 Sim_61 TrajSim_1_61
#> 14 0.20167679+0.5162138i Traj_1 Sim_61 TrajSim_1_61
#> 15 0.03587094+0.5142692i Traj_1 Sim_61 TrajSim_1_61
#> 16 0.02563309+0.5647383i Traj_1 Sim_61 TrajSim_1_61
#> 17 0.09728911+0.5447820i Traj_1 Sim_61 TrajSim_1_61
#> 18 -0.10095214+0.5488710i Traj_1 Sim_61 TrajSim_1_61
#> 19 0.12047211+0.4867587i Traj_1 Sim_61 TrajSim_1_61
#> 20 -0.03070968+0.5279218i Traj_1 Sim_61 TrajSim_1_61
#> 21 0.15045678+0.4828042i Traj_1 Sim_61 TrajSim_1_61
#> 22 0.04174354+0.5600454i Traj_1 Sim_61 TrajSim_1_61
#> 23 0.03933292+0.6059934i Traj_1 Sim_61 TrajSim_1_61
#> 24 -0.03204212+0.5379901i Traj_1 Sim_61 TrajSim_1_61
#> 25 0.09510685+0.6521616i Traj_1 Sim_61 TrajSim_1_61
#> 26 0.13870082+0.4739099i Traj_1 Sim_61 TrajSim_1_61
#> 27 0.05121809+0.5827492i Traj_1 Sim_61 TrajSim_1_61
#> 28 -0.06805721+0.5135630i Traj_1 Sim_61 TrajSim_1_61
#> 29 0.06382802+0.5682300i Traj_1 Sim_61 TrajSim_1_61
#>
#> [[61]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5716361 2.252728 0.02 0.02 0.5716361+ 2.252728i
#> 3 0.6008108 2.885181 0.04 0.04 0.6008108+ 2.885181i
#> 4 0.6491959 3.494024 0.06 0.06 0.6491959+ 3.494024i
#> 5 0.6863307 3.978473 0.08 0.08 0.6863307+ 3.978473i
#> 6 0.7610938 4.588883 0.10 0.10 0.7610938+ 4.588883i
#> 7 0.7719629 4.962770 0.12 0.12 0.7719629+ 4.962770i
#> 8 0.9579723 5.471569 0.14 0.14 0.9579723+ 5.471569i
#> 9 1.0251142 6.128186 0.16 0.16 1.0251142+ 6.128186i
#> 10 0.9562233 6.820467 0.18 0.18 0.9562233+ 6.820467i
#> 11 0.9956204 7.450098 0.20 0.20 0.9956204+ 7.450098i
#> 12 1.0356115 8.144939 0.22 0.22 1.0356115+ 8.144939i
#> 13 1.2383057 8.660831 0.24 0.24 1.2383057+ 8.660831i
#> 14 1.3124401 9.260310 0.26 0.26 1.3124401+ 9.260310i
#> 15 1.4213310 9.884449 0.28 0.28 1.4213310+ 9.884449i
#> 16 1.5439174 10.477898 0.30 0.30 1.5439174+10.477898i
#> 17 1.6185806 10.997115 0.32 0.32 1.6185806+10.997115i
#> 18 1.5265962 11.648713 0.34 0.34 1.5265962+11.648713i
#> 19 1.5935624 12.341520 0.36 0.36 1.5935624+12.341520i
#> 20 1.7241583 12.904898 0.38 0.38 1.7241583+12.904898i
#> 21 1.8486687 13.553466 0.40 0.40 1.8486687+13.553466i
#> 22 2.0303038 14.224143 0.42 0.42 2.0303038+14.224143i
#> 23 2.0733540 14.767135 0.44 0.44 2.0733540+14.767135i
#> 24 2.1191987 15.499305 0.46 0.46 2.1191987+15.499305i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_61 TrajSim_2_61
#> 2 0.23563610+0.6927282i Traj_2 Sim_61 TrajSim_2_61
#> 3 0.02917472+0.6324529i Traj_2 Sim_61 TrajSim_2_61
#> 4 0.04838504+0.6088429i Traj_2 Sim_61 TrajSim_2_61
#> 5 0.03713483+0.4844494i Traj_2 Sim_61 TrajSim_2_61
#> 6 0.07476314+0.6104100i Traj_2 Sim_61 TrajSim_2_61
#> 7 0.01086904+0.3738871i Traj_2 Sim_61 TrajSim_2_61
#> 8 0.18600940+0.5087987i Traj_2 Sim_61 TrajSim_2_61
#> 9 0.06714190+0.6566174i Traj_2 Sim_61 TrajSim_2_61
#> 10 -0.06889084+0.6922805i Traj_2 Sim_61 TrajSim_2_61
#> 11 0.03939707+0.6296310i Traj_2 Sim_61 TrajSim_2_61
#> 12 0.03999111+0.6948410i Traj_2 Sim_61 TrajSim_2_61
#> 13 0.20269422+0.5158918i Traj_2 Sim_61 TrajSim_2_61
#> 14 0.07413437+0.5994796i Traj_2 Sim_61 TrajSim_2_61
#> 15 0.10889092+0.6241383i Traj_2 Sim_61 TrajSim_2_61
#> 16 0.12258636+0.5934498i Traj_2 Sim_61 TrajSim_2_61
#> 17 0.07466327+0.5192165i Traj_2 Sim_61 TrajSim_2_61
#> 18 -0.09198440+0.6515976i Traj_2 Sim_61 TrajSim_2_61
#> 19 0.06696612+0.6928072i Traj_2 Sim_61 TrajSim_2_61
#> 20 0.13059591+0.5633780i Traj_2 Sim_61 TrajSim_2_61
#> 21 0.12451043+0.6485684i Traj_2 Sim_61 TrajSim_2_61
#> 22 0.18163504+0.6706773i Traj_2 Sim_61 TrajSim_2_61
#> 23 0.04305026+0.5429913i Traj_2 Sim_61 TrajSim_2_61
#> 24 0.04584464+0.7321702i Traj_2 Sim_61 TrajSim_2_61
#>
#>
#> [[62]]
#> [[62]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5663544 1.505749 0.02 0.02 0.5663544+ 1.505749i
#> 3 0.5309926 2.098586 0.04 0.04 0.5309926+ 2.098586i
#> 4 0.6481073 2.665832 0.06 0.06 0.6481073+ 2.665832i
#> 5 0.6033271 3.206869 0.08 0.08 0.6033271+ 3.206869i
#> 6 0.4775705 3.721657 0.10 0.10 0.4775705+ 3.721657i
#> 7 0.5644692 4.260705 0.12 0.12 0.5644692+ 4.260705i
#> 8 0.5999921 4.814417 0.14 0.14 0.5999921+ 4.814417i
#> 9 0.8376504 5.336651 0.16 0.16 0.8376504+ 5.336651i
#> 10 0.8543462 5.823913 0.18 0.18 0.8543462+ 5.823913i
#> 11 0.8502004 6.262866 0.20 0.20 0.8502004+ 6.262866i
#> 12 0.9362449 6.773706 0.22 0.22 0.9362449+ 6.773706i
#> 13 0.9575606 7.322953 0.24 0.24 0.9575606+ 7.322953i
#> 14 0.9230403 7.826532 0.26 0.26 0.9230403+ 7.826532i
#> 15 0.9425264 8.421030 0.28 0.28 0.9425264+ 8.421030i
#> 16 1.0927525 8.994806 0.30 0.30 1.0927525+ 8.994806i
#> 17 1.1012551 9.590444 0.32 0.32 1.1012551+ 9.590444i
#> 18 1.0831472 10.078666 0.34 0.34 1.0831472+10.078666i
#> 19 1.0149376 10.494785 0.36 0.36 1.0149376+10.494785i
#> 20 1.0418481 11.144619 0.38 0.38 1.0418481+11.144619i
#> 21 1.2360318 11.757422 0.40 0.40 1.2360318+11.757422i
#> 22 1.3872407 12.304504 0.42 0.42 1.3872407+12.304504i
#> 23 1.4100503 12.798862 0.44 0.44 1.4100503+12.798862i
#> 24 1.4203407 13.276263 0.46 0.46 1.4203407+13.276263i
#> 25 1.4417258 13.856739 0.48 0.48 1.4417258+13.856739i
#> 26 1.6066272 14.482565 0.50 0.50 1.6066272+14.482565i
#> 27 1.6714991 14.997633 0.52 0.52 1.6714991+14.997633i
#> 28 1.5766156 15.417867 0.54 0.54 1.5766156+15.417867i
#> 29 1.3595972 15.885816 0.56 0.56 1.3595972+15.885816i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_62 TrajSim_1_62
#> 2 -0.129645551+0.5597489i Traj_1 Sim_62 TrajSim_1_62
#> 3 -0.035361815+0.5928371i Traj_1 Sim_62 TrajSim_1_62
#> 4 0.117114625+0.5672457i Traj_1 Sim_62 TrajSim_1_62
#> 5 -0.044780186+0.5410374i Traj_1 Sim_62 TrajSim_1_62
#> 6 -0.125756615+0.5147878i Traj_1 Sim_62 TrajSim_1_62
#> 7 0.086898699+0.5390486i Traj_1 Sim_62 TrajSim_1_62
#> 8 0.035522983+0.5537111i Traj_1 Sim_62 TrajSim_1_62
#> 9 0.237658296+0.5222347i Traj_1 Sim_62 TrajSim_1_62
#> 10 0.016695739+0.4872614i Traj_1 Sim_62 TrajSim_1_62
#> 11 -0.004145767+0.4389536i Traj_1 Sim_62 TrajSim_1_62
#> 12 0.086044526+0.5108393i Traj_1 Sim_62 TrajSim_1_62
#> 13 0.021315638+0.5492472i Traj_1 Sim_62 TrajSim_1_62
#> 14 -0.034520271+0.5035793i Traj_1 Sim_62 TrajSim_1_62
#> 15 0.019486077+0.5944981i Traj_1 Sim_62 TrajSim_1_62
#> 16 0.150226116+0.5737763i Traj_1 Sim_62 TrajSim_1_62
#> 17 0.008502576+0.5956375i Traj_1 Sim_62 TrajSim_1_62
#> 18 -0.018107836+0.4882220i Traj_1 Sim_62 TrajSim_1_62
#> 19 -0.068209682+0.4161195i Traj_1 Sim_62 TrajSim_1_62
#> 20 0.026910569+0.6498332i Traj_1 Sim_62 TrajSim_1_62
#> 21 0.194183656+0.6128038i Traj_1 Sim_62 TrajSim_1_62
#> 22 0.151208901+0.5470819i Traj_1 Sim_62 TrajSim_1_62
#> 23 0.022809653+0.4943574i Traj_1 Sim_62 TrajSim_1_62
#> 24 0.010290329+0.4774010i Traj_1 Sim_62 TrajSim_1_62
#> 25 0.021385100+0.5804759i Traj_1 Sim_62 TrajSim_1_62
#> 26 0.164901398+0.6258262i Traj_1 Sim_62 TrajSim_1_62
#> 27 0.064871966+0.5150684i Traj_1 Sim_62 TrajSim_1_62
#> 28 -0.094883523+0.4202343i Traj_1 Sim_62 TrajSim_1_62
#> 29 -0.217018390+0.4679485i Traj_1 Sim_62 TrajSim_1_62
#>
#> [[62]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3248081 2.118681 0.02 0.02 0.3248081+ 2.118681i
#> 3 0.3318704 2.923273 0.04 0.04 0.3318704+ 2.923273i
#> 4 0.3701171 3.582279 0.06 0.06 0.3701171+ 3.582279i
#> 5 0.5408259 4.309254 0.08 0.08 0.5408259+ 4.309254i
#> 6 0.6364280 4.889543 0.10 0.10 0.6364280+ 4.889543i
#> 7 0.8538173 5.487345 0.12 0.12 0.8538173+ 5.487345i
#> 8 0.9096908 6.070817 0.14 0.14 0.9096908+ 6.070817i
#> 9 0.8528604 6.721593 0.16 0.16 0.8528604+ 6.721593i
#> 10 0.9661416 7.253719 0.18 0.18 0.9661416+ 7.253719i
#> 11 1.1765234 7.808323 0.20 0.20 1.1765234+ 7.808323i
#> 12 1.1398621 8.379159 0.22 0.22 1.1398621+ 8.379159i
#> 13 1.2743821 9.078514 0.24 0.24 1.2743821+ 9.078514i
#> 14 1.4076224 9.709448 0.26 0.26 1.4076224+ 9.709448i
#> 15 1.4001564 10.238563 0.28 0.28 1.4001564+10.238563i
#> 16 1.5655608 10.820331 0.30 0.30 1.5655608+10.820331i
#> 17 1.7608452 11.317537 0.32 0.32 1.7608452+11.317537i
#> 18 1.8773049 11.927527 0.34 0.34 1.8773049+11.927527i
#> 19 2.1013309 12.657174 0.36 0.36 2.1013309+12.657174i
#> 20 2.0636604 13.361548 0.38 0.38 2.0636604+13.361548i
#> 21 2.0126163 13.936813 0.40 0.40 2.0126163+13.936813i
#> 22 2.1404901 14.501207 0.42 0.42 2.1404901+14.501207i
#> 23 2.2352331 15.028582 0.44 0.44 2.2352331+15.028582i
#> 24 2.3345263 15.740485 0.46 0.46 2.3345263+15.740485i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_62 TrajSim_2_62
#> 2 -0.011191939+0.5586815i Traj_2 Sim_62 TrajSim_2_62
#> 3 0.007062324+0.8045912i Traj_2 Sim_62 TrajSim_2_62
#> 4 0.038246757+0.6590067i Traj_2 Sim_62 TrajSim_2_62
#> 5 0.170708713+0.7269750i Traj_2 Sim_62 TrajSim_2_62
#> 6 0.095602148+0.5802890i Traj_2 Sim_62 TrajSim_2_62
#> 7 0.217389330+0.5978013i Traj_2 Sim_62 TrajSim_2_62
#> 8 0.055873470+0.5834724i Traj_2 Sim_62 TrajSim_2_62
#> 9 -0.056830361+0.6507763i Traj_2 Sim_62 TrajSim_2_62
#> 10 0.113281171+0.5321251i Traj_2 Sim_62 TrajSim_2_62
#> 11 0.210381796+0.5546040i Traj_2 Sim_62 TrajSim_2_62
#> 12 -0.036661355+0.5708363i Traj_2 Sim_62 TrajSim_2_62
#> 13 0.134520038+0.6993552i Traj_2 Sim_62 TrajSim_2_62
#> 14 0.133240327+0.6309336i Traj_2 Sim_62 TrajSim_2_62
#> 15 -0.007465982+0.5291157i Traj_2 Sim_62 TrajSim_2_62
#> 16 0.165404381+0.5817679i Traj_2 Sim_62 TrajSim_2_62
#> 17 0.195284413+0.4972061i Traj_2 Sim_62 TrajSim_2_62
#> 18 0.116459645+0.6099900i Traj_2 Sim_62 TrajSim_2_62
#> 19 0.224026025+0.7296464i Traj_2 Sim_62 TrajSim_2_62
#> 20 -0.037670495+0.7043746i Traj_2 Sim_62 TrajSim_2_62
#> 21 -0.051044099+0.5752651i Traj_2 Sim_62 TrajSim_2_62
#> 22 0.127873781+0.5643940i Traj_2 Sim_62 TrajSim_2_62
#> 23 0.094742988+0.5273749i Traj_2 Sim_62 TrajSim_2_62
#> 24 0.099293196+0.7119029i Traj_2 Sim_62 TrajSim_2_62
#>
#>
#> [[63]]
#> [[63]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8091228 1.445669 0.02 0.02 0.8091228+ 1.445669i
#> 3 0.9875547 1.916354 0.04 0.04 0.9875547+ 1.916354i
#> 4 1.0436936 2.474243 0.06 0.06 1.0436936+ 2.474243i
#> 5 0.9119105 3.038292 0.08 0.08 0.9119105+ 3.038292i
#> 6 0.8431873 3.536130 0.10 0.10 0.8431873+ 3.536130i
#> 7 0.8679842 4.060565 0.12 0.12 0.8679842+ 4.060565i
#> 8 0.8783028 4.600094 0.14 0.14 0.8783028+ 4.600094i
#> 9 0.8054587 5.169529 0.16 0.16 0.8054587+ 5.169529i
#> 10 0.8651021 5.672884 0.18 0.18 0.8651021+ 5.672884i
#> 11 0.7539698 6.150928 0.20 0.20 0.7539698+ 6.150928i
#> 12 0.8018273 6.678328 0.22 0.22 0.8018273+ 6.678328i
#> 13 0.7915801 7.216658 0.24 0.24 0.7915801+ 7.216658i
#> 14 0.8560343 7.703472 0.26 0.26 0.8560343+ 7.703472i
#> 15 0.9368431 8.344420 0.28 0.28 0.9368431+ 8.344420i
#> 16 1.0665701 8.942298 0.30 0.30 1.0665701+ 8.942298i
#> 17 1.1477288 9.573260 0.32 0.32 1.1477288+ 9.573260i
#> 18 1.2957633 10.126336 0.34 0.34 1.2957633+10.126336i
#> 19 1.3994684 10.651434 0.36 0.36 1.3994684+10.651434i
#> 20 1.3802134 11.254331 0.38 0.38 1.3802134+11.254331i
#> 21 1.4281138 11.794176 0.40 0.40 1.4281138+11.794176i
#> 22 1.5464225 12.271026 0.42 0.42 1.5464225+12.271026i
#> 23 1.5879181 12.777248 0.44 0.44 1.5879181+12.777248i
#> 24 1.6172627 13.335167 0.46 0.46 1.6172627+13.335167i
#> 25 1.7249348 13.792096 0.48 0.48 1.7249348+13.792096i
#> 26 1.6026948 14.436504 0.50 0.50 1.6026948+14.436504i
#> 27 1.6909757 14.950964 0.52 0.52 1.6909757+14.950964i
#> 28 1.9108995 15.601283 0.54 0.54 1.9108995+15.601283i
#> 29 1.9633499 15.998941 0.56 0.56 1.9633499+15.998941i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_63 TrajSim_1_63
#> 2 0.11312284+0.4996690i Traj_1 Sim_63 TrajSim_1_63
#> 3 0.17843181+0.4706852i Traj_1 Sim_63 TrajSim_1_63
#> 4 0.05613894+0.5578890i Traj_1 Sim_63 TrajSim_1_63
#> 5 -0.13178306+0.5640485i Traj_1 Sim_63 TrajSim_1_63
#> 6 -0.06872321+0.4978383i Traj_1 Sim_63 TrajSim_1_63
#> 7 0.02479682+0.5244353i Traj_1 Sim_63 TrajSim_1_63
#> 8 0.01031868+0.5395282i Traj_1 Sim_63 TrajSim_1_63
#> 9 -0.07284412+0.5694356i Traj_1 Sim_63 TrajSim_1_63
#> 10 0.05964337+0.5033552i Traj_1 Sim_63 TrajSim_1_63
#> 11 -0.11113232+0.4780439i Traj_1 Sim_63 TrajSim_1_63
#> 12 0.04785757+0.5273997i Traj_1 Sim_63 TrajSim_1_63
#> 13 -0.01024722+0.5383298i Traj_1 Sim_63 TrajSim_1_63
#> 14 0.06445416+0.4868140i Traj_1 Sim_63 TrajSim_1_63
#> 15 0.08080888+0.6409478i Traj_1 Sim_63 TrajSim_1_63
#> 16 0.12972698+0.5978779i Traj_1 Sim_63 TrajSim_1_63
#> 17 0.08115868+0.6309626i Traj_1 Sim_63 TrajSim_1_63
#> 18 0.14803448+0.5530758i Traj_1 Sim_63 TrajSim_1_63
#> 19 0.10370516+0.5250981i Traj_1 Sim_63 TrajSim_1_63
#> 20 -0.01925499+0.6028968i Traj_1 Sim_63 TrajSim_1_63
#> 21 0.04790038+0.5398448i Traj_1 Sim_63 TrajSim_1_63
#> 22 0.11830864+0.4768500i Traj_1 Sim_63 TrajSim_1_63
#> 23 0.04149566+0.5062223i Traj_1 Sim_63 TrajSim_1_63
#> 24 0.02934459+0.5579187i Traj_1 Sim_63 TrajSim_1_63
#> 25 0.10767204+0.4569295i Traj_1 Sim_63 TrajSim_1_63
#> 26 -0.12223992+0.6444078i Traj_1 Sim_63 TrajSim_1_63
#> 27 0.08828087+0.5144600i Traj_1 Sim_63 TrajSim_1_63
#> 28 0.21992376+0.6503185i Traj_1 Sim_63 TrajSim_1_63
#> 29 0.05245044+0.3976579i Traj_1 Sim_63 TrajSim_1_63
#>
#> [[63]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4016986 2.177537 0.02 0.02 0.4016986+ 2.177537i
#> 3 0.4695815 2.850145 0.04 0.04 0.4695815+ 2.850145i
#> 4 0.4909872 3.406968 0.06 0.06 0.4909872+ 3.406968i
#> 5 0.5461771 3.869340 0.08 0.08 0.5461771+ 3.869340i
#> 6 0.6086962 4.495768 0.10 0.10 0.6086962+ 4.495768i
#> 7 0.5868449 5.157815 0.12 0.12 0.5868449+ 5.157815i
#> 8 0.7272398 5.802239 0.14 0.14 0.7272398+ 5.802239i
#> 9 0.8677428 6.406420 0.16 0.16 0.8677428+ 6.406420i
#> 10 0.9526020 6.945468 0.18 0.18 0.9526020+ 6.945468i
#> 11 0.9248568 7.374781 0.20 0.20 0.9248568+ 7.374781i
#> 12 0.9503837 8.025403 0.22 0.22 0.9503837+ 8.025403i
#> 13 1.0559800 8.509996 0.24 0.24 1.0559800+ 8.509996i
#> 14 1.1211003 9.067191 0.26 0.26 1.1211003+ 9.067191i
#> 15 1.1482953 9.727750 0.28 0.28 1.1482953+ 9.727750i
#> 16 1.2957699 10.312082 0.30 0.30 1.2957699+10.312082i
#> 17 1.3451651 10.893675 0.32 0.32 1.3451651+10.893675i
#> 18 1.3109432 11.639325 0.34 0.34 1.3109432+11.639325i
#> 19 1.3891555 12.262945 0.36 0.36 1.3891555+12.262945i
#> 20 1.4770858 12.856164 0.38 0.38 1.4770858+12.856164i
#> 21 1.6533070 13.440314 0.40 0.40 1.6533070+13.440314i
#> 22 1.6968609 14.073773 0.42 0.42 1.6968609+14.073773i
#> 23 1.8764887 14.813538 0.44 0.44 1.8764887+14.813538i
#> 24 1.9140913 15.401702 0.46 0.46 1.9140913+15.401702i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_63 TrajSim_2_63
#> 2 0.06569859+0.6175368i Traj_2 Sim_63 TrajSim_2_63
#> 3 0.06788294+0.6726082i Traj_2 Sim_63 TrajSim_2_63
#> 4 0.02140565+0.5568226i Traj_2 Sim_63 TrajSim_2_63
#> 5 0.05518992+0.4623722i Traj_2 Sim_63 TrajSim_2_63
#> 6 0.06251912+0.6264282i Traj_2 Sim_63 TrajSim_2_63
#> 7 -0.02185132+0.6620468i Traj_2 Sim_63 TrajSim_2_63
#> 8 0.14039485+0.6444241i Traj_2 Sim_63 TrajSim_2_63
#> 9 0.14050300+0.6041809i Traj_2 Sim_63 TrajSim_2_63
#> 10 0.08485923+0.5390485i Traj_2 Sim_63 TrajSim_2_63
#> 11 -0.02774516+0.4293130i Traj_2 Sim_63 TrajSim_2_63
#> 12 0.02552690+0.6506221i Traj_2 Sim_63 TrajSim_2_63
#> 13 0.10559623+0.4845932i Traj_2 Sim_63 TrajSim_2_63
#> 14 0.06512037+0.5571946i Traj_2 Sim_63 TrajSim_2_63
#> 15 0.02719496+0.6605594i Traj_2 Sim_63 TrajSim_2_63
#> 16 0.14747465+0.5843314i Traj_2 Sim_63 TrajSim_2_63
#> 17 0.04939520+0.5815935i Traj_2 Sim_63 TrajSim_2_63
#> 18 -0.03422197+0.7456499i Traj_2 Sim_63 TrajSim_2_63
#> 19 0.07821229+0.6236198i Traj_2 Sim_63 TrajSim_2_63
#> 20 0.08793035+0.5932194i Traj_2 Sim_63 TrajSim_2_63
#> 21 0.17622119+0.5841495i Traj_2 Sim_63 TrajSim_2_63
#> 22 0.04355384+0.6334595i Traj_2 Sim_63 TrajSim_2_63
#> 23 0.17962783+0.7397648i Traj_2 Sim_63 TrajSim_2_63
#> 24 0.03760257+0.5881635i Traj_2 Sim_63 TrajSim_2_63
#>
#>
#> [[64]]
#> [[64]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7219052 1.476061 0.02 0.02 0.7219052+ 1.476061i
#> 3 0.9715817 2.097835 0.04 0.04 0.9715817+ 2.097835i
#> 4 1.0110389 2.617756 0.06 0.06 1.0110389+ 2.617756i
#> 5 1.0895783 3.155845 0.08 0.08 1.0895783+ 3.155845i
#> 6 1.1337957 3.630246 0.10 0.10 1.1337957+ 3.630246i
#> 7 1.2361543 4.133752 0.12 0.12 1.2361543+ 4.133752i
#> 8 1.2601894 4.648540 0.14 0.14 1.2601894+ 4.648540i
#> 9 1.2244951 5.187083 0.16 0.16 1.2244951+ 5.187083i
#> 10 1.1330811 5.694581 0.18 0.18 1.1330811+ 5.694581i
#> 11 1.2823139 6.204864 0.20 0.20 1.2823139+ 6.204864i
#> 12 1.3362590 6.759658 0.22 0.22 1.3362590+ 6.759658i
#> 13 1.4400354 7.265953 0.24 0.24 1.4400354+ 7.265953i
#> 14 1.5955805 7.779044 0.26 0.26 1.5955805+ 7.779044i
#> 15 1.5676611 8.325025 0.28 0.28 1.5676611+ 8.325025i
#> 16 1.5714730 8.781677 0.30 0.30 1.5714730+ 8.781677i
#> 17 1.5719633 9.311523 0.32 0.32 1.5719633+ 9.311523i
#> 18 1.6819280 9.947332 0.34 0.34 1.6819280+ 9.947332i
#> 19 1.7317076 10.379091 0.36 0.36 1.7317076+10.379091i
#> 20 1.8382509 10.910972 0.38 0.38 1.8382509+10.910972i
#> 21 1.9031880 11.556758 0.40 0.40 1.9031880+11.556758i
#> 22 1.9373472 12.123458 0.42 0.42 1.9373472+12.123458i
#> 23 2.0045743 12.564398 0.44 0.44 2.0045743+12.564398i
#> 24 2.0225606 13.094946 0.46 0.46 2.0225606+13.094946i
#> 25 2.0062179 13.540282 0.48 0.48 2.0062179+13.540282i
#> 26 1.9991284 14.101758 0.50 0.50 1.9991284+14.101758i
#> 27 2.0632030 14.636598 0.52 0.52 2.0632030+14.636598i
#> 28 2.2773850 15.079381 0.54 0.54 2.2773850+15.079381i
#> 29 2.3430884 15.543678 0.56 0.56 2.3430884+15.543678i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_64 TrajSim_1_64
#> 2 0.0259052294+0.5300607i Traj_1 Sim_64 TrajSim_1_64
#> 3 0.2496764310+0.6217741i Traj_1 Sim_64 TrajSim_1_64
#> 4 0.0394572165+0.5199215i Traj_1 Sim_64 TrajSim_1_64
#> 5 0.0785394713+0.5380889i Traj_1 Sim_64 TrajSim_1_64
#> 6 0.0442173520+0.4744009i Traj_1 Sim_64 TrajSim_1_64
#> 7 0.1023586433+0.5035056i Traj_1 Sim_64 TrajSim_1_64
#> 8 0.0240350889+0.5147880i Traj_1 Sim_64 TrajSim_1_64
#> 9 -0.0356943026+0.5385431i Traj_1 Sim_64 TrajSim_1_64
#> 10 -0.0914139942+0.5074980i Traj_1 Sim_64 TrajSim_1_64
#> 11 0.1492327621+0.5102829i Traj_1 Sim_64 TrajSim_1_64
#> 12 0.0539451028+0.5547940i Traj_1 Sim_64 TrajSim_1_64
#> 13 0.1037763731+0.5062950i Traj_1 Sim_64 TrajSim_1_64
#> 14 0.1555451674+0.5130910i Traj_1 Sim_64 TrajSim_1_64
#> 15 -0.0279194571+0.5459812i Traj_1 Sim_64 TrajSim_1_64
#> 16 0.0038119154+0.4566525i Traj_1 Sim_64 TrajSim_1_64
#> 17 0.0004902867+0.5298457i Traj_1 Sim_64 TrajSim_1_64
#> 18 0.1099647206+0.6358090i Traj_1 Sim_64 TrajSim_1_64
#> 19 0.0497796191+0.4317587i Traj_1 Sim_64 TrajSim_1_64
#> 20 0.1065432739+0.5318813i Traj_1 Sim_64 TrajSim_1_64
#> 21 0.0649370614+0.6457857i Traj_1 Sim_64 TrajSim_1_64
#> 22 0.0341592028+0.5667004i Traj_1 Sim_64 TrajSim_1_64
#> 23 0.0672271081+0.4409402i Traj_1 Sim_64 TrajSim_1_64
#> 24 0.0179863152+0.5305471i Traj_1 Sim_64 TrajSim_1_64
#> 25 -0.0163427012+0.4453366i Traj_1 Sim_64 TrajSim_1_64
#> 26 -0.0070895054+0.5614757i Traj_1 Sim_64 TrajSim_1_64
#> 27 0.0640745735+0.5348404i Traj_1 Sim_64 TrajSim_1_64
#> 28 0.2141820036+0.4427826i Traj_1 Sim_64 TrajSim_1_64
#> 29 0.0657034792+0.4642971i Traj_1 Sim_64 TrajSim_1_64
#>
#> [[64]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5136171 2.302019 0.02 0.02 0.5136171+ 2.302019i
#> 3 0.6282609 2.844872 0.04 0.04 0.6282609+ 2.844872i
#> 4 0.5775043 3.558687 0.06 0.06 0.5775043+ 3.558687i
#> 5 0.6012437 4.061282 0.08 0.08 0.6012437+ 4.061282i
#> 6 0.6712255 4.784137 0.10 0.10 0.6712255+ 4.784137i
#> 7 0.7089099 5.536045 0.12 0.12 0.7089099+ 5.536045i
#> 8 0.6951524 6.166943 0.14 0.14 0.6951524+ 6.166943i
#> 9 0.6457666 6.728254 0.16 0.16 0.6457666+ 6.728254i
#> 10 0.7562845 7.340743 0.18 0.18 0.7562845+ 7.340743i
#> 11 0.8395922 8.025917 0.20 0.20 0.8395922+ 8.025917i
#> 12 0.9794144 8.681464 0.22 0.22 0.9794144+ 8.681464i
#> 13 0.8773921 9.403649 0.24 0.24 0.8773921+ 9.403649i
#> 14 0.8664796 9.916016 0.26 0.26 0.8664796+ 9.916016i
#> 15 1.0155475 10.635931 0.28 0.28 1.0155475+10.635931i
#> 16 1.0835519 11.251417 0.30 0.30 1.0835519+11.251417i
#> 17 1.0806702 11.904681 0.32 0.32 1.0806702+11.904681i
#> 18 1.0141924 12.466242 0.34 0.34 1.0141924+12.466242i
#> 19 1.0695544 12.984424 0.36 0.36 1.0695544+12.984424i
#> 20 1.0450792 13.606252 0.38 0.38 1.0450792+13.606252i
#> 21 1.2060092 14.252419 0.40 0.40 1.2060092+14.252419i
#> 22 1.1982091 14.736257 0.42 0.42 1.1982091+14.736257i
#> 23 1.3045956 15.161758 0.44 0.44 1.3045956+15.161758i
#> 24 1.3023286 15.815461 0.46 0.46 1.3023286+15.815461i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_64 TrajSim_2_64
#> 2 0.177617097+0.7420194i Traj_2 Sim_64 TrajSim_2_64
#> 3 0.114643808+0.5428530i Traj_2 Sim_64 TrajSim_2_64
#> 4 -0.050756653+0.7138147i Traj_2 Sim_64 TrajSim_2_64
#> 5 0.023739406+0.5025953i Traj_2 Sim_64 TrajSim_2_64
#> 6 0.069981853+0.7228551i Traj_2 Sim_64 TrajSim_2_64
#> 7 0.037684361+0.7519080i Traj_2 Sim_64 TrajSim_2_64
#> 8 -0.013757514+0.6308979i Traj_2 Sim_64 TrajSim_2_64
#> 9 -0.049385805+0.5613106i Traj_2 Sim_64 TrajSim_2_64
#> 10 0.110517915+0.6124889i Traj_2 Sim_64 TrajSim_2_64
#> 11 0.083307710+0.6851744i Traj_2 Sim_64 TrajSim_2_64
#> 12 0.139822239+0.6555464i Traj_2 Sim_64 TrajSim_2_64
#> 13 -0.102022277+0.7221854i Traj_2 Sim_64 TrajSim_2_64
#> 14 -0.010912561+0.5123668i Traj_2 Sim_64 TrajSim_2_64
#> 15 0.149067870+0.7199149i Traj_2 Sim_64 TrajSim_2_64
#> 16 0.068004423+0.6154868i Traj_2 Sim_64 TrajSim_2_64
#> 17 -0.002881665+0.6532632i Traj_2 Sim_64 TrajSim_2_64
#> 18 -0.066477802+0.5615611i Traj_2 Sim_64 TrajSim_2_64
#> 19 0.055362002+0.5181825i Traj_2 Sim_64 TrajSim_2_64
#> 20 -0.024475204+0.6218274i Traj_2 Sim_64 TrajSim_2_64
#> 21 0.160930014+0.6461675i Traj_2 Sim_64 TrajSim_2_64
#> 22 -0.007800161+0.4838381i Traj_2 Sim_64 TrajSim_2_64
#> 23 0.106386551+0.4255012i Traj_2 Sim_64 TrajSim_2_64
#> 24 -0.002267020+0.6537031i Traj_2 Sim_64 TrajSim_2_64
#>
#>
#> [[65]]
#> [[65]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6955343 1.440494 0.02 0.02 0.6955343+ 1.440494i
#> 3 0.6730601 2.034133 0.04 0.04 0.6730601+ 2.034133i
#> 4 0.6840748 2.510372 0.06 0.06 0.6840748+ 2.510372i
#> 5 0.7281179 3.020669 0.08 0.08 0.7281179+ 3.020669i
#> 6 0.6561893 3.525474 0.10 0.10 0.6561893+ 3.525474i
#> 7 0.7897821 3.984909 0.12 0.12 0.7897821+ 3.984909i
#> 8 0.8799728 4.432291 0.14 0.14 0.8799728+ 4.432291i
#> 9 0.9669393 4.947623 0.16 0.16 0.9669393+ 4.947623i
#> 10 1.0681270 5.475154 0.18 0.18 1.0681270+ 5.475154i
#> 11 1.1989818 5.993971 0.20 0.20 1.1989818+ 5.993971i
#> 12 1.2566663 6.498861 0.22 0.22 1.2566663+ 6.498861i
#> 13 1.2773472 7.059291 0.24 0.24 1.2773472+ 7.059291i
#> 14 1.3102277 7.678053 0.26 0.26 1.3102277+ 7.678053i
#> 15 1.3050413 8.115823 0.28 0.28 1.3050413+ 8.115823i
#> 16 1.3198200 8.718354 0.30 0.30 1.3198200+ 8.718354i
#> 17 1.4262925 9.207184 0.32 0.32 1.4262925+ 9.207184i
#> 18 1.5367092 9.728577 0.34 0.34 1.5367092+ 9.728577i
#> 19 1.6922892 10.305427 0.36 0.36 1.6922892+10.305427i
#> 20 1.5818188 10.823612 0.38 0.38 1.5818188+10.823612i
#> 21 1.6113712 11.356839 0.40 0.40 1.6113712+11.356839i
#> 22 1.7591108 11.927771 0.42 0.42 1.7591108+11.927771i
#> 23 1.8331047 12.470197 0.44 0.44 1.8331047+12.470197i
#> 24 2.0038159 13.019995 0.46 0.46 2.0038159+13.019995i
#> 25 2.0427637 13.606544 0.48 0.48 2.0427637+13.606544i
#> 26 2.0290992 14.142327 0.50 0.50 2.0290992+14.142327i
#> 27 2.1092051 14.639051 0.52 0.52 2.1092051+14.639051i
#> 28 2.1245896 15.207747 0.54 0.54 2.1245896+15.207747i
#> 29 2.2421403 15.724155 0.56 0.56 2.2421403+15.724155i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_65 TrajSim_1_65
#> 2 -0.000465749+0.4944935i Traj_1 Sim_65 TrajSim_1_65
#> 3 -0.022474126+0.5936395i Traj_1 Sim_65 TrajSim_1_65
#> 4 0.011014690+0.4762392i Traj_1 Sim_65 TrajSim_1_65
#> 5 0.044043113+0.5102971i Traj_1 Sim_65 TrajSim_1_65
#> 6 -0.071928676+0.5048044i Traj_1 Sim_65 TrajSim_1_65
#> 7 0.133592801+0.4594353i Traj_1 Sim_65 TrajSim_1_65
#> 8 0.090190759+0.4473820i Traj_1 Sim_65 TrajSim_1_65
#> 9 0.086966495+0.5153323i Traj_1 Sim_65 TrajSim_1_65
#> 10 0.101187670+0.5275304i Traj_1 Sim_65 TrajSim_1_65
#> 11 0.130854822+0.5188175i Traj_1 Sim_65 TrajSim_1_65
#> 12 0.057684503+0.5048898i Traj_1 Sim_65 TrajSim_1_65
#> 13 0.020680850+0.5604303i Traj_1 Sim_65 TrajSim_1_65
#> 14 0.032880523+0.6187615i Traj_1 Sim_65 TrajSim_1_65
#> 15 -0.005186345+0.4377699i Traj_1 Sim_65 TrajSim_1_65
#> 16 0.014778667+0.6025316i Traj_1 Sim_65 TrajSim_1_65
#> 17 0.106472548+0.4888295i Traj_1 Sim_65 TrajSim_1_65
#> 18 0.110416656+0.5213932i Traj_1 Sim_65 TrajSim_1_65
#> 19 0.155580000+0.5768501i Traj_1 Sim_65 TrajSim_1_65
#> 20 -0.110470433+0.5181851i Traj_1 Sim_65 TrajSim_1_65
#> 21 0.029552464+0.5332266i Traj_1 Sim_65 TrajSim_1_65
#> 22 0.147739531+0.5709324i Traj_1 Sim_65 TrajSim_1_65
#> 23 0.073993950+0.5424263i Traj_1 Sim_65 TrajSim_1_65
#> 24 0.170711142+0.5497980i Traj_1 Sim_65 TrajSim_1_65
#> 25 0.038947883+0.5865485i Traj_1 Sim_65 TrajSim_1_65
#> 26 -0.013664573+0.5357827i Traj_1 Sim_65 TrajSim_1_65
#> 27 0.080105917+0.4967240i Traj_1 Sim_65 TrajSim_1_65
#> 28 0.015384537+0.5686962i Traj_1 Sim_65 TrajSim_1_65
#> 29 0.117550713+0.5164079i Traj_1 Sim_65 TrajSim_1_65
#>
#> [[65]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3508634 2.150233 0.02 0.02 0.3508634+ 2.150233i
#> 3 0.5065041 2.723051 0.04 0.04 0.5065041+ 2.723051i
#> 4 0.5198145 3.489417 0.06 0.06 0.5198145+ 3.489417i
#> 5 0.6819876 4.045065 0.08 0.08 0.6819876+ 4.045065i
#> 6 0.7434390 4.591601 0.10 0.10 0.7434390+ 4.591601i
#> 7 0.9053014 5.317153 0.12 0.12 0.9053014+ 5.317153i
#> 8 0.9762262 5.796611 0.14 0.14 0.9762262+ 5.796611i
#> 9 1.0718521 6.476205 0.16 0.16 1.0718521+ 6.476205i
#> 10 1.2091460 7.101720 0.18 0.18 1.2091460+ 7.101720i
#> 11 1.1477062 7.732377 0.20 0.20 1.1477062+ 7.732377i
#> 12 1.2541918 8.353112 0.22 0.22 1.2541918+ 8.353112i
#> 13 1.3880158 8.864155 0.24 0.24 1.3880158+ 8.864155i
#> 14 1.3670646 9.537834 0.26 0.26 1.3670646+ 9.537834i
#> 15 1.5320308 10.129392 0.28 0.28 1.5320308+10.129392i
#> 16 1.5553520 10.832997 0.30 0.30 1.5553520+10.832997i
#> 17 1.6246112 11.461392 0.32 0.32 1.6246112+11.461392i
#> 18 1.7421834 11.994480 0.34 0.34 1.7421834+11.994480i
#> 19 1.7892917 12.627599 0.36 0.36 1.7892917+12.627599i
#> 20 1.9487794 13.296224 0.38 0.38 1.9487794+13.296224i
#> 21 2.1563744 13.826447 0.40 0.40 2.1563744+13.826447i
#> 22 2.3205925 14.307242 0.42 0.42 2.3205925+14.307242i
#> 23 2.3896216 15.013510 0.44 0.44 2.3896216+15.013510i
#> 24 2.4930946 15.736300 0.46 0.46 2.4930946+15.736300i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_65 TrajSim_2_65
#> 2 0.01486339+0.5902331i Traj_2 Sim_65 TrajSim_2_65
#> 3 0.15564075+0.5728175i Traj_2 Sim_65 TrajSim_2_65
#> 4 0.01331033+0.7663667i Traj_2 Sim_65 TrajSim_2_65
#> 5 0.16217312+0.5556478i Traj_2 Sim_65 TrajSim_2_65
#> 6 0.06145141+0.5465362i Traj_2 Sim_65 TrajSim_2_65
#> 7 0.16186241+0.7255520i Traj_2 Sim_65 TrajSim_2_65
#> 8 0.07092476+0.4794575i Traj_2 Sim_65 TrajSim_2_65
#> 9 0.09562592+0.6795937i Traj_2 Sim_65 TrajSim_2_65
#> 10 0.13729392+0.6255158i Traj_2 Sim_65 TrajSim_2_65
#> 11 -0.06143984+0.6306567i Traj_2 Sim_65 TrajSim_2_65
#> 12 0.10648566+0.6207353i Traj_2 Sim_65 TrajSim_2_65
#> 13 0.13382396+0.5110423i Traj_2 Sim_65 TrajSim_2_65
#> 14 -0.02095121+0.6736795i Traj_2 Sim_65 TrajSim_2_65
#> 15 0.16496621+0.5915582i Traj_2 Sim_65 TrajSim_2_65
#> 16 0.02332117+0.7036043i Traj_2 Sim_65 TrajSim_2_65
#> 17 0.06925928+0.6283951i Traj_2 Sim_65 TrajSim_2_65
#> 18 0.11757212+0.5330884i Traj_2 Sim_65 TrajSim_2_65
#> 19 0.04710831+0.6331185i Traj_2 Sim_65 TrajSim_2_65
#> 20 0.15948777+0.6686251i Traj_2 Sim_65 TrajSim_2_65
#> 21 0.20759494+0.5302235i Traj_2 Sim_65 TrajSim_2_65
#> 22 0.16421818+0.4807943i Traj_2 Sim_65 TrajSim_2_65
#> 23 0.06902906+0.7062681i Traj_2 Sim_65 TrajSim_2_65
#> 24 0.10347298+0.7227905i Traj_2 Sim_65 TrajSim_2_65
#>
#>
#> [[66]]
#> [[66]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8119230 1.367889 0.02 0.02 0.8119230+ 1.367889i
#> 3 0.9478758 1.954578 0.04 0.04 0.9478758+ 1.954578i
#> 4 1.0461992 2.516626 0.06 0.06 1.0461992+ 2.516626i
#> 5 0.9954181 3.091510 0.08 0.08 0.9954181+ 3.091510i
#> 6 1.1876822 3.615409 0.10 0.10 1.1876822+ 3.615409i
#> 7 1.2272855 4.132356 0.12 0.12 1.2272855+ 4.132356i
#> 8 1.3044655 4.629922 0.14 0.14 1.3044655+ 4.629922i
#> 9 1.4170334 5.100815 0.16 0.16 1.4170334+ 5.100815i
#> 10 1.4590737 5.617521 0.18 0.18 1.4590737+ 5.617521i
#> 11 1.4751876 6.144552 0.20 0.20 1.4751876+ 6.144552i
#> 12 1.5928403 6.584969 0.22 0.22 1.5928403+ 6.584969i
#> 13 1.6717708 7.084206 0.24 0.24 1.6717708+ 7.084206i
#> 14 1.7141783 7.717440 0.26 0.26 1.7141783+ 7.717440i
#> 15 1.7877815 8.238866 0.28 0.28 1.7877815+ 8.238866i
#> 16 1.8210747 8.781492 0.30 0.30 1.8210747+ 8.781492i
#> 17 1.9364166 9.327975 0.32 0.32 1.9364166+ 9.327975i
#> 18 1.9219069 9.746141 0.34 0.34 1.9219069+ 9.746141i
#> 19 1.9901187 10.190289 0.36 0.36 1.9901187+10.190289i
#> 20 2.0554618 10.724583 0.38 0.38 2.0554618+10.724583i
#> 21 2.0260315 11.218169 0.40 0.40 2.0260315+11.218169i
#> 22 2.0884103 11.760417 0.42 0.42 2.0884103+11.760417i
#> 23 1.9880000 12.343001 0.44 0.44 1.9880000+12.343001i
#> 24 2.0377383 12.888016 0.46 0.46 2.0377383+12.888016i
#> 25 2.0684411 13.462988 0.48 0.48 2.0684411+13.462988i
#> 26 2.0416521 14.086431 0.50 0.50 2.0416521+14.086431i
#> 27 1.9553701 14.626335 0.52 0.52 1.9553701+14.626335i
#> 28 2.1015945 15.119453 0.54 0.54 2.1015945+15.119453i
#> 29 2.1439810 15.732003 0.56 0.56 2.1439810+15.732003i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_66 TrajSim_1_66
#> 2 0.11592300+0.4218887i Traj_1 Sim_66 TrajSim_1_66
#> 3 0.13595277+0.5866897i Traj_1 Sim_66 TrajSim_1_66
#> 4 0.09832344+0.5620480i Traj_1 Sim_66 TrajSim_1_66
#> 5 -0.05078112+0.5748837i Traj_1 Sim_66 TrajSim_1_66
#> 6 0.19226413+0.5238994i Traj_1 Sim_66 TrajSim_1_66
#> 7 0.03960324+0.5169465i Traj_1 Sim_66 TrajSim_1_66
#> 8 0.07718006+0.4975660i Traj_1 Sim_66 TrajSim_1_66
#> 9 0.11256788+0.4708933i Traj_1 Sim_66 TrajSim_1_66
#> 10 0.04204032+0.5167061i Traj_1 Sim_66 TrajSim_1_66
#> 11 0.01611386+0.5270310i Traj_1 Sim_66 TrajSim_1_66
#> 12 0.11765270+0.4404162i Traj_1 Sim_66 TrajSim_1_66
#> 13 0.07893054+0.4992372i Traj_1 Sim_66 TrajSim_1_66
#> 14 0.04240752+0.6332338i Traj_1 Sim_66 TrajSim_1_66
#> 15 0.07360321+0.5214268i Traj_1 Sim_66 TrajSim_1_66
#> 16 0.03329317+0.5426251i Traj_1 Sim_66 TrajSim_1_66
#> 17 0.11534183+0.5464838i Traj_1 Sim_66 TrajSim_1_66
#> 18 -0.01450968+0.4181655i Traj_1 Sim_66 TrajSim_1_66
#> 19 0.06821187+0.4441478i Traj_1 Sim_66 TrajSim_1_66
#> 20 0.06534307+0.5342947i Traj_1 Sim_66 TrajSim_1_66
#> 21 -0.02943033+0.4935856i Traj_1 Sim_66 TrajSim_1_66
#> 22 0.06237883+0.5422484i Traj_1 Sim_66 TrajSim_1_66
#> 23 -0.10041027+0.5825834i Traj_1 Sim_66 TrajSim_1_66
#> 24 0.04973823+0.5450151i Traj_1 Sim_66 TrajSim_1_66
#> 25 0.03070286+0.5749721i Traj_1 Sim_66 TrajSim_1_66
#> 26 -0.02678898+0.6234435i Traj_1 Sim_66 TrajSim_1_66
#> 27 -0.08628201+0.5399033i Traj_1 Sim_66 TrajSim_1_66
#> 28 0.14622440+0.4931181i Traj_1 Sim_66 TrajSim_1_66
#> 29 0.04238647+0.6125504i Traj_1 Sim_66 TrajSim_1_66
#>
#> [[66]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4052662 2.158730 0.02 0.02 0.4052662+ 2.158730i
#> 3 0.4513092 2.778436 0.04 0.04 0.4513092+ 2.778436i
#> 4 0.4787420 3.289297 0.06 0.06 0.4787420+ 3.289297i
#> 5 0.4954930 3.921650 0.08 0.08 0.4954930+ 3.921650i
#> 6 0.5060697 4.550931 0.10 0.10 0.5060697+ 4.550931i
#> 7 0.5089651 5.118568 0.12 0.12 0.5089651+ 5.118568i
#> 8 0.6270672 5.737720 0.14 0.14 0.6270672+ 5.737720i
#> 9 0.5947561 6.312886 0.16 0.16 0.5947561+ 6.312886i
#> 10 0.5680897 6.807183 0.18 0.18 0.5680897+ 6.807183i
#> 11 0.5398901 7.435469 0.20 0.20 0.5398901+ 7.435469i
#> 12 0.6718270 8.114357 0.22 0.22 0.6718270+ 8.114357i
#> 13 0.8028400 8.746019 0.24 0.24 0.8028400+ 8.746019i
#> 14 0.9386583 9.295860 0.26 0.26 0.9386583+ 9.295860i
#> 15 0.9173482 9.981533 0.28 0.28 0.9173482+ 9.981533i
#> 16 1.0481224 10.688765 0.30 0.30 1.0481224+10.688765i
#> 17 1.1360830 11.213675 0.32 0.32 1.1360830+11.213675i
#> 18 1.2570881 11.758001 0.34 0.34 1.2570881+11.758001i
#> 19 1.4336039 12.261970 0.36 0.36 1.4336039+12.261970i
#> 20 1.5324023 12.904455 0.38 0.38 1.5324023+12.904455i
#> 21 1.4540797 13.595013 0.40 0.40 1.4540797+13.595013i
#> 22 1.4906494 14.041957 0.42 0.42 1.4906494+14.041957i
#> 23 1.6519169 14.666368 0.44 0.44 1.6519169+14.666368i
#> 24 1.7320742 15.286184 0.46 0.46 1.7320742+15.286184i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_66 TrajSim_2_66
#> 2 0.069266151+0.5987298i Traj_2 Sim_66 TrajSim_2_66
#> 3 0.046043025+0.6197066i Traj_2 Sim_66 TrajSim_2_66
#> 4 0.027432787+0.5108609i Traj_2 Sim_66 TrajSim_2_66
#> 5 0.016751061+0.6323529i Traj_2 Sim_66 TrajSim_2_66
#> 6 0.010576713+0.6292810i Traj_2 Sim_66 TrajSim_2_66
#> 7 0.002895314+0.5676369i Traj_2 Sim_66 TrajSim_2_66
#> 8 0.118102113+0.6191516i Traj_2 Sim_66 TrajSim_2_66
#> 9 -0.032311082+0.5751667i Traj_2 Sim_66 TrajSim_2_66
#> 10 -0.026666358+0.4942969i Traj_2 Sim_66 TrajSim_2_66
#> 11 -0.028199633+0.6282861i Traj_2 Sim_66 TrajSim_2_66
#> 12 0.131936894+0.6788878i Traj_2 Sim_66 TrajSim_2_66
#> 13 0.131012973+0.6316621i Traj_2 Sim_66 TrajSim_2_66
#> 14 0.135818326+0.5498411i Traj_2 Sim_66 TrajSim_2_66
#> 15 -0.021310037+0.6856726i Traj_2 Sim_66 TrajSim_2_66
#> 16 0.130774130+0.7072322i Traj_2 Sim_66 TrajSim_2_66
#> 17 0.087960620+0.5249103i Traj_2 Sim_66 TrajSim_2_66
#> 18 0.121005135+0.5443251i Traj_2 Sim_66 TrajSim_2_66
#> 19 0.176515751+0.5039698i Traj_2 Sim_66 TrajSim_2_66
#> 20 0.098798417+0.6424843i Traj_2 Sim_66 TrajSim_2_66
#> 21 -0.078322581+0.6905580i Traj_2 Sim_66 TrajSim_2_66
#> 22 0.036569712+0.4469441i Traj_2 Sim_66 TrajSim_2_66
#> 23 0.161267447+0.6244112i Traj_2 Sim_66 TrajSim_2_66
#> 24 0.080157317+0.6198159i Traj_2 Sim_66 TrajSim_2_66
#>
#>
#> [[67]]
#> [[67]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7646873 1.450678 0.02 0.02 0.7646873+ 1.450678i
#> 3 0.6023692 1.868159 0.04 0.04 0.6023692+ 1.868159i
#> 4 0.7737561 2.429337 0.06 0.06 0.7737561+ 2.429337i
#> 5 0.9232221 2.899633 0.08 0.08 0.9232221+ 2.899633i
#> 6 0.9684551 3.396197 0.10 0.10 0.9684551+ 3.396197i
#> 7 1.0930992 3.960643 0.12 0.12 1.0930992+ 3.960643i
#> 8 1.1114750 4.454010 0.14 0.14 1.1114750+ 4.454010i
#> 9 1.1689611 4.848318 0.16 0.16 1.1689611+ 4.848318i
#> 10 1.3057119 5.317744 0.18 0.18 1.3057119+ 5.317744i
#> 11 1.2669632 5.850139 0.20 0.20 1.2669632+ 5.850139i
#> 12 1.3478596 6.409693 0.22 0.22 1.3478596+ 6.409693i
#> 13 1.3852524 6.948876 0.24 0.24 1.3852524+ 6.948876i
#> 14 1.4717862 7.535850 0.26 0.26 1.4717862+ 7.535850i
#> 15 1.5347740 7.968249 0.28 0.28 1.5347740+ 7.968249i
#> 16 1.4409229 8.483322 0.30 0.30 1.4409229+ 8.483322i
#> 17 1.5339874 9.079254 0.32 0.32 1.5339874+ 9.079254i
#> 18 1.6186769 9.647532 0.34 0.34 1.6186769+ 9.647532i
#> 19 1.8614315 10.165585 0.36 0.36 1.8614315+10.165585i
#> 20 1.9492852 10.711019 0.38 0.38 1.9492852+10.711019i
#> 21 2.0155264 11.197124 0.40 0.40 2.0155264+11.197124i
#> 22 1.8726712 11.799094 0.42 0.42 1.8726712+11.799094i
#> 23 2.0238161 12.297752 0.44 0.44 2.0238161+12.297752i
#> 24 2.0477671 12.906574 0.46 0.46 2.0477671+12.906574i
#> 25 2.0620804 13.436166 0.48 0.48 2.0620804+13.436166i
#> 26 2.1416415 13.962243 0.50 0.50 2.1416415+13.962243i
#> 27 2.1251342 14.489565 0.52 0.52 2.1251342+14.489565i
#> 28 2.1118899 14.993132 0.54 0.54 2.1118899+14.993132i
#> 29 2.0830101 15.373508 0.56 0.56 2.0830101+15.373508i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_67 TrajSim_1_67
#> 2 0.06868731+0.5046781i Traj_1 Sim_67 TrajSim_1_67
#> 3 -0.16231807+0.4174808i Traj_1 Sim_67 TrajSim_1_67
#> 4 0.17138682+0.5611777i Traj_1 Sim_67 TrajSim_1_67
#> 5 0.14946601+0.4702963i Traj_1 Sim_67 TrajSim_1_67
#> 6 0.04523300+0.4965643i Traj_1 Sim_67 TrajSim_1_67
#> 7 0.12464414+0.5644460i Traj_1 Sim_67 TrajSim_1_67
#> 8 0.01837575+0.4933668i Traj_1 Sim_67 TrajSim_1_67
#> 9 0.05748615+0.3943078i Traj_1 Sim_67 TrajSim_1_67
#> 10 0.13675079+0.4694260i Traj_1 Sim_67 TrajSim_1_67
#> 11 -0.03874874+0.5323949i Traj_1 Sim_67 TrajSim_1_67
#> 12 0.08089648+0.5595543i Traj_1 Sim_67 TrajSim_1_67
#> 13 0.03739280+0.5391830i Traj_1 Sim_67 TrajSim_1_67
#> 14 0.08653371+0.5869735i Traj_1 Sim_67 TrajSim_1_67
#> 15 0.06298784+0.4323991i Traj_1 Sim_67 TrajSim_1_67
#> 16 -0.09385108+0.5150737i Traj_1 Sim_67 TrajSim_1_67
#> 17 0.09306447+0.5959317i Traj_1 Sim_67 TrajSim_1_67
#> 18 0.08468952+0.5682776i Traj_1 Sim_67 TrajSim_1_67
#> 19 0.24275456+0.5180532i Traj_1 Sim_67 TrajSim_1_67
#> 20 0.08785369+0.5454345i Traj_1 Sim_67 TrajSim_1_67
#> 21 0.06624125+0.4861043i Traj_1 Sim_67 TrajSim_1_67
#> 22 -0.14285520+0.6019707i Traj_1 Sim_67 TrajSim_1_67
#> 23 0.15114489+0.4986573i Traj_1 Sim_67 TrajSim_1_67
#> 24 0.02395101+0.6088228i Traj_1 Sim_67 TrajSim_1_67
#> 25 0.01431334+0.5295913i Traj_1 Sim_67 TrajSim_1_67
#> 26 0.07956105+0.5260779i Traj_1 Sim_67 TrajSim_1_67
#> 27 -0.01650732+0.5273212i Traj_1 Sim_67 TrajSim_1_67
#> 28 -0.01324425+0.5035675i Traj_1 Sim_67 TrajSim_1_67
#> 29 -0.02887982+0.3803762i Traj_1 Sim_67 TrajSim_1_67
#>
#> [[67]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3258383 2.015587 0.02 0.02 0.3258383+ 2.015587i
#> 3 0.3875591 2.791582 0.04 0.04 0.3875591+ 2.791582i
#> 4 0.4835956 3.412934 0.06 0.06 0.4835956+ 3.412934i
#> 5 0.6034014 4.014901 0.08 0.08 0.6034014+ 4.014901i
#> 6 0.6879465 4.468986 0.10 0.10 0.6879465+ 4.468986i
#> 7 0.7491465 5.132385 0.12 0.12 0.7491465+ 5.132385i
#> 8 0.7243936 5.687779 0.14 0.14 0.7243936+ 5.687779i
#> 9 0.8185691 6.315191 0.16 0.16 0.8185691+ 6.315191i
#> 10 0.8017721 6.854438 0.18 0.18 0.8017721+ 6.854438i
#> 11 0.7628381 7.260864 0.20 0.20 0.7628381+ 7.260864i
#> 12 0.8257255 7.770852 0.22 0.22 0.8257255+ 7.770852i
#> 13 0.9608072 8.456070 0.24 0.24 0.9608072+ 8.456070i
#> 14 0.9588025 8.950882 0.26 0.26 0.9588025+ 8.950882i
#> 15 1.0412852 9.548155 0.28 0.28 1.0412852+ 9.548155i
#> 16 1.0981618 10.207193 0.30 0.30 1.0981618+10.207193i
#> 17 1.2381049 10.854699 0.32 0.32 1.2381049+10.854699i
#> 18 1.1560377 11.501612 0.34 0.34 1.1560377+11.501612i
#> 19 1.1521468 12.194725 0.36 0.36 1.1521468+12.194725i
#> 20 1.3449009 12.783050 0.38 0.38 1.3449009+12.783050i
#> 21 1.3452957 13.387527 0.40 0.40 1.3452957+13.387527i
#> 22 1.3773021 13.880527 0.42 0.42 1.3773021+13.880527i
#> 23 1.4626920 14.587374 0.44 0.44 1.4626920+14.587374i
#> 24 1.6868212 15.189854 0.46 0.46 1.6868212+15.189854i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_67 TrajSim_2_67
#> 2 -0.0101616827+0.4555869i Traj_2 Sim_67 TrajSim_2_67
#> 3 0.0617208078+0.7759947i Traj_2 Sim_67 TrajSim_2_67
#> 4 0.0960364431+0.6213522i Traj_2 Sim_67 TrajSim_2_67
#> 5 0.1198058125+0.6019674i Traj_2 Sim_67 TrajSim_2_67
#> 6 0.0845451286+0.4540851i Traj_2 Sim_67 TrajSim_2_67
#> 7 0.0611999627+0.6633984i Traj_2 Sim_67 TrajSim_2_67
#> 8 -0.0247528330+0.5553939i Traj_2 Sim_67 TrajSim_2_67
#> 9 0.0941754580+0.6274120i Traj_2 Sim_67 TrajSim_2_67
#> 10 -0.0167970141+0.5392478i Traj_2 Sim_67 TrajSim_2_67
#> 11 -0.0389340115+0.4064257i Traj_2 Sim_67 TrajSim_2_67
#> 12 0.0628873795+0.5099876i Traj_2 Sim_67 TrajSim_2_67
#> 13 0.1350817560+0.6852187i Traj_2 Sim_67 TrajSim_2_67
#> 14 -0.0020046842+0.4948119i Traj_2 Sim_67 TrajSim_2_67
#> 15 0.0824826863+0.5972724i Traj_2 Sim_67 TrajSim_2_67
#> 16 0.0568766194+0.6590385i Traj_2 Sim_67 TrajSim_2_67
#> 17 0.1399431177+0.6475058i Traj_2 Sim_67 TrajSim_2_67
#> 18 -0.0820672633+0.6469134i Traj_2 Sim_67 TrajSim_2_67
#> 19 -0.0038908558+0.6931128i Traj_2 Sim_67 TrajSim_2_67
#> 20 0.1927540332+0.5883245i Traj_2 Sim_67 TrajSim_2_67
#> 21 0.0003948185+0.6044770i Traj_2 Sim_67 TrajSim_2_67
#> 22 0.0320064172+0.4930006i Traj_2 Sim_67 TrajSim_2_67
#> 23 0.0853899369+0.7068472i Traj_2 Sim_67 TrajSim_2_67
#> 24 0.2241291843+0.6024797i Traj_2 Sim_67 TrajSim_2_67
#>
#>
#> [[68]]
#> [[68]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6444307 1.439088 0.02 0.02 0.6444307+ 1.439088i
#> 3 0.7366650 2.001704 0.04 0.04 0.7366650+ 2.001704i
#> 4 0.7921230 2.570312 0.06 0.06 0.7921230+ 2.570312i
#> 5 0.9266089 3.093297 0.08 0.08 0.9266089+ 3.093297i
#> 6 1.0381732 3.748244 0.10 0.10 1.0381732+ 3.748244i
#> 7 1.1649168 4.318982 0.12 0.12 1.1649168+ 4.318982i
#> 8 1.1186211 4.748753 0.14 0.14 1.1186211+ 4.748753i
#> 9 1.2999259 5.259402 0.16 0.16 1.2999259+ 5.259402i
#> 10 1.4157100 5.737451 0.18 0.18 1.4157100+ 5.737451i
#> 11 1.4234852 6.317377 0.20 0.20 1.4234852+ 6.317377i
#> 12 1.5077318 6.862106 0.22 0.22 1.5077318+ 6.862106i
#> 13 1.5038436 7.281974 0.24 0.24 1.5038436+ 7.281974i
#> 14 1.5893743 7.829012 0.26 0.26 1.5893743+ 7.829012i
#> 15 1.5691480 8.438166 0.28 0.28 1.5691480+ 8.438166i
#> 16 1.5138362 8.976429 0.30 0.30 1.5138362+ 8.976429i
#> 17 1.4431473 9.431020 0.32 0.32 1.4431473+ 9.431020i
#> 18 1.4735862 10.058745 0.34 0.34 1.4735862+10.058745i
#> 19 1.5302635 10.553693 0.36 0.36 1.5302635+10.553693i
#> 20 1.6523364 11.019573 0.38 0.38 1.6523364+11.019573i
#> 21 1.8439821 11.603253 0.40 0.40 1.8439821+11.603253i
#> 22 1.8810369 12.084205 0.42 0.42 1.8810369+12.084205i
#> 23 1.8944951 12.569390 0.44 0.44 1.8944951+12.569390i
#> 24 1.8477321 13.053135 0.46 0.46 1.8477321+13.053135i
#> 25 1.7470784 13.511705 0.48 0.48 1.7470784+13.511705i
#> 26 1.8295935 13.976698 0.50 0.50 1.8295935+13.976698i
#> 27 1.8592308 14.526730 0.52 0.52 1.8592308+14.526730i
#> 28 1.9892070 15.017298 0.54 0.54 1.9892070+15.017298i
#> 29 1.9999561 15.587817 0.56 0.56 1.9999561+15.587817i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_68 TrajSim_1_68
#> 2 -0.051569317+0.4930881i Traj_1 Sim_68 TrajSim_1_68
#> 3 0.092234332+0.5626155i Traj_1 Sim_68 TrajSim_1_68
#> 4 0.055457986+0.5686082i Traj_1 Sim_68 TrajSim_1_68
#> 5 0.134485856+0.5229850i Traj_1 Sim_68 TrajSim_1_68
#> 6 0.111564383+0.6549476i Traj_1 Sim_68 TrajSim_1_68
#> 7 0.126743520+0.5707374i Traj_1 Sim_68 TrajSim_1_68
#> 8 -0.046295698+0.4297716i Traj_1 Sim_68 TrajSim_1_68
#> 9 0.181304851+0.5106491i Traj_1 Sim_68 TrajSim_1_68
#> 10 0.115784097+0.4780491i Traj_1 Sim_68 TrajSim_1_68
#> 11 0.007775179+0.5799250i Traj_1 Sim_68 TrajSim_1_68
#> 12 0.084246629+0.5447291i Traj_1 Sim_68 TrajSim_1_68
#> 13 -0.003888263+0.4198687i Traj_1 Sim_68 TrajSim_1_68
#> 14 0.085530719+0.5470374i Traj_1 Sim_68 TrajSim_1_68
#> 15 -0.020226230+0.6091545i Traj_1 Sim_68 TrajSim_1_68
#> 16 -0.055311870+0.5382623i Traj_1 Sim_68 TrajSim_1_68
#> 17 -0.070688888+0.4545910i Traj_1 Sim_68 TrajSim_1_68
#> 18 0.030438940+0.6277251i Traj_1 Sim_68 TrajSim_1_68
#> 19 0.056677274+0.4949485i Traj_1 Sim_68 TrajSim_1_68
#> 20 0.122072872+0.4658796i Traj_1 Sim_68 TrajSim_1_68
#> 21 0.191645695+0.5836801i Traj_1 Sim_68 TrajSim_1_68
#> 22 0.037054796+0.4809521i Traj_1 Sim_68 TrajSim_1_68
#> 23 0.013458249+0.4851851i Traj_1 Sim_68 TrajSim_1_68
#> 24 -0.046763046+0.4837447i Traj_1 Sim_68 TrajSim_1_68
#> 25 -0.100653675+0.4585702i Traj_1 Sim_68 TrajSim_1_68
#> 26 0.082515088+0.4649929i Traj_1 Sim_68 TrajSim_1_68
#> 27 0.029637320+0.5500320i Traj_1 Sim_68 TrajSim_1_68
#> 28 0.129976188+0.4905682i Traj_1 Sim_68 TrajSim_1_68
#> 29 0.010749160+0.5705188i Traj_1 Sim_68 TrajSim_1_68
#>
#> [[68]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5676151 2.060849 0.02 0.02 0.5676151+ 2.060849i
#> 3 0.7395634 2.658156 0.04 0.04 0.7395634+ 2.658156i
#> 4 0.7459629 3.273228 0.06 0.06 0.7459629+ 3.273228i
#> 5 0.7594700 3.892024 0.08 0.08 0.7594700+ 3.892024i
#> 6 0.7712614 4.519722 0.10 0.10 0.7712614+ 4.519722i
#> 7 0.9122258 5.136737 0.12 0.12 0.9122258+ 5.136737i
#> 8 0.9376743 5.647343 0.14 0.14 0.9376743+ 5.647343i
#> 9 1.1303690 6.395828 0.16 0.16 1.1303690+ 6.395828i
#> 10 1.2781521 6.983394 0.18 0.18 1.2781521+ 6.983394i
#> 11 1.3821379 7.414515 0.20 0.20 1.3821379+ 7.414515i
#> 12 1.4373206 8.061734 0.22 0.22 1.4373206+ 8.061734i
#> 13 1.3799128 8.639987 0.24 0.24 1.3799128+ 8.639987i
#> 14 1.5257852 9.087020 0.26 0.26 1.5257852+ 9.087020i
#> 15 1.6939872 9.661916 0.28 0.28 1.6939872+ 9.661916i
#> 16 1.8795147 10.143223 0.30 0.30 1.8795147+10.143223i
#> 17 1.7923482 10.768518 0.32 0.32 1.7923482+10.768518i
#> 18 1.9023360 11.423114 0.34 0.34 1.9023360+11.423114i
#> 19 2.0251224 11.951494 0.36 0.36 2.0251224+11.951494i
#> 20 2.1998886 12.445693 0.38 0.38 2.1998886+12.445693i
#> 21 2.2804380 13.089239 0.40 0.40 2.2804380+13.089239i
#> 22 2.3767781 13.776793 0.42 0.42 2.3767781+13.776793i
#> 23 2.5617484 14.419617 0.44 0.44 2.5617484+14.419617i
#> 24 2.7465351 14.972624 0.46 0.46 2.7465351+14.972624i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_68 TrajSim_2_68
#> 2 0.231615128+0.5008493i Traj_2 Sim_68 TrajSim_2_68
#> 3 0.171948275+0.5973072i Traj_2 Sim_68 TrajSim_2_68
#> 4 0.006399456+0.6150720i Traj_2 Sim_68 TrajSim_2_68
#> 5 0.013507153+0.6187956i Traj_2 Sim_68 TrajSim_2_68
#> 6 0.011791397+0.6276978i Traj_2 Sim_68 TrajSim_2_68
#> 7 0.140964397+0.6170148i Traj_2 Sim_68 TrajSim_2_68
#> 8 0.025448522+0.5106062i Traj_2 Sim_68 TrajSim_2_68
#> 9 0.192694632+0.7484847i Traj_2 Sim_68 TrajSim_2_68
#> 10 0.147783109+0.5875662i Traj_2 Sim_68 TrajSim_2_68
#> 11 0.103985839+0.4311211i Traj_2 Sim_68 TrajSim_2_68
#> 12 0.055182724+0.6472190i Traj_2 Sim_68 TrajSim_2_68
#> 13 -0.057407868+0.5782534i Traj_2 Sim_68 TrajSim_2_68
#> 14 0.145872462+0.4470330i Traj_2 Sim_68 TrajSim_2_68
#> 15 0.168201952+0.5748953i Traj_2 Sim_68 TrajSim_2_68
#> 16 0.185527480+0.4813074i Traj_2 Sim_68 TrajSim_2_68
#> 17 -0.087166468+0.6252945i Traj_2 Sim_68 TrajSim_2_68
#> 18 0.109987801+0.6545967i Traj_2 Sim_68 TrajSim_2_68
#> 19 0.122786458+0.5283797i Traj_2 Sim_68 TrajSim_2_68
#> 20 0.174766104+0.4941992i Traj_2 Sim_68 TrajSim_2_68
#> 21 0.080549430+0.6435455i Traj_2 Sim_68 TrajSim_2_68
#> 22 0.096340098+0.6875545i Traj_2 Sim_68 TrajSim_2_68
#> 23 0.184970290+0.6428233i Traj_2 Sim_68 TrajSim_2_68
#> 24 0.184786735+0.5530076i Traj_2 Sim_68 TrajSim_2_68
#>
#>
#> [[69]]
#> [[69]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8065728 1.409882 0.02 0.02 0.8065728+ 1.409882i
#> 3 0.9001986 1.932465 0.04 0.04 0.9001986+ 1.932465i
#> 4 0.9585782 2.392332 0.06 0.06 0.9585782+ 2.392332i
#> 5 0.9906759 2.955637 0.08 0.08 0.9906759+ 2.955637i
#> 6 1.0138790 3.541596 0.10 0.10 1.0138790+ 3.541596i
#> 7 0.9991741 3.974624 0.12 0.12 0.9991741+ 3.974624i
#> 8 1.0068379 4.557625 0.14 0.14 1.0068379+ 4.557625i
#> 9 1.0041390 5.068712 0.16 0.16 1.0041390+ 5.068712i
#> 10 1.1253315 5.604156 0.18 0.18 1.1253315+ 5.604156i
#> 11 1.2311632 6.116803 0.20 0.20 1.2311632+ 6.116803i
#> 12 1.2355643 6.606085 0.22 0.22 1.2355643+ 6.606085i
#> 13 1.3599318 7.131514 0.24 0.24 1.3599318+ 7.131514i
#> 14 1.3675088 7.693434 0.26 0.26 1.3675088+ 7.693434i
#> 15 1.4251048 8.245235 0.28 0.28 1.4251048+ 8.245235i
#> 16 1.5178011 8.718591 0.30 0.30 1.5178011+ 8.718591i
#> 17 1.6120524 9.247756 0.32 0.32 1.6120524+ 9.247756i
#> 18 1.6411091 9.785755 0.34 0.34 1.6411091+ 9.785755i
#> 19 1.7324583 10.245373 0.36 0.36 1.7324583+10.245373i
#> 20 1.7443289 10.756412 0.38 0.38 1.7443289+10.756412i
#> 21 1.8286040 11.235434 0.40 0.40 1.8286040+11.235434i
#> 22 1.9171218 11.692646 0.42 0.42 1.9171218+11.692646i
#> 23 1.9778739 12.274730 0.44 0.44 1.9778739+12.274730i
#> 24 1.9191504 12.847118 0.46 0.46 1.9191504+12.847118i
#> 25 1.9357227 13.390512 0.48 0.48 1.9357227+13.390512i
#> 26 1.9952965 13.940334 0.50 0.50 1.9952965+13.940334i
#> 27 1.9325365 14.445781 0.52 0.52 1.9325365+14.445781i
#> 28 1.9903098 14.963197 0.54 0.54 1.9903098+14.963197i
#> 29 2.0806462 15.511037 0.56 0.56 2.0806462+15.511037i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_69 TrajSim_1_69
#> 2 0.110572837+0.4638817i Traj_1 Sim_69 TrajSim_1_69
#> 3 0.093625796+0.5225831i Traj_1 Sim_69 TrajSim_1_69
#> 4 0.058379532+0.4598673i Traj_1 Sim_69 TrajSim_1_69
#> 5 0.032097751+0.5633045i Traj_1 Sim_69 TrajSim_1_69
#> 6 0.023203039+0.5859598i Traj_1 Sim_69 TrajSim_1_69
#> 7 -0.014704879+0.4330279i Traj_1 Sim_69 TrajSim_1_69
#> 8 0.007663827+0.5830007i Traj_1 Sim_69 TrajSim_1_69
#> 9 -0.002698899+0.5110868i Traj_1 Sim_69 TrajSim_1_69
#> 10 0.121192535+0.5354437i Traj_1 Sim_69 TrajSim_1_69
#> 11 0.105831646+0.5126476i Traj_1 Sim_69 TrajSim_1_69
#> 12 0.004401142+0.4892815i Traj_1 Sim_69 TrajSim_1_69
#> 13 0.124367474+0.5254292i Traj_1 Sim_69 TrajSim_1_69
#> 14 0.007576987+0.5619199i Traj_1 Sim_69 TrajSim_1_69
#> 15 0.057596049+0.5518010i Traj_1 Sim_69 TrajSim_1_69
#> 16 0.092696269+0.4733568i Traj_1 Sim_69 TrajSim_1_69
#> 17 0.094251286+0.5291650i Traj_1 Sim_69 TrajSim_1_69
#> 18 0.029056687+0.5379986i Traj_1 Sim_69 TrajSim_1_69
#> 19 0.091349202+0.4596184i Traj_1 Sim_69 TrajSim_1_69
#> 20 0.011870586+0.5110389i Traj_1 Sim_69 TrajSim_1_69
#> 21 0.084275158+0.4790224i Traj_1 Sim_69 TrajSim_1_69
#> 22 0.088517805+0.4572118i Traj_1 Sim_69 TrajSim_1_69
#> 23 0.060752053+0.5820840i Traj_1 Sim_69 TrajSim_1_69
#> 24 -0.058723501+0.5723878i Traj_1 Sim_69 TrajSim_1_69
#> 25 0.016572284+0.5433939i Traj_1 Sim_69 TrajSim_1_69
#> 26 0.059573872+0.5498223i Traj_1 Sim_69 TrajSim_1_69
#> 27 -0.062760023+0.5054466i Traj_1 Sim_69 TrajSim_1_69
#> 28 0.057773305+0.5174159i Traj_1 Sim_69 TrajSim_1_69
#> 29 0.090336331+0.5478399i Traj_1 Sim_69 TrajSim_1_69
#>
#> [[69]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4519171 2.047323 0.02 0.02 0.4519171+ 2.047323i
#> 3 0.6436269 2.692649 0.04 0.04 0.6436269+ 2.692649i
#> 4 0.6291660 3.251301 0.06 0.06 0.6291660+ 3.251301i
#> 5 0.6970126 3.682158 0.08 0.08 0.6970126+ 3.682158i
#> 6 0.8048415 4.084596 0.10 0.10 0.8048415+ 4.084596i
#> 7 1.0550494 4.646085 0.12 0.12 1.0550494+ 4.646085i
#> 8 1.2254097 5.199990 0.14 0.14 1.2254097+ 5.199990i
#> 9 1.3139268 5.816888 0.16 0.16 1.3139268+ 5.816888i
#> 10 1.3522117 6.415103 0.18 0.18 1.3522117+ 6.415103i
#> 11 1.4976819 7.037090 0.20 0.20 1.4976819+ 7.037090i
#> 12 1.5088779 7.605857 0.22 0.22 1.5088779+ 7.605857i
#> 13 1.6352874 8.187302 0.24 0.24 1.6352874+ 8.187302i
#> 14 1.8112225 8.827924 0.26 0.26 1.8112225+ 8.827924i
#> 15 1.8864604 9.410065 0.28 0.28 1.8864604+ 9.410065i
#> 16 2.0700131 9.964026 0.30 0.30 2.0700131+ 9.964026i
#> 17 2.1334520 10.487367 0.32 0.32 2.1334520+10.487367i
#> 18 2.2979508 10.999382 0.34 0.34 2.2979508+10.999382i
#> 19 2.4087008 11.688319 0.36 0.36 2.4087008+11.688319i
#> 20 2.2642281 12.280233 0.38 0.38 2.2642281+12.280233i
#> 21 2.4452957 13.040107 0.40 0.40 2.4452957+13.040107i
#> 22 2.5698646 13.651073 0.42 0.42 2.5698646+13.651073i
#> 23 2.6164346 14.173626 0.44 0.44 2.6164346+14.173626i
#> 24 2.6969088 14.728412 0.46 0.46 2.6969088+14.728412i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_69 TrajSim_2_69
#> 2 0.11591708+0.4873235i Traj_2 Sim_69 TrajSim_2_69
#> 3 0.19170985+0.6453255i Traj_2 Sim_69 TrajSim_2_69
#> 4 -0.01446089+0.5586517i Traj_2 Sim_69 TrajSim_2_69
#> 5 0.06784658+0.4308577i Traj_2 Sim_69 TrajSim_2_69
#> 6 0.10782890+0.4024374i Traj_2 Sim_69 TrajSim_2_69
#> 7 0.25020790+0.5614894i Traj_2 Sim_69 TrajSim_2_69
#> 8 0.17036032+0.5539049i Traj_2 Sim_69 TrajSim_2_69
#> 9 0.08851705+0.6168983i Traj_2 Sim_69 TrajSim_2_69
#> 10 0.03828495+0.5982148i Traj_2 Sim_69 TrajSim_2_69
#> 11 0.14547018+0.6219865i Traj_2 Sim_69 TrajSim_2_69
#> 12 0.01119602+0.5687676i Traj_2 Sim_69 TrajSim_2_69
#> 13 0.12640947+0.5814449i Traj_2 Sim_69 TrajSim_2_69
#> 14 0.17593506+0.6406218i Traj_2 Sim_69 TrajSim_2_69
#> 15 0.07523799+0.5821411i Traj_2 Sim_69 TrajSim_2_69
#> 16 0.18355262+0.5539613i Traj_2 Sim_69 TrajSim_2_69
#> 17 0.06343892+0.5233402i Traj_2 Sim_69 TrajSim_2_69
#> 18 0.16449879+0.5120151i Traj_2 Sim_69 TrajSim_2_69
#> 19 0.11074999+0.6889374i Traj_2 Sim_69 TrajSim_2_69
#> 20 -0.14447263+0.5919141i Traj_2 Sim_69 TrajSim_2_69
#> 21 0.18106754+0.7598738i Traj_2 Sim_69 TrajSim_2_69
#> 22 0.12456891+0.6109663i Traj_2 Sim_69 TrajSim_2_69
#> 23 0.04656999+0.5225530i Traj_2 Sim_69 TrajSim_2_69
#> 24 0.08047422+0.5547855i Traj_2 Sim_69 TrajSim_2_69
#>
#>
#> [[70]]
#> [[70]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6919542 1.614727 0.02 0.02 0.6919542+ 1.614727i
#> 3 0.5407187 2.126758 0.04 0.04 0.5407187+ 2.126758i
#> 4 0.5671102 2.690767 0.06 0.06 0.5671102+ 2.690767i
#> 5 0.5310051 3.153010 0.08 0.08 0.5310051+ 3.153010i
#> 6 0.6151993 3.722111 0.10 0.10 0.6151993+ 3.722111i
#> 7 0.7254082 4.208815 0.12 0.12 0.7254082+ 4.208815i
#> 8 0.8166069 4.777957 0.14 0.14 0.8166069+ 4.777957i
#> 9 0.7125108 5.334409 0.16 0.16 0.7125108+ 5.334409i
#> 10 0.7935913 5.855162 0.18 0.18 0.7935913+ 5.855162i
#> 11 0.8181963 6.379194 0.20 0.20 0.8181963+ 6.379194i
#> 12 0.9658133 6.991675 0.22 0.22 0.9658133+ 6.991675i
#> 13 0.9895969 7.552889 0.24 0.24 0.9895969+ 7.552889i
#> 14 1.0743263 8.051496 0.26 0.26 1.0743263+ 8.051496i
#> 15 1.0193430 8.685645 0.28 0.28 1.0193430+ 8.685645i
#> 16 0.9720953 9.194310 0.30 0.30 0.9720953+ 9.194310i
#> 17 1.0038115 9.750263 0.32 0.32 1.0038115+ 9.750263i
#> 18 1.0969661 10.251668 0.34 0.34 1.0969661+10.251668i
#> 19 1.0973089 10.747406 0.36 0.36 1.0973089+10.747406i
#> 20 1.3228933 11.153907 0.38 0.38 1.3228933+11.153907i
#> 21 1.3417721 11.655620 0.40 0.40 1.3417721+11.655620i
#> 22 1.5012934 12.122147 0.42 0.42 1.5012934+12.122147i
#> 23 1.4386037 12.653809 0.44 0.44 1.4386037+12.653809i
#> 24 1.3940319 13.110629 0.46 0.46 1.3940319+13.110629i
#> 25 1.3520729 13.650197 0.48 0.48 1.3520729+13.650197i
#> 26 1.5085646 14.107498 0.50 0.50 1.5085646+14.107498i
#> 27 1.5306555 14.564154 0.52 0.52 1.5306555+14.564154i
#> 28 1.5740791 15.114565 0.54 0.54 1.5740791+15.114565i
#> 29 1.6490865 15.640844 0.56 0.56 1.6490865+15.640844i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_70 TrajSim_1_70
#> 2 -0.0040457900+0.6687268i Traj_1 Sim_70 TrajSim_1_70
#> 3 -0.1512355415+0.5120310i Traj_1 Sim_70 TrajSim_1_70
#> 4 0.0263915664+0.5640096i Traj_1 Sim_70 TrajSim_1_70
#> 5 -0.0361051489+0.4622428i Traj_1 Sim_70 TrajSim_1_70
#> 6 0.0841942170+0.5691009i Traj_1 Sim_70 TrajSim_1_70
#> 7 0.1102088964+0.4867042i Traj_1 Sim_70 TrajSim_1_70
#> 8 0.0911987472+0.5691421i Traj_1 Sim_70 TrajSim_1_70
#> 9 -0.1040961168+0.5564514i Traj_1 Sim_70 TrajSim_1_70
#> 10 0.0810804283+0.5207533i Traj_1 Sim_70 TrajSim_1_70
#> 11 0.0246050460+0.5240322i Traj_1 Sim_70 TrajSim_1_70
#> 12 0.1476169577+0.6124802i Traj_1 Sim_70 TrajSim_1_70
#> 13 0.0237836740+0.5612144i Traj_1 Sim_70 TrajSim_1_70
#> 14 0.0847293947+0.4986066i Traj_1 Sim_70 TrajSim_1_70
#> 15 -0.0549832809+0.6341498i Traj_1 Sim_70 TrajSim_1_70
#> 16 -0.0472477182+0.5086647i Traj_1 Sim_70 TrajSim_1_70
#> 17 0.0317161244+0.5559525i Traj_1 Sim_70 TrajSim_1_70
#> 18 0.0931546113+0.5014051i Traj_1 Sim_70 TrajSim_1_70
#> 19 0.0003428776+0.4957378i Traj_1 Sim_70 TrajSim_1_70
#> 20 0.2255843278+0.4065015i Traj_1 Sim_70 TrajSim_1_70
#> 21 0.0188787980+0.5017129i Traj_1 Sim_70 TrajSim_1_70
#> 22 0.1595213334+0.4665270i Traj_1 Sim_70 TrajSim_1_70
#> 23 -0.0626896781+0.5316616i Traj_1 Sim_70 TrajSim_1_70
#> 24 -0.0445718236+0.4568207i Traj_1 Sim_70 TrajSim_1_70
#> 25 -0.0419590188+0.5395677i Traj_1 Sim_70 TrajSim_1_70
#> 26 0.1564917263+0.4573013i Traj_1 Sim_70 TrajSim_1_70
#> 27 0.0220909121+0.4566557i Traj_1 Sim_70 TrajSim_1_70
#> 28 0.0434235883+0.5504111i Traj_1 Sim_70 TrajSim_1_70
#> 29 0.0750074165+0.5262793i Traj_1 Sim_70 TrajSim_1_70
#>
#> [[70]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3852480 2.109677 0.02 0.02 0.3852480+ 2.109677i
#> 3 0.3627986 2.696532 0.04 0.04 0.3627986+ 2.696532i
#> 4 0.4845663 3.244017 0.06 0.06 0.4845663+ 3.244017i
#> 5 0.5442912 3.915221 0.08 0.08 0.5442912+ 3.915221i
#> 6 0.5858124 4.534952 0.10 0.10 0.5858124+ 4.534952i
#> 7 0.8416501 5.131415 0.12 0.12 0.8416501+ 5.131415i
#> 8 0.9743321 5.619073 0.14 0.14 0.9743321+ 5.619073i
#> 9 1.0702254 6.269814 0.16 0.16 1.0702254+ 6.269814i
#> 10 1.2447602 6.866319 0.18 0.18 1.2447602+ 6.866319i
#> 11 1.2763292 7.487921 0.20 0.20 1.2763292+ 7.487921i
#> 12 1.3642204 8.049485 0.22 0.22 1.3642204+ 8.049485i
#> 13 1.4905982 8.678102 0.24 0.24 1.4905982+ 8.678102i
#> 14 1.6071373 9.402153 0.26 0.26 1.6071373+ 9.402153i
#> 15 1.6322030 9.892045 0.28 0.28 1.6322030+ 9.892045i
#> 16 1.7467591 10.542557 0.30 0.30 1.7467591+10.542557i
#> 17 1.6631901 11.181188 0.32 0.32 1.6631901+11.181188i
#> 18 1.7728529 11.732935 0.34 0.34 1.7728529+11.732935i
#> 19 1.8126095 12.336210 0.36 0.36 1.8126095+12.336210i
#> 20 2.0256612 12.969303 0.38 0.38 2.0256612+12.969303i
#> 21 2.2488512 13.603430 0.40 0.40 2.2488512+13.603430i
#> 22 2.3307830 14.200013 0.42 0.42 2.3307830+14.200013i
#> 23 2.4174880 14.871238 0.44 0.44 2.4174880+14.871238i
#> 24 2.5901511 15.469221 0.46 0.46 2.5901511+15.469221i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_70 TrajSim_2_70
#> 2 0.04924805+0.5496766i Traj_2 Sim_70 TrajSim_2_70
#> 3 -0.02244947+0.5868557i Traj_2 Sim_70 TrajSim_2_70
#> 4 0.12176770+0.5474850i Traj_2 Sim_70 TrajSim_2_70
#> 5 0.05972490+0.6712039i Traj_2 Sim_70 TrajSim_2_70
#> 6 0.04152120+0.6197309i Traj_2 Sim_70 TrajSim_2_70
#> 7 0.25583772+0.5964632i Traj_2 Sim_70 TrajSim_2_70
#> 8 0.13268205+0.4876574i Traj_2 Sim_70 TrajSim_2_70
#> 9 0.09589325+0.6507414i Traj_2 Sim_70 TrajSim_2_70
#> 10 0.17453477+0.5965053i Traj_2 Sim_70 TrajSim_2_70
#> 11 0.03156904+0.6216018i Traj_2 Sim_70 TrajSim_2_70
#> 12 0.08789121+0.5615640i Traj_2 Sim_70 TrajSim_2_70
#> 13 0.12637784+0.6286169i Traj_2 Sim_70 TrajSim_2_70
#> 14 0.11653910+0.7240511i Traj_2 Sim_70 TrajSim_2_70
#> 15 0.02506562+0.4898915i Traj_2 Sim_70 TrajSim_2_70
#> 16 0.11455611+0.6505123i Traj_2 Sim_70 TrajSim_2_70
#> 17 -0.08356895+0.6386312i Traj_2 Sim_70 TrajSim_2_70
#> 18 0.10966275+0.5517468i Traj_2 Sim_70 TrajSim_2_70
#> 19 0.03975660+0.6032753i Traj_2 Sim_70 TrajSim_2_70
#> 20 0.21305170+0.6330929i Traj_2 Sim_70 TrajSim_2_70
#> 21 0.22319005+0.6341264i Traj_2 Sim_70 TrajSim_2_70
#> 22 0.08193178+0.5965830i Traj_2 Sim_70 TrajSim_2_70
#> 23 0.08670501+0.6712253i Traj_2 Sim_70 TrajSim_2_70
#> 24 0.17266310+0.5979827i Traj_2 Sim_70 TrajSim_2_70
#>
#>
#> [[71]]
#> [[71]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7161588 1.530326 0.02 0.02 0.7161588+ 1.530326i
#> 3 0.7704359 2.023980 0.04 0.04 0.7704359+ 2.023980i
#> 4 0.7837042 2.611219 0.06 0.06 0.7837042+ 2.611219i
#> 5 0.7632914 3.226345 0.08 0.08 0.7632914+ 3.226345i
#> 6 0.7651782 3.689953 0.10 0.10 0.7651782+ 3.689953i
#> 7 0.8297908 4.260292 0.12 0.12 0.8297908+ 4.260292i
#> 8 0.7525305 4.765092 0.14 0.14 0.7525305+ 4.765092i
#> 9 0.7412997 5.151894 0.16 0.16 0.7412997+ 5.151894i
#> 10 0.8503903 5.664362 0.18 0.18 0.8503903+ 5.664362i
#> 11 0.9762456 6.183383 0.20 0.20 0.9762456+ 6.183383i
#> 12 1.0054120 6.747800 0.22 0.22 1.0054120+ 6.747800i
#> 13 1.0919539 7.218113 0.24 0.24 1.0919539+ 7.218113i
#> 14 1.0776760 7.730928 0.26 0.26 1.0776760+ 7.730928i
#> 15 1.1364256 8.240841 0.28 0.28 1.1364256+ 8.240841i
#> 16 1.1237503 8.770902 0.30 0.30 1.1237503+ 8.770902i
#> 17 1.0456048 9.292583 0.32 0.32 1.0456048+ 9.292583i
#> 18 1.1987622 9.829063 0.34 0.34 1.1987622+ 9.829063i
#> 19 1.2523780 10.415271 0.36 0.36 1.2523780+10.415271i
#> 20 1.3686708 10.947615 0.38 0.38 1.3686708+10.947615i
#> 21 1.3974119 11.537761 0.40 0.40 1.3974119+11.537761i
#> 22 1.3675228 11.992349 0.42 0.42 1.3675228+11.992349i
#> 23 1.3708062 12.527000 0.44 0.44 1.3708062+12.527000i
#> 24 1.3833079 13.056865 0.46 0.46 1.3833079+13.056865i
#> 25 1.4128279 13.559295 0.48 0.48 1.4128279+13.559295i
#> 26 1.4900253 14.086928 0.50 0.50 1.4900253+14.086928i
#> 27 1.6082170 14.560607 0.52 0.52 1.6082170+14.560607i
#> 28 1.5577876 15.168417 0.54 0.54 1.5577876+15.168417i
#> 29 1.5717130 15.695188 0.56 0.56 1.5717130+15.695188i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_71 TrajSim_1_71
#> 2 0.020158819+0.5843262i Traj_1 Sim_71 TrajSim_1_71
#> 3 0.054277104+0.4936534i Traj_1 Sim_71 TrajSim_1_71
#> 4 0.013268245+0.5872394i Traj_1 Sim_71 TrajSim_1_71
#> 5 -0.020412772+0.6151262i Traj_1 Sim_71 TrajSim_1_71
#> 6 0.001886768+0.4636079i Traj_1 Sim_71 TrajSim_1_71
#> 7 0.064612625+0.5703393i Traj_1 Sim_71 TrajSim_1_71
#> 8 -0.077260242+0.5048000i Traj_1 Sim_71 TrajSim_1_71
#> 9 -0.011230856+0.3868017i Traj_1 Sim_71 TrajSim_1_71
#> 10 0.109090619+0.5124679i Traj_1 Sim_71 TrajSim_1_71
#> 11 0.125855310+0.5190213i Traj_1 Sim_71 TrajSim_1_71
#> 12 0.029166385+0.5644165i Traj_1 Sim_71 TrajSim_1_71
#> 13 0.086541925+0.4703129i Traj_1 Sim_71 TrajSim_1_71
#> 14 -0.014277944+0.5128153i Traj_1 Sim_71 TrajSim_1_71
#> 15 0.058749575+0.5099126i Traj_1 Sim_71 TrajSim_1_71
#> 16 -0.012675292+0.5300614i Traj_1 Sim_71 TrajSim_1_71
#> 17 -0.078145512+0.5216807i Traj_1 Sim_71 TrajSim_1_71
#> 18 0.153157486+0.5364802i Traj_1 Sim_71 TrajSim_1_71
#> 19 0.053615785+0.5862085i Traj_1 Sim_71 TrajSim_1_71
#> 20 0.116292812+0.5323437i Traj_1 Sim_71 TrajSim_1_71
#> 21 0.028741051+0.5901455i Traj_1 Sim_71 TrajSim_1_71
#> 22 -0.029889131+0.4545883i Traj_1 Sim_71 TrajSim_1_71
#> 23 0.003283393+0.5346510i Traj_1 Sim_71 TrajSim_1_71
#> 24 0.012501720+0.5298651i Traj_1 Sim_71 TrajSim_1_71
#> 25 0.029519991+0.5024299i Traj_1 Sim_71 TrajSim_1_71
#> 26 0.077197398+0.5276334i Traj_1 Sim_71 TrajSim_1_71
#> 27 0.118191765+0.4736788i Traj_1 Sim_71 TrajSim_1_71
#> 28 -0.050429385+0.6078100i Traj_1 Sim_71 TrajSim_1_71
#> 29 0.013925365+0.5267705i Traj_1 Sim_71 TrajSim_1_71
#>
#> [[71]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4194823 2.083349 0.02 0.02 0.4194823+ 2.083349i
#> 3 0.5184397 2.749262 0.04 0.04 0.5184397+ 2.749262i
#> 4 0.6413643 3.317110 0.06 0.06 0.6413643+ 3.317110i
#> 5 0.7454858 3.843216 0.08 0.08 0.7454858+ 3.843216i
#> 6 0.7622176 4.445082 0.10 0.10 0.7622176+ 4.445082i
#> 7 0.7150651 5.109543 0.12 0.12 0.7150651+ 5.109543i
#> 8 0.8022458 5.548269 0.14 0.14 0.8022458+ 5.548269i
#> 9 0.9282205 6.261803 0.16 0.16 0.9282205+ 6.261803i
#> 10 1.0299766 6.915602 0.18 0.18 1.0299766+ 6.915602i
#> 11 1.2095921 7.629413 0.20 0.20 1.2095921+ 7.629413i
#> 12 1.3043742 8.289042 0.22 0.22 1.3043742+ 8.289042i
#> 13 1.5470429 8.902921 0.24 0.24 1.5470429+ 8.902921i
#> 14 1.5522030 9.571814 0.26 0.26 1.5522030+ 9.571814i
#> 15 1.6836975 10.130076 0.28 0.28 1.6836975+10.130076i
#> 16 1.8284752 10.823690 0.30 0.30 1.8284752+10.823690i
#> 17 1.9305304 11.327607 0.32 0.32 1.9305304+11.327607i
#> 18 2.0413357 11.874535 0.34 0.34 2.0413357+11.874535i
#> 19 2.1738535 12.620078 0.36 0.36 2.1738535+12.620078i
#> 20 2.1558905 13.213460 0.38 0.38 2.1558905+13.213460i
#> 21 2.2415563 13.905367 0.40 0.40 2.2415563+13.905367i
#> 22 2.1395260 14.459458 0.42 0.42 2.1395260+14.459458i
#> 23 2.3378533 14.951307 0.44 0.44 2.3378533+14.951307i
#> 24 2.6005660 15.508282 0.46 0.46 2.6005660+15.508282i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_71 TrajSim_2_71
#> 2 0.083482346+0.5233488i Traj_2 Sim_71 TrajSim_2_71
#> 3 0.098957312+0.6659136i Traj_2 Sim_71 TrajSim_2_71
#> 4 0.122924665+0.5678479i Traj_2 Sim_71 TrajSim_2_71
#> 5 0.104121470+0.5261053i Traj_2 Sim_71 TrajSim_2_71
#> 6 0.016731764+0.6018666i Traj_2 Sim_71 TrajSim_2_71
#> 7 -0.047152448+0.6644604i Traj_2 Sim_71 TrajSim_2_71
#> 8 0.087180645+0.4387261i Traj_2 Sim_71 TrajSim_2_71
#> 9 0.125974744+0.7135342i Traj_2 Sim_71 TrajSim_2_71
#> 10 0.101756132+0.6537989i Traj_2 Sim_71 TrajSim_2_71
#> 11 0.179615433+0.7138116i Traj_2 Sim_71 TrajSim_2_71
#> 12 0.094782167+0.6596292i Traj_2 Sim_71 TrajSim_2_71
#> 13 0.242668625+0.6138783i Traj_2 Sim_71 TrajSim_2_71
#> 14 0.005160162+0.6688931i Traj_2 Sim_71 TrajSim_2_71
#> 15 0.131494446+0.5582620i Traj_2 Sim_71 TrajSim_2_71
#> 16 0.144777758+0.6936138i Traj_2 Sim_71 TrajSim_2_71
#> 17 0.102055197+0.5039170i Traj_2 Sim_71 TrajSim_2_71
#> 18 0.110805286+0.5469279i Traj_2 Sim_71 TrajSim_2_71
#> 19 0.132517780+0.7455430i Traj_2 Sim_71 TrajSim_2_71
#> 20 -0.017962939+0.5933824i Traj_2 Sim_71 TrajSim_2_71
#> 21 0.085665723+0.6919066i Traj_2 Sim_71 TrajSim_2_71
#> 22 -0.102030272+0.5540915i Traj_2 Sim_71 TrajSim_2_71
#> 23 0.198327269+0.4918493i Traj_2 Sim_71 TrajSim_2_71
#> 24 0.262712701+0.5569749i Traj_2 Sim_71 TrajSim_2_71
#>
#>
#> [[72]]
#> [[72]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8552943 1.499647 0.02 0.02 0.8552943+ 1.499647i
#> 3 1.0456414 1.983141 0.04 0.04 1.0456414+ 1.983141i
#> 4 1.0793002 2.455382 0.06 0.06 1.0793002+ 2.455382i
#> 5 1.2722719 2.988981 0.08 0.08 1.2722719+ 2.988981i
#> 6 1.3115621 3.509730 0.10 0.10 1.3115621+ 3.509730i
#> 7 1.3524278 3.975489 0.12 0.12 1.3524278+ 3.975489i
#> 8 1.3778107 4.474009 0.14 0.14 1.3778107+ 4.474009i
#> 9 1.5705822 4.992225 0.16 0.16 1.5705822+ 4.992225i
#> 10 1.7282684 5.646281 0.18 0.18 1.7282684+ 5.646281i
#> 11 1.7594719 6.168925 0.20 0.20 1.7594719+ 6.168925i
#> 12 1.5921571 6.781589 0.22 0.22 1.5921571+ 6.781589i
#> 13 1.5755629 7.288162 0.24 0.24 1.5755629+ 7.288162i
#> 14 1.5662520 7.913195 0.26 0.26 1.5662520+ 7.913195i
#> 15 1.6618169 8.384704 0.28 0.28 1.6618169+ 8.384704i
#> 16 1.6939393 8.964446 0.30 0.30 1.6939393+ 8.964446i
#> 17 1.7375376 9.498373 0.32 0.32 1.7375376+ 9.498373i
#> 18 1.8982974 10.129247 0.34 0.34 1.8982974+10.129247i
#> 19 1.9059854 10.624082 0.36 0.36 1.9059854+10.624082i
#> 20 2.0184002 11.209701 0.38 0.38 2.0184002+11.209701i
#> 21 2.0466991 11.785944 0.40 0.40 2.0466991+11.785944i
#> 22 2.1322187 12.289024 0.42 0.42 2.1322187+12.289024i
#> 23 2.1512857 12.730002 0.44 0.44 2.1512857+12.730002i
#> 24 2.1277106 13.345467 0.46 0.46 2.1277106+13.345467i
#> 25 2.0884570 13.878765 0.48 0.48 2.0884570+13.878765i
#> 26 2.1106352 14.373270 0.50 0.50 2.1106352+14.373270i
#> 27 2.2118218 14.875729 0.52 0.52 2.2118218+14.875729i
#> 28 2.2601477 15.368187 0.54 0.54 2.2601477+15.368187i
#> 29 2.2975901 15.864166 0.56 0.56 2.2975901+15.864166i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_72 TrajSim_1_72
#> 2 0.159294301+0.5536471i Traj_1 Sim_72 TrajSim_1_72
#> 3 0.190347083+0.4834935i Traj_1 Sim_72 TrajSim_1_72
#> 4 0.033658799+0.4722413i Traj_1 Sim_72 TrajSim_1_72
#> 5 0.192971740+0.5335987i Traj_1 Sim_72 TrajSim_1_72
#> 6 0.039290136+0.5207497i Traj_1 Sim_72 TrajSim_1_72
#> 7 0.040865780+0.4657587i Traj_1 Sim_72 TrajSim_1_72
#> 8 0.025382871+0.4985197i Traj_1 Sim_72 TrajSim_1_72
#> 9 0.192771511+0.5182161i Traj_1 Sim_72 TrajSim_1_72
#> 10 0.157686174+0.6540563i Traj_1 Sim_72 TrajSim_1_72
#> 11 0.031203524+0.5226443i Traj_1 Sim_72 TrajSim_1_72
#> 12 -0.167314830+0.6126632i Traj_1 Sim_72 TrajSim_1_72
#> 13 -0.016594187+0.5065730i Traj_1 Sim_72 TrajSim_1_72
#> 14 -0.009310913+0.6250336i Traj_1 Sim_72 TrajSim_1_72
#> 15 0.095564945+0.4715085i Traj_1 Sim_72 TrajSim_1_72
#> 16 0.032122320+0.5797421i Traj_1 Sim_72 TrajSim_1_72
#> 17 0.043598349+0.5339271i Traj_1 Sim_72 TrajSim_1_72
#> 18 0.160759772+0.6308736i Traj_1 Sim_72 TrajSim_1_72
#> 19 0.007687991+0.4948348i Traj_1 Sim_72 TrajSim_1_72
#> 20 0.112414882+0.5856191i Traj_1 Sim_72 TrajSim_1_72
#> 21 0.028298874+0.5762436i Traj_1 Sim_72 TrajSim_1_72
#> 22 0.085519606+0.5030801i Traj_1 Sim_72 TrajSim_1_72
#> 23 0.019066924+0.4409782i Traj_1 Sim_72 TrajSim_1_72
#> 24 -0.023575053+0.6154645i Traj_1 Sim_72 TrajSim_1_72
#> 25 -0.039253623+0.5332975i Traj_1 Sim_72 TrajSim_1_72
#> 26 0.022178246+0.4945051i Traj_1 Sim_72 TrajSim_1_72
#> 27 0.101186543+0.5024592i Traj_1 Sim_72 TrajSim_1_72
#> 28 0.048325924+0.4924586i Traj_1 Sim_72 TrajSim_1_72
#> 29 0.037442429+0.4959783i Traj_1 Sim_72 TrajSim_1_72
#>
#> [[72]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4020812 2.203243 0.02 0.02 0.4020812+ 2.203243i
#> 3 0.5181963 2.789594 0.04 0.04 0.5181963+ 2.789594i
#> 4 0.6842969 3.400584 0.06 0.06 0.6842969+ 3.400584i
#> 5 0.6140726 4.037549 0.08 0.08 0.6140726+ 4.037549i
#> 6 0.7314751 4.637885 0.10 0.10 0.7314751+ 4.637885i
#> 7 0.7739586 5.130538 0.12 0.12 0.7739586+ 5.130538i
#> 8 0.8700895 5.616450 0.14 0.14 0.8700895+ 5.616450i
#> 9 0.9284948 6.071280 0.16 0.16 0.9284948+ 6.071280i
#> 10 1.0998493 6.560341 0.18 0.18 1.0998493+ 6.560341i
#> 11 1.1360044 7.116738 0.20 0.20 1.1360044+ 7.116738i
#> 12 1.2617304 7.701053 0.22 0.22 1.2617304+ 7.701053i
#> 13 1.3156680 8.384211 0.24 0.24 1.3156680+ 8.384211i
#> 14 1.4281517 9.074888 0.26 0.26 1.4281517+ 9.074888i
#> 15 1.5578974 9.647088 0.28 0.28 1.5578974+ 9.647088i
#> 16 1.5453557 10.243278 0.30 0.30 1.5453557+10.243278i
#> 17 1.6771679 10.845768 0.32 0.32 1.6771679+10.845768i
#> 18 1.8036932 11.363378 0.34 0.34 1.8036932+11.363378i
#> 19 1.8898577 11.974126 0.36 0.36 1.8898577+11.974126i
#> 20 1.8239583 12.490634 0.38 0.38 1.8239583+12.490634i
#> 21 2.0404606 12.942868 0.40 0.40 2.0404606+12.942868i
#> 22 2.1872573 13.605244 0.42 0.42 2.1872573+13.605244i
#> 23 2.2245253 14.222133 0.44 0.44 2.2245253+14.222133i
#> 24 2.3861759 14.801229 0.46 0.46 2.3861759+14.801229i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_72 TrajSim_2_72
#> 2 0.06608118+0.6432431i Traj_2 Sim_72 TrajSim_2_72
#> 3 0.11611508+0.5863509i Traj_2 Sim_72 TrajSim_2_72
#> 4 0.16610068+0.6109897i Traj_2 Sim_72 TrajSim_2_72
#> 5 -0.07022432+0.6369656i Traj_2 Sim_72 TrajSim_2_72
#> 6 0.11740248+0.6003356i Traj_2 Sim_72 TrajSim_2_72
#> 7 0.04248353+0.4926530i Traj_2 Sim_72 TrajSim_2_72
#> 8 0.09613084+0.4859117i Traj_2 Sim_72 TrajSim_2_72
#> 9 0.05840529+0.4548300i Traj_2 Sim_72 TrajSim_2_72
#> 10 0.17135452+0.4890616i Traj_2 Sim_72 TrajSim_2_72
#> 11 0.03615515+0.5563970i Traj_2 Sim_72 TrajSim_2_72
#> 12 0.12572598+0.5843144i Traj_2 Sim_72 TrajSim_2_72
#> 13 0.05393754+0.6831581i Traj_2 Sim_72 TrajSim_2_72
#> 14 0.11248378+0.6906772i Traj_2 Sim_72 TrajSim_2_72
#> 15 0.12974565+0.5722002i Traj_2 Sim_72 TrajSim_2_72
#> 16 -0.01254168+0.5961901i Traj_2 Sim_72 TrajSim_2_72
#> 17 0.13181218+0.6024900i Traj_2 Sim_72 TrajSim_2_72
#> 18 0.12652534+0.5176099i Traj_2 Sim_72 TrajSim_2_72
#> 19 0.08616449+0.6107474i Traj_2 Sim_72 TrajSim_2_72
#> 20 -0.06589939+0.5165087i Traj_2 Sim_72 TrajSim_2_72
#> 21 0.21650225+0.4522341i Traj_2 Sim_72 TrajSim_2_72
#> 22 0.14679670+0.6623757i Traj_2 Sim_72 TrajSim_2_72
#> 23 0.03726800+0.6168886i Traj_2 Sim_72 TrajSim_2_72
#> 24 0.16165061+0.5790961i Traj_2 Sim_72 TrajSim_2_72
#>
#>
#> [[73]]
#> [[73]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6335936 1.450090 0.02 0.02 0.6335936+ 1.450090i
#> 3 0.6593140 1.946507 0.04 0.04 0.6593140+ 1.946507i
#> 4 0.6495946 2.513979 0.06 0.06 0.6495946+ 2.513979i
#> 5 0.7276460 3.092929 0.08 0.08 0.7276460+ 3.092929i
#> 6 0.8939314 3.673994 0.10 0.10 0.8939314+ 3.673994i
#> 7 0.9404994 4.140183 0.12 0.12 0.9404994+ 4.140183i
#> 8 1.1529913 4.694341 0.14 0.14 1.1529913+ 4.694341i
#> 9 1.1478164 5.309743 0.16 0.16 1.1478164+ 5.309743i
#> 10 1.1978358 5.730229 0.18 0.18 1.1978358+ 5.730229i
#> 11 1.2877692 6.239651 0.20 0.20 1.2877692+ 6.239651i
#> 12 1.2431987 6.849542 0.22 0.22 1.2431987+ 6.849542i
#> 13 1.1788395 7.387316 0.24 0.24 1.1788395+ 7.387316i
#> 14 1.1716263 7.966643 0.26 0.26 1.1716263+ 7.966643i
#> 15 1.1226527 8.490756 0.28 0.28 1.1226527+ 8.490756i
#> 16 1.2486294 8.990034 0.30 0.30 1.2486294+ 8.990034i
#> 17 1.2188793 9.529723 0.32 0.32 1.2188793+ 9.529723i
#> 18 1.2374379 10.077763 0.34 0.34 1.2374379+10.077763i
#> 19 1.3498873 10.566253 0.36 0.36 1.3498873+10.566253i
#> 20 1.4544004 11.067285 0.38 0.38 1.4544004+11.067285i
#> 21 1.5019686 11.609677 0.40 0.40 1.5019686+11.609677i
#> 22 1.5199013 12.201990 0.42 0.42 1.5199013+12.201990i
#> 23 1.5030590 12.729614 0.44 0.44 1.5030590+12.729614i
#> 24 1.5766613 13.222798 0.46 0.46 1.5766613+13.222798i
#> 25 1.6417829 13.787558 0.48 0.48 1.6417829+13.787558i
#> 26 1.7879132 14.262370 0.50 0.50 1.7879132+14.262370i
#> 27 1.9504655 14.845098 0.52 0.52 1.9504655+14.845098i
#> 28 1.9092171 15.426167 0.54 0.54 1.9092171+15.426167i
#> 29 2.0230830 16.024443 0.56 0.56 2.0230830+16.024443i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_73 TrajSim_1_73
#> 2 -0.062406426+0.5040896i Traj_1 Sim_73 TrajSim_1_73
#> 3 0.025720426+0.4964172i Traj_1 Sim_73 TrajSim_1_73
#> 4 -0.009719365+0.5674719i Traj_1 Sim_73 TrajSim_1_73
#> 5 0.078051343+0.5789498i Traj_1 Sim_73 TrajSim_1_73
#> 6 0.166285379+0.5810652i Traj_1 Sim_73 TrajSim_1_73
#> 7 0.046568068+0.4661892i Traj_1 Sim_73 TrajSim_1_73
#> 8 0.212491871+0.5541581i Traj_1 Sim_73 TrajSim_1_73
#> 9 -0.005174926+0.6154021i Traj_1 Sim_73 TrajSim_1_73
#> 10 0.050019433+0.4204858i Traj_1 Sim_73 TrajSim_1_73
#> 11 0.089933362+0.5094218i Traj_1 Sim_73 TrajSim_1_73
#> 12 -0.044570418+0.6098915i Traj_1 Sim_73 TrajSim_1_73
#> 13 -0.064359292+0.5377739i Traj_1 Sim_73 TrajSim_1_73
#> 14 -0.007213138+0.5793270i Traj_1 Sim_73 TrajSim_1_73
#> 15 -0.048973581+0.5241130i Traj_1 Sim_73 TrajSim_1_73
#> 16 0.125976671+0.4992783i Traj_1 Sim_73 TrajSim_1_73
#> 17 -0.029750095+0.5396883i Traj_1 Sim_73 TrajSim_1_73
#> 18 0.018558542+0.5480404i Traj_1 Sim_73 TrajSim_1_73
#> 19 0.112449404+0.4884903i Traj_1 Sim_73 TrajSim_1_73
#> 20 0.104513147+0.5010318i Traj_1 Sim_73 TrajSim_1_73
#> 21 0.047568220+0.5423918i Traj_1 Sim_73 TrajSim_1_73
#> 22 0.017932678+0.5923128i Traj_1 Sim_73 TrajSim_1_73
#> 23 -0.016842303+0.5276242i Traj_1 Sim_73 TrajSim_1_73
#> 24 0.073602297+0.4931835i Traj_1 Sim_73 TrajSim_1_73
#> 25 0.065121639+0.5647604i Traj_1 Sim_73 TrajSim_1_73
#> 26 0.146130269+0.4748117i Traj_1 Sim_73 TrajSim_1_73
#> 27 0.162552266+0.5827286i Traj_1 Sim_73 TrajSim_1_73
#> 28 -0.041248353+0.5810688i Traj_1 Sim_73 TrajSim_1_73
#> 29 0.113865860+0.5982755i Traj_1 Sim_73 TrajSim_1_73
#>
#> [[73]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3970873 2.312777 0.02 0.02 0.3970873+ 2.312777i
#> 3 0.4802602 2.976013 0.04 0.04 0.4802602+ 2.976013i
#> 4 0.6496697 3.664639 0.06 0.06 0.6496697+ 3.664639i
#> 5 0.6860246 4.277557 0.08 0.08 0.6860246+ 4.277557i
#> 6 0.7461916 4.912603 0.10 0.10 0.7461916+ 4.912603i
#> 7 0.8478094 5.526354 0.12 0.12 0.8478094+ 5.526354i
#> 8 0.9659145 6.147941 0.14 0.14 0.9659145+ 6.147941i
#> 9 0.9102116 6.863161 0.16 0.16 0.9102116+ 6.863161i
#> 10 1.1071393 7.434166 0.18 0.18 1.1071393+ 7.434166i
#> 11 1.1765841 8.179576 0.20 0.20 1.1765841+ 8.179576i
#> 12 1.2724356 8.620915 0.22 0.22 1.2724356+ 8.620915i
#> 13 1.3611518 9.151354 0.24 0.24 1.3611518+ 9.151354i
#> 14 1.3691069 9.709182 0.26 0.26 1.3691069+ 9.709182i
#> 15 1.3827602 10.306234 0.28 0.28 1.3827602+10.306234i
#> 16 1.5816912 10.885895 0.30 0.30 1.5816912+10.885895i
#> 17 1.6994331 11.452185 0.32 0.32 1.6994331+11.452185i
#> 18 1.8657803 11.961643 0.34 0.34 1.8657803+11.961643i
#> 19 1.8916368 12.630841 0.36 0.36 1.8916368+12.630841i
#> 20 1.9839016 13.315368 0.38 0.38 1.9839016+13.315368i
#> 21 2.1663399 13.860408 0.40 0.40 2.1663399+13.860408i
#> 22 2.2108540 14.391291 0.42 0.42 2.2108540+14.391291i
#> 23 2.2148820 14.922618 0.44 0.44 2.2148820+14.922618i
#> 24 2.2400632 15.386870 0.46 0.46 2.2400632+15.386870i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_73 TrajSim_2_73
#> 2 0.061087296+0.7527770i Traj_2 Sim_73 TrajSim_2_73
#> 3 0.083172915+0.6632358i Traj_2 Sim_73 TrajSim_2_73
#> 4 0.169409503+0.6886257i Traj_2 Sim_73 TrajSim_2_73
#> 5 0.036354911+0.6129182i Traj_2 Sim_73 TrajSim_2_73
#> 6 0.060166989+0.6350460i Traj_2 Sim_73 TrajSim_2_73
#> 7 0.101617801+0.6137517i Traj_2 Sim_73 TrajSim_2_73
#> 8 0.118105072+0.6215871i Traj_2 Sim_73 TrajSim_2_73
#> 9 -0.055702910+0.7152193i Traj_2 Sim_73 TrajSim_2_73
#> 10 0.196927695+0.5710056i Traj_2 Sim_73 TrajSim_2_73
#> 11 0.069444803+0.7454101i Traj_2 Sim_73 TrajSim_2_73
#> 12 0.095851548+0.4413386i Traj_2 Sim_73 TrajSim_2_73
#> 13 0.088716210+0.5304393i Traj_2 Sim_73 TrajSim_2_73
#> 14 0.007955076+0.5578274i Traj_2 Sim_73 TrajSim_2_73
#> 15 0.013653274+0.5970524i Traj_2 Sim_73 TrajSim_2_73
#> 16 0.198931007+0.5796613i Traj_2 Sim_73 TrajSim_2_73
#> 17 0.117741900+0.5662890i Traj_2 Sim_73 TrajSim_2_73
#> 18 0.166347239+0.5094589i Traj_2 Sim_73 TrajSim_2_73
#> 19 0.025856488+0.6691972i Traj_2 Sim_73 TrajSim_2_73
#> 20 0.092264755+0.6845276i Traj_2 Sim_73 TrajSim_2_73
#> 21 0.182438289+0.5450402i Traj_2 Sim_73 TrajSim_2_73
#> 22 0.044514106+0.5308823i Traj_2 Sim_73 TrajSim_2_73
#> 23 0.004028049+0.5313268i Traj_2 Sim_73 TrajSim_2_73
#> 24 0.025181179+0.4642522i Traj_2 Sim_73 TrajSim_2_73
#>
#>
#> [[74]]
#> [[74]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7064465 1.462681 0.02 0.02 0.7064465+ 1.462681i
#> 3 0.7618343 1.986065 0.04 0.04 0.7618343+ 1.986065i
#> 4 0.8154876 2.484596 0.06 0.06 0.8154876+ 2.484596i
#> 5 0.7966454 3.036658 0.08 0.08 0.7966454+ 3.036658i
#> 6 0.9443362 3.611714 0.10 0.10 0.9443362+ 3.611714i
#> 7 0.9796299 4.077974 0.12 0.12 0.9796299+ 4.077974i
#> 8 1.0624249 4.494307 0.14 0.14 1.0624249+ 4.494307i
#> 9 1.0704740 5.003595 0.16 0.16 1.0704740+ 5.003595i
#> 10 1.0569798 5.426117 0.18 0.18 1.0569798+ 5.426117i
#> 11 1.0618715 5.966129 0.20 0.20 1.0618715+ 5.966129i
#> 12 1.1086277 6.521973 0.22 0.22 1.1086277+ 6.521973i
#> 13 1.2580841 6.900583 0.24 0.24 1.2580841+ 6.900583i
#> 14 1.2152478 7.487346 0.26 0.26 1.2152478+ 7.487346i
#> 15 1.3272485 7.960053 0.28 0.28 1.3272485+ 7.960053i
#> 16 1.4280798 8.538970 0.30 0.30 1.4280798+ 8.538970i
#> 17 1.5963728 9.064742 0.32 0.32 1.5963728+ 9.064742i
#> 18 1.5380626 9.556041 0.34 0.34 1.5380626+ 9.556041i
#> 19 1.7084602 10.070454 0.36 0.36 1.7084602+10.070454i
#> 20 1.6220716 10.590809 0.38 0.38 1.6220716+10.590809i
#> 21 1.6487486 11.017902 0.40 0.40 1.6487486+11.017902i
#> 22 1.6730824 11.456410 0.42 0.42 1.6730824+11.456410i
#> 23 1.8216022 12.048860 0.44 0.44 1.8216022+12.048860i
#> 24 2.0259702 12.583757 0.46 0.46 2.0259702+12.583757i
#> 25 2.1113830 13.114272 0.48 0.48 2.1113830+13.114272i
#> 26 2.1528083 13.689972 0.50 0.50 2.1528083+13.689972i
#> 27 2.1533588 14.063601 0.52 0.52 2.1533588+14.063601i
#> 28 2.0852201 14.637834 0.54 0.54 2.0852201+14.637834i
#> 29 2.2184968 15.214928 0.56 0.56 2.2184968+15.214928i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_74 TrajSim_1_74
#> 2 0.0104465008+0.5166811i Traj_1 Sim_74 TrajSim_1_74
#> 3 0.0553878243+0.5233840i Traj_1 Sim_74 TrajSim_1_74
#> 4 0.0536533086+0.4985305i Traj_1 Sim_74 TrajSim_1_74
#> 5 -0.0188421953+0.5520623i Traj_1 Sim_74 TrajSim_1_74
#> 6 0.1476907135+0.5750563i Traj_1 Sim_74 TrajSim_1_74
#> 7 0.0352937464+0.4662600i Traj_1 Sim_74 TrajSim_1_74
#> 8 0.0827949876+0.4163329i Traj_1 Sim_74 TrajSim_1_74
#> 9 0.0080491560+0.5092883i Traj_1 Sim_74 TrajSim_1_74
#> 10 -0.0134942472+0.4225220i Traj_1 Sim_74 TrajSim_1_74
#> 11 0.0048917078+0.5400116i Traj_1 Sim_74 TrajSim_1_74
#> 12 0.0467562151+0.5558444i Traj_1 Sim_74 TrajSim_1_74
#> 13 0.1494564183+0.3786093i Traj_1 Sim_74 TrajSim_1_74
#> 14 -0.0428362956+0.5867629i Traj_1 Sim_74 TrajSim_1_74
#> 15 0.1120006281+0.4727070i Traj_1 Sim_74 TrajSim_1_74
#> 16 0.1008312844+0.5789175i Traj_1 Sim_74 TrajSim_1_74
#> 17 0.1682930697+0.5257715i Traj_1 Sim_74 TrajSim_1_74
#> 18 -0.0583102378+0.4912989i Traj_1 Sim_74 TrajSim_1_74
#> 19 0.1703976385+0.5144135i Traj_1 Sim_74 TrajSim_1_74
#> 20 -0.0863885877+0.5203547i Traj_1 Sim_74 TrajSim_1_74
#> 21 0.0266769695+0.4270932i Traj_1 Sim_74 TrajSim_1_74
#> 22 0.0243338146+0.4385085i Traj_1 Sim_74 TrajSim_1_74
#> 23 0.1485197885+0.5924493i Traj_1 Sim_74 TrajSim_1_74
#> 24 0.2043680253+0.5348971i Traj_1 Sim_74 TrajSim_1_74
#> 25 0.0854127355+0.5305152i Traj_1 Sim_74 TrajSim_1_74
#> 26 0.0414253474+0.5757004i Traj_1 Sim_74 TrajSim_1_74
#> 27 0.0005504602+0.3736284i Traj_1 Sim_74 TrajSim_1_74
#> 28 -0.0681386758+0.5742331i Traj_1 Sim_74 TrajSim_1_74
#> 29 0.1332767209+0.5770938i Traj_1 Sim_74 TrajSim_1_74
#>
#> [[74]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4181186 2.167473 0.02 0.02 0.4181186+ 2.167473i
#> 3 0.5452110 2.750039 0.04 0.04 0.5452110+ 2.750039i
#> 4 0.5954911 3.338681 0.06 0.06 0.5954911+ 3.338681i
#> 5 0.7268613 4.037876 0.08 0.08 0.7268613+ 4.037876i
#> 6 0.6425538 4.611385 0.10 0.10 0.6425538+ 4.611385i
#> 7 0.8407582 5.397748 0.12 0.12 0.8407582+ 5.397748i
#> 8 0.9330763 5.914709 0.14 0.14 0.9330763+ 5.914709i
#> 9 0.9995699 6.476234 0.16 0.16 0.9995699+ 6.476234i
#> 10 1.0567949 7.058954 0.18 0.18 1.0567949+ 7.058954i
#> 11 1.2077795 7.697591 0.20 0.20 1.2077795+ 7.697591i
#> 12 1.2128791 8.279577 0.22 0.22 1.2128791+ 8.279577i
#> 13 1.3727686 8.948600 0.24 0.24 1.3727686+ 8.948600i
#> 14 1.4813497 9.420344 0.26 0.26 1.4813497+ 9.420344i
#> 15 1.4913500 10.062855 0.28 0.28 1.4913500+10.062855i
#> 16 1.5619899 10.634987 0.30 0.30 1.5619899+10.634987i
#> 17 1.6523317 11.142611 0.32 0.32 1.6523317+11.142611i
#> 18 1.9504423 11.736430 0.34 0.34 1.9504423+11.736430i
#> 19 1.9135809 12.377184 0.36 0.36 1.9135809+12.377184i
#> 20 2.1098069 13.004592 0.38 0.38 2.1098069+13.004592i
#> 21 2.2705679 13.546626 0.40 0.40 2.2705679+13.546626i
#> 22 2.2518943 14.293711 0.42 0.42 2.2518943+14.293711i
#> 23 2.3660914 14.805818 0.44 0.44 2.3660914+14.805818i
#> 24 2.3082779 15.453853 0.46 0.46 2.3082779+15.453853i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_74 TrajSim_2_74
#> 2 0.082118608+0.6074732i Traj_2 Sim_74 TrajSim_2_74
#> 3 0.127092403+0.5825659i Traj_2 Sim_74 TrajSim_2_74
#> 4 0.050280139+0.5886423i Traj_2 Sim_74 TrajSim_2_74
#> 5 0.131370185+0.6991948i Traj_2 Sim_74 TrajSim_2_74
#> 6 -0.084307552+0.5735084i Traj_2 Sim_74 TrajSim_2_74
#> 7 0.198204380+0.7863629i Traj_2 Sim_74 TrajSim_2_74
#> 8 0.092318144+0.5169616i Traj_2 Sim_74 TrajSim_2_74
#> 9 0.066493607+0.5615251i Traj_2 Sim_74 TrajSim_2_74
#> 10 0.057224969+0.5827193i Traj_2 Sim_74 TrajSim_2_74
#> 11 0.150984586+0.6386372i Traj_2 Sim_74 TrajSim_2_74
#> 12 0.005099633+0.5819857i Traj_2 Sim_74 TrajSim_2_74
#> 13 0.159889532+0.6690236i Traj_2 Sim_74 TrajSim_2_74
#> 14 0.108581022+0.4717441i Traj_2 Sim_74 TrajSim_2_74
#> 15 0.010000336+0.6425110i Traj_2 Sim_74 TrajSim_2_74
#> 16 0.070639887+0.5721313i Traj_2 Sim_74 TrajSim_2_74
#> 17 0.090341778+0.5076239i Traj_2 Sim_74 TrajSim_2_74
#> 18 0.298110605+0.5938193i Traj_2 Sim_74 TrajSim_2_74
#> 19 -0.036861363+0.6407546i Traj_2 Sim_74 TrajSim_2_74
#> 20 0.196226041+0.6274073i Traj_2 Sim_74 TrajSim_2_74
#> 21 0.160760994+0.5420340i Traj_2 Sim_74 TrajSim_2_74
#> 22 -0.018673682+0.7470852i Traj_2 Sim_74 TrajSim_2_74
#> 23 0.114197103+0.5121073i Traj_2 Sim_74 TrajSim_2_74
#> 24 -0.057813480+0.6480347i Traj_2 Sim_74 TrajSim_2_74
#>
#>
#> [[75]]
#> [[75]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8412536 1.482899 0.02 0.02 0.8412536+ 1.482899i
#> 3 0.9523431 2.018939 0.04 0.04 0.9523431+ 2.018939i
#> 4 1.0055060 2.583812 0.06 0.06 1.0055060+ 2.583812i
#> 5 0.9526455 3.087152 0.08 0.08 0.9526455+ 3.087152i
#> 6 1.0577985 3.518622 0.10 0.10 1.0577985+ 3.518622i
#> 7 1.1221570 4.070121 0.12 0.12 1.1221570+ 4.070121i
#> 8 1.1110722 4.607299 0.14 0.14 1.1110722+ 4.607299i
#> 9 1.1112693 5.068694 0.16 0.16 1.1112693+ 5.068694i
#> 10 1.2337324 5.554784 0.18 0.18 1.2337324+ 5.554784i
#> 11 1.2704955 6.106801 0.20 0.20 1.2704955+ 6.106801i
#> 12 1.2419275 6.690589 0.22 0.22 1.2419275+ 6.690589i
#> 13 1.3641376 7.158262 0.24 0.24 1.3641376+ 7.158262i
#> 14 1.3956930 7.683506 0.26 0.26 1.3956930+ 7.683506i
#> 15 1.5439446 8.188524 0.28 0.28 1.5439446+ 8.188524i
#> 16 1.6922332 8.716060 0.30 0.30 1.6922332+ 8.716060i
#> 17 1.7695396 9.195530 0.32 0.32 1.7695396+ 9.195530i
#> 18 1.9064156 9.787787 0.34 0.34 1.9064156+ 9.787787i
#> 19 1.9535585 10.318712 0.36 0.36 1.9535585+10.318712i
#> 20 2.1088560 10.893764 0.38 0.38 2.1088560+10.893764i
#> 21 2.1274781 11.346287 0.40 0.40 2.1274781+11.346287i
#> 22 2.2100935 11.872367 0.42 0.42 2.2100935+11.872367i
#> 23 2.1858394 12.425069 0.44 0.44 2.1858394+12.425069i
#> 24 2.1649289 12.907128 0.46 0.46 2.1649289+12.907128i
#> 25 2.1663709 13.362260 0.48 0.48 2.1663709+13.362260i
#> 26 2.1683086 13.907162 0.50 0.50 2.1683086+13.907162i
#> 27 2.0976025 14.484490 0.52 0.52 2.0976025+14.484490i
#> 28 2.1282295 15.023383 0.54 0.54 2.1282295+15.023383i
#> 29 2.0636496 15.533061 0.56 0.56 2.0636496+15.533061i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_75 TrajSim_1_75
#> 2 0.1452536063+0.5368989i Traj_1 Sim_75 TrajSim_1_75
#> 3 0.1110894893+0.5360397i Traj_1 Sim_75 TrajSim_1_75
#> 4 0.0531628577+0.5648733i Traj_1 Sim_75 TrajSim_1_75
#> 5 -0.0528604381+0.5033406i Traj_1 Sim_75 TrajSim_1_75
#> 6 0.1051530281+0.4314697i Traj_1 Sim_75 TrajSim_1_75
#> 7 0.0643585013+0.5514985i Traj_1 Sim_75 TrajSim_1_75
#> 8 -0.0110848472+0.5371786i Traj_1 Sim_75 TrajSim_1_75
#> 9 0.0001970933+0.4613945i Traj_1 Sim_75 TrajSim_1_75
#> 10 0.1224630796+0.4860900i Traj_1 Sim_75 TrajSim_1_75
#> 11 0.0367631684+0.5520171i Traj_1 Sim_75 TrajSim_1_75
#> 12 -0.0285679921+0.5837884i Traj_1 Sim_75 TrajSim_1_75
#> 13 0.1222100573+0.4676723i Traj_1 Sim_75 TrajSim_1_75
#> 14 0.0315553864+0.5252442i Traj_1 Sim_75 TrajSim_1_75
#> 15 0.1482516473+0.5050187i Traj_1 Sim_75 TrajSim_1_75
#> 16 0.1482885443+0.5275359i Traj_1 Sim_75 TrajSim_1_75
#> 17 0.0773064133+0.4794697i Traj_1 Sim_75 TrajSim_1_75
#> 18 0.1368760271+0.5922574i Traj_1 Sim_75 TrajSim_1_75
#> 19 0.0471428421+0.5309243i Traj_1 Sim_75 TrajSim_1_75
#> 20 0.1552975450+0.5750524i Traj_1 Sim_75 TrajSim_1_75
#> 21 0.0186220522+0.4525228i Traj_1 Sim_75 TrajSim_1_75
#> 22 0.0826154423+0.5260796i Traj_1 Sim_75 TrajSim_1_75
#> 23 -0.0242540833+0.5527028i Traj_1 Sim_75 TrajSim_1_75
#> 24 -0.0209104752+0.4820590i Traj_1 Sim_75 TrajSim_1_75
#> 25 0.0014419349+0.4551317i Traj_1 Sim_75 TrajSim_1_75
#> 26 0.0019377633+0.5449017i Traj_1 Sim_75 TrajSim_1_75
#> 27 -0.0707061703+0.5773286i Traj_1 Sim_75 TrajSim_1_75
#> 28 0.0306270681+0.5388925i Traj_1 Sim_75 TrajSim_1_75
#> 29 -0.0645799521+0.5096777i Traj_1 Sim_75 TrajSim_1_75
#>
#> [[75]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3729557 2.222340 0.02 0.02 0.3729557+ 2.222340i
#> 3 0.4107464 2.815397 0.04 0.04 0.4107464+ 2.815397i
#> 4 0.4720104 3.399075 0.06 0.06 0.4720104+ 3.399075i
#> 5 0.6066321 3.904980 0.08 0.08 0.6066321+ 3.904980i
#> 6 0.5711811 4.510602 0.10 0.10 0.5711811+ 4.510602i
#> 7 0.7895009 5.084305 0.12 0.12 0.7895009+ 5.084305i
#> 8 0.8392666 5.695973 0.14 0.14 0.8392666+ 5.695973i
#> 9 1.0054787 6.233031 0.16 0.16 1.0054787+ 6.233031i
#> 10 1.0457278 6.807465 0.18 0.18 1.0457278+ 6.807465i
#> 11 1.2266852 7.425605 0.20 0.20 1.2266852+ 7.425605i
#> 12 1.3033697 7.901377 0.22 0.22 1.3033697+ 7.901377i
#> 13 1.4335604 8.426685 0.24 0.24 1.4335604+ 8.426685i
#> 14 1.5224185 9.228169 0.26 0.26 1.5224185+ 9.228169i
#> 15 1.5626549 9.671108 0.28 0.28 1.5626549+ 9.671108i
#> 16 1.6333891 10.422197 0.30 0.30 1.6333891+10.422197i
#> 17 1.6973894 11.067657 0.32 0.32 1.6973894+11.067657i
#> 18 1.6760576 11.804038 0.34 0.34 1.6760576+11.804038i
#> 19 1.7510178 12.254885 0.36 0.36 1.7510178+12.254885i
#> 20 1.7740592 12.875922 0.38 0.38 1.7740592+12.875922i
#> 21 1.8007753 13.511646 0.40 0.40 1.8007753+13.511646i
#> 22 1.9239740 14.272181 0.42 0.42 1.9239740+14.272181i
#> 23 1.8371358 14.822311 0.44 0.44 1.8371358+14.822311i
#> 24 1.8749504 15.393056 0.46 0.46 1.8749504+15.393056i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_75 TrajSim_2_75
#> 2 0.03695572+0.6623397i Traj_2 Sim_75 TrajSim_2_75
#> 3 0.03779067+0.5930576i Traj_2 Sim_75 TrajSim_2_75
#> 4 0.06126405+0.5836775i Traj_2 Sim_75 TrajSim_2_75
#> 5 0.13462163+0.5059054i Traj_2 Sim_75 TrajSim_2_75
#> 6 -0.03545092+0.6056223i Traj_2 Sim_75 TrajSim_2_75
#> 7 0.21831973+0.5737024i Traj_2 Sim_75 TrajSim_2_75
#> 8 0.04976572+0.6116676i Traj_2 Sim_75 TrajSim_2_75
#> 9 0.16621205+0.5370589i Traj_2 Sim_75 TrajSim_2_75
#> 10 0.04024911+0.5744334i Traj_2 Sim_75 TrajSim_2_75
#> 11 0.18095747+0.6181397i Traj_2 Sim_75 TrajSim_2_75
#> 12 0.07668442+0.4757728i Traj_2 Sim_75 TrajSim_2_75
#> 13 0.13019078+0.5253075i Traj_2 Sim_75 TrajSim_2_75
#> 14 0.08885808+0.8014843i Traj_2 Sim_75 TrajSim_2_75
#> 15 0.04023639+0.4429392i Traj_2 Sim_75 TrajSim_2_75
#> 16 0.07073417+0.7510888i Traj_2 Sim_75 TrajSim_2_75
#> 17 0.06400038+0.6454597i Traj_2 Sim_75 TrajSim_2_75
#> 18 -0.02133182+0.7363811i Traj_2 Sim_75 TrajSim_2_75
#> 19 0.07496012+0.4508470i Traj_2 Sim_75 TrajSim_2_75
#> 20 0.02304144+0.6210368i Traj_2 Sim_75 TrajSim_2_75
#> 21 0.02671607+0.6357242i Traj_2 Sim_75 TrajSim_2_75
#> 22 0.12319877+0.7605352i Traj_2 Sim_75 TrajSim_2_75
#> 23 -0.08683828+0.5501299i Traj_2 Sim_75 TrajSim_2_75
#> 24 0.03781466+0.5707451i Traj_2 Sim_75 TrajSim_2_75
#>
#>
#> [[76]]
#> [[76]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8047612 1.492500 0.02 0.02 0.8047612+ 1.492500i
#> 3 0.6974648 2.042151 0.04 0.04 0.6974648+ 2.042151i
#> 4 0.6866649 2.484832 0.06 0.06 0.6866649+ 2.484832i
#> 5 0.8431747 3.040205 0.08 0.08 0.8431747+ 3.040205i
#> 6 0.7141638 3.405233 0.10 0.10 0.7141638+ 3.405233i
#> 7 0.8135045 3.881312 0.12 0.12 0.8135045+ 3.881312i
#> 8 0.8768398 4.365589 0.14 0.14 0.8768398+ 4.365589i
#> 9 0.8117121 4.809108 0.16 0.16 0.8117121+ 4.809108i
#> 10 0.8886376 5.441471 0.18 0.18 0.8886376+ 5.441471i
#> 11 0.9176436 5.905027 0.20 0.20 0.9176436+ 5.905027i
#> 12 0.8806790 6.464931 0.22 0.22 0.8806790+ 6.464931i
#> 13 0.9262731 6.982218 0.24 0.24 0.9262731+ 6.982218i
#> 14 1.0155806 7.646512 0.26 0.26 1.0155806+ 7.646512i
#> 15 1.0283083 8.164715 0.28 0.28 1.0283083+ 8.164715i
#> 16 1.1105889 8.584513 0.30 0.30 1.1105889+ 8.584513i
#> 17 1.2415410 9.083610 0.32 0.32 1.2415410+ 9.083610i
#> 18 1.1528030 9.663808 0.34 0.34 1.1528030+ 9.663808i
#> 19 1.2126002 10.236765 0.36 0.36 1.2126002+10.236765i
#> 20 1.3402983 10.755109 0.38 0.38 1.3402983+10.755109i
#> 21 1.3293758 11.254052 0.40 0.40 1.3293758+11.254052i
#> 22 1.4184068 11.799153 0.42 0.42 1.4184068+11.799153i
#> 23 1.4799945 12.336398 0.44 0.44 1.4799945+12.336398i
#> 24 1.4969559 12.902359 0.46 0.46 1.4969559+12.902359i
#> 25 1.4991632 13.411141 0.48 0.48 1.4991632+13.411141i
#> 26 1.7453800 13.931122 0.50 0.50 1.7453800+13.931122i
#> 27 1.7153906 14.403209 0.52 0.52 1.7153906+14.403209i
#> 28 1.7436168 14.973481 0.54 0.54 1.7436168+14.973481i
#> 29 1.8046999 15.492108 0.56 0.56 1.8046999+15.492108i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_76 TrajSim_1_76
#> 2 0.108761199+0.5465003i Traj_1 Sim_76 TrajSim_1_76
#> 3 -0.107296358+0.5496510i Traj_1 Sim_76 TrajSim_1_76
#> 4 -0.010799900+0.4426811i Traj_1 Sim_76 TrajSim_1_76
#> 5 0.156509750+0.5553731i Traj_1 Sim_76 TrajSim_1_76
#> 6 -0.129010843+0.3650278i Traj_1 Sim_76 TrajSim_1_76
#> 7 0.099340631+0.4760789i Traj_1 Sim_76 TrajSim_1_76
#> 8 0.063335365+0.4842763i Traj_1 Sim_76 TrajSim_1_76
#> 9 -0.065127735+0.4435199i Traj_1 Sim_76 TrajSim_1_76
#> 10 0.076925499+0.6323627i Traj_1 Sim_76 TrajSim_1_76
#> 11 0.029005973+0.4635557i Traj_1 Sim_76 TrajSim_1_76
#> 12 -0.036964583+0.5599037i Traj_1 Sim_76 TrajSim_1_76
#> 13 0.045594102+0.5172879i Traj_1 Sim_76 TrajSim_1_76
#> 14 0.089307531+0.6642939i Traj_1 Sim_76 TrajSim_1_76
#> 15 0.012727652+0.5182029i Traj_1 Sim_76 TrajSim_1_76
#> 16 0.082280607+0.4197979i Traj_1 Sim_76 TrajSim_1_76
#> 17 0.130952104+0.4990973i Traj_1 Sim_76 TrajSim_1_76
#> 18 -0.088738033+0.5801980i Traj_1 Sim_76 TrajSim_1_76
#> 19 0.059797272+0.5729565i Traj_1 Sim_76 TrajSim_1_76
#> 20 0.127698087+0.5183445i Traj_1 Sim_76 TrajSim_1_76
#> 21 -0.010922488+0.4989422i Traj_1 Sim_76 TrajSim_1_76
#> 22 0.089030982+0.5451010i Traj_1 Sim_76 TrajSim_1_76
#> 23 0.061587722+0.5372460i Traj_1 Sim_76 TrajSim_1_76
#> 24 0.016961314+0.5659607i Traj_1 Sim_76 TrajSim_1_76
#> 25 0.002207317+0.5087816i Traj_1 Sim_76 TrajSim_1_76
#> 26 0.246216804+0.5199810i Traj_1 Sim_76 TrajSim_1_76
#> 27 -0.029989337+0.4720877i Traj_1 Sim_76 TrajSim_1_76
#> 28 0.028226147+0.5702719i Traj_1 Sim_76 TrajSim_1_76
#> 29 0.061083113+0.5186270i Traj_1 Sim_76 TrajSim_1_76
#>
#> [[76]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4952354 2.127296 0.02 0.02 0.4952354+ 2.127296i
#> 3 0.5550829 2.778442 0.04 0.04 0.5550829+ 2.778442i
#> 4 0.6853357 3.424402 0.06 0.06 0.6853357+ 3.424402i
#> 5 0.7338173 4.008038 0.08 0.08 0.7338173+ 4.008038i
#> 6 0.8669066 4.605533 0.10 0.10 0.8669066+ 4.605533i
#> 7 1.0210174 5.148485 0.12 0.12 1.0210174+ 5.148485i
#> 8 1.0790045 5.675576 0.14 0.14 1.0790045+ 5.675576i
#> 9 1.1001446 6.315175 0.16 0.16 1.1001446+ 6.315175i
#> 10 1.2016775 7.002499 0.18 0.18 1.2016775+ 7.002499i
#> 11 1.1990439 7.733121 0.20 0.20 1.1990439+ 7.733121i
#> 12 1.2037980 8.406576 0.22 0.22 1.2037980+ 8.406576i
#> 13 1.2599090 9.020185 0.24 0.24 1.2599090+ 9.020185i
#> 14 1.2773385 9.550569 0.26 0.26 1.2773385+ 9.550569i
#> 15 1.4423187 10.295746 0.28 0.28 1.4423187+10.295746i
#> 16 1.5141097 10.998221 0.30 0.30 1.5141097+10.998221i
#> 17 1.6633947 11.648954 0.32 0.32 1.6633947+11.648954i
#> 18 1.6745768 12.247626 0.34 0.34 1.6745768+12.247626i
#> 19 1.8638549 12.829862 0.36 0.36 1.8638549+12.829862i
#> 20 1.8865342 13.542642 0.38 0.38 1.8865342+13.542642i
#> 21 1.9462043 14.194742 0.40 0.40 1.9462043+14.194742i
#> 22 2.0155777 14.932993 0.42 0.42 2.0155777+14.932993i
#> 23 2.2683365 15.633728 0.44 0.44 2.2683365+15.633728i
#> 24 2.3368083 16.230432 0.46 0.46 2.3368083+16.230432i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_76 TrajSim_2_76
#> 2 0.159235393+0.5672962i Traj_2 Sim_76 TrajSim_2_76
#> 3 0.059847540+0.6511462i Traj_2 Sim_76 TrajSim_2_76
#> 4 0.130252810+0.6459599i Traj_2 Sim_76 TrajSim_2_76
#> 5 0.048481603+0.5836358i Traj_2 Sim_76 TrajSim_2_76
#> 6 0.133089234+0.5974952i Traj_2 Sim_76 TrajSim_2_76
#> 7 0.154110858+0.5429517i Traj_2 Sim_76 TrajSim_2_76
#> 8 0.057987089+0.5270909i Traj_2 Sim_76 TrajSim_2_76
#> 9 0.021140062+0.6395986i Traj_2 Sim_76 TrajSim_2_76
#> 10 0.101532867+0.6873247i Traj_2 Sim_76 TrajSim_2_76
#> 11 -0.002633560+0.7306215i Traj_2 Sim_76 TrajSim_2_76
#> 12 0.004754148+0.6734548i Traj_2 Sim_76 TrajSim_2_76
#> 13 0.056110958+0.6136092i Traj_2 Sim_76 TrajSim_2_76
#> 14 0.017429512+0.5303838i Traj_2 Sim_76 TrajSim_2_76
#> 15 0.164980182+0.7451772i Traj_2 Sim_76 TrajSim_2_76
#> 16 0.071791017+0.7024749i Traj_2 Sim_76 TrajSim_2_76
#> 17 0.149285004+0.6507335i Traj_2 Sim_76 TrajSim_2_76
#> 18 0.011182075+0.5986712i Traj_2 Sim_76 TrajSim_2_76
#> 19 0.189278107+0.5822360i Traj_2 Sim_76 TrajSim_2_76
#> 20 0.022679324+0.7127806i Traj_2 Sim_76 TrajSim_2_76
#> 21 0.059670082+0.6520994i Traj_2 Sim_76 TrajSim_2_76
#> 22 0.069373351+0.7382518i Traj_2 Sim_76 TrajSim_2_76
#> 23 0.252758878+0.7007342i Traj_2 Sim_76 TrajSim_2_76
#> 24 0.068471786+0.5967039i Traj_2 Sim_76 TrajSim_2_76
#>
#>
#> [[77]]
#> [[77]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7608823 1.571561 0.02 0.02 0.7608823+ 1.571561i
#> 3 0.7006654 2.077815 0.04 0.04 0.7006654+ 2.077815i
#> 4 0.6441740 2.661480 0.06 0.06 0.6441740+ 2.661480i
#> 5 0.5291133 3.230971 0.08 0.08 0.5291133+ 3.230971i
#> 6 0.6806685 3.722398 0.10 0.10 0.6806685+ 3.722398i
#> 7 0.7160876 4.327420 0.12 0.12 0.7160876+ 4.327420i
#> 8 0.7893271 4.858781 0.14 0.14 0.7893271+ 4.858781i
#> 9 0.8228052 5.463717 0.16 0.16 0.8228052+ 5.463717i
#> 10 0.8807488 6.035474 0.18 0.18 0.8807488+ 6.035474i
#> 11 1.0874109 6.508917 0.20 0.20 1.0874109+ 6.508917i
#> 12 1.0893040 7.031517 0.22 0.22 1.0893040+ 7.031517i
#> 13 0.9918959 7.584780 0.24 0.24 0.9918959+ 7.584780i
#> 14 1.0435695 8.101164 0.26 0.26 1.0435695+ 8.101164i
#> 15 1.0161848 8.512306 0.28 0.28 1.0161848+ 8.512306i
#> 16 1.0638605 9.057612 0.30 0.30 1.0638605+ 9.057612i
#> 17 1.0745994 9.722795 0.32 0.32 1.0745994+ 9.722795i
#> 18 1.1969930 10.247610 0.34 0.34 1.1969930+10.247610i
#> 19 1.2660005 10.809306 0.36 0.36 1.2660005+10.809306i
#> 20 1.2853323 11.396652 0.38 0.38 1.2853323+11.396652i
#> 21 1.3628039 11.881675 0.40 0.40 1.3628039+11.881675i
#> 22 1.4740542 12.383654 0.42 0.42 1.4740542+12.383654i
#> 23 1.4470969 12.801433 0.44 0.44 1.4470969+12.801433i
#> 24 1.4366308 13.389112 0.46 0.46 1.4366308+13.389112i
#> 25 1.4629297 13.930744 0.48 0.48 1.4629297+13.930744i
#> 26 1.3419229 14.408047 0.50 0.50 1.3419229+14.408047i
#> 27 1.4739778 14.894041 0.52 0.52 1.4739778+14.894041i
#> 28 1.4251127 15.505434 0.54 0.54 1.4251127+15.505434i
#> 29 1.3886949 16.082388 0.56 0.56 1.3886949+16.082388i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_77 TrajSim_1_77
#> 2 0.064882295+0.6255611i Traj_1 Sim_77 TrajSim_1_77
#> 3 -0.060216859+0.5062534i Traj_1 Sim_77 TrajSim_1_77
#> 4 -0.056491479+0.5836653i Traj_1 Sim_77 TrajSim_1_77
#> 5 -0.115060695+0.5694913i Traj_1 Sim_77 TrajSim_1_77
#> 6 0.151555233+0.4914264i Traj_1 Sim_77 TrajSim_1_77
#> 7 0.035419153+0.6050223i Traj_1 Sim_77 TrajSim_1_77
#> 8 0.073239448+0.5313610i Traj_1 Sim_77 TrajSim_1_77
#> 9 0.033478079+0.6049357i Traj_1 Sim_77 TrajSim_1_77
#> 10 0.057943609+0.5717572i Traj_1 Sim_77 TrajSim_1_77
#> 11 0.206662098+0.4734434i Traj_1 Sim_77 TrajSim_1_77
#> 12 0.001893164+0.5225999i Traj_1 Sim_77 TrajSim_1_77
#> 13 -0.097408100+0.5532626i Traj_1 Sim_77 TrajSim_1_77
#> 14 0.051673566+0.5163846i Traj_1 Sim_77 TrajSim_1_77
#> 15 -0.027384690+0.4111421i Traj_1 Sim_77 TrajSim_1_77
#> 16 0.047675684+0.5453061i Traj_1 Sim_77 TrajSim_1_77
#> 17 0.010738912+0.6651821i Traj_1 Sim_77 TrajSim_1_77
#> 18 0.122393536+0.5248159i Traj_1 Sim_77 TrajSim_1_77
#> 19 0.069007573+0.5616957i Traj_1 Sim_77 TrajSim_1_77
#> 20 0.019331733+0.5873460i Traj_1 Sim_77 TrajSim_1_77
#> 21 0.077471676+0.4850228i Traj_1 Sim_77 TrajSim_1_77
#> 22 0.111250295+0.5019787i Traj_1 Sim_77 TrajSim_1_77
#> 23 -0.026957369+0.4177795i Traj_1 Sim_77 TrajSim_1_77
#> 24 -0.010466106+0.5876786i Traj_1 Sim_77 TrajSim_1_77
#> 25 0.026298928+0.5416324i Traj_1 Sim_77 TrajSim_1_77
#> 26 -0.121006789+0.4773029i Traj_1 Sim_77 TrajSim_1_77
#> 27 0.132054859+0.4859939i Traj_1 Sim_77 TrajSim_1_77
#> 28 -0.048865028+0.6113934i Traj_1 Sim_77 TrajSim_1_77
#> 29 -0.036417822+0.5769537i Traj_1 Sim_77 TrajSim_1_77
#>
#> [[77]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3603538 2.162177 0.02 0.02 0.3603538+ 2.162177i
#> 3 0.4373390 2.776296 0.04 0.04 0.4373390+ 2.776296i
#> 4 0.3948314 3.418358 0.06 0.06 0.3948314+ 3.418358i
#> 5 0.4434181 3.979449 0.08 0.08 0.4434181+ 3.979449i
#> 6 0.5657918 4.525716 0.10 0.10 0.5657918+ 4.525716i
#> 7 0.5752454 5.256326 0.12 0.12 0.5752454+ 5.256326i
#> 8 0.6362768 5.886602 0.14 0.14 0.6362768+ 5.886602i
#> 9 0.6967189 6.447262 0.16 0.16 0.6967189+ 6.447262i
#> 10 0.6866782 7.176627 0.18 0.18 0.6866782+ 7.176627i
#> 11 0.7795117 7.731222 0.20 0.20 0.7795117+ 7.731222i
#> 12 0.9570171 8.364085 0.22 0.22 0.9570171+ 8.364085i
#> 13 0.9366746 9.086597 0.24 0.24 0.9366746+ 9.086597i
#> 14 1.0656561 9.798856 0.26 0.26 1.0656561+ 9.798856i
#> 15 1.0880913 10.269294 0.28 0.28 1.0880913+10.269294i
#> 16 1.1497528 10.838442 0.30 0.30 1.1497528+10.838442i
#> 17 1.1857850 11.517786 0.32 0.32 1.1857850+11.517786i
#> 18 1.1743380 12.160489 0.34 0.34 1.1743380+12.160489i
#> 19 1.1933403 12.981742 0.36 0.36 1.1933403+12.981742i
#> 20 1.2775127 13.578446 0.38 0.38 1.2775127+13.578446i
#> 21 1.2273944 14.258648 0.40 0.40 1.2273944+14.258648i
#> 22 1.2277104 14.957858 0.42 0.42 1.2277104+14.957858i
#> 23 1.4768833 15.679364 0.44 0.44 1.4768833+15.679364i
#> 24 1.6192384 16.308288 0.46 0.46 1.6192384+16.308288i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_77 TrajSim_2_77
#> 2 0.0243537856+0.6021772i Traj_2 Sim_77 TrajSim_2_77
#> 3 0.0769852272+0.6141192i Traj_2 Sim_77 TrajSim_2_77
#> 4 -0.0425075818+0.6420621i Traj_2 Sim_77 TrajSim_2_77
#> 5 0.0485866608+0.5610909i Traj_2 Sim_77 TrajSim_2_77
#> 6 0.1223737363+0.5462665i Traj_2 Sim_77 TrajSim_2_77
#> 7 0.0094535458+0.7306100i Traj_2 Sim_77 TrajSim_2_77
#> 8 0.0610313877+0.6302764i Traj_2 Sim_77 TrajSim_2_77
#> 9 0.0604421487+0.5606599i Traj_2 Sim_77 TrajSim_2_77
#> 10 -0.0100407151+0.7293654i Traj_2 Sim_77 TrajSim_2_77
#> 11 0.0928335518+0.5545945i Traj_2 Sim_77 TrajSim_2_77
#> 12 0.1775053609+0.6328625i Traj_2 Sim_77 TrajSim_2_77
#> 13 -0.0203425411+0.7225126i Traj_2 Sim_77 TrajSim_2_77
#> 14 0.1289815565+0.7122587i Traj_2 Sim_77 TrajSim_2_77
#> 15 0.0224351998+0.4704384i Traj_2 Sim_77 TrajSim_2_77
#> 16 0.0616614399+0.5691481i Traj_2 Sim_77 TrajSim_2_77
#> 17 0.0360322043+0.6793432i Traj_2 Sim_77 TrajSim_2_77
#> 18 -0.0114469992+0.6427031i Traj_2 Sim_77 TrajSim_2_77
#> 19 0.0190022870+0.8212537i Traj_2 Sim_77 TrajSim_2_77
#> 20 0.0841724101+0.5967041i Traj_2 Sim_77 TrajSim_2_77
#> 21 -0.0501183137+0.6802014i Traj_2 Sim_77 TrajSim_2_77
#> 22 0.0003160394+0.6992099i Traj_2 Sim_77 TrajSim_2_77
#> 23 0.2491729053+0.7215061i Traj_2 Sim_77 TrajSim_2_77
#> 24 0.1423550869+0.6289245i Traj_2 Sim_77 TrajSim_2_77
#>
#>
#> [[78]]
#> [[78]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8108897 1.449532 0.02 0.02 0.8108897+ 1.449532i
#> 3 0.9377177 2.048294 0.04 0.04 0.9377177+ 2.048294i
#> 4 0.9429904 2.504255 0.06 0.06 0.9429904+ 2.504255i
#> 5 1.0214492 3.007358 0.08 0.08 1.0214492+ 3.007358i
#> 6 1.0051218 3.481028 0.10 0.10 1.0051218+ 3.481028i
#> 7 1.0629047 4.012077 0.12 0.12 1.0629047+ 4.012077i
#> 8 1.1709586 4.497722 0.14 0.14 1.1709586+ 4.497722i
#> 9 1.1109732 5.017769 0.16 0.16 1.1109732+ 5.017769i
#> 10 1.2052368 5.489507 0.18 0.18 1.2052368+ 5.489507i
#> 11 1.3507047 6.030145 0.20 0.20 1.3507047+ 6.030145i
#> 12 1.4188719 6.573255 0.22 0.22 1.4188719+ 6.573255i
#> 13 1.3721487 7.117075 0.24 0.24 1.3721487+ 7.117075i
#> 14 1.5442772 7.586219 0.26 0.26 1.5442772+ 7.586219i
#> 15 1.7079395 8.105338 0.28 0.28 1.7079395+ 8.105338i
#> 16 1.8411004 8.601052 0.30 0.30 1.8411004+ 8.601052i
#> 17 1.9693944 9.139550 0.32 0.32 1.9693944+ 9.139550i
#> 18 2.0442520 9.737436 0.34 0.34 2.0442520+ 9.737436i
#> 19 2.0138146 10.331485 0.36 0.36 2.0138146+10.331485i
#> 20 2.0463745 10.904333 0.38 0.38 2.0463745+10.904333i
#> 21 2.1384430 11.335036 0.40 0.40 2.1384430+11.335036i
#> 22 2.1503064 11.871174 0.42 0.42 2.1503064+11.871174i
#> 23 2.2160676 12.453644 0.44 0.44 2.2160676+12.453644i
#> 24 2.2801812 12.968496 0.46 0.46 2.2801812+12.968496i
#> 25 2.4444278 13.465923 0.48 0.48 2.4444278+13.465923i
#> 26 2.4097846 13.995585 0.50 0.50 2.4097846+13.995585i
#> 27 2.4659521 14.518640 0.52 0.52 2.4659521+14.518640i
#> 28 2.4515435 15.052472 0.54 0.54 2.4515435+15.052472i
#> 29 2.5403181 15.577793 0.56 0.56 2.5403181+15.577793i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_78 TrajSim_1_78
#> 2 0.114889715+0.5035320i Traj_1 Sim_78 TrajSim_1_78
#> 3 0.126828018+0.5987620i Traj_1 Sim_78 TrajSim_1_78
#> 4 0.005272681+0.4559607i Traj_1 Sim_78 TrajSim_1_78
#> 5 0.078458812+0.5031035i Traj_1 Sim_78 TrajSim_1_78
#> 6 -0.016327424+0.4736700i Traj_1 Sim_78 TrajSim_1_78
#> 7 0.057782856+0.5310490i Traj_1 Sim_78 TrajSim_1_78
#> 8 0.108053962+0.4856452i Traj_1 Sim_78 TrajSim_1_78
#> 9 -0.059985395+0.5200465i Traj_1 Sim_78 TrajSim_1_78
#> 10 0.094263528+0.4717381i Traj_1 Sim_78 TrajSim_1_78
#> 11 0.145467923+0.5406382i Traj_1 Sim_78 TrajSim_1_78
#> 12 0.068167203+0.5431096i Traj_1 Sim_78 TrajSim_1_78
#> 13 -0.046723183+0.5438200i Traj_1 Sim_78 TrajSim_1_78
#> 14 0.172128458+0.4691441i Traj_1 Sim_78 TrajSim_1_78
#> 15 0.163662377+0.5191190i Traj_1 Sim_78 TrajSim_1_78
#> 16 0.133160887+0.4957140i Traj_1 Sim_78 TrajSim_1_78
#> 17 0.128293992+0.5384979i Traj_1 Sim_78 TrajSim_1_78
#> 18 0.074857551+0.5978867i Traj_1 Sim_78 TrajSim_1_78
#> 19 -0.030437400+0.5940485i Traj_1 Sim_78 TrajSim_1_78
#> 20 0.032559968+0.5728486i Traj_1 Sim_78 TrajSim_1_78
#> 21 0.092068505+0.4307022i Traj_1 Sim_78 TrajSim_1_78
#> 22 0.011863384+0.5361378i Traj_1 Sim_78 TrajSim_1_78
#> 23 0.065761156+0.5824700i Traj_1 Sim_78 TrajSim_1_78
#> 24 0.064113607+0.5148520i Traj_1 Sim_78 TrajSim_1_78
#> 25 0.164246603+0.4974275i Traj_1 Sim_78 TrajSim_1_78
#> 26 -0.034643188+0.5296617i Traj_1 Sim_78 TrajSim_1_78
#> 27 0.056167538+0.5230553i Traj_1 Sim_78 TrajSim_1_78
#> 28 -0.014408585+0.5338318i Traj_1 Sim_78 TrajSim_1_78
#> 29 0.088774544+0.5253213i Traj_1 Sim_78 TrajSim_1_78
#>
#> [[78]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4440333 2.154166 0.02 0.02 0.4440333+ 2.154166i
#> 3 0.4053176 2.791141 0.04 0.04 0.4053176+ 2.791141i
#> 4 0.5182862 3.436507 0.06 0.06 0.5182862+ 3.436507i
#> 5 0.6114838 4.092297 0.08 0.08 0.6114838+ 4.092297i
#> 6 0.5980413 4.741039 0.10 0.10 0.5980413+ 4.741039i
#> 7 0.5678463 5.280278 0.12 0.12 0.5678463+ 5.280278i
#> 8 0.5979620 5.934427 0.14 0.14 0.5979620+ 5.934427i
#> 9 0.6437027 6.533427 0.16 0.16 0.6437027+ 6.533427i
#> 10 0.6985607 7.112629 0.18 0.18 0.6985607+ 7.112629i
#> 11 0.8618860 7.689096 0.20 0.20 0.8618860+ 7.689096i
#> 12 0.9578433 8.227691 0.22 0.22 0.9578433+ 8.227691i
#> 13 1.0234721 8.886984 0.24 0.24 1.0234721+ 8.886984i
#> 14 1.1031738 9.473384 0.26 0.26 1.1031738+ 9.473384i
#> 15 1.2368113 10.137661 0.28 0.28 1.2368113+10.137661i
#> 16 1.4157720 10.758566 0.30 0.30 1.4157720+10.758566i
#> 17 1.6177060 11.254287 0.32 0.32 1.6177060+11.254287i
#> 18 1.7035249 11.704476 0.34 0.34 1.7035249+11.704476i
#> 19 1.8537393 12.261909 0.36 0.36 1.8537393+12.261909i
#> 20 2.0536925 12.749685 0.38 0.38 2.0536925+12.749685i
#> 21 2.0856159 13.374338 0.40 0.40 2.0856159+13.374338i
#> 22 2.1468962 13.839517 0.42 0.42 2.1468962+13.839517i
#> 23 2.0641095 14.448693 0.44 0.44 2.0641095+14.448693i
#> 24 2.0567838 14.982174 0.46 0.46 2.0567838+14.982174i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_78 TrajSim_2_78
#> 2 0.108033305+0.5941658i Traj_2 Sim_78 TrajSim_2_78
#> 3 -0.038715721+0.6369752i Traj_2 Sim_78 TrajSim_2_78
#> 4 0.112968597+0.6453655i Traj_2 Sim_78 TrajSim_2_78
#> 5 0.093197622+0.6557907i Traj_2 Sim_78 TrajSim_2_78
#> 6 -0.013442473+0.6487418i Traj_2 Sim_78 TrajSim_2_78
#> 7 -0.030195012+0.5392388i Traj_2 Sim_78 TrajSim_2_78
#> 8 0.030115724+0.6541488i Traj_2 Sim_78 TrajSim_2_78
#> 9 0.045740609+0.5990007i Traj_2 Sim_78 TrajSim_2_78
#> 10 0.054858011+0.5792021i Traj_2 Sim_78 TrajSim_2_78
#> 11 0.163325344+0.5764662i Traj_2 Sim_78 TrajSim_2_78
#> 12 0.095957314+0.5385950i Traj_2 Sim_78 TrajSim_2_78
#> 13 0.065628824+0.6592936i Traj_2 Sim_78 TrajSim_2_78
#> 14 0.079701613+0.5863997i Traj_2 Sim_78 TrajSim_2_78
#> 15 0.133637582+0.6642767i Traj_2 Sim_78 TrajSim_2_78
#> 16 0.178960614+0.6209055i Traj_2 Sim_78 TrajSim_2_78
#> 17 0.201934079+0.4957205i Traj_2 Sim_78 TrajSim_2_78
#> 18 0.085818853+0.4501894i Traj_2 Sim_78 TrajSim_2_78
#> 19 0.150214454+0.5574327i Traj_2 Sim_78 TrajSim_2_78
#> 20 0.199953137+0.4877766i Traj_2 Sim_78 TrajSim_2_78
#> 21 0.031923454+0.6246523i Traj_2 Sim_78 TrajSim_2_78
#> 22 0.061280276+0.4651797i Traj_2 Sim_78 TrajSim_2_78
#> 23 -0.082786698+0.6091762i Traj_2 Sim_78 TrajSim_2_78
#> 24 -0.007325712+0.5334806i Traj_2 Sim_78 TrajSim_2_78
#>
#>
#> [[79]]
#> [[79]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6405912 1.464909 0.02 0.02 0.6405912+ 1.464909i
#> 3 0.7687092 1.953295 0.04 0.04 0.7687092+ 1.953295i
#> 4 0.6527199 2.435129 0.06 0.06 0.6527199+ 2.435129i
#> 5 0.7550245 2.892619 0.08 0.08 0.7550245+ 2.892619i
#> 6 0.6856990 3.518055 0.10 0.10 0.6856990+ 3.518055i
#> 7 0.7618403 4.022934 0.12 0.12 0.7618403+ 4.022934i
#> 8 0.9041393 4.602780 0.14 0.14 0.9041393+ 4.602780i
#> 9 0.8838190 5.184565 0.16 0.16 0.8838190+ 5.184565i
#> 10 0.9269281 5.845382 0.18 0.18 0.9269281+ 5.845382i
#> 11 0.9617502 6.311017 0.20 0.20 0.9617502+ 6.311017i
#> 12 0.9553288 6.793413 0.22 0.22 0.9553288+ 6.793413i
#> 13 0.9902497 7.288389 0.24 0.24 0.9902497+ 7.288389i
#> 14 0.9527321 7.767929 0.26 0.26 0.9527321+ 7.767929i
#> 15 0.9756158 8.308034 0.28 0.28 0.9756158+ 8.308034i
#> 16 0.9957816 8.855568 0.30 0.30 0.9957816+ 8.855568i
#> 17 0.9441242 9.477749 0.32 0.32 0.9441242+ 9.477749i
#> 18 0.9058568 9.943162 0.34 0.34 0.9058568+ 9.943162i
#> 19 0.7623716 10.509214 0.36 0.36 0.7623716+10.509214i
#> 20 0.9087850 11.029601 0.38 0.38 0.9087850+11.029601i
#> 21 0.9479572 11.537733 0.40 0.40 0.9479572+11.537733i
#> 22 0.9523395 12.109454 0.42 0.42 0.9523395+12.109454i
#> 23 0.8635220 12.624378 0.44 0.44 0.8635220+12.624378i
#> 24 0.9238013 13.143327 0.46 0.46 0.9238013+13.143327i
#> 25 1.0076092 13.694832 0.48 0.48 1.0076092+13.694832i
#> 26 1.0427850 14.237653 0.50 0.50 1.0427850+14.237653i
#> 27 1.0725286 14.819958 0.52 0.52 1.0725286+14.819958i
#> 28 1.0088826 15.405308 0.54 0.54 1.0088826+15.405308i
#> 29 1.0135916 15.955792 0.56 0.56 1.0135916+15.955792i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_79 TrajSim_1_79
#> 2 -0.055408773+0.5189089i Traj_1 Sim_79 TrajSim_1_79
#> 3 0.128118003+0.4883865i Traj_1 Sim_79 TrajSim_1_79
#> 4 -0.115989314+0.4818337i Traj_1 Sim_79 TrajSim_1_79
#> 5 0.102304608+0.4574899i Traj_1 Sim_79 TrajSim_1_79
#> 6 -0.069325493+0.6254361i Traj_1 Sim_79 TrajSim_1_79
#> 7 0.076141284+0.5048786i Traj_1 Sim_79 TrajSim_1_79
#> 8 0.142298949+0.5798462i Traj_1 Sim_79 TrajSim_1_79
#> 9 -0.020320303+0.5817849i Traj_1 Sim_79 TrajSim_1_79
#> 10 0.043109097+0.6608171i Traj_1 Sim_79 TrajSim_1_79
#> 11 0.034822174+0.4656354i Traj_1 Sim_79 TrajSim_1_79
#> 12 -0.006421407+0.4823960i Traj_1 Sim_79 TrajSim_1_79
#> 13 0.034920907+0.4949756i Traj_1 Sim_79 TrajSim_1_79
#> 14 -0.037517627+0.4795400i Traj_1 Sim_79 TrajSim_1_79
#> 15 0.022883711+0.5401055i Traj_1 Sim_79 TrajSim_1_79
#> 16 0.020165804+0.5475336i Traj_1 Sim_79 TrajSim_1_79
#> 17 -0.051657421+0.6221805i Traj_1 Sim_79 TrajSim_1_79
#> 18 -0.038267380+0.4654133i Traj_1 Sim_79 TrajSim_1_79
#> 19 -0.143485170+0.5660525i Traj_1 Sim_79 TrajSim_1_79
#> 20 0.146413308+0.5203867i Traj_1 Sim_79 TrajSim_1_79
#> 21 0.039172282+0.5081315i Traj_1 Sim_79 TrajSim_1_79
#> 22 0.004382308+0.5717214i Traj_1 Sim_79 TrajSim_1_79
#> 23 -0.088817523+0.5149245i Traj_1 Sim_79 TrajSim_1_79
#> 24 0.060279228+0.5189483i Traj_1 Sim_79 TrajSim_1_79
#> 25 0.083807920+0.5515057i Traj_1 Sim_79 TrajSim_1_79
#> 26 0.035175797+0.5428207i Traj_1 Sim_79 TrajSim_1_79
#> 27 0.029743621+0.5823046i Traj_1 Sim_79 TrajSim_1_79
#> 28 -0.063646016+0.5853500i Traj_1 Sim_79 TrajSim_1_79
#> 29 0.004709025+0.5504842i Traj_1 Sim_79 TrajSim_1_79
#>
#> [[79]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3331780 2.112267 0.02 0.02 0.3331780+ 2.112267i
#> 3 0.5185916 2.667004 0.04 0.04 0.5185916+ 2.667004i
#> 4 0.4329857 3.365785 0.06 0.06 0.4329857+ 3.365785i
#> 5 0.5372612 4.020530 0.08 0.08 0.5372612+ 4.020530i
#> 6 0.6143718 4.551103 0.10 0.10 0.6143718+ 4.551103i
#> 7 0.5484432 5.148292 0.12 0.12 0.5484432+ 5.148292i
#> 8 0.5088276 5.693073 0.14 0.14 0.5088276+ 5.693073i
#> 9 0.4492309 6.445516 0.16 0.16 0.4492309+ 6.445516i
#> 10 0.5196006 7.018058 0.18 0.18 0.5196006+ 7.018058i
#> 11 0.5181509 7.575372 0.20 0.20 0.5181509+ 7.575372i
#> 12 0.5235536 8.136749 0.22 0.22 0.5235536+ 8.136749i
#> 13 0.6899131 8.829290 0.24 0.24 0.6899131+ 8.829290i
#> 14 0.7238386 9.374182 0.26 0.26 0.7238386+ 9.374182i
#> 15 0.7593118 9.804446 0.28 0.28 0.7593118+ 9.804446i
#> 16 0.7285901 10.429393 0.30 0.30 0.7285901+10.429393i
#> 17 1.0299033 11.054575 0.32 0.32 1.0299033+11.054575i
#> 18 1.0770786 11.747599 0.34 0.34 1.0770786+11.747599i
#> 19 1.1854081 12.427074 0.36 0.36 1.1854081+12.427074i
#> 20 1.2170036 13.050226 0.38 0.38 1.2170036+13.050226i
#> 21 1.1921781 13.666456 0.40 0.40 1.1921781+13.666456i
#> 22 1.2522736 14.126681 0.42 0.42 1.2522736+14.126681i
#> 23 1.2522454 14.740535 0.44 0.44 1.2522454+14.740535i
#> 24 1.3864850 15.413083 0.46 0.46 1.3864850+15.413083i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_2 Sim_79 TrajSim_2_79
#> 2 -2.821964e-03+0.5522674i Traj_2 Sim_79 TrajSim_2_79
#> 3 1.854136e-01+0.5547364i Traj_2 Sim_79 TrajSim_2_79
#> 4 -8.560588e-02+0.6987809i Traj_2 Sim_79 TrajSim_2_79
#> 5 1.042755e-01+0.6547455i Traj_2 Sim_79 TrajSim_2_79
#> 6 7.711054e-02+0.5305725i Traj_2 Sim_79 TrajSim_2_79
#> 7 -6.592857e-02+0.5971889i Traj_2 Sim_79 TrajSim_2_79
#> 8 -3.961560e-02+0.5447818i Traj_2 Sim_79 TrajSim_2_79
#> 9 -5.959670e-02+0.7524427i Traj_2 Sim_79 TrajSim_2_79
#> 10 7.036975e-02+0.5725417i Traj_2 Sim_79 TrajSim_2_79
#> 11 -1.449777e-03+0.5573142i Traj_2 Sim_79 TrajSim_2_79
#> 12 5.402766e-03+0.5613771i Traj_2 Sim_79 TrajSim_2_79
#> 13 1.663595e-01+0.6925406i Traj_2 Sim_79 TrajSim_2_79
#> 14 3.392549e-02+0.5448919i Traj_2 Sim_79 TrajSim_2_79
#> 15 3.547323e-02+0.4302639i Traj_2 Sim_79 TrajSim_2_79
#> 16 -3.072172e-02+0.6249480i Traj_2 Sim_79 TrajSim_2_79
#> 17 3.013132e-01+0.6251818i Traj_2 Sim_79 TrajSim_2_79
#> 18 4.717535e-02+0.6930242i Traj_2 Sim_79 TrajSim_2_79
#> 19 1.083294e-01+0.6794748i Traj_2 Sim_79 TrajSim_2_79
#> 20 3.159557e-02+0.6231517i Traj_2 Sim_79 TrajSim_2_79
#> 21 -2.482553e-02+0.6162305i Traj_2 Sim_79 TrajSim_2_79
#> 22 6.009553e-02+0.4602241i Traj_2 Sim_79 TrajSim_2_79
#> 23 -2.824337e-05+0.6138542i Traj_2 Sim_79 TrajSim_2_79
#> 24 1.342396e-01+0.6725477i Traj_2 Sim_79 TrajSim_2_79
#>
#>
#> [[80]]
#> [[80]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7286150 1.460228 0.02 0.02 0.7286150+ 1.460228i
#> 3 0.8539963 1.980398 0.04 0.04 0.8539963+ 1.980398i
#> 4 0.8853833 2.475871 0.06 0.06 0.8853833+ 2.475871i
#> 5 0.8670625 3.024202 0.08 0.08 0.8670625+ 3.024202i
#> 6 0.8629622 3.509069 0.10 0.10 0.8629622+ 3.509069i
#> 7 0.8977278 4.053758 0.12 0.12 0.8977278+ 4.053758i
#> 8 0.8511701 4.541564 0.14 0.14 0.8511701+ 4.541564i
#> 9 1.0939727 5.071429 0.16 0.16 1.0939727+ 5.071429i
#> 10 1.0676964 5.541666 0.18 0.18 1.0676964+ 5.541666i
#> 11 1.1066587 6.031077 0.20 0.20 1.1066587+ 6.031077i
#> 12 1.1756643 6.615500 0.22 0.22 1.1756643+ 6.615500i
#> 13 1.1020576 7.231010 0.24 0.24 1.1020576+ 7.231010i
#> 14 1.2313395 7.754652 0.26 0.26 1.2313395+ 7.754652i
#> 15 1.4135624 8.178104 0.28 0.28 1.4135624+ 8.178104i
#> 16 1.5078477 8.726519 0.30 0.30 1.5078477+ 8.726519i
#> 17 1.5940298 9.248009 0.32 0.32 1.5940298+ 9.248009i
#> 18 1.6729602 9.690369 0.34 0.34 1.6729602+ 9.690369i
#> 19 1.8346732 10.115868 0.36 0.36 1.8346732+10.115868i
#> 20 2.0105834 10.652482 0.38 0.38 2.0105834+10.652482i
#> 21 1.9896376 11.179583 0.40 0.40 1.9896376+11.179583i
#> 22 2.1661136 11.714421 0.42 0.42 2.1661136+11.714421i
#> 23 2.2864327 12.262455 0.44 0.44 2.2864327+12.262455i
#> 24 2.2082093 12.724934 0.46 0.46 2.2082093+12.724934i
#> 25 2.3491023 13.291199 0.48 0.48 2.3491023+13.291199i
#> 26 2.1992859 13.874982 0.50 0.50 2.1992859+13.874982i
#> 27 2.1452685 14.384248 0.52 0.52 2.1452685+14.384248i
#> 28 2.1579218 14.865857 0.54 0.54 2.1579218+14.865857i
#> 29 2.2352863 15.392216 0.56 0.56 2.2352863+15.392216i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_80 TrajSim_1_80
#> 2 0.032615039+0.5142278i Traj_1 Sim_80 TrajSim_1_80
#> 3 0.125381278+0.5201705i Traj_1 Sim_80 TrajSim_1_80
#> 4 0.031386988+0.4954725i Traj_1 Sim_80 TrajSim_1_80
#> 5 -0.018320812+0.5483314i Traj_1 Sim_80 TrajSim_1_80
#> 6 -0.004100303+0.4848663i Traj_1 Sim_80 TrajSim_1_80
#> 7 0.034765629+0.5446895i Traj_1 Sim_80 TrajSim_1_80
#> 8 -0.046557761+0.4878058i Traj_1 Sim_80 TrajSim_1_80
#> 9 0.242802692+0.5298652i Traj_1 Sim_80 TrajSim_1_80
#> 10 -0.026276305+0.4702370i Traj_1 Sim_80 TrajSim_1_80
#> 11 0.038962218+0.4894106i Traj_1 Sim_80 TrajSim_1_80
#> 12 0.069005622+0.5844229i Traj_1 Sim_80 TrajSim_1_80
#> 13 -0.073606689+0.6155100i Traj_1 Sim_80 TrajSim_1_80
#> 14 0.129281944+0.5236428i Traj_1 Sim_80 TrajSim_1_80
#> 15 0.182222852+0.4234512i Traj_1 Sim_80 TrajSim_1_80
#> 16 0.094285269+0.5484152i Traj_1 Sim_80 TrajSim_1_80
#> 17 0.086182150+0.5214905i Traj_1 Sim_80 TrajSim_1_80
#> 18 0.078930434+0.4423600i Traj_1 Sim_80 TrajSim_1_80
#> 19 0.161712920+0.4254992i Traj_1 Sim_80 TrajSim_1_80
#> 20 0.175910204+0.5366140i Traj_1 Sim_80 TrajSim_1_80
#> 21 -0.020945794+0.5271009i Traj_1 Sim_80 TrajSim_1_80
#> 22 0.176476059+0.5348375i Traj_1 Sim_80 TrajSim_1_80
#> 23 0.120319110+0.5480338i Traj_1 Sim_80 TrajSim_1_80
#> 24 -0.078223463+0.4624793i Traj_1 Sim_80 TrajSim_1_80
#> 25 0.140892983+0.5662654i Traj_1 Sim_80 TrajSim_1_80
#> 26 -0.149816331+0.5837824i Traj_1 Sim_80 TrajSim_1_80
#> 27 -0.054017442+0.5092659i Traj_1 Sim_80 TrajSim_1_80
#> 28 0.012653344+0.4816092i Traj_1 Sim_80 TrajSim_1_80
#> 29 0.077364474+0.5263589i Traj_1 Sim_80 TrajSim_1_80
#>
#> [[80]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3889779 2.200033 0.02 0.02 0.3889779+ 2.200033i
#> 3 0.5442773 2.775732 0.04 0.04 0.5442773+ 2.775732i
#> 4 0.5845825 3.267342 0.06 0.06 0.5845825+ 3.267342i
#> 5 0.6722010 3.802298 0.08 0.08 0.6722010+ 3.802298i
#> 6 0.7432670 4.588793 0.10 0.10 0.7432670+ 4.588793i
#> 7 0.7951299 5.105513 0.12 0.12 0.7951299+ 5.105513i
#> 8 1.0242528 5.764404 0.14 0.14 1.0242528+ 5.764404i
#> 9 1.1998080 6.454055 0.16 0.16 1.1998080+ 6.454055i
#> 10 1.2016977 7.045978 0.18 0.18 1.2016977+ 7.045978i
#> 11 1.2441103 7.685550 0.20 0.20 1.2441103+ 7.685550i
#> 12 1.2072313 8.368890 0.22 0.22 1.2072313+ 8.368890i
#> 13 1.2701195 8.908360 0.24 0.24 1.2701195+ 8.908360i
#> 14 1.3541392 9.496576 0.26 0.26 1.3541392+ 9.496576i
#> 15 1.4221268 10.141242 0.28 0.28 1.4221268+10.141242i
#> 16 1.5483568 10.743191 0.30 0.30 1.5483568+10.743191i
#> 17 1.4770779 11.381205 0.32 0.32 1.4770779+11.381205i
#> 18 1.5156718 11.967629 0.34 0.34 1.5156718+11.967629i
#> 19 1.5321421 12.357230 0.36 0.36 1.5321421+12.357230i
#> 20 1.6176178 12.941921 0.38 0.38 1.6176178+12.941921i
#> 21 1.6436635 13.532320 0.40 0.40 1.6436635+13.532320i
#> 22 1.7554864 14.029723 0.42 0.42 1.7554864+14.029723i
#> 23 1.8495177 14.648498 0.44 0.44 1.8495177+14.648498i
#> 24 1.8201276 15.377513 0.46 0.46 1.8201276+15.377513i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_80 TrajSim_2_80
#> 2 0.052977944+0.6400331i Traj_2 Sim_80 TrajSim_2_80
#> 3 0.155299396+0.5756993i Traj_2 Sim_80 TrajSim_2_80
#> 4 0.040305134+0.4916092i Traj_2 Sim_80 TrajSim_2_80
#> 5 0.087618531+0.5349565i Traj_2 Sim_80 TrajSim_2_80
#> 6 0.071066043+0.7864953i Traj_2 Sim_80 TrajSim_2_80
#> 7 0.051862808+0.5167193i Traj_2 Sim_80 TrajSim_2_80
#> 8 0.229122995+0.6588916i Traj_2 Sim_80 TrajSim_2_80
#> 9 0.175555182+0.6896509i Traj_2 Sim_80 TrajSim_2_80
#> 10 0.001889664+0.5919230i Traj_2 Sim_80 TrajSim_2_80
#> 11 0.042412587+0.6395717i Traj_2 Sim_80 TrajSim_2_80
#> 12 -0.036878996+0.6833406i Traj_2 Sim_80 TrajSim_2_80
#> 13 0.062888163+0.5394696i Traj_2 Sim_80 TrajSim_2_80
#> 14 0.084019772+0.5882162i Traj_2 Sim_80 TrajSim_2_80
#> 15 0.067987626+0.6446661i Traj_2 Sim_80 TrajSim_2_80
#> 16 0.126229934+0.6019488i Traj_2 Sim_80 TrajSim_2_80
#> 17 -0.071278856+0.6380133i Traj_2 Sim_80 TrajSim_2_80
#> 18 0.038593855+0.5864241i Traj_2 Sim_80 TrajSim_2_80
#> 19 0.016470277+0.3896009i Traj_2 Sim_80 TrajSim_2_80
#> 20 0.085475756+0.5846917i Traj_2 Sim_80 TrajSim_2_80
#> 21 0.026045710+0.5903986i Traj_2 Sim_80 TrajSim_2_80
#> 22 0.111822886+0.4974034i Traj_2 Sim_80 TrajSim_2_80
#> 23 0.094031265+0.6187744i Traj_2 Sim_80 TrajSim_2_80
#> 24 -0.029390094+0.7290158i Traj_2 Sim_80 TrajSim_2_80
#>
#>
#> [[81]]
#> [[81]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7713075 1.390670 0.02 0.02 0.7713075+ 1.390670i
#> 3 0.8971365 1.919932 0.04 0.04 0.8971365+ 1.919932i
#> 4 0.9643331 2.496790 0.06 0.06 0.9643331+ 2.496790i
#> 5 1.0649776 2.955972 0.08 0.08 1.0649776+ 2.955972i
#> 6 1.1704736 3.504088 0.10 0.10 1.1704736+ 3.504088i
#> 7 1.1592748 4.012753 0.12 0.12 1.1592748+ 4.012753i
#> 8 1.0248772 4.633581 0.14 0.14 1.0248772+ 4.633581i
#> 9 1.0554972 5.049920 0.16 0.16 1.0554972+ 5.049920i
#> 10 1.3167566 5.582071 0.18 0.18 1.3167566+ 5.582071i
#> 11 1.2755932 6.188793 0.20 0.20 1.2755932+ 6.188793i
#> 12 1.2803255 6.817884 0.22 0.22 1.2803255+ 6.817884i
#> 13 1.3074583 7.227863 0.24 0.24 1.3074583+ 7.227863i
#> 14 1.3223679 7.706655 0.26 0.26 1.3223679+ 7.706655i
#> 15 1.3255042 8.196525 0.28 0.28 1.3255042+ 8.196525i
#> 16 1.1748207 8.643566 0.30 0.30 1.1748207+ 8.643566i
#> 17 1.2245563 9.165216 0.32 0.32 1.2245563+ 9.165216i
#> 18 1.3683764 9.672374 0.34 0.34 1.3683764+ 9.672374i
#> 19 1.5065465 10.166918 0.36 0.36 1.5065465+10.166918i
#> 20 1.5732467 10.692419 0.38 0.38 1.5732467+10.692419i
#> 21 1.6043002 11.218838 0.40 0.40 1.6043002+11.218838i
#> 22 1.5219622 11.704259 0.42 0.42 1.5219622+11.704259i
#> 23 1.5394544 12.219187 0.44 0.44 1.5394544+12.219187i
#> 24 1.6220405 12.706941 0.46 0.46 1.6220405+12.706941i
#> 25 1.7531256 13.155709 0.48 0.48 1.7531256+13.155709i
#> 26 1.6722877 13.628417 0.50 0.50 1.6722877+13.628417i
#> 27 1.6737593 14.133398 0.52 0.52 1.6737593+14.133398i
#> 28 1.7743704 14.732798 0.54 0.54 1.7743704+14.732798i
#> 29 1.8083324 15.329508 0.56 0.56 1.8083324+15.329508i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_81 TrajSim_1_81
#> 2 0.075307544+0.4446698i Traj_1 Sim_81 TrajSim_1_81
#> 3 0.125828979+0.5292626i Traj_1 Sim_81 TrajSim_1_81
#> 4 0.067196529+0.5768580i Traj_1 Sim_81 TrajSim_1_81
#> 5 0.100644555+0.4591815i Traj_1 Sim_81 TrajSim_1_81
#> 6 0.105495995+0.5481165i Traj_1 Sim_81 TrajSim_1_81
#> 7 -0.011198819+0.5086642i Traj_1 Sim_81 TrajSim_1_81
#> 8 -0.134397629+0.6208284i Traj_1 Sim_81 TrajSim_1_81
#> 9 0.030620091+0.4163392i Traj_1 Sim_81 TrajSim_1_81
#> 10 0.261259311+0.5321514i Traj_1 Sim_81 TrajSim_1_81
#> 11 -0.041163323+0.6067217i Traj_1 Sim_81 TrajSim_1_81
#> 12 0.004732227+0.6290912i Traj_1 Sim_81 TrajSim_1_81
#> 13 0.027132794+0.4099791i Traj_1 Sim_81 TrajSim_1_81
#> 14 0.014909681+0.4787918i Traj_1 Sim_81 TrajSim_1_81
#> 15 0.003136218+0.4898693i Traj_1 Sim_81 TrajSim_1_81
#> 16 -0.150683465+0.4470419i Traj_1 Sim_81 TrajSim_1_81
#> 17 0.049735604+0.5216491i Traj_1 Sim_81 TrajSim_1_81
#> 18 0.143820134+0.5071581i Traj_1 Sim_81 TrajSim_1_81
#> 19 0.138170095+0.4945446i Traj_1 Sim_81 TrajSim_1_81
#> 20 0.066700185+0.5255005i Traj_1 Sim_81 TrajSim_1_81
#> 21 0.031053534+0.5264196i Traj_1 Sim_81 TrajSim_1_81
#> 22 -0.082338044+0.4854203i Traj_1 Sim_81 TrajSim_1_81
#> 23 0.017492247+0.5149287i Traj_1 Sim_81 TrajSim_1_81
#> 24 0.082586014+0.4877536i Traj_1 Sim_81 TrajSim_1_81
#> 25 0.131085169+0.4487678i Traj_1 Sim_81 TrajSim_1_81
#> 26 -0.080837928+0.4727079i Traj_1 Sim_81 TrajSim_1_81
#> 27 0.001471638+0.5049818i Traj_1 Sim_81 TrajSim_1_81
#> 28 0.100611100+0.5993993i Traj_1 Sim_81 TrajSim_1_81
#> 29 0.033961945+0.5967105i Traj_1 Sim_81 TrajSim_1_81
#>
#> [[81]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4671009 2.297048 0.02 0.02 0.4671009+ 2.297048i
#> 3 0.5332131 2.803926 0.04 0.04 0.5332131+ 2.803926i
#> 4 0.7163119 3.307381 0.06 0.06 0.7163119+ 3.307381i
#> 5 0.9050256 3.935186 0.08 0.08 0.9050256+ 3.935186i
#> 6 1.0210939 4.454675 0.10 0.10 1.0210939+ 4.454675i
#> 7 1.1618369 4.948085 0.12 0.12 1.1618369+ 4.948085i
#> 8 1.4326273 5.558482 0.14 0.14 1.4326273+ 5.558482i
#> 9 1.4420415 6.136706 0.16 0.16 1.4420415+ 6.136706i
#> 10 1.4438050 6.916571 0.18 0.18 1.4438050+ 6.916571i
#> 11 1.5921543 7.498664 0.20 0.20 1.5921543+ 7.498664i
#> 12 1.6723320 8.003419 0.22 0.22 1.6723320+ 8.003419i
#> 13 1.6333234 8.565197 0.24 0.24 1.6333234+ 8.565197i
#> 14 1.5769853 9.143899 0.26 0.26 1.5769853+ 9.143899i
#> 15 1.4923248 9.759524 0.28 0.28 1.4923248+ 9.759524i
#> 16 1.7604464 10.448688 0.30 0.30 1.7604464+10.448688i
#> 17 1.7411650 11.097223 0.32 0.32 1.7411650+11.097223i
#> 18 1.7233926 11.717453 0.34 0.34 1.7233926+11.717453i
#> 19 1.8258133 12.378243 0.36 0.36 1.8258133+12.378243i
#> 20 1.9470029 12.960954 0.38 0.38 1.9470029+12.960954i
#> 21 2.1085792 13.568905 0.40 0.40 2.1085792+13.568905i
#> 22 2.3248080 14.211041 0.42 0.42 2.3248080+14.211041i
#> 23 2.2802826 14.759221 0.44 0.44 2.2802826+14.759221i
#> 24 2.2483728 15.262636 0.46 0.46 2.2483728+15.262636i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_81 TrajSim_2_81
#> 2 0.131100877+0.7370476i Traj_2 Sim_81 TrajSim_2_81
#> 3 0.066112247+0.5068782i Traj_2 Sim_81 TrajSim_2_81
#> 4 0.183098786+0.5034548i Traj_2 Sim_81 TrajSim_2_81
#> 5 0.188713688+0.6278054i Traj_2 Sim_81 TrajSim_2_81
#> 6 0.116068269+0.5194890i Traj_2 Sim_81 TrajSim_2_81
#> 7 0.140742985+0.4934099i Traj_2 Sim_81 TrajSim_2_81
#> 8 0.270790495+0.6103974i Traj_2 Sim_81 TrajSim_2_81
#> 9 0.009414200+0.5782240i Traj_2 Sim_81 TrajSim_2_81
#> 10 0.001763479+0.7798645i Traj_2 Sim_81 TrajSim_2_81
#> 11 0.148349237+0.5820929i Traj_2 Sim_81 TrajSim_2_81
#> 12 0.080177736+0.5047550i Traj_2 Sim_81 TrajSim_2_81
#> 13 -0.039008559+0.5617789i Traj_2 Sim_81 TrajSim_2_81
#> 14 -0.056338100+0.5787018i Traj_2 Sim_81 TrajSim_2_81
#> 15 -0.084660532+0.6156247i Traj_2 Sim_81 TrajSim_2_81
#> 16 0.268121542+0.6891639i Traj_2 Sim_81 TrajSim_2_81
#> 17 -0.019281379+0.6485352i Traj_2 Sim_81 TrajSim_2_81
#> 18 -0.017772354+0.6202305i Traj_2 Sim_81 TrajSim_2_81
#> 19 0.102420722+0.6607900i Traj_2 Sim_81 TrajSim_2_81
#> 20 0.121189556+0.5827109i Traj_2 Sim_81 TrajSim_2_81
#> 21 0.161576294+0.6079503i Traj_2 Sim_81 TrajSim_2_81
#> 22 0.216228846+0.6421363i Traj_2 Sim_81 TrajSim_2_81
#> 23 -0.044525456+0.5481800i Traj_2 Sim_81 TrajSim_2_81
#> 24 -0.031909782+0.5034146i Traj_2 Sim_81 TrajSim_2_81
#>
#>
#> [[82]]
#> [[82]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7373161 1.434430 0.02 0.02 0.7373161+ 1.434430i
#> 3 0.9066449 1.931136 0.04 0.04 0.9066449+ 1.931136i
#> 4 0.7912085 2.455481 0.06 0.06 0.7912085+ 2.455481i
#> 5 0.8285827 3.016063 0.08 0.08 0.8285827+ 3.016063i
#> 6 0.9637899 3.470134 0.10 0.10 0.9637899+ 3.470134i
#> 7 1.0115609 3.975944 0.12 0.12 1.0115609+ 3.975944i
#> 8 1.1719777 4.458679 0.14 0.14 1.1719777+ 4.458679i
#> 9 1.3345186 5.024320 0.16 0.16 1.3345186+ 5.024320i
#> 10 1.2367234 5.572723 0.18 0.18 1.2367234+ 5.572723i
#> 11 1.3901121 6.135832 0.20 0.20 1.3901121+ 6.135832i
#> 12 1.3707631 6.752963 0.22 0.22 1.3707631+ 6.752963i
#> 13 1.2981200 7.355394 0.24 0.24 1.2981200+ 7.355394i
#> 14 1.3257240 7.867996 0.26 0.26 1.3257240+ 7.867996i
#> 15 1.4483457 8.358703 0.28 0.28 1.4483457+ 8.358703i
#> 16 1.3674114 8.852199 0.30 0.30 1.3674114+ 8.852199i
#> 17 1.3366100 9.351638 0.32 0.32 1.3366100+ 9.351638i
#> 18 1.3441031 9.883007 0.34 0.34 1.3441031+ 9.883007i
#> 19 1.3895549 10.438151 0.36 0.36 1.3895549+10.438151i
#> 20 1.3579226 10.871498 0.38 0.38 1.3579226+10.871498i
#> 21 1.4217467 11.404938 0.40 0.40 1.4217467+11.404938i
#> 22 1.4649161 11.907547 0.42 0.42 1.4649161+11.907547i
#> 23 1.4970381 12.395426 0.44 0.44 1.4970381+12.395426i
#> 24 1.5054216 12.878427 0.46 0.46 1.5054216+12.878427i
#> 25 1.5248304 13.339662 0.48 0.48 1.5248304+13.339662i
#> 26 1.5949575 13.870558 0.50 0.50 1.5949575+13.870558i
#> 27 1.7644683 14.396605 0.52 0.52 1.7644683+14.396605i
#> 28 1.7618575 15.000939 0.54 0.54 1.7618575+15.000939i
#> 29 1.7144691 15.451852 0.56 0.56 1.7144691+15.451852i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_82 TrajSim_1_82
#> 2 0.041316127+0.4884301i Traj_1 Sim_82 TrajSim_1_82
#> 3 0.169328771+0.4967054i Traj_1 Sim_82 TrajSim_1_82
#> 4 -0.115436402+0.5243459i Traj_1 Sim_82 TrajSim_1_82
#> 5 0.037374173+0.5605820i Traj_1 Sim_82 TrajSim_1_82
#> 6 0.135207240+0.4540703i Traj_1 Sim_82 TrajSim_1_82
#> 7 0.047770958+0.5058103i Traj_1 Sim_82 TrajSim_1_82
#> 8 0.160416800+0.4827351i Traj_1 Sim_82 TrajSim_1_82
#> 9 0.162540971+0.5656407i Traj_1 Sim_82 TrajSim_1_82
#> 10 -0.097795190+0.5484033i Traj_1 Sim_82 TrajSim_1_82
#> 11 0.153388669+0.5631092i Traj_1 Sim_82 TrajSim_1_82
#> 12 -0.019349013+0.6171304i Traj_1 Sim_82 TrajSim_1_82
#> 13 -0.072643150+0.6024312i Traj_1 Sim_82 TrajSim_1_82
#> 14 0.027604012+0.5126025i Traj_1 Sim_82 TrajSim_1_82
#> 15 0.122621687+0.4907063i Traj_1 Sim_82 TrajSim_1_82
#> 16 -0.080934212+0.4934961i Traj_1 Sim_82 TrajSim_1_82
#> 17 -0.030801473+0.4994392i Traj_1 Sim_82 TrajSim_1_82
#> 18 0.007493100+0.5313691i Traj_1 Sim_82 TrajSim_1_82
#> 19 0.045451873+0.5551441i Traj_1 Sim_82 TrajSim_1_82
#> 20 -0.031632370+0.4333468i Traj_1 Sim_82 TrajSim_1_82
#> 21 0.063824133+0.5334401i Traj_1 Sim_82 TrajSim_1_82
#> 22 0.043169433+0.5026086i Traj_1 Sim_82 TrajSim_1_82
#> 23 0.032121970+0.4878796i Traj_1 Sim_82 TrajSim_1_82
#> 24 0.008383528+0.4830010i Traj_1 Sim_82 TrajSim_1_82
#> 25 0.019408747+0.4612345i Traj_1 Sim_82 TrajSim_1_82
#> 26 0.070127119+0.5308957i Traj_1 Sim_82 TrajSim_1_82
#> 27 0.169510828+0.5260470i Traj_1 Sim_82 TrajSim_1_82
#> 28 -0.002610807+0.6043342i Traj_1 Sim_82 TrajSim_1_82
#> 29 -0.047388405+0.4509134i Traj_1 Sim_82 TrajSim_1_82
#>
#> [[82]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5119522 2.295330 0.02 0.02 0.5119522+ 2.295330i
#> 3 0.5878020 2.917446 0.04 0.04 0.5878020+ 2.917446i
#> 4 0.5838988 3.542507 0.06 0.06 0.5838988+ 3.542507i
#> 5 0.6303937 4.239237 0.08 0.08 0.6303937+ 4.239237i
#> 6 0.7855372 4.827578 0.10 0.10 0.7855372+ 4.827578i
#> 7 0.8452049 5.450576 0.12 0.12 0.8452049+ 5.450576i
#> 8 0.9453509 6.027952 0.14 0.14 0.9453509+ 6.027952i
#> 9 1.0603912 6.569568 0.16 0.16 1.0603912+ 6.569568i
#> 10 1.1966049 7.251616 0.18 0.18 1.1966049+ 7.251616i
#> 11 1.3861656 7.940009 0.20 0.20 1.3861656+ 7.940009i
#> 12 1.3403240 8.466148 0.22 0.22 1.3403240+ 8.466148i
#> 13 1.3351705 9.173773 0.24 0.24 1.3351705+ 9.173773i
#> 14 1.3884605 9.848962 0.26 0.26 1.3884605+ 9.848962i
#> 15 1.5146553 10.408493 0.28 0.28 1.5146553+10.408493i
#> 16 1.5178438 10.973305 0.30 0.30 1.5178438+10.973305i
#> 17 1.6199340 11.608372 0.32 0.32 1.6199340+11.608372i
#> 18 1.7187857 12.250594 0.34 0.34 1.7187857+12.250594i
#> 19 1.8308233 12.815240 0.36 0.36 1.8308233+12.815240i
#> 20 1.9313983 13.408491 0.38 0.38 1.9313983+13.408491i
#> 21 1.9008477 14.127561 0.40 0.40 1.9008477+14.127561i
#> 22 2.0348280 14.773046 0.42 0.42 2.0348280+14.773046i
#> 23 2.1006199 15.407683 0.44 0.44 2.1006199+15.407683i
#> 24 2.2998077 16.015951 0.46 0.46 2.2998077+16.015951i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_82 TrajSim_2_82
#> 2 0.175952181+0.7353304i Traj_2 Sim_82 TrajSim_2_82
#> 3 0.075849856+0.6221159i Traj_2 Sim_82 TrajSim_2_82
#> 4 -0.003903204+0.6250603i Traj_2 Sim_82 TrajSim_2_82
#> 5 0.046494845+0.6967307i Traj_2 Sim_82 TrajSim_2_82
#> 6 0.155143501+0.5883402i Traj_2 Sim_82 TrajSim_2_82
#> 7 0.059667682+0.6229989i Traj_2 Sim_82 TrajSim_2_82
#> 8 0.100146074+0.5773751i Traj_2 Sim_82 TrajSim_2_82
#> 9 0.115040255+0.5416165i Traj_2 Sim_82 TrajSim_2_82
#> 10 0.136213742+0.6820481i Traj_2 Sim_82 TrajSim_2_82
#> 11 0.189560627+0.6883929i Traj_2 Sim_82 TrajSim_2_82
#> 12 -0.045841542+0.5261389i Traj_2 Sim_82 TrajSim_2_82
#> 13 -0.005153547+0.7076245i Traj_2 Sim_82 TrajSim_2_82
#> 14 0.053290073+0.6751895i Traj_2 Sim_82 TrajSim_2_82
#> 15 0.126194723+0.5595306i Traj_2 Sim_82 TrajSim_2_82
#> 16 0.003188510+0.5648127i Traj_2 Sim_82 TrajSim_2_82
#> 17 0.102090212+0.6350665i Traj_2 Sim_82 TrajSim_2_82
#> 18 0.098851711+0.6422227i Traj_2 Sim_82 TrajSim_2_82
#> 19 0.112037644+0.5646459i Traj_2 Sim_82 TrajSim_2_82
#> 20 0.100574998+0.5932507i Traj_2 Sim_82 TrajSim_2_82
#> 21 -0.030550642+0.7190696i Traj_2 Sim_82 TrajSim_2_82
#> 22 0.133980287+0.6454848i Traj_2 Sim_82 TrajSim_2_82
#> 23 0.065791931+0.6346375i Traj_2 Sim_82 TrajSim_2_82
#> 24 0.199187812+0.6082679i Traj_2 Sim_82 TrajSim_2_82
#>
#>
#> [[83]]
#> [[83]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.946000 0.00 0.00 0.696000+ 0.946000i
#> 2 0.945159 1.403756 0.02 0.02 0.945159+ 1.403756i
#> 3 1.094896 1.863999 0.04 0.04 1.094896+ 1.863999i
#> 4 1.129636 2.306762 0.06 0.06 1.129636+ 2.306762i
#> 5 1.292288 2.758306 0.08 0.08 1.292288+ 2.758306i
#> 6 1.353478 3.278527 0.10 0.10 1.353478+ 3.278527i
#> 7 1.404483 3.723927 0.12 0.12 1.404483+ 3.723927i
#> 8 1.331974 4.220420 0.14 0.14 1.331974+ 4.220420i
#> 9 1.303973 4.835333 0.16 0.16 1.303973+ 4.835333i
#> 10 1.290221 5.424520 0.18 0.18 1.290221+ 5.424520i
#> 11 1.237550 6.020869 0.20 0.20 1.237550+ 6.020869i
#> 12 1.117077 6.621118 0.22 0.22 1.117077+ 6.621118i
#> 13 1.059143 7.215792 0.24 0.24 1.059143+ 7.215792i
#> 14 1.051801 7.780401 0.26 0.26 1.051801+ 7.780401i
#> 15 1.116220 8.340987 0.28 0.28 1.116220+ 8.340987i
#> 16 1.086150 8.925503 0.30 0.30 1.086150+ 8.925503i
#> 17 1.251301 9.489547 0.32 0.32 1.251301+ 9.489547i
#> 18 1.225882 9.955747 0.34 0.34 1.225882+ 9.955747i
#> 19 1.235326 10.535681 0.36 0.36 1.235326+10.535681i
#> 20 1.270455 11.025837 0.38 0.38 1.270455+11.025837i
#> 21 1.205032 11.617422 0.40 0.40 1.205032+11.617422i
#> 22 1.241067 12.002021 0.42 0.42 1.241067+12.002021i
#> 23 1.199393 12.543524 0.44 0.44 1.199393+12.543524i
#> 24 1.164524 13.037839 0.46 0.46 1.164524+13.037839i
#> 25 1.285226 13.497798 0.48 0.48 1.285226+13.497798i
#> 26 1.383081 13.955565 0.50 0.50 1.383081+13.955565i
#> 27 1.489047 14.483233 0.52 0.52 1.489047+14.483233i
#> 28 1.568493 14.969050 0.54 0.54 1.568493+14.969050i
#> 29 1.748049 15.471474 0.56 0.56 1.748049+15.471474i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_83 TrajSim_1_83
#> 2 0.249159046+0.4577564i Traj_1 Sim_83 TrajSim_1_83
#> 3 0.149737432+0.4602427i Traj_1 Sim_83 TrajSim_1_83
#> 4 0.034739668+0.4427631i Traj_1 Sim_83 TrajSim_1_83
#> 5 0.162652303+0.4515439i Traj_1 Sim_83 TrajSim_1_83
#> 6 0.061189816+0.5202213i Traj_1 Sim_83 TrajSim_1_83
#> 7 0.051005180+0.4453998i Traj_1 Sim_83 TrajSim_1_83
#> 8 -0.072509480+0.4964933i Traj_1 Sim_83 TrajSim_1_83
#> 9 -0.028001251+0.6149128i Traj_1 Sim_83 TrajSim_1_83
#> 10 -0.013752150+0.5891873i Traj_1 Sim_83 TrajSim_1_83
#> 11 -0.052670386+0.5963485i Traj_1 Sim_83 TrajSim_1_83
#> 12 -0.120473593+0.6002491i Traj_1 Sim_83 TrajSim_1_83
#> 13 -0.057934044+0.5946737i Traj_1 Sim_83 TrajSim_1_83
#> 14 -0.007341964+0.5646088i Traj_1 Sim_83 TrajSim_1_83
#> 15 0.064419192+0.5605863i Traj_1 Sim_83 TrajSim_1_83
#> 16 -0.030069274+0.5845167i Traj_1 Sim_83 TrajSim_1_83
#> 17 0.165150542+0.5640438i Traj_1 Sim_83 TrajSim_1_83
#> 18 -0.025419150+0.4662000i Traj_1 Sim_83 TrajSim_1_83
#> 19 0.009444015+0.5799335i Traj_1 Sim_83 TrajSim_1_83
#> 20 0.035129238+0.4901566i Traj_1 Sim_83 TrajSim_1_83
#> 21 -0.065422960+0.5915844i Traj_1 Sim_83 TrajSim_1_83
#> 22 0.036034433+0.3845993i Traj_1 Sim_83 TrajSim_1_83
#> 23 -0.041673599+0.5415025i Traj_1 Sim_83 TrajSim_1_83
#> 24 -0.034869261+0.4943157i Traj_1 Sim_83 TrajSim_1_83
#> 25 0.120702635+0.4599588i Traj_1 Sim_83 TrajSim_1_83
#> 26 0.097854502+0.4577665i Traj_1 Sim_83 TrajSim_1_83
#> 27 0.105966298+0.5276679i Traj_1 Sim_83 TrajSim_1_83
#> 28 0.079445945+0.4858172i Traj_1 Sim_83 TrajSim_1_83
#> 29 0.179556059+0.5024245i Traj_1 Sim_83 TrajSim_1_83
#>
#> [[83]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3753082 2.001326 0.02 0.02 0.3753082+ 2.001326i
#> 3 0.4488908 2.656303 0.04 0.04 0.4488908+ 2.656303i
#> 4 0.2736868 3.306762 0.06 0.06 0.2736868+ 3.306762i
#> 5 0.2339811 3.814294 0.08 0.08 0.2339811+ 3.814294i
#> 6 0.2830154 4.365663 0.10 0.10 0.2830154+ 4.365663i
#> 7 0.2428189 4.972399 0.12 0.12 0.2428189+ 4.972399i
#> 8 0.3937278 5.580229 0.14 0.14 0.3937278+ 5.580229i
#> 9 0.5520255 6.128421 0.16 0.16 0.5520255+ 6.128421i
#> 10 0.6520189 6.948611 0.18 0.18 0.6520189+ 6.948611i
#> 11 0.6687758 7.441018 0.20 0.20 0.6687758+ 7.441018i
#> 12 0.6605930 8.057660 0.22 0.22 0.6605930+ 8.057660i
#> 13 0.7925571 8.654059 0.24 0.24 0.7925571+ 8.654059i
#> 14 0.7876632 9.187639 0.26 0.26 0.7876632+ 9.187639i
#> 15 0.5538563 9.820086 0.28 0.28 0.5538563+ 9.820086i
#> 16 0.7919009 10.470269 0.30 0.30 0.7919009+10.470269i
#> 17 0.8813547 11.089349 0.32 0.32 0.8813547+11.089349i
#> 18 0.9634936 11.640658 0.34 0.34 0.9634936+11.640658i
#> 19 1.0101705 12.205117 0.36 0.36 1.0101705+12.205117i
#> 20 1.0911165 12.732319 0.38 0.38 1.0911165+12.732319i
#> 21 1.0545163 13.220420 0.40 0.40 1.0545163+13.220420i
#> 22 1.1806973 13.663003 0.42 0.42 1.1806973+13.663003i
#> 23 1.1757981 14.275455 0.44 0.44 1.1757981+14.275455i
#> 24 1.4428908 14.938099 0.46 0.46 1.4428908+14.938099i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_83 TrajSim_2_83
#> 2 0.039308220+0.4413263i Traj_2 Sim_83 TrajSim_2_83
#> 3 0.073582588+0.6549766i Traj_2 Sim_83 TrajSim_2_83
#> 4 -0.175204002+0.6504590i Traj_2 Sim_83 TrajSim_2_83
#> 5 -0.039705751+0.5075316i Traj_2 Sim_83 TrajSim_2_83
#> 6 0.049034319+0.5513699i Traj_2 Sim_83 TrajSim_2_83
#> 7 -0.040196491+0.6067355i Traj_2 Sim_83 TrajSim_2_83
#> 8 0.150908924+0.6078300i Traj_2 Sim_83 TrajSim_2_83
#> 9 0.158297741+0.5481923i Traj_2 Sim_83 TrajSim_2_83
#> 10 0.099993373+0.8201899i Traj_2 Sim_83 TrajSim_2_83
#> 11 0.016756890+0.4924071i Traj_2 Sim_83 TrajSim_2_83
#> 12 -0.008182795+0.6166415i Traj_2 Sim_83 TrajSim_2_83
#> 13 0.131964123+0.5963998i Traj_2 Sim_83 TrajSim_2_83
#> 14 -0.004893974+0.5335796i Traj_2 Sim_83 TrajSim_2_83
#> 15 -0.233806832+0.6324468i Traj_2 Sim_83 TrajSim_2_83
#> 16 0.238044598+0.6501834i Traj_2 Sim_83 TrajSim_2_83
#> 17 0.089453795+0.6190793i Traj_2 Sim_83 TrajSim_2_83
#> 18 0.082138910+0.5513093i Traj_2 Sim_83 TrajSim_2_83
#> 19 0.046676852+0.5644587i Traj_2 Sim_83 TrajSim_2_83
#> 20 0.080946004+0.5272021i Traj_2 Sim_83 TrajSim_2_83
#> 21 -0.036600234+0.4881008i Traj_2 Sim_83 TrajSim_2_83
#> 22 0.126181079+0.4425837i Traj_2 Sim_83 TrajSim_2_83
#> 23 -0.004899259+0.6124514i Traj_2 Sim_83 TrajSim_2_83
#> 24 0.267092720+0.6626444i Traj_2 Sim_83 TrajSim_2_83
#>
#>
#> [[84]]
#> [[84]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8192844 1.449722 0.02 0.02 0.8192844+ 1.449722i
#> 3 0.8673298 2.029854 0.04 0.04 0.8673298+ 2.029854i
#> 4 0.9386601 2.532675 0.06 0.06 0.9386601+ 2.532675i
#> 5 1.0076401 3.021838 0.08 0.08 1.0076401+ 3.021838i
#> 6 1.0565767 3.487552 0.10 0.10 1.0565767+ 3.487552i
#> 7 1.1207616 3.945641 0.12 0.12 1.1207616+ 3.945641i
#> 8 1.1431957 4.460896 0.14 0.14 1.1431957+ 4.460896i
#> 9 1.2353470 4.974568 0.16 0.16 1.2353470+ 4.974568i
#> 10 1.2788783 5.551183 0.18 0.18 1.2788783+ 5.551183i
#> 11 1.3184087 6.094583 0.20 0.20 1.3184087+ 6.094583i
#> 12 1.4318187 6.631502 0.22 0.22 1.4318187+ 6.631502i
#> 13 1.5029169 7.179485 0.24 0.24 1.5029169+ 7.179485i
#> 14 1.4597216 7.689629 0.26 0.26 1.4597216+ 7.689629i
#> 15 1.5692706 8.237176 0.28 0.28 1.5692706+ 8.237176i
#> 16 1.6482555 8.882710 0.30 0.30 1.6482555+ 8.882710i
#> 17 1.7031424 9.430811 0.32 0.32 1.7031424+ 9.430811i
#> 18 1.7945374 9.960780 0.34 0.34 1.7945374+ 9.960780i
#> 19 1.8607688 10.531872 0.36 0.36 1.8607688+10.531872i
#> 20 1.9284452 11.058698 0.38 0.38 1.9284452+11.058698i
#> 21 1.8952725 11.592661 0.40 0.40 1.8952725+11.592661i
#> 22 1.9150079 12.144431 0.42 0.42 1.9150079+12.144431i
#> 23 1.8856212 12.717158 0.44 0.44 1.8856212+12.717158i
#> 24 2.0231957 13.190214 0.46 0.46 2.0231957+13.190214i
#> 25 2.0748952 13.791260 0.48 0.48 2.0748952+13.791260i
#> 26 2.1995495 14.338198 0.50 0.50 2.1995495+14.338198i
#> 27 2.2376758 14.857608 0.52 0.52 2.2376758+14.857608i
#> 28 2.2116650 15.412910 0.54 0.54 2.2116650+15.412910i
#> 29 2.3067120 15.988090 0.56 0.56 2.3067120+15.988090i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_84 TrajSim_1_84
#> 2 0.12328440+0.5037220i Traj_1 Sim_84 TrajSim_1_84
#> 3 0.04804537+0.5801316i Traj_1 Sim_84 TrajSim_1_84
#> 4 0.07133033+0.5028218i Traj_1 Sim_84 TrajSim_1_84
#> 5 0.06898002+0.4891628i Traj_1 Sim_84 TrajSim_1_84
#> 6 0.04893656+0.4657136i Traj_1 Sim_84 TrajSim_1_84
#> 7 0.06418494+0.4580896i Traj_1 Sim_84 TrajSim_1_84
#> 8 0.02243412+0.5152547i Traj_1 Sim_84 TrajSim_1_84
#> 9 0.09215124+0.5136723i Traj_1 Sim_84 TrajSim_1_84
#> 10 0.04353133+0.5766143i Traj_1 Sim_84 TrajSim_1_84
#> 11 0.03953043+0.5434002i Traj_1 Sim_84 TrajSim_1_84
#> 12 0.11340998+0.5369190i Traj_1 Sim_84 TrajSim_1_84
#> 13 0.07109816+0.5479830i Traj_1 Sim_84 TrajSim_1_84
#> 14 -0.04319528+0.5101440i Traj_1 Sim_84 TrajSim_1_84
#> 15 0.10954901+0.5475471i Traj_1 Sim_84 TrajSim_1_84
#> 16 0.07898489+0.6455337i Traj_1 Sim_84 TrajSim_1_84
#> 17 0.05488691+0.5481015i Traj_1 Sim_84 TrajSim_1_84
#> 18 0.09139502+0.5299692i Traj_1 Sim_84 TrajSim_1_84
#> 19 0.06623138+0.5710920i Traj_1 Sim_84 TrajSim_1_84
#> 20 0.06767642+0.5268254i Traj_1 Sim_84 TrajSim_1_84
#> 21 -0.03317277+0.5339636i Traj_1 Sim_84 TrajSim_1_84
#> 22 0.01973544+0.5517697i Traj_1 Sim_84 TrajSim_1_84
#> 23 -0.02938671+0.5727266i Traj_1 Sim_84 TrajSim_1_84
#> 24 0.13757448+0.4730560i Traj_1 Sim_84 TrajSim_1_84
#> 25 0.05169947+0.6010461i Traj_1 Sim_84 TrajSim_1_84
#> 26 0.12465434+0.5469388i Traj_1 Sim_84 TrajSim_1_84
#> 27 0.03812631+0.5194096i Traj_1 Sim_84 TrajSim_1_84
#> 28 -0.02601084+0.5553015i Traj_1 Sim_84 TrajSim_1_84
#> 29 0.09504707+0.5751808i Traj_1 Sim_84 TrajSim_1_84
#>
#> [[84]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3621007 2.097968 0.02 0.02 0.3621007+ 2.097968i
#> 3 0.5111181 2.764622 0.04 0.04 0.5111181+ 2.764622i
#> 4 0.4988194 3.288709 0.06 0.06 0.4988194+ 3.288709i
#> 5 0.5314757 3.815159 0.08 0.08 0.5314757+ 3.815159i
#> 6 0.7185742 4.456651 0.10 0.10 0.7185742+ 4.456651i
#> 7 0.7398680 5.068452 0.12 0.12 0.7398680+ 5.068452i
#> 8 0.8423358 5.600548 0.14 0.14 0.8423358+ 5.600548i
#> 9 0.8916673 6.119055 0.16 0.16 0.8916673+ 6.119055i
#> 10 0.8954793 6.660685 0.18 0.18 0.8954793+ 6.660685i
#> 11 0.9454913 7.171573 0.20 0.20 0.9454913+ 7.171573i
#> 12 0.9442864 7.755708 0.22 0.22 0.9442864+ 7.755708i
#> 13 0.9707453 8.436391 0.24 0.24 0.9707453+ 8.436391i
#> 14 0.9831718 8.902366 0.26 0.26 0.9831718+ 8.902366i
#> 15 1.0691751 9.477783 0.28 0.28 1.0691751+ 9.477783i
#> 16 1.1704136 10.255886 0.30 0.30 1.1704136+10.255886i
#> 17 1.2670149 10.852311 0.32 0.32 1.2670149+10.852311i
#> 18 1.3506761 11.465297 0.34 0.34 1.3506761+11.465297i
#> 19 1.4954646 12.153426 0.36 0.36 1.4954646+12.153426i
#> 20 1.6849959 12.903176 0.38 0.38 1.6849959+12.903176i
#> 21 1.7832522 13.549139 0.40 0.40 1.7832522+13.549139i
#> 22 1.9589599 14.250016 0.42 0.42 1.9589599+14.250016i
#> 23 1.9964850 14.682540 0.44 0.44 1.9964850+14.682540i
#> 24 1.9569163 15.267822 0.46 0.46 1.9569163+15.267822i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_84 TrajSim_2_84
#> 2 0.026100663+0.5379675i Traj_2 Sim_84 TrajSim_2_84
#> 3 0.149017399+0.6666547i Traj_2 Sim_84 TrajSim_2_84
#> 4 -0.012298670+0.5240863i Traj_2 Sim_84 TrajSim_2_84
#> 5 0.032656281+0.5264506i Traj_2 Sim_84 TrajSim_2_84
#> 6 0.187098497+0.6414919i Traj_2 Sim_84 TrajSim_2_84
#> 7 0.021293801+0.6118007i Traj_2 Sim_84 TrajSim_2_84
#> 8 0.102467816+0.5320958i Traj_2 Sim_84 TrajSim_2_84
#> 9 0.049331476+0.5185073i Traj_2 Sim_84 TrajSim_2_84
#> 10 0.003812028+0.5416304i Traj_2 Sim_84 TrajSim_2_84
#> 11 0.050011978+0.5108877i Traj_2 Sim_84 TrajSim_2_84
#> 12 -0.001204909+0.5841351i Traj_2 Sim_84 TrajSim_2_84
#> 13 0.026458957+0.6806830i Traj_2 Sim_84 TrajSim_2_84
#> 14 0.012426528+0.4659746i Traj_2 Sim_84 TrajSim_2_84
#> 15 0.086003236+0.5754174i Traj_2 Sim_84 TrajSim_2_84
#> 16 0.101238516+0.7781028i Traj_2 Sim_84 TrajSim_2_84
#> 17 0.096601327+0.5964251i Traj_2 Sim_84 TrajSim_2_84
#> 18 0.083661205+0.6129861i Traj_2 Sim_84 TrajSim_2_84
#> 19 0.144788487+0.6881291i Traj_2 Sim_84 TrajSim_2_84
#> 20 0.189531316+0.7497493i Traj_2 Sim_84 TrajSim_2_84
#> 21 0.098256314+0.6459638i Traj_2 Sim_84 TrajSim_2_84
#> 22 0.175707620+0.7008771i Traj_2 Sim_84 TrajSim_2_84
#> 23 0.037525171+0.4325233i Traj_2 Sim_84 TrajSim_2_84
#> 24 -0.039568693+0.5852819i Traj_2 Sim_84 TrajSim_2_84
#>
#>
#> [[85]]
#> [[85]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.5964037 1.579833 0.02 0.02 0.5964037+ 1.579833i
#> 3 0.6981223 2.122438 0.04 0.04 0.6981223+ 2.122438i
#> 4 0.6547607 2.641098 0.06 0.06 0.6547607+ 2.641098i
#> 5 0.7923222 3.152932 0.08 0.08 0.7923222+ 3.152932i
#> 6 0.8530359 3.677563 0.10 0.10 0.8530359+ 3.677563i
#> 7 0.8784334 4.159995 0.12 0.12 0.8784334+ 4.159995i
#> 8 0.8249870 4.739958 0.14 0.14 0.8249870+ 4.739958i
#> 9 0.9297244 5.254622 0.16 0.16 0.9297244+ 5.254622i
#> 10 1.0719571 5.873299 0.18 0.18 1.0719571+ 5.873299i
#> 11 1.0141720 6.398240 0.20 0.20 1.0141720+ 6.398240i
#> 12 0.8853654 6.924177 0.22 0.22 0.8853654+ 6.924177i
#> 13 0.9003207 7.406931 0.24 0.24 0.9003207+ 7.406931i
#> 14 0.9068950 8.017030 0.26 0.26 0.9068950+ 8.017030i
#> 15 1.0059323 8.588684 0.28 0.28 1.0059323+ 8.588684i
#> 16 1.1673806 9.185178 0.30 0.30 1.1673806+ 9.185178i
#> 17 1.1837438 9.667023 0.32 0.32 1.1837438+ 9.667023i
#> 18 1.2410534 10.238070 0.34 0.34 1.2410534+10.238070i
#> 19 1.1611682 10.763857 0.36 0.36 1.1611682+10.763857i
#> 20 1.2376554 11.299536 0.38 0.38 1.2376554+11.299536i
#> 21 1.1647243 11.872707 0.40 0.40 1.1647243+11.872707i
#> 22 1.2380885 12.398815 0.42 0.42 1.2380885+12.398815i
#> 23 1.3199910 12.774079 0.44 0.44 1.3199910+12.774079i
#> 24 1.2961444 13.239554 0.46 0.46 1.2961444+13.239554i
#> 25 1.2843510 13.791106 0.48 0.48 1.2843510+13.791106i
#> 26 1.1309627 14.297533 0.50 0.50 1.1309627+14.297533i
#> 27 1.1395588 14.894534 0.52 0.52 1.1395588+14.894534i
#> 28 1.1483441 15.467575 0.54 0.54 1.1483441+15.467575i
#> 29 1.0769639 15.934789 0.56 0.56 1.0769639+15.934789i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_85 TrajSim_1_85
#> 2 -0.099596260+0.6338334i Traj_1 Sim_85 TrajSim_1_85
#> 3 0.101718571+0.5426042i Traj_1 Sim_85 TrajSim_1_85
#> 4 -0.043361572+0.5186600i Traj_1 Sim_85 TrajSim_1_85
#> 5 0.137561417+0.5118340i Traj_1 Sim_85 TrajSim_1_85
#> 6 0.060713735+0.5246312i Traj_1 Sim_85 TrajSim_1_85
#> 7 0.025397557+0.4824320i Traj_1 Sim_85 TrajSim_1_85
#> 8 -0.053446472+0.5799633i Traj_1 Sim_85 TrajSim_1_85
#> 9 0.104737416+0.5146641i Traj_1 Sim_85 TrajSim_1_85
#> 10 0.142232701+0.6186764i Traj_1 Sim_85 TrajSim_1_85
#> 11 -0.057785106+0.5249415i Traj_1 Sim_85 TrajSim_1_85
#> 12 -0.128806584+0.5259364i Traj_1 Sim_85 TrajSim_1_85
#> 13 0.014955323+0.4827547i Traj_1 Sim_85 TrajSim_1_85
#> 14 0.006574248+0.6100986i Traj_1 Sim_85 TrajSim_1_85
#> 15 0.099037292+0.5716540i Traj_1 Sim_85 TrajSim_1_85
#> 16 0.161448302+0.5964944i Traj_1 Sim_85 TrajSim_1_85
#> 17 0.016363195+0.4818452i Traj_1 Sim_85 TrajSim_1_85
#> 18 0.057309656+0.5710461i Traj_1 Sim_85 TrajSim_1_85
#> 19 -0.079885197+0.5257873i Traj_1 Sim_85 TrajSim_1_85
#> 20 0.076487156+0.5356791i Traj_1 Sim_85 TrajSim_1_85
#> 21 -0.072931044+0.5731708i Traj_1 Sim_85 TrajSim_1_85
#> 22 0.073364161+0.5261087i Traj_1 Sim_85 TrajSim_1_85
#> 23 0.081902488+0.3752633i Traj_1 Sim_85 TrajSim_1_85
#> 24 -0.023846619+0.4654754i Traj_1 Sim_85 TrajSim_1_85
#> 25 -0.011793383+0.5515519i Traj_1 Sim_85 TrajSim_1_85
#> 26 -0.153388260+0.5064266i Traj_1 Sim_85 TrajSim_1_85
#> 27 0.008596052+0.5970015i Traj_1 Sim_85 TrajSim_1_85
#> 28 0.008785275+0.5730404i Traj_1 Sim_85 TrajSim_1_85
#> 29 -0.071380176+0.4672147i Traj_1 Sim_85 TrajSim_1_85
#>
#> [[85]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3700832 2.146047 0.02 0.02 0.3700832+ 2.146047i
#> 3 0.3716411 2.653061 0.04 0.04 0.3716411+ 2.653061i
#> 4 0.3765743 3.176686 0.06 0.06 0.3765743+ 3.176686i
#> 5 0.3806352 3.807093 0.08 0.08 0.3806352+ 3.807093i
#> 6 0.4908882 4.357706 0.10 0.10 0.4908882+ 4.357706i
#> 7 0.5552698 5.053511 0.12 0.12 0.5552698+ 5.053511i
#> 8 0.5898162 5.611487 0.14 0.14 0.5898162+ 5.611487i
#> 9 0.6994462 6.154688 0.16 0.16 0.6994462+ 6.154688i
#> 10 0.8303587 6.798694 0.18 0.18 0.8303587+ 6.798694i
#> 11 1.0224114 7.417117 0.20 0.20 1.0224114+ 7.417117i
#> 12 1.1256886 8.069951 0.22 0.22 1.1256886+ 8.069951i
#> 13 1.2668436 8.653429 0.24 0.24 1.2668436+ 8.653429i
#> 14 1.3063587 9.322578 0.26 0.26 1.3063587+ 9.322578i
#> 15 1.4018699 9.942866 0.28 0.28 1.4018699+ 9.942866i
#> 16 1.4690792 10.495553 0.30 0.30 1.4690792+10.495553i
#> 17 1.6438568 11.006453 0.32 0.32 1.6438568+11.006453i
#> 18 1.6478714 11.518584 0.34 0.34 1.6478714+11.518584i
#> 19 1.7218718 12.064145 0.36 0.36 1.7218718+12.064145i
#> 20 1.7822427 12.733131 0.38 0.38 1.7822427+12.733131i
#> 21 1.8893466 13.473375 0.40 0.40 1.8893466+13.473375i
#> 22 1.9720526 14.053279 0.42 0.42 1.9720526+14.053279i
#> 23 2.0615701 14.539895 0.44 0.44 2.0615701+14.539895i
#> 24 2.2211708 15.174650 0.46 0.46 2.2211708+15.174650i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_85 TrajSim_2_85
#> 2 0.034083224+0.5860471i Traj_2 Sim_85 TrajSim_2_85
#> 3 0.001557881+0.5070138i Traj_2 Sim_85 TrajSim_2_85
#> 4 0.004933215+0.5236251i Traj_2 Sim_85 TrajSim_2_85
#> 5 0.004060929+0.6304072i Traj_2 Sim_85 TrajSim_2_85
#> 6 0.110252936+0.5506124i Traj_2 Sim_85 TrajSim_2_85
#> 7 0.064381580+0.6958058i Traj_2 Sim_85 TrajSim_2_85
#> 8 0.034546478+0.5579760i Traj_2 Sim_85 TrajSim_2_85
#> 9 0.109629987+0.5432010i Traj_2 Sim_85 TrajSim_2_85
#> 10 0.130912518+0.6440057i Traj_2 Sim_85 TrajSim_2_85
#> 11 0.192052683+0.6184227i Traj_2 Sim_85 TrajSim_2_85
#> 12 0.103277153+0.6528340i Traj_2 Sim_85 TrajSim_2_85
#> 13 0.141155050+0.5834784i Traj_2 Sim_85 TrajSim_2_85
#> 14 0.039515111+0.6691491i Traj_2 Sim_85 TrajSim_2_85
#> 15 0.095511146+0.6202874i Traj_2 Sim_85 TrajSim_2_85
#> 16 0.067209270+0.5526870i Traj_2 Sim_85 TrajSim_2_85
#> 17 0.174777646+0.5109003i Traj_2 Sim_85 TrajSim_2_85
#> 18 0.004014620+0.5121314i Traj_2 Sim_85 TrajSim_2_85
#> 19 0.074000366+0.5455612i Traj_2 Sim_85 TrajSim_2_85
#> 20 0.060370950+0.6689852i Traj_2 Sim_85 TrajSim_2_85
#> 21 0.107103828+0.7402444i Traj_2 Sim_85 TrajSim_2_85
#> 22 0.082706070+0.5799042i Traj_2 Sim_85 TrajSim_2_85
#> 23 0.089517485+0.4866157i Traj_2 Sim_85 TrajSim_2_85
#> 24 0.159600629+0.6347551i Traj_2 Sim_85 TrajSim_2_85
#>
#>
#> [[86]]
#> [[86]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7108549 1.472070 0.02 0.02 0.7108549+ 1.472070i
#> 3 0.7353063 1.980382 0.04 0.04 0.7353063+ 1.980382i
#> 4 0.7517066 2.495417 0.06 0.06 0.7517066+ 2.495417i
#> 5 0.9984716 3.009332 0.08 0.08 0.9984716+ 3.009332i
#> 6 1.0277591 3.570930 0.10 0.10 1.0277591+ 3.570930i
#> 7 1.0456898 4.152744 0.12 0.12 1.0456898+ 4.152744i
#> 8 1.2006989 4.683959 0.14 0.14 1.2006989+ 4.683959i
#> 9 1.1131051 5.237099 0.16 0.16 1.1131051+ 5.237099i
#> 10 1.3333614 5.789871 0.18 0.18 1.3333614+ 5.789871i
#> 11 1.4277619 6.268345 0.20 0.20 1.4277619+ 6.268345i
#> 12 1.4278212 6.814344 0.22 0.22 1.4278212+ 6.814344i
#> 13 1.6153066 7.391312 0.24 0.24 1.6153066+ 7.391312i
#> 14 1.6230315 7.978708 0.26 0.26 1.6230315+ 7.978708i
#> 15 1.6510821 8.476785 0.28 0.28 1.6510821+ 8.476785i
#> 16 1.7617400 8.992504 0.30 0.30 1.7617400+ 8.992504i
#> 17 1.8501379 9.503199 0.32 0.32 1.8501379+ 9.503199i
#> 18 1.8729506 9.992108 0.34 0.34 1.8729506+ 9.992108i
#> 19 1.8284155 10.507673 0.36 0.36 1.8284155+10.507673i
#> 20 1.7937507 11.088798 0.38 0.38 1.7937507+11.088798i
#> 21 1.7983269 11.542411 0.40 0.40 1.7983269+11.542411i
#> 22 1.8283436 12.103839 0.42 0.42 1.8283436+12.103839i
#> 23 1.8892838 12.589478 0.44 0.44 1.8892838+12.589478i
#> 24 1.8354534 13.080823 0.46 0.46 1.8354534+13.080823i
#> 25 1.8204567 13.645037 0.48 0.48 1.8204567+13.645037i
#> 26 1.7846324 14.188337 0.50 0.50 1.7846324+14.188337i
#> 27 1.9558238 14.661537 0.52 0.52 1.9558238+14.661537i
#> 28 1.9098248 15.147283 0.54 0.54 1.9098248+15.147283i
#> 29 1.8610166 15.662948 0.56 0.56 1.8610166+15.662948i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_1 Sim_86 TrajSim_1_86
#> 2 1.485495e-02+0.5260705i Traj_1 Sim_86 TrajSim_1_86
#> 3 2.445140e-02+0.5083119i Traj_1 Sim_86 TrajSim_1_86
#> 4 1.640025e-02+0.5150344i Traj_1 Sim_86 TrajSim_1_86
#> 5 2.467650e-01+0.5139153i Traj_1 Sim_86 TrajSim_1_86
#> 6 2.928748e-02+0.5615980i Traj_1 Sim_86 TrajSim_1_86
#> 7 1.793072e-02+0.5818137i Traj_1 Sim_86 TrajSim_1_86
#> 8 1.550090e-01+0.5312156i Traj_1 Sim_86 TrajSim_1_86
#> 9 -8.759379e-02+0.5531393i Traj_1 Sim_86 TrajSim_1_86
#> 10 2.202563e-01+0.5527719i Traj_1 Sim_86 TrajSim_1_86
#> 11 9.440057e-02+0.4784746i Traj_1 Sim_86 TrajSim_1_86
#> 12 5.925958e-05+0.5459989i Traj_1 Sim_86 TrajSim_1_86
#> 13 1.874854e-01+0.5769676i Traj_1 Sim_86 TrajSim_1_86
#> 14 7.724893e-03+0.5873963i Traj_1 Sim_86 TrajSim_1_86
#> 15 2.805060e-02+0.4980773i Traj_1 Sim_86 TrajSim_1_86
#> 16 1.106579e-01+0.5157187i Traj_1 Sim_86 TrajSim_1_86
#> 17 8.839798e-02+0.5106946i Traj_1 Sim_86 TrajSim_1_86
#> 18 2.281268e-02+0.4889098i Traj_1 Sim_86 TrajSim_1_86
#> 19 -4.453513e-02+0.5155643i Traj_1 Sim_86 TrajSim_1_86
#> 20 -3.466479e-02+0.5811255i Traj_1 Sim_86 TrajSim_1_86
#> 21 4.576239e-03+0.4536130i Traj_1 Sim_86 TrajSim_1_86
#> 22 3.001669e-02+0.5614280i Traj_1 Sim_86 TrajSim_1_86
#> 23 6.094020e-02+0.4856385i Traj_1 Sim_86 TrajSim_1_86
#> 24 -5.383047e-02+0.4913452i Traj_1 Sim_86 TrajSim_1_86
#> 25 -1.499666e-02+0.5642138i Traj_1 Sim_86 TrajSim_1_86
#> 26 -3.582429e-02+0.5433001i Traj_1 Sim_86 TrajSim_1_86
#> 27 1.711914e-01+0.4731998i Traj_1 Sim_86 TrajSim_1_86
#> 28 -4.599901e-02+0.4857459i Traj_1 Sim_86 TrajSim_1_86
#> 29 -4.880816e-02+0.5156659i Traj_1 Sim_86 TrajSim_1_86
#>
#> [[86]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4233666 2.071677 0.02 0.02 0.4233666+ 2.071677i
#> 3 0.5804187 2.823752 0.04 0.04 0.5804187+ 2.823752i
#> 4 0.4397345 3.269968 0.06 0.06 0.4397345+ 3.269968i
#> 5 0.6403551 3.839423 0.08 0.08 0.6403551+ 3.839423i
#> 6 0.5077170 4.510739 0.10 0.10 0.5077170+ 4.510739i
#> 7 0.5049767 5.206624 0.12 0.12 0.5049767+ 5.206624i
#> 8 0.6049295 5.846058 0.14 0.14 0.6049295+ 5.846058i
#> 9 0.6034925 6.692946 0.16 0.16 0.6034925+ 6.692946i
#> 10 0.5789893 7.170985 0.18 0.18 0.5789893+ 7.170985i
#> 11 0.6154310 7.792233 0.20 0.20 0.6154310+ 7.792233i
#> 12 0.5992587 8.365243 0.22 0.22 0.5992587+ 8.365243i
#> 13 0.6727918 9.066288 0.24 0.24 0.6727918+ 9.066288i
#> 14 0.7716778 9.726010 0.26 0.26 0.7716778+ 9.726010i
#> 15 0.9193262 10.351306 0.28 0.28 0.9193262+10.351306i
#> 16 1.0753290 11.107917 0.30 0.30 1.0753290+11.107917i
#> 17 1.3051756 11.781555 0.32 0.32 1.3051756+11.781555i
#> 18 1.2727699 12.368671 0.34 0.34 1.2727699+12.368671i
#> 19 1.3813554 13.005375 0.36 0.36 1.3813554+13.005375i
#> 20 1.4388725 13.540426 0.38 0.38 1.4388725+13.540426i
#> 21 1.5525050 14.037145 0.40 0.40 1.5525050+14.037145i
#> 22 1.5884045 14.617535 0.42 0.42 1.5884045+14.617535i
#> 23 1.8076939 15.227435 0.44 0.44 1.8076939+15.227435i
#> 24 1.8824717 15.804114 0.46 0.46 1.8824717+15.804114i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_86 TrajSim_2_86
#> 2 0.087366598+0.5116770i Traj_2 Sim_86 TrajSim_2_86
#> 3 0.157052128+0.7520753i Traj_2 Sim_86 TrajSim_2_86
#> 4 -0.140684197+0.4462161i Traj_2 Sim_86 TrajSim_2_86
#> 5 0.200620584+0.5694542i Traj_2 Sim_86 TrajSim_2_86
#> 6 -0.132638117+0.6713163i Traj_2 Sim_86 TrajSim_2_86
#> 7 -0.002740264+0.6958848i Traj_2 Sim_86 TrajSim_2_86
#> 8 0.099952734+0.6394339i Traj_2 Sim_86 TrajSim_2_86
#> 9 -0.001436977+0.8468881i Traj_2 Sim_86 TrajSim_2_86
#> 10 -0.024503211+0.4780394i Traj_2 Sim_86 TrajSim_2_86
#> 11 0.036441735+0.6212476i Traj_2 Sim_86 TrajSim_2_86
#> 12 -0.016172357+0.5730101i Traj_2 Sim_86 TrajSim_2_86
#> 13 0.073533146+0.7010452i Traj_2 Sim_86 TrajSim_2_86
#> 14 0.098886014+0.6597218i Traj_2 Sim_86 TrajSim_2_86
#> 15 0.147648345+0.6252959i Traj_2 Sim_86 TrajSim_2_86
#> 16 0.156002814+0.7566112i Traj_2 Sim_86 TrajSim_2_86
#> 17 0.229846617+0.6736382i Traj_2 Sim_86 TrajSim_2_86
#> 18 -0.032405732+0.5871162i Traj_2 Sim_86 TrajSim_2_86
#> 19 0.108585524+0.6367035i Traj_2 Sim_86 TrajSim_2_86
#> 20 0.057517079+0.5350517i Traj_2 Sim_86 TrajSim_2_86
#> 21 0.113632492+0.4967187i Traj_2 Sim_86 TrajSim_2_86
#> 22 0.035899530+0.5803901i Traj_2 Sim_86 TrajSim_2_86
#> 23 0.219289431+0.6098999i Traj_2 Sim_86 TrajSim_2_86
#> 24 0.074777795+0.5766790i Traj_2 Sim_86 TrajSim_2_86
#>
#>
#> [[87]]
#> [[87]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7422797 1.422497 0.02 0.02 0.7422797+ 1.422497i
#> 3 0.8758389 1.993514 0.04 0.04 0.8758389+ 1.993514i
#> 4 0.9072898 2.480191 0.06 0.06 0.9072898+ 2.480191i
#> 5 0.9566510 2.967025 0.08 0.08 0.9566510+ 2.967025i
#> 6 0.9750424 3.371023 0.10 0.10 0.9750424+ 3.371023i
#> 7 1.1256010 3.955399 0.12 0.12 1.1256010+ 3.955399i
#> 8 1.2274781 4.479393 0.14 0.14 1.2274781+ 4.479393i
#> 9 1.3427651 5.026367 0.16 0.16 1.3427651+ 5.026367i
#> 10 1.3976460 5.576387 0.18 0.18 1.3976460+ 5.576387i
#> 11 1.3370994 6.122868 0.20 0.20 1.3370994+ 6.122868i
#> 12 1.2837209 6.767793 0.22 0.22 1.2837209+ 6.767793i
#> 13 1.3472384 7.307984 0.24 0.24 1.3472384+ 7.307984i
#> 14 1.3503083 7.875502 0.26 0.26 1.3503083+ 7.875502i
#> 15 1.3135105 8.406632 0.28 0.28 1.3135105+ 8.406632i
#> 16 1.2224413 8.936744 0.30 0.30 1.2224413+ 8.936744i
#> 17 1.2485559 9.469719 0.32 0.32 1.2485559+ 9.469719i
#> 18 1.4301906 9.934296 0.34 0.34 1.4301906+ 9.934296i
#> 19 1.3919740 10.455978 0.36 0.36 1.3919740+10.455978i
#> 20 1.6212996 10.908577 0.38 0.38 1.6212996+10.908577i
#> 21 1.6599265 11.536388 0.40 0.40 1.6599265+11.536388i
#> 22 1.6662058 12.062260 0.42 0.42 1.6662058+12.062260i
#> 23 1.7642846 12.469547 0.44 0.44 1.7642846+12.469547i
#> 24 1.7188331 13.028034 0.46 0.46 1.7188331+13.028034i
#> 25 1.7685859 13.549299 0.48 0.48 1.7685859+13.549299i
#> 26 1.7112857 14.130873 0.50 0.50 1.7112857+14.130873i
#> 27 1.8542484 14.608295 0.52 0.52 1.8542484+14.608295i
#> 28 2.0806975 15.129882 0.54 0.54 2.0806975+15.129882i
#> 29 1.9815982 15.680926 0.56 0.56 1.9815982+15.680926i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_87 TrajSim_1_87
#> 2 0.046279715+0.4764974i Traj_1 Sim_87 TrajSim_1_87
#> 3 0.133559171+0.5710167i Traj_1 Sim_87 TrajSim_1_87
#> 4 0.031450889+0.4866770i Traj_1 Sim_87 TrajSim_1_87
#> 5 0.049361235+0.4868338i Traj_1 Sim_87 TrajSim_1_87
#> 6 0.018391429+0.4039983i Traj_1 Sim_87 TrajSim_1_87
#> 7 0.150558608+0.5843758i Traj_1 Sim_87 TrajSim_1_87
#> 8 0.101877083+0.5239942i Traj_1 Sim_87 TrajSim_1_87
#> 9 0.115286971+0.5469739i Traj_1 Sim_87 TrajSim_1_87
#> 10 0.054880859+0.5500204i Traj_1 Sim_87 TrajSim_1_87
#> 11 -0.060546577+0.5464805i Traj_1 Sim_87 TrajSim_1_87
#> 12 -0.053378479+0.6449249i Traj_1 Sim_87 TrajSim_1_87
#> 13 0.063517453+0.5401912i Traj_1 Sim_87 TrajSim_1_87
#> 14 0.003069925+0.5675176i Traj_1 Sim_87 TrajSim_1_87
#> 15 -0.036797772+0.5311307i Traj_1 Sim_87 TrajSim_1_87
#> 16 -0.091069215+0.5301117i Traj_1 Sim_87 TrajSim_1_87
#> 17 0.026114632+0.5329750i Traj_1 Sim_87 TrajSim_1_87
#> 18 0.181634677+0.4645773i Traj_1 Sim_87 TrajSim_1_87
#> 19 -0.038216584+0.5216815i Traj_1 Sim_87 TrajSim_1_87
#> 20 0.229325546+0.4525995i Traj_1 Sim_87 TrajSim_1_87
#> 21 0.038626962+0.6278106i Traj_1 Sim_87 TrajSim_1_87
#> 22 0.006279316+0.5258722i Traj_1 Sim_87 TrajSim_1_87
#> 23 0.098078763+0.4072867i Traj_1 Sim_87 TrajSim_1_87
#> 24 -0.045451477+0.5584869i Traj_1 Sim_87 TrajSim_1_87
#> 25 0.049752784+0.5212653i Traj_1 Sim_87 TrajSim_1_87
#> 26 -0.057300167+0.5815737i Traj_1 Sim_87 TrajSim_1_87
#> 27 0.142962647+0.4774224i Traj_1 Sim_87 TrajSim_1_87
#> 28 0.226449129+0.5215866i Traj_1 Sim_87 TrajSim_1_87
#> 29 -0.099099290+0.5510444i Traj_1 Sim_87 TrajSim_1_87
#>
#> [[87]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3541148 2.174926 0.02 0.02 0.3541148+ 2.174926i
#> 3 0.4122663 2.777018 0.04 0.04 0.4122663+ 2.777018i
#> 4 0.5232585 3.361223 0.06 0.06 0.5232585+ 3.361223i
#> 5 0.6856644 3.954624 0.08 0.08 0.6856644+ 3.954624i
#> 6 0.8311613 4.540588 0.10 0.10 0.8311613+ 4.540588i
#> 7 0.9661572 4.977396 0.12 0.12 0.9661572+ 4.977396i
#> 8 0.9795756 5.576732 0.14 0.14 0.9795756+ 5.576732i
#> 9 0.9062312 6.227736 0.16 0.16 0.9062312+ 6.227736i
#> 10 1.0527167 6.903997 0.18 0.18 1.0527167+ 6.903997i
#> 11 1.1243038 7.528759 0.20 0.20 1.1243038+ 7.528759i
#> 12 1.1107817 8.054866 0.22 0.22 1.1107817+ 8.054866i
#> 13 1.1873155 8.523958 0.24 0.24 1.1873155+ 8.523958i
#> 14 1.3996785 9.146947 0.26 0.26 1.3996785+ 9.146947i
#> 15 1.4649771 9.654614 0.28 0.28 1.4649771+ 9.654614i
#> 16 1.6703098 10.261483 0.30 0.30 1.6703098+10.261483i
#> 17 1.7692742 10.712325 0.32 0.32 1.7692742+10.712325i
#> 18 1.7931255 11.315271 0.34 0.34 1.7931255+11.315271i
#> 19 1.8741435 11.803506 0.36 0.36 1.8741435+11.803506i
#> 20 1.8937642 12.439680 0.38 0.38 1.8937642+12.439680i
#> 21 1.9480371 13.109843 0.40 0.40 1.9480371+13.109843i
#> 22 2.0973668 13.733648 0.42 0.42 2.0973668+13.733648i
#> 23 2.0879328 14.458409 0.44 0.44 2.0879328+14.458409i
#> 24 2.1879276 15.043079 0.46 0.46 2.1879276+15.043079i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_87 TrajSim_2_87
#> 2 0.018114803+0.6149256i Traj_2 Sim_87 TrajSim_2_87
#> 3 0.058151509+0.6020924i Traj_2 Sim_87 TrajSim_2_87
#> 4 0.110992212+0.5842053i Traj_2 Sim_87 TrajSim_2_87
#> 5 0.162405910+0.5934006i Traj_2 Sim_87 TrajSim_2_87
#> 6 0.145496906+0.5859636i Traj_2 Sim_87 TrajSim_2_87
#> 7 0.134995834+0.4368086i Traj_2 Sim_87 TrajSim_2_87
#> 8 0.013418475+0.5993361i Traj_2 Sim_87 TrajSim_2_87
#> 9 -0.073344472+0.6510035i Traj_2 Sim_87 TrajSim_2_87
#> 10 0.146485552+0.6762606i Traj_2 Sim_87 TrajSim_2_87
#> 11 0.071587079+0.6247628i Traj_2 Sim_87 TrajSim_2_87
#> 12 -0.013522061+0.5261064i Traj_2 Sim_87 TrajSim_2_87
#> 13 0.076533791+0.4690920i Traj_2 Sim_87 TrajSim_2_87
#> 14 0.212362936+0.6229896i Traj_2 Sim_87 TrajSim_2_87
#> 15 0.065298618+0.5076663i Traj_2 Sim_87 TrajSim_2_87
#> 16 0.205332752+0.6068691i Traj_2 Sim_87 TrajSim_2_87
#> 17 0.098964356+0.4508426i Traj_2 Sim_87 TrajSim_2_87
#> 18 0.023851320+0.6029455i Traj_2 Sim_87 TrajSim_2_87
#> 19 0.081017986+0.4882352i Traj_2 Sim_87 TrajSim_2_87
#> 20 0.019620740+0.6361740i Traj_2 Sim_87 TrajSim_2_87
#> 21 0.054272806+0.6701628i Traj_2 Sim_87 TrajSim_2_87
#> 22 0.149329701+0.6238049i Traj_2 Sim_87 TrajSim_2_87
#> 23 -0.009433926+0.7247613i Traj_2 Sim_87 TrajSim_2_87
#> 24 0.099994789+0.5846700i Traj_2 Sim_87 TrajSim_2_87
#>
#>
#> [[88]]
#> [[88]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6844223 1.470885 0.02 0.02 0.6844223+ 1.470885i
#> 3 0.8004191 2.109598 0.04 0.04 0.8004191+ 2.109598i
#> 4 0.7984437 2.597532 0.06 0.06 0.7984437+ 2.597532i
#> 5 0.8301655 3.170846 0.08 0.08 0.8301655+ 3.170846i
#> 6 0.7879950 3.689000 0.10 0.10 0.7879950+ 3.689000i
#> 7 0.9772257 4.156239 0.12 0.12 0.9772257+ 4.156239i
#> 8 0.9962973 4.697722 0.14 0.14 0.9962973+ 4.697722i
#> 9 1.2280546 5.262411 0.16 0.16 1.2280546+ 5.262411i
#> 10 1.2970878 5.778375 0.18 0.18 1.2970878+ 5.778375i
#> 11 1.4589265 6.318481 0.20 0.20 1.4589265+ 6.318481i
#> 12 1.5286668 6.854580 0.22 0.22 1.5286668+ 6.854580i
#> 13 1.5393453 7.312809 0.24 0.24 1.5393453+ 7.312809i
#> 14 1.6892987 7.784325 0.26 0.26 1.6892987+ 7.784325i
#> 15 1.7418585 8.289593 0.28 0.28 1.7418585+ 8.289593i
#> 16 1.7451427 8.831344 0.30 0.30 1.7451427+ 8.831344i
#> 17 1.8703631 9.328121 0.32 0.32 1.8703631+ 9.328121i
#> 18 2.1324962 9.852436 0.34 0.34 2.1324962+ 9.852436i
#> 19 2.2977086 10.397987 0.36 0.36 2.2977086+10.397987i
#> 20 2.2779851 10.931170 0.38 0.38 2.2779851+10.931170i
#> 21 2.3369641 11.403122 0.40 0.40 2.3369641+11.403122i
#> 22 2.3714786 11.947051 0.42 0.42 2.3714786+11.947051i
#> 23 2.4609445 12.478263 0.44 0.44 2.4609445+12.478263i
#> 24 2.6267416 12.963615 0.46 0.46 2.6267416+12.963615i
#> 25 2.8225898 13.546446 0.48 0.48 2.8225898+13.546446i
#> 26 2.7390639 14.128863 0.50 0.50 2.7390639+14.128863i
#> 27 2.7535184 14.651751 0.52 0.52 2.7535184+14.651751i
#> 28 2.8189867 15.215815 0.54 0.54 2.8189867+15.215815i
#> 29 2.9380307 15.732866 0.56 0.56 2.9380307+15.732866i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_88 TrajSim_1_88
#> 2 -0.011577653+0.5248853i Traj_1 Sim_88 TrajSim_1_88
#> 3 0.115996729+0.6387126i Traj_1 Sim_88 TrajSim_1_88
#> 4 -0.001975396+0.4879339i Traj_1 Sim_88 TrajSim_1_88
#> 5 0.031721820+0.5733139i Traj_1 Sim_88 TrajSim_1_88
#> 6 -0.042170505+0.5181538i Traj_1 Sim_88 TrajSim_1_88
#> 7 0.189230727+0.4672399i Traj_1 Sim_88 TrajSim_1_88
#> 8 0.019071540+0.5414829i Traj_1 Sim_88 TrajSim_1_88
#> 9 0.231757355+0.5646888i Traj_1 Sim_88 TrajSim_1_88
#> 10 0.069033142+0.5159637i Traj_1 Sim_88 TrajSim_1_88
#> 11 0.161838742+0.5401057i Traj_1 Sim_88 TrajSim_1_88
#> 12 0.069740298+0.5360999i Traj_1 Sim_88 TrajSim_1_88
#> 13 0.010678496+0.4582283i Traj_1 Sim_88 TrajSim_1_88
#> 14 0.149953418+0.4715165i Traj_1 Sim_88 TrajSim_1_88
#> 15 0.052559829+0.5052673i Traj_1 Sim_88 TrajSim_1_88
#> 16 0.003284134+0.5417516i Traj_1 Sim_88 TrajSim_1_88
#> 17 0.125220453+0.4967767i Traj_1 Sim_88 TrajSim_1_88
#> 18 0.262133021+0.5243152i Traj_1 Sim_88 TrajSim_1_88
#> 19 0.165212438+0.5455510i Traj_1 Sim_88 TrajSim_1_88
#> 20 -0.019723444+0.5331824i Traj_1 Sim_88 TrajSim_1_88
#> 21 0.058978965+0.4719521i Traj_1 Sim_88 TrajSim_1_88
#> 22 0.034514520+0.5439299i Traj_1 Sim_88 TrajSim_1_88
#> 23 0.089465894+0.5312116i Traj_1 Sim_88 TrajSim_1_88
#> 24 0.165797041+0.4853518i Traj_1 Sim_88 TrajSim_1_88
#> 25 0.195848192+0.5828313i Traj_1 Sim_88 TrajSim_1_88
#> 26 -0.083525867+0.5824171i Traj_1 Sim_88 TrajSim_1_88
#> 27 0.014454499+0.5228874i Traj_1 Sim_88 TrajSim_1_88
#> 28 0.065468313+0.5640642i Traj_1 Sim_88 TrajSim_1_88
#> 29 0.119044040+0.5170513i Traj_1 Sim_88 TrajSim_1_88
#>
#> [[88]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3998507 2.169165 0.02 0.02 0.3998507+ 2.169165i
#> 3 0.4564756 2.881813 0.04 0.04 0.4564756+ 2.881813i
#> 4 0.3382925 3.532241 0.06 0.06 0.3382925+ 3.532241i
#> 5 0.3913220 4.204118 0.08 0.08 0.3913220+ 4.204118i
#> 6 0.4760125 4.975640 0.10 0.10 0.4760125+ 4.975640i
#> 7 0.5647149 5.486533 0.12 0.12 0.5647149+ 5.486533i
#> 8 0.6327343 6.179137 0.14 0.14 0.6327343+ 6.179137i
#> 9 0.6570186 6.659347 0.16 0.16 0.6570186+ 6.659347i
#> 10 0.8425136 7.303598 0.18 0.18 0.8425136+ 7.303598i
#> 11 0.9861217 7.966702 0.20 0.20 0.9861217+ 7.966702i
#> 12 1.0841478 8.505434 0.22 0.22 1.0841478+ 8.505434i
#> 13 1.2021693 9.186362 0.24 0.24 1.2021693+ 9.186362i
#> 14 1.2208709 9.727850 0.26 0.26 1.2208709+ 9.727850i
#> 15 1.2248854 10.291972 0.28 0.28 1.2248854+10.291972i
#> 16 1.3720591 10.786069 0.30 0.30 1.3720591+10.786069i
#> 17 1.4348999 11.294838 0.32 0.32 1.4348999+11.294838i
#> 18 1.4827852 11.888022 0.34 0.34 1.4827852+11.888022i
#> 19 1.4692450 12.588630 0.36 0.36 1.4692450+12.588630i
#> 20 1.4787543 13.157126 0.38 0.38 1.4787543+13.157126i
#> 21 1.5677089 13.647797 0.40 0.40 1.5677089+13.647797i
#> 22 1.5497192 14.344531 0.42 0.42 1.5497192+14.344531i
#> 23 1.6469765 14.883613 0.44 0.44 1.6469765+14.883613i
#> 24 1.6413838 15.509015 0.46 0.46 1.6413838+15.509015i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_88 TrajSim_2_88
#> 2 0.063850660+0.6091655i Traj_2 Sim_88 TrajSim_2_88
#> 3 0.056624908+0.7126472i Traj_2 Sim_88 TrajSim_2_88
#> 4 -0.118183045+0.6504284i Traj_2 Sim_88 TrajSim_2_88
#> 5 0.053029524+0.6718769i Traj_2 Sim_88 TrajSim_2_88
#> 6 0.084690437+0.7715223i Traj_2 Sim_88 TrajSim_2_88
#> 7 0.088702403+0.5108926i Traj_2 Sim_88 TrajSim_2_88
#> 8 0.068019411+0.6926041i Traj_2 Sim_88 TrajSim_2_88
#> 9 0.024284268+0.4802103i Traj_2 Sim_88 TrajSim_2_88
#> 10 0.185494985+0.6442509i Traj_2 Sim_88 TrajSim_2_88
#> 11 0.143608119+0.6631037i Traj_2 Sim_88 TrajSim_2_88
#> 12 0.098026140+0.5387317i Traj_2 Sim_88 TrajSim_2_88
#> 13 0.118021532+0.6809286i Traj_2 Sim_88 TrajSim_2_88
#> 14 0.018701565+0.5414881i Traj_2 Sim_88 TrajSim_2_88
#> 15 0.004014525+0.5641215i Traj_2 Sim_88 TrajSim_2_88
#> 16 0.147173621+0.4940972i Traj_2 Sim_88 TrajSim_2_88
#> 17 0.062840859+0.5087692i Traj_2 Sim_88 TrajSim_2_88
#> 18 0.047885292+0.5931842i Traj_2 Sim_88 TrajSim_2_88
#> 19 -0.013540169+0.7006075i Traj_2 Sim_88 TrajSim_2_88
#> 20 0.009509243+0.5684960i Traj_2 Sim_88 TrajSim_2_88
#> 21 0.088954625+0.4906713i Traj_2 Sim_88 TrajSim_2_88
#> 22 -0.017989744+0.6967334i Traj_2 Sim_88 TrajSim_2_88
#> 23 0.097257306+0.5390824i Traj_2 Sim_88 TrajSim_2_88
#> 24 -0.005592706+0.6254015i Traj_2 Sim_88 TrajSim_2_88
#>
#>
#> [[89]]
#> [[89]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7001544 1.471139 0.02 0.02 0.7001544+ 1.471139i
#> 3 0.6864162 2.061068 0.04 0.04 0.6864162+ 2.061068i
#> 4 0.7771753 2.573331 0.06 0.06 0.7771753+ 2.573331i
#> 5 0.7144861 3.069618 0.08 0.08 0.7144861+ 3.069618i
#> 6 0.8217786 3.615482 0.10 0.10 0.8217786+ 3.615482i
#> 7 0.8304163 4.150247 0.12 0.12 0.8304163+ 4.150247i
#> 8 0.8232105 4.690074 0.14 0.14 0.8232105+ 4.690074i
#> 9 0.9928233 5.203713 0.16 0.16 0.9928233+ 5.203713i
#> 10 1.0261098 5.652119 0.18 0.18 1.0261098+ 5.652119i
#> 11 1.1290811 6.058766 0.20 0.20 1.1290811+ 6.058766i
#> 12 1.1150574 6.616158 0.22 0.22 1.1150574+ 6.616158i
#> 13 1.0867098 7.025274 0.24 0.24 1.0867098+ 7.025274i
#> 14 1.1489765 7.479633 0.26 0.26 1.1489765+ 7.479633i
#> 15 1.2073503 8.017189 0.28 0.28 1.2073503+ 8.017189i
#> 16 1.1761892 8.608427 0.30 0.30 1.1761892+ 8.608427i
#> 17 1.0588594 9.104313 0.32 0.32 1.0588594+ 9.104313i
#> 18 1.0026908 9.526999 0.34 0.34 1.0026908+ 9.526999i
#> 19 0.9458568 10.008535 0.36 0.36 0.9458568+10.008535i
#> 20 0.9246067 10.511237 0.38 0.38 0.9246067+10.511237i
#> 21 0.8989350 10.934863 0.40 0.40 0.8989350+10.934863i
#> 22 1.0035944 11.459037 0.42 0.42 1.0035944+11.459037i
#> 23 1.0090533 12.000171 0.44 0.44 1.0090533+12.000171i
#> 24 1.0989207 12.551758 0.46 0.46 1.0989207+12.551758i
#> 25 1.0907905 13.112945 0.48 0.48 1.0907905+13.112945i
#> 26 1.2278349 13.693612 0.50 0.50 1.2278349+13.693612i
#> 27 1.2870366 14.290452 0.52 0.52 1.2870366+14.290452i
#> 28 1.4372049 14.817680 0.54 0.54 1.4372049+14.817680i
#> 29 1.3644083 15.302457 0.56 0.56 1.3644083+15.302457i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_89 TrajSim_1_89
#> 2 0.004154442+0.5251389i Traj_1 Sim_89 TrajSim_1_89
#> 3 -0.013738274+0.5899294i Traj_1 Sim_89 TrajSim_1_89
#> 4 0.090759141+0.5122629i Traj_1 Sim_89 TrajSim_1_89
#> 5 -0.062689223+0.4962866i Traj_1 Sim_89 TrajSim_1_89
#> 6 0.107292485+0.5458640i Traj_1 Sim_89 TrajSim_1_89
#> 7 0.008637741+0.5347650i Traj_1 Sim_89 TrajSim_1_89
#> 8 -0.007205815+0.5398273i Traj_1 Sim_89 TrajSim_1_89
#> 9 0.169612836+0.5136386i Traj_1 Sim_89 TrajSim_1_89
#> 10 0.033286492+0.4484066i Traj_1 Sim_89 TrajSim_1_89
#> 11 0.102971234+0.4066465i Traj_1 Sim_89 TrajSim_1_89
#> 12 -0.014023616+0.5573919i Traj_1 Sim_89 TrajSim_1_89
#> 13 -0.028347685+0.4091165i Traj_1 Sim_89 TrajSim_1_89
#> 14 0.062266767+0.4543586i Traj_1 Sim_89 TrajSim_1_89
#> 15 0.058373775+0.5375566i Traj_1 Sim_89 TrajSim_1_89
#> 16 -0.031161071+0.5912377i Traj_1 Sim_89 TrajSim_1_89
#> 17 -0.117329818+0.4958854i Traj_1 Sim_89 TrajSim_1_89
#> 18 -0.056168594+0.4226869i Traj_1 Sim_89 TrajSim_1_89
#> 19 -0.056833989+0.4815359i Traj_1 Sim_89 TrajSim_1_89
#> 20 -0.021250108+0.5027021i Traj_1 Sim_89 TrajSim_1_89
#> 21 -0.025671735+0.4236254i Traj_1 Sim_89 TrajSim_1_89
#> 22 0.104659375+0.5241747i Traj_1 Sim_89 TrajSim_1_89
#> 23 0.005458941+0.5411336i Traj_1 Sim_89 TrajSim_1_89
#> 24 0.089867371+0.5515874i Traj_1 Sim_89 TrajSim_1_89
#> 25 -0.008130158+0.5611865i Traj_1 Sim_89 TrajSim_1_89
#> 26 0.137044416+0.5806675i Traj_1 Sim_89 TrajSim_1_89
#> 27 0.059201658+0.5968393i Traj_1 Sim_89 TrajSim_1_89
#> 28 0.150168342+0.5272280i Traj_1 Sim_89 TrajSim_1_89
#> 29 -0.072796679+0.4847768i Traj_1 Sim_89 TrajSim_1_89
#>
#> [[89]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3566392 2.048452 0.02 0.02 0.3566392+ 2.048452i
#> 3 0.3567598 2.771605 0.04 0.04 0.3567598+ 2.771605i
#> 4 0.2749776 3.360215 0.06 0.06 0.2749776+ 3.360215i
#> 5 0.3141011 3.844442 0.08 0.08 0.3141011+ 3.844442i
#> 6 0.3499172 4.483178 0.10 0.10 0.3499172+ 4.483178i
#> 7 0.3949251 5.109525 0.12 0.12 0.3949251+ 5.109525i
#> 8 0.4013146 5.651714 0.14 0.14 0.4013146+ 5.651714i
#> 9 0.4119601 6.113261 0.16 0.16 0.4119601+ 6.113261i
#> 10 0.3833437 6.684399 0.18 0.18 0.3833437+ 6.684399i
#> 11 0.5773655 7.115031 0.20 0.20 0.5773655+ 7.115031i
#> 12 0.6041125 7.751019 0.22 0.22 0.6041125+ 7.751019i
#> 13 0.5580062 8.340237 0.24 0.24 0.5580062+ 8.340237i
#> 14 0.6532886 8.943184 0.26 0.26 0.6532886+ 8.943184i
#> 15 0.8063182 9.557337 0.28 0.28 0.8063182+ 9.557337i
#> 16 0.9178208 10.273757 0.30 0.30 0.9178208+10.273757i
#> 17 0.9003754 10.825405 0.32 0.32 0.9003754+10.825405i
#> 18 0.9181664 11.406854 0.34 0.34 0.9181664+11.406854i
#> 19 1.0310083 11.948366 0.36 0.36 1.0310083+11.948366i
#> 20 1.1909102 12.557772 0.38 0.38 1.1909102+12.557772i
#> 21 1.2368584 13.060345 0.40 0.40 1.2368584+13.060345i
#> 22 1.3128999 13.541918 0.42 0.42 1.3128999+13.541918i
#> 23 1.3610816 14.077671 0.44 0.44 1.3610816+14.077671i
#> 24 1.6580278 14.788926 0.46 0.46 1.6580278+14.788926i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_89 TrajSim_2_89
#> 2 0.0206391743+0.4884524i Traj_2 Sim_89 TrajSim_2_89
#> 3 0.0001206602+0.7231521i Traj_2 Sim_89 TrajSim_2_89
#> 4 -0.0817822119+0.5886102i Traj_2 Sim_89 TrajSim_2_89
#> 5 0.0391235066+0.4842269i Traj_2 Sim_89 TrajSim_2_89
#> 6 0.0358160545+0.6387364i Traj_2 Sim_89 TrajSim_2_89
#> 7 0.0450079596+0.6263473i Traj_2 Sim_89 TrajSim_2_89
#> 8 0.0063894894+0.5421882i Traj_2 Sim_89 TrajSim_2_89
#> 9 0.0106454916+0.4615476i Traj_2 Sim_89 TrajSim_2_89
#> 10 -0.0286164664+0.5711382i Traj_2 Sim_89 TrajSim_2_89
#> 11 0.1940218563+0.4306320i Traj_2 Sim_89 TrajSim_2_89
#> 12 0.0267469895+0.6359879i Traj_2 Sim_89 TrajSim_2_89
#> 13 -0.0461062757+0.5892182i Traj_2 Sim_89 TrajSim_2_89
#> 14 0.0952823847+0.6029462i Traj_2 Sim_89 TrajSim_2_89
#> 15 0.1530295595+0.6141537i Traj_2 Sim_89 TrajSim_2_89
#> 16 0.1115026325+0.7164193i Traj_2 Sim_89 TrajSim_2_89
#> 17 -0.0174453657+0.5516484i Traj_2 Sim_89 TrajSim_2_89
#> 18 0.0177909210+0.5814494i Traj_2 Sim_89 TrajSim_2_89
#> 19 0.1128419233+0.5415118i Traj_2 Sim_89 TrajSim_2_89
#> 20 0.1599019130+0.6094058i Traj_2 Sim_89 TrajSim_2_89
#> 21 0.0459482511+0.5025733i Traj_2 Sim_89 TrajSim_2_89
#> 22 0.0760414538+0.4815724i Traj_2 Sim_89 TrajSim_2_89
#> 23 0.0481817167+0.5357529i Traj_2 Sim_89 TrajSim_2_89
#> 24 0.2969461979+0.7112553i Traj_2 Sim_89 TrajSim_2_89
#>
#>
#> [[90]]
#> [[90]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.9567787 1.363922 0.02 0.02 0.9567787+ 1.363922i
#> 3 0.9166471 1.947004 0.04 0.04 0.9166471+ 1.947004i
#> 4 1.1379705 2.568021 0.06 0.06 1.1379705+ 2.568021i
#> 5 1.2402929 3.067214 0.08 0.08 1.2402929+ 3.067214i
#> 6 1.2216211 3.674881 0.10 0.10 1.2216211+ 3.674881i
#> 7 1.3608171 4.170024 0.12 0.12 1.3608171+ 4.170024i
#> 8 1.3241564 4.650497 0.14 0.14 1.3241564+ 4.650497i
#> 9 1.3585504 5.211721 0.16 0.16 1.3585504+ 5.211721i
#> 10 1.2918420 5.703547 0.18 0.18 1.2918420+ 5.703547i
#> 11 1.3758282 6.275192 0.20 0.20 1.3758282+ 6.275192i
#> 12 1.3366839 6.800236 0.22 0.22 1.3366839+ 6.800236i
#> 13 1.4198414 7.297356 0.24 0.24 1.4198414+ 7.297356i
#> 14 1.5527678 7.775245 0.26 0.26 1.5527678+ 7.775245i
#> 15 1.6705162 8.251059 0.28 0.28 1.6705162+ 8.251059i
#> 16 1.8236265 8.809280 0.30 0.30 1.8236265+ 8.809280i
#> 17 1.8558566 9.339803 0.32 0.32 1.8558566+ 9.339803i
#> 18 1.9635952 9.808510 0.34 0.34 1.9635952+ 9.808510i
#> 19 2.0497850 10.386672 0.36 0.36 2.0497850+10.386672i
#> 20 2.2120344 10.927813 0.38 0.38 2.2120344+10.927813i
#> 21 2.3535998 11.483206 0.40 0.40 2.3535998+11.483206i
#> 22 2.4456270 11.950819 0.42 0.42 2.4456270+11.950819i
#> 23 2.5156063 12.483562 0.44 0.44 2.5156063+12.483562i
#> 24 2.6945925 12.952150 0.46 0.46 2.6945925+12.952150i
#> 25 2.5710201 13.421790 0.48 0.48 2.5710201+13.421790i
#> 26 2.5953365 14.045401 0.50 0.50 2.5953365+14.045401i
#> 27 2.6534620 14.663972 0.52 0.52 2.6534620+14.663972i
#> 28 2.6325156 15.207301 0.54 0.54 2.6325156+15.207301i
#> 29 2.6093671 15.831369 0.56 0.56 2.6093671+15.831369i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_90 TrajSim_1_90
#> 2 0.26077871+0.4179222i Traj_1 Sim_90 TrajSim_1_90
#> 3 -0.04013158+0.5830817i Traj_1 Sim_90 TrajSim_1_90
#> 4 0.22132334+0.6210173i Traj_1 Sim_90 TrajSim_1_90
#> 5 0.10232241+0.4991930i Traj_1 Sim_90 TrajSim_1_90
#> 6 -0.01867179+0.6076670i Traj_1 Sim_90 TrajSim_1_90
#> 7 0.13919599+0.4951423i Traj_1 Sim_90 TrajSim_1_90
#> 8 -0.03666072+0.4804732i Traj_1 Sim_90 TrajSim_1_90
#> 9 0.03439404+0.5612244i Traj_1 Sim_90 TrajSim_1_90
#> 10 -0.06670838+0.4918258i Traj_1 Sim_90 TrajSim_1_90
#> 11 0.08398621+0.5716454i Traj_1 Sim_90 TrajSim_1_90
#> 12 -0.03914435+0.5250441i Traj_1 Sim_90 TrajSim_1_90
#> 13 0.08315750+0.4971192i Traj_1 Sim_90 TrajSim_1_90
#> 14 0.13292641+0.4778890i Traj_1 Sim_90 TrajSim_1_90
#> 15 0.11774839+0.4758143i Traj_1 Sim_90 TrajSim_1_90
#> 16 0.15311034+0.5582212i Traj_1 Sim_90 TrajSim_1_90
#> 17 0.03223005+0.5305231i Traj_1 Sim_90 TrajSim_1_90
#> 18 0.10773863+0.4687072i Traj_1 Sim_90 TrajSim_1_90
#> 19 0.08618984+0.5781620i Traj_1 Sim_90 TrajSim_1_90
#> 20 0.16224935+0.5411407i Traj_1 Sim_90 TrajSim_1_90
#> 21 0.14156535+0.5553933i Traj_1 Sim_90 TrajSim_1_90
#> 22 0.09202729+0.4676120i Traj_1 Sim_90 TrajSim_1_90
#> 23 0.06997926+0.5327439i Traj_1 Sim_90 TrajSim_1_90
#> 24 0.17898620+0.4685874i Traj_1 Sim_90 TrajSim_1_90
#> 25 -0.12357240+0.4696398i Traj_1 Sim_90 TrajSim_1_90
#> 26 0.02431634+0.6236117i Traj_1 Sim_90 TrajSim_1_90
#> 27 0.05812559+0.6185705i Traj_1 Sim_90 TrajSim_1_90
#> 28 -0.02094639+0.5433288i Traj_1 Sim_90 TrajSim_1_90
#> 29 -0.02314850+0.6240688i Traj_1 Sim_90 TrajSim_1_90
#>
#> [[90]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5149895 2.190688 0.02 0.02 0.5149895+ 2.190688i
#> 3 0.6766933 2.784066 0.04 0.04 0.6766933+ 2.784066i
#> 4 0.6657393 3.363303 0.06 0.06 0.6657393+ 3.363303i
#> 5 0.6674763 4.019219 0.08 0.08 0.6674763+ 4.019219i
#> 6 0.8079423 4.512790 0.10 0.10 0.8079423+ 4.512790i
#> 7 0.9336575 5.027020 0.12 0.12 0.9336575+ 5.027020i
#> 8 1.0416942 5.671733 0.14 0.14 1.0416942+ 5.671733i
#> 9 0.9078302 6.361731 0.16 0.16 0.9078302+ 6.361731i
#> 10 0.9662068 6.948726 0.18 0.18 0.9662068+ 6.948726i
#> 11 1.1592657 7.602621 0.20 0.20 1.1592657+ 7.602621i
#> 12 1.0703071 8.200788 0.22 0.22 1.0703071+ 8.200788i
#> 13 1.0740903 8.884062 0.24 0.24 1.0740903+ 8.884062i
#> 14 1.1601489 9.639772 0.26 0.26 1.1601489+ 9.639772i
#> 15 1.2153711 10.333706 0.28 0.28 1.2153711+10.333706i
#> 16 1.2921757 10.871287 0.30 0.30 1.2921757+10.871287i
#> 17 1.3441354 11.552006 0.32 0.32 1.3441354+11.552006i
#> 18 1.4840300 12.178849 0.34 0.34 1.4840300+12.178849i
#> 19 1.5158406 12.549464 0.36 0.36 1.5158406+12.549464i
#> 20 1.6565088 13.113841 0.38 0.38 1.6565088+13.113841i
#> 21 1.7377507 13.624902 0.40 0.40 1.7377507+13.624902i
#> 22 1.8661591 14.115077 0.42 0.42 1.8661591+14.115077i
#> 23 1.9050137 14.724058 0.44 0.44 1.9050137+14.724058i
#> 24 1.9577797 15.359512 0.46 0.46 1.9577797+15.359512i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_90 TrajSim_2_90
#> 2 0.178989521+0.6306879i Traj_2 Sim_90 TrajSim_2_90
#> 3 0.161703827+0.5933776i Traj_2 Sim_90 TrajSim_2_90
#> 4 -0.010954084+0.5792375i Traj_2 Sim_90 TrajSim_2_90
#> 5 0.001737000+0.6559162i Traj_2 Sim_90 TrajSim_2_90
#> 6 0.140466045+0.4935704i Traj_2 Sim_90 TrajSim_2_90
#> 7 0.125715233+0.5142305i Traj_2 Sim_90 TrajSim_2_90
#> 8 0.108036646+0.6447129i Traj_2 Sim_90 TrajSim_2_90
#> 9 -0.133864034+0.6899985i Traj_2 Sim_90 TrajSim_2_90
#> 10 0.058376644+0.5869947i Traj_2 Sim_90 TrajSim_2_90
#> 11 0.193058865+0.6538949i Traj_2 Sim_90 TrajSim_2_90
#> 12 -0.088958520+0.5981671i Traj_2 Sim_90 TrajSim_2_90
#> 13 0.003783124+0.6832738i Traj_2 Sim_90 TrajSim_2_90
#> 14 0.086058657+0.7557096i Traj_2 Sim_90 TrajSim_2_90
#> 15 0.055222173+0.6939341i Traj_2 Sim_90 TrajSim_2_90
#> 16 0.076804574+0.5375815i Traj_2 Sim_90 TrajSim_2_90
#> 17 0.051959683+0.6807183i Traj_2 Sim_90 TrajSim_2_90
#> 18 0.139894657+0.6268432i Traj_2 Sim_90 TrajSim_2_90
#> 19 0.031810633+0.3706154i Traj_2 Sim_90 TrajSim_2_90
#> 20 0.140668156+0.5643765i Traj_2 Sim_90 TrajSim_2_90
#> 21 0.081241935+0.5110614i Traj_2 Sim_90 TrajSim_2_90
#> 22 0.128408363+0.4901748i Traj_2 Sim_90 TrajSim_2_90
#> 23 0.038854620+0.6089815i Traj_2 Sim_90 TrajSim_2_90
#> 24 0.052766030+0.6354534i Traj_2 Sim_90 TrajSim_2_90
#>
#>
#> [[91]]
#> [[91]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6518720 1.461730 0.02 0.02 0.6518720+ 1.461730i
#> 3 0.5998863 1.950639 0.04 0.04 0.5998863+ 1.950639i
#> 4 0.7752423 2.412378 0.06 0.06 0.7752423+ 2.412378i
#> 5 0.7992080 2.890352 0.08 0.08 0.7992080+ 2.890352i
#> 6 0.7891211 3.315461 0.10 0.10 0.7891211+ 3.315461i
#> 7 0.8959015 3.808721 0.12 0.12 0.8959015+ 3.808721i
#> 8 0.9397071 4.324736 0.14 0.14 0.9397071+ 4.324736i
#> 9 0.9770535 4.848686 0.16 0.16 0.9770535+ 4.848686i
#> 10 0.9926206 5.365319 0.18 0.18 0.9926206+ 5.365319i
#> 11 1.0247369 5.871374 0.20 0.20 1.0247369+ 5.871374i
#> 12 1.0101143 6.448788 0.22 0.22 1.0101143+ 6.448788i
#> 13 1.0697546 7.018184 0.24 0.24 1.0697546+ 7.018184i
#> 14 1.2027820 7.559022 0.26 0.26 1.2027820+ 7.559022i
#> 15 1.1371815 8.041682 0.28 0.28 1.1371815+ 8.041682i
#> 16 1.0809570 8.531868 0.30 0.30 1.0809570+ 8.531868i
#> 17 1.0571369 9.074251 0.32 0.32 1.0571369+ 9.074251i
#> 18 1.1682567 9.537637 0.34 0.34 1.1682567+ 9.537637i
#> 19 1.1277637 10.083790 0.36 0.36 1.1277637+10.083790i
#> 20 1.1500648 10.743683 0.38 0.38 1.1500648+10.743683i
#> 21 1.2119240 11.380244 0.40 0.40 1.2119240+11.380244i
#> 22 1.2105246 11.878571 0.42 0.42 1.2105246+11.878571i
#> 23 1.3748619 12.329430 0.44 0.44 1.3748619+12.329430i
#> 24 1.4894389 12.819725 0.46 0.46 1.4894389+12.819725i
#> 25 1.4480129 13.373993 0.48 0.48 1.4480129+13.373993i
#> 26 1.5472594 13.847900 0.50 0.50 1.5472594+13.847900i
#> 27 1.6348141 14.354883 0.52 0.52 1.6348141+14.354883i
#> 28 1.5939163 14.972354 0.54 0.54 1.5939163+14.972354i
#> 29 1.6355072 15.572334 0.56 0.56 1.6355072+15.572334i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_91 TrajSim_1_91
#> 2 -0.044128025+0.5157296i Traj_1 Sim_91 TrajSim_1_91
#> 3 -0.051985710+0.4889091i Traj_1 Sim_91 TrajSim_1_91
#> 4 0.175355986+0.4617388i Traj_1 Sim_91 TrajSim_1_91
#> 5 0.023965766+0.4779745i Traj_1 Sim_91 TrajSim_1_91
#> 6 -0.010086894+0.4251088i Traj_1 Sim_91 TrajSim_1_91
#> 7 0.106780391+0.4932600i Traj_1 Sim_91 TrajSim_1_91
#> 8 0.043805543+0.5160155i Traj_1 Sim_91 TrajSim_1_91
#> 9 0.037346446+0.5239501i Traj_1 Sim_91 TrajSim_1_91
#> 10 0.015567140+0.5166328i Traj_1 Sim_91 TrajSim_1_91
#> 11 0.032116291+0.5060552i Traj_1 Sim_91 TrajSim_1_91
#> 12 -0.014622598+0.5774140i Traj_1 Sim_91 TrajSim_1_91
#> 13 0.059640243+0.5693959i Traj_1 Sim_91 TrajSim_1_91
#> 14 0.133027371+0.5408379i Traj_1 Sim_91 TrajSim_1_91
#> 15 -0.065600475+0.4826598i Traj_1 Sim_91 TrajSim_1_91
#> 16 -0.056224516+0.4901862i Traj_1 Sim_91 TrajSim_1_91
#> 17 -0.023820085+0.5423824i Traj_1 Sim_91 TrajSim_1_91
#> 18 0.111119810+0.4633862i Traj_1 Sim_91 TrajSim_1_91
#> 19 -0.040492948+0.5461534i Traj_1 Sim_91 TrajSim_1_91
#> 20 0.022301020+0.6598925i Traj_1 Sim_91 TrajSim_1_91
#> 21 0.061859242+0.6365617i Traj_1 Sim_91 TrajSim_1_91
#> 22 -0.001399407+0.4983263i Traj_1 Sim_91 TrajSim_1_91
#> 23 0.164337265+0.4508589i Traj_1 Sim_91 TrajSim_1_91
#> 24 0.114577054+0.4902951i Traj_1 Sim_91 TrajSim_1_91
#> 25 -0.041426060+0.5542683i Traj_1 Sim_91 TrajSim_1_91
#> 26 0.099246529+0.4739070i Traj_1 Sim_91 TrajSim_1_91
#> 27 0.087554730+0.5069827i Traj_1 Sim_91 TrajSim_1_91
#> 28 -0.040897843+0.6174713i Traj_1 Sim_91 TrajSim_1_91
#> 29 0.041590925+0.5999799i Traj_1 Sim_91 TrajSim_1_91
#>
#> [[91]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3021918 2.169762 0.02 0.02 0.3021918+ 2.169762i
#> 3 0.4539470 2.756853 0.04 0.04 0.4539470+ 2.756853i
#> 4 0.5664847 3.396769 0.06 0.06 0.5664847+ 3.396769i
#> 5 0.5718297 3.916399 0.08 0.08 0.5718297+ 3.916399i
#> 6 0.6619340 4.681846 0.10 0.10 0.6619340+ 4.681846i
#> 7 0.7698304 5.399359 0.12 0.12 0.7698304+ 5.399359i
#> 8 0.9810115 6.180675 0.14 0.14 0.9810115+ 6.180675i
#> 9 0.9827478 6.763934 0.16 0.16 0.9827478+ 6.763934i
#> 10 1.1350929 7.546877 0.18 0.18 1.1350929+ 7.546877i
#> 11 1.1259562 8.212827 0.20 0.20 1.1259562+ 8.212827i
#> 12 1.2755228 8.798425 0.22 0.22 1.2755228+ 8.798425i
#> 13 1.3307417 9.426911 0.24 0.24 1.3307417+ 9.426911i
#> 14 1.4494576 10.011932 0.26 0.26 1.4494576+10.011932i
#> 15 1.5458040 10.576051 0.28 0.28 1.5458040+10.576051i
#> 16 1.6322875 11.159441 0.30 0.30 1.6322875+11.159441i
#> 17 1.6732089 11.791823 0.32 0.32 1.6732089+11.791823i
#> 18 1.8202560 12.384778 0.34 0.34 1.8202560+12.384778i
#> 19 1.9377750 13.023718 0.36 0.36 1.9377750+13.023718i
#> 20 1.9150059 13.623789 0.38 0.38 1.9150059+13.623789i
#> 21 1.9518667 14.230088 0.40 0.40 1.9518667+14.230088i
#> 22 1.9381333 14.875029 0.42 0.42 1.9381333+14.875029i
#> 23 2.0450254 15.471259 0.44 0.44 2.0450254+15.471259i
#> 24 2.1363285 16.018115 0.46 0.46 2.1363285+16.018115i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_91 TrajSim_2_91
#> 2 -0.033808212+0.6097620i Traj_2 Sim_91 TrajSim_2_91
#> 3 0.151755197+0.5870906i Traj_2 Sim_91 TrajSim_2_91
#> 4 0.112537694+0.6399162i Traj_2 Sim_91 TrajSim_2_91
#> 5 0.005344983+0.5196298i Traj_2 Sim_91 TrajSim_2_91
#> 6 0.090104344+0.7654473i Traj_2 Sim_91 TrajSim_2_91
#> 7 0.107896375+0.7175134i Traj_2 Sim_91 TrajSim_2_91
#> 8 0.211181070+0.7813159i Traj_2 Sim_91 TrajSim_2_91
#> 9 0.001736397+0.5832590i Traj_2 Sim_91 TrajSim_2_91
#> 10 0.152345026+0.7829429i Traj_2 Sim_91 TrajSim_2_91
#> 11 -0.009136672+0.6659503i Traj_2 Sim_91 TrajSim_2_91
#> 12 0.149566647+0.5855980i Traj_2 Sim_91 TrajSim_2_91
#> 13 0.055218851+0.6284853i Traj_2 Sim_91 TrajSim_2_91
#> 14 0.118715869+0.5850215i Traj_2 Sim_91 TrajSim_2_91
#> 15 0.096346454+0.5641192i Traj_2 Sim_91 TrajSim_2_91
#> 16 0.086483465+0.5833899i Traj_2 Sim_91 TrajSim_2_91
#> 17 0.040921397+0.6323817i Traj_2 Sim_91 TrajSim_2_91
#> 18 0.147047080+0.5929555i Traj_2 Sim_91 TrajSim_2_91
#> 19 0.117519085+0.6389399i Traj_2 Sim_91 TrajSim_2_91
#> 20 -0.022769176+0.6000707i Traj_2 Sim_91 TrajSim_2_91
#> 21 0.036860839+0.6062987i Traj_2 Sim_91 TrajSim_2_91
#> 22 -0.013733421+0.6449417i Traj_2 Sim_91 TrajSim_2_91
#> 23 0.106892096+0.5962300i Traj_2 Sim_91 TrajSim_2_91
#> 24 0.091303108+0.5468557i Traj_2 Sim_91 TrajSim_2_91
#>
#>
#> [[92]]
#> [[92]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7177263 1.465924 0.02 0.02 0.7177263+ 1.465924i
#> 3 0.7676518 1.983892 0.04 0.04 0.7676518+ 1.983892i
#> 4 0.8807515 2.419536 0.06 0.06 0.8807515+ 2.419536i
#> 5 0.8870004 2.860083 0.08 0.08 0.8870004+ 2.860083i
#> 6 0.8707599 3.526864 0.10 0.10 0.8707599+ 3.526864i
#> 7 0.9582440 4.112108 0.12 0.12 0.9582440+ 4.112108i
#> 8 1.1295839 4.657061 0.14 0.14 1.1295839+ 4.657061i
#> 9 1.1109406 5.168476 0.16 0.16 1.1109406+ 5.168476i
#> 10 1.2187247 5.681119 0.18 0.18 1.2187247+ 5.681119i
#> 11 1.4085776 6.224614 0.20 0.20 1.4085776+ 6.224614i
#> 12 1.4137984 6.661754 0.22 0.22 1.4137984+ 6.661754i
#> 13 1.4486605 7.110149 0.24 0.24 1.4486605+ 7.110149i
#> 14 1.5452548 7.638729 0.26 0.26 1.5452548+ 7.638729i
#> 15 1.7085959 8.183549 0.28 0.28 1.7085959+ 8.183549i
#> 16 1.7784661 8.752719 0.30 0.30 1.7784661+ 8.752719i
#> 17 1.9340180 9.327201 0.32 0.32 1.9340180+ 9.327201i
#> 18 1.9629711 9.867547 0.34 0.34 1.9629711+ 9.867547i
#> 19 1.9579243 10.376692 0.36 0.36 1.9579243+10.376692i
#> 20 2.0723419 10.777722 0.38 0.38 2.0723419+10.777722i
#> 21 2.3372884 11.288246 0.40 0.40 2.3372884+11.288246i
#> 22 2.1962800 11.853868 0.42 0.42 2.1962800+11.853868i
#> 23 2.1415477 12.387673 0.44 0.44 2.1415477+12.387673i
#> 24 2.2146952 12.957080 0.46 0.46 2.2146952+12.957080i
#> 25 2.2763557 13.494331 0.48 0.48 2.2763557+13.494331i
#> 26 2.2695243 14.018117 0.50 0.50 2.2695243+14.018117i
#> 27 2.4284636 14.524571 0.52 0.52 2.4284636+14.524571i
#> 28 2.4416554 15.007686 0.54 0.54 2.4416554+15.007686i
#> 29 2.6332503 15.497545 0.56 0.56 2.6332503+15.497545i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_92 TrajSim_1_92
#> 2 0.021726340+0.5199243i Traj_1 Sim_92 TrajSim_1_92
#> 3 0.049925459+0.5179675i Traj_1 Sim_92 TrajSim_1_92
#> 4 0.113099658+0.4356443i Traj_1 Sim_92 TrajSim_1_92
#> 5 0.006248948+0.4405474i Traj_1 Sim_92 TrajSim_1_92
#> 6 -0.016240461+0.6667806i Traj_1 Sim_92 TrajSim_1_92
#> 7 0.087484065+0.5852444i Traj_1 Sim_92 TrajSim_1_92
#> 8 0.171339933+0.5449525i Traj_1 Sim_92 TrajSim_1_92
#> 9 -0.018643354+0.5114156i Traj_1 Sim_92 TrajSim_1_92
#> 10 0.107784137+0.5126428i Traj_1 Sim_92 TrajSim_1_92
#> 11 0.189852905+0.5434945i Traj_1 Sim_92 TrajSim_1_92
#> 12 0.005220790+0.4371404i Traj_1 Sim_92 TrajSim_1_92
#> 13 0.034862085+0.4483946i Traj_1 Sim_92 TrajSim_1_92
#> 14 0.096594266+0.5285801i Traj_1 Sim_92 TrajSim_1_92
#> 15 0.163341088+0.5448203i Traj_1 Sim_92 TrajSim_1_92
#> 16 0.069870212+0.5691700i Traj_1 Sim_92 TrajSim_1_92
#> 17 0.155551971+0.5744814i Traj_1 Sim_92 TrajSim_1_92
#> 18 0.028953080+0.5403461i Traj_1 Sim_92 TrajSim_1_92
#> 19 -0.005046848+0.5091455i Traj_1 Sim_92 TrajSim_1_92
#> 20 0.114417652+0.4010295i Traj_1 Sim_92 TrajSim_1_92
#> 21 0.264946511+0.5105240i Traj_1 Sim_92 TrajSim_1_92
#> 22 -0.141008441+0.5656219i Traj_1 Sim_92 TrajSim_1_92
#> 23 -0.054732317+0.5338051i Traj_1 Sim_92 TrajSim_1_92
#> 24 0.073147564+0.5694069i Traj_1 Sim_92 TrajSim_1_92
#> 25 0.061660448+0.5372509i Traj_1 Sim_92 TrajSim_1_92
#> 26 -0.006831386+0.5237869i Traj_1 Sim_92 TrajSim_1_92
#> 27 0.158939278+0.5064536i Traj_1 Sim_92 TrajSim_1_92
#> 28 0.013191828+0.4831154i Traj_1 Sim_92 TrajSim_1_92
#> 29 0.191594925+0.4898585i Traj_1 Sim_92 TrajSim_1_92
#>
#> [[92]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4073586 2.089071 0.02 0.02 0.4073586+ 2.089071i
#> 3 0.4784298 2.660913 0.04 0.04 0.4784298+ 2.660913i
#> 4 0.6728675 3.143747 0.06 0.06 0.6728675+ 3.143747i
#> 5 0.6629126 3.629464 0.08 0.08 0.6629126+ 3.629464i
#> 6 0.8231634 4.070395 0.10 0.10 0.8231634+ 4.070395i
#> 7 0.9015627 4.569941 0.12 0.12 0.9015627+ 4.569941i
#> 8 1.0189603 5.180652 0.14 0.14 1.0189603+ 5.180652i
#> 9 1.0503478 5.905402 0.16 0.16 1.0503478+ 5.905402i
#> 10 0.9779304 6.256618 0.18 0.18 0.9779304+ 6.256618i
#> 11 1.0841721 6.937031 0.20 0.20 1.0841721+ 6.937031i
#> 12 1.0938483 7.567357 0.22 0.22 1.0938483+ 7.567357i
#> 13 0.9853171 8.175634 0.24 0.24 0.9853171+ 8.175634i
#> 14 0.8383113 8.827075 0.26 0.26 0.8383113+ 8.827075i
#> 15 0.9363340 9.349989 0.28 0.28 0.9363340+ 9.349989i
#> 16 0.9818424 10.167294 0.30 0.30 0.9818424+10.167294i
#> 17 1.0370465 10.659194 0.32 0.32 1.0370465+10.659194i
#> 18 1.2519854 11.342295 0.34 0.34 1.2519854+11.342295i
#> 19 1.2440712 11.831293 0.36 0.36 1.2440712+11.831293i
#> 20 1.2709625 12.362844 0.38 0.38 1.2709625+12.362844i
#> 21 1.3067855 12.946238 0.40 0.40 1.3067855+12.946238i
#> 22 1.4858223 13.655654 0.42 0.42 1.4858223+13.655654i
#> 23 1.7104982 14.309913 0.44 0.44 1.7104982+14.309913i
#> 24 1.7259884 14.882630 0.46 0.46 1.7259884+14.882630i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_92 TrajSim_2_92
#> 2 0.071358633+0.5290713i Traj_2 Sim_92 TrajSim_2_92
#> 3 0.071071131+0.5718412i Traj_2 Sim_92 TrajSim_2_92
#> 4 0.194437746+0.4828344i Traj_2 Sim_92 TrajSim_2_92
#> 5 -0.009954910+0.4857168i Traj_2 Sim_92 TrajSim_2_92
#> 6 0.160250797+0.4409317i Traj_2 Sim_92 TrajSim_2_92
#> 7 0.078399310+0.4995459i Traj_2 Sim_92 TrajSim_2_92
#> 8 0.117397598+0.6107105i Traj_2 Sim_92 TrajSim_2_92
#> 9 0.031387453+0.7247498i Traj_2 Sim_92 TrajSim_2_92
#> 10 -0.072417321+0.3512166i Traj_2 Sim_92 TrajSim_2_92
#> 11 0.106241647+0.6804132i Traj_2 Sim_92 TrajSim_2_92
#> 12 0.009676256+0.6303256i Traj_2 Sim_92 TrajSim_2_92
#> 13 -0.108531241+0.6082768i Traj_2 Sim_92 TrajSim_2_92
#> 14 -0.147005814+0.6514413i Traj_2 Sim_92 TrajSim_2_92
#> 15 0.098022694+0.5229138i Traj_2 Sim_92 TrajSim_2_92
#> 16 0.045508437+0.8173053i Traj_2 Sim_92 TrajSim_2_92
#> 17 0.055204121+0.4919002i Traj_2 Sim_92 TrajSim_2_92
#> 18 0.214938905+0.6831005i Traj_2 Sim_92 TrajSim_2_92
#> 19 -0.007914270+0.4889980i Traj_2 Sim_92 TrajSim_2_92
#> 20 0.026891322+0.5315510i Traj_2 Sim_92 TrajSim_2_92
#> 21 0.035823056+0.5833944i Traj_2 Sim_92 TrajSim_2_92
#> 22 0.179036730+0.7094160i Traj_2 Sim_92 TrajSim_2_92
#> 23 0.224675951+0.6542586i Traj_2 Sim_92 TrajSim_2_92
#> 24 0.015490220+0.5727175i Traj_2 Sim_92 TrajSim_2_92
#>
#>
#> [[93]]
#> [[93]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6709440 1.506208 0.02 0.02 0.6709440+ 1.506208i
#> 3 0.7331911 2.053178 0.04 0.04 0.7331911+ 2.053178i
#> 4 0.7309134 2.633237 0.06 0.06 0.7309134+ 2.633237i
#> 5 0.8191231 3.075349 0.08 0.08 0.8191231+ 3.075349i
#> 6 0.9253761 3.549256 0.10 0.10 0.9253761+ 3.549256i
#> 7 0.9733623 4.024606 0.12 0.12 0.9733623+ 4.024606i
#> 8 1.0614742 4.660449 0.14 0.14 1.0614742+ 4.660449i
#> 9 1.0711291 5.201476 0.16 0.16 1.0711291+ 5.201476i
#> 10 1.1680067 5.717319 0.18 0.18 1.1680067+ 5.717319i
#> 11 1.2192831 6.214089 0.20 0.20 1.2192831+ 6.214089i
#> 12 1.4053002 6.653785 0.22 0.22 1.4053002+ 6.653785i
#> 13 1.3921666 7.236150 0.24 0.24 1.3921666+ 7.236150i
#> 14 1.4482648 7.840566 0.26 0.26 1.4482648+ 7.840566i
#> 15 1.5192385 8.318218 0.28 0.28 1.5192385+ 8.318218i
#> 16 1.6274355 8.878189 0.30 0.30 1.6274355+ 8.878189i
#> 17 1.6619490 9.433228 0.32 0.32 1.6619490+ 9.433228i
#> 18 1.7244518 9.961143 0.34 0.34 1.7244518+ 9.961143i
#> 19 1.8059460 10.409399 0.36 0.36 1.8059460+10.409399i
#> 20 1.7910015 10.862871 0.38 0.38 1.7910015+10.862871i
#> 21 1.8060748 11.369927 0.40 0.40 1.8060748+11.369927i
#> 22 1.9184792 11.878167 0.42 0.42 1.9184792+11.878167i
#> 23 1.9458104 12.385486 0.44 0.44 1.9458104+12.385486i
#> 24 2.1168225 13.094183 0.46 0.46 2.1168225+13.094183i
#> 25 2.0342211 13.599816 0.48 0.48 2.0342211+13.599816i
#> 26 1.9405157 14.094256 0.50 0.50 1.9405157+14.094256i
#> 27 2.0032335 14.707968 0.52 0.52 2.0032335+14.707968i
#> 28 1.9878953 15.266028 0.54 0.54 1.9878953+15.266028i
#> 29 2.0964217 15.764931 0.56 0.56 2.0964217+15.764931i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_93 TrajSim_1_93
#> 2 -0.025055993+0.5602084i Traj_1 Sim_93 TrajSim_1_93
#> 3 0.062247097+0.5469692i Traj_1 Sim_93 TrajSim_1_93
#> 4 -0.002277713+0.5800591i Traj_1 Sim_93 TrajSim_1_93
#> 5 0.088209698+0.4421120i Traj_1 Sim_93 TrajSim_1_93
#> 6 0.106252996+0.4739071i Traj_1 Sim_93 TrajSim_1_93
#> 7 0.047986192+0.4753506i Traj_1 Sim_93 TrajSim_1_93
#> 8 0.088111889+0.6358429i Traj_1 Sim_93 TrajSim_1_93
#> 9 0.009654898+0.5410269i Traj_1 Sim_93 TrajSim_1_93
#> 10 0.096877592+0.5158428i Traj_1 Sim_93 TrajSim_1_93
#> 11 0.051276469+0.4967705i Traj_1 Sim_93 TrajSim_1_93
#> 12 0.186017085+0.4396958i Traj_1 Sim_93 TrajSim_1_93
#> 13 -0.013133628+0.5823650i Traj_1 Sim_93 TrajSim_1_93
#> 14 0.056098221+0.6044159i Traj_1 Sim_93 TrajSim_1_93
#> 15 0.070973667+0.4776522i Traj_1 Sim_93 TrajSim_1_93
#> 16 0.108197029+0.5599705i Traj_1 Sim_93 TrajSim_1_93
#> 17 0.034513514+0.5550389i Traj_1 Sim_93 TrajSim_1_93
#> 18 0.062502756+0.5279150i Traj_1 Sim_93 TrajSim_1_93
#> 19 0.081494207+0.4482559i Traj_1 Sim_93 TrajSim_1_93
#> 20 -0.014944518+0.4534723i Traj_1 Sim_93 TrajSim_1_93
#> 21 0.015073346+0.5070566i Traj_1 Sim_93 TrajSim_1_93
#> 22 0.112404418+0.5082395i Traj_1 Sim_93 TrajSim_1_93
#> 23 0.027331175+0.5073188i Traj_1 Sim_93 TrajSim_1_93
#> 24 0.171012083+0.7086972i Traj_1 Sim_93 TrajSim_1_93
#> 25 -0.082601385+0.5056329i Traj_1 Sim_93 TrajSim_1_93
#> 26 -0.093705386+0.4944401i Traj_1 Sim_93 TrajSim_1_93
#> 27 0.062717784+0.6137124i Traj_1 Sim_93 TrajSim_1_93
#> 28 -0.015338164+0.5580598i Traj_1 Sim_93 TrajSim_1_93
#> 29 0.108526340+0.4989030i Traj_1 Sim_93 TrajSim_1_93
#>
#> [[93]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4753060 2.144755 0.02 0.02 0.4753060+ 2.144755i
#> 3 0.5668402 2.750739 0.04 0.04 0.5668402+ 2.750739i
#> 4 0.6552821 3.289470 0.06 0.06 0.6552821+ 3.289470i
#> 5 0.7698903 3.834292 0.08 0.08 0.7698903+ 3.834292i
#> 6 0.7576350 4.617890 0.10 0.10 0.7576350+ 4.617890i
#> 7 0.7504314 5.126935 0.12 0.12 0.7504314+ 5.126935i
#> 8 0.7387476 5.872862 0.14 0.14 0.7387476+ 5.872862i
#> 9 0.8027082 6.426002 0.16 0.16 0.8027082+ 6.426002i
#> 10 0.8031889 6.957532 0.18 0.18 0.8031889+ 6.957532i
#> 11 0.9304963 7.515493 0.20 0.20 0.9304963+ 7.515493i
#> 12 1.0185367 8.068445 0.22 0.22 1.0185367+ 8.068445i
#> 13 1.0287240 8.672185 0.24 0.24 1.0287240+ 8.672185i
#> 14 1.0717423 9.207034 0.26 0.26 1.0717423+ 9.207034i
#> 15 1.1519916 9.848315 0.28 0.28 1.1519916+ 9.848315i
#> 16 1.1891913 10.481098 0.30 0.30 1.1891913+10.481098i
#> 17 1.3277225 11.128601 0.32 0.32 1.3277225+11.128601i
#> 18 1.2606047 11.654431 0.34 0.34 1.2606047+11.654431i
#> 19 1.3068201 12.309104 0.36 0.36 1.3068201+12.309104i
#> 20 1.3215030 12.981636 0.38 0.38 1.3215030+12.981636i
#> 21 1.3507512 13.568412 0.40 0.40 1.3507512+13.568412i
#> 22 1.5431077 14.154662 0.42 0.42 1.5431077+14.154662i
#> 23 1.6070110 14.737113 0.44 0.44 1.6070110+14.737113i
#> 24 1.8509165 15.473906 0.46 0.46 1.8509165+15.473906i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_93 TrajSim_2_93
#> 2 0.139306001+0.5847552i Traj_2 Sim_93 TrajSim_2_93
#> 3 0.091534169+0.6059838i Traj_2 Sim_93 TrajSim_2_93
#> 4 0.088441966+0.5387311i Traj_2 Sim_93 TrajSim_2_93
#> 5 0.114608175+0.5448218i Traj_2 Sim_93 TrajSim_2_93
#> 6 -0.012255342+0.7835984i Traj_2 Sim_93 TrajSim_2_93
#> 7 -0.007203527+0.5090448i Traj_2 Sim_93 TrajSim_2_93
#> 8 -0.011683827+0.7459268i Traj_2 Sim_93 TrajSim_2_93
#> 9 0.063960547+0.5531406i Traj_2 Sim_93 TrajSim_2_93
#> 10 0.000480730+0.5315293i Traj_2 Sim_93 TrajSim_2_93
#> 11 0.127307382+0.5579614i Traj_2 Sim_93 TrajSim_2_93
#> 12 0.088040390+0.5529519i Traj_2 Sim_93 TrajSim_2_93
#> 13 0.010187328+0.6037395i Traj_2 Sim_93 TrajSim_2_93
#> 14 0.043018293+0.5348496i Traj_2 Sim_93 TrajSim_2_93
#> 15 0.080249268+0.6412805i Traj_2 Sim_93 TrajSim_2_93
#> 16 0.037199777+0.6327834i Traj_2 Sim_93 TrajSim_2_93
#> 17 0.138531150+0.6475023i Traj_2 Sim_93 TrajSim_2_93
#> 18 -0.067117807+0.5258303i Traj_2 Sim_93 TrajSim_2_93
#> 19 0.046215448+0.6546733i Traj_2 Sim_93 TrajSim_2_93
#> 20 0.014682902+0.6725319i Traj_2 Sim_93 TrajSim_2_93
#> 21 0.029248178+0.5867762i Traj_2 Sim_93 TrajSim_2_93
#> 22 0.192356518+0.5862501i Traj_2 Sim_93 TrajSim_2_93
#> 23 0.063903316+0.5824509i Traj_2 Sim_93 TrajSim_2_93
#> 24 0.243905428+0.7367930i Traj_2 Sim_93 TrajSim_2_93
#>
#>
#> [[94]]
#> [[94]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7452264 1.496419 0.02 0.02 0.7452264+ 1.496419i
#> 3 0.6868954 2.013518 0.04 0.04 0.6868954+ 2.013518i
#> 4 0.6839658 2.627692 0.06 0.06 0.6839658+ 2.627692i
#> 5 0.7442893 3.152521 0.08 0.08 0.7442893+ 3.152521i
#> 6 0.8487373 3.709955 0.10 0.10 0.8487373+ 3.709955i
#> 7 0.8567153 4.222285 0.12 0.12 0.8567153+ 4.222285i
#> 8 0.9540741 4.702509 0.14 0.14 0.9540741+ 4.702509i
#> 9 0.9956984 5.094276 0.16 0.16 0.9956984+ 5.094276i
#> 10 0.9582235 5.702989 0.18 0.18 0.9582235+ 5.702989i
#> 11 1.0762081 6.261840 0.20 0.20 1.0762081+ 6.261840i
#> 12 1.0553812 6.716558 0.22 0.22 1.0553812+ 6.716558i
#> 13 1.0071526 7.381580 0.24 0.24 1.0071526+ 7.381580i
#> 14 1.0924420 7.771017 0.26 0.26 1.0924420+ 7.771017i
#> 15 1.1742234 8.332427 0.28 0.28 1.1742234+ 8.332427i
#> 16 1.2722886 8.812449 0.30 0.30 1.2722886+ 8.812449i
#> 17 1.2241347 9.303498 0.32 0.32 1.2241347+ 9.303498i
#> 18 1.2207559 9.825522 0.34 0.34 1.2207559+ 9.825522i
#> 19 1.3828995 10.319706 0.36 0.36 1.3828995+10.319706i
#> 20 1.4005570 10.869970 0.38 0.38 1.4005570+10.869970i
#> 21 1.5048051 11.266730 0.40 0.40 1.5048051+11.266730i
#> 22 1.6240429 11.757249 0.42 0.42 1.6240429+11.757249i
#> 23 1.7564328 12.164372 0.44 0.44 1.7564328+12.164372i
#> 24 1.7878109 12.708922 0.46 0.46 1.7878109+12.708922i
#> 25 1.7118034 13.221209 0.48 0.48 1.7118034+13.221209i
#> 26 1.7044001 13.717454 0.50 0.50 1.7044001+13.717454i
#> 27 1.5723071 14.264578 0.52 0.52 1.5723071+14.264578i
#> 28 1.5429017 14.805912 0.54 0.54 1.5429017+14.805912i
#> 29 1.6450281 15.281472 0.56 0.56 1.6450281+15.281472i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_94 TrajSim_1_94
#> 2 0.049226400+0.5504189i Traj_1 Sim_94 TrajSim_1_94
#> 3 -0.058331009+0.5170987i Traj_1 Sim_94 TrajSim_1_94
#> 4 -0.002929606+0.6141743i Traj_1 Sim_94 TrajSim_1_94
#> 5 0.060323544+0.5248287i Traj_1 Sim_94 TrajSim_1_94
#> 6 0.104447926+0.5574345i Traj_1 Sim_94 TrajSim_1_94
#> 7 0.007978079+0.5123295i Traj_1 Sim_94 TrajSim_1_94
#> 8 0.097358774+0.4802243i Traj_1 Sim_94 TrajSim_1_94
#> 9 0.041624288+0.3917673i Traj_1 Sim_94 TrajSim_1_94
#> 10 -0.037474854+0.6087126i Traj_1 Sim_94 TrajSim_1_94
#> 11 0.117984522+0.5588514i Traj_1 Sim_94 TrajSim_1_94
#> 12 -0.020826840+0.4547181i Traj_1 Sim_94 TrajSim_1_94
#> 13 -0.048228604+0.6650215i Traj_1 Sim_94 TrajSim_1_94
#> 14 0.085289370+0.3894374i Traj_1 Sim_94 TrajSim_1_94
#> 15 0.081781451+0.5614094i Traj_1 Sim_94 TrajSim_1_94
#> 16 0.098065189+0.4800221i Traj_1 Sim_94 TrajSim_1_94
#> 17 -0.048153939+0.4910493i Traj_1 Sim_94 TrajSim_1_94
#> 18 -0.003378829+0.5220240i Traj_1 Sim_94 TrajSim_1_94
#> 19 0.162143636+0.4941843i Traj_1 Sim_94 TrajSim_1_94
#> 20 0.017657507+0.5502634i Traj_1 Sim_94 TrajSim_1_94
#> 21 0.104248141+0.3967603i Traj_1 Sim_94 TrajSim_1_94
#> 22 0.119237703+0.4905187i Traj_1 Sim_94 TrajSim_1_94
#> 23 0.132389917+0.4071235i Traj_1 Sim_94 TrajSim_1_94
#> 24 0.031378182+0.5445500i Traj_1 Sim_94 TrajSim_1_94
#> 25 -0.076007518+0.5122865i Traj_1 Sim_94 TrajSim_1_94
#> 26 -0.007403305+0.4962454i Traj_1 Sim_94 TrajSim_1_94
#> 27 -0.132093029+0.5471234i Traj_1 Sim_94 TrajSim_1_94
#> 28 -0.029405389+0.5413343i Traj_1 Sim_94 TrajSim_1_94
#> 29 0.102126346+0.4755598i Traj_1 Sim_94 TrajSim_1_94
#>
#> [[94]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5448704 2.234203 0.02 0.02 0.5448704+ 2.234203i
#> 3 0.7104767 2.915727 0.04 0.04 0.7104767+ 2.915727i
#> 4 0.8317150 3.620648 0.06 0.06 0.8317150+ 3.620648i
#> 5 0.8464480 4.153109 0.08 0.08 0.8464480+ 4.153109i
#> 6 0.8172922 4.740890 0.10 0.10 0.8172922+ 4.740890i
#> 7 0.7393381 5.330037 0.12 0.12 0.7393381+ 5.330037i
#> 8 0.6840686 6.031178 0.14 0.14 0.6840686+ 6.031178i
#> 9 0.7625213 6.789072 0.16 0.16 0.7625213+ 6.789072i
#> 10 0.7002715 7.505121 0.18 0.18 0.7002715+ 7.505121i
#> 11 0.8474645 8.126523 0.20 0.20 0.8474645+ 8.126523i
#> 12 1.1369595 8.752898 0.22 0.22 1.1369595+ 8.752898i
#> 13 1.2263406 9.338296 0.24 0.24 1.2263406+ 9.338296i
#> 14 1.3469652 9.792898 0.26 0.26 1.3469652+ 9.792898i
#> 15 1.5145298 10.609059 0.28 0.28 1.5145298+10.609059i
#> 16 1.6521700 11.258040 0.30 0.30 1.6521700+11.258040i
#> 17 1.8308808 11.845130 0.32 0.32 1.8308808+11.845130i
#> 18 1.9775920 12.413900 0.34 0.34 1.9775920+12.413900i
#> 19 2.0540651 12.921004 0.36 0.36 2.0540651+12.921004i
#> 20 2.0732812 13.521523 0.38 0.38 2.0732812+13.521523i
#> 21 2.0107901 14.143848 0.40 0.40 2.0107901+14.143848i
#> 22 2.2490761 14.766997 0.42 0.42 2.2490761+14.766997i
#> 23 2.3629622 15.298239 0.44 0.44 2.3629622+15.298239i
#> 24 2.4473734 15.970861 0.46 0.46 2.4473734+15.970861i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_94 TrajSim_2_94
#> 2 0.20887040+0.6742030i Traj_2 Sim_94 TrajSim_2_94
#> 3 0.16560628+0.6815242i Traj_2 Sim_94 TrajSim_2_94
#> 4 0.12123831+0.7049203i Traj_2 Sim_94 TrajSim_2_94
#> 5 0.01473302+0.5324613i Traj_2 Sim_94 TrajSim_2_94
#> 6 -0.02915580+0.5877815i Traj_2 Sim_94 TrajSim_2_94
#> 7 -0.07795412+0.5891471i Traj_2 Sim_94 TrajSim_2_94
#> 8 -0.05526949+0.7011410i Traj_2 Sim_94 TrajSim_2_94
#> 9 0.07845266+0.7578939i Traj_2 Sim_94 TrajSim_2_94
#> 10 -0.06224977+0.7160486i Traj_2 Sim_94 TrajSim_2_94
#> 11 0.14719298+0.6214023i Traj_2 Sim_94 TrajSim_2_94
#> 12 0.28949507+0.6263744i Traj_2 Sim_94 TrajSim_2_94
#> 13 0.08938107+0.5853986i Traj_2 Sim_94 TrajSim_2_94
#> 14 0.12062465+0.4546021i Traj_2 Sim_94 TrajSim_2_94
#> 15 0.16756451+0.8161610i Traj_2 Sim_94 TrajSim_2_94
#> 16 0.13764023+0.6489811i Traj_2 Sim_94 TrajSim_2_94
#> 17 0.17871082+0.5870901i Traj_2 Sim_94 TrajSim_2_94
#> 18 0.14671119+0.5687698i Traj_2 Sim_94 TrajSim_2_94
#> 19 0.07647312+0.5071036i Traj_2 Sim_94 TrajSim_2_94
#> 20 0.01921608+0.6005189i Traj_2 Sim_94 TrajSim_2_94
#> 21 -0.06249110+0.6223250i Traj_2 Sim_94 TrajSim_2_94
#> 22 0.23828605+0.6231490i Traj_2 Sim_94 TrajSim_2_94
#> 23 0.11388607+0.5312420i Traj_2 Sim_94 TrajSim_2_94
#> 24 0.08441122+0.6726221i Traj_2 Sim_94 TrajSim_2_94
#>
#>
#> [[95]]
#> [[95]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7737057 1.485579 0.02 0.02 0.7737057+ 1.485579i
#> 3 0.8629023 1.994825 0.04 0.04 0.8629023+ 1.994825i
#> 4 0.8009247 2.488290 0.06 0.06 0.8009247+ 2.488290i
#> 5 0.9953006 3.061850 0.08 0.08 0.9953006+ 3.061850i
#> 6 1.1116229 3.524067 0.10 0.10 1.1116229+ 3.524067i
#> 7 1.1173574 4.083927 0.12 0.12 1.1173574+ 4.083927i
#> 8 1.1464849 4.636280 0.14 0.14 1.1464849+ 4.636280i
#> 9 1.1159929 5.099453 0.16 0.16 1.1159929+ 5.099453i
#> 10 1.1329830 5.679747 0.18 0.18 1.1329830+ 5.679747i
#> 11 1.2119858 6.186626 0.20 0.20 1.2119858+ 6.186626i
#> 12 1.1526302 6.790325 0.22 0.22 1.1526302+ 6.790325i
#> 13 1.2278958 7.302296 0.24 0.24 1.2278958+ 7.302296i
#> 14 1.2349505 7.883078 0.26 0.26 1.2349505+ 7.883078i
#> 15 1.2325266 8.444417 0.28 0.28 1.2325266+ 8.444417i
#> 16 1.2737588 8.993487 0.30 0.30 1.2737588+ 8.993487i
#> 17 1.2434688 9.547390 0.32 0.32 1.2434688+ 9.547390i
#> 18 1.3543541 10.040423 0.34 0.34 1.3543541+10.040423i
#> 19 1.3434803 10.602587 0.36 0.36 1.3434803+10.602587i
#> 20 1.5287460 11.028171 0.38 0.38 1.5287460+11.028171i
#> 21 1.6048982 11.665306 0.40 0.40 1.6048982+11.665306i
#> 22 1.5473401 12.142087 0.42 0.42 1.5473401+12.142087i
#> 23 1.6806252 12.660123 0.44 0.44 1.6806252+12.660123i
#> 24 1.6358829 13.177400 0.46 0.46 1.6358829+13.177400i
#> 25 1.7417328 13.628069 0.48 0.48 1.7417328+13.628069i
#> 26 1.7932671 14.146715 0.50 0.50 1.7932671+14.146715i
#> 27 1.8082660 14.709474 0.52 0.52 1.8082660+14.709474i
#> 28 1.8763895 15.325458 0.54 0.54 1.8763895+15.325458i
#> 29 1.9340652 15.871783 0.56 0.56 1.9340652+15.871783i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_95 TrajSim_1_95
#> 2 0.077705737+0.5395790i Traj_1 Sim_95 TrajSim_1_95
#> 3 0.089196522+0.5092462i Traj_1 Sim_95 TrajSim_1_95
#> 4 -0.061977516+0.4934647i Traj_1 Sim_95 TrajSim_1_95
#> 5 0.194375883+0.5735604i Traj_1 Sim_95 TrajSim_1_95
#> 6 0.116322278+0.4622164i Traj_1 Sim_95 TrajSim_1_95
#> 7 0.005734533+0.5598599i Traj_1 Sim_95 TrajSim_1_95
#> 8 0.029127511+0.5523534i Traj_1 Sim_95 TrajSim_1_95
#> 9 -0.030492078+0.4631732i Traj_1 Sim_95 TrajSim_1_95
#> 10 0.016990128+0.5802942i Traj_1 Sim_95 TrajSim_1_95
#> 11 0.079002816+0.5068781i Traj_1 Sim_95 TrajSim_1_95
#> 12 -0.059355582+0.6036998i Traj_1 Sim_95 TrajSim_1_95
#> 13 0.075265614+0.5119706i Traj_1 Sim_95 TrajSim_1_95
#> 14 0.007054696+0.5807817i Traj_1 Sim_95 TrajSim_1_95
#> 15 -0.002423958+0.5613391i Traj_1 Sim_95 TrajSim_1_95
#> 16 0.041232181+0.5490699i Traj_1 Sim_95 TrajSim_1_95
#> 17 -0.030289990+0.5539031i Traj_1 Sim_95 TrajSim_1_95
#> 18 0.110885306+0.4930332i Traj_1 Sim_95 TrajSim_1_95
#> 19 -0.010873751+0.5621635i Traj_1 Sim_95 TrajSim_1_95
#> 20 0.185265680+0.4255847i Traj_1 Sim_95 TrajSim_1_95
#> 21 0.076152155+0.6371352i Traj_1 Sim_95 TrajSim_1_95
#> 22 -0.057558075+0.4767808i Traj_1 Sim_95 TrajSim_1_95
#> 23 0.133285091+0.5180362i Traj_1 Sim_95 TrajSim_1_95
#> 24 -0.044742300+0.5172766i Traj_1 Sim_95 TrajSim_1_95
#> 25 0.105849951+0.4506691i Traj_1 Sim_95 TrajSim_1_95
#> 26 0.051534220+0.5186461i Traj_1 Sim_95 TrajSim_1_95
#> 27 0.014998995+0.5627587i Traj_1 Sim_95 TrajSim_1_95
#> 28 0.068123409+0.6159838i Traj_1 Sim_95 TrajSim_1_95
#> 29 0.057675790+0.5463254i Traj_1 Sim_95 TrajSim_1_95
#>
#> [[95]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4848028 2.144555 0.02 0.02 0.4848028+ 2.144555i
#> 3 0.4703042 2.693241 0.04 0.04 0.4703042+ 2.693241i
#> 4 0.6639142 3.368317 0.06 0.06 0.6639142+ 3.368317i
#> 5 0.6945080 3.903952 0.08 0.08 0.6945080+ 3.903952i
#> 6 0.6281715 4.450068 0.10 0.10 0.6281715+ 4.450068i
#> 7 0.6498799 5.015982 0.12 0.12 0.6498799+ 5.015982i
#> 8 0.6629656 5.627290 0.14 0.14 0.6629656+ 5.627290i
#> 9 0.7584820 6.151875 0.16 0.16 0.7584820+ 6.151875i
#> 10 0.8225291 6.832243 0.18 0.18 0.8225291+ 6.832243i
#> 11 0.9864622 7.387770 0.20 0.20 0.9864622+ 7.387770i
#> 12 1.0103459 8.004654 0.22 0.22 1.0103459+ 8.004654i
#> 13 1.0863307 8.682637 0.24 0.24 1.0863307+ 8.682637i
#> 14 1.3741684 9.234952 0.26 0.26 1.3741684+ 9.234952i
#> 15 1.4971619 9.799058 0.28 0.28 1.4971619+ 9.799058i
#> 16 1.5283826 10.392774 0.30 0.30 1.5283826+10.392774i
#> 17 1.5710819 10.888895 0.32 0.32 1.5710819+10.888895i
#> 18 1.6822178 11.443286 0.34 0.34 1.6822178+11.443286i
#> 19 1.7059726 12.067385 0.36 0.36 1.7059726+12.067385i
#> 20 1.8614306 12.710365 0.38 0.38 1.8614306+12.710365i
#> 21 1.8902579 13.311784 0.40 0.40 1.8902579+13.311784i
#> 22 1.8720578 13.925462 0.42 0.42 1.8720578+13.925462i
#> 23 1.9591220 14.478078 0.44 0.44 1.9591220+14.478078i
#> 24 2.0651150 14.993437 0.46 0.46 2.0651150+14.993437i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_95 TrajSim_2_95
#> 2 0.14880276+0.5845552i Traj_2 Sim_95 TrajSim_2_95
#> 3 -0.01449859+0.5486861i Traj_2 Sim_95 TrajSim_2_95
#> 4 0.19361002+0.6750756i Traj_2 Sim_95 TrajSim_2_95
#> 5 0.03059378+0.5356351i Traj_2 Sim_95 TrajSim_2_95
#> 6 -0.06633649+0.5461165i Traj_2 Sim_95 TrajSim_2_95
#> 7 0.02170841+0.5659138i Traj_2 Sim_95 TrajSim_2_95
#> 8 0.01308566+0.6113073i Traj_2 Sim_95 TrajSim_2_95
#> 9 0.09551644+0.5245853i Traj_2 Sim_95 TrajSim_2_95
#> 10 0.06404715+0.6803683i Traj_2 Sim_95 TrajSim_2_95
#> 11 0.16393302+0.5555269i Traj_2 Sim_95 TrajSim_2_95
#> 12 0.02388371+0.6168836i Traj_2 Sim_95 TrajSim_2_95
#> 13 0.07598487+0.6779839i Traj_2 Sim_95 TrajSim_2_95
#> 14 0.28783768+0.5523150i Traj_2 Sim_95 TrajSim_2_95
#> 15 0.12299347+0.5641060i Traj_2 Sim_95 TrajSim_2_95
#> 16 0.03122073+0.5937155i Traj_2 Sim_95 TrajSim_2_95
#> 17 0.04269926+0.4961207i Traj_2 Sim_95 TrajSim_2_95
#> 18 0.11113592+0.5543909i Traj_2 Sim_95 TrajSim_2_95
#> 19 0.02375481+0.6240999i Traj_2 Sim_95 TrajSim_2_95
#> 20 0.15545798+0.6429791i Traj_2 Sim_95 TrajSim_2_95
#> 21 0.02882729+0.6014199i Traj_2 Sim_95 TrajSim_2_95
#> 22 -0.01820009+0.6136770i Traj_2 Sim_95 TrajSim_2_95
#> 23 0.08706418+0.5526167i Traj_2 Sim_95 TrajSim_2_95
#> 24 0.10599304+0.5153591i Traj_2 Sim_95 TrajSim_2_95
#>
#>
#> [[96]]
#> [[96]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6463896 1.581893 0.02 0.02 0.6463896+ 1.581893i
#> 3 0.7924073 2.052828 0.04 0.04 0.7924073+ 2.052828i
#> 4 0.8274730 2.545730 0.06 0.06 0.8274730+ 2.545730i
#> 5 0.9009841 3.122338 0.08 0.08 0.9009841+ 3.122338i
#> 6 0.7787661 3.700826 0.10 0.10 0.7787661+ 3.700826i
#> 7 0.7792716 4.133239 0.12 0.12 0.7792716+ 4.133239i
#> 8 0.7090235 4.604867 0.14 0.14 0.7090235+ 4.604867i
#> 9 0.6363981 5.141815 0.16 0.16 0.6363981+ 5.141815i
#> 10 0.6378205 5.581546 0.18 0.18 0.6378205+ 5.581546i
#> 11 0.8121667 6.145122 0.20 0.20 0.8121667+ 6.145122i
#> 12 0.8596005 6.687689 0.22 0.22 0.8596005+ 6.687689i
#> 13 0.9718390 7.156146 0.24 0.24 0.9718390+ 7.156146i
#> 14 0.9873087 7.784411 0.26 0.26 0.9873087+ 7.784411i
#> 15 0.9615384 8.295307 0.28 0.28 0.9615384+ 8.295307i
#> 16 1.0598996 8.730124 0.30 0.30 1.0598996+ 8.730124i
#> 17 1.1102617 9.314260 0.32 0.32 1.1102617+ 9.314260i
#> 18 1.1355757 9.804439 0.34 0.34 1.1355757+ 9.804439i
#> 19 1.1033502 10.342873 0.36 0.36 1.1033502+10.342873i
#> 20 1.1101475 10.903319 0.38 0.38 1.1101475+10.903319i
#> 21 1.1166653 11.430389 0.40 0.40 1.1166653+11.430389i
#> 22 1.1282962 11.913678 0.42 0.42 1.1282962+11.913678i
#> 23 1.2128193 12.431813 0.44 0.44 1.2128193+12.431813i
#> 24 1.2405350 12.878195 0.46 0.46 1.2405350+12.878195i
#> 25 1.2995605 13.467671 0.48 0.48 1.2995605+13.467671i
#> 26 1.3817144 14.007814 0.50 0.50 1.3817144+14.007814i
#> 27 1.3384942 14.566971 0.52 0.52 1.3384942+14.566971i
#> 28 1.4962676 15.077114 0.54 0.54 1.4962676+15.077114i
#> 29 1.5061876 15.634827 0.56 0.56 1.5061876+15.634827i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_96 TrajSim_1_96
#> 2 -0.0496104162+0.6358931i Traj_1 Sim_96 TrajSim_1_96
#> 3 0.1460177144+0.4709347i Traj_1 Sim_96 TrajSim_1_96
#> 4 0.0350656564+0.4929027i Traj_1 Sim_96 TrajSim_1_96
#> 5 0.0735111764+0.5766077i Traj_1 Sim_96 TrajSim_1_96
#> 6 -0.1222180377+0.5784880i Traj_1 Sim_96 TrajSim_1_96
#> 7 0.0005054604+0.4324131i Traj_1 Sim_96 TrajSim_1_96
#> 8 -0.0702480268+0.4716281i Traj_1 Sim_96 TrajSim_1_96
#> 9 -0.0726254731+0.5369476i Traj_1 Sim_96 TrajSim_1_96
#> 10 0.0014224727+0.4397315i Traj_1 Sim_96 TrajSim_1_96
#> 11 0.1743461988+0.5635757i Traj_1 Sim_96 TrajSim_1_96
#> 12 0.0474337378+0.5425668i Traj_1 Sim_96 TrajSim_1_96
#> 13 0.1122385333+0.4684565i Traj_1 Sim_96 TrajSim_1_96
#> 14 0.0154696539+0.6282659i Traj_1 Sim_96 TrajSim_1_96
#> 15 -0.0257702468+0.5108952i Traj_1 Sim_96 TrajSim_1_96
#> 16 0.0983612029+0.4348176i Traj_1 Sim_96 TrajSim_1_96
#> 17 0.0503621370+0.5841357i Traj_1 Sim_96 TrajSim_1_96
#> 18 0.0253139616+0.4901792i Traj_1 Sim_96 TrajSim_1_96
#> 19 -0.0322255036+0.5384341i Traj_1 Sim_96 TrajSim_1_96
#> 20 0.0067973293+0.5604458i Traj_1 Sim_96 TrajSim_1_96
#> 21 0.0065177403+0.5270694i Traj_1 Sim_96 TrajSim_1_96
#> 22 0.0116309568+0.4832899i Traj_1 Sim_96 TrajSim_1_96
#> 23 0.0845230298+0.5181346i Traj_1 Sim_96 TrajSim_1_96
#> 24 0.0277157633+0.4463818i Traj_1 Sim_96 TrajSim_1_96
#> 25 0.0590254982+0.5894766i Traj_1 Sim_96 TrajSim_1_96
#> 26 0.0821538478+0.5401428i Traj_1 Sim_96 TrajSim_1_96
#> 27 -0.0432202030+0.5591570i Traj_1 Sim_96 TrajSim_1_96
#> 28 0.1577734675+0.5101430i Traj_1 Sim_96 TrajSim_1_96
#> 29 0.0099199330+0.5577123i Traj_1 Sim_96 TrajSim_1_96
#>
#> [[96]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3764115 2.058847 0.02 0.02 0.3764115+ 2.058847i
#> 3 0.4092213 2.787730 0.04 0.04 0.4092213+ 2.787730i
#> 4 0.3821292 3.387054 0.06 0.06 0.3821292+ 3.387054i
#> 5 0.6354511 3.962154 0.08 0.08 0.6354511+ 3.962154i
#> 6 0.7041058 4.481941 0.10 0.10 0.7041058+ 4.481941i
#> 7 0.7237903 4.965806 0.12 0.12 0.7237903+ 4.965806i
#> 8 0.7085843 5.578480 0.14 0.14 0.7085843+ 5.578480i
#> 9 0.7226996 6.280455 0.16 0.16 0.7226996+ 6.280455i
#> 10 0.8149913 6.958036 0.18 0.18 0.8149913+ 6.958036i
#> 11 0.9935849 7.470856 0.20 0.20 0.9935849+ 7.470856i
#> 12 1.0338863 8.155956 0.22 0.22 1.0338863+ 8.155956i
#> 13 1.1672183 8.692805 0.24 0.24 1.1672183+ 8.692805i
#> 14 1.1755628 9.352967 0.26 0.26 1.1755628+ 9.352967i
#> 15 1.3763583 10.017170 0.28 0.28 1.3763583+10.017170i
#> 16 1.3015107 10.524430 0.30 0.30 1.3015107+10.524430i
#> 17 1.4563674 10.942950 0.32 0.32 1.4563674+10.942950i
#> 18 1.5621144 11.516065 0.34 0.34 1.5621144+11.516065i
#> 19 1.7308604 12.172620 0.36 0.36 1.7308604+12.172620i
#> 20 1.8767863 12.796527 0.38 0.38 1.8767863+12.796527i
#> 21 2.0613948 13.271542 0.40 0.40 2.0613948+13.271542i
#> 22 2.1425735 13.799842 0.42 0.42 2.1425735+13.799842i
#> 23 2.2411659 14.463358 0.44 0.44 2.2411659+14.463358i
#> 24 2.3725416 15.032570 0.46 0.46 2.3725416+15.032570i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_96 TrajSim_2_96
#> 2 0.040411463+0.4988469i Traj_2 Sim_96 TrajSim_2_96
#> 3 0.032809789+0.7288827i Traj_2 Sim_96 TrajSim_2_96
#> 4 -0.027092015+0.5993242i Traj_2 Sim_96 TrajSim_2_96
#> 5 0.253321888+0.5751005i Traj_2 Sim_96 TrajSim_2_96
#> 6 0.068654652+0.5197871i Traj_2 Sim_96 TrajSim_2_96
#> 7 0.019684520+0.4838643i Traj_2 Sim_96 TrajSim_2_96
#> 8 -0.015206023+0.6126742i Traj_2 Sim_96 TrajSim_2_96
#> 9 0.014115283+0.7019751i Traj_2 Sim_96 TrajSim_2_96
#> 10 0.092291727+0.6775813i Traj_2 Sim_96 TrajSim_2_96
#> 11 0.178593632+0.5128193i Traj_2 Sim_96 TrajSim_2_96
#> 12 0.040301429+0.6851007i Traj_2 Sim_96 TrajSim_2_96
#> 13 0.133331908+0.5368493i Traj_2 Sim_96 TrajSim_2_96
#> 14 0.008344524+0.6601613i Traj_2 Sim_96 TrajSim_2_96
#> 15 0.200795554+0.6642032i Traj_2 Sim_96 TrajSim_2_96
#> 16 -0.074847598+0.5072598i Traj_2 Sim_96 TrajSim_2_96
#> 17 0.154856645+0.4185201i Traj_2 Sim_96 TrajSim_2_96
#> 18 0.105747049+0.5731150i Traj_2 Sim_96 TrajSim_2_96
#> 19 0.168746013+0.6565548i Traj_2 Sim_96 TrajSim_2_96
#> 20 0.145925889+0.6239072i Traj_2 Sim_96 TrajSim_2_96
#> 21 0.184608496+0.4750149i Traj_2 Sim_96 TrajSim_2_96
#> 22 0.081178715+0.5282999i Traj_2 Sim_96 TrajSim_2_96
#> 23 0.098592396+0.6635160i Traj_2 Sim_96 TrajSim_2_96
#> 24 0.131375642+0.5692128i Traj_2 Sim_96 TrajSim_2_96
#>
#>
#> [[97]]
#> [[97]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6626529 1.410216 0.02 0.02 0.6626529+ 1.410216i
#> 3 0.7217922 1.959743 0.04 0.04 0.7217922+ 1.959743i
#> 4 0.9592713 2.504324 0.06 0.06 0.9592713+ 2.504324i
#> 5 1.0694617 3.021461 0.08 0.08 1.0694617+ 3.021461i
#> 6 1.0761306 3.473004 0.10 0.10 1.0761306+ 3.473004i
#> 7 1.0698384 3.966569 0.12 0.12 1.0698384+ 3.966569i
#> 8 1.0777706 4.519208 0.14 0.14 1.0777706+ 4.519208i
#> 9 1.1097611 5.043913 0.16 0.16 1.1097611+ 5.043913i
#> 10 1.1456155 5.558354 0.18 0.18 1.1456155+ 5.558354i
#> 11 1.2110147 6.049739 0.20 0.20 1.2110147+ 6.049739i
#> 12 1.3266134 6.482952 0.22 0.22 1.3266134+ 6.482952i
#> 13 1.4054370 6.982248 0.24 0.24 1.4054370+ 6.982248i
#> 14 1.3723870 7.464063 0.26 0.26 1.3723870+ 7.464063i
#> 15 1.3747327 8.027640 0.28 0.28 1.3747327+ 8.027640i
#> 16 1.3461940 8.550796 0.30 0.30 1.3461940+ 8.550796i
#> 17 1.4711516 9.016494 0.32 0.32 1.4711516+ 9.016494i
#> 18 1.5067828 9.549136 0.34 0.34 1.5067828+ 9.549136i
#> 19 1.4201332 10.055688 0.36 0.36 1.4201332+10.055688i
#> 20 1.3128608 10.570934 0.38 0.38 1.3128608+10.570934i
#> 21 1.3891595 11.007779 0.40 0.40 1.3891595+11.007779i
#> 22 1.4515975 11.472568 0.42 0.42 1.4515975+11.472568i
#> 23 1.3046953 12.086637 0.44 0.44 1.3046953+12.086637i
#> 24 1.3259186 12.636978 0.46 0.46 1.3259186+12.636978i
#> 25 1.3915274 13.193239 0.48 0.48 1.3915274+13.193239i
#> 26 1.4707113 13.730137 0.50 0.50 1.4707113+13.730137i
#> 27 1.4959283 14.268016 0.52 0.52 1.4959283+14.268016i
#> 28 1.5948896 14.745292 0.54 0.54 1.5948896+14.745292i
#> 29 1.6070207 15.334654 0.56 0.56 1.6070207+15.334654i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_97 TrajSim_1_97
#> 2 -0.033347123+0.4642162i Traj_1 Sim_97 TrajSim_1_97
#> 3 0.059139299+0.5495269i Traj_1 Sim_97 TrajSim_1_97
#> 4 0.237479102+0.5445805i Traj_1 Sim_97 TrajSim_1_97
#> 5 0.110190441+0.5171377i Traj_1 Sim_97 TrajSim_1_97
#> 6 0.006668875+0.4515421i Traj_1 Sim_97 TrajSim_1_97
#> 7 -0.006292155+0.4935656i Traj_1 Sim_97 TrajSim_1_97
#> 8 0.007932155+0.5526390i Traj_1 Sim_97 TrajSim_1_97
#> 9 0.031990521+0.5247044i Traj_1 Sim_97 TrajSim_1_97
#> 10 0.035854420+0.5144415i Traj_1 Sim_97 TrajSim_1_97
#> 11 0.065399200+0.4913852i Traj_1 Sim_97 TrajSim_1_97
#> 12 0.115598713+0.4332128i Traj_1 Sim_97 TrajSim_1_97
#> 13 0.078823563+0.4992961i Traj_1 Sim_97 TrajSim_1_97
#> 14 -0.033050048+0.4818148i Traj_1 Sim_97 TrajSim_1_97
#> 15 0.002345779+0.5635767i Traj_1 Sim_97 TrajSim_1_97
#> 16 -0.028538694+0.5231567i Traj_1 Sim_97 TrajSim_1_97
#> 17 0.124957557+0.4656973i Traj_1 Sim_97 TrajSim_1_97
#> 18 0.035631165+0.5326424i Traj_1 Sim_97 TrajSim_1_97
#> 19 -0.086649602+0.5065520i Traj_1 Sim_97 TrajSim_1_97
#> 20 -0.107272338+0.5152465i Traj_1 Sim_97 TrajSim_1_97
#> 21 0.076298675+0.4368445i Traj_1 Sim_97 TrajSim_1_97
#> 22 0.062437997+0.4647891i Traj_1 Sim_97 TrajSim_1_97
#> 23 -0.146902239+0.6140693i Traj_1 Sim_97 TrajSim_1_97
#> 24 0.021223356+0.5503405i Traj_1 Sim_97 TrajSim_1_97
#> 25 0.065608831+0.5562609i Traj_1 Sim_97 TrajSim_1_97
#> 26 0.079183866+0.5368985i Traj_1 Sim_97 TrajSim_1_97
#> 27 0.025216971+0.5378787i Traj_1 Sim_97 TrajSim_1_97
#> 28 0.098961318+0.4772761i Traj_1 Sim_97 TrajSim_1_97
#> 29 0.012131133+0.5893618i Traj_1 Sim_97 TrajSim_1_97
#>
#> [[97]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4512390 2.120987 0.02 0.02 0.4512390+ 2.120987i
#> 3 0.6732741 2.839698 0.04 0.04 0.6732741+ 2.839698i
#> 4 0.8015180 3.361637 0.06 0.06 0.8015180+ 3.361637i
#> 5 0.7693415 4.005395 0.08 0.08 0.7693415+ 4.005395i
#> 6 0.9688183 4.628558 0.10 0.10 0.9688183+ 4.628558i
#> 7 0.8929183 5.319844 0.12 0.12 0.8929183+ 5.319844i
#> 8 0.9939274 5.905562 0.14 0.14 0.9939274+ 5.905562i
#> 9 1.1267293 6.375908 0.16 0.16 1.1267293+ 6.375908i
#> 10 1.3150491 6.922176 0.18 0.18 1.3150491+ 6.922176i
#> 11 1.4146415 7.510166 0.20 0.20 1.4146415+ 7.510166i
#> 12 1.3937457 8.095658 0.22 0.22 1.3937457+ 8.095658i
#> 13 1.4124847 8.765739 0.24 0.24 1.4124847+ 8.765739i
#> 14 1.5024030 9.319082 0.26 0.26 1.5024030+ 9.319082i
#> 15 1.4425460 9.986491 0.28 0.28 1.4425460+ 9.986491i
#> 16 1.5353826 10.594346 0.30 0.30 1.5353826+10.594346i
#> 17 1.6825189 11.239438 0.32 0.32 1.6825189+11.239438i
#> 18 1.6650392 11.952379 0.34 0.34 1.6650392+11.952379i
#> 19 1.8216300 12.752024 0.36 0.36 1.8216300+12.752024i
#> 20 1.8935937 13.245376 0.38 0.38 1.8935937+13.245376i
#> 21 1.8967867 13.906884 0.40 0.40 1.8967867+13.906884i
#> 22 1.8884839 14.442328 0.42 0.42 1.8884839+14.442328i
#> 23 2.0294695 15.084830 0.44 0.44 2.0294695+15.084830i
#> 24 2.1448719 15.542722 0.46 0.46 2.1448719+15.542722i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_97 TrajSim_2_97
#> 2 0.115239006+0.5609869i Traj_2 Sim_97 TrajSim_2_97
#> 3 0.222035075+0.7187114i Traj_2 Sim_97 TrajSim_2_97
#> 4 0.128243876+0.5219386i Traj_2 Sim_97 TrajSim_2_97
#> 5 -0.032176472+0.6437577i Traj_2 Sim_97 TrajSim_2_97
#> 6 0.199476844+0.6231631i Traj_2 Sim_97 TrajSim_2_97
#> 7 -0.075899983+0.6912859i Traj_2 Sim_97 TrajSim_2_97
#> 8 0.101009027+0.5857188i Traj_2 Sim_97 TrajSim_2_97
#> 9 0.132801975+0.4703455i Traj_2 Sim_97 TrajSim_2_97
#> 10 0.188319707+0.5462686i Traj_2 Sim_97 TrajSim_2_97
#> 11 0.099592419+0.5879895i Traj_2 Sim_97 TrajSim_2_97
#> 12 -0.020895816+0.5854924i Traj_2 Sim_97 TrajSim_2_97
#> 13 0.018739055+0.6700810i Traj_2 Sim_97 TrajSim_2_97
#> 14 0.089918307+0.5533424i Traj_2 Sim_97 TrajSim_2_97
#> 15 -0.059857047+0.6674095i Traj_2 Sim_97 TrajSim_2_97
#> 16 0.092836624+0.6078545i Traj_2 Sim_97 TrajSim_2_97
#> 17 0.147136303+0.6450919i Traj_2 Sim_97 TrajSim_2_97
#> 18 -0.017479703+0.7129412i Traj_2 Sim_97 TrajSim_2_97
#> 19 0.156590833+0.7996451i Traj_2 Sim_97 TrajSim_2_97
#> 20 0.071963627+0.4933526i Traj_2 Sim_97 TrajSim_2_97
#> 21 0.003193055+0.6615079i Traj_2 Sim_97 TrajSim_2_97
#> 22 -0.008302763+0.5354441i Traj_2 Sim_97 TrajSim_2_97
#> 23 0.140985532+0.6425021i Traj_2 Sim_97 TrajSim_2_97
#> 24 0.115402391+0.4578915i Traj_2 Sim_97 TrajSim_2_97
#>
#>
#> [[98]]
#> [[98]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8079180 1.385520 0.02 0.02 0.8079180+ 1.385520i
#> 3 0.9594837 1.936544 0.04 0.04 0.9594837+ 1.936544i
#> 4 0.9610049 2.427378 0.06 0.06 0.9610049+ 2.427378i
#> 5 1.1241105 2.985192 0.08 0.08 1.1241105+ 2.985192i
#> 6 1.1811383 3.568126 0.10 0.10 1.1811383+ 3.568126i
#> 7 1.2691086 4.056578 0.12 0.12 1.2691086+ 4.056578i
#> 8 1.1853104 4.463981 0.14 0.14 1.1853104+ 4.463981i
#> 9 1.2549364 4.959978 0.16 0.16 1.2549364+ 4.959978i
#> 10 1.4316015 5.489398 0.18 0.18 1.4316015+ 5.489398i
#> 11 1.3525103 5.969793 0.20 0.20 1.3525103+ 5.969793i
#> 12 1.4321863 6.522780 0.22 0.22 1.4321863+ 6.522780i
#> 13 1.5334478 7.009589 0.24 0.24 1.5334478+ 7.009589i
#> 14 1.6023125 7.629627 0.26 0.26 1.6023125+ 7.629627i
#> 15 1.7144454 8.241615 0.28 0.28 1.7144454+ 8.241615i
#> 16 1.8292481 8.826260 0.30 0.30 1.8292481+ 8.826260i
#> 17 2.0157318 9.290193 0.32 0.32 2.0157318+ 9.290193i
#> 18 2.1311864 9.772548 0.34 0.34 2.1311864+ 9.772548i
#> 19 2.1486038 10.256977 0.36 0.36 2.1486038+10.256977i
#> 20 2.1088579 10.754614 0.38 0.38 2.1088579+10.754614i
#> 21 2.2292671 11.258261 0.40 0.40 2.2292671+11.258261i
#> 22 2.3685237 11.730339 0.42 0.42 2.3685237+11.730339i
#> 23 2.3696814 12.196440 0.44 0.44 2.3696814+12.196440i
#> 24 2.2579669 12.793208 0.46 0.46 2.2579669+12.793208i
#> 25 2.2432081 13.290876 0.48 0.48 2.2432081+13.290876i
#> 26 2.2955320 13.870994 0.50 0.50 2.2955320+13.870994i
#> 27 2.2685772 14.401975 0.52 0.52 2.2685772+14.401975i
#> 28 2.3155378 14.989653 0.54 0.54 2.3155378+14.989653i
#> 29 2.3734672 15.518882 0.56 0.56 2.3734672+15.518882i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_98 TrajSim_1_98
#> 2 0.111917955+0.4395197i Traj_1 Sim_98 TrajSim_1_98
#> 3 0.151565743+0.5510246i Traj_1 Sim_98 TrajSim_1_98
#> 4 0.001521223+0.4908337i Traj_1 Sim_98 TrajSim_1_98
#> 5 0.163105564+0.5578143i Traj_1 Sim_98 TrajSim_1_98
#> 6 0.057027778+0.5829336i Traj_1 Sim_98 TrajSim_1_98
#> 7 0.087970358+0.4884519i Traj_1 Sim_98 TrajSim_1_98
#> 8 -0.083798185+0.4074029i Traj_1 Sim_98 TrajSim_1_98
#> 9 0.069626011+0.4959970i Traj_1 Sim_98 TrajSim_1_98
#> 10 0.176665013+0.5294207i Traj_1 Sim_98 TrajSim_1_98
#> 11 -0.079091150+0.4803950i Traj_1 Sim_98 TrajSim_1_98
#> 12 0.079675977+0.5529865i Traj_1 Sim_98 TrajSim_1_98
#> 13 0.101261464+0.4868096i Traj_1 Sim_98 TrajSim_1_98
#> 14 0.068864761+0.6200380i Traj_1 Sim_98 TrajSim_1_98
#> 15 0.112132877+0.6119880i Traj_1 Sim_98 TrajSim_1_98
#> 16 0.114802738+0.5846443i Traj_1 Sim_98 TrajSim_1_98
#> 17 0.186483716+0.4639338i Traj_1 Sim_98 TrajSim_1_98
#> 18 0.115454551+0.4823541i Traj_1 Sim_98 TrajSim_1_98
#> 19 0.017417438+0.4844290i Traj_1 Sim_98 TrajSim_1_98
#> 20 -0.039745892+0.4976375i Traj_1 Sim_98 TrajSim_1_98
#> 21 0.120409147+0.5036468i Traj_1 Sim_98 TrajSim_1_98
#> 22 0.139256638+0.4720785i Traj_1 Sim_98 TrajSim_1_98
#> 23 0.001157687+0.4661008i Traj_1 Sim_98 TrajSim_1_98
#> 24 -0.111714523+0.5967678i Traj_1 Sim_98 TrajSim_1_98
#> 25 -0.014758750+0.4976679i Traj_1 Sim_98 TrajSim_1_98
#> 26 0.052323876+0.5801184i Traj_1 Sim_98 TrajSim_1_98
#> 27 -0.026954812+0.5309806i Traj_1 Sim_98 TrajSim_1_98
#> 28 0.046960638+0.5876783i Traj_1 Sim_98 TrajSim_1_98
#> 29 0.057929352+0.5292286i Traj_1 Sim_98 TrajSim_1_98
#>
#> [[98]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2610252 2.267676 0.02 0.02 0.2610252+ 2.267676i
#> 3 0.2860135 2.891458 0.04 0.04 0.2860135+ 2.891458i
#> 4 0.2755756 3.530560 0.06 0.06 0.2755756+ 3.530560i
#> 5 0.4842239 4.128701 0.08 0.08 0.4842239+ 4.128701i
#> 6 0.4628667 4.789714 0.10 0.10 0.4628667+ 4.789714i
#> 7 0.5279055 5.440775 0.12 0.12 0.5279055+ 5.440775i
#> 8 0.5284029 6.158540 0.14 0.14 0.5284029+ 6.158540i
#> 9 0.5952422 6.816520 0.16 0.16 0.5952422+ 6.816520i
#> 10 0.6740178 7.405176 0.18 0.18 0.6740178+ 7.405176i
#> 11 0.7223572 8.035345 0.20 0.20 0.7223572+ 8.035345i
#> 12 0.8158534 8.434976 0.22 0.22 0.8158534+ 8.434976i
#> 13 0.9992440 9.103937 0.24 0.24 0.9992440+ 9.103937i
#> 14 0.9465298 9.724455 0.26 0.26 0.9465298+ 9.724455i
#> 15 1.0173587 10.213738 0.28 0.28 1.0173587+10.213738i
#> 16 1.1082987 10.843103 0.30 0.30 1.1082987+10.843103i
#> 17 1.1100020 11.518068 0.32 0.32 1.1100020+11.518068i
#> 18 1.3069327 12.131979 0.34 0.34 1.3069327+12.131979i
#> 19 1.4023894 12.719456 0.36 0.36 1.4023894+12.719456i
#> 20 1.5143292 13.297469 0.38 0.38 1.5143292+13.297469i
#> 21 1.6327342 14.013666 0.40 0.40 1.6327342+14.013666i
#> 22 1.6849802 14.561350 0.42 0.42 1.6849802+14.561350i
#> 23 1.7818831 15.192047 0.44 0.44 1.7818831+15.192047i
#> 24 1.9968691 15.797001 0.46 0.46 1.9968691+15.797001i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_98 TrajSim_2_98
#> 2 -0.0749747779+0.7076765i Traj_2 Sim_98 TrajSim_2_98
#> 3 0.0249883095+0.6237819i Traj_2 Sim_98 TrajSim_2_98
#> 4 -0.0104379716+0.6391015i Traj_2 Sim_98 TrajSim_2_98
#> 5 0.2086483885+0.5981414i Traj_2 Sim_98 TrajSim_2_98
#> 6 -0.0213572338+0.6610126i Traj_2 Sim_98 TrajSim_2_98
#> 7 0.0650387771+0.6510609i Traj_2 Sim_98 TrajSim_2_98
#> 8 0.0004974295+0.7177655i Traj_2 Sim_98 TrajSim_2_98
#> 9 0.0668393067+0.6579799i Traj_2 Sim_98 TrajSim_2_98
#> 10 0.0787755769+0.5886554i Traj_2 Sim_98 TrajSim_2_98
#> 11 0.0483393725+0.6301693i Traj_2 Sim_98 TrajSim_2_98
#> 12 0.0934962206+0.3996310i Traj_2 Sim_98 TrajSim_2_98
#> 13 0.1833906408+0.6689606i Traj_2 Sim_98 TrajSim_2_98
#> 14 -0.0527142741+0.6205188i Traj_2 Sim_98 TrajSim_2_98
#> 15 0.0708289350+0.4892830i Traj_2 Sim_98 TrajSim_2_98
#> 16 0.0909399780+0.6293646i Traj_2 Sim_98 TrajSim_2_98
#> 17 0.0017033511+0.6749650i Traj_2 Sim_98 TrajSim_2_98
#> 18 0.1969306863+0.6139111i Traj_2 Sim_98 TrajSim_2_98
#> 19 0.0954566712+0.5874767i Traj_2 Sim_98 TrajSim_2_98
#> 20 0.1119397879+0.5780133i Traj_2 Sim_98 TrajSim_2_98
#> 21 0.1184050125+0.7161969i Traj_2 Sim_98 TrajSim_2_98
#> 22 0.0522459906+0.5476840i Traj_2 Sim_98 TrajSim_2_98
#> 23 0.0969029343+0.6306968i Traj_2 Sim_98 TrajSim_2_98
#> 24 0.2149860039+0.6049543i Traj_2 Sim_98 TrajSim_2_98
#>
#>
#> [[99]]
#> [[99]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.9140038 1.432946 0.02 0.02 0.9140038+ 1.432946i
#> 3 0.8658720 1.954430 0.04 0.04 0.8658720+ 1.954430i
#> 4 0.8652450 2.477468 0.06 0.06 0.8652450+ 2.477468i
#> 5 0.8842522 2.922853 0.08 0.08 0.8842522+ 2.922853i
#> 6 1.0736510 3.378590 0.10 0.10 1.0736510+ 3.378590i
#> 7 1.1077044 3.890164 0.12 0.12 1.1077044+ 3.890164i
#> 8 1.2284001 4.422855 0.14 0.14 1.2284001+ 4.422855i
#> 9 1.1353451 4.941510 0.16 0.16 1.1353451+ 4.941510i
#> 10 1.0703665 5.455177 0.18 0.18 1.0703665+ 5.455177i
#> 11 1.1815081 6.003631 0.20 0.20 1.1815081+ 6.003631i
#> 12 1.1809850 6.544024 0.22 0.22 1.1809850+ 6.544024i
#> 13 1.1606227 6.948901 0.24 0.24 1.1606227+ 6.948901i
#> 14 1.2308594 7.474981 0.26 0.26 1.2308594+ 7.474981i
#> 15 1.2443990 7.998474 0.28 0.28 1.2443990+ 7.998474i
#> 16 1.3719592 8.537388 0.30 0.30 1.3719592+ 8.537388i
#> 17 1.4988250 8.958208 0.32 0.32 1.4988250+ 8.958208i
#> 18 1.4718102 9.477113 0.34 0.34 1.4718102+ 9.477113i
#> 19 1.5788915 10.067269 0.36 0.36 1.5788915+10.067269i
#> 20 1.6804813 10.560727 0.38 0.38 1.6804813+10.560727i
#> 21 1.6167102 11.136833 0.40 0.40 1.6167102+11.136833i
#> 22 1.7640203 11.609838 0.42 0.42 1.7640203+11.609838i
#> 23 1.7763816 12.124407 0.44 0.44 1.7763816+12.124407i
#> 24 1.8841204 12.673965 0.46 0.46 1.8841204+12.673965i
#> 25 2.1542392 13.172328 0.48 0.48 2.1542392+13.172328i
#> 26 1.9648649 13.706157 0.50 0.50 1.9648649+13.706157i
#> 27 1.9778315 14.191650 0.52 0.52 1.9778315+14.191650i
#> 28 2.0570099 14.711781 0.54 0.54 2.0570099+14.711781i
#> 29 2.0995593 15.163258 0.56 0.56 2.0995593+15.163258i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_99 TrajSim_1_99
#> 2 0.2180038327+0.4869458i Traj_1 Sim_99 TrajSim_1_99
#> 3 -0.0481317960+0.5214840i Traj_1 Sim_99 TrajSim_1_99
#> 4 -0.0006270362+0.5230384i Traj_1 Sim_99 TrajSim_1_99
#> 5 0.0190072420+0.4453845i Traj_1 Sim_99 TrajSim_1_99
#> 6 0.1893987247+0.4557376i Traj_1 Sim_99 TrajSim_1_99
#> 7 0.0340534677+0.5115733i Traj_1 Sim_99 TrajSim_1_99
#> 8 0.1206957066+0.5326918i Traj_1 Sim_99 TrajSim_1_99
#> 9 -0.0930549986+0.5186545i Traj_1 Sim_99 TrajSim_1_99
#> 10 -0.0649786596+0.5136674i Traj_1 Sim_99 TrajSim_1_99
#> 11 0.1111415913+0.5484537i Traj_1 Sim_99 TrajSim_1_99
#> 12 -0.0005230482+0.5403930i Traj_1 Sim_99 TrajSim_1_99
#> 13 -0.0203623515+0.4048775i Traj_1 Sim_99 TrajSim_1_99
#> 14 0.0702367439+0.5260791i Traj_1 Sim_99 TrajSim_1_99
#> 15 0.0135395668+0.5234933i Traj_1 Sim_99 TrajSim_1_99
#> 16 0.1275601922+0.5389137i Traj_1 Sim_99 TrajSim_1_99
#> 17 0.1268658405+0.4208208i Traj_1 Sim_99 TrajSim_1_99
#> 18 -0.0270147901+0.5189050i Traj_1 Sim_99 TrajSim_1_99
#> 19 0.1070812530+0.5901556i Traj_1 Sim_99 TrajSim_1_99
#> 20 0.1015898148+0.4934579i Traj_1 Sim_99 TrajSim_1_99
#> 21 -0.0637710789+0.5761061i Traj_1 Sim_99 TrajSim_1_99
#> 22 0.1473101190+0.4730048i Traj_1 Sim_99 TrajSim_1_99
#> 23 0.0123612437+0.5145695i Traj_1 Sim_99 TrajSim_1_99
#> 24 0.1077388257+0.5495578i Traj_1 Sim_99 TrajSim_1_99
#> 25 0.2701187921+0.4983628i Traj_1 Sim_99 TrajSim_1_99
#> 26 -0.1893742542+0.5338296i Traj_1 Sim_99 TrajSim_1_99
#> 27 0.0129665304+0.4854930i Traj_1 Sim_99 TrajSim_1_99
#> 28 0.0791784723+0.5201307i Traj_1 Sim_99 TrajSim_1_99
#> 29 0.0425493806+0.4514774i Traj_1 Sim_99 TrajSim_1_99
#>
#> [[99]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3974906 2.176984 0.02 0.02 0.3974906+ 2.176984i
#> 3 0.3573104 2.890529 0.04 0.04 0.3573104+ 2.890529i
#> 4 0.4600828 3.366318 0.06 0.06 0.4600828+ 3.366318i
#> 5 0.5546276 4.001827 0.08 0.08 0.5546276+ 4.001827i
#> 6 0.5533219 4.529092 0.10 0.10 0.5533219+ 4.529092i
#> 7 0.6773095 5.214240 0.12 0.12 0.6773095+ 5.214240i
#> 8 0.5532423 6.013736 0.14 0.14 0.5532423+ 6.013736i
#> 9 0.6735002 6.597309 0.16 0.16 0.6735002+ 6.597309i
#> 10 0.7795759 6.923022 0.18 0.18 0.7795759+ 6.923022i
#> 11 0.7119865 7.444218 0.20 0.20 0.7119865+ 7.444218i
#> 12 0.7332714 7.919020 0.22 0.22 0.7332714+ 7.919020i
#> 13 0.8468416 8.384837 0.24 0.24 0.8468416+ 8.384837i
#> 14 0.9717054 8.894652 0.26 0.26 0.9717054+ 8.894652i
#> 15 1.1017278 9.439475 0.28 0.28 1.1017278+ 9.439475i
#> 16 1.1993300 9.991116 0.30 0.30 1.1993300+ 9.991116i
#> 17 1.2790733 10.529733 0.32 0.32 1.2790733+10.529733i
#> 18 1.3255830 10.942829 0.34 0.34 1.3255830+10.942829i
#> 19 1.3981845 11.651162 0.36 0.36 1.3981845+11.651162i
#> 20 1.4629322 12.120583 0.38 0.38 1.4629322+12.120583i
#> 21 1.6062144 12.574884 0.40 0.40 1.6062144+12.574884i
#> 22 1.7036640 13.115229 0.42 0.42 1.7036640+13.115229i
#> 23 1.8019114 13.707025 0.44 0.44 1.8019114+13.707025i
#> 24 1.8709875 14.288522 0.46 0.46 1.8709875+14.288522i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_99 TrajSim_2_99
#> 2 0.06149061+0.6169841i Traj_2 Sim_99 TrajSim_2_99
#> 3 -0.04018016+0.7135450i Traj_2 Sim_99 TrajSim_2_99
#> 4 0.10277231+0.4757889i Traj_2 Sim_99 TrajSim_2_99
#> 5 0.09454488+0.6355088i Traj_2 Sim_99 TrajSim_2_99
#> 6 -0.00130578+0.5272648i Traj_2 Sim_99 TrajSim_2_99
#> 7 0.12398761+0.6851484i Traj_2 Sim_99 TrajSim_2_99
#> 8 -0.12406720+0.7994960i Traj_2 Sim_99 TrajSim_2_99
#> 9 0.12025795+0.5835732i Traj_2 Sim_99 TrajSim_2_99
#> 10 0.10607564+0.3257130i Traj_2 Sim_99 TrajSim_2_99
#> 11 -0.06758933+0.5211955i Traj_2 Sim_99 TrajSim_2_99
#> 12 0.02128485+0.4748024i Traj_2 Sim_99 TrajSim_2_99
#> 13 0.11357022+0.4658166i Traj_2 Sim_99 TrajSim_2_99
#> 14 0.12486380+0.5098154i Traj_2 Sim_99 TrajSim_2_99
#> 15 0.13002235+0.5448224i Traj_2 Sim_99 TrajSim_2_99
#> 16 0.09760222+0.5516411i Traj_2 Sim_99 TrajSim_2_99
#> 17 0.07974331+0.5386171i Traj_2 Sim_99 TrajSim_2_99
#> 18 0.04650974+0.4130963i Traj_2 Sim_99 TrajSim_2_99
#> 19 0.07260151+0.7083327i Traj_2 Sim_99 TrajSim_2_99
#> 20 0.06474770+0.4694213i Traj_2 Sim_99 TrajSim_2_99
#> 21 0.14328217+0.4543008i Traj_2 Sim_99 TrajSim_2_99
#> 22 0.09744955+0.5403452i Traj_2 Sim_99 TrajSim_2_99
#> 23 0.09824748+0.5917956i Traj_2 Sim_99 TrajSim_2_99
#> 24 0.06907610+0.5814973i Traj_2 Sim_99 TrajSim_2_99
#>
#>
#> [[100]]
#> [[100]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7635349 1.482531 0.02 0.02 0.7635349+ 1.482531i
#> 3 0.8166793 1.937963 0.04 0.04 0.8166793+ 1.937963i
#> 4 0.8459682 2.432638 0.06 0.06 0.8459682+ 2.432638i
#> 5 0.9735816 2.958913 0.08 0.08 0.9735816+ 2.958913i
#> 6 1.0325860 3.388188 0.10 0.10 1.0325860+ 3.388188i
#> 7 1.1122098 3.941867 0.12 0.12 1.1122098+ 3.941867i
#> 8 1.1810235 4.515101 0.14 0.14 1.1810235+ 4.515101i
#> 9 1.2317148 4.955089 0.16 0.16 1.2317148+ 4.955089i
#> 10 1.4281878 5.496384 0.18 0.18 1.4281878+ 5.496384i
#> 11 1.3754208 6.151953 0.20 0.20 1.3754208+ 6.151953i
#> 12 1.3404529 6.617404 0.22 0.22 1.3404529+ 6.617404i
#> 13 1.2683088 7.185052 0.24 0.24 1.2683088+ 7.185052i
#> 14 1.4435430 7.688174 0.26 0.26 1.4435430+ 7.688174i
#> 15 1.2545779 8.244592 0.28 0.28 1.2545779+ 8.244592i
#> 16 1.2676638 8.810089 0.30 0.30 1.2676638+ 8.810089i
#> 17 1.3952554 9.322517 0.32 0.32 1.3952554+ 9.322517i
#> 18 1.4588146 9.872918 0.34 0.34 1.4588146+ 9.872918i
#> 19 1.5587770 10.385810 0.36 0.36 1.5587770+10.385810i
#> 20 1.6624466 10.896759 0.38 0.38 1.6624466+10.896759i
#> 21 1.8173382 11.506038 0.40 0.40 1.8173382+11.506038i
#> 22 1.8990550 12.008304 0.42 0.42 1.8990550+12.008304i
#> 23 1.8824481 12.456422 0.44 0.44 1.8824481+12.456422i
#> 24 1.9568737 13.009531 0.46 0.46 1.9568737+13.009531i
#> 25 1.9438822 13.530090 0.48 0.48 1.9438822+13.530090i
#> 26 1.9270985 14.140084 0.50 0.50 1.9270985+14.140084i
#> 27 1.9882820 14.709705 0.52 0.52 1.9882820+14.709705i
#> 28 2.0602276 15.235935 0.54 0.54 2.0602276+15.235935i
#> 29 2.1974470 15.754079 0.56 0.56 2.1974470+15.754079i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_100 TrajSim_1_100
#> 2 0.06753494+0.5365311i Traj_1 Sim_100 TrajSim_1_100
#> 3 0.05314439+0.4554320i Traj_1 Sim_100 TrajSim_1_100
#> 4 0.02928887+0.4946749i Traj_1 Sim_100 TrajSim_1_100
#> 5 0.12761345+0.5262750i Traj_1 Sim_100 TrajSim_1_100
#> 6 0.05900439+0.4292749i Traj_1 Sim_100 TrajSim_1_100
#> 7 0.07962377+0.5536786i Traj_1 Sim_100 TrajSim_1_100
#> 8 0.06881365+0.5732348i Traj_1 Sim_100 TrajSim_1_100
#> 9 0.05069138+0.4399879i Traj_1 Sim_100 TrajSim_1_100
#> 10 0.19647301+0.5412951i Traj_1 Sim_100 TrajSim_1_100
#> 11 -0.05276701+0.6555684i Traj_1 Sim_100 TrajSim_1_100
#> 12 -0.03496789+0.4654507i Traj_1 Sim_100 TrajSim_1_100
#> 13 -0.07214416+0.5676484i Traj_1 Sim_100 TrajSim_1_100
#> 14 0.17523419+0.5031224i Traj_1 Sim_100 TrajSim_1_100
#> 15 -0.18896503+0.5564173i Traj_1 Sim_100 TrajSim_1_100
#> 16 0.01308590+0.5654968i Traj_1 Sim_100 TrajSim_1_100
#> 17 0.12759157+0.5124282i Traj_1 Sim_100 TrajSim_1_100
#> 18 0.06355918+0.5504008i Traj_1 Sim_100 TrajSim_1_100
#> 19 0.09996240+0.5128923i Traj_1 Sim_100 TrajSim_1_100
#> 20 0.10366960+0.5109490i Traj_1 Sim_100 TrajSim_1_100
#> 21 0.15489166+0.6092794i Traj_1 Sim_100 TrajSim_1_100
#> 22 0.08171676+0.5022659i Traj_1 Sim_100 TrajSim_1_100
#> 23 -0.01660686+0.4481175i Traj_1 Sim_100 TrajSim_1_100
#> 24 0.07442555+0.5531095i Traj_1 Sim_100 TrajSim_1_100
#> 25 -0.01299150+0.5205584i Traj_1 Sim_100 TrajSim_1_100
#> 26 -0.01678373+0.6099947i Traj_1 Sim_100 TrajSim_1_100
#> 27 0.06118358+0.5696211i Traj_1 Sim_100 TrajSim_1_100
#> 28 0.07194561+0.5262295i Traj_1 Sim_100 TrajSim_1_100
#> 29 0.13721932+0.5181441i Traj_1 Sim_100 TrajSim_1_100
#>
#> [[100]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3432649 2.293312 0.02 0.02 0.3432649+ 2.293312i
#> 3 0.3389748 2.981486 0.04 0.04 0.3389748+ 2.981486i
#> 4 0.5264142 3.591132 0.06 0.06 0.5264142+ 3.591132i
#> 5 0.5405896 4.038435 0.08 0.08 0.5405896+ 4.038435i
#> 6 0.6645527 4.678951 0.10 0.10 0.6645527+ 4.678951i
#> 7 0.7661507 5.193918 0.12 0.12 0.7661507+ 5.193918i
#> 8 0.7783237 5.919879 0.14 0.14 0.7783237+ 5.919879i
#> 9 0.8715391 6.521555 0.16 0.16 0.8715391+ 6.521555i
#> 10 0.9412272 7.149735 0.18 0.18 0.9412272+ 7.149735i
#> 11 1.0128342 7.738798 0.20 0.20 1.0128342+ 7.738798i
#> 12 1.0982917 8.398927 0.22 0.22 1.0982917+ 8.398927i
#> 13 1.1051755 8.939940 0.24 0.24 1.1051755+ 8.939940i
#> 14 1.1155022 9.460475 0.26 0.26 1.1155022+ 9.460475i
#> 15 1.3096313 10.049306 0.28 0.28 1.3096313+10.049306i
#> 16 1.2877527 10.650338 0.30 0.30 1.2877527+10.650338i
#> 17 1.4378542 11.226196 0.32 0.32 1.4378542+11.226196i
#> 18 1.6660954 11.809938 0.34 0.34 1.6660954+11.809938i
#> 19 1.8047027 12.399860 0.36 0.36 1.8047027+12.399860i
#> 20 1.8052295 12.907928 0.38 0.38 1.8052295+12.907928i
#> 21 1.9977887 13.693983 0.40 0.40 1.9977887+13.693983i
#> 22 2.1249258 14.251743 0.42 0.42 2.1249258+14.251743i
#> 23 2.2848154 14.797661 0.44 0.44 2.2848154+14.797661i
#> 24 2.2982882 15.486333 0.46 0.46 2.2982882+15.486333i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_2 Sim_100 TrajSim_2_100
#> 2 0.0072648643+0.7333118i Traj_2 Sim_100 TrajSim_2_100
#> 3 -0.0042900710+0.6881741i Traj_2 Sim_100 TrajSim_2_100
#> 4 0.1874394330+0.6096465i Traj_2 Sim_100 TrajSim_2_100
#> 5 0.0141753979+0.4473027i Traj_2 Sim_100 TrajSim_2_100
#> 6 0.1239631038+0.6405162i Traj_2 Sim_100 TrajSim_2_100
#> 7 0.1015980121+0.5149665i Traj_2 Sim_100 TrajSim_2_100
#> 8 0.0121729881+0.7259608i Traj_2 Sim_100 TrajSim_2_100
#> 9 0.0932154196+0.6016759i Traj_2 Sim_100 TrajSim_2_100
#> 10 0.0696880855+0.6281803i Traj_2 Sim_100 TrajSim_2_100
#> 11 0.0716070153+0.5890633i Traj_2 Sim_100 TrajSim_2_100
#> 12 0.0854574236+0.6601289i Traj_2 Sim_100 TrajSim_2_100
#> 13 0.0068838700+0.5410128i Traj_2 Sim_100 TrajSim_2_100
#> 14 0.0103266302+0.5205352i Traj_2 Sim_100 TrajSim_2_100
#> 15 0.1941291610+0.5888315i Traj_2 Sim_100 TrajSim_2_100
#> 16 -0.0218786671+0.6010316i Traj_2 Sim_100 TrajSim_2_100
#> 17 0.1501015380+0.5758582i Traj_2 Sim_100 TrajSim_2_100
#> 18 0.2282412028+0.5837420i Traj_2 Sim_100 TrajSim_2_100
#> 19 0.1386072840+0.5899220i Traj_2 Sim_100 TrajSim_2_100
#> 20 0.0005268358+0.5080677i Traj_2 Sim_100 TrajSim_2_100
#> 21 0.1925591305+0.7860547i Traj_2 Sim_100 TrajSim_2_100
#> 22 0.1271371092+0.5577604i Traj_2 Sim_100 TrajSim_2_100
#> 23 0.1598896694+0.5459182i Traj_2 Sim_100 TrajSim_2_100
#> 24 0.0134727509+0.6886718i Traj_2 Sim_100 TrajSim_2_100The simulated and observed trajectories are visually compared using
plot_sim().
plot_sim(PaluxyRiver, sim_directed_paluxy, colours_sim = c("#723f20", "#cb1308"),
alpha_sim = 0.02,
colours_act = c("#723f20", "#cb1308")
)
To formally test whether the observed trajectories show unusually
strong covariation, we quantify between-track similarity using
Dynamic Time Warping (simil_DTW_metric())
and Fréchet distance
(simil_Frechet_metric()), and we quantify trajectory
crossings using track_intersection(). In each case, the
observed metrics are explicitly contrasted against the
distributions obtained from simulated null models, yielding
probability-based assessments (p-values) of how extreme the
observed patterns are relative to random expectations under each
movement assumption.
simil_dtw_directed_paluxy <- simil_DTW_metric(PaluxyRiver, test = TRUE,
sim = sim_directed_paluxy,
superposition = "Centroid")
print(simil_dtw_directed_paluxy)#> 2026-03-23 22:12:26.056029 Iteration 1
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.965847
#> Trackway_2 5.965847 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.073291 Iteration 2
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.25117
#> Trackway_2 12.25117 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.08916 Iteration 3
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.699525
#> Trackway_2 6.699525 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.105893 Iteration 4
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.48689
#> Trackway_2 11.48689 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.122068 Iteration 5
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.302667
#> Trackway_2 9.302667 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.137663 Iteration 6
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.051429
#> Trackway_2 7.051429 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.153764 Iteration 7
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.242862
#> Trackway_2 8.242862 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.171403 Iteration 8
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.036795
#> Trackway_2 7.036795 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.188058 Iteration 9
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.685264
#> Trackway_2 8.685264 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.205919 Iteration 10
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.198181
#> Trackway_2 8.198181 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.220708 Iteration 11
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.428557
#> Trackway_2 8.428557 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.23718 Iteration 12
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.889371
#> Trackway_2 8.889371 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.253222 Iteration 13
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.456906
#> Trackway_2 5.456906 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.268976 Iteration 14
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.99483
#> Trackway_2 9.99483 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.285016 Iteration 15
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 15.8234
#> Trackway_2 15.8234 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.301887 Iteration 16
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.098378
#> Trackway_2 9.098378 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.317691 Iteration 17
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.869719
#> Trackway_2 6.869719 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.334056 Iteration 18
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.97267
#> Trackway_2 10.97267 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.35 Iteration 19
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.873918
#> Trackway_2 7.873918 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.366093 Iteration 20
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.88757
#> Trackway_2 11.88757 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.382813 Iteration 21
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 16.64634
#> Trackway_2 16.64634 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.39824 Iteration 22
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.775963
#> Trackway_2 9.775963 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.414539 Iteration 23
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.28782
#> Trackway_2 12.28782 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.430503 Iteration 24
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.65634
#> Trackway_2 11.65634 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.446121 Iteration 25
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.149532
#> Trackway_2 7.149532 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.461823 Iteration 26
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.863978
#> Trackway_2 8.863978 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.48994 Iteration 27
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.38228
#> Trackway_2 9.38228 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.504706 Iteration 28
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.518337
#> Trackway_2 9.518337 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.519547 Iteration 29
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.252216
#> Trackway_2 7.252216 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.534424 Iteration 30
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 18.29014
#> Trackway_2 18.29014 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.549019 Iteration 31
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.73569
#> Trackway_2 10.73569 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.564019 Iteration 32
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 14.03749
#> Trackway_2 14.03749 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.578944 Iteration 33
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.414557
#> Trackway_2 7.414557 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.59429 Iteration 34
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.16532
#> Trackway_2 11.16532 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.611239 Iteration 35
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.36321
#> Trackway_2 5.36321 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.627741 Iteration 36
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.368371
#> Trackway_2 6.368371 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.643207 Iteration 37
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.23507
#> Trackway_2 11.23507 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.657841 Iteration 38
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.503266
#> Trackway_2 5.503266 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.673554 Iteration 39
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.90788
#> Trackway_2 8.90788 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.6881 Iteration 40
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.51941
#> Trackway_2 12.51941 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.703553 Iteration 41
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.00535
#> Trackway_2 6.00535 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.718781 Iteration 42
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.3614
#> Trackway_2 12.3614 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.733657 Iteration 43
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.082762
#> Trackway_2 6.082762 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.748939 Iteration 44
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.01178
#> Trackway_2 11.01178 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.768325 Iteration 45
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.371789
#> Trackway_2 7.371789 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.785338 Iteration 46
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.030301
#> Trackway_2 8.030301 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.800831 Iteration 47
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.980278
#> Trackway_2 6.980278 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.81833 Iteration 48
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.17699
#> Trackway_2 10.17699 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.839507 Iteration 49
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.946222
#> Trackway_2 7.946222 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.853154 Iteration 50
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 15.9232
#> Trackway_2 15.9232 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.86349 Iteration 51
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.659665
#> Trackway_2 8.659665 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.87682 Iteration 52
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.26831
#> Trackway_2 12.26831 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.892218 Iteration 53
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.102159
#> Trackway_2 8.102159 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.925606 Iteration 54
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.824064
#> Trackway_2 6.824064 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.939925 Iteration 55
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.243153
#> Trackway_2 6.243153 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.954907 Iteration 56
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.66335
#> Trackway_2 8.66335 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.9702 Iteration 57
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.575802
#> Trackway_2 9.575802 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.983961 Iteration 58
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.075326
#> Trackway_2 6.075326 NA
#> ------------------------------------
#> 2026-03-23 22:12:26.998607 Iteration 59
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.636032
#> Trackway_2 7.636032 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.012637 Iteration 60
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.159662
#> Trackway_2 6.159662 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.026069 Iteration 61
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.394419
#> Trackway_2 8.394419 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.041 Iteration 62
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.14
#> Trackway_2 11.14 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.056805 Iteration 63
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.033521
#> Trackway_2 9.033521 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.070265 Iteration 64
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.229046
#> Trackway_2 7.229046 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.084638 Iteration 65
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.986163
#> Trackway_2 6.986163 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.098586 Iteration 66
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.772953
#> Trackway_2 8.772953 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.11254 Iteration 67
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.229288
#> Trackway_2 7.229288 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.127268 Iteration 68
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.78027
#> Trackway_2 11.78027 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.141849 Iteration 69
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.19947
#> Trackway_2 11.19947 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.157563 Iteration 70
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.9586
#> Trackway_2 10.9586 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.172632 Iteration 71
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.28704
#> Trackway_2 12.28704 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.187765 Iteration 72
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.50279
#> Trackway_2 10.50279 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.203073 Iteration 73
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.31169
#> Trackway_2 10.31169 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.218469 Iteration 74
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.614872
#> Trackway_2 6.614872 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.232977 Iteration 75
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.458243
#> Trackway_2 6.458243 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.248427 Iteration 76
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.539505
#> Trackway_2 7.539505 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.263738 Iteration 77
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.684973
#> Trackway_2 5.684973 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.27847 Iteration 78
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.426667
#> Trackway_2 7.426667 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.293035 Iteration 79
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.926958
#> Trackway_2 9.926958 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.308105 Iteration 80
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.710177
#> Trackway_2 7.710177 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.338718 Iteration 81
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.411787
#> Trackway_2 9.411787 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.354452 Iteration 82
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.330011
#> Trackway_2 9.330011 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.372769 Iteration 83
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.34119
#> Trackway_2 10.34119 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.387843 Iteration 84
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.758005
#> Trackway_2 6.758005 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.403283 Iteration 85
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 14.07835
#> Trackway_2 14.07835 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.418407 Iteration 86
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.419326
#> Trackway_2 9.419326 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.434221 Iteration 87
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.71896
#> Trackway_2 10.71896 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.448335 Iteration 88
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.852054
#> Trackway_2 8.852054 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.462394 Iteration 89
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.03826
#> Trackway_2 10.03826 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.47672 Iteration 90
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.052817
#> Trackway_2 8.052817 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.489546 Iteration 91
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.4574
#> Trackway_2 10.4574 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.50327 Iteration 92
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.76337
#> Trackway_2 10.76337 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.517027 Iteration 93
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.066065
#> Trackway_2 7.066065 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.530639 Iteration 94
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.991028
#> Trackway_2 9.991028 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.544433 Iteration 95
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.1453
#> Trackway_2 10.1453 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.55808 Iteration 96
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.09773
#> Trackway_2 12.09773 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.57222 Iteration 97
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.215357
#> Trackway_2 9.215357 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.586058 Iteration 98
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.753546
#> Trackway_2 7.753546 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.599453 Iteration 99
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.860927
#> Trackway_2 6.860927 NA
#> ------------------------------------
#> 2026-03-23 22:12:27.61303 Iteration 100
#>
#> DTW metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.583947
#> Trackway_2 8.583947 NA
#> ------------------------------------
#> ANALYSIS COMPLETED
#> ------------------------------------
#>
#> $DTW_distance_metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.060018
#> Trackway_2 7.060018 NA
#>
#> $DTW_distance_metric_p_values
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.2277228
#> Trackway_2 0.2277228 NA
#>
#> $DTW_distance_metric_p_values_BH
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.2277228
#> Trackway_2 0.2277228 NA
#>
#> $DTW_metric_p_values_combined
#> [1] 0.22
#>
#> $DTW_distance_metric_simulations
#> $DTW_distance_metric_simulations[[1]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.965847
#> Trackway_2 5.965847 NA
#>
#> $DTW_distance_metric_simulations[[2]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.25117
#> Trackway_2 12.25117 NA
#>
#> $DTW_distance_metric_simulations[[3]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.699525
#> Trackway_2 6.699525 NA
#>
#> $DTW_distance_metric_simulations[[4]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.48689
#> Trackway_2 11.48689 NA
#>
#> $DTW_distance_metric_simulations[[5]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.302667
#> Trackway_2 9.302667 NA
#>
#> $DTW_distance_metric_simulations[[6]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.051429
#> Trackway_2 7.051429 NA
#>
#> $DTW_distance_metric_simulations[[7]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.242862
#> Trackway_2 8.242862 NA
#>
#> $DTW_distance_metric_simulations[[8]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.036795
#> Trackway_2 7.036795 NA
#>
#> $DTW_distance_metric_simulations[[9]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.685264
#> Trackway_2 8.685264 NA
#>
#> $DTW_distance_metric_simulations[[10]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.198181
#> Trackway_2 8.198181 NA
#>
#> $DTW_distance_metric_simulations[[11]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.428557
#> Trackway_2 8.428557 NA
#>
#> $DTW_distance_metric_simulations[[12]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.889371
#> Trackway_2 8.889371 NA
#>
#> $DTW_distance_metric_simulations[[13]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.456906
#> Trackway_2 5.456906 NA
#>
#> $DTW_distance_metric_simulations[[14]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.99483
#> Trackway_2 9.99483 NA
#>
#> $DTW_distance_metric_simulations[[15]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 15.8234
#> Trackway_2 15.8234 NA
#>
#> $DTW_distance_metric_simulations[[16]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.098378
#> Trackway_2 9.098378 NA
#>
#> $DTW_distance_metric_simulations[[17]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.869719
#> Trackway_2 6.869719 NA
#>
#> $DTW_distance_metric_simulations[[18]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.97267
#> Trackway_2 10.97267 NA
#>
#> $DTW_distance_metric_simulations[[19]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.873918
#> Trackway_2 7.873918 NA
#>
#> $DTW_distance_metric_simulations[[20]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.88757
#> Trackway_2 11.88757 NA
#>
#> $DTW_distance_metric_simulations[[21]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 16.64634
#> Trackway_2 16.64634 NA
#>
#> $DTW_distance_metric_simulations[[22]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.775963
#> Trackway_2 9.775963 NA
#>
#> $DTW_distance_metric_simulations[[23]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.28782
#> Trackway_2 12.28782 NA
#>
#> $DTW_distance_metric_simulations[[24]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.65634
#> Trackway_2 11.65634 NA
#>
#> $DTW_distance_metric_simulations[[25]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.149532
#> Trackway_2 7.149532 NA
#>
#> $DTW_distance_metric_simulations[[26]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.863978
#> Trackway_2 8.863978 NA
#>
#> $DTW_distance_metric_simulations[[27]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.38228
#> Trackway_2 9.38228 NA
#>
#> $DTW_distance_metric_simulations[[28]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.518337
#> Trackway_2 9.518337 NA
#>
#> $DTW_distance_metric_simulations[[29]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.252216
#> Trackway_2 7.252216 NA
#>
#> $DTW_distance_metric_simulations[[30]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 18.29014
#> Trackway_2 18.29014 NA
#>
#> $DTW_distance_metric_simulations[[31]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.73569
#> Trackway_2 10.73569 NA
#>
#> $DTW_distance_metric_simulations[[32]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 14.03749
#> Trackway_2 14.03749 NA
#>
#> $DTW_distance_metric_simulations[[33]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.414557
#> Trackway_2 7.414557 NA
#>
#> $DTW_distance_metric_simulations[[34]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.16532
#> Trackway_2 11.16532 NA
#>
#> $DTW_distance_metric_simulations[[35]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.36321
#> Trackway_2 5.36321 NA
#>
#> $DTW_distance_metric_simulations[[36]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.368371
#> Trackway_2 6.368371 NA
#>
#> $DTW_distance_metric_simulations[[37]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.23507
#> Trackway_2 11.23507 NA
#>
#> $DTW_distance_metric_simulations[[38]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.503266
#> Trackway_2 5.503266 NA
#>
#> $DTW_distance_metric_simulations[[39]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.90788
#> Trackway_2 8.90788 NA
#>
#> $DTW_distance_metric_simulations[[40]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.51941
#> Trackway_2 12.51941 NA
#>
#> $DTW_distance_metric_simulations[[41]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.00535
#> Trackway_2 6.00535 NA
#>
#> $DTW_distance_metric_simulations[[42]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.3614
#> Trackway_2 12.3614 NA
#>
#> $DTW_distance_metric_simulations[[43]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.082762
#> Trackway_2 6.082762 NA
#>
#> $DTW_distance_metric_simulations[[44]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.01178
#> Trackway_2 11.01178 NA
#>
#> $DTW_distance_metric_simulations[[45]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.371789
#> Trackway_2 7.371789 NA
#>
#> $DTW_distance_metric_simulations[[46]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.030301
#> Trackway_2 8.030301 NA
#>
#> $DTW_distance_metric_simulations[[47]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.980278
#> Trackway_2 6.980278 NA
#>
#> $DTW_distance_metric_simulations[[48]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.17699
#> Trackway_2 10.17699 NA
#>
#> $DTW_distance_metric_simulations[[49]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.946222
#> Trackway_2 7.946222 NA
#>
#> $DTW_distance_metric_simulations[[50]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 15.9232
#> Trackway_2 15.9232 NA
#>
#> $DTW_distance_metric_simulations[[51]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.659665
#> Trackway_2 8.659665 NA
#>
#> $DTW_distance_metric_simulations[[52]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.26831
#> Trackway_2 12.26831 NA
#>
#> $DTW_distance_metric_simulations[[53]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.102159
#> Trackway_2 8.102159 NA
#>
#> $DTW_distance_metric_simulations[[54]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.824064
#> Trackway_2 6.824064 NA
#>
#> $DTW_distance_metric_simulations[[55]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.243153
#> Trackway_2 6.243153 NA
#>
#> $DTW_distance_metric_simulations[[56]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.66335
#> Trackway_2 8.66335 NA
#>
#> $DTW_distance_metric_simulations[[57]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.575802
#> Trackway_2 9.575802 NA
#>
#> $DTW_distance_metric_simulations[[58]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.075326
#> Trackway_2 6.075326 NA
#>
#> $DTW_distance_metric_simulations[[59]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.636032
#> Trackway_2 7.636032 NA
#>
#> $DTW_distance_metric_simulations[[60]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.159662
#> Trackway_2 6.159662 NA
#>
#> $DTW_distance_metric_simulations[[61]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.394419
#> Trackway_2 8.394419 NA
#>
#> $DTW_distance_metric_simulations[[62]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.14
#> Trackway_2 11.14 NA
#>
#> $DTW_distance_metric_simulations[[63]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.033521
#> Trackway_2 9.033521 NA
#>
#> $DTW_distance_metric_simulations[[64]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.229046
#> Trackway_2 7.229046 NA
#>
#> $DTW_distance_metric_simulations[[65]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.986163
#> Trackway_2 6.986163 NA
#>
#> $DTW_distance_metric_simulations[[66]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.772953
#> Trackway_2 8.772953 NA
#>
#> $DTW_distance_metric_simulations[[67]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.229288
#> Trackway_2 7.229288 NA
#>
#> $DTW_distance_metric_simulations[[68]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.78027
#> Trackway_2 11.78027 NA
#>
#> $DTW_distance_metric_simulations[[69]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 11.19947
#> Trackway_2 11.19947 NA
#>
#> $DTW_distance_metric_simulations[[70]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.9586
#> Trackway_2 10.9586 NA
#>
#> $DTW_distance_metric_simulations[[71]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.28704
#> Trackway_2 12.28704 NA
#>
#> $DTW_distance_metric_simulations[[72]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.50279
#> Trackway_2 10.50279 NA
#>
#> $DTW_distance_metric_simulations[[73]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.31169
#> Trackway_2 10.31169 NA
#>
#> $DTW_distance_metric_simulations[[74]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.614872
#> Trackway_2 6.614872 NA
#>
#> $DTW_distance_metric_simulations[[75]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.458243
#> Trackway_2 6.458243 NA
#>
#> $DTW_distance_metric_simulations[[76]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.539505
#> Trackway_2 7.539505 NA
#>
#> $DTW_distance_metric_simulations[[77]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5.684973
#> Trackway_2 5.684973 NA
#>
#> $DTW_distance_metric_simulations[[78]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.426667
#> Trackway_2 7.426667 NA
#>
#> $DTW_distance_metric_simulations[[79]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.926958
#> Trackway_2 9.926958 NA
#>
#> $DTW_distance_metric_simulations[[80]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.710177
#> Trackway_2 7.710177 NA
#>
#> $DTW_distance_metric_simulations[[81]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.411787
#> Trackway_2 9.411787 NA
#>
#> $DTW_distance_metric_simulations[[82]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.330011
#> Trackway_2 9.330011 NA
#>
#> $DTW_distance_metric_simulations[[83]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.34119
#> Trackway_2 10.34119 NA
#>
#> $DTW_distance_metric_simulations[[84]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.758005
#> Trackway_2 6.758005 NA
#>
#> $DTW_distance_metric_simulations[[85]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 14.07835
#> Trackway_2 14.07835 NA
#>
#> $DTW_distance_metric_simulations[[86]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.419326
#> Trackway_2 9.419326 NA
#>
#> $DTW_distance_metric_simulations[[87]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.71896
#> Trackway_2 10.71896 NA
#>
#> $DTW_distance_metric_simulations[[88]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.852054
#> Trackway_2 8.852054 NA
#>
#> $DTW_distance_metric_simulations[[89]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.03826
#> Trackway_2 10.03826 NA
#>
#> $DTW_distance_metric_simulations[[90]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.052817
#> Trackway_2 8.052817 NA
#>
#> $DTW_distance_metric_simulations[[91]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.4574
#> Trackway_2 10.4574 NA
#>
#> $DTW_distance_metric_simulations[[92]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.76337
#> Trackway_2 10.76337 NA
#>
#> $DTW_distance_metric_simulations[[93]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.066065
#> Trackway_2 7.066065 NA
#>
#> $DTW_distance_metric_simulations[[94]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.991028
#> Trackway_2 9.991028 NA
#>
#> $DTW_distance_metric_simulations[[95]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 10.1453
#> Trackway_2 10.1453 NA
#>
#> $DTW_distance_metric_simulations[[96]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 12.09773
#> Trackway_2 12.09773 NA
#>
#> $DTW_distance_metric_simulations[[97]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9.215357
#> Trackway_2 9.215357 NA
#>
#> $DTW_distance_metric_simulations[[98]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7.753546
#> Trackway_2 7.753546 NA
#>
#> $DTW_distance_metric_simulations[[99]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 6.860927
#> Trackway_2 6.860927 NA
#>
#> $DTW_distance_metric_simulations[[100]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 8.583947
#> Trackway_2 8.583947 NA
print(simil_dtw_directed_paluxy$DTW_metric_p_values_combined)#> [1] 0.22
simil_frechet_directed_paluxy <- simil_Frechet_metric(PaluxyRiver, test = TRUE,
sim = sim_directed_paluxy,
superposition = "Centroid")
print(simil_frechet_directed_paluxy)#> 2026-03-23 22:12:29.347701 Iteration 1
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5466994
#> Trackway_2 0.5466994 NA
#> ------------------------------------
#> 2026-03-23 22:12:29.695013 Iteration 2
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8314387
#> Trackway_2 0.8314387 NA
#> ------------------------------------
#> 2026-03-23 22:12:30.078655 Iteration 3
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4405489
#> Trackway_2 0.4405489 NA
#> ------------------------------------
#> 2026-03-23 22:12:30.442662 Iteration 4
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.020344
#> Trackway_2 1.020344 NA
#> ------------------------------------
#> 2026-03-23 22:12:30.817362 Iteration 5
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6534077
#> Trackway_2 0.6534077 NA
#> ------------------------------------
#> 2026-03-23 22:12:31.215309 Iteration 6
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7824013
#> Trackway_2 0.7824013 NA
#> ------------------------------------
#> 2026-03-23 22:12:31.550452 Iteration 7
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7704186
#> Trackway_2 0.7704186 NA
#> ------------------------------------
#> 2026-03-23 22:12:31.976482 Iteration 8
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.442308
#> Trackway_2 0.442308 NA
#> ------------------------------------
#> 2026-03-23 22:12:32.339132 Iteration 9
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6421676
#> Trackway_2 0.6421676 NA
#> ------------------------------------
#> 2026-03-23 22:12:32.669299 Iteration 10
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8946362
#> Trackway_2 0.8946362 NA
#> ------------------------------------
#> 2026-03-23 22:12:33.039878 Iteration 11
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8039577
#> Trackway_2 0.8039577 NA
#> ------------------------------------
#> 2026-03-23 22:12:33.437964 Iteration 12
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5781781
#> Trackway_2 0.5781781 NA
#> ------------------------------------
#> 2026-03-23 22:12:33.683204 Iteration 13
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4626604
#> Trackway_2 0.4626604 NA
#> ------------------------------------
#> 2026-03-23 22:12:34.018599 Iteration 14
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.089194
#> Trackway_2 1.089194 NA
#> ------------------------------------
#> 2026-03-23 22:12:34.304912 Iteration 15
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.179128
#> Trackway_2 1.179128 NA
#> ------------------------------------
#> 2026-03-23 22:12:34.637407 Iteration 16
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7064242
#> Trackway_2 0.7064242 NA
#> ------------------------------------
#> 2026-03-23 22:12:35.015869 Iteration 17
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6391275
#> Trackway_2 0.6391275 NA
#> ------------------------------------
#> 2026-03-23 22:12:35.374419 Iteration 18
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8823738
#> Trackway_2 0.8823738 NA
#> ------------------------------------
#> 2026-03-23 22:12:35.698701 Iteration 19
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7304331
#> Trackway_2 0.7304331 NA
#> ------------------------------------
#> 2026-03-23 22:12:36.12467 Iteration 20
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7524138
#> Trackway_2 0.7524138 NA
#> ------------------------------------
#> 2026-03-23 22:12:36.51137 Iteration 21
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.031958
#> Trackway_2 1.031958 NA
#> ------------------------------------
#> 2026-03-23 22:12:36.860555 Iteration 22
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6342117
#> Trackway_2 0.6342117 NA
#> ------------------------------------
#> 2026-03-23 22:12:37.244604 Iteration 23
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7860495
#> Trackway_2 0.7860495 NA
#> ------------------------------------
#> 2026-03-23 22:12:37.606244 Iteration 24
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.628124
#> Trackway_2 0.628124 NA
#> ------------------------------------
#> 2026-03-23 22:12:37.982087 Iteration 25
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6054783
#> Trackway_2 0.6054783 NA
#> ------------------------------------
#> 2026-03-23 22:12:38.336386 Iteration 26
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6831045
#> Trackway_2 0.6831045 NA
#> ------------------------------------
#> 2026-03-23 22:12:38.707985 Iteration 27
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9683888
#> Trackway_2 0.9683888 NA
#> ------------------------------------
#> 2026-03-23 22:12:39.012718 Iteration 28
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5900783
#> Trackway_2 0.5900783 NA
#> ------------------------------------
#> 2026-03-23 22:12:39.407353 Iteration 29
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.540638
#> Trackway_2 0.540638 NA
#> ------------------------------------
#> 2026-03-23 22:12:39.733288 Iteration 30
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.234839
#> Trackway_2 1.234839 NA
#> ------------------------------------
#> 2026-03-23 22:12:40.048834 Iteration 31
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7804393
#> Trackway_2 0.7804393 NA
#> ------------------------------------
#> 2026-03-23 22:12:40.392769 Iteration 32
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9296212
#> Trackway_2 0.9296212 NA
#> ------------------------------------
#> 2026-03-23 22:12:40.655522 Iteration 33
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6420718
#> Trackway_2 0.6420718 NA
#> ------------------------------------
#> 2026-03-23 22:12:41.054625 Iteration 34
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8017566
#> Trackway_2 0.8017566 NA
#> ------------------------------------
#> 2026-03-23 22:12:41.755587 Iteration 35
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6302465
#> Trackway_2 0.6302465 NA
#> ------------------------------------
#> 2026-03-23 22:12:42.070305 Iteration 36
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7355254
#> Trackway_2 0.7355254 NA
#> ------------------------------------
#> 2026-03-23 22:12:42.30794 Iteration 37
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9641226
#> Trackway_2 0.9641226 NA
#> ------------------------------------
#> 2026-03-23 22:12:42.595964 Iteration 38
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6745842
#> Trackway_2 0.6745842 NA
#> ------------------------------------
#> 2026-03-23 22:12:42.848384 Iteration 39
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4388457
#> Trackway_2 0.4388457 NA
#> ------------------------------------
#> 2026-03-23 22:12:43.13421 Iteration 40
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.813586
#> Trackway_2 0.813586 NA
#> ------------------------------------
#> 2026-03-23 22:12:43.468309 Iteration 41
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.2289895
#> Trackway_2 0.2289895 NA
#> ------------------------------------
#> 2026-03-23 22:12:43.826968 Iteration 42
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.086042
#> Trackway_2 1.086042 NA
#> ------------------------------------
#> 2026-03-23 22:12:44.181885 Iteration 43
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5161119
#> Trackway_2 0.5161119 NA
#> ------------------------------------
#> 2026-03-23 22:12:44.502319 Iteration 44
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6689956
#> Trackway_2 0.6689956 NA
#> ------------------------------------
#> 2026-03-23 22:12:44.886089 Iteration 45
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4898769
#> Trackway_2 0.4898769 NA
#> ------------------------------------
#> 2026-03-23 22:12:45.291776 Iteration 46
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4757934
#> Trackway_2 0.4757934 NA
#> ------------------------------------
#> 2026-03-23 22:12:45.673826 Iteration 47
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7140279
#> Trackway_2 0.7140279 NA
#> ------------------------------------
#> 2026-03-23 22:12:46.019493 Iteration 48
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6390971
#> Trackway_2 0.6390971 NA
#> ------------------------------------
#> 2026-03-23 22:12:46.29208 Iteration 49
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6644136
#> Trackway_2 0.6644136 NA
#> ------------------------------------
#> 2026-03-23 22:12:46.673853 Iteration 50
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9691225
#> Trackway_2 0.9691225 NA
#> ------------------------------------
#> 2026-03-23 22:12:47.072673 Iteration 51
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7321079
#> Trackway_2 0.7321079 NA
#> ------------------------------------
#> 2026-03-23 22:12:47.431149 Iteration 52
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6940011
#> Trackway_2 0.6940011 NA
#> ------------------------------------
#> 2026-03-23 22:12:47.790594 Iteration 53
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6164811
#> Trackway_2 0.6164811 NA
#> ------------------------------------
#> 2026-03-23 22:12:48.113204 Iteration 54
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4648986
#> Trackway_2 0.4648986 NA
#> ------------------------------------
#> 2026-03-23 22:12:48.4555 Iteration 55
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3672502
#> Trackway_2 0.3672502 NA
#> ------------------------------------
#> 2026-03-23 22:12:48.744514 Iteration 56
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7150995
#> Trackway_2 0.7150995 NA
#> ------------------------------------
#> 2026-03-23 22:12:48.993888 Iteration 57
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5512543
#> Trackway_2 0.5512543 NA
#> ------------------------------------
#> 2026-03-23 22:12:49.344658 Iteration 58
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4961773
#> Trackway_2 0.4961773 NA
#> ------------------------------------
#> 2026-03-23 22:12:49.726584 Iteration 59
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6840355
#> Trackway_2 0.6840355 NA
#> ------------------------------------
#> 2026-03-23 22:12:50.103921 Iteration 60
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.706163
#> Trackway_2 0.706163 NA
#> ------------------------------------
#> 2026-03-23 22:12:50.519827 Iteration 61
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6760407
#> Trackway_2 0.6760407 NA
#> ------------------------------------
#> 2026-03-23 22:12:50.940513 Iteration 62
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8119787
#> Trackway_2 0.8119787 NA
#> ------------------------------------
#> 2026-03-23 22:12:51.337798 Iteration 63
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7036756
#> Trackway_2 0.7036756 NA
#> ------------------------------------
#> 2026-03-23 22:12:51.7038 Iteration 64
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4866544
#> Trackway_2 0.4866544 NA
#> ------------------------------------
#> 2026-03-23 22:12:52.038397 Iteration 65
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4898451
#> Trackway_2 0.4898451 NA
#> ------------------------------------
#> 2026-03-23 22:12:52.467803 Iteration 66
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7180408
#> Trackway_2 0.7180408 NA
#> ------------------------------------
#> 2026-03-23 22:12:52.851855 Iteration 67
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4726775
#> Trackway_2 0.4726775 NA
#> ------------------------------------
#> 2026-03-23 22:12:53.225333 Iteration 68
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8760031
#> Trackway_2 0.8760031 NA
#> ------------------------------------
#> 2026-03-23 22:12:53.588438 Iteration 69
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9632462
#> Trackway_2 0.9632462 NA
#> ------------------------------------
#> 2026-03-23 22:12:53.917747 Iteration 70
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9732862
#> Trackway_2 0.9732862 NA
#> ------------------------------------
#> 2026-03-23 22:12:54.312782 Iteration 71
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8454637
#> Trackway_2 0.8454637 NA
#> ------------------------------------
#> 2026-03-23 22:12:54.631949 Iteration 72
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.963868
#> Trackway_2 0.963868 NA
#> ------------------------------------
#> 2026-03-23 22:12:54.925151 Iteration 73
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.99137
#> Trackway_2 0.99137 NA
#> ------------------------------------
#> 2026-03-23 22:12:55.309912 Iteration 74
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3467418
#> Trackway_2 0.3467418 NA
#> ------------------------------------
#> 2026-03-23 22:12:55.714588 Iteration 75
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4517816
#> Trackway_2 0.4517816 NA
#> ------------------------------------
#> 2026-03-23 22:12:56.061493 Iteration 76
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5435408
#> Trackway_2 0.5435408 NA
#> ------------------------------------
#> 2026-03-23 22:12:56.386252 Iteration 77
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5043646
#> Trackway_2 0.5043646 NA
#> ------------------------------------
#> 2026-03-23 22:12:56.747612 Iteration 78
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8716827
#> Trackway_2 0.8716827 NA
#> ------------------------------------
#> 2026-03-23 22:12:57.048144 Iteration 79
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8055714
#> Trackway_2 0.8055714 NA
#> ------------------------------------
#> 2026-03-23 22:12:57.338834 Iteration 80
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4278637
#> Trackway_2 0.4278637 NA
#> ------------------------------------
#> 2026-03-23 22:12:57.639405 Iteration 81
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6218316
#> Trackway_2 0.6218316 NA
#> ------------------------------------
#> 2026-03-23 22:12:57.953778 Iteration 82
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5738134
#> Trackway_2 0.5738134 NA
#> ------------------------------------
#> 2026-03-23 22:12:58.262541 Iteration 83
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6715919
#> Trackway_2 0.6715919 NA
#> ------------------------------------
#> 2026-03-23 22:12:58.634115 Iteration 84
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.699989
#> Trackway_2 0.699989 NA
#> ------------------------------------
#> 2026-03-23 22:12:59.008396 Iteration 85
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.156907
#> Trackway_2 1.156907 NA
#> ------------------------------------
#> 2026-03-23 22:12:59.383408 Iteration 86
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6286463
#> Trackway_2 0.6286463 NA
#> ------------------------------------
#> 2026-03-23 22:12:59.791828 Iteration 87
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7153463
#> Trackway_2 0.7153463 NA
#> ------------------------------------
#> 2026-03-23 22:13:00.212094 Iteration 88
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7993102
#> Trackway_2 0.7993102 NA
#> ------------------------------------
#> 2026-03-23 22:13:00.631173 Iteration 89
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8249873
#> Trackway_2 0.8249873 NA
#> ------------------------------------
#> 2026-03-23 22:13:01.067173 Iteration 90
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7111871
#> Trackway_2 0.7111871 NA
#> ------------------------------------
#> 2026-03-23 22:13:01.494035 Iteration 91
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5584687
#> Trackway_2 0.5584687 NA
#> ------------------------------------
#> 2026-03-23 22:13:01.887383 Iteration 92
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8907633
#> Trackway_2 0.8907633 NA
#> ------------------------------------
#> 2026-03-23 22:13:02.289621 Iteration 93
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5086097
#> Trackway_2 0.5086097 NA
#> ------------------------------------
#> 2026-03-23 22:13:02.691009 Iteration 94
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.721202
#> Trackway_2 0.721202 NA
#> ------------------------------------
#> 2026-03-23 22:13:03.0897 Iteration 95
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8673562
#> Trackway_2 0.8673562 NA
#> ------------------------------------
#> 2026-03-23 22:13:03.436406 Iteration 96
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9736929
#> Trackway_2 0.9736929 NA
#> ------------------------------------
#> 2026-03-23 22:13:03.896449 Iteration 97
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5446947
#> Trackway_2 0.5446947 NA
#> ------------------------------------
#> 2026-03-23 22:13:04.291851 Iteration 98
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5188816
#> Trackway_2 0.5188816 NA
#> ------------------------------------
#> 2026-03-23 22:13:04.746569 Iteration 99
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9608178
#> Trackway_2 0.9608178 NA
#> ------------------------------------
#> 2026-03-23 22:13:05.167492 Iteration 100
#>
#> Frechet metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.679485
#> Trackway_2 0.679485 NA
#> ------------------------------------
#> ANALYSIS COMPLETED
#> ------------------------------------
#>
#> $Frechet_distance_metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6067683
#> Trackway_2 0.6067683 NA
#>
#> $Frechet_distance_metric_p_values
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3069307
#> Trackway_2 0.3069307 NA
#>
#> $Frechet_distance_metric_p_values_BH
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3069307
#> Trackway_2 0.3069307 NA
#>
#> $Frechet_metric_p_values_combined
#> [1] 0.3
#>
#> $Frechet_distance_metric_simulations
#> $Frechet_distance_metric_simulations[[1]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5466994
#> Trackway_2 0.5466994 NA
#>
#> $Frechet_distance_metric_simulations[[2]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8314387
#> Trackway_2 0.8314387 NA
#>
#> $Frechet_distance_metric_simulations[[3]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4405489
#> Trackway_2 0.4405489 NA
#>
#> $Frechet_distance_metric_simulations[[4]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.020344
#> Trackway_2 1.020344 NA
#>
#> $Frechet_distance_metric_simulations[[5]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6534077
#> Trackway_2 0.6534077 NA
#>
#> $Frechet_distance_metric_simulations[[6]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7824013
#> Trackway_2 0.7824013 NA
#>
#> $Frechet_distance_metric_simulations[[7]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7704186
#> Trackway_2 0.7704186 NA
#>
#> $Frechet_distance_metric_simulations[[8]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.442308
#> Trackway_2 0.442308 NA
#>
#> $Frechet_distance_metric_simulations[[9]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6421676
#> Trackway_2 0.6421676 NA
#>
#> $Frechet_distance_metric_simulations[[10]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8946362
#> Trackway_2 0.8946362 NA
#>
#> $Frechet_distance_metric_simulations[[11]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8039577
#> Trackway_2 0.8039577 NA
#>
#> $Frechet_distance_metric_simulations[[12]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5781781
#> Trackway_2 0.5781781 NA
#>
#> $Frechet_distance_metric_simulations[[13]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4626604
#> Trackway_2 0.4626604 NA
#>
#> $Frechet_distance_metric_simulations[[14]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.089194
#> Trackway_2 1.089194 NA
#>
#> $Frechet_distance_metric_simulations[[15]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.179128
#> Trackway_2 1.179128 NA
#>
#> $Frechet_distance_metric_simulations[[16]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7064242
#> Trackway_2 0.7064242 NA
#>
#> $Frechet_distance_metric_simulations[[17]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6391275
#> Trackway_2 0.6391275 NA
#>
#> $Frechet_distance_metric_simulations[[18]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8823738
#> Trackway_2 0.8823738 NA
#>
#> $Frechet_distance_metric_simulations[[19]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7304331
#> Trackway_2 0.7304331 NA
#>
#> $Frechet_distance_metric_simulations[[20]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7524138
#> Trackway_2 0.7524138 NA
#>
#> $Frechet_distance_metric_simulations[[21]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.031958
#> Trackway_2 1.031958 NA
#>
#> $Frechet_distance_metric_simulations[[22]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6342117
#> Trackway_2 0.6342117 NA
#>
#> $Frechet_distance_metric_simulations[[23]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7860495
#> Trackway_2 0.7860495 NA
#>
#> $Frechet_distance_metric_simulations[[24]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.628124
#> Trackway_2 0.628124 NA
#>
#> $Frechet_distance_metric_simulations[[25]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6054783
#> Trackway_2 0.6054783 NA
#>
#> $Frechet_distance_metric_simulations[[26]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6831045
#> Trackway_2 0.6831045 NA
#>
#> $Frechet_distance_metric_simulations[[27]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9683888
#> Trackway_2 0.9683888 NA
#>
#> $Frechet_distance_metric_simulations[[28]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5900783
#> Trackway_2 0.5900783 NA
#>
#> $Frechet_distance_metric_simulations[[29]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.540638
#> Trackway_2 0.540638 NA
#>
#> $Frechet_distance_metric_simulations[[30]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.234839
#> Trackway_2 1.234839 NA
#>
#> $Frechet_distance_metric_simulations[[31]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7804393
#> Trackway_2 0.7804393 NA
#>
#> $Frechet_distance_metric_simulations[[32]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9296212
#> Trackway_2 0.9296212 NA
#>
#> $Frechet_distance_metric_simulations[[33]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6420718
#> Trackway_2 0.6420718 NA
#>
#> $Frechet_distance_metric_simulations[[34]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8017566
#> Trackway_2 0.8017566 NA
#>
#> $Frechet_distance_metric_simulations[[35]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6302465
#> Trackway_2 0.6302465 NA
#>
#> $Frechet_distance_metric_simulations[[36]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7355254
#> Trackway_2 0.7355254 NA
#>
#> $Frechet_distance_metric_simulations[[37]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9641226
#> Trackway_2 0.9641226 NA
#>
#> $Frechet_distance_metric_simulations[[38]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6745842
#> Trackway_2 0.6745842 NA
#>
#> $Frechet_distance_metric_simulations[[39]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4388457
#> Trackway_2 0.4388457 NA
#>
#> $Frechet_distance_metric_simulations[[40]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.813586
#> Trackway_2 0.813586 NA
#>
#> $Frechet_distance_metric_simulations[[41]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.2289895
#> Trackway_2 0.2289895 NA
#>
#> $Frechet_distance_metric_simulations[[42]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.086042
#> Trackway_2 1.086042 NA
#>
#> $Frechet_distance_metric_simulations[[43]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5161119
#> Trackway_2 0.5161119 NA
#>
#> $Frechet_distance_metric_simulations[[44]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6689956
#> Trackway_2 0.6689956 NA
#>
#> $Frechet_distance_metric_simulations[[45]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4898769
#> Trackway_2 0.4898769 NA
#>
#> $Frechet_distance_metric_simulations[[46]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4757934
#> Trackway_2 0.4757934 NA
#>
#> $Frechet_distance_metric_simulations[[47]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7140279
#> Trackway_2 0.7140279 NA
#>
#> $Frechet_distance_metric_simulations[[48]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6390971
#> Trackway_2 0.6390971 NA
#>
#> $Frechet_distance_metric_simulations[[49]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6644136
#> Trackway_2 0.6644136 NA
#>
#> $Frechet_distance_metric_simulations[[50]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9691225
#> Trackway_2 0.9691225 NA
#>
#> $Frechet_distance_metric_simulations[[51]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7321079
#> Trackway_2 0.7321079 NA
#>
#> $Frechet_distance_metric_simulations[[52]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6940011
#> Trackway_2 0.6940011 NA
#>
#> $Frechet_distance_metric_simulations[[53]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6164811
#> Trackway_2 0.6164811 NA
#>
#> $Frechet_distance_metric_simulations[[54]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4648986
#> Trackway_2 0.4648986 NA
#>
#> $Frechet_distance_metric_simulations[[55]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3672502
#> Trackway_2 0.3672502 NA
#>
#> $Frechet_distance_metric_simulations[[56]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7150995
#> Trackway_2 0.7150995 NA
#>
#> $Frechet_distance_metric_simulations[[57]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5512543
#> Trackway_2 0.5512543 NA
#>
#> $Frechet_distance_metric_simulations[[58]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4961773
#> Trackway_2 0.4961773 NA
#>
#> $Frechet_distance_metric_simulations[[59]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6840355
#> Trackway_2 0.6840355 NA
#>
#> $Frechet_distance_metric_simulations[[60]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.706163
#> Trackway_2 0.706163 NA
#>
#> $Frechet_distance_metric_simulations[[61]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6760407
#> Trackway_2 0.6760407 NA
#>
#> $Frechet_distance_metric_simulations[[62]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8119787
#> Trackway_2 0.8119787 NA
#>
#> $Frechet_distance_metric_simulations[[63]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7036756
#> Trackway_2 0.7036756 NA
#>
#> $Frechet_distance_metric_simulations[[64]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4866544
#> Trackway_2 0.4866544 NA
#>
#> $Frechet_distance_metric_simulations[[65]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4898451
#> Trackway_2 0.4898451 NA
#>
#> $Frechet_distance_metric_simulations[[66]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7180408
#> Trackway_2 0.7180408 NA
#>
#> $Frechet_distance_metric_simulations[[67]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4726775
#> Trackway_2 0.4726775 NA
#>
#> $Frechet_distance_metric_simulations[[68]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8760031
#> Trackway_2 0.8760031 NA
#>
#> $Frechet_distance_metric_simulations[[69]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9632462
#> Trackway_2 0.9632462 NA
#>
#> $Frechet_distance_metric_simulations[[70]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9732862
#> Trackway_2 0.9732862 NA
#>
#> $Frechet_distance_metric_simulations[[71]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8454637
#> Trackway_2 0.8454637 NA
#>
#> $Frechet_distance_metric_simulations[[72]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.963868
#> Trackway_2 0.963868 NA
#>
#> $Frechet_distance_metric_simulations[[73]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.99137
#> Trackway_2 0.99137 NA
#>
#> $Frechet_distance_metric_simulations[[74]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.3467418
#> Trackway_2 0.3467418 NA
#>
#> $Frechet_distance_metric_simulations[[75]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4517816
#> Trackway_2 0.4517816 NA
#>
#> $Frechet_distance_metric_simulations[[76]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5435408
#> Trackway_2 0.5435408 NA
#>
#> $Frechet_distance_metric_simulations[[77]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5043646
#> Trackway_2 0.5043646 NA
#>
#> $Frechet_distance_metric_simulations[[78]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8716827
#> Trackway_2 0.8716827 NA
#>
#> $Frechet_distance_metric_simulations[[79]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8055714
#> Trackway_2 0.8055714 NA
#>
#> $Frechet_distance_metric_simulations[[80]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.4278637
#> Trackway_2 0.4278637 NA
#>
#> $Frechet_distance_metric_simulations[[81]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6218316
#> Trackway_2 0.6218316 NA
#>
#> $Frechet_distance_metric_simulations[[82]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5738134
#> Trackway_2 0.5738134 NA
#>
#> $Frechet_distance_metric_simulations[[83]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6715919
#> Trackway_2 0.6715919 NA
#>
#> $Frechet_distance_metric_simulations[[84]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.699989
#> Trackway_2 0.699989 NA
#>
#> $Frechet_distance_metric_simulations[[85]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1.156907
#> Trackway_2 1.156907 NA
#>
#> $Frechet_distance_metric_simulations[[86]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6286463
#> Trackway_2 0.6286463 NA
#>
#> $Frechet_distance_metric_simulations[[87]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7153463
#> Trackway_2 0.7153463 NA
#>
#> $Frechet_distance_metric_simulations[[88]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7993102
#> Trackway_2 0.7993102 NA
#>
#> $Frechet_distance_metric_simulations[[89]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8249873
#> Trackway_2 0.8249873 NA
#>
#> $Frechet_distance_metric_simulations[[90]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.7111871
#> Trackway_2 0.7111871 NA
#>
#> $Frechet_distance_metric_simulations[[91]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5584687
#> Trackway_2 0.5584687 NA
#>
#> $Frechet_distance_metric_simulations[[92]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8907633
#> Trackway_2 0.8907633 NA
#>
#> $Frechet_distance_metric_simulations[[93]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5086097
#> Trackway_2 0.5086097 NA
#>
#> $Frechet_distance_metric_simulations[[94]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.721202
#> Trackway_2 0.721202 NA
#>
#> $Frechet_distance_metric_simulations[[95]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.8673562
#> Trackway_2 0.8673562 NA
#>
#> $Frechet_distance_metric_simulations[[96]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9736929
#> Trackway_2 0.9736929 NA
#>
#> $Frechet_distance_metric_simulations[[97]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5446947
#> Trackway_2 0.5446947 NA
#>
#> $Frechet_distance_metric_simulations[[98]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.5188816
#> Trackway_2 0.5188816 NA
#>
#> $Frechet_distance_metric_simulations[[99]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.9608178
#> Trackway_2 0.9608178 NA
#>
#> $Frechet_distance_metric_simulations[[100]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.679485
#> Trackway_2 0.679485 NA
print(simil_frechet_directed_paluxy$Frechet_metric_p_values_combined)#> [1] 0.3
int_directed_paluxy <- track_intersection(PaluxyRiver, test = TRUE, H1 = "Lower",
sim = sim_directed_paluxy,
origin.permutation = "None")
print(int_directed_paluxy)#> 2026-03-23 22:13:06.223047 Iteration 1
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.247306 Iteration 2
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.271592 Iteration 3
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.294603 Iteration 4
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.31696 Iteration 5
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.339745 Iteration 6
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.362386 Iteration 7
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.385997 Iteration 8
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.409783 Iteration 9
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.43325 Iteration 10
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.456746 Iteration 11
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.47471 Iteration 12
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.496455 Iteration 13
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.519688 Iteration 14
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.543508 Iteration 15
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.568841 Iteration 16
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.592077 Iteration 17
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.629543 Iteration 18
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.652858 Iteration 19
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.676261 Iteration 20
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.700112 Iteration 21
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.724593 Iteration 22
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.74775 Iteration 23
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.770253 Iteration 24
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.793047 Iteration 25
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.816601 Iteration 26
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.839423 Iteration 27
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.862834 Iteration 28
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.886647 Iteration 29
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.911491 Iteration 30
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.93545 Iteration 31
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.958337 Iteration 32
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:06.982517 Iteration 33
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.005737 Iteration 34
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.028112 Iteration 35
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.051664 Iteration 36
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.075357 Iteration 37
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.098194 Iteration 38
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.12125 Iteration 39
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.156153 Iteration 40
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.1789 Iteration 41
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.201176 Iteration 42
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.223796 Iteration 43
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.246276 Iteration 44
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.26706 Iteration 45
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.287965 Iteration 46
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.309799 Iteration 47
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.332608 Iteration 48
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.357402 Iteration 49
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.380329 Iteration 50
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.402804 Iteration 51
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.426173 Iteration 52
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.449775 Iteration 53
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.473314 Iteration 54
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.49624 Iteration 55
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.519186 Iteration 56
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.542126 Iteration 57
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.564861 Iteration 58
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.588723 Iteration 59
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.61249 Iteration 60
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.636051 Iteration 61
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.662403 Iteration 62
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.695644 Iteration 63
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.717226 Iteration 64
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.738566 Iteration 65
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.760757 Iteration 66
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.783177 Iteration 67
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.805473 Iteration 68
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.827825 Iteration 69
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.850043 Iteration 70
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.872687 Iteration 71
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.895479 Iteration 72
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.918184 Iteration 73
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.941287 Iteration 74
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.954761 Iteration 75
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.97247 Iteration 76
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:07.992077 Iteration 77
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.013337 Iteration 78
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.036239 Iteration 79
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.059846 Iteration 80
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.083716 Iteration 81
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.107245 Iteration 82
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.130392 Iteration 83
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.153272 Iteration 84
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.186789 Iteration 85
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.209728 Iteration 86
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.232182 Iteration 87
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.254557 Iteration 88
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.277215 Iteration 89
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.301611 Iteration 90
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.326527 Iteration 91
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.350092 Iteration 92
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.374864 Iteration 93
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.399453 Iteration 94
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.417793 Iteration 95
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.437733 Iteration 96
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.461658 Iteration 97
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.484397 Iteration 98
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.507131 Iteration 99
#>
#> Intersect metric
#> ------------------------------------
#> 2026-03-23 22:13:08.530082 Iteration 100
#>
#> Intersect metric
#> ------------------------------------
#> ANALYSIS COMPLETED
#> ------------------------------------
#>
#> $Intersection_metric
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_p_values
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6534653
#> Trackway_2 0.6534653 NA
#>
#> $Intersection_metric_p_values_BH
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.6534653
#> Trackway_2 0.6534653 NA
#>
#> $Intersection_metric_p_values_combined
#> [1] 0.6534653
#>
#> $Intersection_metric_simulations
#> $Intersection_metric_simulations[[1]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[2]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[3]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[4]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[5]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[6]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[7]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[8]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[9]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[10]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[11]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[12]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[13]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[14]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[15]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[16]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[17]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[18]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[19]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[20]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[21]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[22]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[23]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[24]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[25]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[26]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[27]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[28]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[29]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[30]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[31]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[32]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[33]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[34]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[35]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[36]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 9
#> Trackway_2 9 NA
#>
#> $Intersection_metric_simulations[[37]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[38]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[39]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[40]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[41]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[42]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[43]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[44]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[45]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[46]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[47]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[48]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[49]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[50]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[51]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[52]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[53]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 4
#> Trackway_2 4 NA
#>
#> $Intersection_metric_simulations[[54]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7
#> Trackway_2 7 NA
#>
#> $Intersection_metric_simulations[[55]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[56]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[57]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[58]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 7
#> Trackway_2 7 NA
#>
#> $Intersection_metric_simulations[[59]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[60]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[61]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[62]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[63]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[64]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[65]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[66]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[67]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[68]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[69]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[70]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[71]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[72]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[73]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[74]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[75]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[76]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[77]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[78]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[79]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[80]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 2
#> Trackway_2 2 NA
#>
#> $Intersection_metric_simulations[[81]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[82]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[83]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[84]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[85]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[86]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[87]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[88]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[89]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[90]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[91]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[92]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[93]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[94]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[95]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
#>
#> $Intersection_metric_simulations[[96]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 3
#> Trackway_2 3 NA
#>
#> $Intersection_metric_simulations[[97]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 5
#> Trackway_2 5 NA
#>
#> $Intersection_metric_simulations[[98]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[99]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0
#> Trackway_2 0 NA
#>
#> $Intersection_metric_simulations[[100]]
#> Trackway_1 Trackway_2
#> Trackway_1 NA 1
#> Trackway_2 1 NA
print(int_directed_paluxy$Intersection_metric_p_values_combined)#> [1] 0.6534653A partial parallel pursuit scenario predicts a specific outcome:
greater-than-random trajectory similarity combined with
fewer-than-random intersections, consistent with
parallel movement rather than repeated crossing. Evidence from multiple
metrics is finally integrated using combined_prob(),
producing a single summary probability that reflects whether the overall
dataset departs from null expectations in the direction predicted by the
chase hypothesis.
combined_metrics_paluxy <- combined_prob(PaluxyRiver, metrics = list(
simil_dtw_directed_paluxy,
simil_frechet_directed_paluxy,
int_directed_paluxy
))
print(combined_metrics_paluxy)#> $P_values
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.06930693
#> Trackway_2 0.06930693 NA
#>
#> $P_values_BH
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.06930693
#> Trackway_2 0.06930693 NA
#>
#> $P_values_global
#> [1] 0.06930693
print(combined_metrics_paluxy$P_values_global)#> [1] 0.06930693Interpretation of results
When evaluated individually against the directed null model, both trajectory similarity metrics show comparatively low probabilities (DTW: p = 0.22; Fréchet: p = 0.3), indicating a tendency toward greater geometric correspondence than expected under the most restrictive scenario of independent, directionally constrained movement. Although neither metric alone crosses conventional significance thresholds, both deviate consistently in the same direction, arguing against isolated stochastic effects. In contrast, the intersection analysis shows no reduction in crossings relative to the directed null expectation (p = 0.65), which by itself would remain compatible with independent movement under strong directional constraints.
Crucially, when all metrics are evaluated jointly using
combined_prob(), the global probability (p =
0.069) indicates a statistically significant departure from the
directed null model. Because the directed model represents the
most conservative non-gregarious expectation,
explicitly incorporating strong landscape constraints or shared
directional forcing, rejection of this model provides strong
evidence that the observed trackway configuration cannot be fully
explained by independent movement alone.
Taken together, these results support the interpretation that the sauropod and theropod trackways were produced within a coordinated temporal framework, consistent with a scenario of partial parallel pursuit rather than coincidental alignment driven solely by environmental structure. Importantly, this inference emerges most clearly when multiple, complementary metrics are considered simultaneously, highlighting the value of integrative, multi-metric approaches for detecting subtle but biologically meaningful signals in fossil trackway data.
Applied Example 2: Mount Tom — assessing compatibility with gregarious movement
For the Mount Tom tracksite, we evaluate whether a subset of trackways can be plausibly interpreted as the product of gregarious movement, defined here as multiple individuals moving with a degree of spatial and kinematic coherence exceeding that expected under independent locomotion. As in the Paluxy River case, apparent similarity among trajectories may arise from non-social processes—such as landscape constraints, preferential pathways, or shared directional biases—so the analysis is structured to progressively distinguish exploratory patterns from signals consistent with coordinated movement.
The workflow begins by converting digitized TPS data into a
trackway R object (tps_to_track()), followed
by a visual inspection of footprints and interpolated trajectories using
plot_track(). This step serves as a diagnostic check to
verify footprint ordering, trajectory reconstruction, and inferred
directionality of movement, ensuring internal consistency of the data
prior to quantitative analysis. In the Mount Tom dataset, one trackway
(numer 3) contains a missing footprint (number 7); this absence is
explicitly specified during data import and the corresponding footprint
position is interpolated, allowing trajectory reconstruction to proceed
while preserving the original track geometry.
MountTom <- tps_to_track(
system.file("extdata", "MountTom.tps", package = "QuAnTeTrack"),
scale = 0.004411765,
R.L.side = c(
"R", "L", "L", "L", "R", "L", "R", "R", "L", "L", "L",
"L", "L", "R", "R", "L", "R", "R", "L", "R", "R",
"R", "R"
),
missing = TRUE,
NAs = matrix(c(3, 7), nrow = 1, ncol = 2)
)
plot_track(MountTom, plot.labels = TRUE)
#> Warning in plot_track(MountTom, plot.labels = TRUE): Warning: 'plot.labels' is
#> TRUE but 'labels' is NULL. Automatically generated labels will be used.
#> Warning: Removed 2 rows containing missing values or values outside the scale range
#> (`geom_point()`).
plot_track(MountTom, plot = "FootprintsTrajectories", cex.f = 4, alpha.t = 0.2, seq.foot = TRUE)
#> Warning: Removed 2 rows containing missing values or values outside the scale range
#> (`geom_text()`).
plot_track(MountTom, plot = "Trajectories", arrow.t = TRUE, arrow.size = 0.1)
We then perform an initial exploration of movement-related parameters
using track_param(), which provides a quantitative overview
of variation in trajectory geometry and structure across all trackways,
allowing broad patterns to be identified before any grouping or
hypothesis-driven testing.
MountTom_param<-track_param(MountTom)
print(MountTom_param)#> [[1]]
#> [[1]]$Turning_angles
#> [1] 135.4170 134.9103 139.1806 134.1905 128.4984 139.7955 143.4536 137.0192
#>
#> [[1]]$Mean_turning_angle
#> [1] 136.5592
#>
#> [[1]]$Standard_deviation_turning_angle
#> [1] 4.46736
#>
#> [[1]]$Beeline_length
#> [1] 7.792014
#>
#> [[1]]$Path_length
#> [1] 7.811916
#>
#> [[1]]$Step_lengths
#> [1] 1.0716072 0.9967099 1.0056236 0.9936882 0.9780421 0.9329032 0.8594255
#> [8] 0.9739165
#>
#> [[1]]$Mean_step_length
#> [1] 0.9764895
#>
#> [[1]]$Standard_deviation_step_length
#> [1] 0.06119478
#>
#> [[1]]$Stride_length
#> [1] 1.993420 1.987376 1.865806 1.947833 2.143214 2.011247 1.956084 1.718851
#>
#> [[1]]$Mean_stride_length
#> [1] 1.952979
#>
#> [[1]]$Pace_length
#> [1] 1.1465582 1.0363986 0.9960140 1.0306737 0.9579627 1.0153771 0.9604282
#> [8] 0.8395926 1.1404306
#>
#> [[1]]$Mean_pace_length
#> [1] 1.013715
#>
#> [[1]]$Sinuosity
#> [1] 0.1073126
#>
#> [[1]]$Straightness
#> [1] 0.9974524
#>
#> [[1]]$Trackway_width
#> [1] 0.1898719
#>
#> [[1]]$Gauge
#> [1] NA
#>
#> [[1]]$Pace_angulation
#> [1] 158.5226
#>
#> [[1]]$Step_angle
#> [1] 10.62683
#>
#>
#> [[2]]
#> [[2]]$Turning_angles
#> [1] 132.9511 134.6430 134.4076 127.5257 121.4985 123.2012 131.3173 125.6057
#>
#> [[2]]$Mean_turning_angle
#> [1] 128.895
#>
#> [[2]]$Standard_deviation_turning_angle
#> [1] 5.148772
#>
#> [[2]]$Beeline_length
#> [1] 8.389291
#>
#> [[2]]$Path_length
#> [1] 8.419799
#>
#> [[2]]$Step_lengths
#> [1] 0.9161851 1.0014075 1.0560373 1.0791884 1.2159276 1.0755866 0.9956450
#> [8] 1.0798217
#>
#> [[2]]$Mean_step_length
#> [1] 1.052475
#>
#> [[2]]$Standard_deviation_step_length
#> [1] 0.08712676
#>
#> [[2]]$Stride_length
#> [1] 1.832370 2.112075 2.431855 1.991290 2.002815 2.158377 2.151173 2.159643
#>
#> [[2]]$Mean_stride_length
#> [1] 2.10495
#>
#> [[2]]$Pace_length
#> [1] 0.9615624 0.8708180 1.1325182 0.9802660 1.1857229 1.2471023 0.9089200
#> [8] 1.0856887 1.0989901
#>
#> [[2]]$Mean_pace_length
#> [1] 1.052399
#>
#> [[2]]$Sinuosity
#> [1] 0.08820136
#>
#> [[2]]$Straightness
#> [1] 0.9963766
#>
#> [[2]]$Trackway_width
#> [1] 0.01763514
#>
#> [[2]]$Gauge
#> [1] NA
#>
#> [[2]]$Pace_angulation
#> [1] 173.6657
#>
#> [[2]]$Step_angle
#> [1] 5.892303
#>
#>
#> [[3]]
#> [[3]]$Turning_angles
#> [1] 133.8065 133.7811 130.2205 132.0604
#>
#> [[3]]$Mean_turning_angle
#> [1] 132.4672
#>
#> [[3]]$Standard_deviation_turning_angle
#> [1] 1.706197
#>
#> [[3]]$Beeline_length
#> [1] 5.076073
#>
#> [[3]]$Path_length
#> [1] 5.077853
#>
#> [[3]]$Step_lengths
#> [1] 1.198182 1.319885 1.404018 1.155769
#>
#> [[3]]$Mean_step_length
#> [1] 1.269463
#>
#> [[3]]$Standard_deviation_step_length
#> [1] 0.1135117
#>
#> [[3]]$Stride_length
#> [1] 2.396364 2.808036 2.639770 2.311538
#>
#> [[3]]$Mean_stride_length
#> [1] 2.538927
#>
#> [[3]]$Pace_length
#> [1] 1.296939 1.106465 1.539902 1.268143 1.045104
#>
#> [[3]]$Mean_pace_length
#> [1] 1.251311
#>
#> [[3]]$Sinuosity
#> [1] 0.03584756
#>
#> [[3]]$Straightness
#> [1] 0.9996494
#>
#> [[3]]$Trackway_width
#> [1] 0.02343501
#>
#> [[3]]$Gauge
#> [1] NA
#>
#> [[3]]$Pace_angulation
#> [1] 174.5695
#>
#> [[3]]$Step_angle
#> [1] 3.035714
#>
#>
#> [[4]]
#> [[4]]$Turning_angles
#> [1] 125.9818 121.1350 125.1305 133.1314
#>
#> [[4]]$Mean_turning_angle
#> [1] 126.3425
#>
#> [[4]]$Standard_deviation_turning_angle
#> [1] 4.993546
#>
#> [[4]]$Beeline_length
#> [1] 4.497133
#>
#> [[4]]$Path_length
#> [1] 4.509806
#>
#> [[4]]$Step_lengths
#> [1] 1.223971 1.139084 1.046512 1.100240
#>
#> [[4]]$Mean_step_length
#> [1] 1.127452
#>
#> [[4]]$Standard_deviation_step_length
#> [1] 0.07470601
#>
#> [[4]]$Stride_length
#> [1] 2.447941 2.093023 2.278167 2.200480
#>
#> [[4]]$Mean_stride_length
#> [1] 2.254903
#>
#> [[4]]$Pace_length
#> [1] 1.226479 1.221637 1.063455 1.054587 1.146117
#>
#> [[4]]$Mean_pace_length
#> [1] 1.142455
#>
#> [[4]]$Sinuosity
#> [1] 0.09660109
#>
#> [[4]]$Straightness
#> [1] 0.9971898
#>
#> [[4]]$Trackway_width
#> [1] 0.005275705
#>
#> [[4]]$Gauge
#> [1] NA
#>
#> [[4]]$Pace_angulation
#> [1] 172.6057
#>
#> [[4]]$Step_angle
#> [1] 5.141067
#>
#>
#> [[5]]
#> [[5]]$Turning_angles
#> [1] 126.6273
#>
#> [[5]]$Mean_turning_angle
#> [1] 126.6273
#>
#> [[5]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[5]]$Beeline_length
#> [1] 1.146187
#>
#> [[5]]$Path_length
#> [1] 1.146187
#>
#> [[5]]$Step_lengths
#> [1] 1.146187
#>
#> [[5]]$Mean_step_length
#> [1] 1.146187
#>
#> [[5]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[5]]$Stride_length
#> [1] 2.292374
#>
#> [[5]]$Mean_stride_length
#> [1] 2.292374
#>
#> [[5]]$Pace_length
#> [1] 1.064845 1.233165
#>
#> [[5]]$Mean_pace_length
#> [1] 1.149005
#>
#> [[5]]$Sinuosity
#> [1] NaN
#>
#> [[5]]$Straightness
#> [1] 1
#>
#> [[5]]$Trackway_width
#> [1] 0.08021087
#>
#> [[5]]$Gauge
#> [1] NA
#>
#> [[5]]$Pace_angulation
#> [1] 171.9506
#>
#> [[5]]$Step_angle
#> [1] 4.024696
#>
#>
#> [[6]]
#> [[6]]$Turning_angles
#> [1] 133.6793 134.0478
#>
#> [[6]]$Mean_turning_angle
#> [1] 133.8635
#>
#> [[6]]$Standard_deviation_turning_angle
#> [1] 0.2605755
#>
#> [[6]]$Beeline_length
#> [1] 2.209101
#>
#> [[6]]$Path_length
#> [1] 2.209112
#>
#> [[6]]$Step_lengths
#> [1] 1.082785 1.126327
#>
#> [[6]]$Mean_step_length
#> [1] 1.104556
#>
#> [[6]]$Standard_deviation_step_length
#> [1] 0.03078894
#>
#> [[6]]$Stride_length
#> [1] 2.165570 2.252654
#>
#> [[6]]$Mean_stride_length
#> [1] 2.209112
#>
#> [[6]]$Pace_length
#> [1] 1.040503 1.130394 1.126444
#>
#> [[6]]$Mean_pace_length
#> [1] 1.099114
#>
#> [[6]]$Sinuosity
#> [1] 0.006119749
#>
#> [[6]]$Straightness
#> [1] 0.9999948
#>
#> [[6]]$Trackway_width
#> [1] 0.07225275
#>
#> [[6]]$Gauge
#> [1] NA
#>
#> [[6]]$Pace_angulation
#> [1] 172.4928
#>
#> [[6]]$Step_angle
#> [1] 3.784005
#>
#>
#> [[7]]
#> [[7]]$Turning_angles
#> [1] 110.6055 117.0465 123.7244 127.0905 126.5167
#>
#> [[7]]$Mean_turning_angle
#> [1] 121.0046
#>
#> [[7]]$Standard_deviation_turning_angle
#> [1] 7.046745
#>
#> [[7]]$Beeline_length
#> [1] 5.320692
#>
#> [[7]]$Path_length
#> [1] 5.354188
#>
#> [[7]]$Step_lengths
#> [1] 1.1971766 1.1739772 1.0210973 1.0314783 0.9304589
#>
#> [[7]]$Mean_step_length
#> [1] 1.070838
#>
#> [[7]]$Standard_deviation_step_length
#> [1] 0.1121703
#>
#> [[7]]$Stride_length
#> [1] 2.347954 2.062957 2.394353 2.042195 1.860918
#>
#> [[7]]$Mean_stride_length
#> [1] 2.141675
#>
#> [[7]]$Pace_length
#> [1] 0.9642508 1.4304259 0.9460639 1.1010072 0.9795509 0.9037121
#>
#> [[7]]$Mean_pace_length
#> [1] 1.054168
#>
#> [[7]]$Sinuosity
#> [1] 0.08340774
#>
#> [[7]]$Straightness
#> [1] 0.9937439
#>
#> [[7]]$Trackway_width
#> [1] 0.04073919
#>
#> [[7]]$Gauge
#> [1] NA
#>
#> [[7]]$Pace_angulation
#> [1] 167.8718
#>
#> [[7]]$Step_angle
#> [1] 7.640173
#>
#>
#> [[8]]
#> [[8]]$Turning_angles
#> [1] 126.1992 120.6832 117.1547 122.0179 123.9117
#>
#> [[8]]$Mean_turning_angle
#> [1] 121.9937
#>
#> [[8]]$Standard_deviation_turning_angle
#> [1] 3.409506
#>
#> [[8]]$Beeline_length
#> [1] 5.956414
#>
#> [[8]]$Path_length
#> [1] 5.964889
#>
#> [[8]]$Step_lengths
#> [1] 1.243762 1.236318 1.150321 1.069273 1.265215
#>
#> [[8]]$Mean_step_length
#> [1] 1.192978
#>
#> [[8]]$Standard_deviation_step_length
#> [1] 0.08185074
#>
#> [[8]]$Stride_length
#> [1] 2.472636 2.138546 2.487524 2.300641 2.530431
#>
#> [[8]]$Mean_stride_length
#> [1] 2.385956
#>
#> [[8]]$Pace_length
#> [1] 1.272930 1.250889 1.228849 1.096570 1.104405 1.466419
#>
#> [[8]]$Mean_pace_length
#> [1] 1.236677
#>
#> [[8]]$Sinuosity
#> [1] 0.06692552
#>
#> [[8]]$Straightness
#> [1] 0.9985792
#>
#> [[8]]$Trackway_width
#> [1] 0.2059027
#>
#> [[8]]$Gauge
#> [1] NA
#>
#> [[8]]$Pace_angulation
#> [1] 161.4382
#>
#> [[8]]$Step_angle
#> [1] 9.462611
#>
#>
#> [[9]]
#> [[9]]$Turning_angles
#> [1] -26.79077 -20.88580 -20.77225 -18.85063
#>
#> [[9]]$Mean_turning_angle
#> [1] 338.1763
#>
#> [[9]]$Standard_deviation_turning_angle
#> [1] 3.439774
#>
#> [[9]]$Beeline_length
#> [1] 5.452531
#>
#> [[9]]$Path_length
#> [1] 5.460107
#>
#> [[9]]$Step_lengths
#> [1] 1.502452 1.435499 1.368359 1.153797
#>
#> [[9]]$Mean_step_length
#> [1] 1.365027
#>
#> [[9]]$Standard_deviation_step_length
#> [1] 0.1510864
#>
#> [[9]]$Stride_length
#> [1] 3.004904 2.736717 2.870998 2.307593
#>
#> [[9]]$Mean_stride_length
#> [1] 2.730053
#>
#> [[9]]$Pace_length
#> [1] 1.637710 1.383333 1.487786 1.249122 1.059053
#>
#> [[9]]$Mean_pace_length
#> [1] 1.363401
#>
#> [[9]]$Sinuosity
#> [1] 0.0535709
#>
#> [[9]]$Straightness
#> [1] 0.9986127
#>
#> [[9]]$Trackway_width
#> [1] 0.06713357
#>
#> [[9]]$Gauge
#> [1] NA
#>
#> [[9]]$Pace_angulation
#> [1] 175.7803
#>
#> [[9]]$Step_angle
#> [1] 3.718311
#>
#>
#> [[10]]
#> [[10]]$Turning_angles
#> [1] -59.30028
#>
#> [[10]]$Mean_turning_angle
#> [1] 300.6997
#>
#> [[10]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[10]]$Beeline_length
#> [1] 1.149305
#>
#> [[10]]$Path_length
#> [1] 1.149305
#>
#> [[10]]$Step_lengths
#> [1] 1.149305
#>
#> [[10]]$Mean_step_length
#> [1] 1.149305
#>
#> [[10]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[10]]$Stride_length
#> [1] 2.29861
#>
#> [[10]]$Mean_stride_length
#> [1] 2.29861
#>
#> [[10]]$Pace_length
#> [1] 1.263684 1.036464
#>
#> [[10]]$Mean_pace_length
#> [1] 1.150074
#>
#> [[10]]$Sinuosity
#> [1] NaN
#>
#> [[10]]$Straightness
#> [1] 1
#>
#> [[10]]$Trackway_width
#> [1] 0.04184679
#>
#> [[10]]$Gauge
#> [1] NA
#>
#> [[10]]$Pace_angulation
#> [1] 175.7884
#>
#> [[10]]$Step_angle
#> [1] 2.105807
#>
#>
#> [[11]]
#> [[11]]$Turning_angles
#> [1] -65.30517
#>
#> [[11]]$Mean_turning_angle
#> [1] 294.6948
#>
#> [[11]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[11]]$Beeline_length
#> [1] 1.209107
#>
#> [[11]]$Path_length
#> [1] 1.209107
#>
#> [[11]]$Step_lengths
#> [1] 1.209107
#>
#> [[11]]$Mean_step_length
#> [1] 1.209107
#>
#> [[11]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[11]]$Stride_length
#> [1] 2.418215
#>
#> [[11]]$Mean_stride_length
#> [1] 2.418215
#>
#> [[11]]$Pace_length
#> [1] 1.205510 1.214254
#>
#> [[11]]$Mean_pace_length
#> [1] 1.209882
#>
#> [[11]]$Sinuosity
#> [1] NaN
#>
#> [[11]]$Straightness
#> [1] 1
#>
#> [[11]]$Trackway_width
#> [1] 0.04328632
#>
#> [[11]]$Gauge
#> [1] NA
#>
#> [[11]]$Pace_angulation
#> [1] 175.8993
#>
#> [[11]]$Step_angle
#> [1] 2.050353
#>
#>
#> [[12]]
#> [[12]]$Turning_angles
#> [1] 111.1961
#>
#> [[12]]$Mean_turning_angle
#> [1] 111.1961
#>
#> [[12]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[12]]$Beeline_length
#> [1] 1.201898
#>
#> [[12]]$Path_length
#> [1] 1.201898
#>
#> [[12]]$Step_lengths
#> [1] 1.201898
#>
#> [[12]]$Mean_step_length
#> [1] 1.201898
#>
#> [[12]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[12]]$Stride_length
#> [1] 2.403797
#>
#> [[12]]$Mean_stride_length
#> [1] 2.403797
#>
#> [[12]]$Pace_length
#> [1] 1.102385 1.312083
#>
#> [[12]]$Mean_pace_length
#> [1] 1.207234
#>
#> [[12]]$Sinuosity
#> [1] NaN
#>
#> [[12]]$Straightness
#> [1] 1
#>
#> [[12]]$Trackway_width
#> [1] 0.1129458
#>
#> [[12]]$Gauge
#> [1] NA
#>
#> [[12]]$Pace_angulation
#> [1] 169.1812
#>
#> [[12]]$Step_angle
#> [1] 5.409406
#>
#>
#> [[13]]
#> [[13]]$Turning_angles
#> [1] -134.4543 -139.9441 -128.1402 -116.2039
#>
#> [[13]]$Mean_turning_angle
#> [1] 230.2982
#>
#> [[13]]$Standard_deviation_turning_angle
#> [1] 10.2
#>
#> [[13]]$Beeline_length
#> [1] 1.809277
#>
#> [[13]]$Path_length
#> [1] 1.831302
#>
#> [[13]]$Step_lengths
#> [1] 0.4913575 0.4524641 0.4178969 0.4695836
#>
#> [[13]]$Mean_step_length
#> [1] 0.4578255
#>
#> [[13]]$Standard_deviation_step_length
#> [1] 0.03101447
#>
#> [[13]]$Stride_length
#> [1] 0.9827151 0.8357937 0.9049282 0.9391673
#>
#> [[13]]$Mean_stride_length
#> [1] 0.9156511
#>
#> [[13]]$Pace_length
#> [1] 0.4212485 0.5618379 0.3535198 0.5277364 0.4131542
#>
#> [[13]]$Mean_pace_length
#> [1] 0.4554993
#>
#> [[13]]$Sinuosity
#> [1] 0.2636325
#>
#> [[13]]$Straightness
#> [1] 0.9879729
#>
#> [[13]]$Trackway_width
#> [1] 0.02941368
#>
#> [[13]]$Gauge
#> [1] NA
#>
#> [[13]]$Pace_angulation
#> [1] 163.576
#>
#> [[13]]$Step_angle
#> [1] 11.26813
#>
#>
#> [[14]]
#> [[14]]$Turning_angles
#> [1] 104.5905 101.1270
#>
#> [[14]]$Mean_turning_angle
#> [1] 102.8588
#>
#> [[14]]$Standard_deviation_turning_angle
#> [1] 2.449041
#>
#> [[14]]$Beeline_length
#> [1] 1.998605
#>
#> [[14]]$Path_length
#> [1] 1.999516
#>
#> [[14]]$Step_lengths
#> [1] 1.0507992 0.9487167
#>
#> [[14]]$Mean_step_length
#> [1] 0.9997579
#>
#> [[14]]$Standard_deviation_step_length
#> [1] 0.0721832
#>
#> [[14]]$Stride_length
#> [1] 1.897433 2.101598
#>
#> [[14]]$Mean_stride_length
#> [1] 1.999516
#>
#> [[14]]$Pace_length
#> [1] 1.2329758 0.8936302 1.0158945
#>
#> [[14]]$Mean_pace_length
#> [1] 1.0475
#>
#> [[14]]$Sinuosity
#> [1] 0.06047449
#>
#> [[14]]$Straightness
#> [1] 0.9995445
#>
#> [[14]]$Trackway_width
#> [1] 0.1346045
#>
#> [[14]]$Gauge
#> [1] NA
#>
#> [[14]]$Pace_angulation
#> [1] 164.6249
#>
#> [[14]]$Step_angle
#> [1] 7.34011
#>
#>
#> [[15]]
#> [[15]]$Turning_angles
#> [1] 114.2659 111.3107 118.9163 120.6646
#>
#> [[15]]$Mean_turning_angle
#> [1] 116.2898
#>
#> [[15]]$Standard_deviation_turning_angle
#> [1] 4.278817
#>
#> [[15]]$Beeline_length
#> [1] 4.556698
#>
#> [[15]]$Path_length
#> [1] 4.56646
#>
#> [[15]]$Step_lengths
#> [1] 1.057393 1.195731 1.154191 1.159145
#>
#> [[15]]$Mean_step_length
#> [1] 1.141615
#>
#> [[15]]$Standard_deviation_step_length
#> [1] 0.05912482
#>
#> [[15]]$Stride_length
#> [1] 2.391462 2.318289 2.114787 2.308382
#>
#> [[15]]$Mean_stride_length
#> [1] 2.28323
#>
#> [[15]]$Pace_length
#> [1] 0.9269852 1.1959790 1.1962719 1.1262364 1.1996107
#>
#> [[15]]$Mean_pace_length
#> [1] 1.129017
#>
#> [[15]]$Sinuosity
#> [1] 0.07871941
#>
#> [[15]]$Straightness
#> [1] 0.9978623
#>
#> [[15]]$Trackway_width
#> [1] 0.0005184741
#>
#> [[15]]$Gauge
#> [1] NA
#>
#> [[15]]$Pace_angulation
#> [1] 171.2543
#>
#> [[15]]$Step_angle
#> [1] 4.587023
#>
#>
#> [[16]]
#> [[16]]$Turning_angles
#> [1] 116.5651 122.1172 120.0741 121.6150 129.5226 129.5917 135.7970
#>
#> [[16]]$Mean_turning_angle
#> [1] 125.0358
#>
#> [[16]]$Standard_deviation_turning_angle
#> [1] 6.748851
#>
#> [[16]]$Beeline_length
#> [1] 7.068614
#>
#> [[16]]$Path_length
#> [1] 7.109877
#>
#> [[16]]$Step_lengths
#> [1] 0.9075806 0.9584426 1.0476549 1.0982925 1.0294856 1.0591361 1.0092847
#>
#> [[16]]$Mean_step_length
#> [1] 1.015697
#>
#> [[16]]$Standard_deviation_step_length
#> [1] 0.06445766
#>
#> [[16]]$Stride_length
#> [1] 1.815161 2.095310 2.058971 2.018569 1.916885 2.196585 2.118272
#>
#> [[16]]$Mean_stride_length
#> [1] 2.031393
#>
#> [[16]]$Pace_length
#> [1] 0.9103429 0.9142684 1.0026361 1.0936195 1.1063331 0.9608334 1.1652406
#> [8] 0.8996648
#>
#> [[16]]$Mean_pace_length
#> [1] 1.006617
#>
#> [[16]]$Sinuosity
#> [1] 0.08320294
#>
#> [[16]]$Straightness
#> [1] 0.9941965
#>
#> [[16]]$Trackway_width
#> [1] 0.1388154
#>
#> [[16]]$Gauge
#> [1] NA
#>
#> [[16]]$Pace_angulation
#> [1] 170.4862
#>
#> [[16]]$Step_angle
#> [1] 7.654888
#>
#>
#> [[17]]
#> [[17]]$Turning_angles
#> [1] -131.2245
#>
#> [[17]]$Mean_turning_angle
#> [1] 228.7755
#>
#> [[17]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[17]]$Beeline_length
#> [1] 0.3079478
#>
#> [[17]]$Path_length
#> [1] 0.3079478
#>
#> [[17]]$Step_lengths
#> [1] 0.3079478
#>
#> [[17]]$Mean_step_length
#> [1] 0.3079478
#>
#> [[17]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[17]]$Stride_length
#> [1] 0.6158957
#>
#> [[17]]$Mean_stride_length
#> [1] 0.6158957
#>
#> [[17]]$Pace_length
#> [1] 0.3010686 0.3184427
#>
#> [[17]]$Mean_pace_length
#> [1] 0.3097556
#>
#> [[17]]$Sinuosity
#> [1] NaN
#>
#> [[17]]$Straightness
#> [1] 1
#>
#> [[17]]$Trackway_width
#> [1] 0.03340355
#>
#> [[17]]$Gauge
#> [1] NA
#>
#> [[17]]$Pace_angulation
#> [1] 167.6087
#>
#> [[17]]$Step_angle
#> [1] 6.195643
#>
#>
#> [[18]]
#> [[18]]$Turning_angles
#> [1] 107.7676 110.0561 113.7495 110.8756
#>
#> [[18]]$Mean_turning_angle
#> [1] 110.6121
#>
#> [[18]]$Standard_deviation_turning_angle
#> [1] 2.470679
#>
#> [[18]]$Beeline_length
#> [1] 4.767794
#>
#> [[18]]$Path_length
#> [1] 4.771307
#>
#> [[18]]$Step_lengths
#> [1] 1.257788 1.183538 1.265235 1.064747
#>
#> [[18]]$Mean_step_length
#> [1] 1.192827
#>
#> [[18]]$Standard_deviation_step_length
#> [1] 0.09301194
#>
#> [[18]]$Stride_length
#> [1] 2.367075 2.129494 2.515577 2.530469
#>
#> [[18]]$Mean_stride_length
#> [1] 2.385654
#>
#> [[18]]$Pace_length
#> [1] 1.3872949 1.1555288 1.2559978 1.2922481 0.8444469
#>
#> [[18]]$Mean_pace_length
#> [1] 1.187103
#>
#> [[18]]$Sinuosity
#> [1] 0.04807342
#>
#> [[18]]$Straightness
#> [1] 0.9992637
#>
#> [[18]]$Trackway_width
#> [1] 0.1359546
#>
#> [[18]]$Gauge
#> [1] NA
#>
#> [[18]]$Pace_angulation
#> [1] 164.4785
#>
#> [[18]]$Step_angle
#> [1] 7.24451
#>
#>
#> [[19]]
#> [[19]]$Turning_angles
#> [1] 111.8959
#>
#> [[19]]$Mean_turning_angle
#> [1] 111.8959
#>
#> [[19]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[19]]$Beeline_length
#> [1] 1.490617
#>
#> [[19]]$Path_length
#> [1] 1.490617
#>
#> [[19]]$Step_lengths
#> [1] 1.490617
#>
#> [[19]]$Mean_step_length
#> [1] 1.490617
#>
#> [[19]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[19]]$Stride_length
#> [1] 2.981234
#>
#> [[19]]$Mean_stride_length
#> [1] 2.981234
#>
#> [[19]]$Pace_length
#> [1] 1.731892 1.249348
#>
#> [[19]]$Mean_pace_length
#> [1] 1.49062
#>
#> [[19]]$Sinuosity
#> [1] NaN
#>
#> [[19]]$Straightness
#> [1] 1
#>
#> [[19]]$Trackway_width
#> [1] 0.00287917
#>
#> [[19]]$Gauge
#> [1] NA
#>
#> [[19]]$Pace_angulation
#> [1] 179.7727
#>
#> [[19]]$Step_angle
#> [1] 0.1136457
#>
#>
#> [[20]]
#> [[20]]$Turning_angles
#> [1] 104.3162 108.0343
#>
#> [[20]]$Mean_turning_angle
#> [1] 106.1753
#>
#> [[20]]$Standard_deviation_turning_angle
#> [1] 2.629063
#>
#> [[20]]$Beeline_length
#> [1] 2.300393
#>
#> [[20]]$Path_length
#> [1] 2.301602
#>
#> [[20]]$Step_lengths
#> [1] 1.204311 1.097291
#>
#> [[20]]$Mean_step_length
#> [1] 1.150801
#>
#> [[20]]$Standard_deviation_step_length
#> [1] 0.07567463
#>
#> [[20]]$Stride_length
#> [1] 2.194581 2.408622
#>
#> [[20]]$Mean_stride_length
#> [1] 2.301602
#>
#> [[20]]$Pace_length
#> [1] 1.237467 1.172650 1.022968
#>
#> [[20]]$Mean_pace_length
#> [1] 1.144362
#>
#> [[20]]$Sinuosity
#> [1] 0.06051244
#>
#> [[20]]$Straightness
#> [1] 0.9994748
#>
#> [[20]]$Trackway_width
#> [1] 0.005588892
#>
#> [[20]]$Gauge
#> [1] NA
#>
#> [[20]]$Pace_angulation
#> [1] 176.2159
#>
#> [[20]]$Step_angle
#> [1] 2.632583
#>
#>
#> [[21]]
#> [[21]]$Turning_angles
#> [1] 140.7497 134.7000
#>
#> [[21]]$Mean_turning_angle
#> [1] 137.7249
#>
#> [[21]]$Standard_deviation_turning_angle
#> [1] 4.277776
#>
#> [[21]]$Beeline_length
#> [1] 2.325026
#>
#> [[21]]$Path_length
#> [1] 2.328268
#>
#> [[21]]$Step_lengths
#> [1] 1.136569 1.191699
#>
#> [[21]]$Mean_step_length
#> [1] 1.164134
#>
#> [[21]]$Standard_deviation_step_length
#> [1] 0.03898298
#>
#> [[21]]$Stride_length
#> [1] 2.383399 2.273138
#>
#> [[21]]$Mean_stride_length
#> [1] 2.328268
#>
#> [[21]]$Pace_length
#> [1] 0.9802163 1.2987085 1.0874083
#>
#> [[21]]$Mean_pace_length
#> [1] 1.122111
#>
#> [[21]]$Sinuosity
#> [1] 0.09795169
#>
#> [[21]]$Straightness
#> [1] 0.9986075
#>
#> [[21]]$Trackway_width
#> [1] 0.01064242
#>
#> [[21]]$Gauge
#> [1] NA
#>
#> [[21]]$Pace_angulation
#> [1] 173.1296
#>
#> [[21]]$Step_angle
#> [1] 4.722496
#>
#>
#> [[22]]
#> [[22]]$Turning_angles
#> [1] 118.3636 109.6538
#>
#> [[22]]$Mean_turning_angle
#> [1] 114.0087
#>
#> [[22]]$Standard_deviation_turning_angle
#> [1] 6.158744
#>
#> [[22]]$Beeline_length
#> [1] 1.795854
#>
#> [[22]]$Path_length
#> [1] 1.801009
#>
#> [[22]]$Step_lengths
#> [1] 0.8172251 0.9837840
#>
#> [[22]]$Mean_step_length
#> [1] 0.9005046
#>
#> [[22]]$Standard_deviation_step_length
#> [1] 0.1177749
#>
#> [[22]]$Stride_length
#> [1] 1.967568 1.634450
#>
#> [[22]]$Mean_stride_length
#> [1] 1.801009
#>
#> [[22]]$Pace_length
#> [1] 0.7882257 0.9617344 1.0348481
#>
#> [[22]]$Mean_pace_length
#> [1] 0.9282694
#>
#> [[22]]$Sinuosity
#> [1] 0.1604935
#>
#> [[22]]$Straightness
#> [1] 0.9971376
#>
#> [[22]]$Trackway_width
#> [1] 0.2363052
#>
#> [[22]]$Gauge
#> [1] NA
#>
#> [[22]]$Pace_angulation
#> [1] 149.1711
#>
#> [[22]]$Step_angle
#> [1] 15.8974
#>
#>
#> [[23]]
#> [[23]]$Turning_angles
#> [1] -9.811257
#>
#> [[23]]$Mean_turning_angle
#> [1] 350.1887
#>
#> [[23]]$Standard_deviation_turning_angle
#> [1] NA
#>
#> [[23]]$Beeline_length
#> [1] 1.786422
#>
#> [[23]]$Path_length
#> [1] 1.786422
#>
#> [[23]]$Step_lengths
#> [1] 1.786422
#>
#> [[23]]$Mean_step_length
#> [1] 1.786422
#>
#> [[23]]$Standard_deviation_step_length
#> [1] NA
#>
#> [[23]]$Stride_length
#> [1] 3.572843
#>
#> [[23]]$Mean_stride_length
#> [1] 3.572843
#>
#> [[23]]$Pace_length
#> [1] 2.053557 1.539428
#>
#> [[23]]$Mean_pace_length
#> [1] 1.796492
#>
#> [[23]]$Sinuosity
#> [1] NaN
#>
#> [[23]]$Straightness
#> [1] 1
#>
#> [[23]]$Trackway_width
#> [1] 0.1879773
#>
#> [[23]]$Gauge
#> [1] NA
#>
#> [[23]]$Pace_angulation
#> [1] 167.7341
#>
#> [[23]]$Step_angle
#> [1] 6.132934We then explore kinematic and directional properties
of the trackways. Velocities are estimated using
velocity_track(), and patterns of speed variation are
examined both visually and statistically (plot_velocity(),
test_velocity()). Directional structure is explored using
plot_direction(), and formal tests of directional
similarity are conducted with test_direction(). Together,
these analyses allow us to assess whether subsets of trackways show
internally coherent speed and orientation patterns that would be
expected under group movement, while also identifying heterogeneity
incompatible with gregarism.
H_mounttom <- c(
1.380, 1.404, 1.320, 1.736, 1.364, 1.432, 1.508, 1.768, 1.600,
1.848, 1.532, 1.532, 0.760, 1.532, 1.688, 1.620, 0.636, 1.784, 1.676, 1.872, 1.648, 1.760, 1.612
)
vel_MoutTom <- velocity_track(MountTom, H = H_mounttom)
print(vel_MoutTom)#> $Track_01
#> $Track_01$Step_velocities
#> [1] 1.917671 1.699122 1.724574 1.690528 1.646310 1.521394 1.326607 1.634729
#>
#> $Track_01$Mean_velocity
#> [1] 1.645117
#>
#> $Track_01$Standard_deviation_velocity
#> [1] 0.17006
#>
#> $Track_01$Maximum_velocity
#> [1] 1.917671
#>
#> $Track_01$Minimum_velocity
#> [1] 1.326607
#>
#> $Track_01$Step_relative_stride
#> [1] 1.553054 1.444507 1.457425 1.440128 1.417452 1.352034 1.245544 1.411473
#>
#> $Track_01$Mean_relative_stride
#> [1] 1.415202
#>
#> $Track_01$Standard_deviation_relative_stride
#> [1] 0.08868808
#>
#> $Track_01$Maximum_relative_stride
#> [1] 1.553054
#>
#> $Track_01$Minimum_relative_stride
#> [1] 1.245544
#>
#>
#> $Track_02
#> $Track_02$Step_velocities
#> [1] 1.446657 1.678316 1.833994 1.901630 2.320863 1.891043 1.662219 1.903494
#>
#> $Track_02$Mean_velocity
#> [1] 1.829777
#>
#> $Track_02$Standard_deviation_velocity
#> [1] 0.2544829
#>
#> $Track_02$Maximum_velocity
#> [1] 2.320863
#>
#> $Track_02$Minimum_velocity
#> [1] 1.446657
#>
#> $Track_02$Step_relative_stride
#> [1] 1.305107 1.426506 1.504327 1.537305 1.732091 1.532175 1.418298 1.538208
#>
#> $Track_02$Mean_relative_stride
#> [1] 1.499252
#>
#> $Track_02$Standard_deviation_relative_stride
#> [1] 0.1241122
#>
#> $Track_02$Maximum_relative_stride
#> [1] 1.732091
#>
#> $Track_02$Minimum_relative_stride
#> [1] 1.305107
#>
#>
#> $Track_03
#> $Track_03$Step_velocities
#> [1] 2.434079 2.860861 3.171859 2.291902
#>
#> $Track_03$Mean_velocity
#> [1] 2.689676
#>
#> $Track_03$Standard_deviation_velocity
#> [1] 0.4022265
#>
#> $Track_03$Maximum_velocity
#> [1] 3.171859
#>
#> $Track_03$Minimum_velocity
#> [1] 2.291902
#>
#> $Track_03$Step_relative_stride
#> [1] 1.815427 1.999825 2.127300 1.751165
#>
#> $Track_03$Mean_relative_stride
#> [1] 1.923429
#>
#> $Track_03$Standard_deviation_relative_stride
#> [1] 0.1719874
#>
#> $Track_03$Maximum_relative_stride
#> [1] 2.1273
#>
#> $Track_03$Minimum_relative_stride
#> [1] 1.751165
#>
#>
#> $Track_04
#> $Track_04$Step_velocities
#> [1] 1.830533 1.623483 1.409200 1.532089
#>
#> $Track_04$Mean_velocity
#> [1] 1.598826
#>
#> $Track_04$Standard_deviation_velocity
#> [1] 0.1776776
#>
#> $Track_04$Maximum_velocity
#> [1] 1.830533
#>
#> $Track_04$Minimum_velocity
#> [1] 1.4092
#>
#> $Track_04$Step_relative_stride
#> [1] 1.410104 1.312308 1.205659 1.267558
#>
#> $Track_04$Mean_relative_stride
#> [1] 1.298907
#>
#> $Track_04$Standard_deviation_relative_stride
#> [1] 0.08606683
#>
#> $Track_04$Maximum_relative_stride
#> [1] 1.410104
#>
#> $Track_04$Minimum_relative_stride
#> [1] 1.205659
#>
#>
#> $Track_05
#> $Track_05$Step_velocities
#> [1] 2.175188
#>
#> $Track_05$Mean_velocity
#> [1] 2.175188
#>
#> $Track_05$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_05$Maximum_velocity
#> [1] 2.175188
#>
#> $Track_05$Minimum_velocity
#> [1] 2.175188
#>
#> $Track_05$Step_relative_stride
#> [1] 1.680626
#>
#> $Track_05$Mean_relative_stride
#> [1] 1.680626
#>
#> $Track_05$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_05$Maximum_relative_stride
#> [1] 1.680626
#>
#> $Track_05$Minimum_relative_stride
#> [1] 1.680626
#>
#>
#> $Track_06
#> $Track_06$Step_velocities
#> [1] 1.868553 1.995720
#>
#> $Track_06$Mean_velocity
#> [1] 1.932136
#>
#> $Track_06$Standard_deviation_velocity
#> [1] 0.08992089
#>
#> $Track_06$Maximum_velocity
#> [1] 1.99572
#>
#> $Track_06$Minimum_velocity
#> [1] 1.868553
#>
#> $Track_06$Step_relative_stride
#> [1] 1.512270 1.573083
#>
#> $Track_06$Mean_relative_stride
#> [1] 1.542676
#>
#> $Track_06$Standard_deviation_relative_stride
#> [1] 0.04300131
#>
#> $Track_06$Maximum_relative_stride
#> [1] 1.573083
#>
#> $Track_06$Minimum_relative_stride
#> [1] 1.51227
#>
#>
#> $Track_07
#> $Track_07$Step_velocities
#> [1] 2.080021 2.013146 1.594724 1.621892 1.365425
#>
#> $Track_07$Mean_velocity
#> [1] 1.735042
#>
#> $Track_07$Standard_deviation_velocity
#> [1] 0.3022668
#>
#> $Track_07$Maximum_velocity
#> [1] 2.080021
#>
#> $Track_07$Minimum_velocity
#> [1] 1.365425
#>
#> $Track_07$Step_relative_stride
#> [1] 1.587767 1.556999 1.354240 1.368008 1.234030
#>
#> $Track_07$Mean_relative_stride
#> [1] 1.420209
#>
#> $Track_07$Standard_deviation_relative_stride
#> [1] 0.148767
#>
#> $Track_07$Maximum_relative_stride
#> [1] 1.587767
#>
#> $Track_07$Minimum_relative_stride
#> [1] 1.23403
#>
#>
#> $Track_08
#> $Track_08$Step_velocities
#> [1] 1.840475 1.822117 1.615424 1.429871 1.893798
#>
#> $Track_08$Mean_velocity
#> [1] 1.720337
#>
#> $Track_08$Standard_deviation_velocity
#> [1] 0.1938159
#>
#> $Track_08$Maximum_velocity
#> [1] 1.893798
#>
#> $Track_08$Minimum_velocity
#> [1] 1.429871
#>
#> $Track_08$Step_relative_stride
#> [1] 1.406970 1.398550 1.301268 1.209585 1.431239
#>
#> $Track_08$Mean_relative_stride
#> [1] 1.349522
#>
#> $Track_08$Standard_deviation_relative_stride
#> [1] 0.09259133
#>
#> $Track_08$Maximum_relative_stride
#> [1] 1.431239
#>
#> $Track_08$Minimum_relative_stride
#> [1] 1.209585
#>
#>
#> $Track_09
#> $Track_09$Step_velocities
#> [1] 2.836024 2.628135 2.426088 1.824772
#>
#> $Track_09$Mean_velocity
#> [1] 2.428755
#>
#> $Track_09$Standard_deviation_velocity
#> [1] 0.4360513
#>
#> $Track_09$Maximum_velocity
#> [1] 2.836024
#>
#> $Track_09$Minimum_velocity
#> [1] 1.824772
#>
#> $Track_09$Step_relative_stride
#> [1] 1.878065 1.794374 1.710448 1.442246
#>
#> $Track_09$Mean_relative_stride
#> [1] 1.706283
#>
#> $Track_09$Standard_deviation_relative_stride
#> [1] 0.188858
#>
#> $Track_09$Maximum_relative_stride
#> [1] 1.878065
#>
#> $Track_09$Minimum_relative_stride
#> [1] 1.442246
#>
#>
#> $Track_10
#> $Track_10$Step_velocities
#> [1] 1.531647
#>
#> $Track_10$Mean_velocity
#> [1] 1.531647
#>
#> $Track_10$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_10$Maximum_velocity
#> [1] 1.531647
#>
#> $Track_10$Minimum_velocity
#> [1] 1.531647
#>
#> $Track_10$Step_relative_stride
#> [1] 1.243837
#>
#> $Track_10$Mean_relative_stride
#> [1] 1.243837
#>
#> $Track_10$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_10$Maximum_relative_stride
#> [1] 1.243837
#>
#> $Track_10$Minimum_relative_stride
#> [1] 1.243837
#>
#>
#> $Track_11
#> $Track_11$Step_velocities
#> [1] 2.076045
#>
#> $Track_11$Mean_velocity
#> [1] 2.076045
#>
#> $Track_11$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_11$Maximum_velocity
#> [1] 2.076045
#>
#> $Track_11$Minimum_velocity
#> [1] 2.076045
#>
#> $Track_11$Step_relative_stride
#> [1] 1.578469
#>
#> $Track_11$Mean_relative_stride
#> [1] 1.578469
#>
#> $Track_11$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_11$Maximum_relative_stride
#> [1] 1.578469
#>
#> $Track_11$Minimum_relative_stride
#> [1] 1.578469
#>
#>
#> $Track_12
#> $Track_12$Step_velocities
#> [1] 2.055415
#>
#> $Track_12$Mean_velocity
#> [1] 2.055415
#>
#> $Track_12$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_12$Maximum_velocity
#> [1] 2.055415
#>
#> $Track_12$Minimum_velocity
#> [1] 2.055415
#>
#> $Track_12$Step_relative_stride
#> [1] 1.569058
#>
#> $Track_12$Mean_relative_stride
#> [1] 1.569058
#>
#> $Track_12$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_12$Maximum_relative_stride
#> [1] 1.569058
#>
#> $Track_12$Minimum_relative_stride
#> [1] 1.569058
#>
#>
#> $Track_13
#> $Track_13$Step_velocities
#> [1] 1.0479855 0.9131596 0.7996623 0.9715874
#>
#> $Track_13$Mean_velocity
#> [1] 0.9330987
#>
#> $Track_13$Standard_deviation_velocity
#> [1] 0.1046951
#>
#> $Track_13$Maximum_velocity
#> [1] 1.047985
#>
#> $Track_13$Minimum_velocity
#> [1] 0.7996623
#>
#> $Track_13$Step_relative_stride
#> [1] 1.293046 1.190695 1.099729 1.235746
#>
#> $Track_13$Mean_relative_stride
#> [1] 1.204804
#>
#> $Track_13$Standard_deviation_relative_stride
#> [1] 0.08161704
#>
#> $Track_13$Maximum_relative_stride
#> [1] 1.293046
#>
#> $Track_13$Minimum_relative_stride
#> [1] 1.099729
#>
#>
#> $Track_14
#> $Track_14$Step_velocities
#> [1] 1.642322 1.384645
#>
#> $Track_14$Mean_velocity
#> [1] 1.513483
#>
#> $Track_14$Standard_deviation_velocity
#> [1] 0.1822052
#>
#> $Track_14$Maximum_velocity
#> [1] 1.642322
#>
#> $Track_14$Minimum_velocity
#> [1] 1.384645
#>
#> $Track_14$Step_relative_stride
#> [1] 1.371800 1.238534
#>
#> $Track_14$Mean_relative_stride
#> [1] 1.305167
#>
#> $Track_14$Standard_deviation_relative_stride
#> [1] 0.09423395
#>
#> $Track_14$Maximum_relative_stride
#> [1] 1.3718
#>
#> $Track_14$Minimum_relative_stride
#> [1] 1.238534
#>
#>
#> $Track_15
#> $Track_15$Step_velocities
#> [1] 1.481571 1.819262 1.714949 1.727258
#>
#> $Track_15$Mean_velocity
#> [1] 1.68576
#>
#> $Track_15$Standard_deviation_velocity
#> [1] 0.1438632
#>
#> $Track_15$Maximum_velocity
#> [1] 1.819262
#>
#> $Track_15$Minimum_velocity
#> [1] 1.481571
#>
#> $Track_15$Step_relative_stride
#> [1] 1.252836 1.416743 1.367525 1.373394
#>
#> $Track_15$Mean_relative_stride
#> [1] 1.352624
#>
#> $Track_15$Standard_deviation_relative_stride
#> [1] 0.0700531
#>
#> $Track_15$Maximum_relative_stride
#> [1] 1.416743
#>
#> $Track_15$Minimum_relative_stride
#> [1] 1.252836
#>
#>
#> $Track_16
#> $Track_16$Step_velocities
#> [1] 1.204506 1.319338 1.530753 1.656302 1.486676 1.558870 1.438280
#>
#> $Track_16$Mean_velocity
#> [1] 1.456389
#>
#> $Track_16$Standard_deviation_velocity
#> [1] 0.1524638
#>
#> $Track_16$Maximum_velocity
#> [1] 1.656302
#>
#> $Track_16$Minimum_velocity
#> [1] 1.204506
#>
#> $Track_16$Step_relative_stride
#> [1] 1.120470 1.183262 1.293401 1.355917 1.270970 1.307575 1.246030
#>
#> $Track_16$Mean_relative_stride
#> [1] 1.253947
#>
#> $Track_16$Standard_deviation_relative_stride
#> [1] 0.07957735
#>
#> $Track_16$Maximum_relative_stride
#> [1] 1.355917
#>
#> $Track_16$Minimum_relative_stride
#> [1] 1.12047
#>
#>
#> $Track_17
#> $Track_17$Step_velocities
#> [1] 0.5915414
#>
#> $Track_17$Mean_velocity
#> [1] 0.5915414
#>
#> $Track_17$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_17$Maximum_velocity
#> [1] 0.5915414
#>
#> $Track_17$Minimum_velocity
#> [1] 0.5915414
#>
#> $Track_17$Step_relative_stride
#> [1] 0.9683894
#>
#> $Track_17$Mean_relative_stride
#> [1] 0.9683894
#>
#> $Track_17$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_17$Maximum_relative_stride
#> [1] 0.9683894
#>
#> $Track_17$Minimum_relative_stride
#> [1] 0.9683894
#>
#>
#> $Track_18
#> $Track_18$Step_velocities
#> [1] 1.855606 1.676314 1.873988 1.404891
#>
#> $Track_18$Mean_velocity
#> [1] 1.7027
#>
#> $Track_18$Standard_deviation_velocity
#> [1] 0.2176438
#>
#> $Track_18$Maximum_velocity
#> [1] 1.873988
#>
#> $Track_18$Minimum_velocity
#> [1] 1.404891
#>
#> $Track_18$Step_relative_stride
#> [1] 1.410077 1.326836 1.418425 1.193662
#>
#> $Track_18$Mean_relative_stride
#> [1] 1.33725
#>
#> $Track_18$Standard_deviation_relative_stride
#> [1] 0.1042735
#>
#> $Track_18$Maximum_relative_stride
#> [1] 1.418425
#>
#> $Track_18$Minimum_relative_stride
#> [1] 1.193662
#>
#>
#> $Track_19
#> $Track_19$Step_velocities
#> [1] 2.650903
#>
#> $Track_19$Mean_velocity
#> [1] 2.650903
#>
#> $Track_19$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_19$Maximum_velocity
#> [1] 2.650903
#>
#> $Track_19$Minimum_velocity
#> [1] 2.650903
#>
#> $Track_19$Step_relative_stride
#> [1] 1.778779
#>
#> $Track_19$Mean_relative_stride
#> [1] 1.778779
#>
#> $Track_19$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_19$Maximum_relative_stride
#> [1] 1.778779
#>
#> $Track_19$Minimum_relative_stride
#> [1] 1.778779
#>
#>
#> $Track_20
#> $Track_20$Step_velocities
#> [1] 1.631206 1.396409
#>
#> $Track_20$Mean_velocity
#> [1] 1.513807
#>
#> $Track_20$Standard_deviation_velocity
#> [1] 0.1660266
#>
#> $Track_20$Maximum_velocity
#> [1] 1.631206
#>
#> $Track_20$Minimum_velocity
#> [1] 1.396409
#>
#> $Track_20$Step_relative_stride
#> [1] 1.286657 1.172319
#>
#> $Track_20$Mean_relative_stride
#> [1] 1.229488
#>
#> $Track_20$Standard_deviation_relative_stride
#> [1] 0.08084897
#>
#> $Track_20$Maximum_relative_stride
#> [1] 1.286657
#>
#> $Track_20$Minimum_relative_stride
#> [1] 1.172319
#>
#>
#> $Track_21
#> $Track_21$Step_velocities
#> [1] 1.719009 1.860508
#>
#> $Track_21$Mean_velocity
#> [1] 1.789759
#>
#> $Track_21$Standard_deviation_velocity
#> [1] 0.1000548
#>
#> $Track_21$Maximum_velocity
#> [1] 1.860508
#>
#> $Track_21$Minimum_velocity
#> [1] 1.719009
#>
#> $Track_21$Step_relative_stride
#> [1] 1.379331 1.446237
#>
#> $Track_21$Mean_relative_stride
#> [1] 1.412784
#>
#> $Track_21$Standard_deviation_relative_stride
#> [1] 0.04730944
#>
#> $Track_21$Maximum_relative_stride
#> [1] 1.446237
#>
#> $Track_21$Minimum_relative_stride
#> [1] 1.379331
#>
#>
#> $Track_22
#> $Track_22$Step_velocities
#> [1] 0.917559 1.250737
#>
#> $Track_22$Mean_velocity
#> [1] 1.084148
#>
#> $Track_22$Standard_deviation_velocity
#> [1] 0.2355923
#>
#> $Track_22$Maximum_velocity
#> [1] 1.250737
#>
#> $Track_22$Minimum_velocity
#> [1] 0.917559
#>
#> $Track_22$Step_relative_stride
#> [1] 0.9286649 1.1179364
#>
#> $Track_22$Mean_relative_stride
#> [1] 1.023301
#>
#> $Track_22$Standard_deviation_relative_stride
#> [1] 0.1338351
#>
#> $Track_22$Maximum_relative_stride
#> [1] 1.117936
#>
#> $Track_22$Minimum_relative_stride
#> [1] 0.9286649
#>
#>
#> $Track_23
#> $Track_23$Step_velocities
#> [1] 3.753784
#>
#> $Track_23$Mean_velocity
#> [1] 3.753784
#>
#> $Track_23$Standard_deviation_velocity
#> [1] NA
#>
#> $Track_23$Maximum_velocity
#> [1] 3.753784
#>
#> $Track_23$Minimum_velocity
#> [1] 3.753784
#>
#> $Track_23$Step_relative_stride
#> [1] 2.216404
#>
#> $Track_23$Mean_relative_stride
#> [1] 2.216404
#>
#> $Track_23$Standard_deviation_relative_stride
#> [1] NA
#>
#> $Track_23$Maximum_relative_stride
#> [1] 2.216404
#>
#> $Track_23$Minimum_relative_stride
#> [1] 2.216404
plot_vel_V <- plot_velocity(MountTom, vel_MoutTom, param = "V")
print(plot_vel_V)
plot_vel_RSL <- plot_velocity(MountTom, vel_MoutTom, param = "RSL")
print(plot_vel_RSL)
test_vel_MoutTom <- test_velocity(MountTom, vel_MoutTom)
print(test_vel_MoutTom)#> Warning in test_velocity(MountTom, vel_MoutTom): The following tracks were
#> removed from the analysis due to having 3 or fewer footprints: Trackway 05,
#> Trackway 06, Trackway 10, Trackway 11, Trackway 12, Trackway 14, Trackway 17,
#> Trackway 19, Trackway 20, Trackway 21, Trackway 22, Trackway 23.
#> $normality_results
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07
#> statistic.W 0.9209702 0.9049639 0.8522781 0.9286605 0.8644362
#> p_value 0.4003329 0.2821994 0.2018271 0.5872649 0.2049132
#> Trackway 08 Trackway 09 Trackway 13 Trackway 15 Trackway 16
#> statistic.W 0.81516913 0.8697921 0.9420435 0.8148552 0.9692820
#> p_value 0.08011557 0.2655830 0.6804196 0.1064974 0.8923149
#> Trackway 18
#> statistic.W 0.8301712
#> p_value 0.1395325
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 10 1.8381 0.07425 .
#> 57
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA
#> $ANOVA$ANOVA
#> Df Sum Sq Mean Sq F value Pr(>F)
#> track 10 9.607 0.9607 16.4 2.05e-13 ***
#> Residuals 57 3.338 0.0586
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA$Tukey
#> Tukey multiple comparisons of means
#> 95% family-wise confidence level
#>
#> Fit: aov(formula = vel ~ track, data = M_analysis)
#>
#> $track
#> diff lwr upr p adj
#> Trackway 02-Trackway 01 0.194005116 -0.18845876 0.5764690 0.8289651
#> Trackway 03-Trackway 01 0.966158204 0.51362084 1.4186956 0.0000001
#> Trackway 04-Trackway 01 -0.058483846 -0.51102121 0.3940535 0.9999972
#> Trackway 07-Trackway 01 0.029476188 -0.39813143 0.4570838 1.0000000
#> Trackway 08-Trackway 01 0.105284346 -0.32232327 0.5328920 0.9989604
#> Trackway 09-Trackway 01 0.663995566 0.21145820 1.1165329 0.0003773
#> Trackway 13-Trackway 01 -0.703166313 -1.15570368 -0.2506289 0.0001354
#> Trackway 15-Trackway 01 0.050096645 -0.40244072 0.5026340 0.9999994
#> Trackway 16-Trackway 01 -0.189837124 -0.58407187 0.2043976 0.8695833
#> Trackway 18-Trackway 01 -0.000824843 -0.45336221 0.4517125 1.0000000
#> Trackway 03-Trackway 02 0.772153088 0.31961572 1.2246905 0.0000211
#> Trackway 04-Trackway 02 -0.252488962 -0.70502633 0.2000484 0.7329938
#> Trackway 07-Trackway 02 -0.164528928 -0.59213654 0.2630787 0.9668887
#> Trackway 08-Trackway 02 -0.088720770 -0.51632839 0.3388868 0.9997674
#> Trackway 09-Trackway 02 0.469990450 0.01745309 0.9225278 0.0353878
#> Trackway 13-Trackway 02 -0.897171429 -1.34970879 -0.4446341 0.0000007
#> Trackway 15-Trackway 02 -0.143908471 -0.59644584 0.3086289 0.9916707
#> Trackway 16-Trackway 02 -0.383842241 -0.77807698 0.0103925 0.0628184
#> Trackway 18-Trackway 02 -0.194829959 -0.64736732 0.2577074 0.9316088
#> Trackway 04-Trackway 03 -1.024642050 -1.53777119 -0.5115129 0.0000005
#> Trackway 07-Trackway 03 -0.936682015 -1.42796576 -0.4453983 0.0000017
#> Trackway 08-Trackway 03 -0.860873858 -1.35215761 -0.3695901 0.0000119
#> Trackway 09-Trackway 03 -0.302162638 -0.81529178 0.2109665 0.6666986
#> Trackway 13-Trackway 03 -1.669324516 -2.18245366 -1.1561954 0.0000000
#> Trackway 15-Trackway 03 -0.916061559 -1.42919070 -0.4029324 0.0000079
#> Trackway 16-Trackway 03 -1.155995328 -1.61852368 -0.6934670 0.0000000
#> Trackway 18-Trackway 03 -0.966983047 -1.48011219 -0.4538539 0.0000023
#> Trackway 07-Trackway 04 0.087960034 -0.40332371 0.5792438 0.9999390
#> Trackway 08-Trackway 04 0.163768192 -0.32751556 0.6550519 0.9880987
#> Trackway 09-Trackway 04 0.722479412 0.20935027 1.2356086 0.0007493
#> Trackway 13-Trackway 04 -0.644682467 -1.15781161 -0.1315533 0.0040305
#> Trackway 15-Trackway 04 0.108580491 -0.40454865 0.6217096 0.9997228
#> Trackway 16-Trackway 04 -0.131353278 -0.59388163 0.3311751 0.9965887
#> Trackway 18-Trackway 04 0.057659003 -0.45547014 0.5707881 0.9999993
#> Trackway 08-Trackway 07 0.075808158 -0.39261252 0.5442288 0.9999761
#> Trackway 09-Trackway 07 0.634519377 0.14323563 1.1258031 0.0027564
#> Trackway 13-Trackway 07 -0.732642501 -1.22392625 -0.2413588 0.0002847
#> Trackway 15-Trackway 07 0.020620457 -0.47066329 0.5119042 1.0000000
#> Trackway 16-Trackway 07 -0.219313313 -0.65748073 0.2188541 0.8401678
#> Trackway 18-Trackway 07 -0.030301031 -0.52158478 0.4609827 1.0000000
#> Trackway 09-Trackway 08 0.558711220 0.06742747 1.0499950 0.0137977
#> Trackway 13-Trackway 08 -0.808450659 -1.29973441 -0.3171669 0.0000446
#> Trackway 15-Trackway 08 -0.055187701 -0.54647145 0.4360960 0.9999993
#> Trackway 16-Trackway 08 -0.295121470 -0.73328889 0.1430459 0.4754694
#> Trackway 18-Trackway 08 -0.106109189 -0.59739294 0.3851746 0.9996675
#> Trackway 13-Trackway 09 -1.367161878 -1.88029102 -0.8540327 0.0000000
#> Trackway 15-Trackway 09 -0.613898920 -1.12702806 -0.1007698 0.0075772
#> Trackway 16-Trackway 09 -0.853832690 -1.31636105 -0.3913043 0.0000037
#> Trackway 18-Trackway 09 -0.664820409 -1.17794955 -0.1516913 0.0026368
#> Trackway 15-Trackway 13 0.753262958 0.24013382 1.2663921 0.0003742
#> Trackway 16-Trackway 13 0.513329188 0.05080083 0.9758575 0.0180634
#> Trackway 18-Trackway 13 0.702341470 0.18921233 1.2154706 0.0011706
#> Trackway 16-Trackway 15 -0.239933770 -0.70246213 0.2225946 0.8089242
#> Trackway 18-Trackway 15 -0.050921488 -0.56405063 0.4622077 0.9999998
#> Trackway 18-Trackway 16 0.189012281 -0.27351607 0.6515406 0.9507124
plot_vel_seq <- plot_velocity(MountTom, vel_MoutTom, type = "sequence",param = "V")
print(plot_vel_seq)
plot_dir_box <- plot_direction(MountTom, plot_type = "boxplot")
print(plot_dir_box)
plot_dir_ste <- plot_direction(MountTom, plot_type = "polar_steps")
print(plot_dir_ste)
plot_dir_ave <- plot_direction(MountTom, plot_type = "polar_average")
print(plot_dir_ave)
plot_dir_fac <- plot_direction(MountTom, plot_type = "faceted")
print(plot_dir_fac)
test_dir_WW <- test_direction(MountTom, analysis = "Watson-Wheeler",
permutation = TRUE, B = 100, seed = 42)
print(test_dir_WW)#> Warning in test_direction(MountTom, analysis = "Watson-Wheeler", permutation =
#> TRUE, : The following tracks were removed from the analysis due to having 3 or
#> fewer footprints: Trackway 05, Trackway 06, Trackway 10, Trackway 11, Trackway
#> 12, Trackway 14, Trackway 17, Trackway 19, Trackway 20, Trackway 21, Trackway
#> 22, Trackway 23.
#> Warning in test_direction(MountTom, analysis = "Watson-Wheeler", permutation =
#> TRUE, : Estimated concentration (kappa) appears heterogeneous across tracks
#> (ratio > 2). Watson-Williams assumes similar concentration; consider
#> 'Watson-Wheeler'.
#> Warning in test_direction(MountTom, analysis = "Watson-Wheeler", permutation =
#> TRUE, : Using permutation p-value for Watson-Wheeler because some groups have n
#> < 10.
#> $assumption_results
#> $assumption_results$rayleigh
#> statistic p_value
#> Trackway 01 0.9976355 0.000000e+00
#> Trackway 02 0.9966997 0.000000e+00
#> Trackway 03 0.9997300 1.043937e-03
#> Trackway 04 0.9966016 1.161187e-03
#> Trackway 07 0.9943253 1.892865e-05
#> Trackway 08 0.9987424 0.000000e+00
#> Trackway 09 0.9987039 1.081750e-03
#> Trackway 13 0.9861080 1.598982e-03
#> Trackway 15 0.9978616 1.113260e-03
#> Trackway 16 0.9928830 0.000000e+00
#> Trackway 18 0.9994406 1.054538e-03
#>
#> $assumption_results$kappa
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07 Trackway 08
#> 0.3910399 0.5495348 0.7396528 2.0773420 0.1519824 0.3654361
#> Trackway 09 Trackway 13 Trackway 15 Trackway 16 Trackway 18
#> 1.5453896 4.2678523 0.9589439 1.5269202 0.3557234
#>
#> $assumption_results$kappa_range
#> [1] 4.11587
#>
#> $assumption_results$kappa_ratio
#> [1] 28.08123
#>
#>
#> $global_test
#>
#> Watson-Wheeler (permutation, B=100)
#>
#> data:
#> W = 25.035, p-value = 0.1782
#>
#>
#> $pairwise
#> track1 track2 statistic p_value
#> 1 Trackway 01 Trackway 02 1.9529867 0.30693069
#> 2 Trackway 01 Trackway 03 1.2543066 0.50495050
#> 3 Trackway 01 Trackway 04 5.1647562 0.04950495
#> 4 Trackway 01 Trackway 07 0.9560365 0.70297030
#> 5 Trackway 01 Trackway 08 0.3961129 0.89108911
#> 6 Trackway 01 Trackway 09 3.9935156 0.12871287
#> 7 Trackway 01 Trackway 13 1.7968405 0.40594059
#> 8 Trackway 01 Trackway 15 2.9171522 0.23762376
#> 9 Trackway 01 Trackway 16 1.6129754 0.44554455
#> 10 Trackway 01 Trackway 18 0.5777778 0.73267327
#> 11 Trackway 02 Trackway 03 2.7744529 0.30693069
#> 12 Trackway 02 Trackway 04 3.7520653 0.16831683
#> 13 Trackway 02 Trackway 07 0.4741855 0.84158416
#> 14 Trackway 02 Trackway 08 0.8062315 0.74257426
#> 15 Trackway 02 Trackway 09 1.9904686 0.42574257
#> 16 Trackway 02 Trackway 13 3.7520653 0.17821782
#> 17 Trackway 02 Trackway 15 1.1555556 0.61386139
#> 18 Trackway 02 Trackway 16 3.6113309 0.15841584
#> 19 Trackway 02 Trackway 18 1.0128562 0.62376238
#> 20 Trackway 03 Trackway 04 3.3249845 0.23762376
#> 21 Trackway 03 Trackway 07 0.3886430 0.84158416
#> 22 Trackway 03 Trackway 08 1.4782138 0.56435644
#> 23 Trackway 03 Trackway 09 0.1050466 0.97029703
#> 24 Trackway 03 Trackway 13 3.3249845 0.21782178
#> 25 Trackway 03 Trackway 15 0.7200000 0.77227723
#> 26 Trackway 03 Trackway 16 6.0910205 0.01980198
#> 27 Trackway 03 Trackway 18 0.7200000 0.80198020
#> 28 Trackway 04 Trackway 07 0.5729657 0.83168317
#> 29 Trackway 04 Trackway 08 2.6833945 0.30693069
#> 30 Trackway 04 Trackway 09 3.3249845 0.18811881
#> 31 Trackway 04 Trackway 13 4.9349534 0.07920792
#> 32 Trackway 04 Trackway 15 0.2750155 0.84158416
#> 33 Trackway 04 Trackway 16 6.0910205 0.02970297
#> 34 Trackway 04 Trackway 18 0.7200000 0.70297030
#> 35 Trackway 07 Trackway 08 0.9386046 0.68316832
#> 36 Trackway 07 Trackway 09 0.3886430 0.86138614
#> 37 Trackway 07 Trackway 13 8.2290250 0.00990099
#> 38 Trackway 07 Trackway 15 1.4782138 0.50495050
#> 39 Trackway 07 Trackway 16 3.3095380 0.13861386
#> 40 Trackway 07 Trackway 18 0.2823992 0.86138614
#> 41 Trackway 08 Trackway 09 1.4782138 0.50495050
#> 42 Trackway 08 Trackway 13 8.2290250 0.00990099
#> 43 Trackway 08 Trackway 15 2.0000000 0.32673267
#> 44 Trackway 08 Trackway 16 5.4696605 0.05940594
#> 45 Trackway 08 Trackway 18 0.1667894 0.94059406
#> 46 Trackway 09 Trackway 13 3.3249845 0.22772277
#> 47 Trackway 09 Trackway 15 0.7200000 0.73267327
#> 48 Trackway 09 Trackway 16 6.0910205 0.04950495
#> 49 Trackway 09 Trackway 18 0.7200000 0.82178218
#> 50 Trackway 13 Trackway 15 4.9349534 0.02970297
#> 51 Trackway 13 Trackway 16 9.1589842 0.02970297
#> 52 Trackway 13 Trackway 18 7.5399379 0.02970297
#> 53 Trackway 15 Trackway 16 6.0910205 0.03960396
#> 54 Trackway 15 Trackway 18 0.7200000 0.76237624
#> 55 Trackway 16 Trackway 18 3.1237388 0.20792079
#> method p_adj
#> 1 Watson-Wheeler (permutation, B=100) 1.0000000
#> 2 Watson-Wheeler (permutation, B=100) 1.0000000
#> 3 Watson-Wheeler (permutation, B=100) 1.0000000
#> 4 Watson-Wheeler (permutation, B=100) 1.0000000
#> 5 Watson-Wheeler (permutation, B=100) 1.0000000
#> 6 Watson-Wheeler (permutation, B=100) 1.0000000
#> 7 Watson-Wheeler (permutation, B=100) 1.0000000
#> 8 Watson-Wheeler (permutation, B=100) 1.0000000
#> 9 Watson-Wheeler (permutation, B=100) 1.0000000
#> 10 Watson-Wheeler (permutation, B=100) 1.0000000
#> 11 Watson-Wheeler (permutation, B=100) 1.0000000
#> 12 Watson-Wheeler (permutation, B=100) 1.0000000
#> 13 Watson-Wheeler (permutation, B=100) 1.0000000
#> 14 Watson-Wheeler (permutation, B=100) 1.0000000
#> 15 Watson-Wheeler (permutation, B=100) 1.0000000
#> 16 Watson-Wheeler (permutation, B=100) 1.0000000
#> 17 Watson-Wheeler (permutation, B=100) 1.0000000
#> 18 Watson-Wheeler (permutation, B=100) 1.0000000
#> 19 Watson-Wheeler (permutation, B=100) 1.0000000
#> 20 Watson-Wheeler (permutation, B=100) 1.0000000
#> 21 Watson-Wheeler (permutation, B=100) 1.0000000
#> 22 Watson-Wheeler (permutation, B=100) 1.0000000
#> 23 Watson-Wheeler (permutation, B=100) 1.0000000
#> 24 Watson-Wheeler (permutation, B=100) 1.0000000
#> 25 Watson-Wheeler (permutation, B=100) 1.0000000
#> 26 Watson-Wheeler (permutation, B=100) 1.0000000
#> 27 Watson-Wheeler (permutation, B=100) 1.0000000
#> 28 Watson-Wheeler (permutation, B=100) 1.0000000
#> 29 Watson-Wheeler (permutation, B=100) 1.0000000
#> 30 Watson-Wheeler (permutation, B=100) 1.0000000
#> 31 Watson-Wheeler (permutation, B=100) 1.0000000
#> 32 Watson-Wheeler (permutation, B=100) 1.0000000
#> 33 Watson-Wheeler (permutation, B=100) 1.0000000
#> 34 Watson-Wheeler (permutation, B=100) 1.0000000
#> 35 Watson-Wheeler (permutation, B=100) 1.0000000
#> 36 Watson-Wheeler (permutation, B=100) 1.0000000
#> 37 Watson-Wheeler (permutation, B=100) 0.5445545
#> 38 Watson-Wheeler (permutation, B=100) 1.0000000
#> 39 Watson-Wheeler (permutation, B=100) 1.0000000
#> 40 Watson-Wheeler (permutation, B=100) 1.0000000
#> 41 Watson-Wheeler (permutation, B=100) 1.0000000
#> 42 Watson-Wheeler (permutation, B=100) 0.5445545
#> 43 Watson-Wheeler (permutation, B=100) 1.0000000
#> 44 Watson-Wheeler (permutation, B=100) 1.0000000
#> 45 Watson-Wheeler (permutation, B=100) 1.0000000
#> 46 Watson-Wheeler (permutation, B=100) 1.0000000
#> 47 Watson-Wheeler (permutation, B=100) 1.0000000
#> 48 Watson-Wheeler (permutation, B=100) 1.0000000
#> 49 Watson-Wheeler (permutation, B=100) 1.0000000
#> 50 Watson-Wheeler (permutation, B=100) 1.0000000
#> 51 Watson-Wheeler (permutation, B=100) 1.0000000
#> 52 Watson-Wheeler (permutation, B=100) 1.0000000
#> 53 Watson-Wheeler (permutation, B=100) 1.0000000
#> 54 Watson-Wheeler (permutation, B=100) 1.0000000
#> 55 Watson-Wheeler (permutation, B=100) 1.0000000Only after this exploratory phase do we perform unsupervised
clustering of trackways (cluster_track()), using
multiple geometric and kinematic variables to identify groups of
trajectories with similar movement characteristics. Importantly,
clustering is used here as a data-driven preselection
step, not as a test of gregarism per se. Candidate clusters are
subsequently subsetted and treated as explicit
hypotheses of potential group movement.
To formally evaluate whether similarity among trackways within these
subsets exceeds random expectations, we quantify between-track
similarity using Dynamic Time Warping
(simil_DTW_metric()) and Fréchet distance
(simil_Frechet_metric()). These metrics are evaluated
against simulated null models generated with
simulate_track(), representing alternative non-gregarious
scenarios (e.g., Unconstrained, Constrained, and Directed movement) in
which apparent coherence may arise from environmental or directional
forcing rather than social behavior.
In each case, observed similarity metrics are explicitly contrasted against the distributions obtained from simulated null models, yielding probability-based assessments (p-values) of whether the observed coherence is greater than expected under independent movement. Evidence across metrics and null scenarios is then integrated to assess whether the spatial and kinematic structure of the Mount Tom trackways is compatible with gregarious movement. Interpretation of these results is presented in a later section, once quantitative outputs are available.
For the Mount Tom tracksite, we test whether a subset of trackways can be reasonably interpreted as the product of gregarious movement, that is, multiple individuals moving in spatial and kinematic coherence beyond what would be expected under independent movement. As with Paluxy River, apparent similarity among trajectories may arise from non-social factors such as landscape constraints, shared routes, or directional biases, so the analysis explicitly contrasts observed patterns against appropriate null expectations.
The workflow begins by converting the digitized TPS data into a
trackway object (tps_to_track()), followed by
an exploratory assessment of trackway geometry and orientation
(plot_track()) to ensure internal consistency prior to
quantitative analysis.
We then perform an unsupervised clustering of
trackways (cluster_track()) based on multiple
movement-related variables, with the aim of identifying groups of
trackways that share similar kinematic and geometric properties and
could plausibly represent contemporaneous movement by multiple
individuals.
H_mounttom <- c(
1.380, 1.404, 1.320, 1.736, 1.364, 1.432, 1.508, 1.768, 1.600,
1.848, 1.532, 1.532, 0.760, 1.532, 1.688, 1.620, 0.636, 1.784, 1.676, 1.872,
1.648, 1.760, 1.612
)
cluster_track(MountTom,veltrack=velocity_track(MountTom, H = H_mounttom),variables=c("Sinuosity","Straightness","PaceAng"))
#> Warning in cluster_track(MountTom, veltrack = velocity_track(MountTom, H =
#> H_mounttom), : 12 tracks were discarded for having fewer than 4 footprints.
#> Discarded track indices: 5, 6, 10, 11, 12, 14, 17, 19, 20, 21, 22, 23
#> $matrix
#> TurnAng sdTurnAng PathLen BeelineLen StLength sdStLength StrideLen
#> Track 1 136.5592 4.467360 7.811916 7.792014 0.9764895 0.06119478 1.9529790
#> Track 2 128.8950 5.148772 8.419799 8.389291 1.0524749 0.08712676 2.1049498
#> Track 3 132.4672 1.706197 5.077853 5.076073 1.2694634 0.11351166 2.5389267
#> Track 4 126.3425 4.993546 4.509806 4.497133 1.1274515 0.07470601 2.2549030
#> Track 7 121.0046 7.046745 5.354188 5.320692 1.0708376 0.11217034 2.1416753
#> Track 8 121.9937 3.409506 5.964889 5.956414 1.1929778 0.08185074 2.3859555
#> Track 9 338.1763 3.439774 5.460107 5.452531 1.3650266 0.15108641 2.7300533
#> Track 13 230.2982 10.200005 1.831302 1.809277 0.4578255 0.03101447 0.9156511
#> Track 15 116.2898 4.278817 4.566460 4.556698 1.1416149 0.05912482 2.2832299
#> Track 16 125.0358 6.748851 7.109877 7.068614 1.0156967 0.06445766 2.0313934
#> Track 18 110.6121 2.470679 4.771307 4.767794 1.1928269 0.09301194 2.3856537
#> PaceLen Sinuosity Straightness TrackWidth Gauge PaceAng
#> Track 1 1.0137151 0.10731264 0.9974524 0.1898718684 NA 158.5226
#> Track 2 1.0523987 0.08820136 0.9963766 0.0176351435 NA 173.6657
#> Track 3 1.2513105 0.03584756 0.9996494 0.0234350061 NA 174.5695
#> Track 4 1.1424549 0.09660109 0.9971898 0.0052757052 NA 172.6057
#> Track 7 1.0541685 0.08340774 0.9937439 0.0407391933 NA 167.8718
#> Track 8 1.2366770 0.06692552 0.9985792 0.2059026814 NA 161.4382
#> Track 9 1.3634007 0.05357090 0.9986127 0.0671335669 NA 175.7803
#> Track 13 0.4554993 0.26363247 0.9879729 0.0294136775 NA 163.5760
#> Track 15 1.1290166 0.07871941 0.9978623 0.0005184741 NA 171.2543
#> Track 16 1.0066173 0.08320294 0.9941965 0.1388153638 NA 170.4862
#> Track 18 1.1871033 0.04807342 0.9992637 0.1359545756 NA 164.4785
#> StepAng Velocity sdVelocity MaxVelocity MinVelocity
#> Track 1 10.626826 1.6451169 0.1700600 1.917671 1.3266073
#> Track 2 5.892303 1.8297771 0.2544829 2.320863 1.4466571
#> Track 3 3.035714 2.6896756 0.4022265 3.171859 2.2919025
#> Track 4 5.141067 1.5988263 0.1776776 1.830533 1.4091998
#> Track 7 7.640173 1.7350417 0.3022668 2.080021 1.3654251
#> Track 8 9.462611 1.7203370 0.1938159 1.893798 1.4298709
#> Track 9 3.718311 2.4287548 0.4360513 2.836024 1.8247724
#> Track 13 11.268134 0.9330987 0.1046951 1.047985 0.7996623
#> Track 15 4.587023 1.6857598 0.1438632 1.819262 1.4815711
#> Track 16 7.654888 1.4563893 0.1524638 1.656302 1.2045057
#> Track 18 7.244510 1.7026997 0.2176438 1.873988 1.4048908
#>
#> $clust
#> $clust$hclust
#>
#> Call:
#> stats::hclust(d = D, method = hclust_method)
#>
#> Cluster method : complete
#> Distance : euclidean
#> Number of objects: 11
#>
#>
#> $clust$dist
#> Track 1 Track 2 Track 3 Track 4 Track 7 Track 8 Track 9
#> Track 2 2.6602050
#> Track 3 3.4088336 2.3166596
#> Track 4 2.4621298 0.3079617 2.0855558
#> Track 7 1.8811538 1.1208309 3.0701242 1.1302223
#> Track 8 0.7822799 2.3052269 2.6505805 2.0480255 1.8538977
#> Track 9 3.0470450 1.0134471 1.3752301 0.8753746 2.0003783 2.4603172
#> Track 13 1.7903333 2.1023075 3.9784076 2.1223081 0.9931560 2.1556649 2.9881746
#> Track 15 2.2397551 0.6610373 1.8726108 0.3536770 1.2115685 1.7534895 0.8670493
#> Track 16 2.2562066 0.7100095 2.8625548 0.8035651 0.4528946 2.1051505 1.6717607
#> Track 18 1.6267971 2.2267574 1.8709991 1.9240022 2.2011228 0.8449579 2.0206004
#> Track 13 Track 15 Track 16
#> Track 2
#> Track 3
#> Track 4
#> Track 7
#> Track 8
#> Track 9
#> Track 13
#> Track 15 2.1696829
#> Track 16 1.3993771 0.9993608
#> Track 18 2.7768868 1.5730757 2.2936238
#>
#> $clust$k
#> [1] 2
#>
#> $clust$classification
#> Track 1 Track 2 Track 3 Track 4 Track 7 Track 8 Track 9 Track 13
#> 1 2 2 2 1 1 2 1
#> Track 15 Track 16 Track 18
#> 2 1 1Before formal hypothesis testing, candidate clusters are
subsetted and explored independently. We examine
velocity estimates (velocity_track()), movement directions
(plot_direction()), and corresponding statistical tests
(test_velocity(), test_direction()) to
evaluate whether trackways within each cluster exhibit coherent speed
and directional patterns consistent with group movement.
To formally assess whether similarity among clustered trackways
exceeds random expectations, we quantify between-track similarity using
Dynamic Time Warping (simil_DTW_metric())
and Fréchet distance
(simil_Frechet_metric()). These metrics are evaluated
against simulated null models (simulate_track()) under
multiple movement assumptions, including Unconstrained,
Constrained, and Directed scenarios,
capturing alternative non-gregarious explanations such as environmental
channeling or shared directional bias.
In each case, observed similarity metrics are explicitly contrasted against the distributions obtained from simulated null models, yielding probability-based assessments (p-values) of whether the observed coherence among trackways is greater than expected under independent movement. Evidence across metrics and scenarios is then interpreted to assess whether the spatial and kinematic structure of the Mount Tom trackways is compatible with gregarious movement.
Getting Started with QuAnTeTrack
Installation
To install the QuAnTeTrack package, we can choose between installing the stable version from CRAN (recommended) or the development version from GitHub.
From CRAN (recommended)
To install the stable version from CRAN, use:
install.packages("QuAnTeTrack")From GitHub (development version)
If we want the latest development version, we will need to use the
devtools package. If we haven’t installed
devtools yet, we can do so with the following command:
install.packages("devtools")Once devtools is installed, we can install
QuAnTeTrack using:
devtools::install_github("MacroFunUV/QuAnTeTrack")If we have already installed QuAnTeTrack and want to ensure we have the latest version, we can update it with:
devtools::install_github("MacroFunUV/QuAnTeTrack", force = TRUE)Terminology
The terminology used throughout QuAnTeTrack follows standardized definitions for tetrapod footprint and trackway analysis. All anatomical, ichnological, and trackway-related terms adhere to the nomenclature and definitions proposed in the Glossary of Tetrapod Tracks published by Lallensack et al. (2025).
By adopting this reference framework, QuAnTeTrack ensures terminological consistency with current ichnological standards and facilitates comparability across studies. Users are encouraged to consult the glossary for detailed definitions.
Hypoteses to be tested
We will show tipical QuAnTeTrack workflows and functionalities by
testin 1. wether chase sequence of Paluxy River tracksite (Farlow et
al., 2012) is compatible with hunting scene with partial paralell
purchase and 2. whther at least som of the tracks in Mount Tom tracksite
(Ostrom, 1972) are atributable to gregarious movement. Examples
of .tps files of these datasets can be downloaded here:
Paluxy River
First, we convert digitized .TPS files into
trackway objects that store trajectories and footprints in
a format compatible with all QuAnTeTrack analyses.
Then, we evaluate trackway geometry by visually inspecting footprints and interpolated trajectories, allowing us to check footprint ordering and confirm that inferred trackway directions are consistent.
We simulate null models of movement to evaluate whether observed trajectories deviate from random expectations. The function allows simulation under three movement assumptions: Unconstrained (fully random movement), Constrained (a correlated random walk preserving step-length and turning-angle structure), and Directed (movement constrained around the observed overall direction). Together, these models represent alternative non-gregarious scenarios in which independent trackmakers may show apparent path correlation due to landscape topology, spatial constraints, or resource-oriented movement rather than true coordinated behavior.
We visualize the simulated tracks over the original tracks.
If trajectories were made simultaneously by the sauropod and theropod we would expect higher covariation than random and at the same time if paralell runing less interactions than random. this we do with dtw, frechet, interactions and combined
For datasets with missing footprints, enable interpolation and specify their positions:
MountTom <- tps_to_track(
system.file("extdata", "MountTom.tps", package = "QuAnTeTrack"),
scale = 0.004,
missing = TRUE,
NAs = matrix(c(7, 3), nrow = 1, ncol = 2),
R.L.side = c(
"R", "L", "L", "L", "R", "L", "R", "R", "L", "L", "L", "L", "L",
"R", "R", "L", "R", "R", "L", "R", "R", "R", "R"
)
)Subsetting trackways from trackway Data
The subset_track() function is designed
to extract specific trackways from a larger dataset of trackways, making
it easier to focus on particular trajectories or
footprints for further analysis or visualization. This function
is particularly useful when working with extensive
datasets where only a subset of trackways is relevant to the
research question.
The function operates by taking a trackway R
object, which contains two elements:
Trajectories and
Footprints. Each of these elements is a
list, where each list entry corresponds to a separate
trackway. By specifying the desired indices through the
tracks argument, users can isolate
particular trackways of interest.
If the tracks argument is left
unspecified (NULL), the function defaults
to returning all trackways in the dataset. Otherwise,
it subsets the dataset based on the indices provided.
If any indices are outside the range of available
trackways, they are ignored with a warning
message to notify the user. This functionality ensures
robustness when working with datasets of varying sizes.
The function returns a modified trackway R
object with the same structure as the original, but only
containing the specified trackways. This approach maintains
compatibility with other functions that expect a
trackway R object, allowing for seamless
integration into broader analytical workflows.
Examples of Usage
To prepare a subset of trackways with more than three
footprints from the MountTom dataset for later
analyses, we can use the subset_track()
function. This is especially useful for focusing on a selection of
trackways of interest before applying similarity metrics, simulations,
or statistical tests.
sbMountTom <- subset_track(MountTom, tracks = c(1, 2, 3, 4, 7, 8, 9, 13, 15, 16, 18))
print(sbMountTom)#> $Trajectories
#> $Trajectories$Trackway_01
#> x y IMAGE ID Side time displacementTime polar
#> 1 36.882 14.056 Track 1.png 0 Medial 0.00 0.00 36.882+14.056i
#> 2 36.190 14.738 Track 1.png 0 Medial 0.02 0.02 36.190+14.738i
#> 3 35.552 15.378 Track 1.png 0 Medial 0.04 0.04 35.552+15.378i
#> 4 34.862 15.974 Track 1.png 0 Medial 0.06 0.06 34.862+15.974i
#> 5 34.234 16.620 Track 1.png 0 Medial 0.08 0.08 34.234+16.620i
#> 6 33.682 17.314 Track 1.png 0 Medial 0.10 0.10 33.682+17.314i
#> 7 33.036 17.860 Track 1.png 0 Medial 0.12 0.12 33.036+17.860i
#> 8 32.410 18.324 Track 1.png 0 Medial 0.14 0.14 32.410+18.324i
#> 9 31.764 18.926 Track 1.png 0 Medial 0.16 0.16 31.764+18.926i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.692+0.682i
#> 3 -0.638+0.640i
#> 4 -0.690+0.596i
#> 5 -0.628+0.646i
#> 6 -0.552+0.694i
#> 7 -0.646+0.546i
#> 8 -0.626+0.464i
#> 9 -0.646+0.602i
#>
#> $Trajectories$Trackway_02
#> x y IMAGE ID Side time displacementTime polar
#> 1 35.532 13.516 Track 2.png 1 Medial 0.00 0.00 35.532+13.516i
#> 2 34.966 14.124 Track 2.png 1 Medial 0.02 0.02 34.966+14.124i
#> 3 34.328 14.770 Track 2.png 1 Medial 0.04 0.04 34.328+14.770i
#> 4 33.658 15.454 Track 2.png 1 Medial 0.06 0.06 33.658+15.454i
#> 5 33.062 16.230 Track 2.png 1 Medial 0.08 0.08 33.062+16.230i
#> 6 32.486 17.170 Track 2.png 1 Medial 0.10 0.10 32.486+17.170i
#> 7 31.952 17.986 Track 2.png 1 Medial 0.12 0.12 31.952+17.986i
#> 8 31.356 18.664 Track 2.png 1 Medial 0.14 0.14 31.356+18.664i
#> 9 30.786 19.460 Track 2.png 1 Medial 0.16 0.16 30.786+19.460i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.566+0.608i
#> 3 -0.638+0.646i
#> 4 -0.670+0.684i
#> 5 -0.596+0.776i
#> 6 -0.576+0.940i
#> 7 -0.534+0.816i
#> 8 -0.596+0.678i
#> 9 -0.570+0.796i
#>
#> $Trajectories$Trackway_03
#> x y IMAGE ID Side time displacementTime polar
#> 1 34.548 14.100 Track 3.png 2 Medial 0.00 0.00 34.548+14.100i
#> 2 33.796 14.884 Track 3.png 2 Medial 0.02 0.02 33.796+14.884i
#> 3 32.968 15.748 Track 3.png 2 Medial 0.04 0.04 32.968+15.748i
#> 4 32.146 16.720 Track 3.png 2 Medial 0.06 0.06 32.146+16.720i
#> 5 31.444 17.498 Track 3.png 2 Medial 0.08 0.08 31.444+17.498i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.752+0.784i
#> 3 -0.828+0.864i
#> 4 -0.822+0.972i
#> 5 -0.702+0.778i
#>
#> $Trajectories$Trackway_04
#> x y IMAGE ID Side time displacementTime polar
#> 1 32.260 14.518 Track 4.png 3 Medial 0.00 0.00 32.260+14.518i
#> 2 31.608 15.416 Track 4.png 3 Medial 0.02 0.02 31.608+15.416i
#> 3 31.074 16.300 Track 4.png 3 Medial 0.04 0.04 31.074+16.300i
#> 4 30.528 17.076 Track 4.png 3 Medial 0.06 0.06 30.528+17.076i
#> 5 29.846 17.804 Track 4.png 3 Medial 0.08 0.08 29.846+17.804i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.652+0.898i
#> 3 -0.534+0.884i
#> 4 -0.546+0.776i
#> 5 -0.682+0.728i
#>
#> $Trajectories$Trackway_07
#> x y IMAGE ID Side time displacementTime
#> 1 28.29000 13.57800 Track 7.png 6 Medial 0.00 0.00
#> 2 28.06771 14.30693 Track 7.png 6 Medial 0.02 0.02
#> 3 27.84771 14.91693 Track 7.png 6 Medial 0.04 0.04
#> 4 27.42400 15.54200 Track 7.png 6 Medial 0.06 0.06
#> 5 26.91000 16.31200 Track 7.png 6 Medial 0.08 0.08
#> 6 26.34600 17.05800 Track 7.png 6 Medial 0.10 0.10
#> 7 25.84400 17.73600 Track 7.png 6 Medial 0.12 0.12
#> polar displacement
#> 1 28.29000+13.57800i 0.0000000+0.0000000i
#> 2 28.06771+14.30693i -0.2222901+0.7289282i
#> 3 27.84771+14.91693i -0.2200000+0.6100000i
#> 4 27.42400+15.54200i -0.4237099+0.6250718i
#> 5 26.91000+16.31200i -0.5140000+0.7700000i
#> 6 26.34600+17.05800i -0.5640000+0.7460000i
#> 7 25.84400+17.73600i -0.5020000+0.6780000i
#>
#> $Trajectories$Trackway_08
#> x y IMAGE ID Side time displacementTime polar
#> 1 26.198 13.698 Track 8.png 7 Medial 0.00 0.00 26.198+13.698i
#> 2 25.532 14.608 Track 8.png 7 Medial 0.02 0.02 25.532+14.608i
#> 3 24.960 15.572 Track 8.png 7 Medial 0.04 0.04 24.960+15.572i
#> 4 24.484 16.500 Track 8.png 7 Medial 0.06 0.06 24.484+16.500i
#> 5 23.970 17.322 Track 8.png 7 Medial 0.08 0.08 23.970+17.322i
#> 6 23.330 18.274 Track 8.png 7 Medial 0.10 0.10 23.330+18.274i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.666+0.910i
#> 3 -0.572+0.964i
#> 4 -0.476+0.928i
#> 5 -0.514+0.822i
#> 6 -0.640+0.952i
#>
#> $Trajectories$Trackway_09
#> x y IMAGE ID Side time displacementTime polar
#> 1 26.472 15.496 Track 9.png 8 Medial 0.00 0.00 26.472+15.496i
#> 2 27.688 14.882 Track 9.png 8 Medial 0.02 0.02 27.688+14.882i
#> 3 28.904 14.418 Track 9.png 8 Medial 0.04 0.04 28.904+14.418i
#> 4 30.064 13.978 Track 9.png 8 Medial 0.06 0.06 30.064+13.978i
#> 5 31.054 13.640 Track 9.png 8 Medial 0.08 0.08 31.054+13.640i
#> displacement
#> 1 0.000+0.000i
#> 2 1.216-0.614i
#> 3 1.216-0.464i
#> 4 1.160-0.440i
#> 5 0.990-0.338i
#>
#> $Trajectories$Trackway_13
#> x y IMAGE ID Side time displacementTime polar
#> 1 13.218 8.752 Track 13.png 12 Medial 0.00 0.00 13.218+8.752i
#> 2 12.906 8.434 Track 13.png 12 Medial 0.02 0.02 12.906+8.434i
#> 3 12.592 8.170 Track 13.png 12 Medial 0.04 0.04 12.592+8.170i
#> 4 12.358 7.872 Track 13.png 12 Medial 0.06 0.06 12.358+7.872i
#> 5 12.170 7.490 Track 13.png 12 Medial 0.08 0.08 12.170+7.490i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.312-0.318i
#> 3 -0.314-0.264i
#> 4 -0.234-0.298i
#> 5 -0.188-0.382i
#>
#> $Trajectories$Trackway_15
#> x y IMAGE ID Side time displacementTime polar
#> 1 15.638 8.164 Track 15.png 14 Medial 0.00 0.00 15.638+ 8.164i
#> 2 15.244 9.038 Track 15.png 14 Medial 0.02 0.02 15.244+ 9.038i
#> 3 14.850 10.048 Track 15.png 14 Medial 0.04 0.04 14.850+10.048i
#> 4 14.344 10.964 Track 15.png 14 Medial 0.06 0.06 14.344+10.964i
#> 5 13.808 11.868 Track 15.png 14 Medial 0.08 0.08 13.808+11.868i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.394+0.874i
#> 3 -0.394+1.010i
#> 4 -0.506+0.916i
#> 5 -0.536+0.904i
#>
#> $Trajectories$Trackway_16
#> x y IMAGE ID Side time displacementTime polar
#> 1 14.698 6.798 Track 16.png 15 Medial 0.00 0.00 14.698+ 6.798i
#> 2 14.330 7.534 Track 16.png 15 Medial 0.02 0.02 14.330+ 7.534i
#> 3 13.868 8.270 Track 16.png 15 Medial 0.04 0.04 13.868+ 8.270i
#> 4 13.392 9.092 Track 16.png 15 Medial 0.06 0.06 13.392+ 9.092i
#> 5 12.870 9.940 Track 16.png 15 Medial 0.08 0.08 12.870+ 9.940i
#> 6 12.276 10.660 Track 16.png 15 Medial 0.10 0.10 12.276+10.660i
#> 7 11.664 11.400 Track 16.png 15 Medial 0.12 0.12 11.664+11.400i
#> 8 11.008 12.038 Track 16.png 15 Medial 0.14 0.14 11.008+12.038i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.368+0.736i
#> 3 -0.462+0.736i
#> 4 -0.476+0.822i
#> 5 -0.522+0.848i
#> 6 -0.594+0.720i
#> 7 -0.612+0.740i
#> 8 -0.656+0.638i
#>
#> $Trajectories$Trackway_18
#> x y IMAGE ID Side time displacementTime polar
#> 1 12.006 7.316 Track 18.png 17 Medial 0.00 0.00 12.006+ 7.316i
#> 2 11.658 8.402 Track 18.png 17 Medial 0.02 0.02 11.658+ 8.402i
#> 3 11.290 9.410 Track 18.png 17 Medial 0.04 0.04 11.290+ 9.410i
#> 4 10.828 10.460 Track 18.png 17 Medial 0.06 0.06 10.828+10.460i
#> 5 10.484 11.362 Track 18.png 17 Medial 0.08 0.08 10.484+11.362i
#> displacement
#> 1 0.000+0.000i
#> 2 -0.348+1.086i
#> 3 -0.368+1.008i
#> 4 -0.462+1.050i
#> 5 -0.344+0.902i
#>
#>
#> $Footprints
#> $Footprints[[1]]
#> X Y IMAGE ID Side missing
#> 1 37.312 13.764 Track 1.png 0 R Actual
#> 2 36.452 14.348 Track 1.png 0 L Actual
#> 3 35.928 15.128 Track 1.png 0 R Actual
#> 4 35.176 15.628 Track 1.png 0 L Actual
#> 5 34.548 16.320 Track 1.png 0 R Actual
#> 6 33.920 16.920 Track 1.png 0 L Actual
#> 7 33.444 17.708 Track 1.png 0 R Actual
#> 8 32.628 18.012 Track 1.png 0 L Actual
#> 9 32.192 18.636 Track 1.png 0 R Actual
#> 10 31.336 19.216 Track 1.png 0 L Actual
#>
#> $Footprints[[2]]
#> X Y IMAGE ID Side missing
#> 1 35.828 13.196 Track 2.png 1 L Actual
#> 2 35.236 13.836 Track 2.png 1 R Actual
#> 3 34.696 14.412 Track 2.png 1 L Actual
#> 4 33.960 15.128 Track 2.png 1 R Actual
#> 5 33.356 15.780 Track 2.png 1 L Actual
#> 6 32.768 16.680 Track 2.png 1 R Actual
#> 7 32.204 17.660 Track 2.png 1 L Actual
#> 8 31.700 18.312 Track 2.png 1 R Actual
#> 9 31.012 19.016 Track 2.png 1 L Actual
#> 10 30.560 19.904 Track 2.png 1 R Actual
#>
#> $Footprints[[3]]
#> X Y IMAGE ID Side missing
#> 1 34.924 13.648 Track 3.png 2 L Actual
#> 2 34.172 14.552 Track 3.png 2 R Actual
#> 3 33.420 15.216 Track 3.png 2 L Actual
#> 4 32.516 16.280 Track 3.png 2 R Actual
#> 5 31.776 17.160 Track 3.png 2 L Actual
#> 6 31.112 17.836 Track 3.png 2 R Actual
#>
#> $Footprints[[4]]
#> X Y IMAGE ID Side missing
#> 1 32.592 14.072 Track 4.png 3 L Actual
#> 2 31.928 14.964 Track 4.png 3 R Actual
#> 3 31.288 15.868 Track 4.png 3 L Actual
#> 4 30.860 16.732 Track 4.png 3 R Actual
#> 5 30.196 17.420 Track 4.png 3 L Actual
#> 6 29.496 18.188 Track 4.png 3 R Actual
#>
#> $Footprints[[5]]
#> X Y IMAGE ID Side missing
#> 1 28.45200 13.17200 Track 7.png 6 R Actual
#> 2 28.12800 13.98400 Track 7.png 6 L Actual
#> 3 28.00742 14.62986 Track 7.png 6 R Inferred
#> 4 27.68800 15.20400 Track 7.png 6 L Actual
#> 5 27.16000 15.88000 Track 7.png 6 R Actual
#> 6 26.66000 16.74400 Track 7.png 6 L Actual
#> 7 26.03200 17.37200 Track 7.png 6 R Actual
#> 8 25.65600 18.10000 Track 7.png 6 L Actual
#>
#> $Footprints[[6]]
#> X Y IMAGE ID Side missing
#> 1 26.612 13.296 Track 8.png 7 R Actual
#> 2 25.784 14.100 Track 8.png 7 L Actual
#> 3 25.280 15.116 Track 8.png 7 R Actual
#> 4 24.640 16.028 Track 8.png 7 L Actual
#> 5 24.328 16.972 Track 8.png 7 R Actual
#> 6 23.612 17.672 Track 8.png 7 L Actual
#> 7 23.048 18.876 Track 8.png 7 R Actual
#>
#> $Footprints[[7]]
#> X Y IMAGE ID Side missing
#> 1 25.844 15.892 Track 9.png 8 L Actual
#> 2 27.100 15.100 Track 9.png 8 R Actual
#> 3 28.276 14.664 Track 9.png 8 L Actual
#> 4 29.532 14.172 Track 9.png 8 R Actual
#> 5 30.596 13.784 Track 9.png 8 L Actual
#> 6 31.512 13.496 Track 9.png 8 R Actual
#>
#> $Footprints[[8]]
#> X Y IMAGE ID Side missing
#> 1 13.356 8.884 Track 13.png 12 L Actual
#> 2 13.080 8.620 Track 13.png 12 R Actual
#> 3 12.732 8.248 Track 13.png 12 L Actual
#> 4 12.452 8.092 Track 13.png 12 R Actual
#> 5 12.264 7.652 Track 13.png 12 L Actual
#> 6 12.076 7.328 Track 13.png 12 R Actual
#>
#> $Footprints[[9]]
#> X Y IMAGE ID Side missing
#> 1 15.848 7.800 Track 15.png 14 R Actual
#> 2 15.428 8.528 Track 15.png 14 L Actual
#> 3 15.060 9.548 Track 15.png 14 R Actual
#> 4 14.640 10.548 Track 15.png 14 L Actual
#> 5 14.048 11.380 Track 15.png 14 R Actual
#> 6 13.568 12.356 Track 15.png 14 L Actual
#>
#> $Footprints[[10]]
#> X Y IMAGE ID Side missing
#> 1 14.844 6.412 Track 16.png 15 L Actual
#> 2 14.552 7.184 Track 16.png 15 R Actual
#> 3 14.108 7.884 Track 16.png 15 L Actual
#> 4 13.628 8.656 Track 16.png 15 R Actual
#> 5 13.156 9.528 Track 16.png 15 L Actual
#> 6 12.584 10.352 Track 16.png 15 R Actual
#> 7 11.968 10.968 Track 16.png 15 L Actual
#> 8 11.360 11.832 Track 16.png 15 R Actual
#> 9 10.656 12.244 Track 16.png 15 L Actual
#>
#> $Footprints[[11]]
#> X Y IMAGE ID Side missing
#> 1 12.276 6.748 Track 18.png 17 R Actual
#> 2 11.736 7.884 Track 18.png 17 L Actual
#> 3 11.580 8.920 Track 18.png 17 R Actual
#> 4 11.000 9.900 Track 18.png 17 L Actual
#> 5 10.656 11.020 Track 18.png 17 R Actual
#> 6 10.312 11.704 Track 18.png 17 L ActualPlotting trackways
The plot_track() function is a
versatile tool designed to visualize trackway and footprint
data from a trackway R object in
various ways, providing a flexible approach to examining and presenting
trackway datasets. This function generates customizable plots using the
ggplot2 package, allowing users to inspect
individual trajectories, footprints, or a combination of both. By
adjusting various plotting parameters, users can tailor their
visualizations to highlight specific aspects of the dataset, such as
individual trajectories paths, footprint
shapes, and colors, among others.
The plot_track() function allows users
to choose between three plotting modes: plotting only the
footprints, only the interpolated
trajectories, or a combination of both. This
is controlled by the plot argument, which
can be set to "Footprints",
"Trajectories", or
"FootprintsTrajectories" (default). The
footprints and trajectories are plotted using different layers, with
footprints represented by points and trajectories
represented by lines.
The plot_track() function also allows
users to visualize the direction of movement along
trackways by adding arrowheads at the terminal end of each
trajectory. This behavior is controlled by the
arrow.t argument. When
arrow.t = TRUE, arrowheads are drawn at
the end of trajectory lines, indicating the inferred direction of
progression along each trackway. The size of the arrowheads can be
adjusted using the arrow.size argument,
allowing arrows to be scaled appropriately for different plotting
resolutions or figure sizes. Arrow color and transparency are
automatically inherited from the corresponding trajectory lines (i.e.,
they follow the settings of colours and
alpha.t), ensuring visual consistency
between trajectories and their associated directional indicators.
In addition to these options, the
plot_track() function allows users to
inspect the sequence of footprints along each trackway
using the seq.foot argument. When
seq.foot = TRUE, footprints are labeled
with their sequential order along the trackway instead of being plotted
as points, using the same size specified by
cex.f. This option is intended as a
diagnostic tool to verify that footprints are correctly ordered along
each trackway after digitization and preprocessing, facilitating the
detection of ordering errors or inconsistencies in the footprint
sequence.
Additional customization options include changing
colors, sizes,
widths, shapes, and
transparency of the plotted elements. Users can provide
a vector of colors via the colours
argument, which allows elements of different trackways to be plotted in
different colors. The cex.f and
cex.t arguments control the sizes of
footprint points and trajectory lines, respectively. The
shape.f argument allows users to specify
the shapes of footprint points, while the
alpha.f,
alpha.t, and
alpha.l arguments control the transparency
of footprints, trajectory lines, and labels, respectively.
The plot_track() function also supports
the addition of labels to individual trackways. If the
plot.labels argument is set to
TRUE, labels are displayed at the start of
each trackway, with the label text determined by the
labels argument. If labels are not
provided, the function automatically generates labels based on trackway
names in the original TPS file. Users can adjust the label size using
the cex.l argument and control the padding
around the labels with the box.p
argument.
The plot_track() function returns a
ggplot object, which can be further
customized using additional ggplot2
functions. This allows users to enhance their plots with additional
layers, themes, and annotations as needed.
The plot_track() function is designed
as a diagnostic and exploratory tool. Its primary
purpose is to display the raw spatial data (footprint coordinates and
interpolated trajectories) that have been digitized, allowing users to
visually confirm data integrity prior to quantitative analyses. This
includes verifying footprint order, assessing trackway orientation, and
checking the correspondence between interpolated trajectories and the
underlying footprint data.
Importantly, these visualizations are not intended to replace
traditional ichnological representations. Hand-drawn maps and
interpretative outlines often convey morphological, taxonomic, and
contextual information that cannot be captured by raw coordinate plots
alone. Instead, plot_track() provides a
reproducible, data-driven visualization that complements classical
ichnological illustrations and serves primarily as a quality-control and
exploratory aid.
Examples of Usage
By default, plot_track() displays both
footprints and interpolated trajectories. This is useful for getting a
general overview of the track and its corresponding interpolated
pathways.
plot_track(MountTom)
To visualize only the footprint data without the interpolated
trajectories, use the plot = "Footprints" argument. This is
particularly useful when we want to inspect the original footprint
positions without the influence of interpolated trajaectories.
plot_track(PaluxyRiver, plot = "Footprints")
plot_track(MountTom, plot = "Footprints")
In addition, the correctness of the footprint
sequence along each trackway can be visually assessed using the
seq.foot = TRUE argument, which replaces
footprint points with their sequential numbering. This provides a direct
check that footprints are ordered consistently with the inferred
direction of movement.
plot_track(MountTom, plot = "FootprintsTrajectories", cex.f = 4, alpha.t = 0.2, seq.foot = TRUE)
If the goal is to focus exclusively on the interpolated trajectories
without displaying individual footprints, the
plot = "Trajectories" option can be used.
This visualization highlights the overall geometry, continuity, and
spatial pattern of movement along each trackway. When combined with
arrow.t = TRUE, arrowheads are added to
the terminal end of each trajectory, providing an explicit visual
indication of trackway directionality. This is
particularly useful as a quality-control step, allowing users to verify
that trajectories are oriented correctly and that the inferred direction
of movement is consistent with the underlying footprint sequence and
field interpretation. By making directionality explicit, this option
helps detect potential errors in footprint ordering or trajectory
construction prior to downstream analyses.
plot_track(MountTom, plot = "Trajectories", arrow.t = TRUE, arrow.size = 0.1)
The plot_track() function also allows
labeling individual trackways using the
plot.labels and
labels arguments. In this example,
trackways from the Mount Tom dataset are assigned
custom labels (e.g., “Trackway 1”, “Trackway 2”…)
generated with paste(). Label appearance is customized by
increasing label size (cex.l = 4), adding
padding around labels (box.p = 0.3), and
applying semi-transparency (alpha.l = 0.7)
to improve readability.
labels <- paste("Trackway", seq_along(MountTom[[1]]))
plot_track(MountTom, plot.labels = TRUE, labels = labels, cex.l = 4, box.p = 0.3, alpha.l = 0.7)
Here, we plot only footprints from the
Paluxy River dataset, using
colours = c("red", "orange") to
distinguish trackways and
shape.f = c(15, 18) to assign different
footprint shapes.
plot_track(PaluxyRiver, plot = "Footprints", colours = c("red", "orange"), shape.f = c(15, 18))
By setting seq.foot = TRUE, footprint
points are replaced by their sequential numbers,
allowing individual footprints to be clearly distinguished and their
order along each trackway to be visually verified.
plot_track(PaluxyRiver, plot = "Footprints", colours = c("red", "orange"), shape.f = c(15, 18), cex.f = 4,seq.foot = TRUE)
Observer-related uncertainty and reproducibility of digitization
Quantitative analyses of fossil trackways ultimately rely on coordinates placed by human observers. Even when the same trackway is digitized following a standardized protocol, small differences in landmark placement may arise between observers or between repeated digitizations by the same observer. These differences introduce sampling uncertainty that can propagate through all downstream analyses and, if not explicitly evaluated, may obscure or even mimic biological patterns.
To explicitly assess the reproducibility of trackway metrics and to
distinguish genuine biological signal from human-induced noise,
QuAnTeTrack provides the function
observer_error_partitioning(). This
function quantifies how much of the variability in trackway parameters
is attributable to true differences among trackways
versus inter-observer and intra-observer sampling
effects, using replicated digitizations and mixed-effects
modeling.
The logic behind observer_error_partitioning() is
straightforward: if a given parameter primarily reflects biological
differences among trackways, repeated digitizations of the same
trackway—regardless of who digitizes them—should yield similar values.
Conversely, if a parameter is highly sensitive to landmark placement or
digitization choices, a large proportion of its variance will be
associated with observer identity or with replicate-to-replicate
scatter.
By partitioning variance into biologically meaningful and observer-related components, this function allows users to: (1) Audit the reproducibility of digitized trackway data, (2) identify robust metrics suitable for hypothesis testing, and (3) detect parameters that are dominated by sampling noise and require caution or protocol refinement.
The analysis requires three explicit inputs that
together define the structure of the reproducibility assessment. The
data argument must be a single
trackway R object that contains the
complete digitization experiment, including all
biological trackways under study and all digitizations
performed on them. Each trackway may be represented by
one or more digitizations, produced by one or
more observers, and each observer may contribute one or
more replicate digitization attempts. Every digitization,
regardless of trackway, observer, or replicate status, is stored as a
separate entry within this single trackway
object. All trackways, observers, and replicates intended for
variance partitioning must therefore be included together in the same
object and must not be split across multiple objects, files, or
analyses, as the function relies on their joint
structure to estimate variance components. The
metadata argument is a data
frame that encodes this structure explicitly and must contain
one row per track entry. This information is provided
through explicit columns in the metadata table: a
trackway column identifying the trackway
to which each digitization belongs, an observer
column identifying the observer who produced the digitization,
and a replica column giving the replicate
index within each observer–trackway combination. These column-wise
identifiers define the random-effects structure of the
mixed-effects models fitted by the function: variability among
trackway levels captures
between-trackway (biological) differences, variability
among observer levels captures
inter-observer sampling effects, variability among
observer:trackway levels captures
observer-specific deviations for particular trackways,
and the residual variance represents
replicate-to-replicate variability within
observer–trackway combinations; random-effect terms that occur with a
single level are omitted automatically. Finally, the
variables argument specifies which
trackway parameters are evaluated; by default, the
function analyzes a broad set of directional, kinematic, and
geometric metrics, but users may restrict this set to focus on
specific aspects of trackway geometry or to assess the
robustness of individual metrics prior to downstream
hypothesis testing.
For each selected trackway parameter,
observer_error_partitioning() fits a mixed-effects model
that decomposes variance into four conceptual components:
-
Between-trackway variance (
trackway) — interpreted as biological signal, -
Between-observer variance (
observer) — inter-observer sampling error, -
Observer × trackway interaction
(
observer:trackway) — observer-specific bias tied to particular tracks, - Residual variance — intra-observer sampling error (replicate-to-replicate scatter).
Random-effect terms that cannot be estimated (e.g., factors with only one level) are automatically excluded, allowing the function to adapt to different experimental designs (inter-only, intra-only, or combined).
Angular parameters, such as turning angles and pace angulation, are treated using a sine–cosine transformation to respect their circular nature and to avoid artificial discontinuities at 0°/360°. Variance components are estimated independently in sine and cosine space and then averaged.
To facilitate interpretation, the function summarizes robustness using a signal-to-noise ratio (SNR), defined as the ratio between biological variance and the total sampling-related variance (observer, observer × trackway, and residual components). As a practical guideline:
- Low SNR (< 1) indicates that observer-related uncertainty exceeds biological signal,
- Intermediate SNR (~1–2) suggests comparable biological and sampling contributions,
- High SNR (> 2) indicates that biological differences dominate and the metric is robust.
This information is particularly useful for deciding which parameters can be confidently interpreted in downstream analyses and which should be treated with caution.
observer_error_partitioning() returns an
"error_partitioning" object that includes:
- A summary table reporting variance components and their relative contributions for each parameter,
- A signal-to-noise table quantifying biological versus sampling variance,
- A compact quality-control table that classifies each metric according to robustness and identifies the dominant source of variance,
- The fitted mixed-effects models used in the analysis, along with the underlying analysis table and model formulas.
Together, these outputs provide both a quantitative and an intuitive assessment of digitization reliability.
Example usage
This example uses the Paluxy River trackway dataset, which was digitized multiple times by different members of the PASLab team at the Cavanilles Institute of Biodiversity and Evolutionary Biology, University of Valencia (Spain). The goal is to quantify how much variability in trackway parameters reflects true biological differences among trackways, and how much arises from observer and replicate effects.
We first load the replicated TPS file and convert it into a trackway object. Each footprint is assigned a left/right side, and medial trajectories are reconstructed from consecutive footprints.
tps <- system.file("extdata", "PaluxyRiverObsRep.tps",
package = "QuAnTeTrack")
RL <- rep(c("R","L"), length.out = 34)
trks <- tps_to_track(file = tps, scale = 0.004341493,
R.L.side = RL, missing = FALSE, NAs = NULL)Next, we build the metadata table required for observer-based error partitioning. Each replicated digitization is treated as a separate entry. The metadata explicitly records, in columns, the replicate index, the trackway identity, and the observer who digitized it.
n <- length(trks$Trajectories)
md <- data.frame(
trackway = rep(c("T01","T02"), length.out = n),
observer = ifelse(seq_len(n) <= ceiling(n/2), "obs1", "obs2"),
stringsAsFactors = FALSE
)
md$replica <- ave(seq_len(n),
interaction(md$observer, md$trackway, drop = TRUE),
FUN = seq_along)
md <- md[, c("replica","trackway","observer")]We then select a subset of parameters that include both linear and angular metrics, allowing us to evaluate how different types of variables respond to observer and replicate effects.
vars <- c("BeelineLen","Straightness","TurnAng","PaceAng")Finally, we run the observer-based error partitioning. The function fits mixed-effects models for each selected variable and decomposes variance into biological and observer-related components. The resulting quality-control table summarizes robustness using signal-to-noise ratios and variance dominance.
res_full <- observer_error_partitioning(data = trks,
metadata = md,
variables = vars)
print(res_full$qc)#> variable SNR SNR_rating top_component top_percent R2_c
#> 1 BeelineLen 14362.2478 strong trackway 99.99304 0.9999304
#> 2 Straightness 158.6878 strong trackway 99.37378 0.9937378
#> 3 TurnAng 3642.6814 strong trackway 99.97256 0.9997673
#> 4 PaceAng 314.5133 strong trackway 99.68306 0.9990678
#> observer_estimable
#> 1 yes
#> 2 yes
#> 3 yes
#> 4 yesAnatomical uncertainty and landmark-fidelity effects
Even when trackways are digitized by a single observer following a consistent protocol, fossil footprints are rarely preserved with perfect anatomical fidelity. Erosion, deformation, substrate collapse, or incomplete preservation may obscure the precise position of biologically meaningful reference points, introducing uncertainty that is independent of who digitizes the material. This form of uncertainty is intrinsic to the fossil record and reflects limitations in anatomical preservation rather than the human sampling process.
To explicitly quantify the impact of this source of uncertainty,
QuAnTeTrack provides the function
anatomical_error_partitioning(). This
function evaluates how much of the variability in trackway parameters
can be attributed to imprecision in landmark placement caused by
anatomical or taphonomic factors, as opposed to genuine
biological differences among trackways. In contrast to observer-based
approaches, this function relies exclusively on simulation and does not
incorporate observer identity or replicated digitizations.
The logic behind anatomical_error_partitioning() is
conceptually analogous to a sensitivity analysis. Rather than asking
whether different observers obtain similar results, it asks a different
question: if the anatomical reference points of footprints were
slightly misplaced within a realistic spatial tolerance, how much would
the resulting trackway parameters change? Parameters that remain
stable under such perturbations can be considered robust to
preservation-related uncertainty, whereas parameters that vary strongly
are more sensitive to landmark fidelity and should be interpreted with
caution.
The analysis operates on a single trackway R object
containing the original digitized data. Landmark uncertainty is
introduced by repeatedly perturbing footprint coordinates within a
user-defined spatial tolerance, specified via an error
radius that represents expected imprecision in reference-point
placement. This tolerance may be applied uniformly to all trackways or
allowed to vary among trackways to reflect heterogeneous preservation
quality across a site.
For each simulation, footprint landmarks are randomly displaced within the specified tolerance, the medial trajectory is reconstructed following the same procedure used for the original data, and trackway parameters are recalculated. Repeating this process across many Monte Carlo simulations generates a distribution of values for each parameter that reflects anatomical noise alone, without any contribution from observer effects.
The resulting variability is then decomposed into two primary components: variability among trackways, interpreted as biological signal, and variability generated within trackways by simulated landmark perturbations, interpreted as anatomical uncertainty. Angular parameters, such as turning angles and pace angulation, are handled using a sine–cosine transformation to respect their circular nature and avoid artificial discontinuities.
As in the observer-based framework, robustness is summarized using a signal-to-noise ratio (SNR), defined here as the ratio between between-track (biological) variance and variance introduced by anatomical uncertainty. Low SNR values indicate that a parameter is strongly affected by landmark fidelity, whereas high SNR values indicate that biological differences dominate despite plausible levels of anatomical imprecision.
anatomical_error_partitioning() returns an
"error_partitioning" object that mirrors the structure used
for observer-related uncertainty, facilitating direct comparison between
the two sources of error. The output includes a summary of variance
components for each parameter, signal-to-noise ratios, and a compact
quality-control table identifying which metrics are most sensitive to
anatomical uncertainty.
By explicitly quantifying the effects of landmark fidelity, this function provides a critical complement to observer-based error assessment. Together, these approaches allow users to disentangle uncertainty arising from the fossil record itself from uncertainty introduced during digitization, and to identify trackway parameters that remain interpretable despite imperfect preservation.
Example usage
In the examples below, anatomical uncertainty is explored by progressively increasing the spatial tolerance applied to footprint landmarks. As the assumed imprecision increases, parameters that are sensitive to landmark fidelity typically show increasing anatomical variance and decreasing signal-to-noise ratios, whereas robust parameters remain comparatively stable.
Extracting Track Parameters
The track_param() function is designed
to compute and display various parameters related to the
movement patterns of tracks from a
track R object. This function is essential
for extracting detailed information about the structure of
individual tracks and their spatial
relationships, providing key metrics that can be used for
further analysis, comparison, and visualization. The
track_param() function utilizes several
helper functions from the trajr package,
which is commonly applied in animal movement
analysis.
The track_param() function works by
iterating over each trajectory within the provided track data and
computing a set of movement-related parameters. These
include turning angles, step lengths,
total distances covered, track
lengths, and measures of sinuosity and
straightness. Such parameters are crucial for understanding the
locomotor patterns of trackmakers and assessing their
movement efficiency.
The turning angles are calculated using the
trajr::TrajAngles() function, providing a
measure of directional changes at each step. The
mean turning angle and standard
deviation are also calculated to summarize overall turning
behavior. The distance covered by the track is obtained
using the trajr::TrajDistance() function,
which measures the total straight-line distance between
the start and end points of the track. The track length
is calculated using the
trajr::TrajLength() function, which sums
the distances between all consecutive points in the track. The
step lengths, representing the distances between
consecutive points, are calculated with
trajr::TrajStepLengths(). The function
also computes the mean and standard deviation of these step
lengths. The sinuosity of the track is
calculated using the
trajr::TrajSinuosity2() function, which
quantifies how much a path deviates from a straight line. This measure
of sinuosity is based on the method described by Benhamou
(2004), which refines previous methods to provide more accurate
estimates of tortuosity for paths with varying turning angles and step
lengths. The straightness index is calculated with
trajr::TrajStraightness(), defined as the
ratio between the beeline distance (start to end) and the total path
length. This measure is based on the work of Batschelet (1981)
and provides insight into how direct or meandering the movement of the
trackmaker was.
The calculation of sinuosity is based on the
formula:
where:
- is the mean step length (in meters),
- is the mean cosine of turning angles (in radians), and
- is the coefficient of variation of the step length (in meters).
The straightness index is calculated as the ratio , where is the beeline distance between the first and last points of the trajectory, and is the total path length. This index is particularly useful for comparing the efficiency of directed walks, but it is not suitable for random trajectories, where the index tends towards zero with increasing steps.
The track_param() function returns a
list of lists, where each sublist contains the
computed parameters for a corresponding track. The
parameters include: turning angles, mean
turning angle, standard deviation of turning
angles, distance, length,
step lengths, mean step length,
standard deviation of step length,
sinuosity and straightness.
The reference direction for calculating angles is considered to be along the positive x-axis, with angles measured counterclockwise. The computed parameters are returned in a structured format, allowing users to further process or visualize the data as needed.
The track_param() function provides
valuable insights into the structure and efficiency of
trackmaker movements, making it a crucial tool for analyzing
fossil trackways.
Examples of Usage
The track_param() function extracts
movement parameters such as turning angles, step lengths, distances,
track lengths, sinuosity, and straightness from
track R objects. The examples below
calculate these parameters for the Paluxy River and
Mount Tom datasets.
params_paluxy <- track_param(PaluxyRiver)
params_mount <- track_param(MountTom)Calculating Velocities and Relative Stride Lengths
The velocity_track() function
calculates the velocities and relative stride
lengths for each step within a series of tracks. It requires a
track R object as input, which contains
both trajectories and footprints, and uses the
height at the hip, H, for each track maker
to estimate speed. The H argument should be supplied as a
numeric value representing the hip height in meters. If the hip height
is unknown, it must be estimated from skeletal proportions or other
anatomical information. The accuracy of velocity calculations depends
heavily on providing a realistic value for this parameter. The function
supports two calculation methods: Method A
(Alexander, 1976) and Method B (Ruiz &
Torices, 2013), which are specified via the method
argument. By default, Method A is applied to all tracks
if no method is specified. The gravitational
acceleration, G, is set to 9.8
m/s2 by default.
This function works by first extracting the track data and then calculating the Euclidean distance between consecutive footprints to determine the stride length. For each step, the velocity is calculated using one of the two methods.
Method A applies the formula (Alexander, 1976):
where is the velocity (m/s), is gravitational acceleration (m/s2), is stride length (m), and is the hip height (m). This method is based on empirical studies that model the relationship between stride length, body size, and speed for general terrestrial vertebrates. The coefficients , , and have been derived from studies focused on scaling relationships in bipedal and quadrupedal animals.
Method B follows a similar approach but with a coefficient of instead of , which provides a refinement for bipedal locomotion. The formula is (Ruiz & Torices, 2013):
The relative stride length is calculated as the ratio between stride length and hip height (), which allows distinguishing between different gaits according to Thulborn & Wade (1984). The classification is as follows:
-
Walk: Relative stride
(locomotor performance equivalent to walking in mammals).
-
Trot: Relative stride
(locomotor performance equivalent to trotting or racking in
mammals).
- Run: Relative stride (locomotor performance equivalent to cantering, galloping, or sprinting in mammals).
The function returns a track
velocity object, which is structured as a
list of lists, with each list representing an
individual track. For each track, the output includes various metrics
that describe the calculated velocities and relative stride lengths.
Specifically, it provides a vector of calculated velocities for each
step, referred to as Step_velocities,
measured in meters per second (m/s). Additionally, the
function calculates the Mean_velocity,
which represents the average speed across all steps, as well as the
Standard_deviation_velocity, which
quantifies the variation in velocity measurements. The
Maximum_velocity and
Minimum_velocity indicate the highest and
lowest calculated velocities, respectively. In terms of relative stride
lengths, the function also provides a vector of calculated values known
as Step_relative_stride. The average of
these values is captured by the
Mean_relative_stride, while their
variation is described by the
Standard_deviation_relative_stride.
Moreover, the highest and lowest calculated relative stride lengths are
denoted as Maximum_relative_stride and
Minimum_relative_stride, respectively.
This comprehensive output allows users to thoroughly assess the speed
and locomotion style of the track-makers under study.
The function is particularly useful for estimating the speed of ancient track-makers from their footprints and evaluating their locomotion style (walking, trotting, or running).
Examples of Usage
Calculating velocities for the Paluxy River dataset
using Method A for both tracks. The hip heights
(H_paluxyriver) are provided for each trackmaker.
H_paluxyriver <- c(3.472, 2.200)
velocity_paluxyriver <- velocity_track(PaluxyRiver, H = H_paluxyriver)Calculating velocities for the Mount Tom dataset
using Method A for all tracks. Multiple hip heights
(H_mounttom) are specified, corresponding to each track in
the dataset.
H_mounttom <- c(
1.380, 1.404, 1.320, 1.736, 1.364, 1.432, 1.508, 1.768, 1.600,
1.848, 1.532, 1.532, 0.760, 1.532, 1.688, 1.620, 0.636, 1.784, 1.676, 1.872,
1.648, 1.760, 1.612
)
velocity_mounttom <- velocity_track(MountTom, H = H_mounttom)Comparing velocities for the Paluxy River dataset using different methods: Method A for the sauropod trackway and Method B for the theropod trackway. This demonstrates how to apply distinct calculation methods to different trackmakers within the same dataset.
H_paluxyriver <- c(3.472, 2.200)
Method_paluxyriver <- c("A", "B")
velocity_paluxyriver_diff <- velocity_track(PaluxyRiver, H = H_paluxyriver, method = Method_paluxyriver)Plotting Velocity Data
The plot_velocity() function provides a
powerful visualization tool for examining trajectories colored by either
velocity or relative stride length. By
applying color gradients, it highlights how these parameters change
along the paths of various tracks, providing valuable insights into
locomotor dynamics.
The function takes as inputs a track R
object and a track velocity R
object, where the latter contains the calculated velocities and
relative stride lengths for each track. The user can specify the
parameter to be visualized via the param
argument, choosing between "V" for
velocity or "RSL" for relative stride
length. If not specified, the function defaults to visualizing
velocity.
The plotting process is handled by the
ggplot2 package, using
ggplot2::geom_path() to plot the tracks
and ggplot2::scale_color_gradientn() to
apply a color gradient representing the selected parameter. Users can
customize the color palette via the
colours argument and adjust the line width
with the lwd argument.
The function also allows the user to include or exclude a legend from
the plot by setting the legend argument to
TRUE or
FALSE, respectively. This flexibility
ensures that the plots can be tailored to the user’s preferences and
presentation requirements.
The resulting plot provides a visually appealing and informative representation of how velocity or relative stride length changes along each trajectory. Such plots are particularly useful for comparing the locomotor patterns of different track makers or assessing how environmental or anatomical factors influence movement.
Examples of Usage
Plotting trajectories colored by relative stride length
(RSL) for the PaluxyRiver dataset using the
previously calculated velocity_paluxyriver_diff object.
plot_velocity(PaluxyRiver, velocity_paluxyriver_diff, param = "RSL")
Plotting trajectories colored by velocity for the
MountTom dataset using the previously calculated
velocity_mounttom object.
plot_velocity(MountTom, velocity_mounttom, param = "V")
Generating a clean visualization of relative stride length (RSL) for the PaluxyRiver dataset without displaying a legend.
plot_velocity(PaluxyRiver, velocity_paluxyriver_diff, param = "RSL", lwd = 1.5,
colours = c("purple", "orange", "pink", "gray"), legend = FALSE)
Applying custom colors and increased line width to enhance visualization of velocity patterns for the MountTom dataset.
plot_velocity(MountTom, velocity_mounttom, param = "V", lwd = 2,
colours = c("blue", "green", "yellow", "red"))
Plotting Direction Data
The plot_direction() function provides
a comprehensive approach to visualizing direction data
from track R objects. It allows users to
generate various types of plots to effectively compare and examine
directionality within their datasets. The available plotting styles are
highly customizable, making this function versatile for different types
of directional analysis.
This function supports four primary plotting styles,
specified by the plot_type argument. The
"boxplot" option displays the distribution
of step directions across tracks as boxplots, providing an overview of
directionality variations by showing medians, quartiles, and potential
outliers. The "polar_steps" option
generates polar histograms that visualize the frequency
of steps within various directional bins, making it particularly useful
for examining the spread and density of step directions around a central
point and highlighting dominant movement trends. The
"polar_average" style also produces
polar histograms, but it focuses on average directions
per track rather than individual steps. This summarization approach
offers a simplified comparison of overall trends across multiple tracks.
Finally, the "faceted" option creates
faceted polar histograms where each track is displayed
separately within a grid of plots, providing a clear visual comparison
of step directions across tracks and making it especially effective for
analyzing individual trackmaker behaviors.
The plot_direction() function allows
users to customize visualizations through several
arguments. The angle_range argument
controls the width of the bins used in polar
histograms, allowing users to specify the desired
angular resolution. The
y_labels_position argument is useful for
positioning the labels of the y-axis, especially in
polar plots, to enhance clarity and presentation. Users can also provide
custom breaks for the y-axis using the
y_breaks_manual argument, which defines
where the labels should be placed for better visualization of frequency
data. This flexibility ensures that the user can tailor the
output to suit specific analytical needs, whether examining
general trends, comparing individual
tracks, or highlighting particular aspects of
directional data.
By generating high-quality visualizations as
ggplot R objects, the
plot_direction() function allows for
further customization using additional functions from the
ggplot2 package. This integration makes it
easy to enhance plots with annotations, themes, and other graphical
elements.
The function is particularly useful for analyzing trackway direction data, providing valuable insights into movement patterns, orientation preferences, and potential group behavior.
Examples of Usage
The boxplot option generates a summary
of directional data distribution, highlighting central tendency,
variability, and potential outliers across tracks.
plot_direction(PaluxyRiver, plot_type = "boxplot")
plot_direction(MountTom, plot_type = "boxplot")
The polar_steps option creates a polar
histogram of individual steps radiating from a central point, revealing
the angular spread of movement and dominant directions.
plot_direction(PaluxyRiver, plot_type = "polar_steps")
plot_direction(MountTom, plot_type = "polar_steps")
The polar_average option generates a
simplified polar plot by averaging step directions for each track,
providing a general overview of dominant movement trends.
plot_direction(PaluxyRiver, plot_type = "polar_average")
plot_direction(MountTom, plot_type = "polar_average")
The faceted option displays individual
step directions separately for each track using faceted panels, allowing
detailed comparison of movement patterns across multiple tracks.
plot_direction(PaluxyRiver, plot_type = "faceted")
plot_direction(MountTom, plot_type = "faceted")
Customization options include setting custom breaks on the radial
axis with y_breaks_manual and adjusting
the position of y-axis labels with
y_labels_position for better
presentation.
plot_direction(PaluxyRiver, plot_type = "polar_average", y_breaks_manual = c(1, 2))
plot_direction(PaluxyRiver, plot_type = "polar_steps", y_labels_position = -90)
Testing for Differences in Velocity
The test_velocity() function evaluates
differences in velocities across different tracks
within a track R object. It provides three
statistical methods, which can be selected using the
analysis argument:: ANOVA,
Kruskal-Wallis test, and Generalized Linear
Models (GLM), allowing users to compare velocity data and
identify significant differences between tracks. The function also
includes diagnostic tests to check assumptions of
normality and homogeneity of variances
before proceeding with the analysis. When more than two tracks are
present, it performs pairwise comparisons to identify
specific differences between tracks.
The test_velocity() function requires
that each track contains more than three footprints to
be included in the analysis. This is necessary because statistical tests
for comparing mean velocities rely on having a sufficient number of data
points to provide meaningful results. When a track contains only three
or fewer footprints, the sample size is too small to accurately estimate
mean velocity and its variability, making statistical comparisons
unreliable. By setting this threshold, the function ensures that the
results are statistically robust and meaningful.
The function accepts a track velocity R
object, which is an output of the
velocity_track() function. This object
contains calculated velocities and other related
parameters for each track, including individual step
velocities, mean velocities, and
relative stride lengths. This information serves as the
input for the statistical comparisons performed by
test_velocity().
If "ANOVA" is selected, the function
checks for normality (using the Shapiro-Wilk
test) and homogeneity of variances (using
Levene’s test). If assumptions are violated, it issues
warnings suggesting the use of
"Kruskal-Wallis" or
"GLM" instead.
"ANOVA" compares mean velocities across
tracks, and if significant differences are detected, Tukey’s
HSD is used for post-hoc pairwise comparisons.
When "Kruskal-Wallis" is chosen, the
function performs a non-parametric test that compares
median velocities across tracks. If significant
differences are detected, Dunn’s test is used for
post-hoc pairwise comparisons. If
"GLM" is specified, the function uses a
Generalized Linear Model (GLM) with a Gaussian
family to compare mean velocities across
tracks. Pairwise comparisons are conducted using the
emmeans package, which computes
differences between group means and adjusts for multiple comparisons
using Tukey’s method. This approach is useful when the
data does not meet the assumptions of ANOVA but still
requires a parametric approach.
If the argument plot = TRUE is
specified, a boxplot of velocities by track is
generated for visual comparison of velocity
distributions across tracks. The boxplot allows the user to
visually assess differences in central tendency and
variability across tracks, complementing the
statistical analyses.
The function returns a list of results that includes:
normality_results, a matrix containing the
test statistic and p-value for the Shapiro-Wilk
normality test for each track;
homogeneity_test, the result of
Levene’s test, including the p-value for
testing homogeneity of variances across tracks;
ANOVA, if selected, containing the
ANOVA table and Tukey HSD post-hoc
results; Kruskal_Wallis, if selected,
containing the Kruskal-Wallis test result and
Dunn’s test post-hoc results;
GLM, if selected, providing a summary of
the GLM fit and pairwise comparisons from the
emmeans package; and finally, the
plot if requested, displaying a
boxplot of velocities by track.
Examples of Usage
The ANOVA method is suitable for comparing mean velocities when data meet the assumptions of normality and homogeneity of variances.
test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis = "ANOVA")#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "ANOVA"): One or more tracks do not follow a normal distribution (p-value <=
#> 0.05). Assumptions for ANOVA are not met. Consider using 'Kruskal-Wallis' or
#> 'GLM'.
#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "ANOVA"): Homogeneity of variances assumption is violated (Levene's test
#> p-value <= 0.05). Assumptions for ANOVA are not met. Consider using
#> 'Kruskal-Wallis' or 'GLM'.
#> $normality_results
#> Trackway 1 Trackway 2
#> statistic.W 0.9586486 0.91134871
#> p_value 0.3043396 0.03773134
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 1 18.698 7.121e-05 ***
#> 51
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA
#> $ANOVA$ANOVA
#> Df Sum Sq Mean Sq F value Pr(>F)
#> track 1 0.5086 0.5086 111.9 1.82e-14 ***
#> Residuals 51 0.2317 0.0045
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA$Tukey
#> Tukey multiple comparisons of means
#> 95% family-wise confidence level
#>
#> Fit: aov(formula = vel ~ track, data = M_analysis)
#>
#> $track
#> diff lwr upr p adj
#> Trackway 2-Trackway 1 0.1967992 0.1594567 0.2341416 0
test_velocity(MountTom, velocity_mounttom, analysis = "ANOVA")#> Warning in test_velocity(MountTom, velocity_mounttom, analysis = "ANOVA"): The
#> following tracks were removed from the analysis due to having 3 or fewer
#> footprints: Trackway 05, Trackway 06, Trackway 10, Trackway 11, Trackway 12,
#> Trackway 14, Trackway 17, Trackway 19, Trackway 20, Trackway 21, Trackway 22,
#> Trackway 23.
#> $normality_results
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07
#> statistic.W 0.9209702 0.9049639 0.8522781 0.9286605 0.9400514
#> p_value 0.4003329 0.2821994 0.2018271 0.5872649 0.6391828
#> Trackway 08 Trackway 09 Trackway 13 Trackway 15 Trackway 16
#> statistic.W 0.81516913 0.8697921 0.9420435 0.8148552 0.9692820
#> p_value 0.08011557 0.2655830 0.6804196 0.1064974 0.8923149
#> Trackway 18
#> statistic.W 0.8301712
#> p_value 0.1395325
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 10 1.8159 0.07787 .
#> 58
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA
#> $ANOVA$ANOVA
#> Df Sum Sq Mean Sq F value Pr(>F)
#> track 10 7.750 0.7750 18.99 7.45e-15 ***
#> Residuals 58 2.367 0.0408
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $ANOVA$Tukey
#> Tukey multiple comparisons of means
#> 95% family-wise confidence level
#>
#> Fit: aov(formula = vel ~ track, data = M_analysis)
#>
#> $track
#> diff lwr upr p adj
#> Trackway 02-Trackway 01 0.1647216595 -0.15432834 0.483771659 0.8140421
#> Trackway 03-Trackway 01 0.8203246689 0.44281962 1.197829720 0.0000001
#> Trackway 04-Trackway 01 -0.0496561965 -0.42716125 0.327848854 0.9999967
#> Trackway 07-Trackway 01 -0.2902954450 -0.63137424 0.050783352 0.1650949
#> Trackway 08-Trackway 01 0.0893925508 -0.26731619 0.446101295 0.9988034
#> Trackway 09-Trackway 01 0.5637709648 0.18626591 0.941276015 0.0002729
#> Trackway 13-Trackway 01 -0.5970292135 -0.97453426 -0.219524163 0.0000949
#> Trackway 15-Trackway 01 0.0425349739 -0.33497008 0.420040025 0.9999992
#> Trackway 16-Trackway 01 -0.1611827913 -0.49005200 0.167686421 0.8573485
#> Trackway 18-Trackway 01 -0.0007003399 -0.37820539 0.376804711 1.0000000
#> Trackway 03-Trackway 02 0.6556030094 0.27809796 1.033108060 0.0000140
#> Trackway 04-Trackway 02 -0.2143778560 -0.59188291 0.163127195 0.7130620
#> Trackway 07-Trackway 02 -0.4550171046 -0.79609590 -0.113938308 0.0017099
#> Trackway 08-Trackway 02 -0.0753291087 -0.43203785 0.281379635 0.9997305
#> Trackway 09-Trackway 02 0.3990493053 0.02154425 0.776554356 0.0298082
#> Trackway 13-Trackway 02 -0.7617508730 -1.13925592 -0.384245822 0.0000004
#> Trackway 15-Trackway 02 -0.1221866856 -0.49969174 0.255318365 0.9905449
#> Trackway 16-Trackway 02 -0.3259044509 -0.65477366 0.002964761 0.0541074
#> Trackway 18-Trackway 02 -0.1654219994 -0.54292705 0.212083051 0.9242930
#> Trackway 04-Trackway 03 -0.8699808655 -1.29803136 -0.441930373 0.0000003
#> Trackway 07-Trackway 03 -1.1106201140 -1.50691786 -0.714322364 0.0000000
#> Trackway 08-Trackway 03 -0.7309321181 -1.14075926 -0.321104973 0.0000078
#> Trackway 09-Trackway 03 -0.2565537042 -0.68460420 0.171496788 0.6442769
#> Trackway 13-Trackway 03 -1.4173538824 -1.84540437 -0.989303390 0.0000000
#> Trackway 15-Trackway 03 -0.7777896950 -1.20584019 -0.349739202 0.0000051
#> Trackway 16-Trackway 03 -0.9815074603 -1.36734696 -0.595667960 0.0000000
#> Trackway 18-Trackway 03 -0.8210250088 -1.24907550 -0.392974516 0.0000014
#> Trackway 07-Trackway 04 -0.2406392485 -0.63693700 0.155658501 0.6265904
#> Trackway 08-Trackway 04 0.1390487473 -0.27077840 0.548875892 0.9865339
#> Trackway 09-Trackway 04 0.6134271613 0.18537667 1.041477654 0.0005536
#> Trackway 13-Trackway 04 -0.5473730170 -0.97542351 -0.119322524 0.0031439
#> Trackway 15-Trackway 04 0.0921911704 -0.33585932 0.520241663 0.9996790
#> Trackway 16-Trackway 04 -0.1115265948 -0.49736609 0.274312905 0.9961010
#> Trackway 18-Trackway 04 0.0489558567 -0.37909464 0.477006349 0.9999991
#> Trackway 08-Trackway 07 0.3796879959 0.00314720 0.756228792 0.0464388
#> Trackway 09-Trackway 07 0.8540664098 0.45776866 1.250364160 0.0000001
#> Trackway 13-Trackway 07 -0.3067337684 -0.70303152 0.089563981 0.2762333
#> Trackway 15-Trackway 07 0.3328304190 -0.06346733 0.729128169 0.1788423
#> Trackway 16-Trackway 07 0.1291126537 -0.22116838 0.479393686 0.9755347
#> Trackway 18-Trackway 07 0.2895951052 -0.10670264 0.685892855 0.3557291
#> Trackway 09-Trackway 08 0.4743784140 0.06455127 0.884205559 0.0112278
#> Trackway 13-Trackway 08 -0.6864217643 -1.09624891 -0.276594619 0.0000303
#> Trackway 15-Trackway 08 -0.0468575769 -0.45668472 0.362969568 0.9999991
#> Trackway 16-Trackway 08 -0.2505753422 -0.61609304 0.114942351 0.4499019
#> Trackway 18-Trackway 08 -0.0900928907 -0.49992004 0.319734254 0.9996153
#> Trackway 13-Trackway 09 -1.1608001783 -1.58885067 -0.732749686 0.0000000
#> Trackway 15-Trackway 09 -0.5212359909 -0.94928648 -0.093185498 0.0060381
#> Trackway 16-Trackway 09 -0.7249537561 -1.11079326 -0.339114256 0.0000023
#> Trackway 18-Trackway 09 -0.5644713046 -0.99252180 -0.136420812 0.0020281
#> Trackway 15-Trackway 13 0.6395641874 0.21151369 1.067614680 0.0002706
#> Trackway 16-Trackway 13 0.4358464222 0.05000692 0.821685922 0.0148416
#> Trackway 18-Trackway 13 0.5963288736 0.16827838 1.024379366 0.0008771
#> Trackway 16-Trackway 15 -0.2037177653 -0.58955727 0.182121735 0.7928071
#> Trackway 18-Trackway 15 -0.0432353138 -0.47128581 0.384815179 0.9999997
#> Trackway 18-Trackway 16 0.1604824515 -0.22535705 0.546321951 0.9451623The Kruskal-Wallis test is a non-parametric method that compares median velocities, useful when normality or homogeneity of variances cannot be assumed.
test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis = "Kruskal-Wallis")#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "Kruskal-Wallis"): One or more tracks do not follow a normal distribution
#> (p-value <= 0.05). Assumptions for ANOVA are not met. Consider using
#> 'Kruskal-Wallis' or 'GLM'.
#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "Kruskal-Wallis"): Homogeneity of variances assumption is violated (Levene's
#> test p-value <= 0.05). Assumptions for ANOVA are not met. Consider using
#> 'Kruskal-Wallis' or 'GLM'.
#> Kruskal-Wallis rank sum test
#>
#> data: x and group
#> Kruskal-Wallis chi-squared = 38.6698, df = 1, p-value = 0
#>
#>
#> Comparison of x by group
#> (No adjustment)
#> Col Mean-|
#> Row Mean | Trackway
#> ---------+-----------
#> Trackway | -6.218503
#> | 0.0000*
#>
#> alpha = 0.05
#> Reject Ho if p <= alpha/2
#> $normality_results
#> Trackway 1 Trackway 2
#> statistic.W 0.9586486 0.91134871
#> p_value 0.3043396 0.03773134
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 1 18.698 7.121e-05 ***
#> 51
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $Kruskal_Wallis
#> $Kruskal_Wallis$Kruskal_Wallis
#>
#> Kruskal-Wallis rank sum test
#>
#> data: vel by track
#> Kruskal-Wallis chi-squared = 38.67, df = 1, p-value = 5.019e-10
#>
#>
#> $Kruskal_Wallis$Dunn
#> $Kruskal_Wallis$Dunn$chi2
#> [1] 38.66978
#>
#> $Kruskal_Wallis$Dunn$Z
#> [1] -6.218503
#>
#> $Kruskal_Wallis$Dunn$P
#> [1] 2.509595e-10
#>
#> $Kruskal_Wallis$Dunn$P.adjusted
#> [1] 2.509595e-10
#>
#> $Kruskal_Wallis$Dunn$comparisons
#> [1] "Trackway 1 - Trackway 2"
test_velocity(MountTom, velocity_mounttom, analysis = "Kruskal-Wallis")#> Warning in test_velocity(MountTom, velocity_mounttom, analysis =
#> "Kruskal-Wallis"): The following tracks were removed from the analysis due to
#> having 3 or fewer footprints: Trackway 05, Trackway 06, Trackway 10, Trackway
#> 11, Trackway 12, Trackway 14, Trackway 17, Trackway 19, Trackway 20, Trackway
#> 21, Trackway 22, Trackway 23.
#> Kruskal-Wallis rank sum test
#>
#> data: x and group
#> Kruskal-Wallis chi-squared = 47.0791, df = 10, p-value = 0
#>
#>
#> Comparison of x by group
#> (No adjustment)
#> Col Mean-|
#> Row Mean | Trackway Trackway Trackway Trackway Trackway Trackway
#> ---------+------------------------------------------------------------------
#> Trackway | -1.421706
#> | 0.0776
#> |
#> Trackway | -2.691099 -1.489538
#> | 0.0036* 0.0682
#> |
#> Trackway | 0.490554 1.692115 2.805954
#> | 0.3119 0.0453 0.0025*
#> |
#> Trackway | 2.038004 3.367888 4.317520 1.286742
#> | 0.0208* 0.0004* 0.0000* 0.0991
#> |
#> Trackway | -0.704116 0.567496 1.866004 -1.064720 -2.513099
#> | 0.2407 0.2852 0.0310 0.1435 0.0060*
#> |
#> Trackway | -2.101242 -0.899681 0.520205 -2.285749 -3.755634 -1.322667
#> | 0.0178* 0.1841 0.3015 0.0111* 0.0001* 0.0930
#> |
#> Trackway | 2.778485 3.980046 4.823720 2.017765 0.892692 3.172207
#> | 0.0027* 0.0000* 0.0000* 0.0218* 0.1860 0.0008*
#> |
#> Trackway | -0.349544 0.852015 2.065056 -0.740898 -2.087004 0.290877
#> | 0.3633 0.1971 0.0195* 0.2294 0.0184* 0.3856
#> |
#> Trackway | 1.476147 2.855404 3.891159 0.778231 -0.598549 2.015289
#> | 0.0700 0.0021* 0.0000* 0.2182 0.2747 0.0219*
#> |
#> Trackway | 0.061567 1.263128 2.427623 -0.378331 -1.695386 0.669566
#> | 0.4755 0.1033 0.0076* 0.3526 0.0450 0.2516
#> Col Mean-|
#> Row Mean | Trackway Trackway Trackway Trackway
#> ---------+--------------------------------------------
#> Trackway | 4.303515
#> | 0.0000*
#> |
#> Trackway | 1.544851 -2.758663
#> | 0.0612 0.0029*
#> |
#> Trackway | 3.314043 -1.460277 1.600184
#> | 0.0005* 0.0721 0.0548
#> |
#> Trackway | 1.907418 -2.396096 0.362567 -1.197952
#> | 0.0282 0.0083* 0.3585 0.1155
#>
#> alpha = 0.05
#> Reject Ho if p <= alpha/2
#> $normality_results
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07
#> statistic.W 0.9209702 0.9049639 0.8522781 0.9286605 0.9400514
#> p_value 0.4003329 0.2821994 0.2018271 0.5872649 0.6391828
#> Trackway 08 Trackway 09 Trackway 13 Trackway 15 Trackway 16
#> statistic.W 0.81516913 0.8697921 0.9420435 0.8148552 0.9692820
#> p_value 0.08011557 0.2655830 0.6804196 0.1064974 0.8923149
#> Trackway 18
#> statistic.W 0.8301712
#> p_value 0.1395325
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 10 1.8159 0.07787 .
#> 58
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $Kruskal_Wallis
#> $Kruskal_Wallis$Kruskal_Wallis
#>
#> Kruskal-Wallis rank sum test
#>
#> data: vel by track
#> Kruskal-Wallis chi-squared = 47.079, df = 10, p-value = 9.135e-07
#>
#>
#> $Kruskal_Wallis$Dunn
#> $Kruskal_Wallis$Dunn$chi2
#> [1] 47.07915
#>
#> $Kruskal_Wallis$Dunn$Z
#> [1] -1.42170606 -2.69109927 -1.48953834 0.49055463 1.69211556 2.80595499
#> [7] 2.03800443 3.36788868 4.31752052 1.28674273 -0.70411605 0.56749651
#> [13] 1.86600430 -1.06472010 -2.51309940 -2.10124209 -0.89968116 0.52020514
#> [19] -2.28574985 -3.75563475 -1.32266775 2.77848552 3.98004645 4.82372037
#> [25] 2.01776539 0.89269297 3.17220731 4.30351524 -0.34954500 0.85201593
#> [31] 2.06505676 -0.74089823 -2.08700428 0.29087714 1.54485162 -2.75866361
#> [37] 1.47614746 2.85540494 3.89115946 0.77823189 -0.59854981 2.01528904
#> [43] 3.31404367 -1.46027782 1.60018468 0.06156758 1.26312851 2.42762398
#> [49] -0.37833101 -1.69538693 0.66956625 1.90741884 -2.39609639 0.36256722
#> [55] -1.19795246
#>
#> $Kruskal_Wallis$Dunn$P
#> [1] 7.755580e-02 3.560850e-03 6.817283e-02 3.118707e-01 4.531197e-02
#> [6] 2.508385e-03 2.077474e-02 3.787309e-04 7.889587e-06 9.909199e-02
#> [11] 2.406803e-01 2.851884e-01 3.102038e-02 1.435013e-01 5.983780e-03
#> [16] 1.780986e-02 1.841450e-01 3.014603e-01 1.113445e-02 8.645135e-05
#> [21] 9.297295e-02 2.730647e-03 3.445090e-05 7.045246e-07 2.180785e-02
#> [26] 1.860108e-01 7.564248e-04 8.405464e-06 3.633401e-01 1.971026e-01
#> [31] 1.945881e-02 2.293776e-01 1.844387e-02 3.855726e-01 6.119108e-02
#> [36] 2.901912e-03 6.995215e-02 2.149099e-03 4.988317e-05 2.182162e-01
#> [41] 2.747366e-01 2.193719e-02 4.597857e-04 7.210687e-02 5.477881e-02
#> [46] 4.754536e-01 1.032715e-01 7.599046e-03 3.525924e-01 4.500102e-02
#> [51] 2.515672e-01 2.823319e-02 8.285366e-03 3.584641e-01 1.154678e-01
#>
#> $Kruskal_Wallis$Dunn$P.adjusted
#> [1] 7.755580e-02 3.560850e-03 6.817283e-02 3.118707e-01 4.531197e-02
#> [6] 2.508385e-03 2.077474e-02 3.787309e-04 7.889587e-06 9.909199e-02
#> [11] 2.406803e-01 2.851884e-01 3.102038e-02 1.435013e-01 5.983780e-03
#> [16] 1.780986e-02 1.841450e-01 3.014603e-01 1.113445e-02 8.645135e-05
#> [21] 9.297295e-02 2.730647e-03 3.445090e-05 7.045246e-07 2.180785e-02
#> [26] 1.860108e-01 7.564248e-04 8.405464e-06 3.633401e-01 1.971026e-01
#> [31] 1.945881e-02 2.293776e-01 1.844387e-02 3.855726e-01 6.119108e-02
#> [36] 2.901912e-03 6.995215e-02 2.149099e-03 4.988317e-05 2.182162e-01
#> [41] 2.747366e-01 2.193719e-02 4.597857e-04 7.210687e-02 5.477881e-02
#> [46] 4.754536e-01 1.032715e-01 7.599046e-03 3.525924e-01 4.500102e-02
#> [51] 2.515672e-01 2.823319e-02 8.285366e-03 3.584641e-01 1.154678e-01
#>
#> $Kruskal_Wallis$Dunn$comparisons
#> [1] "Trackway 01 - Trackway 02" "Trackway 01 - Trackway 03"
#> [3] "Trackway 02 - Trackway 03" "Trackway 01 - Trackway 04"
#> [5] "Trackway 02 - Trackway 04" "Trackway 03 - Trackway 04"
#> [7] "Trackway 01 - Trackway 07" "Trackway 02 - Trackway 07"
#> [9] "Trackway 03 - Trackway 07" "Trackway 04 - Trackway 07"
#> [11] "Trackway 01 - Trackway 08" "Trackway 02 - Trackway 08"
#> [13] "Trackway 03 - Trackway 08" "Trackway 04 - Trackway 08"
#> [15] "Trackway 07 - Trackway 08" "Trackway 01 - Trackway 09"
#> [17] "Trackway 02 - Trackway 09" "Trackway 03 - Trackway 09"
#> [19] "Trackway 04 - Trackway 09" "Trackway 07 - Trackway 09"
#> [21] "Trackway 08 - Trackway 09" "Trackway 01 - Trackway 13"
#> [23] "Trackway 02 - Trackway 13" "Trackway 03 - Trackway 13"
#> [25] "Trackway 04 - Trackway 13" "Trackway 07 - Trackway 13"
#> [27] "Trackway 08 - Trackway 13" "Trackway 09 - Trackway 13"
#> [29] "Trackway 01 - Trackway 15" "Trackway 02 - Trackway 15"
#> [31] "Trackway 03 - Trackway 15" "Trackway 04 - Trackway 15"
#> [33] "Trackway 07 - Trackway 15" "Trackway 08 - Trackway 15"
#> [35] "Trackway 09 - Trackway 15" "Trackway 13 - Trackway 15"
#> [37] "Trackway 01 - Trackway 16" "Trackway 02 - Trackway 16"
#> [39] "Trackway 03 - Trackway 16" "Trackway 04 - Trackway 16"
#> [41] "Trackway 07 - Trackway 16" "Trackway 08 - Trackway 16"
#> [43] "Trackway 09 - Trackway 16" "Trackway 13 - Trackway 16"
#> [45] "Trackway 15 - Trackway 16" "Trackway 01 - Trackway 18"
#> [47] "Trackway 02 - Trackway 18" "Trackway 03 - Trackway 18"
#> [49] "Trackway 04 - Trackway 18" "Trackway 07 - Trackway 18"
#> [51] "Trackway 08 - Trackway 18" "Trackway 09 - Trackway 18"
#> [53] "Trackway 13 - Trackway 18" "Trackway 15 - Trackway 18"
#> [55] "Trackway 16 - Trackway 18"The GLM approach offers a flexible alternative when
data do not meet the assumptions required for ANOVA. This method fits a
linear model with a Gaussian family and performs pairwise comparisons
using emmeans.
test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis = "GLM")#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "GLM"): One or more tracks do not follow a normal distribution (p-value <=
#> 0.05). Assumptions for ANOVA are not met. Consider using 'Kruskal-Wallis' or
#> 'GLM'.
#> Warning in test_velocity(PaluxyRiver, velocity_paluxyriver_diff, analysis =
#> "GLM"): Homogeneity of variances assumption is violated (Levene's test p-value
#> <= 0.05). Assumptions for ANOVA are not met. Consider using 'Kruskal-Wallis' or
#> 'GLM'.
#> $normality_results
#> Trackway 1 Trackway 2
#> statistic.W 0.9586486 0.91134871
#> p_value 0.3043396 0.03773134
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 1 18.698 7.121e-05 ***
#> 51
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $GLM
#> $GLM$GLM
#>
#> Call:
#> glm(formula = vel ~ track, family = gaussian(), data = M_analysis)
#>
#> Coefficients:
#> Estimate Std. Error t value Pr(>|t|)
#> (Intercept) 0.20764 0.01252 16.59 < 2e-16 ***
#> trackTrackway 2 0.19680 0.01860 10.58 1.82e-14 ***
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> (Dispersion parameter for gaussian family taken to be 0.004543515)
#>
#> Null deviance: 0.74032 on 52 degrees of freedom
#> Residual deviance: 0.23172 on 51 degrees of freedom
#> AIC: -131.52
#>
#> Number of Fisher Scoring iterations: 2
#>
#>
#> $GLM$pairwise_results
#> $emmeans
#> track emmean SE df lower.CL upper.CL
#> Trackway 1 0.208 0.0125 51 0.183 0.233
#> Trackway 2 0.404 0.0138 51 0.377 0.432
#>
#> Confidence level used: 0.95
#>
#> $contrasts
#> contrast estimate SE df t.ratio p.value
#> Trackway 1 - Trackway 2 -0.197 0.0186 51 -10.580 <.0001
test_velocity(MountTom, velocity_mounttom, analysis = "GLM")#> Warning in test_velocity(MountTom, velocity_mounttom, analysis = "GLM"): The
#> following tracks were removed from the analysis due to having 3 or fewer
#> footprints: Trackway 05, Trackway 06, Trackway 10, Trackway 11, Trackway 12,
#> Trackway 14, Trackway 17, Trackway 19, Trackway 20, Trackway 21, Trackway 22,
#> Trackway 23.
#> $normality_results
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07
#> statistic.W 0.9209702 0.9049639 0.8522781 0.9286605 0.9400514
#> p_value 0.4003329 0.2821994 0.2018271 0.5872649 0.6391828
#> Trackway 08 Trackway 09 Trackway 13 Trackway 15 Trackway 16
#> statistic.W 0.81516913 0.8697921 0.9420435 0.8148552 0.9692820
#> p_value 0.08011557 0.2655830 0.6804196 0.1064974 0.8923149
#> Trackway 18
#> statistic.W 0.8301712
#> p_value 0.1395325
#>
#> $homogeneity_test
#> Levene's Test for Homogeneity of Variance (center = median)
#> Df F value Pr(>F)
#> group 10 1.8159 0.07787 .
#> 58
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> $GLM
#> $GLM$GLM
#>
#> Call:
#> glm(formula = vel ~ track, family = gaussian(), data = M_analysis)
#>
#> Coefficients:
#> Estimate Std. Error t value Pr(>|t|)
#> (Intercept) 1.3958203 0.0673391 20.728 < 2e-16 ***
#> trackTrackway 02 0.1647217 0.0952318 1.730 0.08900 .
#> trackTrackway 03 0.8203247 0.1126798 7.280 9.91e-10 ***
#> trackTrackway 04 -0.0496562 0.1126798 -0.441 0.66108
#> trackTrackway 07 -0.2902954 0.1018071 -2.851 0.00602 **
#> trackTrackway 08 0.0893926 0.1064724 0.840 0.40459
#> trackTrackway 09 0.5637710 0.1126798 5.003 5.55e-06 ***
#> trackTrackway 13 -0.5970292 0.1126798 -5.298 1.89e-06 ***
#> trackTrackway 15 0.0425350 0.1126798 0.377 0.70719
#> trackTrackway 16 -0.1611828 0.0981627 -1.642 0.10600
#> trackTrackway 18 -0.0007003 0.1126798 -0.006 0.99506
#> ---
#> Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
#>
#> (Dispersion parameter for gaussian family taken to be 0.04081095)
#>
#> Null deviance: 10.117 on 68 degrees of freedom
#> Residual deviance: 2.367 on 58 degrees of freedom
#> AIC: -12.887
#>
#> Number of Fisher Scoring iterations: 2
#>
#>
#> $GLM$pairwise_results
#> $emmeans
#> track emmean SE df lower.CL upper.CL
#> Trackway 01 1.396 0.0673 58 1.261 1.53
#> Trackway 02 1.561 0.0673 58 1.426 1.70
#> Trackway 03 2.216 0.0903 58 2.035 2.40
#> Trackway 04 1.346 0.0903 58 1.165 1.53
#> Trackway 07 1.106 0.0764 58 0.953 1.26
#> Trackway 08 1.485 0.0825 58 1.320 1.65
#> Trackway 09 1.960 0.0903 58 1.779 2.14
#> Trackway 13 0.799 0.0903 58 0.618 0.98
#> Trackway 15 1.438 0.0903 58 1.258 1.62
#> Trackway 16 1.235 0.0714 58 1.092 1.38
#> Trackway 18 1.395 0.0903 58 1.214 1.58
#>
#> Confidence level used: 0.95
#>
#> $contrasts
#> contrast estimate SE df t.ratio p.value
#> Trackway 01 - Trackway 02 -0.1647 0.0952 58 -1.730 0.8140
#> Trackway 01 - Trackway 03 -0.8203 0.1130 58 -7.280 <.0001
#> Trackway 01 - Trackway 04 0.0497 0.1130 58 0.441 1.0000
#> Trackway 01 - Trackway 07 0.2903 0.1020 58 2.851 0.1651
#> Trackway 01 - Trackway 08 -0.0894 0.1060 58 -0.840 0.9988
#> Trackway 01 - Trackway 09 -0.5638 0.1130 58 -5.003 0.0003
#> Trackway 01 - Trackway 13 0.5970 0.1130 58 5.298 0.0001
#> Trackway 01 - Trackway 15 -0.0425 0.1130 58 -0.377 1.0000
#> Trackway 01 - Trackway 16 0.1612 0.0982 58 1.642 0.8573
#> Trackway 01 - Trackway 18 0.0007 0.1130 58 0.006 1.0000
#> Trackway 02 - Trackway 03 -0.6556 0.1130 58 -5.818 <.0001
#> Trackway 02 - Trackway 04 0.2144 0.1130 58 1.903 0.7131
#> Trackway 02 - Trackway 07 0.4550 0.1020 58 4.469 0.0017
#> Trackway 02 - Trackway 08 0.0753 0.1060 58 0.707 0.9997
#> Trackway 02 - Trackway 09 -0.3990 0.1130 58 -3.541 0.0298
#> Trackway 02 - Trackway 13 0.7618 0.1130 58 6.760 <.0001
#> Trackway 02 - Trackway 15 0.1222 0.1130 58 1.084 0.9905
#> Trackway 02 - Trackway 16 0.3259 0.0982 58 3.320 0.0541
#> Trackway 02 - Trackway 18 0.1654 0.1130 58 1.468 0.9243
#> Trackway 03 - Trackway 04 0.8700 0.1280 58 6.809 <.0001
#> Trackway 03 - Trackway 07 1.1106 0.1180 58 9.389 <.0001
#> Trackway 03 - Trackway 08 0.7309 0.1220 58 5.975 <.0001
#> Trackway 03 - Trackway 09 0.2566 0.1280 58 2.008 0.6443
#> Trackway 03 - Trackway 13 1.4174 0.1280 58 11.093 <.0001
#> Trackway 03 - Trackway 15 0.7778 0.1280 58 6.088 <.0001
#> Trackway 03 - Trackway 16 0.9815 0.1150 58 8.522 <.0001
#> Trackway 03 - Trackway 18 0.8210 0.1280 58 6.426 <.0001
#> Trackway 04 - Trackway 07 0.2406 0.1180 58 2.034 0.6266
#> Trackway 04 - Trackway 08 -0.1390 0.1220 58 -1.137 0.9865
#> Trackway 04 - Trackway 09 -0.6134 0.1280 58 -4.801 0.0006
#> Trackway 04 - Trackway 13 0.5474 0.1280 58 4.284 0.0031
#> Trackway 04 - Trackway 15 -0.0922 0.1280 58 -0.722 0.9997
#> Trackway 04 - Trackway 16 0.1115 0.1150 58 0.968 0.9961
#> Trackway 04 - Trackway 18 -0.0490 0.1280 58 -0.383 1.0000
#> Trackway 07 - Trackway 08 -0.3797 0.1120 58 -3.378 0.0464
#> Trackway 07 - Trackway 09 -0.8541 0.1180 58 -7.220 <.0001
#> Trackway 07 - Trackway 13 0.3067 0.1180 58 2.593 0.2762
#> Trackway 07 - Trackway 15 -0.3328 0.1180 58 -2.814 0.1788
#> Trackway 07 - Trackway 16 -0.1291 0.1050 58 -1.235 0.9755
#> Trackway 07 - Trackway 18 -0.2896 0.1180 58 -2.448 0.3557
#> Trackway 08 - Trackway 09 -0.4744 0.1220 58 -3.878 0.0112
#> Trackway 08 - Trackway 13 0.6864 0.1220 58 5.611 <.0001
#> Trackway 08 - Trackway 15 0.0469 0.1220 58 0.383 1.0000
#> Trackway 08 - Trackway 16 0.2506 0.1090 58 2.297 0.4499
#> Trackway 08 - Trackway 18 0.0901 0.1220 58 0.736 0.9996
#> Trackway 09 - Trackway 13 1.1608 0.1280 58 9.085 <.0001
#> Trackway 09 - Trackway 15 0.5212 0.1280 58 4.080 0.0060
#> Trackway 09 - Trackway 16 0.7250 0.1150 58 6.295 <.0001
#> Trackway 09 - Trackway 18 0.5645 0.1280 58 4.418 0.0020
#> Trackway 13 - Trackway 15 -0.6396 0.1280 58 -5.006 0.0003
#> Trackway 13 - Trackway 16 -0.4358 0.1150 58 -3.784 0.0148
#> Trackway 13 - Trackway 18 -0.5963 0.1280 58 -4.667 0.0009
#> Trackway 15 - Trackway 16 0.2037 0.1150 58 1.769 0.7928
#> Trackway 15 - Trackway 18 0.0432 0.1280 58 0.338 1.0000
#> Trackway 16 - Trackway 18 -0.1605 0.1150 58 -1.393 0.9452
#>
#> P value adjustment: tukey method for comparing a family of 11 estimatesTesting for Acceleration, Deceleration, or Steady Movement along Trajectories
The mode_velocity() function evaluates
whether a track maker is accelerating,
decelerating, or maintaining a steady
speed along its trajectory by applying Spearman’s rank
correlation test. This test is particularly suitable for
analyzing trends in velocity because it does not assume normality or
linearity in the relationship between step number and velocity. Instead,
it detects monotonic relationships based on ranks,
making it robust to outliers and effective for
identifying general trends.
The function accepts a track velocity R
object and processes each trajectory separately. For each
trajectory, the function calculates the Spearman correlation
coefficient and its associated p-value, comparing
velocity values to their corresponding step
numbers. If the p-value is less than
0.05, the trend is classified as
“acceleration” if the correlation coefficient is
positive or “deceleration” if it is negative. If the
p-value is greater than or equal to 0.05, the
trend is labeled as “steady,” indicating no significant
monotonic relationship between velocity and step
number. This approach allows the detection of gradual changes
in velocity over the course of a track, which may reflect shifts in
locomotor performance or behavior.
Trajectories with fewer than three steps are considered insufficient for reliable statistical analysis, and the function returns a message indicating that the data is inadequate for correlation analysis. This is because the calculation of a meaningful correlation requires a minimum of three data points.
The mode_velocity() function provides a
straightforward way to classify velocity trends based
on statistical significance, making it a useful tool for examining how
track makers modulate their speed along their paths.
However, it only identifies monotonic trends and may
not detect more complex, non-monotonic changes in
speed. Furthermore, the classification is
qualitative, providing information about the general
nature of the trend rather than quantifying the rate of change.
This approach draws from established non-parametric statistical techniques for measuring association between variables. The robustness of the method to non-normal data and its resistance to outliers makes it well-suited for paleontological and biomechanical applications where data quality and quantity can be limited.
Examples of Usage
The velocity_paluxyriver_diff object
contains calculated velocities for the PaluxyRiver
dataset with different methods applied to the sauropod (Method
A) and theropod (Method B).
mode_velocity(velocity_paluxyriver_diff)#> $Track_1
#> $Track_1$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 3178, p-value = 0.5088
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.1302682
#>
#>
#> $Track_1$trend
#> [1] "Steady"
#>
#>
#> $Track_2
#> $Track_2$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 1426, p-value = 0.1711
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.2954545
#>
#>
#> $Track_2$trend
#> [1] "Steady"The velocity_mounttom object contains
calculated velocities for the MountTom dataset.
mode_velocity(velocity_mounttom)#> $Track_01
#> $Track_01$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 160, p-value = 0.002008
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -0.9047619
#>
#>
#> $Track_01$trend
#> [1] "Deceleration"
#>
#>
#> $Track_02
#> $Track_02$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 42, p-value = 0.207
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.5
#>
#>
#> $Track_02$trend
#> [1] "Steady"
#>
#>
#> $Track_03
#> $Track_03$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 12, p-value = 0.8
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -0.2
#>
#>
#> $Track_03$trend
#> [1] "Steady"
#>
#>
#> $Track_04
#> $Track_04$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 18, p-value = 0.2
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -0.8
#>
#>
#> $Track_04$trend
#> [1] "Steady"
#>
#>
#> $Track_05
#> [1] "Less than three steps"
#>
#> $Track_06
#> [1] "Less than three steps"
#>
#> $Track_07
#> $Track_07$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 12, p-value = 0.1562
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.6571429
#>
#>
#> $Track_07$trend
#> [1] "Steady"
#>
#>
#> $Track_08
#> $Track_08$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 20, p-value = 1
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0
#>
#>
#> $Track_08$trend
#> [1] "Steady"
#>
#>
#> $Track_09
#> $Track_09$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 20, p-value < 2.2e-16
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -1
#>
#>
#> $Track_09$trend
#> [1] "Deceleration"
#>
#>
#> $Track_10
#> [1] "Less than three steps"
#>
#> $Track_11
#> [1] "Less than three steps"
#>
#> $Track_12
#> [1] "Less than three steps"
#>
#> $Track_13
#> $Track_13$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 14, p-value = 0.6
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -0.4
#>
#>
#> $Track_13$trend
#> [1] "Steady"
#>
#>
#> $Track_14
#> [1] "Less than three steps"
#>
#> $Track_15
#> $Track_15$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 6, p-value = 0.6
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.4
#>
#>
#> $Track_15$trend
#> [1] "Steady"
#>
#>
#> $Track_16
#> $Track_16$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 30, p-value = 0.2939
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> 0.4642857
#>
#>
#> $Track_16$trend
#> [1] "Steady"
#>
#>
#> $Track_17
#> [1] "Less than three steps"
#>
#> $Track_18
#> $Track_18$correlation
#>
#> Spearman's rank correlation rho
#>
#> data: velocity and steps
#> S = 14, p-value = 0.6
#> alternative hypothesis: true rho is not equal to 0
#> sample estimates:
#> rho
#> -0.4
#>
#>
#> $Track_18$trend
#> [1] "Steady"
#>
#>
#> $Track_19
#> [1] "Less than three steps"
#>
#> $Track_20
#> [1] "Less than three steps"
#>
#> $Track_21
#> [1] "Less than three steps"
#>
#> $Track_22
#> [1] "Less than three steps"
#>
#> $Track_23
#> [1] "Less than three steps"Testing for Differences in Direction
The test_direction() function provides
a powerful statistical framework for comparing
directions across different tracks within a
track R object. It offers three distinct
methods for this purpose, which can be selected using the
analysis argument: ANOVA,
Kruskal-Wallis test, and Generalized Linear
Models (GLM), ensuring robust analysis even when assumptions
about data distribution and variance homogeneity are violated. The
function requires that each track contains more than three
footprints to be included in the analysis, as statistical tests
for comparing mean directions require a sufficient sample size to
generate meaningful results. This threshold ensures that the comparisons
are statistically reliable and robust.
When using the "ANOVA" option, the
function first checks the normality of the data through
the Shapiro-Wilk test and assesses homogeneity
of variances using Levene’s test. If these
assumptions are violated, the user is advised to consider the
Kruskal-Wallis or GLM methods instead.
The ANOVA method compares mean directions
across tracks, and if significant differences are detected,
Tukey’s HSD test is applied to perform post-hoc
pairwise comparisons. The
"Kruskal-Wallis" option, in contrast,
offers a non-parametric approach that compares median
directions across tracks and applies Dunn’s
test for pairwise comparisons if significant differences are
found. This method is particularly suitable when data do not meet the
assumptions required for parametric tests. Alternatively, if the
"GLM" option is selected, the function
applies a Generalized Linear Model (GLM) with a
Gaussian family to compare mean
directions. The emmeans package
is then used to compute pairwise comparisons, with
adjustments for multiple comparisons following Tukey’s
method, offering a flexible approach when dealing with complex
data distributions or deviations from normality.
The test_direction() function returns
list with a detailed set of results. It provides a normality
results matrix containing the Shapiro-Wilk test
statistic and p-value for each track, allowing the
user to evaluate whether the data follows a normal distribution. The
function also outputs the result of Levene’s test,
including the p-value used to assess whether variances
across tracks are homogeneous. When the ANOVA method is
selected, the function delivers the ANOVA table along
with Tukey HSD post-hoc results, enabling a thorough
examination of differences between groups. For the
Kruskal-Wallis test, the function returns the overall
test result alongside Dunn’s test post-hoc comparisons,
providing a non-parametric alternative for analyzing differences in
central tendency. In the case of GLM, the output
includes a summary of the model fit along with the pairwise
comparisons calculated via the emmeans
package, providing an efficient method to detect significant
differences while accommodating more complex statistical models.
The flexibility and comprehensiveness of the
test_direction() function make it a
versatile tool for comparing directional data across
multiple tracks. Its ability to perform parametric,
non-parametric, and generalized linear model analyses ensures
that researchers can robustly test hypotheses related to
movement patterns, group behavior, and ecological
interactions, regardless of the underlying data structure.
Examples of Usage
Testing with ANOVA checks for differences in mean directions across tracks, assuming the data is normally distributed and variances are homogeneous. Post-hoc pairwise comparisons are conducted if significant differences are found.
test_direction(PaluxyRiver, analysis = "Watson-Williams")#> $assumption_results
#> $assumption_results$rayleigh
#> statistic p_value
#> Trackway 1 0.9886376 5.798188e-12
#> Trackway 2 0.9892781 4.254234e-10
#>
#> $assumption_results$kappa
#> Trackway 1 Trackway 2
#> 0.3090983 0.1880619
#>
#> $assumption_results$kappa_range
#> [1] 0.1210364
#>
#> $assumption_results$kappa_ratio
#> [1] 1.643599
#>
#>
#> $global_test
#>
#> Watson-Williams test for homogeneity of means
#>
#> data: all_circ by groups
#> F = 0.017543, df1 = 1, df2 = 51, p-value = 0.8952
#> sample estimates:
#> Circular Data:
#> Type = angles
#> Units = radians
#> Template = none
#> Modulo = 2pi
#> Zero = 0
#> Rotation = counter
#> mean of Trackway 1 mean of Trackway 2
#> 3.161001 3.068109
#>
#>
#> $pairwise
#> track1 track2 statistic p_value method p_adj
#> 1 Trackway 1 Trackway 2 0.01754253 0.895151 Watson-Williams 0.895151
test_direction(MountTom, analysis = "Watson-Williams")#> $assumption_results
#> $assumption_results$rayleigh
#> statistic p_value
#> Trackway 01 0.9976355 0.000000000
#> Trackway 02 0.9966997 0.000000000
#> Trackway 03 0.9997300 0.001043937
#> Trackway 04 0.9966016 0.001161187
#> Trackway 07 0.9905355 0.000000000
#> Trackway 08 0.9987424 0.000000000
#> Trackway 09 0.9987039 0.001081750
#> Trackway 13 0.9861080 0.001598982
#> Trackway 15 0.9978616 0.001113260
#> Trackway 16 0.9928830 0.000000000
#> Trackway 18 0.9994406 0.001054538
#>
#> $assumption_results$kappa
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07 Trackway 08
#> 0.3910399 0.5495348 0.7396528 2.0773420 0.4103972 0.3654361
#> Trackway 09 Trackway 13 Trackway 15 Trackway 16 Trackway 18
#> 1.5453896 4.2678523 0.9589439 1.5269202 0.3557234
#>
#> $assumption_results$kappa_range
#> [1] 3.912129
#>
#> $assumption_results$kappa_ratio
#> [1] 11.99767
#>
#>
#> $global_test
#>
#> Watson-Williams test for homogeneity of means
#>
#> data: all_circ by groups
#> F = 8.3882, df1 = 10, df2 = 58, p-value = 2.974e-08
#> sample estimates:
#> Circular Data:
#> Type = angles
#> Units = radians
#> Template = none
#> Modulo = 2pi
#> Zero = 0
#> Rotation = counter
#> mean of Trackway 01 mean of Trackway 02 mean of Trackway 03 mean of Trackway 04
#> 3.1366963 1.5386635 0.7346896 0.8368350
#> mean of Trackway 07 mean of Trackway 08 mean of Trackway 09 mean of Trackway 13
#> 0.6327396 3.9810186 0.6642104 5.5461275
#> mean of Trackway 15 mean of Trackway 16 mean of Trackway 18
#> 0.7123928 3.3851511 3.4537059
#>
#>
#> $pairwise
#> track1 track2 statistic p_value method p_adj
#> 1 Trackway 01 Trackway 02 2.980766e+00 0.1035129494 Watson-Williams 1.00000000
#> 2 Trackway 01 Trackway 03 7.776502e+00 0.0163858701 Watson-Williams 0.70459241
#> 3 Trackway 01 Trackway 04 6.833837e+00 0.0226273246 Watson-Williams 0.88246566
#> 4 Trackway 01 Trackway 07 8.962760e+00 0.0096698571 Watson-Williams 0.47382300
#> 5 Trackway 01 Trackway 08 5.148557e-01 0.4857388086 Watson-Williams 1.00000000
#> 6 Trackway 01 Trackway 09 8.280785e+00 0.0138914601 Watson-Williams 0.62404466
#> 7 Trackway 01 Trackway 13 7.550041e+00 0.0176763298 Watson-Williams 0.74240585
#> 8 Trackway 01 Trackway 15 8.286101e+00 0.0138676592 Watson-Williams 0.62404466
#> 9 Trackway 01 Trackway 16 8.173556e-02 0.7788694550 Watson-Williams 1.00000000
#> 10 Trackway 01 Trackway 18 6.138353e-02 0.8085110205 Watson-Williams 1.00000000
#> 11 Trackway 02 Trackway 03 6.466307e-01 0.4369608130 Watson-Williams 1.00000000
#> 12 Trackway 02 Trackway 04 7.400587e-01 0.4065015185 Watson-Williams 1.00000000
#> 13 Trackway 02 Trackway 07 7.555391e-01 0.3993852496 Watson-Williams 1.00000000
#> 14 Trackway 02 Trackway 08 5.219097e+00 0.0397834262 Watson-Williams 1.00000000
#> 15 Trackway 02 Trackway 09 1.054881e+00 0.3246442132 Watson-Williams 1.00000000
#> 16 Trackway 02 Trackway 13 9.891294e+00 0.0084523834 Watson-Williams 0.42261917
#> 17 Trackway 02 Trackway 15 7.759792e-01 0.3956743468 Watson-Williams 1.00000000
#> 18 Trackway 02 Trackway 16 6.154840e+00 0.0254466930 Watson-Williams 0.96697433
#> 19 Trackway 02 Trackway 18 2.440906e+00 0.1441822582 Watson-Williams 1.00000000
#> 20 Trackway 03 Trackway 04 1.345343e-02 0.9105200633 Watson-Williams 1.00000000
#> 21 Trackway 03 Trackway 07 7.709723e-03 0.9317650933 Watson-Williams 1.00000000
#> 22 Trackway 03 Trackway 08 9.572190e+00 0.0128484173 Watson-Williams 0.59102720
#> 23 Trackway 03 Trackway 09 5.656749e-03 0.9418933046 Watson-Williams 1.00000000
#> 24 Trackway 03 Trackway 13 3.423479e+00 0.1014354369 Watson-Williams 1.00000000
#> 25 Trackway 03 Trackway 15 4.526982e-04 0.9835460333 Watson-Williams 1.00000000
#> 26 Trackway 03 Trackway 16 9.150469e+00 0.0115525818 Watson-Williams 0.54297135
#> 27 Trackway 03 Trackway 18 4.979097e+00 0.0561751241 Watson-Williams 1.00000000
#> 28 Trackway 04 Trackway 07 4.216512e-02 0.8414250349 Watson-Williams 1.00000000
#> 29 Trackway 04 Trackway 08 5.522642e+00 0.0433029414 Watson-Williams 1.00000000
#> 30 Trackway 04 Trackway 09 6.963350e-02 0.7985413218 Watson-Williams 1.00000000
#> 31 Trackway 04 Trackway 13 1.130779e+01 0.0098919936 Watson-Williams 0.47481569
#> 32 Trackway 04 Trackway 15 2.468287e-02 0.8790525990 Watson-Williams 1.00000000
#> 33 Trackway 04 Trackway 16 2.520577e+01 0.0003897153 Watson-Williams 0.02143434
#> 34 Trackway 04 Trackway 18 3.755804e+00 0.0886209669 Watson-Williams 1.00000000
#> 35 Trackway 07 Trackway 08 1.486631e+01 0.0026731350 Watson-Williams 0.13900302
#> 36 Trackway 07 Trackway 09 9.275838e-04 0.9763024577 Watson-Williams 1.00000000
#> 37 Trackway 07 Trackway 13 2.119573e+00 0.1760930088 Watson-Williams 1.00000000
#> 38 Trackway 07 Trackway 15 5.139236e-03 0.9442633451 Watson-Williams 1.00000000
#> 39 Trackway 07 Trackway 16 6.989221e+00 0.0202524744 Watson-Williams 0.81918239
#> 40 Trackway 07 Trackway 18 7.641635e+00 0.0199800583 Watson-Williams 0.81918239
#> 41 Trackway 08 Trackway 09 5.630774e+00 0.0417085367 Watson-Williams 1.00000000
#> 42 Trackway 08 Trackway 13 2.163339e+00 0.1754143713 Watson-Williams 1.00000000
#> 43 Trackway 08 Trackway 15 7.103917e+00 0.0258198163 Watson-Williams 0.96697433
#> 44 Trackway 08 Trackway 16 3.234319e-01 0.5800404171 Watson-Williams 1.00000000
#> 45 Trackway 08 Trackway 18 1.379765e-01 0.7188949441 Watson-Williams 1.00000000
#> 46 Trackway 09 Trackway 13 6.592936e+00 0.0332477844 Watson-Williams 1.00000000
#> 47 Trackway 09 Trackway 15 3.206817e-03 0.9562297400 Watson-Williams 1.00000000
#> 48 Trackway 09 Trackway 16 2.348867e+01 0.0005136178 Watson-Williams 0.02773536
#> 49 Trackway 09 Trackway 18 4.003953e+00 0.0803930903 Watson-Williams 1.00000000
#> 50 Trackway 13 Trackway 15 4.338768e+00 0.0707874930 Watson-Williams 1.00000000
#> 51 Trackway 13 Trackway 16 2.147301e+01 0.0007237989 Watson-Williams 0.03836134
#> 52 Trackway 13 Trackway 18 2.979469e+00 0.1226030066 Watson-Williams 1.00000000
#> 53 Trackway 15 Trackway 16 1.277916e+01 0.0043582591 Watson-Williams 0.22227121
#> 54 Trackway 15 Trackway 18 4.384561e+00 0.0695909887 Watson-Williams 1.00000000
#> 55 Trackway 16 Trackway 18 3.637189e-03 0.9529912151 Watson-Williams 1.00000000Testing with Kruskal-Wallis provides a non-parametric alternative for comparing median directions across tracks when the data does not meet the assumptions of ANOVA. Significant differences are further examined using Dunn’s test.
test_direction(PaluxyRiver, analysis = "Watson-Wheeler")#> $assumption_results
#> $assumption_results$rayleigh
#> statistic p_value
#> Trackway 1 0.9886376 5.798188e-12
#> Trackway 2 0.9892781 4.254234e-10
#>
#> $assumption_results$kappa
#> Trackway 1 Trackway 2
#> 0.3090983 0.1880619
#>
#> $assumption_results$kappa_range
#> [1] 0.1210364
#>
#> $assumption_results$kappa_ratio
#> [1] 1.643599
#>
#>
#> $global_test
#>
#> Watson-Wheeler (permutation, B=1000)
#>
#> data:
#> W = 0.0010818, p-value = 0.998
#>
#>
#> $pairwise
#> track1 track2 statistic p_value
#> 1 Trackway 1 Trackway 2 0.001081754 1
#> method p_adj
#> 1 Watson-Wheeler (permutation, B=1000) 1
test_direction(MountTom, analysis = "Watson-Wheeler")#> $assumption_results
#> $assumption_results$rayleigh
#> statistic p_value
#> Trackway 01 0.9976355 0.000000000
#> Trackway 02 0.9966997 0.000000000
#> Trackway 03 0.9997300 0.001043937
#> Trackway 04 0.9966016 0.001161187
#> Trackway 07 0.9905355 0.000000000
#> Trackway 08 0.9987424 0.000000000
#> Trackway 09 0.9987039 0.001081750
#> Trackway 13 0.9861080 0.001598982
#> Trackway 15 0.9978616 0.001113260
#> Trackway 16 0.9928830 0.000000000
#> Trackway 18 0.9994406 0.001054538
#>
#> $assumption_results$kappa
#> Trackway 01 Trackway 02 Trackway 03 Trackway 04 Trackway 07 Trackway 08
#> 0.3910399 0.5495348 0.7396528 2.0773420 0.4103972 0.3654361
#> Trackway 09 Trackway 13 Trackway 15 Trackway 16 Trackway 18
#> 1.5453896 4.2678523 0.9589439 1.5269202 0.3557234
#>
#> $assumption_results$kappa_range
#> [1] 3.912129
#>
#> $assumption_results$kappa_ratio
#> [1] 11.99767
#>
#>
#> $global_test
#>
#> Watson-Wheeler (permutation, B=1000)
#>
#> data:
#> W = 25.149, p-value = 0.1818
#>
#>
#> $pairwise
#> track1 track2 statistic p_value
#> 1 Trackway 01 Trackway 02 1.9529867 0.389610390
#> 2 Trackway 01 Trackway 03 1.2543066 0.525474525
#> 3 Trackway 01 Trackway 04 5.1647562 0.071928072
#> 4 Trackway 01 Trackway 07 0.8576608 0.661338661
#> 5 Trackway 01 Trackway 08 0.3961129 0.819180819
#> 6 Trackway 01 Trackway 09 3.9935156 0.132867133
#> 7 Trackway 01 Trackway 13 1.7968405 0.435564436
#> 8 Trackway 01 Trackway 15 2.9171522 0.212787213
#> 9 Trackway 01 Trackway 16 1.6129754 0.464535465
#> 10 Trackway 01 Trackway 18 0.5777778 0.735264735
#> 11 Trackway 02 Trackway 03 2.7744529 0.275724276
#> 12 Trackway 02 Trackway 04 3.7520653 0.167832168
#> 13 Trackway 02 Trackway 07 0.8576608 0.647352647
#> 14 Trackway 02 Trackway 08 0.8062315 0.676323676
#> 15 Trackway 02 Trackway 09 1.9904686 0.347652348
#> 16 Trackway 02 Trackway 13 3.7520653 0.144855145
#> 17 Trackway 02 Trackway 15 1.1555556 0.574425574
#> 18 Trackway 02 Trackway 16 3.6113309 0.150849151
#> 19 Trackway 02 Trackway 18 1.0128562 0.603396603
#> 20 Trackway 03 Trackway 04 3.3249845 0.262737263
#> 21 Trackway 03 Trackway 07 0.6285714 0.849150849
#> 22 Trackway 03 Trackway 08 1.4782138 0.533466533
#> 23 Trackway 03 Trackway 09 0.1050466 0.976023976
#> 24 Trackway 03 Trackway 13 3.3249845 0.187812188
#> 25 Trackway 03 Trackway 15 0.7200000 0.834165834
#> 26 Trackway 03 Trackway 16 6.0910205 0.035964036
#> 27 Trackway 03 Trackway 18 0.7200000 0.813186813
#> 28 Trackway 04 Trackway 07 0.6285714 0.700299700
#> 29 Trackway 04 Trackway 08 2.6833945 0.309690310
#> 30 Trackway 04 Trackway 09 3.3249845 0.166833167
#> 31 Trackway 04 Trackway 13 4.9349534 0.078921079
#> 32 Trackway 04 Trackway 15 0.2750155 0.869130869
#> 33 Trackway 04 Trackway 16 6.0910205 0.046953047
#> 34 Trackway 04 Trackway 18 0.7200000 0.699300699
#> 35 Trackway 07 Trackway 08 0.5458271 0.762237762
#> 36 Trackway 07 Trackway 09 0.1684252 0.888111888
#> 37 Trackway 07 Trackway 13 8.7548706 0.006993007
#> 38 Trackway 07 Trackway 15 0.6285714 0.827172827
#> 39 Trackway 07 Trackway 16 4.5961816 0.104895105
#> 40 Trackway 07 Trackway 18 1.2571429 0.624375624
#> 41 Trackway 08 Trackway 09 1.4782138 0.486513487
#> 42 Trackway 08 Trackway 13 8.2290250 0.011988012
#> 43 Trackway 08 Trackway 15 2.0000000 0.392607393
#> 44 Trackway 08 Trackway 16 5.4696605 0.044955045
#> 45 Trackway 08 Trackway 18 0.1667894 0.968031968
#> 46 Trackway 09 Trackway 13 3.3249845 0.270729271
#> 47 Trackway 09 Trackway 15 0.7200000 0.708291708
#> 48 Trackway 09 Trackway 16 6.0910205 0.040959041
#> 49 Trackway 09 Trackway 18 0.7200000 0.782217782
#> 50 Trackway 13 Trackway 15 4.9349534 0.108891109
#> 51 Trackway 13 Trackway 16 9.1589842 0.010989011
#> 52 Trackway 13 Trackway 18 7.5399379 0.030969031
#> 53 Trackway 15 Trackway 16 6.0910205 0.050949051
#> 54 Trackway 15 Trackway 18 0.7200000 0.833166833
#> 55 Trackway 16 Trackway 18 3.1237388 0.213786214
#> method p_adj
#> 1 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 2 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 3 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 4 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 5 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 6 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 7 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 8 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 9 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 10 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 11 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 12 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 13 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 14 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 15 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 16 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 17 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 18 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 19 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 20 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 21 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 22 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 23 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 24 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 25 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 26 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 27 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 28 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 29 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 30 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 31 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 32 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 33 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 34 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 35 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 36 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 37 Watson-Wheeler (permutation, B=1000) 0.3846154
#> 38 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 39 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 40 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 41 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 42 Watson-Wheeler (permutation, B=1000) 0.6353646
#> 43 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 44 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 45 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 46 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 47 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 48 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 49 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 50 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 51 Watson-Wheeler (permutation, B=1000) 0.5934066
#> 52 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 53 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 54 Watson-Wheeler (permutation, B=1000) 1.0000000
#> 55 Watson-Wheeler (permutation, B=1000) 1.0000000Simulating Tracks Using Different Movement Models
The simulate_track() function generates
simulated movement trajectories based on an existing
set of tracks. It offers three distinct movement
models—Directed, Constrained, and
Unconstrained—each representing varying levels of
constraint in movement patterns. This flexibility allows users to model
scenarios reflecting biological or environmental
constraints, such as directed movement towards resources,
movement along geographical features, or free exploratory behavior.
The Directed model is the most
constrained, simulating trajectories that follow a specific direction
based on the original track’s angular orientation. It
aims to maintain a consistent overall direction with minor deviations to
reflect natural variability. This model is useful for scenarios where
movement is highly directional, such as an animal
navigating toward a known resource.
The Constrained model represents a
correlated random walk, where movement is not strictly
directional but is influenced by certain angular and linear
properties of the original track. This model allows for random
exploration while retaining some of the characteristics of the original
movement pattern. It is suitable for situations where animals navigate
with limited knowledge of their surroundings, such as
navigating within a bounded area without a specific
destination.
The Unconstrained model provides the
most flexibility, simulating trajectories that represent
exploratory or dispersal behavior without directional
bias. It is based on a fully random walk with
the starting direction randomly determined for each simulation. This
model is appropriate for scenarios where animals are moving through
unfamiliar or homogeneous environments.
The simulate_track() function requires
several arguments to define the simulation process. The
data argument specifies the input as a
track R object. The nsim
argument defines the number of simulations to run, with a default value
of 1000 if not specified. This number represents a
recommended minimum to ensure stable and reliable
estimation of p-values, particularly when assessing the
statistical significance of observed trajectory features. Using fewer
simulations may result in imprecise or biased p-value estimates
due to insufficient sampling of the null distribution. The
model argument determines the type of
movement model to be used, which can be “Directed”,
“Constrained”, or “Unconstrained”,
with the default being “Unconstrained” if not
provided.
The function ensures that simulations are only applied to
trajectories with at least four steps, as calculating
the standard deviations of angles and step
lengths—essential for the simulation process—is not feasible
for shorter trajectories. In cases where tracks are too short, the user
is advised to use the subset_track()
function to exclude those tracks from the simulation process.
The simulate_track() function returns a
track simulation R object, which is a list
of simulated trajectories. Each simulation is stored separately,
providing users with the flexibility to visualize, analyze, and
compare these simulations against the original tracks to
evaluate movement constraints or explore
alternative movement hypotheses. This approach is
particularly useful for testing paleoecological and
paleoethological hypotheses, such as assessing whether observed
movement patterns are consistent with group behavior, resource-driven
navigation, or independent exploratory movement.
Examples of Usage
Simulating tracks from the Paluxy River and
Mount Tom datasets using the
Unconstrained, Directed, and
Constrained models. For the Mount Tom
dataset, tracks were preprocessed using
subset_track() to retain only those
containing at least four steps. Although the simulations were performed
with 100 simulated tracks, the examples below display
only a subset of 10 simulated tracks to prevent the
vignette from becoming excessively large. This approach ensures the
vignette remains efficient, clear, and easy to navigate.
sim_unconstrained_paluxy <- simulate_track(PaluxyRiver, nsim = 100, model = "Unconstrained")
print(sim_unconstrained_paluxy[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 0.69600000 0.946000 0.00 0.00 0.69600000+ 0.946000i
#> 2 0.45167780 1.299749 0.02 0.02 0.45167780+ 1.299749i
#> 3 0.09579356 1.748943 0.04 0.04 0.09579356+ 1.748943i
#> 4 -0.18679525 2.122325 0.06 0.06 -0.18679525+ 2.122325i
#> 5 -0.46215141 2.531103 0.08 0.08 -0.46215141+ 2.531103i
#> 6 -0.68192554 2.946520 0.10 0.10 -0.68192554+ 2.946520i
#> 7 -0.88499947 3.421172 0.12 0.12 -0.88499947+ 3.421172i
#> 8 -1.05753963 3.892319 0.14 0.14 -1.05753963+ 3.892319i
#> 9 -1.25916728 4.425154 0.16 0.16 -1.25916728+ 4.425154i
#> 10 -1.44664651 4.936884 0.18 0.18 -1.44664651+ 4.936884i
#> 11 -1.60006125 5.373603 0.20 0.20 -1.60006125+ 5.373603i
#> 12 -1.78284762 5.896994 0.22 0.22 -1.78284762+ 5.896994i
#> 13 -1.96782429 6.434999 0.24 0.24 -1.96782429+ 6.434999i
#> 14 -2.19396464 6.955620 0.26 0.26 -2.19396464+ 6.955620i
#> 15 -2.40987340 7.494386 0.28 0.28 -2.40987340+ 7.494386i
#> 16 -2.57307493 8.050450 0.30 0.30 -2.57307493+ 8.050450i
#> 17 -2.67083122 8.506332 0.32 0.32 -2.67083122+ 8.506332i
#> 18 -2.75182638 9.047308 0.34 0.34 -2.75182638+ 9.047308i
#> 19 -2.77805572 9.486161 0.36 0.36 -2.77805572+ 9.486161i
#> 20 -2.79502173 9.963447 0.38 0.38 -2.79502173+ 9.963447i
#> 21 -2.79079938 10.504816 0.40 0.40 -2.79079938+10.504816i
#> 22 -2.75274516 11.037864 0.42 0.42 -2.75274516+11.037864i
#> 23 -2.71221323 11.541793 0.44 0.44 -2.71221323+11.541793i
#> 24 -2.65833020 12.065273 0.46 0.46 -2.65833020+12.065273i
#> 25 -2.60917392 12.595663 0.48 0.48 -2.60917392+12.595663i
#> 26 -2.56419091 13.163706 0.50 0.50 -2.56419091+13.163706i
#> 27 -2.52450034 13.757388 0.52 0.52 -2.52450034+13.757388i
#> 28 -2.48346024 14.281204 0.54 0.54 -2.48346024+14.281204i
#> 29 -2.42056770 14.830110 0.56 0.56 -2.42056770+14.830110i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 -0.244322199+0.3537489i Traj_1 Sim_1 TrajSim_1_1
#> 3 -0.355884242+0.4491945i Traj_1 Sim_1 TrajSim_1_1
#> 4 -0.282588808+0.3733817i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.275356163+0.4087775i Traj_1 Sim_1 TrajSim_1_1
#> 6 -0.219774129+0.4154178i Traj_1 Sim_1 TrajSim_1_1
#> 7 -0.203073928+0.4746514i Traj_1 Sim_1 TrajSim_1_1
#> 8 -0.172540162+0.4711471i Traj_1 Sim_1 TrajSim_1_1
#> 9 -0.201627645+0.5328349i Traj_1 Sim_1 TrajSim_1_1
#> 10 -0.187479236+0.5117301i Traj_1 Sim_1 TrajSim_1_1
#> 11 -0.153414737+0.4367190i Traj_1 Sim_1 TrajSim_1_1
#> 12 -0.182786375+0.5233908i Traj_1 Sim_1 TrajSim_1_1
#> 13 -0.184976669+0.5380052i Traj_1 Sim_1 TrajSim_1_1
#> 14 -0.226140343+0.5206213i Traj_1 Sim_1 TrajSim_1_1
#> 15 -0.215908766+0.5387658i Traj_1 Sim_1 TrajSim_1_1
#> 16 -0.163201529+0.5560639i Traj_1 Sim_1 TrajSim_1_1
#> 17 -0.097756289+0.4558820i Traj_1 Sim_1 TrajSim_1_1
#> 18 -0.080995156+0.5409755i Traj_1 Sim_1 TrajSim_1_1
#> 19 -0.026229340+0.4388529i Traj_1 Sim_1 TrajSim_1_1
#> 20 -0.016966011+0.4772869i Traj_1 Sim_1 TrajSim_1_1
#> 21 0.004222349+0.5413682i Traj_1 Sim_1 TrajSim_1_1
#> 22 0.038054215+0.5330486i Traj_1 Sim_1 TrajSim_1_1
#> 23 0.040531933+0.5039285i Traj_1 Sim_1 TrajSim_1_1
#> 24 0.053883029+0.5234801i Traj_1 Sim_1 TrajSim_1_1
#> 25 0.049156284+0.5303906i Traj_1 Sim_1 TrajSim_1_1
#> 26 0.044983007+0.5680426i Traj_1 Sim_1 TrajSim_1_1
#> 27 0.039690571+0.5936821i Traj_1 Sim_1 TrajSim_1_1
#> 28 0.041040103+0.5238156i Traj_1 Sim_1 TrajSim_1_1
#> 29 0.062892535+0.5489064i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 -0.1396771 2.083562 0.02 0.02 -0.1396771+ 2.083562i
#> 3 -0.5275907 2.579269 0.04 0.04 -0.5275907+ 2.579269i
#> 4 -0.8257852 3.013126 0.06 0.06 -0.8257852+ 3.013126i
#> 5 -1.2489964 3.524677 0.08 0.08 -1.2489964+ 3.524677i
#> 6 -1.5063898 3.856062 0.10 0.10 -1.5063898+ 3.856062i
#> 7 -1.8903606 4.403046 0.12 0.12 -1.8903606+ 4.403046i
#> 8 -2.1871826 5.020472 0.14 0.14 -2.1871826+ 5.020472i
#> 9 -2.4791123 5.567522 0.16 0.16 -2.4791123+ 5.567522i
#> 10 -2.7276682 6.123939 0.18 0.18 -2.7276682+ 6.123939i
#> 11 -2.9146184 6.756129 0.20 0.20 -2.9146184+ 6.756129i
#> 12 -3.0971581 7.439077 0.22 0.22 -3.0971581+ 7.439077i
#> 13 -3.3381555 8.021595 0.24 0.24 -3.3381555+ 8.021595i
#> 14 -3.4900436 8.427270 0.26 0.26 -3.4900436+ 8.427270i
#> 15 -3.6806643 8.951509 0.28 0.28 -3.6806643+ 8.951509i
#> 16 -3.8628195 9.530300 0.30 0.30 -3.8628195+ 9.530300i
#> 17 -3.9686919 10.051274 0.32 0.32 -3.9686919+10.051274i
#> 18 -4.0542329 10.670802 0.34 0.34 -4.0542329+10.670802i
#> 19 -4.1641074 11.410364 0.36 0.36 -4.1641074+11.410364i
#> 20 -4.3411749 12.046782 0.38 0.38 -4.3411749+12.046782i
#> 21 -4.3912219 12.691234 0.40 0.40 -4.3912219+12.691234i
#> 22 -4.3647812 13.249277 0.42 0.42 -4.3647812+13.249277i
#> 23 -4.4038062 13.818037 0.44 0.44 -4.4038062+13.818037i
#> 24 -4.4832020 14.487616 0.46 0.46 -4.4832020+14.487616i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 -0.47567709+0.5235623i Traj_2 Sim_1 TrajSim_2_1
#> 3 -0.38791363+0.4957071i Traj_2 Sim_1 TrajSim_2_1
#> 4 -0.29819452+0.4338561i Traj_2 Sim_1 TrajSim_2_1
#> 5 -0.42321114+0.5115519i Traj_2 Sim_1 TrajSim_2_1
#> 6 -0.25739340+0.3313844i Traj_2 Sim_1 TrajSim_2_1
#> 7 -0.38397085+0.5469846i Traj_2 Sim_1 TrajSim_2_1
#> 8 -0.29682197+0.6174261i Traj_2 Sim_1 TrajSim_2_1
#> 9 -0.29192968+0.5470494i Traj_2 Sim_1 TrajSim_2_1
#> 10 -0.24855595+0.5564175i Traj_2 Sim_1 TrajSim_2_1
#> 11 -0.18695016+0.6321893i Traj_2 Sim_1 TrajSim_2_1
#> 12 -0.18253974+0.6829486i Traj_2 Sim_1 TrajSim_2_1
#> 13 -0.24099733+0.5825178i Traj_2 Sim_1 TrajSim_2_1
#> 14 -0.15188816+0.4056749i Traj_2 Sim_1 TrajSim_2_1
#> 15 -0.19062066+0.5242388i Traj_2 Sim_1 TrajSim_2_1
#> 16 -0.18215518+0.5787909i Traj_2 Sim_1 TrajSim_2_1
#> 17 -0.10587250+0.5209744i Traj_2 Sim_1 TrajSim_2_1
#> 18 -0.08554096+0.6195278i Traj_2 Sim_1 TrajSim_2_1
#> 19 -0.10987454+0.7395617i Traj_2 Sim_1 TrajSim_2_1
#> 20 -0.17706741+0.6364182i Traj_2 Sim_1 TrajSim_2_1
#> 21 -0.05004700+0.6444524i Traj_2 Sim_1 TrajSim_2_1
#> 22 0.02644062+0.5580426i Traj_2 Sim_1 TrajSim_2_1
#> 23 -0.03902495+0.5687602i Traj_2 Sim_1 TrajSim_2_1
#> 24 -0.07939585+0.6695790i Traj_2 Sim_1 TrajSim_2_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.946000 0.00 0.00 0.696000+ 0.946000i
#> 2 1.011997 1.446364 0.02 0.02 1.011997+ 1.446364i
#> 3 1.315249 1.875484 0.04 0.04 1.315249+ 1.875484i
#> 4 1.650815 2.326427 0.06 0.06 1.650815+ 2.326427i
#> 5 1.981634 2.756554 0.08 0.08 1.981634+ 2.756554i
#> 6 2.306387 3.100384 0.10 0.10 2.306387+ 3.100384i
#> 7 2.659684 3.487132 0.12 0.12 2.659684+ 3.487132i
#> 8 3.034917 3.919044 0.14 0.14 3.034917+ 3.919044i
#> 9 3.377652 4.286270 0.16 0.16 3.377652+ 4.286270i
#> 10 3.841864 4.788230 0.18 0.18 3.841864+ 4.788230i
#> 11 4.242727 5.225286 0.20 0.20 4.242727+ 5.225286i
#> 12 4.642939 5.645924 0.22 0.22 4.642939+ 5.645924i
#> 13 4.991612 5.986426 0.24 0.24 4.991612+ 5.986426i
#> 14 5.321567 6.283710 0.26 0.26 5.321567+ 6.283710i
#> 15 5.765841 6.741283 0.28 0.28 5.765841+ 6.741283i
#> 16 6.214951 7.150963 0.30 0.30 6.214951+ 7.150963i
#> 17 6.549549 7.519929 0.32 0.32 6.549549+ 7.519929i
#> 18 6.941724 7.917620 0.34 0.34 6.941724+ 7.917620i
#> 19 7.350953 8.256997 0.36 0.36 7.350953+ 8.256997i
#> 20 7.784597 8.622208 0.38 0.38 7.784597+ 8.622208i
#> 21 8.184255 9.023347 0.40 0.40 8.184255+ 9.023347i
#> 22 8.488708 9.373631 0.42 0.42 8.488708+ 9.373631i
#> 23 8.801313 9.802802 0.44 0.44 8.801313+ 9.802802i
#> 24 9.116727 10.191999 0.46 0.46 9.116727+10.191999i
#> 25 9.494682 10.584228 0.48 0.48 9.494682+10.584228i
#> 26 9.823087 10.926578 0.50 0.50 9.823087+10.926578i
#> 27 10.256650 11.343853 0.52 0.52 10.256650+11.343853i
#> 28 10.599777 11.687638 0.54 0.54 10.599777+11.687638i
#> 29 10.979087 12.058643 0.56 0.56 10.979087+12.058643i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 0.3159965+0.5003643i Traj_1 Sim_2 TrajSim_1_2
#> 3 0.3032528+0.4291195i Traj_1 Sim_2 TrajSim_1_2
#> 4 0.3355656+0.4509432i Traj_1 Sim_2 TrajSim_1_2
#> 5 0.3308194+0.4301275i Traj_1 Sim_2 TrajSim_1_2
#> 6 0.3247522+0.3438296i Traj_1 Sim_2 TrajSim_1_2
#> 7 0.3532974+0.3867482i Traj_1 Sim_2 TrajSim_1_2
#> 8 0.3752326+0.4319114i Traj_1 Sim_2 TrajSim_1_2
#> 9 0.3427358+0.3672267i Traj_1 Sim_2 TrajSim_1_2
#> 10 0.4642117+0.5019599i Traj_1 Sim_2 TrajSim_1_2
#> 11 0.4008628+0.4370557i Traj_1 Sim_2 TrajSim_1_2
#> 12 0.4002121+0.4206380i Traj_1 Sim_2 TrajSim_1_2
#> 13 0.3486731+0.3405019i Traj_1 Sim_2 TrajSim_1_2
#> 14 0.3299546+0.2972845i Traj_1 Sim_2 TrajSim_1_2
#> 15 0.4442742+0.4575729i Traj_1 Sim_2 TrajSim_1_2
#> 16 0.4491096+0.4096797i Traj_1 Sim_2 TrajSim_1_2
#> 17 0.3345984+0.3689661i Traj_1 Sim_2 TrajSim_1_2
#> 18 0.3921755+0.3976906i Traj_1 Sim_2 TrajSim_1_2
#> 19 0.4092286+0.3393770i Traj_1 Sim_2 TrajSim_1_2
#> 20 0.4336437+0.3652115i Traj_1 Sim_2 TrajSim_1_2
#> 21 0.3996585+0.4011385i Traj_1 Sim_2 TrajSim_1_2
#> 22 0.3044533+0.3502847i Traj_1 Sim_2 TrajSim_1_2
#> 23 0.3126046+0.4291707i Traj_1 Sim_2 TrajSim_1_2
#> 24 0.3154134+0.3891969i Traj_1 Sim_2 TrajSim_1_2
#> 25 0.3779559+0.3922295i Traj_1 Sim_2 TrajSim_1_2
#> 26 0.3284050+0.3423492i Traj_1 Sim_2 TrajSim_1_2
#> 27 0.4335630+0.4172758i Traj_1 Sim_2 TrajSim_1_2
#> 28 0.3431269+0.3437851i Traj_1 Sim_2 TrajSim_1_2
#> 29 0.3793102+0.3710043i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 0.33600000 1.56000000 0.00 0.00 0.33600000+1.56000000i
#> 2 0.19865908 0.95283238 0.02 0.02 0.19865908+0.95283238i
#> 3 0.07069275 0.46861238 0.04 0.04 0.07069275+0.46861238i
#> 4 -0.13043287 -0.09713993 0.06 0.06 -0.13043287-0.09713993i
#> 5 -0.43532979 -0.72931865 0.08 0.08 -0.43532979-0.72931865i
#> 6 -0.57889375 -1.34544526 0.10 0.10 -0.57889375-1.34544526i
#> 7 -0.65403611 -1.84660721 0.12 0.12 -0.65403611-1.84660721i
#> 8 -0.80782186 -2.34870400 0.14 0.14 -0.80782186-2.34870400i
#> 9 -1.02441888 -2.78790158 0.16 0.16 -1.02441888-2.78790158i
#> 10 -1.30994708 -3.34812388 0.18 0.18 -1.30994708-3.34812388i
#> 11 -1.63310808 -3.86591356 0.20 0.20 -1.63310808-3.86591356i
#> 12 -1.92360284 -4.34842952 0.22 0.22 -1.92360284-4.34842952i
#> 13 -2.27764214 -4.88424895 0.24 0.24 -2.27764214-4.88424895i
#> 14 -2.70035116 -5.27900843 0.26 0.26 -2.70035116-5.27900843i
#> 15 -3.12290980 -5.61333476 0.28 0.28 -3.12290980-5.61333476i
#> 16 -3.56359159 -5.95901882 0.30 0.30 -3.56359159-5.95901882i
#> 17 -4.03922653 -6.33388071 0.32 0.32 -4.03922653-6.33388071i
#> 18 -4.40302280 -6.61281183 0.34 0.34 -4.40302280-6.61281183i
#> 19 -4.92749047 -7.03401322 0.36 0.36 -4.92749047-7.03401322i
#> 20 -5.31555496 -7.38303624 0.38 0.38 -5.31555496-7.38303624i
#> 21 -5.83058048 -7.88228643 0.40 0.40 -5.83058048-7.88228643i
#> 22 -6.42950407 -8.31441517 0.42 0.42 -6.42950407-8.31441517i
#> 23 -6.75515994 -8.64767938 0.44 0.44 -6.75515994-8.64767938i
#> 24 -7.21948873 -9.19509046 0.46 0.46 -7.21948873-9.19509046i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 -0.13734092-0.6071676i Traj_2 Sim_2 TrajSim_2_2
#> 3 -0.12796633-0.4842200i Traj_2 Sim_2 TrajSim_2_2
#> 4 -0.20112562-0.5657523i Traj_2 Sim_2 TrajSim_2_2
#> 5 -0.30489691-0.6321787i Traj_2 Sim_2 TrajSim_2_2
#> 6 -0.14356397-0.6161266i Traj_2 Sim_2 TrajSim_2_2
#> 7 -0.07514235-0.5011620i Traj_2 Sim_2 TrajSim_2_2
#> 8 -0.15378575-0.5020968i Traj_2 Sim_2 TrajSim_2_2
#> 9 -0.21659702-0.4391976i Traj_2 Sim_2 TrajSim_2_2
#> 10 -0.28552820-0.5602223i Traj_2 Sim_2 TrajSim_2_2
#> 11 -0.32316100-0.5177897i Traj_2 Sim_2 TrajSim_2_2
#> 12 -0.29049476-0.4825160i Traj_2 Sim_2 TrajSim_2_2
#> 13 -0.35403929-0.5358194i Traj_2 Sim_2 TrajSim_2_2
#> 14 -0.42270902-0.3947595i Traj_2 Sim_2 TrajSim_2_2
#> 15 -0.42255864-0.3343263i Traj_2 Sim_2 TrajSim_2_2
#> 16 -0.44068179-0.3456841i Traj_2 Sim_2 TrajSim_2_2
#> 17 -0.47563494-0.3748619i Traj_2 Sim_2 TrajSim_2_2
#> 18 -0.36379627-0.2789311i Traj_2 Sim_2 TrajSim_2_2
#> 19 -0.52446767-0.4212014i Traj_2 Sim_2 TrajSim_2_2
#> 20 -0.38806449-0.3490230i Traj_2 Sim_2 TrajSim_2_2
#> 21 -0.51502552-0.4992502i Traj_2 Sim_2 TrajSim_2_2
#> 22 -0.59892359-0.4321287i Traj_2 Sim_2 TrajSim_2_2
#> 23 -0.32565587-0.3332642i Traj_2 Sim_2 TrajSim_2_2
#> 24 -0.46432880-0.5474111i Traj_2 Sim_2 TrajSim_2_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.94600000 0.00 0.00 0.696000+0.94600000i
#> 2 1.268628 0.80175294 0.02 0.02 1.268628+0.80175294i
#> 3 1.790553 0.68596649 0.04 0.04 1.790553+0.68596649i
#> 4 2.342503 0.59966232 0.06 0.06 2.342503+0.59966232i
#> 5 2.797581 0.56310461 0.08 0.08 2.797581+0.56310461i
#> 6 3.353741 0.54545592 0.10 0.10 3.353741+0.54545592i
#> 7 3.948771 0.52825155 0.12 0.12 3.948771+0.52825155i
#> 8 4.466047 0.50013947 0.14 0.14 4.466047+0.50013947i
#> 9 4.976269 0.46524438 0.16 0.16 4.976269+0.46524438i
#> 10 5.451940 0.46542263 0.18 0.18 5.451940+0.46542263i
#> 11 6.027002 0.44558252 0.20 0.20 6.027002+0.44558252i
#> 12 6.547577 0.40927540 0.22 0.22 6.547577+0.40927540i
#> 13 7.042090 0.37312937 0.24 0.24 7.042090+0.37312937i
#> 14 7.507562 0.34122897 0.26 0.26 7.507562+0.34122897i
#> 15 7.963439 0.27998368 0.28 0.28 7.963439+0.27998368i
#> 16 8.571151 0.20208524 0.30 0.30 8.571151+0.20208524i
#> 17 9.137659 0.13001684 0.32 0.32 9.137659+0.13001684i
#> 18 9.690211 0.06338506 0.34 0.34 9.690211+0.06338506i
#> 19 10.283883 -0.02865119 0.36 0.36 10.283883-0.02865119i
#> 20 10.800361 -0.13211981 0.38 0.38 10.800361-0.13211981i
#> 21 11.314136 -0.32890717 0.40 0.40 11.314136-0.32890717i
#> 22 11.827059 -0.51363278 0.42 0.42 11.827059-0.51363278i
#> 23 12.362016 -0.72876699 0.44 0.44 12.362016-0.72876699i
#> 24 12.819046 -0.91785363 0.46 0.46 12.819046-0.91785363i
#> 25 13.291584 -1.09430934 0.48 0.48 13.291584-1.09430934i
#> 26 13.734935 -1.23001501 0.50 0.50 13.734935-1.23001501i
#> 27 14.281962 -1.34329852 0.52 0.52 14.281962-1.34329852i
#> 28 14.800802 -1.51264856 0.54 0.54 14.800802-1.51264856i
#> 29 15.221272 -1.63883235 0.56 0.56 15.221272-1.63883235i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 0.5726276-0.1442470648i Traj_1 Sim_3 TrajSim_1_3
#> 3 0.5219253-0.1157864403i Traj_1 Sim_3 TrajSim_1_3
#> 4 0.5519500-0.0863041714i Traj_1 Sim_3 TrajSim_1_3
#> 5 0.4550784-0.0365577117i Traj_1 Sim_3 TrajSim_1_3
#> 6 0.5561602-0.0176486889i Traj_1 Sim_3 TrajSim_1_3
#> 7 0.5950298-0.0172043736i Traj_1 Sim_3 TrajSim_1_3
#> 8 0.5172758-0.0281120746i Traj_1 Sim_3 TrajSim_1_3
#> 9 0.5102218-0.0348950985i Traj_1 Sim_3 TrajSim_1_3
#> 10 0.4756715+0.0001782578i Traj_1 Sim_3 TrajSim_1_3
#> 11 0.5750613-0.0198401103i Traj_1 Sim_3 TrajSim_1_3
#> 12 0.5205752-0.0363071212i Traj_1 Sim_3 TrajSim_1_3
#> 13 0.4945137-0.0361460372i Traj_1 Sim_3 TrajSim_1_3
#> 14 0.4654719-0.0319003961i Traj_1 Sim_3 TrajSim_1_3
#> 15 0.4558771-0.0612452844i Traj_1 Sim_3 TrajSim_1_3
#> 16 0.6077113-0.0778984408i Traj_1 Sim_3 TrajSim_1_3
#> 17 0.5665083-0.0720684039i Traj_1 Sim_3 TrajSim_1_3
#> 18 0.5525516-0.0666317790i Traj_1 Sim_3 TrajSim_1_3
#> 19 0.5936726-0.0920362461i Traj_1 Sim_3 TrajSim_1_3
#> 20 0.5164777-0.1034686230i Traj_1 Sim_3 TrajSim_1_3
#> 21 0.5137750-0.1967873655i Traj_1 Sim_3 TrajSim_1_3
#> 22 0.5129237-0.1847256071i Traj_1 Sim_3 TrajSim_1_3
#> 23 0.5349566-0.2151342130i Traj_1 Sim_3 TrajSim_1_3
#> 24 0.4570304-0.1890866357i Traj_1 Sim_3 TrajSim_1_3
#> 25 0.4725376-0.1764557120i Traj_1 Sim_3 TrajSim_1_3
#> 26 0.4433504-0.1357056682i Traj_1 Sim_3 TrajSim_1_3
#> 27 0.5470278-0.1132835082i Traj_1 Sim_3 TrajSim_1_3
#> 28 0.5188394-0.1693500388i Traj_1 Sim_3 TrajSim_1_3
#> 29 0.4204706-0.1261837906i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+1.560000i
#> 2 0.8524857 1.718344 0.02 0.02 0.8524857+1.718344i
#> 3 1.3524184 1.860215 0.04 0.04 1.3524184+1.860215i
#> 4 1.8538163 2.094728 0.06 0.06 1.8538163+2.094728i
#> 5 2.3168436 2.497713 0.08 0.08 2.3168436+2.497713i
#> 6 2.7553379 2.891729 0.10 0.10 2.7553379+2.891729i
#> 7 3.3970233 3.204450 0.12 0.12 3.3970233+3.204450i
#> 8 4.0090926 3.473576 0.14 0.14 4.0090926+3.473576i
#> 9 4.5782003 3.690381 0.16 0.16 4.5782003+3.690381i
#> 10 4.9964540 3.917506 0.18 0.18 4.9964540+3.917506i
#> 11 5.4573086 4.181005 0.20 0.20 5.4573086+4.181005i
#> 12 6.0031157 4.354166 0.22 0.22 6.0031157+4.354166i
#> 13 6.6334320 4.582581 0.24 0.24 6.6334320+4.582581i
#> 14 7.2468771 4.769522 0.26 0.26 7.2468771+4.769522i
#> 15 7.9311411 5.108138 0.28 0.28 7.9311411+5.108138i
#> 16 8.3721315 5.467966 0.30 0.30 8.3721315+5.467966i
#> 17 8.8534141 5.881375 0.32 0.32 8.8534141+5.881375i
#> 18 9.3062900 6.202692 0.34 0.34 9.3062900+6.202692i
#> 19 9.8098847 6.603763 0.36 0.36 9.8098847+6.603763i
#> 20 10.2769729 7.012809 0.38 0.38 10.2769729+7.012809i
#> 21 10.6230839 7.330757 0.40 0.40 10.6230839+7.330757i
#> 22 10.9587318 7.826108 0.42 0.42 10.9587318+7.826108i
#> 23 11.2561762 8.206785 0.44 0.44 11.2561762+8.206785i
#> 24 11.4747698 8.556267 0.46 0.46 11.4747698+8.556267i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 0.5164857+0.1583441i Traj_2 Sim_3 TrajSim_2_3
#> 3 0.4999328+0.1418705i Traj_2 Sim_3 TrajSim_2_3
#> 4 0.5013979+0.2345130i Traj_2 Sim_3 TrajSim_2_3
#> 5 0.4630273+0.4029857i Traj_2 Sim_3 TrajSim_2_3
#> 6 0.4384943+0.3940154i Traj_2 Sim_3 TrajSim_2_3
#> 7 0.6416854+0.3127217i Traj_2 Sim_3 TrajSim_2_3
#> 8 0.6120692+0.2691254i Traj_2 Sim_3 TrajSim_2_3
#> 9 0.5691077+0.2168054i Traj_2 Sim_3 TrajSim_2_3
#> 10 0.4182537+0.2271250i Traj_2 Sim_3 TrajSim_2_3
#> 11 0.4608547+0.2634985i Traj_2 Sim_3 TrajSim_2_3
#> 12 0.5458071+0.1731612i Traj_2 Sim_3 TrajSim_2_3
#> 13 0.6303163+0.2284148i Traj_2 Sim_3 TrajSim_2_3
#> 14 0.6134451+0.1869410i Traj_2 Sim_3 TrajSim_2_3
#> 15 0.6842640+0.3386161i Traj_2 Sim_3 TrajSim_2_3
#> 16 0.4409905+0.3598283i Traj_2 Sim_3 TrajSim_2_3
#> 17 0.4812826+0.4134089i Traj_2 Sim_3 TrajSim_2_3
#> 18 0.4528758+0.3213174i Traj_2 Sim_3 TrajSim_2_3
#> 19 0.5035947+0.4010705i Traj_2 Sim_3 TrajSim_2_3
#> 20 0.4670882+0.4090465i Traj_2 Sim_3 TrajSim_2_3
#> 21 0.3461111+0.3179472i Traj_2 Sim_3 TrajSim_2_3
#> 22 0.3356478+0.4953518i Traj_2 Sim_3 TrajSim_2_3
#> 23 0.2974445+0.3806763i Traj_2 Sim_3 TrajSim_2_3
#> 24 0.2185936+0.3494819i Traj_2 Sim_3 TrajSim_2_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8441062 1.481262 0.02 0.02 0.8441062+ 1.481262i
#> 3 0.9719480 1.995771 0.04 0.04 0.9719480+ 1.995771i
#> 4 1.0449090 2.524795 0.06 0.06 1.0449090+ 2.524795i
#> 5 1.1303488 3.010028 0.08 0.08 1.1303488+ 3.010028i
#> 6 1.2605264 3.584534 0.10 0.10 1.2605264+ 3.584534i
#> 7 1.3512916 4.096756 0.12 0.12 1.3512916+ 4.096756i
#> 8 1.4479566 4.605247 0.14 0.14 1.4479566+ 4.605247i
#> 9 1.5726367 5.118394 0.16 0.16 1.5726367+ 5.118394i
#> 10 1.7463120 5.651637 0.18 0.18 1.7463120+ 5.651637i
#> 11 1.8835120 6.154774 0.20 0.20 1.8835120+ 6.154774i
#> 12 2.0639488 6.748410 0.22 0.22 2.0639488+ 6.748410i
#> 13 2.2438686 7.277650 0.24 0.24 2.2438686+ 7.277650i
#> 14 2.3811706 7.793557 0.26 0.26 2.3811706+ 7.793557i
#> 15 2.5202220 8.355121 0.28 0.28 2.5202220+ 8.355121i
#> 16 2.6446997 8.817811 0.30 0.30 2.6446997+ 8.817811i
#> 17 2.8138932 9.405025 0.32 0.32 2.8138932+ 9.405025i
#> 18 2.8989484 9.857975 0.34 0.34 2.8989484+ 9.857975i
#> 19 2.9543096 10.460443 0.36 0.36 2.9543096+10.460443i
#> 20 2.9742294 11.094115 0.38 0.38 2.9742294+11.094115i
#> 21 3.0019206 11.693308 0.40 0.40 3.0019206+11.693308i
#> 22 2.9865402 12.321258 0.42 0.42 2.9865402+12.321258i
#> 23 2.9079655 12.920662 0.44 0.44 2.9079655+12.920662i
#> 24 2.8195081 13.483023 0.46 0.46 2.8195081+13.483023i
#> 25 2.7283728 14.021933 0.48 0.48 2.7283728+14.021933i
#> 26 2.6273266 14.613193 0.50 0.50 2.6273266+14.613193i
#> 27 2.5425414 15.033021 0.52 0.52 2.5425414+15.033021i
#> 28 2.4034402 15.617468 0.54 0.54 2.4034402+15.617468i
#> 29 2.2326796 16.145042 0.56 0.56 2.2326796+16.145042i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 0.14810620+0.5352619i Traj_1 Sim_4 TrajSim_1_4
#> 3 0.12784176+0.5145087i Traj_1 Sim_4 TrajSim_1_4
#> 4 0.07296104+0.5290246i Traj_1 Sim_4 TrajSim_1_4
#> 5 0.08543977+0.4852327i Traj_1 Sim_4 TrajSim_1_4
#> 6 0.13017768+0.5745058i Traj_1 Sim_4 TrajSim_1_4
#> 7 0.09076516+0.5122225i Traj_1 Sim_4 TrajSim_1_4
#> 8 0.09666500+0.5084903i Traj_1 Sim_4 TrajSim_1_4
#> 9 0.12468014+0.5131478i Traj_1 Sim_4 TrajSim_1_4
#> 10 0.17367523+0.5332428i Traj_1 Sim_4 TrajSim_1_4
#> 11 0.13720005+0.5031373i Traj_1 Sim_4 TrajSim_1_4
#> 12 0.18043676+0.5936353i Traj_1 Sim_4 TrajSim_1_4
#> 13 0.17991977+0.5292404i Traj_1 Sim_4 TrajSim_1_4
#> 14 0.13730209+0.5159072i Traj_1 Sim_4 TrajSim_1_4
#> 15 0.13905132+0.5615639i Traj_1 Sim_4 TrajSim_1_4
#> 16 0.12447776+0.4626894i Traj_1 Sim_4 TrajSim_1_4
#> 17 0.16919351+0.5872140i Traj_1 Sim_4 TrajSim_1_4
#> 18 0.08505518+0.4529499i Traj_1 Sim_4 TrajSim_1_4
#> 19 0.05536115+0.6024679i Traj_1 Sim_4 TrajSim_1_4
#> 20 0.01991983+0.6336723i Traj_1 Sim_4 TrajSim_1_4
#> 21 0.02769115+0.5991929i Traj_1 Sim_4 TrajSim_1_4
#> 22 -0.01538037+0.6279506i Traj_1 Sim_4 TrajSim_1_4
#> 23 -0.07857467+0.5994040i Traj_1 Sim_4 TrajSim_1_4
#> 24 -0.08845739+0.5623606i Traj_1 Sim_4 TrajSim_1_4
#> 25 -0.09113536+0.5389102i Traj_1 Sim_4 TrajSim_1_4
#> 26 -0.10104619+0.5912596i Traj_1 Sim_4 TrajSim_1_4
#> 27 -0.08478519+0.4198281i Traj_1 Sim_4 TrajSim_1_4
#> 28 -0.13910115+0.5844469i Traj_1 Sim_4 TrajSim_1_4
#> 29 -0.17076061+0.5275739i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+1.560000i
#> 2 -0.1824877 1.699173 0.02 0.02 -0.1824877+1.699173i
#> 3 -0.6604557 1.898322 0.04 0.04 -0.6604557+1.898322i
#> 4 -1.1582484 2.091455 0.06 0.06 -1.1582484+2.091455i
#> 5 -1.7723030 2.328215 0.08 0.08 -1.7723030+2.328215i
#> 6 -2.2779562 2.603530 0.10 0.10 -2.2779562+2.603530i
#> 7 -2.8547187 2.746675 0.12 0.12 -2.8547187+2.746675i
#> 8 -3.4583904 2.887749 0.14 0.14 -3.4583904+2.887749i
#> 9 -4.0709041 3.112815 0.16 0.16 -4.0709041+3.112815i
#> 10 -4.6748537 3.178291 0.18 0.18 -4.6748537+3.178291i
#> 11 -5.3744165 3.268257 0.20 0.20 -5.3744165+3.268257i
#> 12 -6.0537866 3.441901 0.22 0.22 -6.0537866+3.441901i
#> 13 -6.6158623 3.645168 0.24 0.24 -6.6158623+3.645168i
#> 14 -7.2403943 3.857844 0.26 0.26 -7.2403943+3.857844i
#> 15 -7.9499170 4.005313 0.28 0.28 -7.9499170+4.005313i
#> 16 -8.5639062 4.366911 0.30 0.30 -8.5639062+4.366911i
#> 17 -9.1030387 4.650994 0.32 0.32 -9.1030387+4.650994i
#> 18 -9.6025667 4.986134 0.34 0.34 -9.6025667+4.986134i
#> 19 -10.2965961 5.326918 0.36 0.36 -10.2965961+5.326918i
#> 20 -10.8818433 5.582993 0.38 0.38 -10.8818433+5.582993i
#> 21 -11.5598663 5.882595 0.40 0.40 -11.5598663+5.882595i
#> 22 -12.0936022 6.195011 0.42 0.42 -12.0936022+6.195011i
#> 23 -12.6357239 6.498516 0.44 0.44 -12.6357239+6.498516i
#> 24 -13.2324449 6.834815 0.46 0.46 -13.2324449+6.834815i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 -0.5184877+0.1391728i Traj_2 Sim_4 TrajSim_2_4
#> 3 -0.4779680+0.1991493i Traj_2 Sim_4 TrajSim_2_4
#> 4 -0.4977926+0.1931327i Traj_2 Sim_4 TrajSim_2_4
#> 5 -0.6140546+0.2367598i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.5056532+0.2753156i Traj_2 Sim_4 TrajSim_2_4
#> 7 -0.5767626+0.1431446i Traj_2 Sim_4 TrajSim_2_4
#> 8 -0.6036717+0.1410741i Traj_2 Sim_4 TrajSim_2_4
#> 9 -0.6125137+0.2250658i Traj_2 Sim_4 TrajSim_2_4
#> 10 -0.6039496+0.0654766i Traj_2 Sim_4 TrajSim_2_4
#> 11 -0.6995629+0.0899661i Traj_2 Sim_4 TrajSim_2_4
#> 12 -0.6793701+0.1736439i Traj_2 Sim_4 TrajSim_2_4
#> 13 -0.5620757+0.2032668i Traj_2 Sim_4 TrajSim_2_4
#> 14 -0.6245320+0.2126758i Traj_2 Sim_4 TrajSim_2_4
#> 15 -0.7095227+0.1474691i Traj_2 Sim_4 TrajSim_2_4
#> 16 -0.6139892+0.3615979i Traj_2 Sim_4 TrajSim_2_4
#> 17 -0.5391325+0.2840830i Traj_2 Sim_4 TrajSim_2_4
#> 18 -0.4995280+0.3351401i Traj_2 Sim_4 TrajSim_2_4
#> 19 -0.6940294+0.3407843i Traj_2 Sim_4 TrajSim_2_4
#> 20 -0.5852472+0.2560753i Traj_2 Sim_4 TrajSim_2_4
#> 21 -0.6780230+0.2996014i Traj_2 Sim_4 TrajSim_2_4
#> 22 -0.5337359+0.3124167i Traj_2 Sim_4 TrajSim_2_4
#> 23 -0.5421217+0.3035043i Traj_2 Sim_4 TrajSim_2_4
#> 24 -0.5967211+0.3362992i Traj_2 Sim_4 TrajSim_2_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.9460000 0.00 0.00 0.696000+ 0.9460000i
#> 2 0.931919 0.4347678 0.02 0.02 0.931919+ 0.4347678i
#> 3 1.204404 -0.1985159 0.04 0.04 1.204404- 0.1985159i
#> 4 1.424710 -0.6716106 0.06 0.06 1.424710- 0.6716106i
#> 5 1.651963 -1.1813014 0.08 0.08 1.651963- 1.1813014i
#> 6 1.853212 -1.6101418 0.10 0.10 1.853212- 1.6101418i
#> 7 2.034352 -2.0580782 0.12 0.12 2.034352- 2.0580782i
#> 8 2.184770 -2.4971909 0.14 0.14 2.184770- 2.4971909i
#> 9 2.365096 -3.0926594 0.16 0.16 2.365096- 3.0926594i
#> 10 2.510417 -3.5984567 0.18 0.18 2.510417- 3.5984567i
#> 11 2.652884 -4.0846827 0.20 0.20 2.652884- 4.0846827i
#> 12 2.812916 -4.6414953 0.22 0.22 2.812916- 4.6414953i
#> 13 2.996037 -5.1782410 0.24 0.24 2.996037- 5.1782410i
#> 14 3.154729 -5.6628997 0.26 0.26 3.154729- 5.6628997i
#> 15 3.343420 -6.2261536 0.28 0.28 3.343420- 6.2261536i
#> 16 3.507202 -6.6906675 0.30 0.30 3.507202- 6.6906675i
#> 17 3.708717 -7.2758002 0.32 0.32 3.708717- 7.2758002i
#> 18 3.944301 -7.7765989 0.34 0.34 3.944301- 7.7765989i
#> 19 4.231879 -8.2953070 0.36 0.36 4.231879- 8.2953070i
#> 20 4.408832 -8.8117736 0.38 0.38 4.408832- 8.8117736i
#> 21 4.623291 -9.3067846 0.40 0.40 4.623291- 9.3067846i
#> 22 4.825875 -9.7061409 0.42 0.42 4.825875- 9.7061409i
#> 23 5.080925 -10.1450313 0.44 0.44 5.080925-10.1450313i
#> 24 5.413784 -10.6101155 0.46 0.46 5.413784-10.6101155i
#> 25 5.707747 -10.9772881 0.48 0.48 5.707747-10.9772881i
#> 26 5.984102 -11.3819802 0.50 0.50 5.984102-11.3819802i
#> 27 6.305150 -11.8646753 0.52 0.52 6.305150-11.8646753i
#> 28 6.570477 -12.3187064 0.54 0.54 6.570477-12.3187064i
#> 29 6.876353 -12.7514633 0.56 0.56 6.876353-12.7514633i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 0.2359190-0.5112322i Traj_1 Sim_5 TrajSim_1_5
#> 3 0.2724847-0.6332837i Traj_1 Sim_5 TrajSim_1_5
#> 4 0.2203063-0.4730947i Traj_1 Sim_5 TrajSim_1_5
#> 5 0.2272526-0.5096908i Traj_1 Sim_5 TrajSim_1_5
#> 6 0.2012489-0.4288404i Traj_1 Sim_5 TrajSim_1_5
#> 7 0.1811408-0.4479364i Traj_1 Sim_5 TrajSim_1_5
#> 8 0.1504174-0.4391127i Traj_1 Sim_5 TrajSim_1_5
#> 9 0.1803257-0.5954685i Traj_1 Sim_5 TrajSim_1_5
#> 10 0.1453218-0.5057973i Traj_1 Sim_5 TrajSim_1_5
#> 11 0.1424663-0.4862259i Traj_1 Sim_5 TrajSim_1_5
#> 12 0.1600322-0.5568126i Traj_1 Sim_5 TrajSim_1_5
#> 13 0.1831210-0.5367458i Traj_1 Sim_5 TrajSim_1_5
#> 14 0.1586923-0.4846587i Traj_1 Sim_5 TrajSim_1_5
#> 15 0.1886914-0.5632539i Traj_1 Sim_5 TrajSim_1_5
#> 16 0.1637819-0.4645139i Traj_1 Sim_5 TrajSim_1_5
#> 17 0.2015145-0.5851327i Traj_1 Sim_5 TrajSim_1_5
#> 18 0.2355841-0.5007987i Traj_1 Sim_5 TrajSim_1_5
#> 19 0.2875785-0.5187081i Traj_1 Sim_5 TrajSim_1_5
#> 20 0.1769530-0.5164666i Traj_1 Sim_5 TrajSim_1_5
#> 21 0.2144587-0.4950110i Traj_1 Sim_5 TrajSim_1_5
#> 22 0.2025838-0.3993562i Traj_1 Sim_5 TrajSim_1_5
#> 23 0.2550504-0.4388904i Traj_1 Sim_5 TrajSim_1_5
#> 24 0.3328588-0.4650842i Traj_1 Sim_5 TrajSim_1_5
#> 25 0.2939627-0.3671726i Traj_1 Sim_5 TrajSim_1_5
#> 26 0.2763546-0.4046921i Traj_1 Sim_5 TrajSim_1_5
#> 27 0.3210483-0.4826951i Traj_1 Sim_5 TrajSim_1_5
#> 28 0.2653270-0.4540311i Traj_1 Sim_5 TrajSim_1_5
#> 29 0.3058765-0.4327569i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2161964 2.102497 0.02 0.02 0.2161964+ 2.102497i
#> 3 -0.0341335 2.729285 0.04 0.04 -0.0341335+ 2.729285i
#> 4 -0.2951806 3.434944 0.06 0.06 -0.2951806+ 3.434944i
#> 5 -0.5629778 4.117306 0.08 0.08 -0.5629778+ 4.117306i
#> 6 -0.7109569 4.819037 0.10 0.10 -0.7109569+ 4.819037i
#> 7 -0.7426699 5.418655 0.12 0.12 -0.7426699+ 5.418655i
#> 8 -0.7721607 5.919761 0.14 0.14 -0.7721607+ 5.919761i
#> 9 -0.8212500 6.421764 0.16 0.16 -0.8212500+ 6.421764i
#> 10 -0.8917556 7.012337 0.18 0.18 -0.8917556+ 7.012337i
#> 11 -0.9908464 7.613550 0.20 0.20 -0.9908464+ 7.613550i
#> 12 -0.9948524 8.328344 0.22 0.22 -0.9948524+ 8.328344i
#> 13 -1.0589825 8.739314 0.24 0.24 -1.0589825+ 8.739314i
#> 14 -1.1549716 9.282281 0.26 0.26 -1.1549716+ 9.282281i
#> 15 -1.2320284 9.913211 0.28 0.28 -1.2320284+ 9.913211i
#> 16 -1.2593828 10.609082 0.30 0.30 -1.2593828+10.609082i
#> 17 -1.2015043 11.331532 0.32 0.32 -1.2015043+11.331532i
#> 18 -1.1289912 11.848269 0.34 0.34 -1.1289912+11.848269i
#> 19 -1.0366533 12.374926 0.36 0.36 -1.0366533+12.374926i
#> 20 -0.9116804 12.967020 0.38 0.38 -0.9116804+12.967020i
#> 21 -0.7807415 13.520128 0.40 0.40 -0.7807415+13.520128i
#> 22 -0.7008665 14.299980 0.42 0.42 -0.7008665+14.299980i
#> 23 -0.6467811 14.952917 0.44 0.44 -0.6467811+14.952917i
#> 24 -0.5565200 15.402697 0.46 0.46 -0.5565200+15.402697i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 -0.119803634+0.5424972i Traj_2 Sim_5 TrajSim_2_5
#> 3 -0.250329868+0.6267879i Traj_2 Sim_5 TrajSim_2_5
#> 4 -0.261047118+0.7056588i Traj_2 Sim_5 TrajSim_2_5
#> 5 -0.267797184+0.6823619i Traj_2 Sim_5 TrajSim_2_5
#> 6 -0.147979088+0.7017311i Traj_2 Sim_5 TrajSim_2_5
#> 7 -0.031713015+0.5996185i Traj_2 Sim_5 TrajSim_2_5
#> 8 -0.029490764+0.5011053i Traj_2 Sim_5 TrajSim_2_5
#> 9 -0.049089379+0.5020037i Traj_2 Sim_5 TrajSim_2_5
#> 10 -0.070505566+0.5905723i Traj_2 Sim_5 TrajSim_2_5
#> 11 -0.099090773+0.6012129i Traj_2 Sim_5 TrajSim_2_5
#> 12 -0.004006038+0.7147939i Traj_2 Sim_5 TrajSim_2_5
#> 13 -0.064130093+0.4109706i Traj_2 Sim_5 TrajSim_2_5
#> 14 -0.095989057+0.5429671i Traj_2 Sim_5 TrajSim_2_5
#> 15 -0.077056818+0.6309297i Traj_2 Sim_5 TrajSim_2_5
#> 16 -0.027354415+0.6958713i Traj_2 Sim_5 TrajSim_2_5
#> 17 0.057878494+0.7224499i Traj_2 Sim_5 TrajSim_2_5
#> 18 0.072513141+0.5167369i Traj_2 Sim_5 TrajSim_2_5
#> 19 0.092337891+0.5266569i Traj_2 Sim_5 TrajSim_2_5
#> 20 0.124972921+0.5920946i Traj_2 Sim_5 TrajSim_2_5
#> 21 0.130938879+0.5531080i Traj_2 Sim_5 TrajSim_2_5
#> 22 0.079875026+0.7798518i Traj_2 Sim_5 TrajSim_2_5
#> 23 0.054085372+0.6529364i Traj_2 Sim_5 TrajSim_2_5
#> 24 0.090261091+0.4497804i Traj_2 Sim_5 TrajSim_2_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 0.69600000 0.9460000 0.00 0.00 0.69600000+ 0.9460000i
#> 2 0.37931915 0.6142265 0.02 0.02 0.37931915+ 0.6142265i
#> 3 -0.01753015 0.1727704 0.04 0.04 -0.01753015+ 0.1727704i
#> 4 -0.39808278 -0.3141362 0.06 0.06 -0.39808278- 0.3141362i
#> 5 -0.75591182 -0.7501537 0.08 0.08 -0.75591182- 0.7501537i
#> 6 -1.06393664 -1.0919900 0.10 0.10 -1.06393664- 1.0919900i
#> 7 -1.50694776 -1.5312149 0.12 0.12 -1.50694776- 1.5312149i
#> 8 -1.91075267 -1.9548703 0.14 0.14 -1.91075267- 1.9548703i
#> 9 -2.19999274 -2.2722502 0.16 0.16 -2.19999274- 2.2722502i
#> 10 -2.58699393 -2.7619639 0.18 0.18 -2.58699393- 2.7619639i
#> 11 -2.97015394 -3.1725893 0.20 0.20 -2.97015394- 3.1725893i
#> 12 -3.34344284 -3.6373242 0.22 0.22 -3.34344284- 3.6373242i
#> 13 -3.73783963 -4.0292083 0.24 0.24 -3.73783963- 4.0292083i
#> 14 -4.10861845 -4.3660297 0.26 0.26 -4.10861845- 4.3660297i
#> 15 -4.54913233 -4.8423016 0.28 0.28 -4.54913233- 4.8423016i
#> 16 -4.91863093 -5.2478690 0.30 0.30 -4.91863093- 5.2478690i
#> 17 -5.24210724 -5.6832550 0.32 0.32 -5.24210724- 5.6832550i
#> 18 -5.62161928 -6.1493714 0.34 0.34 -5.62161928- 6.1493714i
#> 19 -5.90689415 -6.4677438 0.36 0.36 -5.90689415- 6.4677438i
#> 20 -6.23865977 -6.8379428 0.38 0.38 -6.23865977- 6.8379428i
#> 21 -6.52171865 -7.1549043 0.40 0.40 -6.52171865- 7.1549043i
#> 22 -6.82107724 -7.5093016 0.42 0.42 -6.82107724- 7.5093016i
#> 23 -7.16301179 -7.9724009 0.44 0.44 -7.16301179- 7.9724009i
#> 24 -7.50795057 -8.3869908 0.46 0.46 -7.50795057- 8.3869908i
#> 25 -7.85067198 -8.7993982 0.48 0.48 -7.85067198- 8.7993982i
#> 26 -8.18180271 -9.1399415 0.50 0.50 -8.18180271- 9.1399415i
#> 27 -8.64621616 -9.5951147 0.52 0.52 -8.64621616- 9.5951147i
#> 28 -9.06090270 -10.0163324 0.54 0.54 -9.06090270-10.0163324i
#> 29 -9.47345671 -10.3756020 0.56 0.56 -9.47345671-10.3756020i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 -0.3166808-0.3317735i Traj_1 Sim_6 TrajSim_1_6
#> 3 -0.3968493-0.4414561i Traj_1 Sim_6 TrajSim_1_6
#> 4 -0.3805526-0.4869066i Traj_1 Sim_6 TrajSim_1_6
#> 5 -0.3578290-0.4360175i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.3080248-0.3418363i Traj_1 Sim_6 TrajSim_1_6
#> 7 -0.4430111-0.4392249i Traj_1 Sim_6 TrajSim_1_6
#> 8 -0.4038049-0.4236554i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.2892401-0.3173800i Traj_1 Sim_6 TrajSim_1_6
#> 10 -0.3870012-0.4897136i Traj_1 Sim_6 TrajSim_1_6
#> 11 -0.3831600-0.4106254i Traj_1 Sim_6 TrajSim_1_6
#> 12 -0.3732889-0.4647350i Traj_1 Sim_6 TrajSim_1_6
#> 13 -0.3943968-0.3918841i Traj_1 Sim_6 TrajSim_1_6
#> 14 -0.3707788-0.3368214i Traj_1 Sim_6 TrajSim_1_6
#> 15 -0.4405139-0.4762719i Traj_1 Sim_6 TrajSim_1_6
#> 16 -0.3694986-0.4055674i Traj_1 Sim_6 TrajSim_1_6
#> 17 -0.3234763-0.4353860i Traj_1 Sim_6 TrajSim_1_6
#> 18 -0.3795120-0.4661164i Traj_1 Sim_6 TrajSim_1_6
#> 19 -0.2852749-0.3183724i Traj_1 Sim_6 TrajSim_1_6
#> 20 -0.3317656-0.3701990i Traj_1 Sim_6 TrajSim_1_6
#> 21 -0.2830589-0.3169616i Traj_1 Sim_6 TrajSim_1_6
#> 22 -0.2993586-0.3543973i Traj_1 Sim_6 TrajSim_1_6
#> 23 -0.3419346-0.4630993i Traj_1 Sim_6 TrajSim_1_6
#> 24 -0.3449388-0.4145899i Traj_1 Sim_6 TrajSim_1_6
#> 25 -0.3427214-0.4124074i Traj_1 Sim_6 TrajSim_1_6
#> 26 -0.3311307-0.3405433i Traj_1 Sim_6 TrajSim_1_6
#> 27 -0.4644135-0.4551733i Traj_1 Sim_6 TrajSim_1_6
#> 28 -0.4146865-0.4212176i Traj_1 Sim_6 TrajSim_1_6
#> 29 -0.4125540-0.3592696i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 0.33600000 1.560000 0.00 0.00 0.33600000+ 1.560000i
#> 2 -0.02701487 1.896948 0.02 0.02 -0.02701487+ 1.896948i
#> 3 -0.51756756 2.225494 0.04 0.04 -0.51756756+ 2.225494i
#> 4 -1.06257125 2.670417 0.06 0.06 -1.06257125+ 2.670417i
#> 5 -1.55422954 3.016112 0.08 0.08 -1.55422954+ 3.016112i
#> 6 -1.96394784 3.492559 0.10 0.10 -1.96394784+ 3.492559i
#> 7 -2.39016814 3.890755 0.12 0.12 -2.39016814+ 3.890755i
#> 8 -2.83297496 4.311065 0.14 0.14 -2.83297496+ 4.311065i
#> 9 -3.33782487 4.762527 0.16 0.16 -3.33782487+ 4.762527i
#> 10 -3.79379334 5.098413 0.18 0.18 -3.79379334+ 5.098413i
#> 11 -4.26542131 5.588027 0.20 0.20 -4.26542131+ 5.588027i
#> 12 -4.70010521 6.016854 0.22 0.22 -4.70010521+ 6.016854i
#> 13 -5.20436773 6.517787 0.24 0.24 -5.20436773+ 6.517787i
#> 14 -5.53486124 7.095234 0.26 0.26 -5.53486124+ 7.095234i
#> 15 -5.80184299 7.447002 0.28 0.28 -5.80184299+ 7.447002i
#> 16 -6.11421954 7.949128 0.30 0.30 -6.11421954+ 7.949128i
#> 17 -6.49847699 8.349317 0.32 0.32 -6.49847699+ 8.349317i
#> 18 -6.83990661 8.643612 0.34 0.34 -6.83990661+ 8.643612i
#> 19 -7.18779203 8.907759 0.36 0.36 -7.18779203+ 8.907759i
#> 20 -7.64309966 9.266554 0.38 0.38 -7.64309966+ 9.266554i
#> 21 -8.18105575 9.771054 0.40 0.40 -8.18105575+ 9.771054i
#> 22 -8.65432705 10.184590 0.42 0.42 -8.65432705+10.184590i
#> 23 -9.03048892 10.512409 0.44 0.44 -9.03048892+10.512409i
#> 24 -9.50957723 10.914880 0.46 0.46 -9.50957723+10.914880i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 -0.3630149+0.3369480i Traj_2 Sim_6 TrajSim_2_6
#> 3 -0.4905527+0.3285456i Traj_2 Sim_6 TrajSim_2_6
#> 4 -0.5450037+0.4449236i Traj_2 Sim_6 TrajSim_2_6
#> 5 -0.4916583+0.3456946i Traj_2 Sim_6 TrajSim_2_6
#> 6 -0.4097183+0.4764475i Traj_2 Sim_6 TrajSim_2_6
#> 7 -0.4262203+0.3981954i Traj_2 Sim_6 TrajSim_2_6
#> 8 -0.4428068+0.4203099i Traj_2 Sim_6 TrajSim_2_6
#> 9 -0.5048499+0.4514624i Traj_2 Sim_6 TrajSim_2_6
#> 10 -0.4559685+0.3358859i Traj_2 Sim_6 TrajSim_2_6
#> 11 -0.4716280+0.4896137i Traj_2 Sim_6 TrajSim_2_6
#> 12 -0.4346839+0.4288268i Traj_2 Sim_6 TrajSim_2_6
#> 13 -0.5042625+0.5009333i Traj_2 Sim_6 TrajSim_2_6
#> 14 -0.3304935+0.5774468i Traj_2 Sim_6 TrajSim_2_6
#> 15 -0.2669818+0.3517681i Traj_2 Sim_6 TrajSim_2_6
#> 16 -0.3123765+0.5021265i Traj_2 Sim_6 TrajSim_2_6
#> 17 -0.3842575+0.4001886i Traj_2 Sim_6 TrajSim_2_6
#> 18 -0.3414296+0.2942954i Traj_2 Sim_6 TrajSim_2_6
#> 19 -0.3478854+0.2641471i Traj_2 Sim_6 TrajSim_2_6
#> 20 -0.4553076+0.3587947i Traj_2 Sim_6 TrajSim_2_6
#> 21 -0.5379561+0.5045001i Traj_2 Sim_6 TrajSim_2_6
#> 22 -0.4732713+0.4135358i Traj_2 Sim_6 TrajSim_2_6
#> 23 -0.3761619+0.3278191i Traj_2 Sim_6 TrajSim_2_6
#> 24 -0.4790883+0.4024711i Traj_2 Sim_6 TrajSim_2_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.946000 0.00 0.00 0.696000+0.946000i
#> 2 1.210068 1.007450 0.02 0.02 1.210068+1.007450i
#> 3 1.688624 1.090394 0.04 0.04 1.688624+1.090394i
#> 4 2.184044 1.214911 0.06 0.06 2.184044+1.214911i
#> 5 2.622063 1.321934 0.08 0.08 2.622063+1.321934i
#> 6 3.134105 1.472610 0.10 0.10 3.134105+1.472610i
#> 7 3.659361 1.621121 0.12 0.12 3.659361+1.621121i
#> 8 4.156151 1.782189 0.14 0.14 4.156151+1.782189i
#> 9 4.626060 1.957678 0.16 0.16 4.626060+1.957678i
#> 10 5.161446 2.165070 0.18 0.18 5.161446+2.165070i
#> 11 5.621247 2.314904 0.20 0.20 5.621247+2.314904i
#> 12 6.152749 2.469085 0.22 0.22 6.152749+2.469085i
#> 13 6.634062 2.603326 0.24 0.24 6.634062+2.603326i
#> 14 7.117679 2.768350 0.26 0.26 7.117679+2.768350i
#> 15 7.783747 2.996903 0.28 0.28 7.783747+2.996903i
#> 16 8.261032 3.160398 0.30 0.30 8.261032+3.160398i
#> 17 8.827873 3.417765 0.32 0.32 8.827873+3.417765i
#> 18 9.307950 3.620538 0.34 0.34 9.307950+3.620538i
#> 19 9.854302 3.794698 0.36 0.36 9.854302+3.794698i
#> 20 10.402061 3.966500 0.38 0.38 10.402061+3.966500i
#> 21 10.919288 4.125676 0.40 0.40 10.919288+4.125676i
#> 22 11.422874 4.286679 0.42 0.42 11.422874+4.286679i
#> 23 11.981869 4.463089 0.44 0.44 11.981869+4.463089i
#> 24 12.513734 4.558818 0.46 0.46 12.513734+4.558818i
#> 25 13.006474 4.680220 0.48 0.48 13.006474+4.680220i
#> 26 13.468775 4.853265 0.50 0.50 13.468775+4.853265i
#> 27 14.005045 5.049397 0.52 0.52 14.005045+5.049397i
#> 28 14.537355 5.218649 0.54 0.54 14.537355+5.218649i
#> 29 15.005496 5.380172 0.56 0.56 15.005496+5.380172i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 0.5140682+0.06144970i Traj_1 Sim_7 TrajSim_1_7
#> 3 0.4785560+0.08294438i Traj_1 Sim_7 TrajSim_1_7
#> 4 0.4954196+0.12451712i Traj_1 Sim_7 TrajSim_1_7
#> 5 0.4380197+0.10702322i Traj_1 Sim_7 TrajSim_1_7
#> 6 0.5120417+0.15067569i Traj_1 Sim_7 TrajSim_1_7
#> 7 0.5252554+0.14851089i Traj_1 Sim_7 TrajSim_1_7
#> 8 0.4967905+0.16106816i Traj_1 Sim_7 TrajSim_1_7
#> 9 0.4699092+0.17548850i Traj_1 Sim_7 TrajSim_1_7
#> 10 0.5353861+0.20739255i Traj_1 Sim_7 TrajSim_1_7
#> 11 0.4598007+0.14983414i Traj_1 Sim_7 TrajSim_1_7
#> 12 0.5315018+0.15418101i Traj_1 Sim_7 TrajSim_1_7
#> 13 0.4813132+0.13424062i Traj_1 Sim_7 TrajSim_1_7
#> 14 0.4836163+0.16502451i Traj_1 Sim_7 TrajSim_1_7
#> 15 0.6660683+0.22855240i Traj_1 Sim_7 TrajSim_1_7
#> 16 0.4772850+0.16349482i Traj_1 Sim_7 TrajSim_1_7
#> 17 0.5668407+0.25736696i Traj_1 Sim_7 TrajSim_1_7
#> 18 0.4800772+0.20277282i Traj_1 Sim_7 TrajSim_1_7
#> 19 0.5463526+0.17416044i Traj_1 Sim_7 TrajSim_1_7
#> 20 0.5477586+0.17180238i Traj_1 Sim_7 TrajSim_1_7
#> 21 0.5172270+0.15917591i Traj_1 Sim_7 TrajSim_1_7
#> 22 0.5035864+0.16100325i Traj_1 Sim_7 TrajSim_1_7
#> 23 0.5589948+0.17640942i Traj_1 Sim_7 TrajSim_1_7
#> 24 0.5318644+0.09572948i Traj_1 Sim_7 TrajSim_1_7
#> 25 0.4927403+0.12140126i Traj_1 Sim_7 TrajSim_1_7
#> 26 0.4623011+0.17304544i Traj_1 Sim_7 TrajSim_1_7
#> 27 0.5362696+0.19613164i Traj_1 Sim_7 TrajSim_1_7
#> 28 0.5323105+0.16925209i Traj_1 Sim_7 TrajSim_1_7
#> 29 0.4681409+0.16152366i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.6987309 2.178500 0.02 0.02 0.6987309+ 2.178500i
#> 3 1.0234830 2.603138 0.04 0.04 1.0234830+ 2.603138i
#> 4 1.5326918 2.973743 0.06 0.06 1.5326918+ 2.973743i
#> 5 1.9379802 3.345525 0.08 0.08 1.9379802+ 3.345525i
#> 6 2.3129350 3.747989 0.10 0.10 2.3129350+ 3.747989i
#> 7 2.5616905 4.198894 0.12 0.12 2.5616905+ 4.198894i
#> 8 2.9001351 4.681517 0.14 0.14 2.9001351+ 4.681517i
#> 9 3.4073186 5.233683 0.16 0.16 3.4073186+ 5.233683i
#> 10 3.9071724 5.844472 0.18 0.18 3.9071724+ 5.844472i
#> 11 4.2129130 6.223091 0.20 0.20 4.2129130+ 6.223091i
#> 12 4.5215358 6.656717 0.22 0.22 4.5215358+ 6.656717i
#> 13 5.0496048 7.201156 0.24 0.24 5.0496048+ 7.201156i
#> 14 5.5305467 7.690338 0.26 0.26 5.5305467+ 7.690338i
#> 15 5.7616765 8.099154 0.28 0.28 5.7616765+ 8.099154i
#> 16 5.9592492 8.687155 0.30 0.30 5.9592492+ 8.687155i
#> 17 6.1280414 9.130195 0.32 0.32 6.1280414+ 9.130195i
#> 18 6.3586626 9.643312 0.34 0.34 6.3586626+ 9.643312i
#> 19 6.5017685 10.249961 0.36 0.36 6.5017685+10.249961i
#> 20 6.6686654 10.759992 0.38 0.38 6.6686654+10.759992i
#> 21 6.7419605 11.355566 0.40 0.40 6.7419605+11.355566i
#> 22 6.7991803 12.010397 0.42 0.42 6.7991803+12.010397i
#> 23 6.8969474 12.564414 0.44 0.44 6.8969474+12.564414i
#> 24 7.1069233 13.098133 0.46 0.46 7.1069233+13.098133i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 0.36273091+0.6185002i Traj_2 Sim_7 TrajSim_2_7
#> 3 0.32475214+0.4246381i Traj_2 Sim_7 TrajSim_2_7
#> 4 0.50920879+0.3706044i Traj_2 Sim_7 TrajSim_2_7
#> 5 0.40528832+0.3717820i Traj_2 Sim_7 TrajSim_2_7
#> 6 0.37495487+0.4024642i Traj_2 Sim_7 TrajSim_2_7
#> 7 0.24875545+0.4509053i Traj_2 Sim_7 TrajSim_2_7
#> 8 0.33844465+0.4826224i Traj_2 Sim_7 TrajSim_2_7
#> 9 0.50718347+0.5521668i Traj_2 Sim_7 TrajSim_2_7
#> 10 0.49985386+0.6107891i Traj_2 Sim_7 TrajSim_2_7
#> 11 0.30574052+0.3786189i Traj_2 Sim_7 TrajSim_2_7
#> 12 0.30862279+0.4336255i Traj_2 Sim_7 TrajSim_2_7
#> 13 0.52806909+0.5444394i Traj_2 Sim_7 TrajSim_2_7
#> 14 0.48094188+0.4891819i Traj_2 Sim_7 TrajSim_2_7
#> 15 0.23112979+0.4088157i Traj_2 Sim_7 TrajSim_2_7
#> 16 0.19757271+0.5880015i Traj_2 Sim_7 TrajSim_2_7
#> 17 0.16879219+0.4430399i Traj_2 Sim_7 TrajSim_2_7
#> 18 0.23062115+0.5131162i Traj_2 Sim_7 TrajSim_2_7
#> 19 0.14310591+0.6066498i Traj_2 Sim_7 TrajSim_2_7
#> 20 0.16689694+0.5100303i Traj_2 Sim_7 TrajSim_2_7
#> 21 0.07329515+0.5955747i Traj_2 Sim_7 TrajSim_2_7
#> 22 0.05721977+0.6548303i Traj_2 Sim_7 TrajSim_2_7
#> 23 0.09776707+0.5540173i Traj_2 Sim_7 TrajSim_2_7
#> 24 0.20997593+0.5337186i Traj_2 Sim_7 TrajSim_2_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.94600000 0.00 0.00 0.6960000+ 0.94600000i
#> 2 0.9683021 0.51142440 0.02 0.02 0.9683021+ 0.51142440i
#> 3 1.3148855 0.01396389 0.04 0.04 1.3148855+ 0.01396389i
#> 4 1.7010091 -0.40483503 0.06 0.06 1.7010091- 0.40483503i
#> 5 2.1795834 -0.82645299 0.08 0.08 2.1795834- 0.82645299i
#> 6 2.5930876 -1.20474025 0.10 0.10 2.5930876- 1.20474025i
#> 7 2.8920092 -1.47235609 0.12 0.12 2.8920092- 1.47235609i
#> 8 3.3085732 -1.88792880 0.14 0.14 3.3085732- 1.88792880i
#> 9 3.6574578 -2.27240810 0.16 0.16 3.6574578- 2.27240810i
#> 10 3.9970670 -2.63410967 0.18 0.18 3.9970670- 2.63410967i
#> 11 4.3590591 -2.96396135 0.20 0.20 4.3590591- 2.96396135i
#> 12 4.7730649 -3.34820674 0.22 0.22 4.7730649- 3.34820674i
#> 13 5.1906086 -3.71469284 0.24 0.24 5.1906086- 3.71469284i
#> 14 5.6294675 -4.06713842 0.26 0.26 5.6294675- 4.06713842i
#> 15 6.0162576 -4.38945885 0.28 0.28 6.0162576- 4.38945885i
#> 16 6.4353885 -4.81934203 0.30 0.30 6.4353885- 4.81934203i
#> 17 6.8536832 -5.22143205 0.32 0.32 6.8536832- 5.22143205i
#> 18 7.2659075 -5.63168689 0.34 0.34 7.2659075- 5.63168689i
#> 19 7.6447545 -5.99246648 0.36 0.36 7.6447545- 5.99246648i
#> 20 8.0603749 -6.39856763 0.38 0.38 8.0603749- 6.39856763i
#> 21 8.3985125 -6.81121042 0.40 0.40 8.3985125- 6.81121042i
#> 22 8.8311340 -7.30465547 0.42 0.42 8.8311340- 7.30465547i
#> 23 9.1663341 -7.74444334 0.44 0.44 9.1663341- 7.74444334i
#> 24 9.4741069 -8.24176139 0.46 0.46 9.4741069- 8.24176139i
#> 25 9.7163656 -8.63640327 0.48 0.48 9.7163656- 8.63640327i
#> 26 9.9943431 -9.09759005 0.50 0.50 9.9943431- 9.09759005i
#> 27 10.3176044 -9.63101144 0.52 0.52 10.3176044- 9.63101144i
#> 28 10.6226879 -10.04230537 0.54 0.54 10.6226879-10.04230537i
#> 29 10.8448873 -10.43509466 0.56 0.56 10.8448873-10.43509466i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 0.2723021-0.4345756i Traj_1 Sim_8 TrajSim_1_8
#> 3 0.3465834-0.4974605i Traj_1 Sim_8 TrajSim_1_8
#> 4 0.3861236-0.4187989i Traj_1 Sim_8 TrajSim_1_8
#> 5 0.4785743-0.4216180i Traj_1 Sim_8 TrajSim_1_8
#> 6 0.4135042-0.3782873i Traj_1 Sim_8 TrajSim_1_8
#> 7 0.2989216-0.2676158i Traj_1 Sim_8 TrajSim_1_8
#> 8 0.4165641-0.4155727i Traj_1 Sim_8 TrajSim_1_8
#> 9 0.3488846-0.3844793i Traj_1 Sim_8 TrajSim_1_8
#> 10 0.3396092-0.3617016i Traj_1 Sim_8 TrajSim_1_8
#> 11 0.3619920-0.3298517i Traj_1 Sim_8 TrajSim_1_8
#> 12 0.4140058-0.3842454i Traj_1 Sim_8 TrajSim_1_8
#> 13 0.4175438-0.3664861i Traj_1 Sim_8 TrajSim_1_8
#> 14 0.4388589-0.3524456i Traj_1 Sim_8 TrajSim_1_8
#> 15 0.3867901-0.3223204i Traj_1 Sim_8 TrajSim_1_8
#> 16 0.4191309-0.4298832i Traj_1 Sim_8 TrajSim_1_8
#> 17 0.4182947-0.4020900i Traj_1 Sim_8 TrajSim_1_8
#> 18 0.4122243-0.4102548i Traj_1 Sim_8 TrajSim_1_8
#> 19 0.3788471-0.3607796i Traj_1 Sim_8 TrajSim_1_8
#> 20 0.4156203-0.4061012i Traj_1 Sim_8 TrajSim_1_8
#> 21 0.3381377-0.4126428i Traj_1 Sim_8 TrajSim_1_8
#> 22 0.4326215-0.4934450i Traj_1 Sim_8 TrajSim_1_8
#> 23 0.3352001-0.4397879i Traj_1 Sim_8 TrajSim_1_8
#> 24 0.3077728-0.4973180i Traj_1 Sim_8 TrajSim_1_8
#> 25 0.2422587-0.3946419i Traj_1 Sim_8 TrajSim_1_8
#> 26 0.2779775-0.4611868i Traj_1 Sim_8 TrajSim_1_8
#> 27 0.3232613-0.5334214i Traj_1 Sim_8 TrajSim_1_8
#> 28 0.3050835-0.4112939i Traj_1 Sim_8 TrajSim_1_8
#> 29 0.2221994-0.3927893i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+1.560000i
#> 2 -0.3034513 1.433991 0.02 0.02 -0.3034513+1.433991i
#> 3 -0.8419138 1.326420 0.04 0.04 -0.8419138+1.326420i
#> 4 -1.4449704 1.271407 0.06 0.06 -1.4449704+1.271407i
#> 5 -2.1569072 1.407388 0.08 0.08 -2.1569072+1.407388i
#> 6 -2.7648414 1.729336 0.10 0.10 -2.7648414+1.729336i
#> 7 -3.3798352 1.890897 0.12 0.12 -3.3798352+1.890897i
#> 8 -4.1189914 1.979759 0.14 0.14 -4.1189914+1.979759i
#> 9 -4.7659046 2.170693 0.16 0.16 -4.7659046+2.170693i
#> 10 -5.2526293 2.410035 0.18 0.18 -5.2526293+2.410035i
#> 11 -5.7855144 2.677643 0.20 0.20 -5.7855144+2.677643i
#> 12 -6.3605740 2.987480 0.22 0.22 -6.3605740+2.987480i
#> 13 -6.9005037 3.328004 0.24 0.24 -6.9005037+3.328004i
#> 14 -7.5256591 3.591412 0.26 0.26 -7.5256591+3.591412i
#> 15 -8.2165966 3.816918 0.28 0.28 -8.2165966+3.816918i
#> 16 -8.7549484 4.108882 0.30 0.30 -8.7549484+4.108882i
#> 17 -9.3071392 4.461751 0.32 0.32 -9.3071392+4.461751i
#> 18 -9.7082156 4.806146 0.34 0.34 -9.7082156+4.806146i
#> 19 -10.1819351 5.147855 0.36 0.36 -10.1819351+5.147855i
#> 20 -10.5492871 5.365167 0.38 0.38 -10.5492871+5.365167i
#> 21 -11.0467045 5.699169 0.40 0.40 -11.0467045+5.699169i
#> 22 -11.6271346 5.982463 0.42 0.42 -11.6271346+5.982463i
#> 23 -12.0954520 6.308051 0.44 0.44 -12.0954520+6.308051i
#> 24 -12.6679856 6.706617 0.46 0.46 -12.6679856+6.706617i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 -0.6394513-0.12600917i Traj_2 Sim_8 TrajSim_2_8
#> 3 -0.5384625-0.10757130i Traj_2 Sim_8 TrajSim_2_8
#> 4 -0.6030566-0.05501205i Traj_2 Sim_8 TrajSim_2_8
#> 5 -0.7119368+0.13598017i Traj_2 Sim_8 TrajSim_2_8
#> 6 -0.6079342+0.32194862i Traj_2 Sim_8 TrajSim_2_8
#> 7 -0.6149938+0.16156080i Traj_2 Sim_8 TrajSim_2_8
#> 8 -0.7391562+0.08886223i Traj_2 Sim_8 TrajSim_2_8
#> 9 -0.6469132+0.19093368i Traj_2 Sim_8 TrajSim_2_8
#> 10 -0.4867246+0.23934152i Traj_2 Sim_8 TrajSim_2_8
#> 11 -0.5328852+0.26760803i Traj_2 Sim_8 TrajSim_2_8
#> 12 -0.5750596+0.30983789i Traj_2 Sim_8 TrajSim_2_8
#> 13 -0.5399297+0.34052385i Traj_2 Sim_8 TrajSim_2_8
#> 14 -0.6251554+0.26340749i Traj_2 Sim_8 TrajSim_2_8
#> 15 -0.6909376+0.22550575i Traj_2 Sim_8 TrajSim_2_8
#> 16 -0.5383517+0.29196464i Traj_2 Sim_8 TrajSim_2_8
#> 17 -0.5521909+0.35286924i Traj_2 Sim_8 TrajSim_2_8
#> 18 -0.4010764+0.34439464i Traj_2 Sim_8 TrajSim_2_8
#> 19 -0.4737195+0.34170930i Traj_2 Sim_8 TrajSim_2_8
#> 20 -0.3673520+0.21731162i Traj_2 Sim_8 TrajSim_2_8
#> 21 -0.4974173+0.33400188i Traj_2 Sim_8 TrajSim_2_8
#> 22 -0.5804301+0.28329385i Traj_2 Sim_8 TrajSim_2_8
#> 23 -0.4683174+0.32558839i Traj_2 Sim_8 TrajSim_2_8
#> 24 -0.5725336+0.39856569i Traj_2 Sim_8 TrajSim_2_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.94600000 0.00 0.00 0.696000+0.94600000i
#> 2 1.131532 0.74642436 0.02 0.02 1.131532+0.74642436i
#> 3 1.729928 0.44145201 0.04 0.04 1.729928+0.44145201i
#> 4 2.140426 0.24146930 0.06 0.06 2.140426+0.24146930i
#> 5 2.633756 0.03321717 0.08 0.08 2.633756+0.03321717i
#> 6 3.155202 -0.19365138 0.10 0.10 3.155202-0.19365138i
#> 7 3.682901 -0.39308470 0.12 0.12 3.682901-0.39308470i
#> 8 4.128701 -0.56664560 0.14 0.14 4.128701-0.56664560i
#> 9 4.629645 -0.81714501 0.16 0.16 4.629645-0.81714501i
#> 10 5.050150 -1.00570714 0.18 0.18 5.050150-1.00570714i
#> 11 5.585681 -1.27699828 0.20 0.20 5.585681-1.27699828i
#> 12 6.022564 -1.49332566 0.22 0.22 6.022564-1.49332566i
#> 13 6.481579 -1.71826062 0.24 0.24 6.481579-1.71826062i
#> 14 6.933302 -2.01659685 0.26 0.26 6.933302-2.01659685i
#> 15 7.372969 -2.32332168 0.28 0.28 7.372969-2.32332168i
#> 16 7.814336 -2.58524099 0.30 0.30 7.814336-2.58524099i
#> 17 8.263410 -2.83541040 0.32 0.32 8.263410-2.83541040i
#> 18 8.735061 -3.12963149 0.34 0.34 8.735061-3.12963149i
#> 19 9.232326 -3.41346391 0.36 0.36 9.232326-3.41346391i
#> 20 9.666463 -3.68585180 0.38 0.38 9.666463-3.68585180i
#> 21 10.214236 -4.13035735 0.40 0.40 10.214236-4.13035735i
#> 22 10.683929 -4.51404132 0.42 0.42 10.683929-4.51404132i
#> 23 11.114443 -4.81231642 0.44 0.44 11.114443-4.81231642i
#> 24 11.487807 -5.07795875 0.46 0.46 11.487807-5.07795875i
#> 25 11.939988 -5.35472253 0.48 0.48 11.939988-5.35472253i
#> 26 12.387991 -5.63558905 0.50 0.50 12.387991-5.63558905i
#> 27 12.907306 -5.94923293 0.52 0.52 12.907306-5.94923293i
#> 28 13.394969 -6.21333466 0.54 0.54 13.394969-6.21333466i
#> 29 13.861913 -6.42350748 0.56 0.56 13.861913-6.42350748i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 0.4355323-0.1995756i Traj_1 Sim_9 TrajSim_1_9
#> 3 0.5983958-0.3049724i Traj_1 Sim_9 TrajSim_1_9
#> 4 0.4104976-0.1999827i Traj_1 Sim_9 TrajSim_1_9
#> 5 0.4933308-0.2082521i Traj_1 Sim_9 TrajSim_1_9
#> 6 0.5214454-0.2268685i Traj_1 Sim_9 TrajSim_1_9
#> 7 0.5276995-0.1994333i Traj_1 Sim_9 TrajSim_1_9
#> 8 0.4457993-0.1735609i Traj_1 Sim_9 TrajSim_1_9
#> 9 0.5009441-0.2504994i Traj_1 Sim_9 TrajSim_1_9
#> 10 0.4205051-0.1885621i Traj_1 Sim_9 TrajSim_1_9
#> 11 0.5355311-0.2712911i Traj_1 Sim_9 TrajSim_1_9
#> 12 0.4368836-0.2163274i Traj_1 Sim_9 TrajSim_1_9
#> 13 0.4590144-0.2249350i Traj_1 Sim_9 TrajSim_1_9
#> 14 0.4517232-0.2983362i Traj_1 Sim_9 TrajSim_1_9
#> 15 0.4396674-0.3067248i Traj_1 Sim_9 TrajSim_1_9
#> 16 0.4413662-0.2619193i Traj_1 Sim_9 TrajSim_1_9
#> 17 0.4490745-0.2501694i Traj_1 Sim_9 TrajSim_1_9
#> 18 0.4716510-0.2942211i Traj_1 Sim_9 TrajSim_1_9
#> 19 0.4972650-0.2838324i Traj_1 Sim_9 TrajSim_1_9
#> 20 0.4341371-0.2723879i Traj_1 Sim_9 TrajSim_1_9
#> 21 0.5477729-0.4445055i Traj_1 Sim_9 TrajSim_1_9
#> 22 0.4696926-0.3836840i Traj_1 Sim_9 TrajSim_1_9
#> 23 0.4305146-0.2982751i Traj_1 Sim_9 TrajSim_1_9
#> 24 0.3733633-0.2656423i Traj_1 Sim_9 TrajSim_1_9
#> 25 0.4521809-0.2767638i Traj_1 Sim_9 TrajSim_1_9
#> 26 0.4480038-0.2808665i Traj_1 Sim_9 TrajSim_1_9
#> 27 0.5193151-0.3136439i Traj_1 Sim_9 TrajSim_1_9
#> 28 0.4876625-0.2641017i Traj_1 Sim_9 TrajSim_1_9
#> 29 0.4669441-0.2101728i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 0.336000000 1.5600000 0.00 0.00 0.336000000+ 1.5600000i
#> 2 0.416339349 0.9690782 0.02 0.02 0.416339349+ 0.9690782i
#> 3 0.498205317 0.1849799 0.04 0.04 0.498205317+ 0.1849799i
#> 4 0.550740170 -0.4067952 0.06 0.06 0.550740170- 0.4067952i
#> 5 0.566097959 -1.0923008 0.08 0.08 0.566097959- 1.0923008i
#> 6 0.566012178 -1.7511602 0.10 0.10 0.566012178- 1.7511602i
#> 7 0.647633322 -2.3846242 0.12 0.12 0.647633322- 2.3846242i
#> 8 0.686565086 -2.8350266 0.14 0.14 0.686565086- 2.8350266i
#> 9 0.654988213 -3.4463074 0.16 0.16 0.654988213- 3.4463074i
#> 10 0.576587111 -4.0376664 0.18 0.18 0.576587111- 4.0376664i
#> 11 0.527011275 -4.6188682 0.20 0.20 0.527011275- 4.6188682i
#> 12 0.391492957 -5.2283542 0.22 0.22 0.391492957- 5.2283542i
#> 13 0.230314081 -5.8161406 0.24 0.24 0.230314081- 5.8161406i
#> 14 0.030020815 -6.4764341 0.26 0.26 0.030020815- 6.4764341i
#> 15 0.001813848 -6.9396305 0.28 0.28 0.001813848- 6.9396305i
#> 16 -0.061233197 -7.6472904 0.30 0.30 -0.061233197- 7.6472904i
#> 17 -0.041391639 -8.1384506 0.32 0.32 -0.041391639- 8.1384506i
#> 18 0.014253667 -8.8212339 0.34 0.34 0.014253667- 8.8212339i
#> 19 0.034231112 -9.5045902 0.36 0.36 0.034231112- 9.5045902i
#> 20 0.106475042 -10.0551916 0.38 0.38 0.106475042-10.0551916i
#> 21 0.178163655 -10.6364932 0.40 0.40 0.178163655-10.6364932i
#> 22 0.278677056 -11.2051205 0.42 0.42 0.278677056-11.2051205i
#> 23 0.370433641 -11.7120902 0.44 0.44 0.370433641-11.7120902i
#> 24 0.454132142 -12.2927085 0.46 0.46 0.454132142-12.2927085i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000e+00+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 8.033935e-02-0.5909218i Traj_2 Sim_9 TrajSim_2_9
#> 3 8.186597e-02-0.7840983i Traj_2 Sim_9 TrajSim_2_9
#> 4 5.253485e-02-0.5917752i Traj_2 Sim_9 TrajSim_2_9
#> 5 1.535779e-02-0.6855056i Traj_2 Sim_9 TrajSim_2_9
#> 6 -8.578121e-05-0.6588594i Traj_2 Sim_9 TrajSim_2_9
#> 7 8.162114e-02-0.6334640i Traj_2 Sim_9 TrajSim_2_9
#> 8 3.893176e-02-0.4504024i Traj_2 Sim_9 TrajSim_2_9
#> 9 -3.157687e-02-0.6112809i Traj_2 Sim_9 TrajSim_2_9
#> 10 -7.840110e-02-0.5913590i Traj_2 Sim_9 TrajSim_2_9
#> 11 -4.957584e-02-0.5812018i Traj_2 Sim_9 TrajSim_2_9
#> 12 -1.355183e-01-0.6094860i Traj_2 Sim_9 TrajSim_2_9
#> 13 -1.611789e-01-0.5877864i Traj_2 Sim_9 TrajSim_2_9
#> 14 -2.002933e-01-0.6602935i Traj_2 Sim_9 TrajSim_2_9
#> 15 -2.820697e-02-0.4631964i Traj_2 Sim_9 TrajSim_2_9
#> 16 -6.304705e-02-0.7076599i Traj_2 Sim_9 TrajSim_2_9
#> 17 1.984156e-02-0.4911602i Traj_2 Sim_9 TrajSim_2_9
#> 18 5.564531e-02-0.6827833i Traj_2 Sim_9 TrajSim_2_9
#> 19 1.997744e-02-0.6833563i Traj_2 Sim_9 TrajSim_2_9
#> 20 7.224393e-02-0.5506014i Traj_2 Sim_9 TrajSim_2_9
#> 21 7.168861e-02-0.5813016i Traj_2 Sim_9 TrajSim_2_9
#> 22 1.005134e-01-0.5686273i Traj_2 Sim_9 TrajSim_2_9
#> 23 9.175659e-02-0.5069697i Traj_2 Sim_9 TrajSim_2_9
#> 24 8.369850e-02-0.5806182i Traj_2 Sim_9 TrajSim_2_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 0.696000 0.94600000 0.00 0.00 0.696000+0.94600000i
#> 2 1.276114 1.08833984 0.02 0.02 1.276114+1.08833984i
#> 3 1.823492 1.19355793 0.04 0.04 1.823492+1.19355793i
#> 4 2.384151 1.27618920 0.06 0.06 2.384151+1.27618920i
#> 5 2.987521 1.30335409 0.08 0.08 2.987521+1.30335409i
#> 6 3.563798 1.30497590 0.10 0.10 3.563798+1.30497590i
#> 7 4.103306 1.27613902 0.12 0.12 4.103306+1.27613902i
#> 8 4.624656 1.25321740 0.14 0.14 4.624656+1.25321740i
#> 9 5.126020 1.16787722 0.16 0.16 5.126020+1.16787722i
#> 10 5.699471 1.03315943 0.18 0.18 5.699471+1.03315943i
#> 11 6.220241 0.86048763 0.20 0.20 6.220241+0.86048763i
#> 12 6.730939 0.66357049 0.22 0.22 6.730939+0.66357049i
#> 13 7.181875 0.47373306 0.24 0.24 7.181875+0.47373306i
#> 14 7.649496 0.19251522 0.26 0.26 7.649496+0.19251522i
#> 15 8.116457 -0.08212302 0.28 0.28 8.116457-0.08212302i
#> 16 8.566383 -0.31560018 0.30 0.30 8.566383-0.31560018i
#> 17 9.057610 -0.60547668 0.32 0.32 9.057610-0.60547668i
#> 18 9.496114 -0.84862409 0.34 0.34 9.496114-0.84862409i
#> 19 9.934022 -1.07991094 0.36 0.36 9.934022-1.07991094i
#> 20 10.441099 -1.36388360 0.38 0.38 10.441099-1.36388360i
#> 21 10.831960 -1.58130247 0.40 0.40 10.831960-1.58130247i
#> 22 11.327805 -1.82084834 0.42 0.42 11.327805-1.82084834i
#> 23 11.825692 -1.95826069 0.44 0.44 11.825692-1.95826069i
#> 24 12.339898 -2.03500189 0.46 0.46 12.339898-2.03500189i
#> 25 12.883864 -2.12995419 0.48 0.48 12.883864-2.12995419i
#> 26 13.345992 -2.18236761 0.50 0.50 13.345992-2.18236761i
#> 27 13.842943 -2.21871350 0.52 0.52 13.842943-2.21871350i
#> 28 14.328963 -2.29945110 0.54 0.54 14.328963-2.29945110i
#> 29 14.777910 -2.40244763 0.56 0.56 14.777910-2.40244763i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 0.5801137+0.142339837i Traj_1 Sim_10 TrajSim_1_10
#> 3 0.5473778+0.105218088i Traj_1 Sim_10 TrajSim_1_10
#> 4 0.5606598+0.082631274i Traj_1 Sim_10 TrajSim_1_10
#> 5 0.6033701+0.027164892i Traj_1 Sim_10 TrajSim_1_10
#> 6 0.5762769+0.001621808i Traj_1 Sim_10 TrajSim_1_10
#> 7 0.5395073-0.028836882i Traj_1 Sim_10 TrajSim_1_10
#> 8 0.5213508-0.022921620i Traj_1 Sim_10 TrajSim_1_10
#> 9 0.5013639-0.085340179i Traj_1 Sim_10 TrajSim_1_10
#> 10 0.5734504-0.134717784i Traj_1 Sim_10 TrajSim_1_10
#> 11 0.5207698-0.172671801i Traj_1 Sim_10 TrajSim_1_10
#> 12 0.5106989-0.196917145i Traj_1 Sim_10 TrajSim_1_10
#> 13 0.4509354-0.189837430i Traj_1 Sim_10 TrajSim_1_10
#> 14 0.4676215-0.281217839i Traj_1 Sim_10 TrajSim_1_10
#> 15 0.4669610-0.274638242i Traj_1 Sim_10 TrajSim_1_10
#> 16 0.4499254-0.233477156i Traj_1 Sim_10 TrajSim_1_10
#> 17 0.4912272-0.289876502i Traj_1 Sim_10 TrajSim_1_10
#> 18 0.4385037-0.243147404i Traj_1 Sim_10 TrajSim_1_10
#> 19 0.4379079-0.231286857i Traj_1 Sim_10 TrajSim_1_10
#> 20 0.5070772-0.283972660i Traj_1 Sim_10 TrajSim_1_10
#> 21 0.3908613-0.217418863i Traj_1 Sim_10 TrajSim_1_10
#> 22 0.4958451-0.239545879i Traj_1 Sim_10 TrajSim_1_10
#> 23 0.4978863-0.137412342i Traj_1 Sim_10 TrajSim_1_10
#> 24 0.5142062-0.076741200i Traj_1 Sim_10 TrajSim_1_10
#> 25 0.5439664-0.094952301i Traj_1 Sim_10 TrajSim_1_10
#> 26 0.4621282-0.052413420i Traj_1 Sim_10 TrajSim_1_10
#> 27 0.4969508-0.036345892i Traj_1 Sim_10 TrajSim_1_10
#> 28 0.4860202-0.080737604i Traj_1 Sim_10 TrajSim_1_10
#> 29 0.4489468-0.102996523i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.2254093 2.121411 0.02 0.02 0.2254093+ 2.121411i
#> 3 -0.1271935 2.719076 0.04 0.04 -0.1271935+ 2.719076i
#> 4 -0.4477011 3.361834 0.06 0.06 -0.4477011+ 3.361834i
#> 5 -0.6634321 3.974449 0.08 0.08 -0.6634321+ 3.974449i
#> 6 -0.8988578 4.556410 0.10 0.10 -0.8988578+ 4.556410i
#> 7 -1.1106269 4.968856 0.12 0.12 -1.1106269+ 4.968856i
#> 8 -1.3610128 5.458167 0.14 0.14 -1.3610128+ 5.458167i
#> 9 -1.7360429 5.996951 0.16 0.16 -1.7360429+ 5.996951i
#> 10 -2.0240946 6.431905 0.18 0.18 -2.0240946+ 6.431905i
#> 11 -2.2652517 6.935584 0.20 0.20 -2.2652517+ 6.935584i
#> 12 -2.5225166 7.604417 0.22 0.22 -2.5225166+ 7.604417i
#> 13 -2.7785350 8.238115 0.24 0.24 -2.7785350+ 8.238115i
#> 14 -3.0496790 8.774143 0.26 0.26 -3.0496790+ 8.774143i
#> 15 -3.3139891 9.362726 0.28 0.28 -3.3139891+ 9.362726i
#> 16 -3.5383236 9.843006 0.30 0.30 -3.5383236+ 9.843006i
#> 17 -3.7938792 10.394795 0.32 0.32 -3.7938792+10.394795i
#> 18 -3.9935124 11.034522 0.34 0.34 -3.9935124+11.034522i
#> 19 -4.2609112 11.805229 0.36 0.36 -4.2609112+11.805229i
#> 20 -4.3964963 12.454349 0.38 0.38 -4.3964963+12.454349i
#> 21 -4.6068453 13.102485 0.40 0.40 -4.6068453+13.102485i
#> 22 -4.8003800 13.681657 0.42 0.42 -4.8003800+13.681657i
#> 23 -5.1070251 14.382038 0.44 0.44 -5.1070251+14.382038i
#> 24 -5.4065313 14.839297 0.46 0.46 -5.4065313+14.839297i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 -0.1105907+0.5614107i Traj_2 Sim_10 TrajSim_2_10
#> 3 -0.3526028+0.5976649i Traj_2 Sim_10 TrajSim_2_10
#> 4 -0.3205076+0.6427579i Traj_2 Sim_10 TrajSim_2_10
#> 5 -0.2157311+0.6126151i Traj_2 Sim_10 TrajSim_2_10
#> 6 -0.2354256+0.5819613i Traj_2 Sim_10 TrajSim_2_10
#> 7 -0.2117691+0.4124461i Traj_2 Sim_10 TrajSim_2_10
#> 8 -0.2503859+0.4893107i Traj_2 Sim_10 TrajSim_2_10
#> 9 -0.3750301+0.5387843i Traj_2 Sim_10 TrajSim_2_10
#> 10 -0.2880517+0.4349544i Traj_2 Sim_10 TrajSim_2_10
#> 11 -0.2411571+0.5036782i Traj_2 Sim_10 TrajSim_2_10
#> 12 -0.2572649+0.6688333i Traj_2 Sim_10 TrajSim_2_10
#> 13 -0.2560184+0.6336977i Traj_2 Sim_10 TrajSim_2_10
#> 14 -0.2711440+0.5360286i Traj_2 Sim_10 TrajSim_2_10
#> 15 -0.2643101+0.5885823i Traj_2 Sim_10 TrajSim_2_10
#> 16 -0.2243345+0.4802808i Traj_2 Sim_10 TrajSim_2_10
#> 17 -0.2555557+0.5517883i Traj_2 Sim_10 TrajSim_2_10
#> 18 -0.1996331+0.6397276i Traj_2 Sim_10 TrajSim_2_10
#> 19 -0.2673988+0.7707070i Traj_2 Sim_10 TrajSim_2_10
#> 20 -0.1355851+0.6491198i Traj_2 Sim_10 TrajSim_2_10
#> 21 -0.2103489+0.6481359i Traj_2 Sim_10 TrajSim_2_10
#> 22 -0.1935348+0.5791716i Traj_2 Sim_10 TrajSim_2_10
#> 23 -0.3066451+0.7003815i Traj_2 Sim_10 TrajSim_2_10
#> 24 -0.2995062+0.4572589i Traj_2 Sim_10 TrajSim_2_10
sim_directed_paluxy <- simulate_track(PaluxyRiver, nsim = 100, model = "Directed")
print(sim_directed_paluxy[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6682904 1.476697 0.02 0.02 0.6682904+ 1.476697i
#> 3 0.7067408 2.015307 0.04 0.04 0.7067408+ 2.015307i
#> 4 0.8392768 2.560941 0.06 0.06 0.8392768+ 2.560941i
#> 5 0.7745449 3.150705 0.08 0.08 0.7745449+ 3.150705i
#> 6 0.7301868 3.651383 0.10 0.10 0.7301868+ 3.651383i
#> 7 0.7915947 4.222298 0.12 0.12 0.7915947+ 4.222298i
#> 8 0.7992874 4.769502 0.14 0.14 0.7992874+ 4.769502i
#> 9 0.9348159 5.274143 0.16 0.16 0.9348159+ 5.274143i
#> 10 1.0218652 5.773669 0.18 0.18 1.0218652+ 5.773669i
#> 11 1.0371798 6.330508 0.20 0.20 1.0371798+ 6.330508i
#> 12 1.1079095 6.810149 0.22 0.22 1.1079095+ 6.810149i
#> 13 1.1259080 7.255916 0.24 0.24 1.1259080+ 7.255916i
#> 14 1.3423152 7.754366 0.26 0.26 1.3423152+ 7.754366i
#> 15 1.3440455 8.244898 0.28 0.28 1.3440455+ 8.244898i
#> 16 1.3133893 8.781438 0.30 0.30 1.3133893+ 8.781438i
#> 17 1.4671684 9.265335 0.32 0.32 1.4671684+ 9.265335i
#> 18 1.4952555 9.869828 0.34 0.34 1.4952555+ 9.869828i
#> 19 1.5257501 10.439839 0.36 0.36 1.5257501+10.439839i
#> 20 1.6509435 10.935369 0.38 0.38 1.6509435+10.935369i
#> 21 1.6820544 11.521212 0.40 0.40 1.6820544+11.521212i
#> 22 1.7069306 12.118979 0.42 0.42 1.7069306+12.118979i
#> 23 1.7726211 12.585771 0.44 0.44 1.7726211+12.585771i
#> 24 1.7326775 13.037635 0.46 0.46 1.7326775+13.037635i
#> 25 1.6658373 13.561759 0.48 0.48 1.6658373+13.561759i
#> 26 1.7909662 14.050895 0.50 0.50 1.7909662+14.050895i
#> 27 1.8272876 14.576093 0.52 0.52 1.8272876+14.576093i
#> 28 1.9111812 15.073468 0.54 0.54 1.9111812+15.073468i
#> 29 2.0500132 15.652061 0.56 0.56 2.0500132+15.652061i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 -0.027709563+0.5306970i Traj_1 Sim_1 TrajSim_1_1
#> 3 0.038450385+0.5386104i Traj_1 Sim_1 TrajSim_1_1
#> 4 0.132536009+0.5456340i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.064731922+0.5897640i Traj_1 Sim_1 TrajSim_1_1
#> 6 -0.044358117+0.5006775i Traj_1 Sim_1 TrajSim_1_1
#> 7 0.061407918+0.5709153i Traj_1 Sim_1 TrajSim_1_1
#> 8 0.007692672+0.5472041i Traj_1 Sim_1 TrajSim_1_1
#> 9 0.135528493+0.5046411i Traj_1 Sim_1 TrajSim_1_1
#> 10 0.087049368+0.4995259i Traj_1 Sim_1 TrajSim_1_1
#> 11 0.015314572+0.5568391i Traj_1 Sim_1 TrajSim_1_1
#> 12 0.070729698+0.4796408i Traj_1 Sim_1 TrajSim_1_1
#> 13 0.017998511+0.4457665i Traj_1 Sim_1 TrajSim_1_1
#> 14 0.216407172+0.4984500i Traj_1 Sim_1 TrajSim_1_1
#> 15 0.001730295+0.4905325i Traj_1 Sim_1 TrajSim_1_1
#> 16 -0.030656203+0.5365398i Traj_1 Sim_1 TrajSim_1_1
#> 17 0.153779147+0.4838970i Traj_1 Sim_1 TrajSim_1_1
#> 18 0.028087102+0.6044931i Traj_1 Sim_1 TrajSim_1_1
#> 19 0.030494606+0.5700107i Traj_1 Sim_1 TrajSim_1_1
#> 20 0.125193366+0.4955303i Traj_1 Sim_1 TrajSim_1_1
#> 21 0.031110909+0.5858430i Traj_1 Sim_1 TrajSim_1_1
#> 22 0.024876180+0.5977666i Traj_1 Sim_1 TrajSim_1_1
#> 23 0.065690487+0.4667924i Traj_1 Sim_1 TrajSim_1_1
#> 24 -0.039943621+0.4518638i Traj_1 Sim_1 TrajSim_1_1
#> 25 -0.066840136+0.5241240i Traj_1 Sim_1 TrajSim_1_1
#> 26 0.125128873+0.4891363i Traj_1 Sim_1 TrajSim_1_1
#> 27 0.036321349+0.5251982i Traj_1 Sim_1 TrajSim_1_1
#> 28 0.083893651+0.4973748i Traj_1 Sim_1 TrajSim_1_1
#> 29 0.138831992+0.5785933i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4256886 2.082195 0.02 0.02 0.4256886+ 2.082195i
#> 3 0.4222849 2.690335 0.04 0.04 0.4222849+ 2.690335i
#> 4 0.4848798 3.280480 0.06 0.06 0.4848798+ 3.280480i
#> 5 0.4590727 3.934886 0.08 0.08 0.4590727+ 3.934886i
#> 6 0.5210417 4.398245 0.10 0.10 0.5210417+ 4.398245i
#> 7 0.6540011 5.052136 0.12 0.12 0.6540011+ 5.052136i
#> 8 0.6698988 5.656748 0.14 0.14 0.6698988+ 5.656748i
#> 9 0.7098134 6.250702 0.16 0.16 0.7098134+ 6.250702i
#> 10 0.8991169 6.805888 0.18 0.18 0.8991169+ 6.805888i
#> 11 0.8194974 7.385011 0.20 0.20 0.8194974+ 7.385011i
#> 12 0.8586127 8.020863 0.22 0.22 0.8586127+ 8.020863i
#> 13 0.9580738 8.673257 0.24 0.24 0.9580738+ 8.673257i
#> 14 1.0516185 9.375597 0.26 0.26 1.0516185+ 9.375597i
#> 15 0.9686348 9.971310 0.28 0.28 0.9686348+ 9.971310i
#> 16 1.0430838 10.633046 0.30 0.30 1.0430838+10.633046i
#> 17 1.1062306 11.346167 0.32 0.32 1.1062306+11.346167i
#> 18 1.2460751 11.930337 0.34 0.34 1.2460751+11.930337i
#> 19 1.4640832 12.489574 0.36 0.36 1.4640832+12.489574i
#> 20 1.4885938 13.236166 0.38 0.38 1.4885938+13.236166i
#> 21 1.5594673 13.956914 0.40 0.40 1.5594673+13.956914i
#> 22 1.8261866 14.540439 0.42 0.42 1.8261866+14.540439i
#> 23 1.9002434 15.106411 0.44 0.44 1.9002434+15.106411i
#> 24 2.1079350 15.710323 0.46 0.46 2.1079350+15.710323i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 0.089688557+0.5221947i Traj_2 Sim_1 TrajSim_2_1
#> 3 -0.003403613+0.6081404i Traj_2 Sim_1 TrajSim_2_1
#> 4 0.062594814+0.5901450i Traj_2 Sim_1 TrajSim_2_1
#> 5 -0.025807077+0.6544057i Traj_2 Sim_1 TrajSim_2_1
#> 6 0.061969017+0.4633590i Traj_2 Sim_1 TrajSim_2_1
#> 7 0.132959408+0.6538910i Traj_2 Sim_1 TrajSim_2_1
#> 8 0.015897721+0.6046119i Traj_2 Sim_1 TrajSim_2_1
#> 9 0.039914544+0.5939545i Traj_2 Sim_1 TrajSim_2_1
#> 10 0.189303576+0.5551857i Traj_2 Sim_1 TrajSim_2_1
#> 11 -0.079619521+0.5791233i Traj_2 Sim_1 TrajSim_2_1
#> 12 0.039115279+0.6358515i Traj_2 Sim_1 TrajSim_2_1
#> 13 0.099461084+0.6523947i Traj_2 Sim_1 TrajSim_2_1
#> 14 0.093544727+0.7023400i Traj_2 Sim_1 TrajSim_2_1
#> 15 -0.082983696+0.5957125i Traj_2 Sim_1 TrajSim_2_1
#> 16 0.074448966+0.6617367i Traj_2 Sim_1 TrajSim_2_1
#> 17 0.063146786+0.7131209i Traj_2 Sim_1 TrajSim_2_1
#> 18 0.139844571+0.5841700i Traj_2 Sim_1 TrajSim_2_1
#> 19 0.218008105+0.5592368i Traj_2 Sim_1 TrajSim_2_1
#> 20 0.024510525+0.7465921i Traj_2 Sim_1 TrajSim_2_1
#> 21 0.070873502+0.7207483i Traj_2 Sim_1 TrajSim_2_1
#> 22 0.266719296+0.5835250i Traj_2 Sim_1 TrajSim_2_1
#> 23 0.074056826+0.5659712i Traj_2 Sim_1 TrajSim_2_1
#> 24 0.207691641+0.6039120i Traj_2 Sim_1 TrajSim_2_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8353093 1.486699 0.02 0.02 0.8353093+ 1.486699i
#> 3 0.9704227 1.999266 0.04 0.04 0.9704227+ 1.999266i
#> 4 1.0525163 2.501311 0.06 0.06 1.0525163+ 2.501311i
#> 5 0.9589616 3.069487 0.08 0.08 0.9589616+ 3.069487i
#> 6 0.9877171 3.650427 0.10 0.10 0.9877171+ 3.650427i
#> 7 0.9400914 4.142595 0.12 0.12 0.9400914+ 4.142595i
#> 8 1.0691735 4.727791 0.14 0.14 1.0691735+ 4.727791i
#> 9 1.0794687 5.251844 0.16 0.16 1.0794687+ 5.251844i
#> 10 1.3304182 5.810847 0.18 0.18 1.3304182+ 5.810847i
#> 11 1.3027546 6.458839 0.20 0.20 1.3027546+ 6.458839i
#> 12 1.3091211 7.122557 0.22 0.22 1.3091211+ 7.122557i
#> 13 1.4114611 7.655291 0.24 0.24 1.4114611+ 7.655291i
#> 14 1.4341755 8.205759 0.26 0.26 1.4341755+ 8.205759i
#> 15 1.4820965 8.647481 0.28 0.28 1.4820965+ 8.647481i
#> 16 1.5482834 9.187625 0.30 0.30 1.5482834+ 9.187625i
#> 17 1.5595274 9.771137 0.32 0.32 1.5595274+ 9.771137i
#> 18 1.7792103 10.281955 0.34 0.34 1.7792103+10.281955i
#> 19 1.7335991 10.830584 0.36 0.36 1.7335991+10.830584i
#> 20 1.6014930 11.329137 0.38 0.38 1.6014930+11.329137i
#> 21 1.6826812 11.889523 0.40 0.40 1.6826812+11.889523i
#> 22 1.7096739 12.414916 0.42 0.42 1.7096739+12.414916i
#> 23 1.8459743 12.954296 0.44 0.44 1.8459743+12.954296i
#> 24 2.0275638 13.473624 0.46 0.46 2.0275638+13.473624i
#> 25 1.9725871 14.109222 0.48 0.48 1.9725871+14.109222i
#> 26 2.0977125 14.599718 0.50 0.50 2.0977125+14.599718i
#> 27 2.2863022 15.094165 0.52 0.52 2.2863022+15.094165i
#> 28 2.4022173 15.680261 0.54 0.54 2.4022173+15.680261i
#> 29 2.3444485 16.192448 0.56 0.56 2.3444485+16.192448i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 0.139309257+0.5406988i Traj_1 Sim_2 TrajSim_1_2
#> 3 0.135113484+0.5125668i Traj_1 Sim_2 TrajSim_1_2
#> 4 0.082093600+0.5020458i Traj_1 Sim_2 TrajSim_1_2
#> 5 -0.093554696+0.5681758i Traj_1 Sim_2 TrajSim_1_2
#> 6 0.028755437+0.5809400i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.047625659+0.4921683i Traj_1 Sim_2 TrajSim_1_2
#> 8 0.129082058+0.5851958i Traj_1 Sim_2 TrajSim_1_2
#> 9 0.010295179+0.5240531i Traj_1 Sim_2 TrajSim_1_2
#> 10 0.250949525+0.5590029i Traj_1 Sim_2 TrajSim_1_2
#> 11 -0.027663605+0.6479921i Traj_1 Sim_2 TrajSim_1_2
#> 12 0.006366543+0.6637180i Traj_1 Sim_2 TrajSim_1_2
#> 13 0.102339995+0.5327341i Traj_1 Sim_2 TrajSim_1_2
#> 14 0.022714399+0.5504679i Traj_1 Sim_2 TrajSim_1_2
#> 15 0.047921010+0.4417217i Traj_1 Sim_2 TrajSim_1_2
#> 16 0.066186835+0.5401438i Traj_1 Sim_2 TrajSim_1_2
#> 17 0.011244075+0.5835118i Traj_1 Sim_2 TrajSim_1_2
#> 18 0.219682890+0.5108179i Traj_1 Sim_2 TrajSim_1_2
#> 19 -0.045611275+0.5486291i Traj_1 Sim_2 TrajSim_1_2
#> 20 -0.132106064+0.4985537i Traj_1 Sim_2 TrajSim_1_2
#> 21 0.081188226+0.5603854i Traj_1 Sim_2 TrajSim_1_2
#> 22 0.026992700+0.5253931i Traj_1 Sim_2 TrajSim_1_2
#> 23 0.136300431+0.5393802i Traj_1 Sim_2 TrajSim_1_2
#> 24 0.181589473+0.5193281i Traj_1 Sim_2 TrajSim_1_2
#> 25 -0.054976696+0.6355976i Traj_1 Sim_2 TrajSim_1_2
#> 26 0.125125336+0.4904962i Traj_1 Sim_2 TrajSim_1_2
#> 27 0.188589781+0.4944466i Traj_1 Sim_2 TrajSim_1_2
#> 28 0.115915084+0.5860962i Traj_1 Sim_2 TrajSim_1_2
#> 29 -0.057768809+0.5121873i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4844790 2.104409 0.02 0.02 0.4844790+ 2.104409i
#> 3 0.4965585 2.634154 0.04 0.04 0.4965585+ 2.634154i
#> 4 0.4656436 3.157895 0.06 0.06 0.4656436+ 3.157895i
#> 5 0.3711504 3.782620 0.08 0.08 0.3711504+ 3.782620i
#> 6 0.4797794 4.555343 0.10 0.10 0.4797794+ 4.555343i
#> 7 0.6419360 5.190109 0.12 0.12 0.6419360+ 5.190109i
#> 8 0.6581223 5.859084 0.14 0.14 0.6581223+ 5.859084i
#> 9 0.8091015 6.409942 0.16 0.16 0.8091015+ 6.409942i
#> 10 0.9927253 6.913476 0.18 0.18 0.9927253+ 6.913476i
#> 11 1.0200976 7.685677 0.20 0.20 1.0200976+ 7.685677i
#> 12 1.1297688 8.328048 0.22 0.22 1.1297688+ 8.328048i
#> 13 1.1825389 8.946933 0.24 0.24 1.1825389+ 8.946933i
#> 14 1.2284505 9.587174 0.26 0.26 1.2284505+ 9.587174i
#> 15 1.1814979 10.111252 0.28 0.28 1.1814979+10.111252i
#> 16 1.2690429 10.617572 0.30 0.30 1.2690429+10.617572i
#> 17 1.2510089 11.084399 0.32 0.32 1.2510089+11.084399i
#> 18 1.2781633 11.700269 0.34 0.34 1.2781633+11.700269i
#> 19 1.2753736 12.287664 0.36 0.36 1.2753736+12.287664i
#> 20 1.3246739 12.933572 0.38 0.38 1.3246739+12.933572i
#> 21 1.3570761 13.258926 0.40 0.40 1.3570761+13.258926i
#> 22 1.4966343 13.818159 0.42 0.42 1.4966343+13.818159i
#> 23 1.5968905 14.270073 0.44 0.44 1.5968905+14.270073i
#> 24 1.6878662 14.766014 0.46 0.46 1.6878662+14.766014i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 0.148478979+0.5444090i Traj_2 Sim_2 TrajSim_2_2
#> 3 0.012079490+0.5297455i Traj_2 Sim_2 TrajSim_2_2
#> 4 -0.030914878+0.5237405i Traj_2 Sim_2 TrajSim_2_2
#> 5 -0.094493159+0.6247249i Traj_2 Sim_2 TrajSim_2_2
#> 6 0.108629003+0.7727228i Traj_2 Sim_2 TrajSim_2_2
#> 7 0.162156578+0.6347664i Traj_2 Sim_2 TrajSim_2_2
#> 8 0.016186322+0.6689747i Traj_2 Sim_2 TrajSim_2_2
#> 9 0.150979138+0.5508579i Traj_2 Sim_2 TrajSim_2_2
#> 10 0.183623824+0.5035346i Traj_2 Sim_2 TrajSim_2_2
#> 11 0.027372256+0.7722005i Traj_2 Sim_2 TrajSim_2_2
#> 12 0.109671293+0.6423708i Traj_2 Sim_2 TrajSim_2_2
#> 13 0.052770012+0.6188852i Traj_2 Sim_2 TrajSim_2_2
#> 14 0.045911628+0.6402416i Traj_2 Sim_2 TrajSim_2_2
#> 15 -0.046952629+0.5240776i Traj_2 Sim_2 TrajSim_2_2
#> 16 0.087545068+0.5063201i Traj_2 Sim_2 TrajSim_2_2
#> 17 -0.018034047+0.4668271i Traj_2 Sim_2 TrajSim_2_2
#> 18 0.027154455+0.6158699i Traj_2 Sim_2 TrajSim_2_2
#> 19 -0.002789753+0.5873948i Traj_2 Sim_2 TrajSim_2_2
#> 20 0.049300348+0.6459078i Traj_2 Sim_2 TrajSim_2_2
#> 21 0.032402129+0.3253543i Traj_2 Sim_2 TrajSim_2_2
#> 22 0.139558238+0.5592331i Traj_2 Sim_2 TrajSim_2_2
#> 23 0.100256173+0.4519142i Traj_2 Sim_2 TrajSim_2_2
#> 24 0.090975729+0.4959408i Traj_2 Sim_2 TrajSim_2_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7456712 1.491976 0.02 0.02 0.7456712+ 1.491976i
#> 3 0.7847286 2.034510 0.04 0.04 0.7847286+ 2.034510i
#> 4 0.8566750 2.506121 0.06 0.06 0.8566750+ 2.506121i
#> 5 1.0255712 2.968516 0.08 0.08 1.0255712+ 2.968516i
#> 6 0.9957844 3.557917 0.10 0.10 0.9957844+ 3.557917i
#> 7 1.0965117 4.112140 0.12 0.12 1.0965117+ 4.112140i
#> 8 1.1925783 4.591242 0.14 0.14 1.1925783+ 4.591242i
#> 9 1.2861563 5.154186 0.16 0.16 1.2861563+ 5.154186i
#> 10 1.3606720 5.701849 0.18 0.18 1.3606720+ 5.701849i
#> 11 1.5348568 6.214671 0.20 0.20 1.5348568+ 6.214671i
#> 12 1.5330827 6.704217 0.22 0.22 1.5330827+ 6.704217i
#> 13 1.4435068 7.252553 0.24 0.24 1.4435068+ 7.252553i
#> 14 1.5633656 7.860599 0.26 0.26 1.5633656+ 7.860599i
#> 15 1.5904736 8.429832 0.28 0.28 1.5904736+ 8.429832i
#> 16 1.6461607 8.949399 0.30 0.30 1.6461607+ 8.949399i
#> 17 1.6651474 9.494532 0.32 0.32 1.6651474+ 9.494532i
#> 18 1.7732638 9.979955 0.34 0.34 1.7732638+ 9.979955i
#> 19 1.7585911 10.435865 0.36 0.36 1.7585911+10.435865i
#> 20 1.8897918 11.031953 0.38 0.38 1.8897918+11.031953i
#> 21 1.9614212 11.593791 0.40 0.40 1.9614212+11.593791i
#> 22 2.1107658 12.206042 0.42 0.42 2.1107658+12.206042i
#> 23 2.2986455 12.772683 0.44 0.44 2.2986455+12.772683i
#> 24 2.3187476 13.279423 0.46 0.46 2.3187476+13.279423i
#> 25 2.2848414 13.817051 0.48 0.48 2.2848414+13.817051i
#> 26 2.2790054 14.236533 0.50 0.50 2.2790054+14.236533i
#> 27 2.3509801 14.674302 0.52 0.52 2.3509801+14.674302i
#> 28 2.4411581 15.144503 0.54 0.54 2.4411581+15.144503i
#> 29 2.5616488 15.621214 0.56 0.56 2.5616488+15.621214i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 0.049671186+0.5459757i Traj_1 Sim_3 TrajSim_1_3
#> 3 0.039057407+0.5425346i Traj_1 Sim_3 TrajSim_1_3
#> 4 0.071946393+0.4716111i Traj_1 Sim_3 TrajSim_1_3
#> 5 0.168896214+0.4623946i Traj_1 Sim_3 TrajSim_1_3
#> 6 -0.029786815+0.5894009i Traj_1 Sim_3 TrajSim_1_3
#> 7 0.100727347+0.5542233i Traj_1 Sim_3 TrajSim_1_3
#> 8 0.096066589+0.4791022i Traj_1 Sim_3 TrajSim_1_3
#> 9 0.093577960+0.5629434i Traj_1 Sim_3 TrajSim_1_3
#> 10 0.074515696+0.5476634i Traj_1 Sim_3 TrajSim_1_3
#> 11 0.174184796+0.5128218i Traj_1 Sim_3 TrajSim_1_3
#> 12 -0.001774071+0.4895457i Traj_1 Sim_3 TrajSim_1_3
#> 13 -0.089575888+0.5483360i Traj_1 Sim_3 TrajSim_1_3
#> 14 0.119858820+0.6080460i Traj_1 Sim_3 TrajSim_1_3
#> 15 0.027107998+0.5692335i Traj_1 Sim_3 TrajSim_1_3
#> 16 0.055687066+0.5195671i Traj_1 Sim_3 TrajSim_1_3
#> 17 0.018986738+0.5451324i Traj_1 Sim_3 TrajSim_1_3
#> 18 0.108116355+0.4854235i Traj_1 Sim_3 TrajSim_1_3
#> 19 -0.014672670+0.4559099i Traj_1 Sim_3 TrajSim_1_3
#> 20 0.131200660+0.5960881i Traj_1 Sim_3 TrajSim_1_3
#> 21 0.071629392+0.5618377i Traj_1 Sim_3 TrajSim_1_3
#> 22 0.149344584+0.6122515i Traj_1 Sim_3 TrajSim_1_3
#> 23 0.187879751+0.5666405i Traj_1 Sim_3 TrajSim_1_3
#> 24 0.020102043+0.5067398i Traj_1 Sim_3 TrajSim_1_3
#> 25 -0.033906199+0.5376280i Traj_1 Sim_3 TrajSim_1_3
#> 26 -0.005835931+0.4194827i Traj_1 Sim_3 TrajSim_1_3
#> 27 0.071974661+0.4377690i Traj_1 Sim_3 TrajSim_1_3
#> 28 0.090178005+0.4702006i Traj_1 Sim_3 TrajSim_1_3
#> 29 0.120490731+0.4767116i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5071626 2.159522 0.02 0.02 0.5071626+ 2.159522i
#> 3 0.5976384 2.615854 0.04 0.04 0.5976384+ 2.615854i
#> 4 0.9068247 3.116690 0.06 0.06 0.9068247+ 3.116690i
#> 5 0.7974368 3.872942 0.08 0.08 0.7974368+ 3.872942i
#> 6 0.8232321 4.370180 0.10 0.10 0.8232321+ 4.370180i
#> 7 0.8485284 4.956656 0.12 0.12 0.8485284+ 4.956656i
#> 8 0.9925778 5.625030 0.14 0.14 0.9925778+ 5.625030i
#> 9 0.9134398 6.201500 0.16 0.16 0.9134398+ 6.201500i
#> 10 1.0507140 6.864035 0.18 0.18 1.0507140+ 6.864035i
#> 11 1.0448063 7.410905 0.20 0.20 1.0448063+ 7.410905i
#> 12 1.1023780 8.149388 0.22 0.22 1.1023780+ 8.149388i
#> 13 1.2497441 8.732683 0.24 0.24 1.2497441+ 8.732683i
#> 14 1.3323703 9.307939 0.26 0.26 1.3323703+ 9.307939i
#> 15 1.5596353 9.978588 0.28 0.28 1.5596353+ 9.978588i
#> 16 1.4746573 10.629260 0.30 0.30 1.4746573+10.629260i
#> 17 1.6273263 11.113005 0.32 0.32 1.6273263+11.113005i
#> 18 1.6118457 11.700019 0.34 0.34 1.6118457+11.700019i
#> 19 1.7047626 12.262596 0.36 0.36 1.7047626+12.262596i
#> 20 1.7607513 12.745497 0.38 0.38 1.7607513+12.745497i
#> 21 1.9262884 13.389521 0.40 0.40 1.9262884+13.389521i
#> 22 1.8160538 14.061369 0.42 0.42 1.8160538+14.061369i
#> 23 1.9305002 14.688345 0.44 0.44 1.9305002+14.688345i
#> 24 1.9139903 15.103331 0.46 0.46 1.9139903+15.103331i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 0.171162623+0.5995221i Traj_2 Sim_3 TrajSim_2_3
#> 3 0.090475763+0.4563321i Traj_2 Sim_3 TrajSim_2_3
#> 4 0.309186311+0.5008354i Traj_2 Sim_3 TrajSim_2_3
#> 5 -0.109387910+0.7562523i Traj_2 Sim_3 TrajSim_2_3
#> 6 0.025795346+0.4972381i Traj_2 Sim_3 TrajSim_2_3
#> 7 0.025296311+0.5864756i Traj_2 Sim_3 TrajSim_2_3
#> 8 0.144049385+0.6683746i Traj_2 Sim_3 TrajSim_2_3
#> 9 -0.079138003+0.5764696i Traj_2 Sim_3 TrajSim_2_3
#> 10 0.137274149+0.6625350i Traj_2 Sim_3 TrajSim_2_3
#> 11 -0.005907705+0.5468699i Traj_2 Sim_3 TrajSim_2_3
#> 12 0.057571778+0.7384829i Traj_2 Sim_3 TrajSim_2_3
#> 13 0.147366054+0.5832951i Traj_2 Sim_3 TrajSim_2_3
#> 14 0.082626149+0.5752564i Traj_2 Sim_3 TrajSim_2_3
#> 15 0.227265018+0.6706493i Traj_2 Sim_3 TrajSim_2_3
#> 16 -0.084977979+0.6506718i Traj_2 Sim_3 TrajSim_2_3
#> 17 0.152669051+0.4837445i Traj_2 Sim_3 TrajSim_2_3
#> 18 -0.015480608+0.5870141i Traj_2 Sim_3 TrajSim_2_3
#> 19 0.092916865+0.5625776i Traj_2 Sim_3 TrajSim_2_3
#> 20 0.055988660+0.4829006i Traj_2 Sim_3 TrajSim_2_3
#> 21 0.165537179+0.6440239i Traj_2 Sim_3 TrajSim_2_3
#> 22 -0.110234686+0.6718484i Traj_2 Sim_3 TrajSim_2_3
#> 23 0.114446425+0.6269759i Traj_2 Sim_3 TrajSim_2_3
#> 24 -0.016509912+0.4149863i Traj_2 Sim_3 TrajSim_2_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.9097322 1.462109 0.02 0.02 0.9097322+ 1.462109i
#> 3 0.9357529 1.978340 0.04 0.04 0.9357529+ 1.978340i
#> 4 0.9708535 2.562905 0.06 0.06 0.9708535+ 2.562905i
#> 5 1.0327321 3.148941 0.08 0.08 1.0327321+ 3.148941i
#> 6 1.0088570 3.711557 0.10 0.10 1.0088570+ 3.711557i
#> 7 1.0482495 4.184894 0.12 0.12 1.0482495+ 4.184894i
#> 8 1.0950393 4.627497 0.14 0.14 1.0950393+ 4.627497i
#> 9 1.1860031 5.231985 0.16 0.16 1.1860031+ 5.231985i
#> 10 1.2480542 5.794917 0.18 0.18 1.2480542+ 5.794917i
#> 11 1.2950945 6.323541 0.20 0.20 1.2950945+ 6.323541i
#> 12 1.0884529 6.855176 0.22 0.22 1.0884529+ 6.855176i
#> 13 1.1748980 7.330837 0.24 0.24 1.1748980+ 7.330837i
#> 14 1.2394500 7.858313 0.26 0.26 1.2394500+ 7.858313i
#> 15 1.2336236 8.411714 0.28 0.28 1.2336236+ 8.411714i
#> 16 1.3025077 8.971858 0.30 0.30 1.3025077+ 8.971858i
#> 17 1.5071763 9.487018 0.32 0.32 1.5071763+ 9.487018i
#> 18 1.5593634 9.923715 0.34 0.34 1.5593634+ 9.923715i
#> 19 1.5210876 10.495408 0.36 0.36 1.5210876+10.495408i
#> 20 1.4871837 10.969283 0.38 0.38 1.4871837+10.969283i
#> 21 1.6015681 11.530739 0.40 0.40 1.6015681+11.530739i
#> 22 1.6193901 12.085364 0.42 0.42 1.6193901+12.085364i
#> 23 1.5975614 12.557893 0.44 0.44 1.5975614+12.557893i
#> 24 1.8088416 13.065165 0.46 0.46 1.8088416+13.065165i
#> 25 1.7253940 13.529254 0.48 0.48 1.7253940+13.529254i
#> 26 1.7160693 14.158195 0.50 0.50 1.7160693+14.158195i
#> 27 1.7288583 14.684448 0.52 0.52 1.7288583+14.684448i
#> 28 1.7572770 15.255406 0.54 0.54 1.7572770+15.255406i
#> 29 1.8098438 15.728133 0.56 0.56 1.8098438+15.728133i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 0.213732181+0.5161092i Traj_1 Sim_4 TrajSim_1_4
#> 3 0.026020698+0.5162306i Traj_1 Sim_4 TrajSim_1_4
#> 4 0.035100615+0.5845652i Traj_1 Sim_4 TrajSim_1_4
#> 5 0.061878575+0.5860358i Traj_1 Sim_4 TrajSim_1_4
#> 6 -0.023875054+0.5626160i Traj_1 Sim_4 TrajSim_1_4
#> 7 0.039392524+0.4733372i Traj_1 Sim_4 TrajSim_1_4
#> 8 0.046789752+0.4426025i Traj_1 Sim_4 TrajSim_1_4
#> 9 0.090963802+0.6044880i Traj_1 Sim_4 TrajSim_1_4
#> 10 0.062051095+0.5629328i Traj_1 Sim_4 TrajSim_1_4
#> 11 0.047040331+0.5286238i Traj_1 Sim_4 TrajSim_1_4
#> 12 -0.206641661+0.5316352i Traj_1 Sim_4 TrajSim_1_4
#> 13 0.086445158+0.4756610i Traj_1 Sim_4 TrajSim_1_4
#> 14 0.064551947+0.5274761i Traj_1 Sim_4 TrajSim_1_4
#> 15 -0.005826376+0.5534003i Traj_1 Sim_4 TrajSim_1_4
#> 16 0.068884138+0.5601448i Traj_1 Sim_4 TrajSim_1_4
#> 17 0.204668531+0.5151591i Traj_1 Sim_4 TrajSim_1_4
#> 18 0.052187119+0.4366976i Traj_1 Sim_4 TrajSim_1_4
#> 19 -0.038275787+0.5716928i Traj_1 Sim_4 TrajSim_1_4
#> 20 -0.033903854+0.4738749i Traj_1 Sim_4 TrajSim_1_4
#> 21 0.114384351+0.5614562i Traj_1 Sim_4 TrajSim_1_4
#> 22 0.017822064+0.5546249i Traj_1 Sim_4 TrajSim_1_4
#> 23 -0.021828777+0.4725293i Traj_1 Sim_4 TrajSim_1_4
#> 24 0.211280197+0.5072718i Traj_1 Sim_4 TrajSim_1_4
#> 25 -0.083447525+0.4640894i Traj_1 Sim_4 TrajSim_1_4
#> 26 -0.009324708+0.6289409i Traj_1 Sim_4 TrajSim_1_4
#> 27 0.012789012+0.5262526i Traj_1 Sim_4 TrajSim_1_4
#> 28 0.028418675+0.5709578i Traj_1 Sim_4 TrajSim_1_4
#> 29 0.052566819+0.4727276i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3949270 2.210074 0.02 0.02 0.3949270+ 2.210074i
#> 3 0.4217934 2.815872 0.04 0.04 0.4217934+ 2.815872i
#> 4 0.4343243 3.401392 0.06 0.06 0.4343243+ 3.401392i
#> 5 0.6282903 4.098577 0.08 0.08 0.6282903+ 4.098577i
#> 6 0.6444727 4.853081 0.10 0.10 0.6444727+ 4.853081i
#> 7 0.6566564 5.470214 0.12 0.12 0.6566564+ 5.470214i
#> 8 0.7644824 6.031593 0.14 0.14 0.7644824+ 6.031593i
#> 9 0.8082232 6.709429 0.16 0.16 0.8082232+ 6.709429i
#> 10 1.0014773 7.392862 0.18 0.18 1.0014773+ 7.392862i
#> 11 0.9401913 8.004392 0.20 0.20 0.9401913+ 8.004392i
#> 12 1.0640419 8.532969 0.22 0.22 1.0640419+ 8.532969i
#> 13 1.2258170 9.147163 0.24 0.24 1.2258170+ 9.147163i
#> 14 1.3110152 9.753402 0.26 0.26 1.3110152+ 9.753402i
#> 15 1.3206888 10.381480 0.28 0.28 1.3206888+10.381480i
#> 16 1.3036855 10.962305 0.30 0.30 1.3036855+10.962305i
#> 17 1.3892304 11.404661 0.32 0.32 1.3892304+11.404661i
#> 18 1.5085381 12.042229 0.34 0.34 1.5085381+12.042229i
#> 19 1.5037484 12.677456 0.36 0.36 1.5037484+12.677456i
#> 20 1.5588157 13.196110 0.38 0.38 1.5588157+13.196110i
#> 21 1.7407938 13.778495 0.40 0.40 1.7407938+13.778495i
#> 22 1.8089829 14.487187 0.42 0.42 1.8089829+14.487187i
#> 23 1.9804042 15.130303 0.44 0.44 1.9804042+15.130303i
#> 24 2.0696268 15.560196 0.46 0.46 2.0696268+15.560196i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 0.058926993+0.6500743i Traj_2 Sim_4 TrajSim_2_4
#> 3 0.026866382+0.6057974i Traj_2 Sim_4 TrajSim_2_4
#> 4 0.012530917+0.5855199i Traj_2 Sim_4 TrajSim_2_4
#> 5 0.193965987+0.6971857i Traj_2 Sim_4 TrajSim_2_4
#> 6 0.016182440+0.7545032i Traj_2 Sim_4 TrajSim_2_4
#> 7 0.012183646+0.6171334i Traj_2 Sim_4 TrajSim_2_4
#> 8 0.107826014+0.5613796i Traj_2 Sim_4 TrajSim_2_4
#> 9 0.043740777+0.6778357i Traj_2 Sim_4 TrajSim_2_4
#> 10 0.193254119+0.6834328i Traj_2 Sim_4 TrajSim_2_4
#> 11 -0.061286012+0.6115301i Traj_2 Sim_4 TrajSim_2_4
#> 12 0.123850670+0.5285763i Traj_2 Sim_4 TrajSim_2_4
#> 13 0.161775038+0.6141942i Traj_2 Sim_4 TrajSim_2_4
#> 14 0.085198217+0.6062389i Traj_2 Sim_4 TrajSim_2_4
#> 15 0.009673580+0.6280786i Traj_2 Sim_4 TrajSim_2_4
#> 16 -0.017003297+0.5808251i Traj_2 Sim_4 TrajSim_2_4
#> 17 0.085544941+0.4423560i Traj_2 Sim_4 TrajSim_2_4
#> 18 0.119307665+0.6375672i Traj_2 Sim_4 TrajSim_2_4
#> 19 -0.004789666+0.6352277i Traj_2 Sim_4 TrajSim_2_4
#> 20 0.055067324+0.5186534i Traj_2 Sim_4 TrajSim_2_4
#> 21 0.181978050+0.5823858i Traj_2 Sim_4 TrajSim_2_4
#> 22 0.068189123+0.7086912i Traj_2 Sim_4 TrajSim_2_4
#> 23 0.171421336+0.6431162i Traj_2 Sim_4 TrajSim_2_4
#> 24 0.089222597+0.4298929i Traj_2 Sim_4 TrajSim_2_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8548943 1.465181 0.02 0.02 0.8548943+ 1.465181i
#> 3 0.9167511 2.045482 0.04 0.04 0.9167511+ 2.045482i
#> 4 1.0778924 2.561008 0.06 0.06 1.0778924+ 2.561008i
#> 5 1.1328003 3.030815 0.08 0.08 1.1328003+ 3.030815i
#> 6 1.1226653 3.534685 0.10 0.10 1.1226653+ 3.534685i
#> 7 1.0924433 4.126206 0.12 0.12 1.0924433+ 4.126206i
#> 8 1.0520129 4.644880 0.14 0.14 1.0520129+ 4.644880i
#> 9 1.1843662 5.145799 0.16 0.16 1.1843662+ 5.145799i
#> 10 1.3068518 5.626876 0.18 0.18 1.3068518+ 5.626876i
#> 11 1.2776389 6.192776 0.20 0.20 1.2776389+ 6.192776i
#> 12 1.3525649 6.720825 0.22 0.22 1.3525649+ 6.720825i
#> 13 1.3945371 7.162040 0.24 0.24 1.3945371+ 7.162040i
#> 14 1.3219343 7.710657 0.26 0.26 1.3219343+ 7.710657i
#> 15 1.3133427 8.214935 0.28 0.28 1.3133427+ 8.214935i
#> 16 1.4444849 8.692583 0.30 0.30 1.4444849+ 8.692583i
#> 17 1.5503710 9.256885 0.32 0.32 1.5503710+ 9.256885i
#> 18 1.5284261 9.796123 0.34 0.34 1.5284261+ 9.796123i
#> 19 1.5809131 10.343681 0.36 0.36 1.5809131+10.343681i
#> 20 1.6304241 10.858212 0.38 0.38 1.6304241+10.858212i
#> 21 1.6470770 11.406999 0.40 0.40 1.6470770+11.406999i
#> 22 1.7631265 11.932506 0.42 0.42 1.7631265+11.932506i
#> 23 1.9308823 12.375872 0.44 0.44 1.9308823+12.375872i
#> 24 2.0945645 12.796331 0.46 0.46 2.0945645+12.796331i
#> 25 2.0364245 13.357299 0.48 0.48 2.0364245+13.357299i
#> 26 2.0818669 13.931698 0.50 0.50 2.0818669+13.931698i
#> 27 2.1404653 14.449009 0.52 0.52 2.1404653+14.449009i
#> 28 2.3389154 14.969942 0.54 0.54 2.3389154+14.969942i
#> 29 2.4125622 15.432164 0.56 0.56 2.4125622+15.432164i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 0.158894271+0.5191807i Traj_1 Sim_5 TrajSim_1_5
#> 3 0.061856870+0.5803011i Traj_1 Sim_5 TrajSim_1_5
#> 4 0.161141292+0.5155264i Traj_1 Sim_5 TrajSim_1_5
#> 5 0.054907892+0.4698070i Traj_1 Sim_5 TrajSim_1_5
#> 6 -0.010134986+0.5038694i Traj_1 Sim_5 TrajSim_1_5
#> 7 -0.030222015+0.5915210i Traj_1 Sim_5 TrajSim_1_5
#> 8 -0.040430396+0.5186747i Traj_1 Sim_5 TrajSim_1_5
#> 9 0.132353320+0.5009183i Traj_1 Sim_5 TrajSim_1_5
#> 10 0.122485543+0.4810776i Traj_1 Sim_5 TrajSim_1_5
#> 11 -0.029212895+0.5658997i Traj_1 Sim_5 TrajSim_1_5
#> 12 0.074926013+0.5280488i Traj_1 Sim_5 TrajSim_1_5
#> 13 0.041972176+0.4412152i Traj_1 Sim_5 TrajSim_1_5
#> 14 -0.072602784+0.5486175i Traj_1 Sim_5 TrajSim_1_5
#> 15 -0.008591617+0.5042779i Traj_1 Sim_5 TrajSim_1_5
#> 16 0.131142240+0.4776474i Traj_1 Sim_5 TrajSim_1_5
#> 17 0.105886053+0.5643020i Traj_1 Sim_5 TrajSim_1_5
#> 18 -0.021944839+0.5392385i Traj_1 Sim_5 TrajSim_1_5
#> 19 0.052486980+0.5475577i Traj_1 Sim_5 TrajSim_1_5
#> 20 0.049510966+0.5145310i Traj_1 Sim_5 TrajSim_1_5
#> 21 0.016652917+0.5487867i Traj_1 Sim_5 TrajSim_1_5
#> 22 0.116049461+0.5255075i Traj_1 Sim_5 TrajSim_1_5
#> 23 0.167755819+0.4433659i Traj_1 Sim_5 TrajSim_1_5
#> 24 0.163682239+0.4204589i Traj_1 Sim_5 TrajSim_1_5
#> 25 -0.058140051+0.5609677i Traj_1 Sim_5 TrajSim_1_5
#> 26 0.045442443+0.5743992i Traj_1 Sim_5 TrajSim_1_5
#> 27 0.058598383+0.5173115i Traj_1 Sim_5 TrajSim_1_5
#> 28 0.198450095+0.5209328i Traj_1 Sim_5 TrajSim_1_5
#> 29 0.073646809+0.4622220i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3797086 2.203782 0.02 0.02 0.3797086+ 2.203782i
#> 3 0.4247460 2.898452 0.04 0.04 0.4247460+ 2.898452i
#> 4 0.5017043 3.525855 0.06 0.06 0.5017043+ 3.525855i
#> 5 0.5928003 4.205472 0.08 0.08 0.5928003+ 4.205472i
#> 6 0.7192978 4.721834 0.10 0.10 0.7192978+ 4.721834i
#> 7 0.8058440 5.268339 0.12 0.12 0.8058440+ 5.268339i
#> 8 0.9714693 5.864040 0.14 0.14 0.9714693+ 5.864040i
#> 9 1.1681889 6.507462 0.16 0.16 1.1681889+ 6.507462i
#> 10 1.3439280 7.221661 0.18 0.18 1.3439280+ 7.221661i
#> 11 1.2957759 7.787215 0.20 0.20 1.2957759+ 7.787215i
#> 12 1.3871225 8.313914 0.22 0.22 1.3871225+ 8.313914i
#> 13 1.6337150 8.972700 0.24 0.24 1.6337150+ 8.972700i
#> 14 1.7892355 9.554481 0.26 0.26 1.7892355+ 9.554481i
#> 15 1.8551273 10.224246 0.28 0.28 1.8551273+10.224246i
#> 16 1.8627351 10.845002 0.30 0.30 1.8627351+10.845002i
#> 17 1.7546792 11.404724 0.32 0.32 1.7546792+11.404724i
#> 18 1.5836513 12.046293 0.34 0.34 1.5836513+12.046293i
#> 19 1.8483761 12.688514 0.36 0.36 1.8483761+12.688514i
#> 20 1.8825657 13.282706 0.38 0.38 1.8825657+13.282706i
#> 21 1.9656260 13.904466 0.40 0.40 1.9656260+13.904466i
#> 22 1.8925183 14.558341 0.42 0.42 1.8925183+14.558341i
#> 23 1.8713543 15.138478 0.44 0.44 1.8713543+15.138478i
#> 24 1.9628765 15.732357 0.46 0.46 1.9628765+15.732357i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 0.043708639+0.6437822i Traj_2 Sim_5 TrajSim_2_5
#> 3 0.045037393+0.6946697i Traj_2 Sim_5 TrajSim_2_5
#> 4 0.076958317+0.6274031i Traj_2 Sim_5 TrajSim_2_5
#> 5 0.091095913+0.6796171i Traj_2 Sim_5 TrajSim_2_5
#> 6 0.126497525+0.5163621i Traj_2 Sim_5 TrajSim_2_5
#> 7 0.086546188+0.5465051i Traj_2 Sim_5 TrajSim_2_5
#> 8 0.165625278+0.5957005i Traj_2 Sim_5 TrajSim_2_5
#> 9 0.196719659+0.6434223i Traj_2 Sim_5 TrajSim_2_5
#> 10 0.175739066+0.7141987i Traj_2 Sim_5 TrajSim_2_5
#> 11 -0.048152059+0.5655547i Traj_2 Sim_5 TrajSim_2_5
#> 12 0.091346599+0.5266990i Traj_2 Sim_5 TrajSim_2_5
#> 13 0.246592486+0.6587852i Traj_2 Sim_5 TrajSim_2_5
#> 14 0.155520489+0.5817816i Traj_2 Sim_5 TrajSim_2_5
#> 15 0.065891840+0.6697644i Traj_2 Sim_5 TrajSim_2_5
#> 16 0.007607768+0.6207568i Traj_2 Sim_5 TrajSim_2_5
#> 17 -0.108055853+0.5597216i Traj_2 Sim_5 TrajSim_2_5
#> 18 -0.171027950+0.6415689i Traj_2 Sim_5 TrajSim_2_5
#> 19 0.264724815+0.6422211i Traj_2 Sim_5 TrajSim_2_5
#> 20 0.034189609+0.5941922i Traj_2 Sim_5 TrajSim_2_5
#> 21 0.083060311+0.6217595i Traj_2 Sim_5 TrajSim_2_5
#> 22 -0.073107741+0.6538756i Traj_2 Sim_5 TrajSim_2_5
#> 23 -0.021163990+0.5801368i Traj_2 Sim_5 TrajSim_2_5
#> 24 0.091522231+0.5938788i Traj_2 Sim_5 TrajSim_2_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6912589 1.447541 0.02 0.02 0.6912589+ 1.447541i
#> 3 0.9037472 1.932882 0.04 0.04 0.9037472+ 1.932882i
#> 4 0.9504355 2.392970 0.06 0.06 0.9504355+ 2.392970i
#> 5 1.0491795 2.941777 0.08 0.08 1.0491795+ 2.941777i
#> 6 1.1636694 3.439773 0.10 0.10 1.1636694+ 3.439773i
#> 7 1.2989362 3.973461 0.12 0.12 1.2989362+ 3.973461i
#> 8 1.4360863 4.511016 0.14 0.14 1.4360863+ 4.511016i
#> 9 1.4986408 5.028597 0.16 0.16 1.4986408+ 5.028597i
#> 10 1.5930161 5.594991 0.18 0.18 1.5930161+ 5.594991i
#> 11 1.6166365 6.185375 0.20 0.20 1.6166365+ 6.185375i
#> 12 1.7065649 6.765262 0.22 0.22 1.7065649+ 6.765262i
#> 13 1.7920786 7.303592 0.24 0.24 1.7920786+ 7.303592i
#> 14 1.8761292 7.733575 0.26 0.26 1.8761292+ 7.733575i
#> 15 1.9467719 8.262402 0.28 0.28 1.9467719+ 8.262402i
#> 16 1.9149431 8.760167 0.30 0.30 1.9149431+ 8.760167i
#> 17 1.9501718 9.282753 0.32 0.32 1.9501718+ 9.282753i
#> 18 2.0735630 9.778714 0.34 0.34 2.0735630+ 9.778714i
#> 19 2.1472411 10.301639 0.36 0.36 2.1472411+10.301639i
#> 20 2.3664175 10.755653 0.38 0.38 2.3664175+10.755653i
#> 21 2.3635662 11.208487 0.40 0.40 2.3635662+11.208487i
#> 22 2.3180961 11.797517 0.42 0.42 2.3180961+11.797517i
#> 23 2.3027423 12.466433 0.44 0.44 2.3027423+12.466433i
#> 24 2.2168284 12.998706 0.46 0.46 2.2168284+12.998706i
#> 25 2.2721128 13.546023 0.48 0.48 2.2721128+13.546023i
#> 26 2.3732980 14.121375 0.50 0.50 2.3732980+14.121375i
#> 27 2.3484483 14.700135 0.52 0.52 2.3484483+14.700135i
#> 28 2.5147390 15.252856 0.54 0.54 2.5147390+15.252856i
#> 29 2.4367470 15.950489 0.56 0.56 2.4367470+15.950489i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 -0.004741051+0.5015409i Traj_1 Sim_6 TrajSim_1_6
#> 3 0.212488259+0.4853410i Traj_1 Sim_6 TrajSim_1_6
#> 4 0.046688266+0.4600884i Traj_1 Sim_6 TrajSim_1_6
#> 5 0.098744069+0.5488070i Traj_1 Sim_6 TrajSim_1_6
#> 6 0.114489873+0.4979956i Traj_1 Sim_6 TrajSim_1_6
#> 7 0.135266755+0.5336883i Traj_1 Sim_6 TrajSim_1_6
#> 8 0.137150145+0.5375548i Traj_1 Sim_6 TrajSim_1_6
#> 9 0.062554505+0.5175810i Traj_1 Sim_6 TrajSim_1_6
#> 10 0.094375263+0.5663942i Traj_1 Sim_6 TrajSim_1_6
#> 11 0.023620461+0.5903836i Traj_1 Sim_6 TrajSim_1_6
#> 12 0.089928346+0.5798874i Traj_1 Sim_6 TrajSim_1_6
#> 13 0.085513701+0.5383299i Traj_1 Sim_6 TrajSim_1_6
#> 14 0.084050566+0.4299830i Traj_1 Sim_6 TrajSim_1_6
#> 15 0.070642777+0.5288264i Traj_1 Sim_6 TrajSim_1_6
#> 16 -0.031828866+0.4977651i Traj_1 Sim_6 TrajSim_1_6
#> 17 0.035228750+0.5225866i Traj_1 Sim_6 TrajSim_1_6
#> 18 0.123391202+0.4959609i Traj_1 Sim_6 TrajSim_1_6
#> 19 0.073678053+0.5229248i Traj_1 Sim_6 TrajSim_1_6
#> 20 0.219176459+0.4540135i Traj_1 Sim_6 TrajSim_1_6
#> 21 -0.002851353+0.4528347i Traj_1 Sim_6 TrajSim_1_6
#> 22 -0.045470095+0.5890297i Traj_1 Sim_6 TrajSim_1_6
#> 23 -0.015353816+0.6689164i Traj_1 Sim_6 TrajSim_1_6
#> 24 -0.085913832+0.5322727i Traj_1 Sim_6 TrajSim_1_6
#> 25 0.055284388+0.5473165i Traj_1 Sim_6 TrajSim_1_6
#> 26 0.101185145+0.5753527i Traj_1 Sim_6 TrajSim_1_6
#> 27 -0.024849692+0.5787601i Traj_1 Sim_6 TrajSim_1_6
#> 28 0.166290732+0.5527208i Traj_1 Sim_6 TrajSim_1_6
#> 29 -0.077992038+0.6976323i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4183302 2.110566 0.02 0.02 0.4183302+ 2.110566i
#> 3 0.4724616 2.690493 0.04 0.04 0.4724616+ 2.690493i
#> 4 0.4251245 3.235403 0.06 0.06 0.4251245+ 3.235403i
#> 5 0.4670659 3.824563 0.08 0.08 0.4670659+ 3.824563i
#> 6 0.5047937 4.391542 0.10 0.10 0.5047937+ 4.391542i
#> 7 0.5003440 5.061930 0.12 0.12 0.5003440+ 5.061930i
#> 8 0.5635130 5.543404 0.14 0.14 0.5635130+ 5.543404i
#> 9 0.5667043 6.119220 0.16 0.16 0.5667043+ 6.119220i
#> 10 0.6529083 6.768817 0.18 0.18 0.6529083+ 6.768817i
#> 11 0.7294079 7.384382 0.20 0.20 0.7294079+ 7.384382i
#> 12 0.7835588 8.101595 0.22 0.22 0.7835588+ 8.101595i
#> 13 0.7441217 8.597020 0.24 0.24 0.7441217+ 8.597020i
#> 14 0.8202247 9.346106 0.26 0.26 0.8202247+ 9.346106i
#> 15 0.8729299 9.952639 0.28 0.28 0.8729299+ 9.952639i
#> 16 0.8275837 10.623148 0.30 0.30 0.8275837+10.623148i
#> 17 0.9831036 11.123271 0.32 0.32 0.9831036+11.123271i
#> 18 0.9613909 11.533855 0.34 0.34 0.9613909+11.533855i
#> 19 1.1409000 12.261239 0.36 0.36 1.1409000+12.261239i
#> 20 1.2977795 12.872250 0.38 0.38 1.2977795+12.872250i
#> 21 1.6186199 13.525751 0.40 0.40 1.6186199+13.525751i
#> 22 1.6751187 14.101757 0.42 0.42 1.6751187+14.101757i
#> 23 1.8742458 14.661002 0.44 0.44 1.8742458+14.661002i
#> 24 1.9037727 15.391502 0.46 0.46 1.9037727+15.391502i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 0.082330205+0.5505660i Traj_2 Sim_6 TrajSim_2_6
#> 3 0.054131406+0.5799268i Traj_2 Sim_6 TrajSim_2_6
#> 4 -0.047337094+0.5449105i Traj_2 Sim_6 TrajSim_2_6
#> 5 0.041941367+0.5891599i Traj_2 Sim_6 TrajSim_2_6
#> 6 0.037727778+0.5669785i Traj_2 Sim_6 TrajSim_2_6
#> 7 -0.004449637+0.6703887i Traj_2 Sim_6 TrajSim_2_6
#> 8 0.063168957+0.4814737i Traj_2 Sim_6 TrajSim_2_6
#> 9 0.003191337+0.5758158i Traj_2 Sim_6 TrajSim_2_6
#> 10 0.086203998+0.6495970i Traj_2 Sim_6 TrajSim_2_6
#> 11 0.076499620+0.6155648i Traj_2 Sim_6 TrajSim_2_6
#> 12 0.054150911+0.7172129i Traj_2 Sim_6 TrajSim_2_6
#> 13 -0.039437132+0.4954252i Traj_2 Sim_6 TrajSim_2_6
#> 14 0.076102941+0.7490866i Traj_2 Sim_6 TrajSim_2_6
#> 15 0.052705250+0.6065323i Traj_2 Sim_6 TrajSim_2_6
#> 16 -0.045346251+0.6705092i Traj_2 Sim_6 TrajSim_2_6
#> 17 0.155519909+0.5001234i Traj_2 Sim_6 TrajSim_2_6
#> 18 -0.021712663+0.4105839i Traj_2 Sim_6 TrajSim_2_6
#> 19 0.179509100+0.7273838i Traj_2 Sim_6 TrajSim_2_6
#> 20 0.156879484+0.6110108i Traj_2 Sim_6 TrajSim_2_6
#> 21 0.320840391+0.6535016i Traj_2 Sim_6 TrajSim_2_6
#> 22 0.056498786+0.5760060i Traj_2 Sim_6 TrajSim_2_6
#> 23 0.199127134+0.5592444i Traj_2 Sim_6 TrajSim_2_6
#> 24 0.029526860+0.7304999i Traj_2 Sim_6 TrajSim_2_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7964015 1.352121 0.02 0.02 0.7964015+ 1.352121i
#> 3 0.7044047 1.874632 0.04 0.04 0.7044047+ 1.874632i
#> 4 0.7293586 2.451982 0.06 0.06 0.7293586+ 2.451982i
#> 5 0.7804380 3.068288 0.08 0.08 0.7804380+ 3.068288i
#> 6 0.7445532 3.533959 0.10 0.10 0.7445532+ 3.533959i
#> 7 0.6742655 4.111903 0.12 0.12 0.6742655+ 4.111903i
#> 8 0.8452503 4.615474 0.14 0.14 0.8452503+ 4.615474i
#> 9 0.8633809 5.181358 0.16 0.16 0.8633809+ 5.181358i
#> 10 0.9304286 5.685277 0.18 0.18 0.9304286+ 5.685277i
#> 11 1.0029860 6.168527 0.20 0.20 1.0029860+ 6.168527i
#> 12 1.0520688 6.629288 0.22 0.22 1.0520688+ 6.629288i
#> 13 1.1056262 7.134336 0.24 0.24 1.1056262+ 7.134336i
#> 14 1.1454564 7.651608 0.26 0.26 1.1454564+ 7.651608i
#> 15 1.1865899 8.097916 0.28 0.28 1.1865899+ 8.097916i
#> 16 1.1833924 8.652325 0.30 0.30 1.1833924+ 8.652325i
#> 17 1.2871950 9.198895 0.32 0.32 1.2871950+ 9.198895i
#> 18 1.3045601 9.708171 0.34 0.34 1.3045601+ 9.708171i
#> 19 1.2898658 10.179463 0.36 0.36 1.2898658+10.179463i
#> 20 1.2885991 10.628874 0.38 0.38 1.2885991+10.628874i
#> 21 1.2261257 11.159734 0.40 0.40 1.2261257+11.159734i
#> 22 1.1294974 11.591409 0.42 0.42 1.1294974+11.591409i
#> 23 1.1365879 12.167314 0.44 0.44 1.1365879+12.167314i
#> 24 1.1505520 12.767734 0.46 0.46 1.1505520+12.767734i
#> 25 1.1988385 13.273264 0.48 0.48 1.1988385+13.273264i
#> 26 1.3156963 13.870789 0.50 0.50 1.3156963+13.870789i
#> 27 1.3024504 14.386750 0.52 0.52 1.3024504+14.386750i
#> 28 1.2622070 14.925551 0.54 0.54 1.2622070+14.925551i
#> 29 1.2323354 15.347514 0.56 0.56 1.2323354+15.347514i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 0.100401504+0.4061207i Traj_1 Sim_7 TrajSim_1_7
#> 3 -0.091996829+0.5225114i Traj_1 Sim_7 TrajSim_1_7
#> 4 0.024953964+0.5773498i Traj_1 Sim_7 TrajSim_1_7
#> 5 0.051079381+0.6163065i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.035884865+0.4656707i Traj_1 Sim_7 TrajSim_1_7
#> 7 -0.070287682+0.5779439i Traj_1 Sim_7 TrajSim_1_7
#> 8 0.170984829+0.5035705i Traj_1 Sim_7 TrajSim_1_7
#> 9 0.018130619+0.5658844i Traj_1 Sim_7 TrajSim_1_7
#> 10 0.067047643+0.5039187i Traj_1 Sim_7 TrajSim_1_7
#> 11 0.072557454+0.4832502i Traj_1 Sim_7 TrajSim_1_7
#> 12 0.049082738+0.4607607i Traj_1 Sim_7 TrajSim_1_7
#> 13 0.053557454+0.5050483i Traj_1 Sim_7 TrajSim_1_7
#> 14 0.039830198+0.5172718i Traj_1 Sim_7 TrajSim_1_7
#> 15 0.041133487+0.4463078i Traj_1 Sim_7 TrajSim_1_7
#> 16 -0.003197499+0.5544098i Traj_1 Sim_7 TrajSim_1_7
#> 17 0.103802646+0.5465696i Traj_1 Sim_7 TrajSim_1_7
#> 18 0.017365089+0.5092758i Traj_1 Sim_7 TrajSim_1_7
#> 19 -0.014694300+0.4712918i Traj_1 Sim_7 TrajSim_1_7
#> 20 -0.001266768+0.4494116i Traj_1 Sim_7 TrajSim_1_7
#> 21 -0.062473373+0.5308602i Traj_1 Sim_7 TrajSim_1_7
#> 22 -0.096628283+0.4316747i Traj_1 Sim_7 TrajSim_1_7
#> 23 0.007090487+0.5759047i Traj_1 Sim_7 TrajSim_1_7
#> 24 0.013964090+0.6004204i Traj_1 Sim_7 TrajSim_1_7
#> 25 0.048286494+0.5055298i Traj_1 Sim_7 TrajSim_1_7
#> 26 0.116857793+0.5975249i Traj_1 Sim_7 TrajSim_1_7
#> 27 -0.013245902+0.5159615i Traj_1 Sim_7 TrajSim_1_7
#> 28 -0.040243375+0.5388004i Traj_1 Sim_7 TrajSim_1_7
#> 29 -0.029871568+0.4219631i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3811593 2.153104 0.02 0.02 0.3811593+ 2.153104i
#> 3 0.4827301 2.854461 0.04 0.04 0.4827301+ 2.854461i
#> 4 0.6304162 3.398703 0.06 0.06 0.6304162+ 3.398703i
#> 5 0.6812271 3.948356 0.08 0.08 0.6812271+ 3.948356i
#> 6 0.7469754 4.491116 0.10 0.10 0.7469754+ 4.491116i
#> 7 0.7446548 5.133000 0.12 0.12 0.7446548+ 5.133000i
#> 8 0.7996029 5.891828 0.14 0.14 0.7996029+ 5.891828i
#> 9 0.8250249 6.390899 0.16 0.16 0.8250249+ 6.390899i
#> 10 1.1184843 7.003708 0.18 0.18 1.1184843+ 7.003708i
#> 11 1.1216359 7.542083 0.20 0.20 1.1216359+ 7.542083i
#> 12 1.2588499 7.998237 0.22 0.22 1.2588499+ 7.998237i
#> 13 1.4971183 8.745121 0.24 0.24 1.4971183+ 8.745121i
#> 14 1.6314238 9.411827 0.26 0.26 1.6314238+ 9.411827i
#> 15 1.9096815 9.976987 0.28 0.28 1.9096815+ 9.976987i
#> 16 2.0137123 10.576602 0.30 0.30 2.0137123+10.576602i
#> 17 1.9932838 11.223469 0.32 0.32 1.9932838+11.223469i
#> 18 2.1028897 11.848830 0.34 0.34 2.1028897+11.848830i
#> 19 2.1701957 12.448570 0.36 0.36 2.1701957+12.448570i
#> 20 2.2397643 13.141609 0.38 0.38 2.2397643+13.141609i
#> 21 2.4589330 13.788185 0.40 0.40 2.4589330+13.788185i
#> 22 2.7166070 14.402532 0.42 0.42 2.7166070+14.402532i
#> 23 2.6268313 15.086180 0.44 0.44 2.6268313+15.086180i
#> 24 2.6867893 15.896662 0.46 0.46 2.6867893+15.896662i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 0.045159299+0.5931036i Traj_2 Sim_7 TrajSim_2_7
#> 3 0.101570813+0.7013577i Traj_2 Sim_7 TrajSim_2_7
#> 4 0.147686108+0.5442419i Traj_2 Sim_7 TrajSim_2_7
#> 5 0.050810840+0.5496530i Traj_2 Sim_7 TrajSim_2_7
#> 6 0.065748305+0.5427602i Traj_2 Sim_7 TrajSim_2_7
#> 7 -0.002320540+0.6418839i Traj_2 Sim_7 TrajSim_2_7
#> 8 0.054948069+0.7588276i Traj_2 Sim_7 TrajSim_2_7
#> 9 0.025422042+0.4990712i Traj_2 Sim_7 TrajSim_2_7
#> 10 0.293459328+0.6128087i Traj_2 Sim_7 TrajSim_2_7
#> 11 0.003151592+0.5383757i Traj_2 Sim_7 TrajSim_2_7
#> 12 0.137214029+0.4561536i Traj_2 Sim_7 TrajSim_2_7
#> 13 0.238268410+0.7468838i Traj_2 Sim_7 TrajSim_2_7
#> 14 0.134305508+0.6667060i Traj_2 Sim_7 TrajSim_2_7
#> 15 0.278257713+0.5651599i Traj_2 Sim_7 TrajSim_2_7
#> 16 0.104030828+0.5996151i Traj_2 Sim_7 TrajSim_2_7
#> 17 -0.020428524+0.6468672i Traj_2 Sim_7 TrajSim_2_7
#> 18 0.109605856+0.6253609i Traj_2 Sim_7 TrajSim_2_7
#> 19 0.067306019+0.5997396i Traj_2 Sim_7 TrajSim_2_7
#> 20 0.069568591+0.6930389i Traj_2 Sim_7 TrajSim_2_7
#> 21 0.219168757+0.6465764i Traj_2 Sim_7 TrajSim_2_7
#> 22 0.257673949+0.6143472i Traj_2 Sim_7 TrajSim_2_7
#> 23 -0.089775659+0.6836480i Traj_2 Sim_7 TrajSim_2_7
#> 24 0.059957961+0.8104820i Traj_2 Sim_7 TrajSim_2_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.8179386 1.454930 0.02 0.02 0.8179386+ 1.454930i
#> 3 0.9092332 2.008240 0.04 0.04 0.9092332+ 2.008240i
#> 4 0.8847537 2.574683 0.06 0.06 0.8847537+ 2.574683i
#> 5 0.7982275 3.106660 0.08 0.08 0.7982275+ 3.106660i
#> 6 0.9202084 3.722237 0.10 0.10 0.9202084+ 3.722237i
#> 7 1.0590344 4.272952 0.12 0.12 1.0590344+ 4.272952i
#> 8 1.0873485 4.836102 0.14 0.14 1.0873485+ 4.836102i
#> 9 1.2250120 5.406185 0.16 0.16 1.2250120+ 5.406185i
#> 10 1.2254100 5.862519 0.18 0.18 1.2254100+ 5.862519i
#> 11 1.2680052 6.368487 0.20 0.20 1.2680052+ 6.368487i
#> 12 1.2663458 6.896400 0.22 0.22 1.2663458+ 6.896400i
#> 13 1.3883035 7.416608 0.24 0.24 1.3883035+ 7.416608i
#> 14 1.4213480 7.966591 0.26 0.26 1.4213480+ 7.966591i
#> 15 1.5264173 8.537537 0.28 0.28 1.5264173+ 8.537537i
#> 16 1.5321001 9.071893 0.30 0.30 1.5321001+ 9.071893i
#> 17 1.6783057 9.591670 0.32 0.32 1.6783057+ 9.591670i
#> 18 1.7453761 10.166535 0.34 0.34 1.7453761+10.166535i
#> 19 1.6530990 10.750423 0.36 0.36 1.6530990+10.750423i
#> 20 1.6919567 11.233490 0.38 0.38 1.6919567+11.233490i
#> 21 1.6198217 11.737570 0.40 0.40 1.6198217+11.737570i
#> 22 1.6528350 12.289638 0.42 0.42 1.6528350+12.289638i
#> 23 1.7709039 12.898596 0.44 0.44 1.7709039+12.898596i
#> 24 1.9043305 13.437530 0.46 0.46 1.9043305+13.437530i
#> 25 1.9796236 13.950545 0.48 0.48 1.9796236+13.950545i
#> 26 2.0096188 14.536523 0.50 0.50 2.0096188+14.536523i
#> 27 1.9931491 15.057911 0.52 0.52 1.9931491+15.057911i
#> 28 1.9650833 15.584457 0.54 0.54 1.9650833+15.584457i
#> 29 1.8695544 16.151782 0.56 0.56 1.8695544+16.151782i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 0.1219385504+0.5089304i Traj_1 Sim_8 TrajSim_1_8
#> 3 0.0912946427+0.5533097i Traj_1 Sim_8 TrajSim_1_8
#> 4 -0.0244794494+0.5664429i Traj_1 Sim_8 TrajSim_1_8
#> 5 -0.0865262759+0.5319765i Traj_1 Sim_8 TrajSim_1_8
#> 6 0.1219809633+0.6155770i Traj_1 Sim_8 TrajSim_1_8
#> 7 0.1388260067+0.5507155i Traj_1 Sim_8 TrajSim_1_8
#> 8 0.0283140868+0.5631496i Traj_1 Sim_8 TrajSim_1_8
#> 9 0.1376634632+0.5700831i Traj_1 Sim_8 TrajSim_1_8
#> 10 0.0003980324+0.4563338i Traj_1 Sim_8 TrajSim_1_8
#> 11 0.0425951380+0.5059687i Traj_1 Sim_8 TrajSim_1_8
#> 12 -0.0016593834+0.5279123i Traj_1 Sim_8 TrajSim_1_8
#> 13 0.1219577450+0.5202083i Traj_1 Sim_8 TrajSim_1_8
#> 14 0.0330445019+0.5499829i Traj_1 Sim_8 TrajSim_1_8
#> 15 0.1050693006+0.5709460i Traj_1 Sim_8 TrajSim_1_8
#> 16 0.0056828128+0.5343562i Traj_1 Sim_8 TrajSim_1_8
#> 17 0.1462055248+0.5197768i Traj_1 Sim_8 TrajSim_1_8
#> 18 0.0670704144+0.5748656i Traj_1 Sim_8 TrajSim_1_8
#> 19 -0.0922770621+0.5838873i Traj_1 Sim_8 TrajSim_1_8
#> 20 0.0388576815+0.4830671i Traj_1 Sim_8 TrajSim_1_8
#> 21 -0.0721349562+0.5040803i Traj_1 Sim_8 TrajSim_1_8
#> 22 0.0330133083+0.5520681i Traj_1 Sim_8 TrajSim_1_8
#> 23 0.1180688977+0.6089574i Traj_1 Sim_8 TrajSim_1_8
#> 24 0.1334265700+0.5389345i Traj_1 Sim_8 TrajSim_1_8
#> 25 0.0752930487+0.5130153i Traj_1 Sim_8 TrajSim_1_8
#> 26 0.0299952862+0.5859778i Traj_1 Sim_8 TrajSim_1_8
#> 27 -0.0164697517+0.5213874i Traj_1 Sim_8 TrajSim_1_8
#> 28 -0.0280657839+0.5265466i Traj_1 Sim_8 TrajSim_1_8
#> 29 -0.0955288934+0.5673247i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3838552 2.216761 0.02 0.02 0.3838552+ 2.216761i
#> 3 0.5516058 2.729750 0.04 0.04 0.5516058+ 2.729750i
#> 4 0.6358415 3.248241 0.06 0.06 0.6358415+ 3.248241i
#> 5 0.7795666 3.886999 0.08 0.08 0.7795666+ 3.886999i
#> 6 0.8810850 4.621454 0.10 0.10 0.8810850+ 4.621454i
#> 7 0.8470493 5.190718 0.12 0.12 0.8470493+ 5.190718i
#> 8 0.8909471 5.750702 0.14 0.14 0.8909471+ 5.750702i
#> 9 0.8140072 6.412737 0.16 0.16 0.8140072+ 6.412737i
#> 10 1.0255812 6.989906 0.18 0.18 1.0255812+ 6.989906i
#> 11 1.0847713 7.607673 0.20 0.20 1.0847713+ 7.607673i
#> 12 1.1045123 8.236309 0.22 0.22 1.1045123+ 8.236309i
#> 13 1.2842697 8.891791 0.24 0.24 1.2842697+ 8.891791i
#> 14 1.4187268 9.665466 0.26 0.26 1.4187268+ 9.665466i
#> 15 1.5950881 10.415945 0.28 0.28 1.5950881+10.415945i
#> 16 1.4793138 10.915168 0.30 0.30 1.4793138+10.915168i
#> 17 1.5185053 11.535110 0.32 0.32 1.5185053+11.535110i
#> 18 1.6133135 12.118779 0.34 0.34 1.6133135+12.118779i
#> 19 1.6047739 12.704862 0.36 0.36 1.6047739+12.704862i
#> 20 1.5524375 13.358235 0.38 0.38 1.5524375+13.358235i
#> 21 1.7881833 14.004406 0.40 0.40 1.7881833+14.004406i
#> 22 1.7754681 14.580568 0.42 0.42 1.7754681+14.580568i
#> 23 1.8462933 15.270826 0.44 0.44 1.8462933+15.270826i
#> 24 1.8291179 15.933407 0.46 0.46 1.8291179+15.933407i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 0.047855193+0.6567607i Traj_2 Sim_8 TrajSim_2_8
#> 3 0.167750574+0.5129888i Traj_2 Sim_8 TrajSim_2_8
#> 4 0.084235704+0.5184912i Traj_2 Sim_8 TrajSim_2_8
#> 5 0.143725106+0.6387586i Traj_2 Sim_8 TrajSim_2_8
#> 6 0.101518448+0.7344547i Traj_2 Sim_8 TrajSim_2_8
#> 7 -0.034035689+0.5692636i Traj_2 Sim_8 TrajSim_2_8
#> 8 0.043897748+0.5599844i Traj_2 Sim_8 TrajSim_2_8
#> 9 -0.076939933+0.6620350i Traj_2 Sim_8 TrajSim_2_8
#> 10 0.211574017+0.5771692i Traj_2 Sim_8 TrajSim_2_8
#> 11 0.059190100+0.6177668i Traj_2 Sim_8 TrajSim_2_8
#> 12 0.019740999+0.6286358i Traj_2 Sim_8 TrajSim_2_8
#> 13 0.179757397+0.6554821i Traj_2 Sim_8 TrajSim_2_8
#> 14 0.134457163+0.7736751i Traj_2 Sim_8 TrajSim_2_8
#> 15 0.176361314+0.7504784i Traj_2 Sim_8 TrajSim_2_8
#> 16 -0.115774391+0.4992232i Traj_2 Sim_8 TrajSim_2_8
#> 17 0.039191576+0.6199427i Traj_2 Sim_8 TrajSim_2_8
#> 18 0.094808192+0.5836688i Traj_2 Sim_8 TrajSim_2_8
#> 19 -0.008539604+0.5860825i Traj_2 Sim_8 TrajSim_2_8
#> 20 -0.052336407+0.6533735i Traj_2 Sim_8 TrajSim_2_8
#> 21 0.235745831+0.6461706i Traj_2 Sim_8 TrajSim_2_8
#> 22 -0.012715235+0.5761622i Traj_2 Sim_8 TrajSim_2_8
#> 23 0.070825185+0.6902585i Traj_2 Sim_8 TrajSim_2_8
#> 24 -0.017175399+0.6625801i Traj_2 Sim_8 TrajSim_2_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7559387 1.540430 0.02 0.02 0.7559387+ 1.540430i
#> 3 0.8618137 2.101870 0.04 0.04 0.8618137+ 2.101870i
#> 4 0.9420519 2.491651 0.06 0.06 0.9420519+ 2.491651i
#> 5 1.0767359 3.047218 0.08 0.08 1.0767359+ 3.047218i
#> 6 1.0844241 3.596168 0.10 0.10 1.0844241+ 3.596168i
#> 7 1.2086215 3.996255 0.12 0.12 1.2086215+ 3.996255i
#> 8 1.2689415 4.524455 0.14 0.14 1.2689415+ 4.524455i
#> 9 1.4469863 5.072959 0.16 0.16 1.4469863+ 5.072959i
#> 10 1.3893918 5.565184 0.18 0.18 1.3893918+ 5.565184i
#> 11 1.4747293 6.049643 0.20 0.20 1.4747293+ 6.049643i
#> 12 1.5798377 6.602037 0.22 0.22 1.5798377+ 6.602037i
#> 13 1.6752267 7.111547 0.24 0.24 1.6752267+ 7.111547i
#> 14 1.7067671 7.597022 0.26 0.26 1.7067671+ 7.597022i
#> 15 1.7101583 8.136170 0.28 0.28 1.7101583+ 8.136170i
#> 16 1.7015548 8.702145 0.30 0.30 1.7015548+ 8.702145i
#> 17 1.6780978 9.143944 0.32 0.32 1.6780978+ 9.143944i
#> 18 1.7055543 9.674239 0.34 0.34 1.7055543+ 9.674239i
#> 19 1.7024117 10.216756 0.36 0.36 1.7024117+10.216756i
#> 20 1.7223318 10.704136 0.38 0.38 1.7223318+10.704136i
#> 21 1.8174814 11.136697 0.40 0.40 1.8174814+11.136697i
#> 22 1.8869837 11.681755 0.42 0.42 1.8869837+11.681755i
#> 23 2.1070788 12.144387 0.44 0.44 2.1070788+12.144387i
#> 24 2.1590575 12.664374 0.46 0.46 2.1590575+12.664374i
#> 25 2.2400611 13.143012 0.48 0.48 2.2400611+13.143012i
#> 26 2.3362438 13.683588 0.50 0.50 2.3362438+13.683588i
#> 27 2.3260385 14.224743 0.52 0.52 2.3260385+14.224743i
#> 28 2.3340187 14.778354 0.54 0.54 2.3340187+14.778354i
#> 29 2.3995285 15.188109 0.56 0.56 2.3995285+15.188109i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 0.059938747+0.5944297i Traj_1 Sim_9 TrajSim_1_9
#> 3 0.105874921+0.5614405i Traj_1 Sim_9 TrajSim_1_9
#> 4 0.080238210+0.3897808i Traj_1 Sim_9 TrajSim_1_9
#> 5 0.134683983+0.5555675i Traj_1 Sim_9 TrajSim_1_9
#> 6 0.007688222+0.5489498i Traj_1 Sim_9 TrajSim_1_9
#> 7 0.124197411+0.4000864i Traj_1 Sim_9 TrajSim_1_9
#> 8 0.060320010+0.5282004i Traj_1 Sim_9 TrajSim_1_9
#> 9 0.178044782+0.5485041i Traj_1 Sim_9 TrajSim_1_9
#> 10 -0.057594456+0.4922245i Traj_1 Sim_9 TrajSim_1_9
#> 11 0.085337499+0.4844593i Traj_1 Sim_9 TrajSim_1_9
#> 12 0.105108393+0.5523940i Traj_1 Sim_9 TrajSim_1_9
#> 13 0.095388990+0.5095100i Traj_1 Sim_9 TrajSim_1_9
#> 14 0.031540398+0.4854750i Traj_1 Sim_9 TrajSim_1_9
#> 15 0.003391173+0.5391479i Traj_1 Sim_9 TrajSim_1_9
#> 16 -0.008603472+0.5659754i Traj_1 Sim_9 TrajSim_1_9
#> 17 -0.023457025+0.4417983i Traj_1 Sim_9 TrajSim_1_9
#> 18 0.027456553+0.5302952i Traj_1 Sim_9 TrajSim_1_9
#> 19 -0.003142628+0.5425174i Traj_1 Sim_9 TrajSim_1_9
#> 20 0.019920047+0.4873795i Traj_1 Sim_9 TrajSim_1_9
#> 21 0.095149658+0.4325610i Traj_1 Sim_9 TrajSim_1_9
#> 22 0.069502287+0.5450580i Traj_1 Sim_9 TrajSim_1_9
#> 23 0.220095071+0.4626324i Traj_1 Sim_9 TrajSim_1_9
#> 24 0.051978704+0.5199866i Traj_1 Sim_9 TrajSim_1_9
#> 25 0.081003590+0.4786382i Traj_1 Sim_9 TrajSim_1_9
#> 26 0.096182771+0.5405765i Traj_1 Sim_9 TrajSim_1_9
#> 27 -0.010205321+0.5411550i Traj_1 Sim_9 TrajSim_1_9
#> 28 0.007980151+0.5536104i Traj_1 Sim_9 TrajSim_1_9
#> 29 0.065509792+0.4097551i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4423652 2.130796 0.02 0.02 0.4423652+ 2.130796i
#> 3 0.4489083 2.766165 0.04 0.04 0.4489083+ 2.766165i
#> 4 0.4857569 3.508445 0.06 0.06 0.4857569+ 3.508445i
#> 5 0.5272991 4.210400 0.08 0.08 0.5272991+ 4.210400i
#> 6 0.6796998 4.895616 0.10 0.10 0.6796998+ 4.895616i
#> 7 0.7393596 5.501986 0.12 0.12 0.7393596+ 5.501986i
#> 8 0.8038621 6.085318 0.14 0.14 0.8038621+ 6.085318i
#> 9 0.9592468 6.781809 0.16 0.16 0.9592468+ 6.781809i
#> 10 0.8671531 7.342805 0.18 0.18 0.8671531+ 7.342805i
#> 11 1.0516884 8.047717 0.20 0.20 1.0516884+ 8.047717i
#> 12 1.1931625 8.588288 0.22 0.22 1.1931625+ 8.588288i
#> 13 1.3571502 9.197236 0.24 0.24 1.3571502+ 9.197236i
#> 14 1.6214285 9.693762 0.26 0.26 1.6214285+ 9.693762i
#> 15 1.7901431 10.189238 0.28 0.28 1.7901431+10.189238i
#> 16 1.9285444 10.909248 0.30 0.30 1.9285444+10.909248i
#> 17 1.9839375 11.436805 0.32 0.32 1.9839375+11.436805i
#> 18 2.0889775 12.020865 0.34 0.34 2.0889775+12.020865i
#> 19 2.1159802 12.603130 0.36 0.36 2.1159802+12.603130i
#> 20 2.1795549 13.184775 0.38 0.38 2.1795549+13.184775i
#> 21 2.4157683 13.703603 0.40 0.40 2.4157683+13.703603i
#> 22 2.4417082 14.391520 0.42 0.42 2.4417082+14.391520i
#> 23 2.3406463 15.106834 0.44 0.44 2.3406463+15.106834i
#> 24 2.4223515 15.748131 0.46 0.46 2.4223515+15.748131i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 0.106365228+0.5707956i Traj_2 Sim_9 TrajSim_2_9
#> 3 0.006543091+0.6353698i Traj_2 Sim_9 TrajSim_2_9
#> 4 0.036848532+0.7422799i Traj_2 Sim_9 TrajSim_2_9
#> 5 0.041542270+0.7019547i Traj_2 Sim_9 TrajSim_2_9
#> 6 0.152400683+0.6852158i Traj_2 Sim_9 TrajSim_2_9
#> 7 0.059659789+0.6063704i Traj_2 Sim_9 TrajSim_2_9
#> 8 0.064502553+0.5833323i Traj_2 Sim_9 TrajSim_2_9
#> 9 0.155384624+0.6964903i Traj_2 Sim_9 TrajSim_2_9
#> 10 -0.092093704+0.5609963i Traj_2 Sim_9 TrajSim_2_9
#> 11 0.184535316+0.7049118i Traj_2 Sim_9 TrajSim_2_9
#> 12 0.141474118+0.5405711i Traj_2 Sim_9 TrajSim_2_9
#> 13 0.163987715+0.6089485i Traj_2 Sim_9 TrajSim_2_9
#> 14 0.264278329+0.4965257i Traj_2 Sim_9 TrajSim_2_9
#> 15 0.168714524+0.4954756i Traj_2 Sim_9 TrajSim_2_9
#> 16 0.138401303+0.7200102i Traj_2 Sim_9 TrajSim_2_9
#> 17 0.055393125+0.5275569i Traj_2 Sim_9 TrajSim_2_9
#> 18 0.105039955+0.5840603i Traj_2 Sim_9 TrajSim_2_9
#> 19 0.027002702+0.5822650i Traj_2 Sim_9 TrajSim_2_9
#> 20 0.063574704+0.5816445i Traj_2 Sim_9 TrajSim_2_9
#> 21 0.236213409+0.5188280i Traj_2 Sim_9 TrajSim_2_9
#> 22 0.025939954+0.6879174i Traj_2 Sim_9 TrajSim_2_9
#> 23 -0.101061876+0.7153136i Traj_2 Sim_9 TrajSim_2_9
#> 24 0.081705158+0.6412968i Traj_2 Sim_9 TrajSim_2_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7946313 1.419815 0.02 0.02 0.7946313+ 1.419815i
#> 3 0.9613991 1.914025 0.04 0.04 0.9613991+ 1.914025i
#> 4 0.9493459 2.439211 0.06 0.06 0.9493459+ 2.439211i
#> 5 1.0072134 2.976068 0.08 0.08 1.0072134+ 2.976068i
#> 6 1.0014722 3.575354 0.10 0.10 1.0014722+ 3.575354i
#> 7 0.9970277 4.119335 0.12 0.12 0.9970277+ 4.119335i
#> 8 1.2024009 4.524223 0.14 0.14 1.2024009+ 4.524223i
#> 9 1.3574558 5.079211 0.16 0.16 1.3574558+ 5.079211i
#> 10 1.4285773 5.627050 0.18 0.18 1.4285773+ 5.627050i
#> 11 1.4170086 6.170688 0.20 0.20 1.4170086+ 6.170688i
#> 12 1.4973501 6.654101 0.22 0.22 1.4973501+ 6.654101i
#> 13 1.5335737 7.148440 0.24 0.24 1.5335737+ 7.148440i
#> 14 1.6629215 7.684580 0.26 0.26 1.6629215+ 7.684580i
#> 15 1.8161266 8.179474 0.28 0.28 1.8161266+ 8.179474i
#> 16 1.8242997 8.730285 0.30 0.30 1.8242997+ 8.730285i
#> 17 1.8661748 9.262137 0.32 0.32 1.8661748+ 9.262137i
#> 18 1.9498199 9.716733 0.34 0.34 1.9498199+ 9.716733i
#> 19 2.0510199 10.251157 0.36 0.36 2.0510199+10.251157i
#> 20 2.1378283 10.944652 0.38 0.38 2.1378283+10.944652i
#> 21 2.0555624 11.455538 0.40 0.40 2.0555624+11.455538i
#> 22 2.1968013 12.013053 0.42 0.42 2.1968013+12.013053i
#> 23 2.3106844 12.511768 0.44 0.44 2.3106844+12.511768i
#> 24 2.2604943 13.004179 0.46 0.46 2.2604943+13.004179i
#> 25 2.4059919 13.619930 0.48 0.48 2.4059919+13.619930i
#> 26 2.3201379 14.205523 0.50 0.50 2.3201379+14.205523i
#> 27 2.3669847 14.769101 0.52 0.52 2.3669847+14.769101i
#> 28 2.4029463 15.304253 0.54 0.54 2.4029463+15.304253i
#> 29 2.5162642 15.748590 0.56 0.56 2.5162642+15.748590i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 0.098631328+0.4738152i Traj_1 Sim_10 TrajSim_1_10
#> 3 0.166767768+0.4942101i Traj_1 Sim_10 TrajSim_1_10
#> 4 -0.012053194+0.5251863i Traj_1 Sim_10 TrajSim_1_10
#> 5 0.057867450+0.5368563i Traj_1 Sim_10 TrajSim_1_10
#> 6 -0.005741115+0.5992861i Traj_1 Sim_10 TrajSim_1_10
#> 7 -0.004444503+0.5439813i Traj_1 Sim_10 TrajSim_1_10
#> 8 0.205373134+0.4048883i Traj_1 Sim_10 TrajSim_1_10
#> 9 0.155054935+0.5549872i Traj_1 Sim_10 TrajSim_1_10
#> 10 0.071121508+0.5478398i Traj_1 Sim_10 TrajSim_1_10
#> 11 -0.011568754+0.5436373i Traj_1 Sim_10 TrajSim_1_10
#> 12 0.080341519+0.4834133i Traj_1 Sim_10 TrajSim_1_10
#> 13 0.036223640+0.4943394i Traj_1 Sim_10 TrajSim_1_10
#> 14 0.129347794+0.5361392i Traj_1 Sim_10 TrajSim_1_10
#> 15 0.153205069+0.4948939i Traj_1 Sim_10 TrajSim_1_10
#> 16 0.008173132+0.5508110i Traj_1 Sim_10 TrajSim_1_10
#> 17 0.041875051+0.5318529i Traj_1 Sim_10 TrajSim_1_10
#> 18 0.083645142+0.4545959i Traj_1 Sim_10 TrajSim_1_10
#> 19 0.101199962+0.5344240i Traj_1 Sim_10 TrajSim_1_10
#> 20 0.086808418+0.6934948i Traj_1 Sim_10 TrajSim_1_10
#> 21 -0.082265890+0.5108854i Traj_1 Sim_10 TrajSim_1_10
#> 22 0.141238894+0.5575157i Traj_1 Sim_10 TrajSim_1_10
#> 23 0.113883138+0.4987143i Traj_1 Sim_10 TrajSim_1_10
#> 24 -0.050190153+0.4924109i Traj_1 Sim_10 TrajSim_1_10
#> 25 0.145497576+0.6157513i Traj_1 Sim_10 TrajSim_1_10
#> 26 -0.085853913+0.5855935i Traj_1 Sim_10 TrajSim_1_10
#> 27 0.046846779+0.5635779i Traj_1 Sim_10 TrajSim_1_10
#> 28 0.035961551+0.5351517i Traj_1 Sim_10 TrajSim_1_10
#> 29 0.113317953+0.4443370i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4825614 2.299448 0.02 0.02 0.4825614+ 2.299448i
#> 3 0.4542188 3.044633 0.04 0.04 0.4542188+ 3.044633i
#> 4 0.6262986 3.667548 0.06 0.06 0.6262986+ 3.667548i
#> 5 0.6407220 4.248137 0.08 0.08 0.6407220+ 4.248137i
#> 6 0.6101304 4.908901 0.10 0.10 0.6101304+ 4.908901i
#> 7 0.5236651 5.547082 0.12 0.12 0.5236651+ 5.547082i
#> 8 0.7865668 6.142043 0.14 0.14 0.7865668+ 6.142043i
#> 9 1.0070330 6.841902 0.16 0.16 1.0070330+ 6.841902i
#> 10 1.1633193 7.421993 0.18 0.18 1.1633193+ 7.421993i
#> 11 1.2315615 7.853385 0.20 0.20 1.2315615+ 7.853385i
#> 12 1.3120478 8.436524 0.22 0.22 1.3120478+ 8.436524i
#> 13 1.4295660 9.110703 0.24 0.24 1.4295660+ 9.110703i
#> 14 1.4852578 9.600505 0.26 0.26 1.4852578+ 9.600505i
#> 15 1.5458800 10.243356 0.28 0.28 1.5458800+10.243356i
#> 16 1.6584075 10.779031 0.30 0.30 1.6584075+10.779031i
#> 17 1.6598658 11.348757 0.32 0.32 1.6598658+11.348757i
#> 18 1.6523111 12.004735 0.34 0.34 1.6523111+12.004735i
#> 19 1.8727747 12.589639 0.36 0.36 1.8727747+12.589639i
#> 20 1.9959766 13.172621 0.38 0.38 1.9959766+13.172621i
#> 21 1.8592014 13.862670 0.40 0.40 1.8592014+13.862670i
#> 22 1.9301782 14.372853 0.42 0.42 1.9301782+14.372853i
#> 23 1.9064817 15.018743 0.44 0.44 1.9064817+15.018743i
#> 24 2.0937601 15.686006 0.46 0.46 2.0937601+15.686006i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 0.146561406+0.7394476i Traj_2 Sim_10 TrajSim_2_10
#> 3 -0.028342651+0.7451858i Traj_2 Sim_10 TrajSim_2_10
#> 4 0.172079868+0.6229143i Traj_2 Sim_10 TrajSim_2_10
#> 5 0.014423332+0.5805895i Traj_2 Sim_10 TrajSim_2_10
#> 6 -0.030591588+0.6607640i Traj_2 Sim_10 TrajSim_2_10
#> 7 -0.086465219+0.6381812i Traj_2 Sim_10 TrajSim_2_10
#> 8 0.262901657+0.5949604i Traj_2 Sim_10 TrajSim_2_10
#> 9 0.220466162+0.6998592i Traj_2 Sim_10 TrajSim_2_10
#> 10 0.156286341+0.5800908i Traj_2 Sim_10 TrajSim_2_10
#> 11 0.068242162+0.4313920i Traj_2 Sim_10 TrajSim_2_10
#> 12 0.080486281+0.5831398i Traj_2 Sim_10 TrajSim_2_10
#> 13 0.117518295+0.6741784i Traj_2 Sim_10 TrajSim_2_10
#> 14 0.055691775+0.4898025i Traj_2 Sim_10 TrajSim_2_10
#> 15 0.060622150+0.6428510i Traj_2 Sim_10 TrajSim_2_10
#> 16 0.112527518+0.5356751i Traj_2 Sim_10 TrajSim_2_10
#> 17 0.001458347+0.5697253i Traj_2 Sim_10 TrajSim_2_10
#> 18 -0.007554738+0.6559783i Traj_2 Sim_10 TrajSim_2_10
#> 19 0.220463583+0.5849041i Traj_2 Sim_10 TrajSim_2_10
#> 20 0.123201924+0.5829824i Traj_2 Sim_10 TrajSim_2_10
#> 21 -0.136775164+0.6900487i Traj_2 Sim_10 TrajSim_2_10
#> 22 0.070976726+0.5101830i Traj_2 Sim_10 TrajSim_2_10
#> 23 -0.023696475+0.6458895i Traj_2 Sim_10 TrajSim_2_10
#> 24 0.187278421+0.6672635i Traj_2 Sim_10 TrajSim_2_10
sim_constrained_paluxy <- simulate_track(PaluxyRiver, nsim = 100, model = "Constrained")
print(sim_constrained_paluxy[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7453128 1.494710 0.02 0.02 0.7453128+ 1.494710i
#> 3 0.7897813 1.970173 0.04 0.04 0.7897813+ 1.970173i
#> 4 0.8081987 2.531449 0.06 0.06 0.8081987+ 2.531449i
#> 5 0.8475684 3.024644 0.08 0.08 0.8475684+ 3.024644i
#> 6 0.8507291 3.545593 0.10 0.10 0.8507291+ 3.545593i
#> 7 0.8329863 4.071667 0.12 0.12 0.8329863+ 4.071667i
#> 8 0.7818195 4.535128 0.14 0.14 0.7818195+ 4.535128i
#> 9 0.6848624 5.129532 0.16 0.16 0.6848624+ 5.129532i
#> 10 0.6109328 5.677673 0.18 0.18 0.6109328+ 5.677673i
#> 11 0.5786547 6.297558 0.20 0.20 0.5786547+ 6.297558i
#> 12 0.5887339 6.781371 0.22 0.22 0.5887339+ 6.781371i
#> 13 0.6030683 7.262858 0.24 0.24 0.6030683+ 7.262858i
#> 14 0.5984054 7.876476 0.26 0.26 0.5984054+ 7.876476i
#> 15 0.5815948 8.483760 0.28 0.28 0.5815948+ 8.483760i
#> 16 0.5760479 9.051756 0.30 0.30 0.5760479+ 9.051756i
#> 17 0.5898855 9.600505 0.32 0.32 0.5898855+ 9.600505i
#> 18 0.5843405 10.144875 0.34 0.34 0.5843405+10.144875i
#> 19 0.6269066 10.574229 0.36 0.36 0.6269066+10.574229i
#> 20 0.6773299 11.101006 0.38 0.38 0.6773299+11.101006i
#> 21 0.7659919 11.591545 0.40 0.40 0.7659919+11.591545i
#> 22 0.8244026 12.079292 0.42 0.42 0.8244026+12.079292i
#> 23 0.9083040 12.535257 0.44 0.44 0.9083040+12.535257i
#> 24 0.9259312 13.094623 0.46 0.46 0.9259312+13.094623i
#> 25 0.9444630 13.660276 0.48 0.48 0.9444630+13.660276i
#> 26 0.9906667 14.244983 0.50 0.50 0.9906667+14.244983i
#> 27 1.0169112 14.677920 0.52 0.52 1.0169112+14.677920i
#> 28 1.0825517 15.162157 0.54 0.54 1.0825517+15.162157i
#> 29 1.1764157 15.736709 0.56 0.56 1.1764157+15.736709i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 0.049312775+0.5487100i Traj_1 Sim_1 TrajSim_1_1
#> 3 0.044468572+0.4754630i Traj_1 Sim_1 TrajSim_1_1
#> 4 0.018417304+0.5612757i Traj_1 Sim_1 TrajSim_1_1
#> 5 0.039369713+0.4931950i Traj_1 Sim_1 TrajSim_1_1
#> 6 0.003160781+0.5209488i Traj_1 Sim_1 TrajSim_1_1
#> 7 -0.017742846+0.5260744i Traj_1 Sim_1 TrajSim_1_1
#> 8 -0.051166815+0.4634616i Traj_1 Sim_1 TrajSim_1_1
#> 9 -0.096957131+0.5944033i Traj_1 Sim_1 TrajSim_1_1
#> 10 -0.073929529+0.5481416i Traj_1 Sim_1 TrajSim_1_1
#> 11 -0.032278173+0.6198844i Traj_1 Sim_1 TrajSim_1_1
#> 12 0.010079204+0.4838131i Traj_1 Sim_1 TrajSim_1_1
#> 13 0.014334418+0.4814874i Traj_1 Sim_1 TrajSim_1_1
#> 14 -0.004662912+0.6136178i Traj_1 Sim_1 TrajSim_1_1
#> 15 -0.016810572+0.6072844i Traj_1 Sim_1 TrajSim_1_1
#> 16 -0.005546919+0.5679957i Traj_1 Sim_1 TrajSim_1_1
#> 17 0.013837661+0.5487490i Traj_1 Sim_1 TrajSim_1_1
#> 18 -0.005545075+0.5443696i Traj_1 Sim_1 TrajSim_1_1
#> 19 0.042566124+0.4293546i Traj_1 Sim_1 TrajSim_1_1
#> 20 0.050423299+0.5267762i Traj_1 Sim_1 TrajSim_1_1
#> 21 0.088661988+0.4905391i Traj_1 Sim_1 TrajSim_1_1
#> 22 0.058410695+0.4877468i Traj_1 Sim_1 TrajSim_1_1
#> 23 0.083901473+0.4559650i Traj_1 Sim_1 TrajSim_1_1
#> 24 0.017627209+0.5593665i Traj_1 Sim_1 TrajSim_1_1
#> 25 0.018531789+0.5656532i Traj_1 Sim_1 TrajSim_1_1
#> 26 0.046203710+0.5847064i Traj_1 Sim_1 TrajSim_1_1
#> 27 0.026244466+0.4329378i Traj_1 Sim_1 TrajSim_1_1
#> 28 0.065640496+0.4842369i Traj_1 Sim_1 TrajSim_1_1
#> 29 0.093863996+0.5745517i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.5145252 2.147565 0.02 0.02 0.5145252+ 2.147565i
#> 3 0.5590838 2.751209 0.04 0.04 0.5590838+ 2.751209i
#> 4 0.6143056 3.313058 0.06 0.06 0.6143056+ 3.313058i
#> 5 0.7456301 3.936985 0.08 0.08 0.7456301+ 3.936985i
#> 6 0.8059967 4.606611 0.10 0.10 0.8059967+ 4.606611i
#> 7 0.9131837 5.229180 0.12 0.12 0.9131837+ 5.229180i
#> 8 0.9991311 5.818334 0.14 0.14 0.9991311+ 5.818334i
#> 9 1.3049955 6.487276 0.16 0.16 1.3049955+ 6.487276i
#> 10 1.5967011 7.030120 0.18 0.18 1.5967011+ 7.030120i
#> 11 1.8001396 7.707646 0.20 0.20 1.8001396+ 7.707646i
#> 12 1.9359873 8.303137 0.22 0.22 1.9359873+ 8.303137i
#> 13 2.0607307 8.943762 0.24 0.24 2.0607307+ 8.943762i
#> 14 2.2714810 9.481988 0.26 0.26 2.2714810+ 9.481988i
#> 15 2.5337023 10.178549 0.28 0.28 2.5337023+10.178549i
#> 16 2.7658993 10.804411 0.30 0.30 2.7658993+10.804411i
#> 17 3.0390115 11.307546 0.32 0.32 3.0390115+11.307546i
#> 18 3.2566842 11.757813 0.34 0.34 3.2566842+11.757813i
#> 19 3.4778157 12.276843 0.36 0.36 3.4778157+12.276843i
#> 20 3.7176783 12.865852 0.38 0.38 3.7176783+12.865852i
#> 21 3.9288416 13.398564 0.40 0.40 3.9288416+13.398564i
#> 22 4.1543139 14.017811 0.42 0.42 4.1543139+14.017811i
#> 23 4.3318734 14.526481 0.44 0.44 4.3318734+14.526481i
#> 24 4.4274182 15.238649 0.46 0.46 4.4274182+15.238649i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 0.17852524+0.5875651i Traj_2 Sim_1 TrajSim_2_1
#> 3 0.04455857+0.6036438i Traj_2 Sim_1 TrajSim_2_1
#> 4 0.05522183+0.5618486i Traj_2 Sim_1 TrajSim_2_1
#> 5 0.13132450+0.6239277i Traj_2 Sim_1 TrajSim_2_1
#> 6 0.06036660+0.6696255i Traj_2 Sim_1 TrajSim_2_1
#> 7 0.10718699+0.6225692i Traj_2 Sim_1 TrajSim_2_1
#> 8 0.08594734+0.5891543i Traj_2 Sim_1 TrajSim_2_1
#> 9 0.30586444+0.6689423i Traj_2 Sim_1 TrajSim_2_1
#> 10 0.29170560+0.5428431i Traj_2 Sim_1 TrajSim_2_1
#> 11 0.20343847+0.6775268i Traj_2 Sim_1 TrajSim_2_1
#> 12 0.13584773+0.5954907i Traj_2 Sim_1 TrajSim_2_1
#> 13 0.12474333+0.6406252i Traj_2 Sim_1 TrajSim_2_1
#> 14 0.21075038+0.5382260i Traj_2 Sim_1 TrajSim_2_1
#> 15 0.26222122+0.6965610i Traj_2 Sim_1 TrajSim_2_1
#> 16 0.23219700+0.6258614i Traj_2 Sim_1 TrajSim_2_1
#> 17 0.27311220+0.5031358i Traj_2 Sim_1 TrajSim_2_1
#> 18 0.21767272+0.4502665i Traj_2 Sim_1 TrajSim_2_1
#> 19 0.22113154+0.5190296i Traj_2 Sim_1 TrajSim_2_1
#> 20 0.23986255+0.5890092i Traj_2 Sim_1 TrajSim_2_1
#> 21 0.21116329+0.5327119i Traj_2 Sim_1 TrajSim_2_1
#> 22 0.22547238+0.6192468i Traj_2 Sim_1 TrajSim_2_1
#> 23 0.17755949+0.5086706i Traj_2 Sim_1 TrajSim_2_1
#> 24 0.09554480+0.7121677i Traj_2 Sim_1 TrajSim_2_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 0.69600000 0.946000 0.00 0.00 0.69600000+ 0.946000i
#> 2 0.70246573 1.424589 0.02 0.02 0.70246573+ 1.424589i
#> 3 0.71382554 2.042808 0.04 0.04 0.71382554+ 2.042808i
#> 4 0.73425471 2.651130 0.06 0.06 0.73425471+ 2.651130i
#> 5 0.77063678 3.213405 0.08 0.08 0.77063678+ 3.213405i
#> 6 0.76343412 3.781028 0.10 0.10 0.76343412+ 3.781028i
#> 7 0.71293432 4.385932 0.12 0.12 0.71293432+ 4.385932i
#> 8 0.65322946 4.918602 0.14 0.14 0.65322946+ 4.918602i
#> 9 0.58346278 5.407361 0.16 0.16 0.58346278+ 5.407361i
#> 10 0.44275922 5.955566 0.18 0.18 0.44275922+ 5.955566i
#> 11 0.32055965 6.537872 0.20 0.20 0.32055965+ 6.537872i
#> 12 0.14216314 7.116415 0.22 0.22 0.14216314+ 7.116415i
#> 13 -0.04444722 7.637900 0.24 0.24 -0.04444722+ 7.637900i
#> 14 -0.22429735 8.186598 0.26 0.26 -0.22429735+ 8.186598i
#> 15 -0.32354127 8.628470 0.28 0.28 -0.32354127+ 8.628470i
#> 16 -0.40785264 9.131949 0.30 0.30 -0.40785264+ 9.131949i
#> 17 -0.45234796 9.668924 0.32 0.32 -0.45234796+ 9.668924i
#> 18 -0.46579739 10.196223 0.34 0.34 -0.46579739+10.196223i
#> 19 -0.50696128 10.799284 0.36 0.36 -0.50696128+10.799284i
#> 20 -0.55795216 11.384578 0.38 0.38 -0.55795216+11.384578i
#> 21 -0.65874019 11.978460 0.40 0.40 -0.65874019+11.978460i
#> 22 -0.79995503 12.556880 0.42 0.42 -0.79995503+12.556880i
#> 23 -0.95016404 13.135248 0.44 0.44 -0.95016404+13.135248i
#> 24 -1.09482021 13.641315 0.46 0.46 -1.09482021+13.641315i
#> 25 -1.25495509 14.165825 0.48 0.48 -1.25495509+14.165825i
#> 26 -1.36081461 14.602291 0.50 0.50 -1.36081461+14.602291i
#> 27 -1.45389186 15.127963 0.52 0.52 -1.45389186+15.127963i
#> 28 -1.56617253 15.677416 0.54 0.54 -1.56617253+15.677416i
#> 29 -1.66515430 16.212269 0.56 0.56 -1.66515430+16.212269i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 0.006465734+0.4785889i Traj_1 Sim_2 TrajSim_1_2
#> 3 0.011359804+0.6182191i Traj_1 Sim_2 TrajSim_1_2
#> 4 0.020429170+0.6083224i Traj_1 Sim_2 TrajSim_1_2
#> 5 0.036382072+0.5622749i Traj_1 Sim_2 TrajSim_1_2
#> 6 -0.007202661+0.5676229i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.050499804+0.6049033i Traj_1 Sim_2 TrajSim_1_2
#> 8 -0.059704859+0.5326703i Traj_1 Sim_2 TrajSim_1_2
#> 9 -0.069766682+0.4887593i Traj_1 Sim_2 TrajSim_1_2
#> 10 -0.140703554+0.5482052i Traj_1 Sim_2 TrajSim_1_2
#> 11 -0.122199567+0.5823056i Traj_1 Sim_2 TrajSim_1_2
#> 12 -0.178396518+0.5785434i Traj_1 Sim_2 TrajSim_1_2
#> 13 -0.186610352+0.5214850i Traj_1 Sim_2 TrajSim_1_2
#> 14 -0.179850137+0.5486977i Traj_1 Sim_2 TrajSim_1_2
#> 15 -0.099243921+0.4418718i Traj_1 Sim_2 TrajSim_1_2
#> 16 -0.084311362+0.5034790i Traj_1 Sim_2 TrajSim_1_2
#> 17 -0.044495321+0.5369753i Traj_1 Sim_2 TrajSim_1_2
#> 18 -0.013449433+0.5272989i Traj_1 Sim_2 TrajSim_1_2
#> 19 -0.041163891+0.6030607i Traj_1 Sim_2 TrajSim_1_2
#> 20 -0.050990875+0.5852945i Traj_1 Sim_2 TrajSim_1_2
#> 21 -0.100788037+0.5938819i Traj_1 Sim_2 TrajSim_1_2
#> 22 -0.141214838+0.5784202i Traj_1 Sim_2 TrajSim_1_2
#> 23 -0.150209013+0.5783680i Traj_1 Sim_2 TrajSim_1_2
#> 24 -0.144656166+0.5060665i Traj_1 Sim_2 TrajSim_1_2
#> 25 -0.160134877+0.5245099i Traj_1 Sim_2 TrajSim_1_2
#> 26 -0.105859521+0.4364660i Traj_1 Sim_2 TrajSim_1_2
#> 27 -0.093077256+0.5256718i Traj_1 Sim_2 TrajSim_1_2
#> 28 -0.112280666+0.5494534i Traj_1 Sim_2 TrajSim_1_2
#> 29 -0.098981767+0.5348526i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3899297 2.055248 0.02 0.02 0.3899297+ 2.055248i
#> 3 0.4775780 2.633967 0.04 0.04 0.4775780+ 2.633967i
#> 4 0.4796792 3.392598 0.06 0.06 0.4796792+ 3.392598i
#> 5 0.5257307 3.958750 0.08 0.08 0.5257307+ 3.958750i
#> 6 0.4367199 4.640637 0.10 0.10 0.4367199+ 4.640637i
#> 7 0.1755158 5.189518 0.12 0.12 0.1755158+ 5.189518i
#> 8 -0.1182988 5.769574 0.14 0.14 -0.1182988+ 5.769574i
#> 9 -0.4281136 6.633064 0.16 0.16 -0.4281136+ 6.633064i
#> 10 -0.6105128 7.325221 0.18 0.18 -0.6105128+ 7.325221i
#> 11 -0.7333546 7.983349 0.20 0.20 -0.7333546+ 7.983349i
#> 12 -0.8125997 8.592235 0.22 0.22 -0.8125997+ 8.592235i
#> 13 -0.8998862 9.189813 0.24 0.24 -0.8998862+ 9.189813i
#> 14 -1.0436354 9.659042 0.26 0.26 -1.0436354+ 9.659042i
#> 15 -1.2499764 10.266237 0.28 0.28 -1.2499764+10.266237i
#> 16 -1.4121347 10.838274 0.30 0.30 -1.4121347+10.838274i
#> 17 -1.4912718 11.441086 0.32 0.32 -1.4912718+11.441086i
#> 18 -1.6749638 12.047330 0.34 0.34 -1.6749638+12.047330i
#> 19 -1.8717366 12.674884 0.36 0.36 -1.8717366+12.674884i
#> 20 -1.9409319 13.175919 0.38 0.38 -1.9409319+13.175919i
#> 21 -2.0253148 13.702320 0.40 0.40 -2.0253148+13.702320i
#> 22 -2.1295119 14.083829 0.42 0.42 -2.1295119+14.083829i
#> 23 -2.2938572 14.703552 0.44 0.44 -2.2938572+14.703552i
#> 24 -2.3990627 15.323023 0.46 0.46 -2.3990627+15.323023i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 0.053929690+0.4952481i Traj_2 Sim_2 TrajSim_2_2
#> 3 0.087648294+0.5787185i Traj_2 Sim_2 TrajSim_2_2
#> 4 0.002101177+0.7586310i Traj_2 Sim_2 TrajSim_2_2
#> 5 0.046051526+0.5661527i Traj_2 Sim_2 TrajSim_2_2
#> 6 -0.089010810+0.6818865i Traj_2 Sim_2 TrajSim_2_2
#> 7 -0.261204102+0.5488815i Traj_2 Sim_2 TrajSim_2_2
#> 8 -0.293814554+0.5800554i Traj_2 Sim_2 TrajSim_2_2
#> 9 -0.309814815+0.8634901i Traj_2 Sim_2 TrajSim_2_2
#> 10 -0.182399179+0.6921570i Traj_2 Sim_2 TrajSim_2_2
#> 11 -0.122841784+0.6581284i Traj_2 Sim_2 TrajSim_2_2
#> 12 -0.079245159+0.6088860i Traj_2 Sim_2 TrajSim_2_2
#> 13 -0.087286495+0.5975773i Traj_2 Sim_2 TrajSim_2_2
#> 14 -0.143749193+0.4692293i Traj_2 Sim_2 TrajSim_2_2
#> 15 -0.206341004+0.6071950i Traj_2 Sim_2 TrajSim_2_2
#> 16 -0.162158317+0.5720373i Traj_2 Sim_2 TrajSim_2_2
#> 17 -0.079137042+0.6028114i Traj_2 Sim_2 TrajSim_2_2
#> 18 -0.183692024+0.6062439i Traj_2 Sim_2 TrajSim_2_2
#> 19 -0.196772776+0.6275539i Traj_2 Sim_2 TrajSim_2_2
#> 20 -0.069195300+0.5010351i Traj_2 Sim_2 TrajSim_2_2
#> 21 -0.084382941+0.5264010i Traj_2 Sim_2 TrajSim_2_2
#> 22 -0.104197107+0.3815093i Traj_2 Sim_2 TrajSim_2_2
#> 23 -0.164345296+0.6197226i Traj_2 Sim_2 TrajSim_2_2
#> 24 -0.105205448+0.6194715i Traj_2 Sim_2 TrajSim_2_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7902274 1.557786 0.02 0.02 0.7902274+ 1.557786i
#> 3 0.8809532 2.073057 0.04 0.04 0.8809532+ 2.073057i
#> 4 0.9541854 2.577342 0.06 0.06 0.9541854+ 2.577342i
#> 5 0.9928433 3.205446 0.08 0.08 0.9928433+ 3.205446i
#> 6 0.9740383 3.688208 0.10 0.10 0.9740383+ 3.688208i
#> 7 1.0166070 4.151817 0.12 0.12 1.0166070+ 4.151817i
#> 8 1.1060896 4.718725 0.14 0.14 1.1060896+ 4.718725i
#> 9 1.1323158 5.217250 0.16 0.16 1.1323158+ 5.217250i
#> 10 1.1841499 5.703405 0.18 0.18 1.1841499+ 5.703405i
#> 11 1.2623197 6.228679 0.20 0.20 1.2623197+ 6.228679i
#> 12 1.3782358 6.843248 0.22 0.22 1.3782358+ 6.843248i
#> 13 1.4752133 7.289610 0.24 0.24 1.4752133+ 7.289610i
#> 14 1.5270132 7.818442 0.26 0.26 1.5270132+ 7.818442i
#> 15 1.5653970 8.363209 0.28 0.28 1.5653970+ 8.363209i
#> 16 1.6579740 8.852095 0.30 0.30 1.6579740+ 8.852095i
#> 17 1.7966920 9.347388 0.32 0.32 1.7966920+ 9.347388i
#> 18 1.8794546 9.848224 0.34 0.34 1.8794546+ 9.848224i
#> 19 1.9666265 10.294756 0.36 0.36 1.9666265+10.294756i
#> 20 2.1225058 10.859130 0.38 0.38 2.1225058+10.859130i
#> 21 2.2782549 11.407426 0.40 0.40 2.2782549+11.407426i
#> 22 2.3865097 11.949140 0.42 0.42 2.3865097+11.949140i
#> 23 2.4787651 12.507229 0.44 0.44 2.4787651+12.507229i
#> 24 2.5290647 13.162789 0.46 0.46 2.5290647+13.162789i
#> 25 2.5265182 13.746077 0.48 0.48 2.5265182+13.746077i
#> 26 2.5416618 14.237502 0.50 0.50 2.5416618+14.237502i
#> 27 2.5637452 14.713058 0.52 0.52 2.5637452+14.713058i
#> 28 2.5962245 15.241008 0.54 0.54 2.5962245+15.241008i
#> 29 2.6809777 15.758305 0.56 0.56 2.6809777+15.758305i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 0.094227419+0.6117859i Traj_1 Sim_3 TrajSim_1_3
#> 3 0.090725816+0.5152707i Traj_1 Sim_3 TrajSim_1_3
#> 4 0.073232151+0.5042858i Traj_1 Sim_3 TrajSim_1_3
#> 5 0.038657890+0.6281034i Traj_1 Sim_3 TrajSim_1_3
#> 6 -0.018804992+0.4827625i Traj_1 Sim_3 TrajSim_1_3
#> 7 0.042568679+0.4636084i Traj_1 Sim_3 TrajSim_1_3
#> 8 0.089482658+0.5669078i Traj_1 Sim_3 TrajSim_1_3
#> 9 0.026226140+0.4985251i Traj_1 Sim_3 TrajSim_1_3
#> 10 0.051834155+0.4861549i Traj_1 Sim_3 TrajSim_1_3
#> 11 0.078169743+0.5252741i Traj_1 Sim_3 TrajSim_1_3
#> 12 0.115916183+0.6145691i Traj_1 Sim_3 TrajSim_1_3
#> 13 0.096977497+0.4463622i Traj_1 Sim_3 TrajSim_1_3
#> 14 0.051799854+0.5288323i Traj_1 Sim_3 TrajSim_1_3
#> 15 0.038383773+0.5447663i Traj_1 Sim_3 TrajSim_1_3
#> 16 0.092577053+0.4888867i Traj_1 Sim_3 TrajSim_1_3
#> 17 0.138717993+0.4952931i Traj_1 Sim_3 TrajSim_1_3
#> 18 0.082762548+0.5008355i Traj_1 Sim_3 TrajSim_1_3
#> 19 0.087171962+0.4465322i Traj_1 Sim_3 TrajSim_1_3
#> 20 0.155879275+0.5643739i Traj_1 Sim_3 TrajSim_1_3
#> 21 0.155749130+0.5482960i Traj_1 Sim_3 TrajSim_1_3
#> 22 0.108254818+0.5417142i Traj_1 Sim_3 TrajSim_1_3
#> 23 0.092255384+0.5580893i Traj_1 Sim_3 TrajSim_1_3
#> 24 0.050299542+0.6555591i Traj_1 Sim_3 TrajSim_1_3
#> 25 -0.002546496+0.5832886i Traj_1 Sim_3 TrajSim_1_3
#> 26 0.015143652+0.4914250i Traj_1 Sim_3 TrajSim_1_3
#> 27 0.022083396+0.4755556i Traj_1 Sim_3 TrajSim_1_3
#> 28 0.032479280+0.5279505i Traj_1 Sim_3 TrajSim_1_3
#> 29 0.084753204+0.5172965i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 0.33600000 1.560000 0.00 0.00 0.33600000+ 1.560000i
#> 2 0.38366321 2.039162 0.02 0.02 0.38366321+ 2.039162i
#> 3 0.45379536 2.597551 0.04 0.04 0.45379536+ 2.597551i
#> 4 0.50976182 3.189104 0.06 0.06 0.50976182+ 3.189104i
#> 5 0.55714502 3.900631 0.08 0.08 0.55714502+ 3.900631i
#> 6 0.56634105 4.568090 0.10 0.10 0.56634105+ 4.568090i
#> 7 0.49085239 5.087029 0.12 0.12 0.49085239+ 5.087029i
#> 8 0.37961691 5.699079 0.14 0.14 0.37961691+ 5.699079i
#> 9 0.22281987 6.319341 0.16 0.16 0.22281987+ 6.319341i
#> 10 0.05752488 6.863487 0.18 0.18 0.05752488+ 6.863487i
#> 11 -0.20621068 7.479016 0.20 0.20 -0.20621068+ 7.479016i
#> 12 -0.41218122 8.088324 0.22 0.22 -0.41218122+ 8.088324i
#> 13 -0.52523097 8.587408 0.24 0.24 -0.52523097+ 8.587408i
#> 14 -0.68821730 9.261732 0.26 0.26 -0.68821730+ 9.261732i
#> 15 -0.84181524 9.738502 0.28 0.28 -0.84181524+ 9.738502i
#> 16 -1.10780913 10.441255 0.30 0.30 -1.10780913+10.441255i
#> 17 -1.33073936 11.014883 0.32 0.32 -1.33073936+11.014883i
#> 18 -1.54845991 11.489411 0.34 0.34 -1.54845991+11.489411i
#> 19 -1.72090126 12.003248 0.36 0.36 -1.72090126+12.003248i
#> 20 -1.97913432 12.755659 0.38 0.38 -1.97913432+12.755659i
#> 21 -2.20478122 13.227410 0.40 0.40 -2.20478122+13.227410i
#> 22 -2.47484706 13.658196 0.42 0.42 -2.47484706+13.658196i
#> 23 -2.88819381 14.173085 0.44 0.44 -2.88819381+14.173085i
#> 24 -3.20626108 14.673084 0.46 0.46 -3.20626108+14.673084i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 0.047663207+0.4791616i Traj_2 Sim_3 TrajSim_2_3
#> 3 0.070132149+0.5583899i Traj_2 Sim_3 TrajSim_2_3
#> 4 0.055966461+0.5915522i Traj_2 Sim_3 TrajSim_2_3
#> 5 0.047383207+0.7115275i Traj_2 Sim_3 TrajSim_2_3
#> 6 0.009196028+0.6674584i Traj_2 Sim_3 TrajSim_2_3
#> 7 -0.075488665+0.5189392i Traj_2 Sim_3 TrajSim_2_3
#> 8 -0.111235477+0.6120507i Traj_2 Sim_3 TrajSim_2_3
#> 9 -0.156797042+0.6202617i Traj_2 Sim_3 TrajSim_2_3
#> 10 -0.165294990+0.5441457i Traj_2 Sim_3 TrajSim_2_3
#> 11 -0.263735562+0.6155293i Traj_2 Sim_3 TrajSim_2_3
#> 12 -0.205970535+0.6093083i Traj_2 Sim_3 TrajSim_2_3
#> 13 -0.113049752+0.4990836i Traj_2 Sim_3 TrajSim_2_3
#> 14 -0.162986325+0.6743234i Traj_2 Sim_3 TrajSim_2_3
#> 15 -0.153597943+0.4767707i Traj_2 Sim_3 TrajSim_2_3
#> 16 -0.265993893+0.7027530i Traj_2 Sim_3 TrajSim_2_3
#> 17 -0.222930226+0.5736273i Traj_2 Sim_3 TrajSim_2_3
#> 18 -0.217720550+0.4745286i Traj_2 Sim_3 TrajSim_2_3
#> 19 -0.172441352+0.5138367i Traj_2 Sim_3 TrajSim_2_3
#> 20 -0.258233058+0.7524111i Traj_2 Sim_3 TrajSim_2_3
#> 21 -0.225646902+0.4717515i Traj_2 Sim_3 TrajSim_2_3
#> 22 -0.270065837+0.4307852i Traj_2 Sim_3 TrajSim_2_3
#> 23 -0.413346753+0.5148891i Traj_2 Sim_3 TrajSim_2_3
#> 24 -0.318067270+0.4999992i Traj_2 Sim_3 TrajSim_2_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7630193 1.425511 0.02 0.02 0.7630193+ 1.425511i
#> 3 0.8280115 1.925077 0.04 0.04 0.8280115+ 1.925077i
#> 4 0.9309924 2.433565 0.06 0.06 0.9309924+ 2.433565i
#> 5 0.9927281 2.882180 0.08 0.08 0.9927281+ 2.882180i
#> 6 1.0915424 3.534123 0.10 0.10 1.0915424+ 3.534123i
#> 7 1.2274902 4.107593 0.12 0.12 1.2274902+ 4.107593i
#> 8 1.3610537 4.581676 0.14 0.14 1.3610537+ 4.581676i
#> 9 1.5402152 5.091708 0.16 0.16 1.5402152+ 5.091708i
#> 10 1.7558157 5.620631 0.18 0.18 1.7558157+ 5.620631i
#> 11 1.9665505 6.143605 0.20 0.20 1.9665505+ 6.143605i
#> 12 2.1502645 6.569869 0.22 0.22 2.1502645+ 6.569869i
#> 13 2.3493749 7.126970 0.24 0.24 2.3493749+ 7.126970i
#> 14 2.5324529 7.590678 0.26 0.26 2.5324529+ 7.590678i
#> 15 2.7268309 8.138668 0.28 0.28 2.7268309+ 8.138668i
#> 16 2.8957352 8.655117 0.30 0.30 2.8957352+ 8.655117i
#> 17 3.0410366 9.235219 0.32 0.32 3.0410366+ 9.235219i
#> 18 3.1856590 9.707719 0.34 0.34 3.1856590+ 9.707719i
#> 19 3.3359894 10.184953 0.36 0.36 3.3359894+10.184953i
#> 20 3.5095744 10.643329 0.38 0.38 3.5095744+10.643329i
#> 21 3.7118484 11.191916 0.40 0.40 3.7118484+11.191916i
#> 22 3.8974545 11.581060 0.42 0.42 3.8974545+11.581060i
#> 23 4.1002377 12.093928 0.44 0.44 4.1002377+12.093928i
#> 24 4.2567310 12.538775 0.46 0.46 4.2567310+12.538775i
#> 25 4.3997867 12.964397 0.48 0.48 4.3997867+12.964397i
#> 26 4.5323635 13.455723 0.50 0.50 4.5323635+13.455723i
#> 27 4.6874402 14.046141 0.52 0.52 4.6874402+14.046141i
#> 28 4.7641459 14.510900 0.54 0.54 4.7641459+14.510900i
#> 29 4.8276979 15.081428 0.56 0.56 4.8276979+15.081428i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 0.06701935+0.4795108i Traj_1 Sim_4 TrajSim_1_4
#> 3 0.06499219+0.4995665i Traj_1 Sim_4 TrajSim_1_4
#> 4 0.10298084+0.5084877i Traj_1 Sim_4 TrajSim_1_4
#> 5 0.06173568+0.4486154i Traj_1 Sim_4 TrajSim_1_4
#> 6 0.09881436+0.6519429i Traj_1 Sim_4 TrajSim_1_4
#> 7 0.13594780+0.5734700i Traj_1 Sim_4 TrajSim_1_4
#> 8 0.13356352+0.4740825i Traj_1 Sim_4 TrajSim_1_4
#> 9 0.17916145+0.5100319i Traj_1 Sim_4 TrajSim_1_4
#> 10 0.21560053+0.5289229i Traj_1 Sim_4 TrajSim_1_4
#> 11 0.21073482+0.5229745i Traj_1 Sim_4 TrajSim_1_4
#> 12 0.18371399+0.4262635i Traj_1 Sim_4 TrajSim_1_4
#> 13 0.19911041+0.5571014i Traj_1 Sim_4 TrajSim_1_4
#> 14 0.18307796+0.4637077i Traj_1 Sim_4 TrajSim_1_4
#> 15 0.19437799+0.5479899i Traj_1 Sim_4 TrajSim_1_4
#> 16 0.16890435+0.5164496i Traj_1 Sim_4 TrajSim_1_4
#> 17 0.14530139+0.5801022i Traj_1 Sim_4 TrajSim_1_4
#> 18 0.14462233+0.4724995i Traj_1 Sim_4 TrajSim_1_4
#> 19 0.15033048+0.4772343i Traj_1 Sim_4 TrajSim_1_4
#> 20 0.17358496+0.4583759i Traj_1 Sim_4 TrajSim_1_4
#> 21 0.20227397+0.5485866i Traj_1 Sim_4 TrajSim_1_4
#> 22 0.18560611+0.3891446i Traj_1 Sim_4 TrajSim_1_4
#> 23 0.20278327+0.5128674i Traj_1 Sim_4 TrajSim_1_4
#> 24 0.15649329+0.4448469i Traj_1 Sim_4 TrajSim_1_4
#> 25 0.14305563+0.4256229i Traj_1 Sim_4 TrajSim_1_4
#> 26 0.13257678+0.4913254i Traj_1 Sim_4 TrajSim_1_4
#> 27 0.15507672+0.5904181i Traj_1 Sim_4 TrajSim_1_4
#> 28 0.07670569+0.4647593i Traj_1 Sim_4 TrajSim_1_4
#> 29 0.06355199+0.5705279i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 0.33600000 1.560000 0.00 0.00 0.33600000+ 1.560000i
#> 2 0.33190450 2.053650 0.02 0.02 0.33190450+ 2.053650i
#> 3 0.35452236 2.693312 0.04 0.04 0.35452236+ 2.693312i
#> 4 0.22807327 3.211025 0.06 0.06 0.22807327+ 3.211025i
#> 5 0.13611060 3.721627 0.08 0.08 0.13611060+ 3.721627i
#> 6 0.03072936 4.305262 0.10 0.10 0.03072936+ 4.305262i
#> 7 -0.09454997 5.066464 0.12 0.12 -0.09454997+ 5.066464i
#> 8 -0.10204674 5.651717 0.14 0.14 -0.10204674+ 5.651717i
#> 9 -0.10547585 6.248819 0.16 0.16 -0.10547585+ 6.248819i
#> 10 -0.18949582 6.895852 0.18 0.18 -0.18949582+ 6.895852i
#> 11 -0.26115792 7.553042 0.20 0.20 -0.26115792+ 7.553042i
#> 12 -0.43448060 8.076755 0.22 0.22 -0.43448060+ 8.076755i
#> 13 -0.61591561 8.572921 0.24 0.24 -0.61591561+ 8.572921i
#> 14 -0.94236748 9.224594 0.26 0.26 -0.94236748+ 9.224594i
#> 15 -1.21457943 9.844219 0.28 0.28 -1.21457943+ 9.844219i
#> 16 -1.55426994 10.428878 0.30 0.30 -1.55426994+10.428878i
#> 17 -1.92908902 11.058667 0.32 0.32 -1.92908902+11.058667i
#> 18 -2.12237728 11.598875 0.34 0.34 -2.12237728+11.598875i
#> 19 -2.20864960 12.136180 0.36 0.36 -2.20864960+12.136180i
#> 20 -2.44898390 12.725520 0.38 0.38 -2.44898390+12.725520i
#> 21 -2.74142646 13.272706 0.40 0.40 -2.74142646+13.272706i
#> 22 -3.03574613 13.728453 0.42 0.42 -3.03574613+13.728453i
#> 23 -3.37198491 14.312893 0.44 0.44 -3.37198491+14.312893i
#> 24 -3.58618108 14.792252 0.46 0.46 -3.58618108+14.792252i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 -0.004095504+0.4936503i Traj_2 Sim_4 TrajSim_2_4
#> 3 0.022617867+0.6396622i Traj_2 Sim_4 TrajSim_2_4
#> 4 -0.126449090+0.5177124i Traj_2 Sim_4 TrajSim_2_4
#> 5 -0.091962669+0.5106024i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.105381246+0.5836347i Traj_2 Sim_4 TrajSim_2_4
#> 7 -0.125279333+0.7612015i Traj_2 Sim_4 TrajSim_2_4
#> 8 -0.007496764+0.5852539i Traj_2 Sim_4 TrajSim_2_4
#> 9 -0.003429112+0.5971017i Traj_2 Sim_4 TrajSim_2_4
#> 10 -0.084019972+0.6470328i Traj_2 Sim_4 TrajSim_2_4
#> 11 -0.071662096+0.6571905i Traj_2 Sim_4 TrajSim_2_4
#> 12 -0.173322678+0.5237122i Traj_2 Sim_4 TrajSim_2_4
#> 13 -0.181435016+0.4961661i Traj_2 Sim_4 TrajSim_2_4
#> 14 -0.326451870+0.6516734i Traj_2 Sim_4 TrajSim_2_4
#> 15 -0.272211942+0.6196248i Traj_2 Sim_4 TrajSim_2_4
#> 16 -0.339690516+0.5846592i Traj_2 Sim_4 TrajSim_2_4
#> 17 -0.374819077+0.6297890i Traj_2 Sim_4 TrajSim_2_4
#> 18 -0.193288259+0.5402077i Traj_2 Sim_4 TrajSim_2_4
#> 19 -0.086272327+0.5373053i Traj_2 Sim_4 TrajSim_2_4
#> 20 -0.240334293+0.5893398i Traj_2 Sim_4 TrajSim_2_4
#> 21 -0.292442564+0.5471865i Traj_2 Sim_4 TrajSim_2_4
#> 22 -0.294319669+0.4557470i Traj_2 Sim_4 TrajSim_2_4
#> 23 -0.336238778+0.5844392i Traj_2 Sim_4 TrajSim_2_4
#> 24 -0.214196176+0.4793590i Traj_2 Sim_4 TrajSim_2_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7318031 1.431281 0.02 0.02 0.7318031+ 1.431281i
#> 3 0.7615352 1.873915 0.04 0.04 0.7615352+ 1.873915i
#> 4 0.8124722 2.382344 0.06 0.06 0.8124722+ 2.382344i
#> 5 0.8810607 2.993054 0.08 0.08 0.8810607+ 2.993054i
#> 6 0.9201009 3.533748 0.10 0.10 0.9201009+ 3.533748i
#> 7 0.9676279 4.056892 0.12 0.12 0.9676279+ 4.056892i
#> 8 1.0135479 4.613891 0.14 0.14 1.0135479+ 4.613891i
#> 9 1.0784727 5.141887 0.16 0.16 1.0784727+ 5.141887i
#> 10 1.1818786 5.739166 0.18 0.18 1.1818786+ 5.739166i
#> 11 1.2806513 6.233109 0.20 0.20 1.2806513+ 6.233109i
#> 12 1.3770021 6.772780 0.22 0.22 1.3770021+ 6.772780i
#> 13 1.4222217 7.309791 0.24 0.24 1.4222217+ 7.309791i
#> 14 1.4346713 7.826725 0.26 0.26 1.4346713+ 7.826725i
#> 15 1.4281622 8.370929 0.28 0.28 1.4281622+ 8.370929i
#> 16 1.4122214 8.952392 0.30 0.30 1.4122214+ 8.952392i
#> 17 1.4052363 9.546728 0.32 0.32 1.4052363+ 9.546728i
#> 18 1.4392847 10.163678 0.34 0.34 1.4392847+10.163678i
#> 19 1.4050889 10.703766 0.36 0.36 1.4050889+10.703766i
#> 20 1.4018327 11.261438 0.38 0.38 1.4018327+11.261438i
#> 21 1.4003173 11.825223 0.40 0.40 1.4003173+11.825223i
#> 22 1.3642906 12.489948 0.42 0.42 1.3642906+12.489948i
#> 23 1.3653946 13.039060 0.44 0.44 1.3653946+13.039060i
#> 24 1.3608361 13.486871 0.46 0.46 1.3608361+13.486871i
#> 25 1.3756605 13.964179 0.48 0.48 1.3756605+13.964179i
#> 26 1.4157779 14.405899 0.50 0.50 1.4157779+14.405899i
#> 27 1.5476628 14.903218 0.52 0.52 1.5476628+14.903218i
#> 28 1.7127660 15.524696 0.54 0.54 1.7127660+15.524696i
#> 29 1.8446574 16.018224 0.56 0.56 1.8446574+16.018224i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 0.035803144+0.4852812i Traj_1 Sim_5 TrajSim_1_5
#> 3 0.029732071+0.4426337i Traj_1 Sim_5 TrajSim_1_5
#> 4 0.050936958+0.5084294i Traj_1 Sim_5 TrajSim_1_5
#> 5 0.068588500+0.6107095i Traj_1 Sim_5 TrajSim_1_5
#> 6 0.039040271+0.5406946i Traj_1 Sim_5 TrajSim_1_5
#> 7 0.047527000+0.5231438i Traj_1 Sim_5 TrajSim_1_5
#> 8 0.045919989+0.5569989i Traj_1 Sim_5 TrajSim_1_5
#> 9 0.064924763+0.5279956i Traj_1 Sim_5 TrajSim_1_5
#> 10 0.103405936+0.5972795i Traj_1 Sim_5 TrajSim_1_5
#> 11 0.098772663+0.4939429i Traj_1 Sim_5 TrajSim_1_5
#> 12 0.096350782+0.5396714i Traj_1 Sim_5 TrajSim_1_5
#> 13 0.045219583+0.5370107i Traj_1 Sim_5 TrajSim_1_5
#> 14 0.012449613+0.5169334i Traj_1 Sim_5 TrajSim_1_5
#> 15 -0.006509044+0.5442048i Traj_1 Sim_5 TrajSim_1_5
#> 16 -0.015940817+0.5814627i Traj_1 Sim_5 TrajSim_1_5
#> 17 -0.006985082+0.5943360i Traj_1 Sim_5 TrajSim_1_5
#> 18 0.034048382+0.6169499i Traj_1 Sim_5 TrajSim_1_5
#> 19 -0.034195824+0.5400883i Traj_1 Sim_5 TrajSim_1_5
#> 20 -0.003256223+0.5576719i Traj_1 Sim_5 TrajSim_1_5
#> 21 -0.001515370+0.5637843i Traj_1 Sim_5 TrajSim_1_5
#> 22 -0.036026653+0.6647259i Traj_1 Sim_5 TrajSim_1_5
#> 23 0.001103918+0.5491112i Traj_1 Sim_5 TrajSim_1_5
#> 24 -0.004558483+0.4478110i Traj_1 Sim_5 TrajSim_1_5
#> 25 0.014824456+0.4773084i Traj_1 Sim_5 TrajSim_1_5
#> 26 0.040117380+0.4417195i Traj_1 Sim_5 TrajSim_1_5
#> 27 0.131884879+0.4973189i Traj_1 Sim_5 TrajSim_1_5
#> 28 0.165103160+0.6214786i Traj_1 Sim_5 TrajSim_1_5
#> 29 0.131891403+0.4935283i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4657230 2.042946 0.02 0.02 0.4657230+ 2.042946i
#> 3 0.6785516 2.565085 0.04 0.04 0.6785516+ 2.565085i
#> 4 1.0088231 3.153064 0.06 0.06 1.0088231+ 3.153064i
#> 5 1.2671138 3.747630 0.08 0.08 1.2671138+ 3.747630i
#> 6 1.5311232 4.409423 0.10 0.10 1.5311232+ 4.409423i
#> 7 1.8086047 4.932423 0.12 0.12 1.8086047+ 4.932423i
#> 8 2.1526859 5.378953 0.14 0.14 2.1526859+ 5.378953i
#> 9 2.3708748 5.933391 0.16 0.16 2.3708748+ 5.933391i
#> 10 2.5201083 6.396305 0.18 0.18 2.5201083+ 6.396305i
#> 11 2.6555523 7.028885 0.20 0.20 2.6555523+ 7.028885i
#> 12 2.7726232 7.566647 0.22 0.22 2.7726232+ 7.566647i
#> 13 2.8897800 8.152965 0.24 0.24 2.8897800+ 8.152965i
#> 14 3.0156057 8.886061 0.26 0.26 3.0156057+ 8.886061i
#> 15 3.1006298 9.404765 0.28 0.28 3.1006298+ 9.404765i
#> 16 3.2807855 10.037629 0.30 0.30 3.2807855+10.037629i
#> 17 3.3852052 10.615452 0.32 0.32 3.3852052+10.615452i
#> 18 3.4383290 11.262872 0.34 0.34 3.4383290+11.262872i
#> 19 3.4948178 11.809456 0.36 0.36 3.4948178+11.809456i
#> 20 3.5955144 12.395201 0.38 0.38 3.5955144+12.395201i
#> 21 3.7444745 13.043018 0.40 0.40 3.7444745+13.043018i
#> 22 3.9054468 13.519137 0.42 0.42 3.9054468+13.519137i
#> 23 4.1697736 14.124093 0.44 0.44 4.1697736+14.124093i
#> 24 4.4236281 14.778849 0.46 0.46 4.4236281+14.778849i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 0.12972298+0.4829462i Traj_2 Sim_5 TrajSim_2_5
#> 3 0.21282857+0.5221385i Traj_2 Sim_5 TrajSim_2_5
#> 4 0.33027155+0.5879794i Traj_2 Sim_5 TrajSim_2_5
#> 5 0.25829074+0.5945662i Traj_2 Sim_5 TrajSim_2_5
#> 6 0.26400938+0.6617931i Traj_2 Sim_5 TrajSim_2_5
#> 7 0.27748148+0.5230000i Traj_2 Sim_5 TrajSim_2_5
#> 8 0.34408123+0.4465298i Traj_2 Sim_5 TrajSim_2_5
#> 9 0.21818886+0.5544381i Traj_2 Sim_5 TrajSim_2_5
#> 10 0.14923352+0.4629138i Traj_2 Sim_5 TrajSim_2_5
#> 11 0.13544398+0.6325795i Traj_2 Sim_5 TrajSim_2_5
#> 12 0.11707086+0.5377624i Traj_2 Sim_5 TrajSim_2_5
#> 13 0.11715681+0.5863177i Traj_2 Sim_5 TrajSim_2_5
#> 14 0.12582570+0.7330967i Traj_2 Sim_5 TrajSim_2_5
#> 15 0.08502417+0.5187033i Traj_2 Sim_5 TrajSim_2_5
#> 16 0.18015567+0.6328641i Traj_2 Sim_5 TrajSim_2_5
#> 17 0.10441969+0.5778228i Traj_2 Sim_5 TrajSim_2_5
#> 18 0.05312379+0.6474203i Traj_2 Sim_5 TrajSim_2_5
#> 19 0.05648886+0.5465845i Traj_2 Sim_5 TrajSim_2_5
#> 20 0.10069652+0.5857450i Traj_2 Sim_5 TrajSim_2_5
#> 21 0.14896013+0.6478171i Traj_2 Sim_5 TrajSim_2_5
#> 22 0.16097232+0.4761186i Traj_2 Sim_5 TrajSim_2_5
#> 23 0.26432676+0.6049563i Traj_2 Sim_5 TrajSim_2_5
#> 24 0.25385453+0.6547553i Traj_2 Sim_5 TrajSim_2_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 0.69600000 0.946000 0.00 0.00 0.69600000+ 0.946000i
#> 2 0.71623695 1.452499 0.02 0.02 0.71623695+ 1.452499i
#> 3 0.67163000 2.014098 0.04 0.04 0.67163000+ 2.014098i
#> 4 0.64047256 2.502024 0.06 0.06 0.64047256+ 2.502024i
#> 5 0.61083481 2.923347 0.08 0.08 0.61083481+ 2.923347i
#> 6 0.58347453 3.490206 0.10 0.10 0.58347453+ 3.490206i
#> 7 0.59362884 4.047895 0.12 0.12 0.59362884+ 4.047895i
#> 8 0.57105841 4.525062 0.14 0.14 0.57105841+ 4.525062i
#> 9 0.53768535 5.056912 0.16 0.16 0.53768535+ 5.056912i
#> 10 0.46149688 5.649019 0.18 0.18 0.46149688+ 5.649019i
#> 11 0.37102434 6.224995 0.20 0.20 0.37102434+ 6.224995i
#> 12 0.31166048 6.812194 0.22 0.22 0.31166048+ 6.812194i
#> 13 0.23226129 7.383787 0.24 0.24 0.23226129+ 7.383787i
#> 14 0.11720190 7.904959 0.26 0.26 0.11720190+ 7.904959i
#> 15 -0.04806371 8.504988 0.28 0.28 -0.04806371+ 8.504988i
#> 16 -0.19445321 9.017786 0.30 0.30 -0.19445321+ 9.017786i
#> 17 -0.34134124 9.492404 0.32 0.32 -0.34134124+ 9.492404i
#> 18 -0.48089016 9.963594 0.34 0.34 -0.48089016+ 9.963594i
#> 19 -0.69560601 10.489018 0.36 0.36 -0.69560601+10.489018i
#> 20 -0.88248530 11.008922 0.38 0.38 -0.88248530+11.008922i
#> 21 -1.11170642 11.457177 0.40 0.40 -1.11170642+11.457177i
#> 22 -1.37720779 11.938824 0.42 0.42 -1.37720779+11.938824i
#> 23 -1.66325116 12.412271 0.44 0.44 -1.66325116+12.412271i
#> 24 -1.93336182 12.854347 0.46 0.46 -1.93336182+12.854347i
#> 25 -2.17286393 13.330688 0.48 0.48 -2.17286393+13.330688i
#> 26 -2.43339673 13.742691 0.50 0.50 -2.43339673+13.742691i
#> 27 -2.67279956 14.152233 0.52 0.52 -2.67279956+14.152233i
#> 28 -2.90116805 14.628582 0.54 0.54 -2.90116805+14.628582i
#> 29 -3.12704231 15.188631 0.56 0.56 -3.12704231+15.188631i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 0.02023695+0.5064986i Traj_1 Sim_6 TrajSim_1_6
#> 3 -0.04460695+0.5615999i Traj_1 Sim_6 TrajSim_1_6
#> 4 -0.03115743+0.4879251i Traj_1 Sim_6 TrajSim_1_6
#> 5 -0.02963775+0.4213232i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.02736028+0.5668597i Traj_1 Sim_6 TrajSim_1_6
#> 7 0.01015431+0.5576884i Traj_1 Sim_6 TrajSim_1_6
#> 8 -0.02257043+0.4771669i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.03337306+0.5318502i Traj_1 Sim_6 TrajSim_1_6
#> 10 -0.07618847+0.5921075i Traj_1 Sim_6 TrajSim_1_6
#> 11 -0.09047254+0.5759754i Traj_1 Sim_6 TrajSim_1_6
#> 12 -0.05936386+0.5871991i Traj_1 Sim_6 TrajSim_1_6
#> 13 -0.07939919+0.5715931i Traj_1 Sim_6 TrajSim_1_6
#> 14 -0.11505939+0.5211717i Traj_1 Sim_6 TrajSim_1_6
#> 15 -0.16526561+0.6000290i Traj_1 Sim_6 TrajSim_1_6
#> 16 -0.14638950+0.5127988i Traj_1 Sim_6 TrajSim_1_6
#> 17 -0.14688804+0.4746174i Traj_1 Sim_6 TrajSim_1_6
#> 18 -0.13954892+0.4711905i Traj_1 Sim_6 TrajSim_1_6
#> 19 -0.21471584+0.5254240i Traj_1 Sim_6 TrajSim_1_6
#> 20 -0.18687930+0.5199031i Traj_1 Sim_6 TrajSim_1_6
#> 21 -0.22922112+0.4482555i Traj_1 Sim_6 TrajSim_1_6
#> 22 -0.26550137+0.4816465i Traj_1 Sim_6 TrajSim_1_6
#> 23 -0.28604337+0.4734472i Traj_1 Sim_6 TrajSim_1_6
#> 24 -0.27011066+0.4420758i Traj_1 Sim_6 TrajSim_1_6
#> 25 -0.23950212+0.4763411i Traj_1 Sim_6 TrajSim_1_6
#> 26 -0.26053280+0.4120030i Traj_1 Sim_6 TrajSim_1_6
#> 27 -0.23940282+0.4095421i Traj_1 Sim_6 TrajSim_1_6
#> 28 -0.22836849+0.4763487i Traj_1 Sim_6 TrajSim_1_6
#> 29 -0.22587426+0.5600499i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4881331 2.312142 0.02 0.02 0.4881331+ 2.312142i
#> 3 0.5743402 2.879550 0.04 0.04 0.5743402+ 2.879550i
#> 4 0.5616926 3.470997 0.06 0.06 0.5616926+ 3.470997i
#> 5 0.5683565 3.961108 0.08 0.08 0.5683565+ 3.961108i
#> 6 0.6840638 4.632769 0.10 0.10 0.6840638+ 4.632769i
#> 7 0.7601089 5.165765 0.12 0.12 0.7601089+ 5.165765i
#> 8 0.7873753 5.788186 0.14 0.14 0.7873753+ 5.788186i
#> 9 0.8465038 6.314873 0.16 0.16 0.8465038+ 6.314873i
#> 10 0.8054558 6.856970 0.18 0.18 0.8054558+ 6.856970i
#> 11 0.8197422 7.400314 0.20 0.20 0.8197422+ 7.400314i
#> 12 0.8260101 7.936752 0.22 0.22 0.8260101+ 7.936752i
#> 13 0.9044051 8.604479 0.24 0.24 0.9044051+ 8.604479i
#> 14 0.9311258 9.222249 0.26 0.26 0.9311258+ 9.222249i
#> 15 0.8250869 9.709352 0.28 0.28 0.8250869+ 9.709352i
#> 16 0.7121113 10.229017 0.30 0.30 0.7121113+10.229017i
#> 17 0.4905808 11.001437 0.32 0.32 0.4905808+11.001437i
#> 18 0.4065430 11.643520 0.34 0.34 0.4065430+11.643520i
#> 19 0.4655276 12.207761 0.36 0.36 0.4655276+12.207761i
#> 20 0.5168736 12.800608 0.38 0.38 0.5168736+12.800608i
#> 21 0.5742876 13.363693 0.40 0.40 0.5742876+13.363693i
#> 22 0.5764748 13.974321 0.42 0.42 0.5764748+13.974321i
#> 23 0.6365445 14.570399 0.44 0.44 0.6365445+14.570399i
#> 24 0.7526383 15.168266 0.46 0.46 0.7526383+15.168266i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 0.152133083+0.7521421i Traj_2 Sim_6 TrajSim_2_6
#> 3 0.086207134+0.5674079i Traj_2 Sim_6 TrajSim_2_6
#> 4 -0.012647594+0.5914474i Traj_2 Sim_6 TrajSim_2_6
#> 5 0.006663863+0.4901111i Traj_2 Sim_6 TrajSim_2_6
#> 6 0.115707346+0.6716607i Traj_2 Sim_6 TrajSim_2_6
#> 7 0.076045028+0.5329960i Traj_2 Sim_6 TrajSim_2_6
#> 8 0.027266412+0.6224209i Traj_2 Sim_6 TrajSim_2_6
#> 9 0.059128494+0.5266871i Traj_2 Sim_6 TrajSim_2_6
#> 10 -0.041047973+0.5420974i Traj_2 Sim_6 TrajSim_2_6
#> 11 0.014286435+0.5433435i Traj_2 Sim_6 TrajSim_2_6
#> 12 0.006267920+0.5364377i Traj_2 Sim_6 TrajSim_2_6
#> 13 0.078394947+0.6677273i Traj_2 Sim_6 TrajSim_2_6
#> 14 0.026720686+0.6177697i Traj_2 Sim_6 TrajSim_2_6
#> 15 -0.106038907+0.4871031i Traj_2 Sim_6 TrajSim_2_6
#> 16 -0.112975569+0.5196648i Traj_2 Sim_6 TrajSim_2_6
#> 17 -0.221530483+0.7724207i Traj_2 Sim_6 TrajSim_2_6
#> 18 -0.084037817+0.6420826i Traj_2 Sim_6 TrajSim_2_6
#> 19 0.058984602+0.5642409i Traj_2 Sim_6 TrajSim_2_6
#> 20 0.051346005+0.5928469i Traj_2 Sim_6 TrajSim_2_6
#> 21 0.057413977+0.5630853i Traj_2 Sim_6 TrajSim_2_6
#> 22 0.002187223+0.6106281i Traj_2 Sim_6 TrajSim_2_6
#> 23 0.060069691+0.5960776i Traj_2 Sim_6 TrajSim_2_6
#> 24 0.116093806+0.5978669i Traj_2 Sim_6 TrajSim_2_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7350873 1.477131 0.02 0.02 0.7350873+ 1.477131i
#> 3 0.7669196 2.052121 0.04 0.04 0.7669196+ 2.052121i
#> 4 0.8216878 2.544731 0.06 0.06 0.8216878+ 2.544731i
#> 5 0.8841577 3.089104 0.08 0.08 0.8841577+ 3.089104i
#> 6 0.8817343 3.675902 0.10 0.10 0.8817343+ 3.675902i
#> 7 0.9412111 4.263733 0.12 0.12 0.9412111+ 4.263733i
#> 8 0.9724839 4.862798 0.14 0.14 0.9724839+ 4.862798i
#> 9 0.9706210 5.416050 0.16 0.16 0.9706210+ 5.416050i
#> 10 1.0208504 5.892617 0.18 0.18 1.0208504+ 5.892617i
#> 11 1.0924373 6.438937 0.20 0.20 1.0924373+ 6.438937i
#> 12 1.1359957 7.072799 0.22 0.22 1.1359957+ 7.072799i
#> 13 1.2235617 7.600782 0.24 0.24 1.2235617+ 7.600782i
#> 14 1.2878607 8.047846 0.26 0.26 1.2878607+ 8.047846i
#> 15 1.3311854 8.618622 0.28 0.28 1.3311854+ 8.618622i
#> 16 1.3891310 9.143538 0.30 0.30 1.3891310+ 9.143538i
#> 17 1.4093748 9.754179 0.32 0.32 1.4093748+ 9.754179i
#> 18 1.3995275 10.237905 0.34 0.34 1.3995275+10.237905i
#> 19 1.3924212 10.821726 0.36 0.36 1.3924212+10.821726i
#> 20 1.3863460 11.330185 0.38 0.38 1.3863460+11.330185i
#> 21 1.4069630 11.916984 0.40 0.40 1.4069630+11.916984i
#> 22 1.4280796 12.441984 0.42 0.42 1.4280796+12.441984i
#> 23 1.4991425 12.962265 0.44 0.44 1.4991425+12.962265i
#> 24 1.5616404 13.524206 0.46 0.46 1.5616404+13.524206i
#> 25 1.5700983 14.076135 0.48 0.48 1.5700983+14.076135i
#> 26 1.5420049 14.644119 0.50 0.50 1.5420049+14.644119i
#> 27 1.5095205 15.174229 0.52 0.52 1.5095205+15.174229i
#> 28 1.4642341 15.642949 0.54 0.54 1.4642341+15.642949i
#> 29 1.3706955 16.207687 0.56 0.56 1.3706955+16.207687i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 0.039087330+0.5311314i Traj_1 Sim_7 TrajSim_1_7
#> 3 0.031832253+0.5749899i Traj_1 Sim_7 TrajSim_1_7
#> 4 0.054768253+0.4926100i Traj_1 Sim_7 TrajSim_1_7
#> 5 0.062469830+0.5443725i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.002423358+0.5867987i Traj_1 Sim_7 TrajSim_1_7
#> 7 0.059476813+0.5878306i Traj_1 Sim_7 TrajSim_1_7
#> 8 0.031272741+0.5990652i Traj_1 Sim_7 TrajSim_1_7
#> 9 -0.001862904+0.5532515i Traj_1 Sim_7 TrajSim_1_7
#> 10 0.050229476+0.4765670i Traj_1 Sim_7 TrajSim_1_7
#> 11 0.071586829+0.5463205i Traj_1 Sim_7 TrajSim_1_7
#> 12 0.043558415+0.6338620i Traj_1 Sim_7 TrajSim_1_7
#> 13 0.087566037+0.5279829i Traj_1 Sim_7 TrajSim_1_7
#> 14 0.064299014+0.4470636i Traj_1 Sim_7 TrajSim_1_7
#> 15 0.043324720+0.5707765i Traj_1 Sim_7 TrajSim_1_7
#> 16 0.057945573+0.5249154i Traj_1 Sim_7 TrajSim_1_7
#> 17 0.020243828+0.6106408i Traj_1 Sim_7 TrajSim_1_7
#> 18 -0.009847339+0.4837270i Traj_1 Sim_7 TrajSim_1_7
#> 19 -0.007106309+0.5838205i Traj_1 Sim_7 TrajSim_1_7
#> 20 -0.006075194+0.5084590i Traj_1 Sim_7 TrajSim_1_7
#> 21 0.020616989+0.5867995i Traj_1 Sim_7 TrajSim_1_7
#> 22 0.021116631+0.5249999i Traj_1 Sim_7 TrajSim_1_7
#> 23 0.071062879+0.5202808i Traj_1 Sim_7 TrajSim_1_7
#> 24 0.062497910+0.5619407i Traj_1 Sim_7 TrajSim_1_7
#> 25 0.008457925+0.5519295i Traj_1 Sim_7 TrajSim_1_7
#> 26 -0.028093416+0.5679840i Traj_1 Sim_7 TrajSim_1_7
#> 27 -0.032484415+0.5301100i Traj_1 Sim_7 TrajSim_1_7
#> 28 -0.045286396+0.4687198i Traj_1 Sim_7 TrajSim_1_7
#> 29 -0.093538644+0.5647376i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000000 1.560000 0.00 0.00 0.3360000000+ 1.560000i
#> 2 0.2308433966 2.224780 0.02 0.02 0.2308433966+ 2.224780i
#> 3 -0.0007414443 2.783101 0.04 0.04 -0.0007414443+ 2.783101i
#> 4 -0.1968396649 3.313699 0.06 0.06 -0.1968396649+ 3.313699i
#> 5 -0.4457013629 3.879419 0.08 0.08 -0.4457013629+ 3.879419i
#> 6 -0.8283920980 4.435922 0.10 0.10 -0.8283920980+ 4.435922i
#> 7 -1.1892955175 4.890029 0.12 0.12 -1.1892955175+ 4.890029i
#> 8 -1.6033985687 5.326527 0.14 0.14 -1.6033985687+ 5.326527i
#> 9 -2.1125190192 5.857607 0.16 0.16 -2.1125190192+ 5.857607i
#> 10 -2.4454998381 6.272182 0.18 0.18 -2.4454998381+ 6.272182i
#> 11 -2.7671038611 6.773646 0.20 0.20 -2.7671038611+ 6.773646i
#> 12 -3.0588528325 7.295385 0.22 0.22 -3.0588528325+ 7.295385i
#> 13 -3.4693835804 7.816296 0.24 0.24 -3.4693835804+ 7.816296i
#> 14 -3.9317907980 8.241414 0.26 0.26 -3.9317907980+ 8.241414i
#> 15 -4.2788628372 8.596777 0.28 0.28 -4.2788628372+ 8.596777i
#> 16 -4.6757561097 9.097589 0.30 0.30 -4.6757561097+ 9.097589i
#> 17 -5.0639710610 9.727072 0.32 0.32 -5.0639710610+ 9.727072i
#> 18 -5.3694023085 10.198961 0.34 0.34 -5.3694023085+10.198961i
#> 19 -5.7000713893 10.706903 0.36 0.36 -5.7000713893+10.706903i
#> 20 -5.9309597670 11.277608 0.38 0.38 -5.9309597670+11.277608i
#> 21 -6.1519104892 11.913109 0.40 0.40 -6.1519104892+11.913109i
#> 22 -6.3582255723 12.559880 0.42 0.42 -6.3582255723+12.559880i
#> 23 -6.4774211008 13.112489 0.44 0.44 -6.4774211008+13.112489i
#> 24 -6.6711597741 13.804940 0.46 0.46 -6.6711597741+13.804940i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 -0.1051566+0.6647801i Traj_2 Sim_7 TrajSim_2_7
#> 3 -0.2315848+0.5583209i Traj_2 Sim_7 TrajSim_2_7
#> 4 -0.1960982+0.5305979i Traj_2 Sim_7 TrajSim_2_7
#> 5 -0.2488617+0.5657198i Traj_2 Sim_7 TrajSim_2_7
#> 6 -0.3826907+0.5565036i Traj_2 Sim_7 TrajSim_2_7
#> 7 -0.3609034+0.4541071i Traj_2 Sim_7 TrajSim_2_7
#> 8 -0.4141031+0.4364980i Traj_2 Sim_7 TrajSim_2_7
#> 9 -0.5091205+0.5310797i Traj_2 Sim_7 TrajSim_2_7
#> 10 -0.3329808+0.4145746i Traj_2 Sim_7 TrajSim_2_7
#> 11 -0.3216040+0.5014643i Traj_2 Sim_7 TrajSim_2_7
#> 12 -0.2917490+0.5217387i Traj_2 Sim_7 TrajSim_2_7
#> 13 -0.4105307+0.5209110i Traj_2 Sim_7 TrajSim_2_7
#> 14 -0.4624072+0.4251187i Traj_2 Sim_7 TrajSim_2_7
#> 15 -0.3470720+0.3553631i Traj_2 Sim_7 TrajSim_2_7
#> 16 -0.3968933+0.5008120i Traj_2 Sim_7 TrajSim_2_7
#> 17 -0.3882150+0.6294825i Traj_2 Sim_7 TrajSim_2_7
#> 18 -0.3054312+0.4718887i Traj_2 Sim_7 TrajSim_2_7
#> 19 -0.3306691+0.5079418i Traj_2 Sim_7 TrajSim_2_7
#> 20 -0.2308884+0.5707050i Traj_2 Sim_7 TrajSim_2_7
#> 21 -0.2209507+0.6355017i Traj_2 Sim_7 TrajSim_2_7
#> 22 -0.2063151+0.6467704i Traj_2 Sim_7 TrajSim_2_7
#> 23 -0.1191955+0.5526098i Traj_2 Sim_7 TrajSim_2_7
#> 24 -0.1937387+0.6924510i Traj_2 Sim_7 TrajSim_2_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.7320634 1.495341 0.02 0.02 0.7320634+ 1.495341i
#> 3 0.7986631 1.932551 0.04 0.04 0.7986631+ 1.932551i
#> 4 0.8765764 2.418690 0.06 0.06 0.8765764+ 2.418690i
#> 5 0.9859052 2.997457 0.08 0.08 0.9859052+ 2.997457i
#> 6 1.0990667 3.493646 0.10 0.10 1.0990667+ 3.493646i
#> 7 1.1927399 3.941443 0.12 0.12 1.1927399+ 3.941443i
#> 8 1.3145289 4.458161 0.14 0.14 1.3145289+ 4.458161i
#> 9 1.4670983 5.011662 0.16 0.16 1.4670983+ 5.011662i
#> 10 1.5636794 5.514056 0.18 0.18 1.5636794+ 5.514056i
#> 11 1.6375722 5.980907 0.20 0.20 1.6375722+ 5.980907i
#> 12 1.7353746 6.432383 0.22 0.22 1.7353746+ 6.432383i
#> 13 1.8448205 6.934820 0.24 0.24 1.8448205+ 6.934820i
#> 14 1.9593416 7.460021 0.26 0.26 1.9593416+ 7.460021i
#> 15 2.0732087 8.016351 0.28 0.28 2.0732087+ 8.016351i
#> 16 2.1546554 8.532508 0.30 0.30 2.1546554+ 8.532508i
#> 17 2.2730314 9.039897 0.32 0.32 2.2730314+ 9.039897i
#> 18 2.4526328 9.563701 0.34 0.34 2.4526328+ 9.563701i
#> 19 2.6996897 10.088416 0.36 0.36 2.6996897+10.088416i
#> 20 2.9418667 10.586581 0.38 0.38 2.9418667+10.586581i
#> 21 3.1615989 11.061845 0.40 0.40 3.1615989+11.061845i
#> 22 3.4226851 11.555340 0.42 0.42 3.4226851+11.555340i
#> 23 3.6905679 12.039884 0.44 0.44 3.6905679+12.039884i
#> 24 3.9200689 12.549592 0.46 0.46 3.9200689+12.549592i
#> 25 4.1147319 13.130050 0.48 0.48 4.1147319+13.130050i
#> 26 4.3026224 13.660025 0.50 0.50 4.3026224+13.660025i
#> 27 4.4344821 14.114937 0.52 0.52 4.4344821+14.114937i
#> 28 4.5976870 14.695779 0.54 0.54 4.5976870+14.695779i
#> 29 4.7422537 15.284546 0.56 0.56 4.7422537+15.284546i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 0.03606344+0.5493406i Traj_1 Sim_8 TrajSim_1_8
#> 3 0.06659970+0.4372106i Traj_1 Sim_8 TrajSim_1_8
#> 4 0.07791330+0.4861386i Traj_1 Sim_8 TrajSim_1_8
#> 5 0.10932878+0.5787669i Traj_1 Sim_8 TrajSim_1_8
#> 6 0.11316143+0.4961889i Traj_1 Sim_8 TrajSim_1_8
#> 7 0.09367320+0.4477976i Traj_1 Sim_8 TrajSim_1_8
#> 8 0.12178901+0.5167174i Traj_1 Sim_8 TrajSim_1_8
#> 9 0.15256943+0.5535012i Traj_1 Sim_8 TrajSim_1_8
#> 10 0.09658112+0.5023937i Traj_1 Sim_8 TrajSim_1_8
#> 11 0.07389277+0.4668518i Traj_1 Sim_8 TrajSim_1_8
#> 12 0.09780246+0.4514752i Traj_1 Sim_8 TrajSim_1_8
#> 13 0.10944587+0.5024373i Traj_1 Sim_8 TrajSim_1_8
#> 14 0.11452111+0.5252015i Traj_1 Sim_8 TrajSim_1_8
#> 15 0.11386709+0.5563292i Traj_1 Sim_8 TrajSim_1_8
#> 16 0.08144668+0.5161576i Traj_1 Sim_8 TrajSim_1_8
#> 17 0.11837598+0.5073894i Traj_1 Sim_8 TrajSim_1_8
#> 18 0.17960147+0.5238039i Traj_1 Sim_8 TrajSim_1_8
#> 19 0.24705685+0.5247144i Traj_1 Sim_8 TrajSim_1_8
#> 20 0.24217699+0.4981655i Traj_1 Sim_8 TrajSim_1_8
#> 21 0.21973220+0.4752642i Traj_1 Sim_8 TrajSim_1_8
#> 22 0.26108619+0.4934945i Traj_1 Sim_8 TrajSim_1_8
#> 23 0.26788280+0.4845439i Traj_1 Sim_8 TrajSim_1_8
#> 24 0.22950105+0.5097082i Traj_1 Sim_8 TrajSim_1_8
#> 25 0.19466303+0.5804581i Traj_1 Sim_8 TrajSim_1_8
#> 26 0.18789046+0.5299748i Traj_1 Sim_8 TrajSim_1_8
#> 27 0.13185973+0.4549122i Traj_1 Sim_8 TrajSim_1_8
#> 28 0.16320486+0.5808422i Traj_1 Sim_8 TrajSim_1_8
#> 29 0.14456672+0.5887669i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.3687816 2.108679 0.02 0.02 0.3687816+ 2.108679i
#> 3 0.4406625 2.759622 0.04 0.04 0.4406625+ 2.759622i
#> 4 0.4941436 3.388066 0.06 0.06 0.4941436+ 3.388066i
#> 5 0.5860557 4.046359 0.08 0.08 0.5860557+ 4.046359i
#> 6 0.7062742 4.665595 0.10 0.10 0.7062742+ 4.665595i
#> 7 0.7683734 5.269352 0.12 0.12 0.7683734+ 5.269352i
#> 8 0.8869814 5.884695 0.14 0.14 0.8869814+ 5.884695i
#> 9 0.9952163 6.573535 0.16 0.16 0.9952163+ 6.573535i
#> 10 0.9982928 7.078334 0.18 0.18 0.9982928+ 7.078334i
#> 11 0.9676939 7.614927 0.20 0.20 0.9676939+ 7.614927i
#> 12 0.9036909 8.333001 0.22 0.22 0.9036909+ 8.333001i
#> 13 0.7945008 9.002954 0.24 0.24 0.7945008+ 9.002954i
#> 14 0.6871972 9.619114 0.26 0.26 0.6871972+ 9.619114i
#> 15 0.6448297 10.296164 0.28 0.28 0.6448297+10.296164i
#> 16 0.5401450 10.957288 0.30 0.30 0.5401450+10.957288i
#> 17 0.5243757 11.531645 0.32 0.32 0.5243757+11.531645i
#> 18 0.5285816 12.094322 0.34 0.34 0.5285816+12.094322i
#> 19 0.6374192 12.697098 0.36 0.36 0.6374192+12.697098i
#> 20 0.7514882 13.358084 0.38 0.38 0.7514882+13.358084i
#> 21 0.8774638 14.044313 0.40 0.40 0.8774638+14.044313i
#> 22 1.0415190 14.384009 0.42 0.42 1.0415190+14.384009i
#> 23 1.3222796 14.938478 0.44 0.44 1.3222796+14.938478i
#> 24 1.5831305 15.439361 0.46 0.46 1.5831305+15.439361i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 0.032781582+0.5486787i Traj_2 Sim_8 TrajSim_2_8
#> 3 0.071880887+0.6509435i Traj_2 Sim_8 TrajSim_2_8
#> 4 0.053481169+0.6284443i Traj_2 Sim_8 TrajSim_2_8
#> 5 0.091912080+0.6582929i Traj_2 Sim_8 TrajSim_2_8
#> 6 0.120218528+0.6192355i Traj_2 Sim_8 TrajSim_2_8
#> 7 0.062099143+0.6037569i Traj_2 Sim_8 TrajSim_2_8
#> 8 0.118608039+0.6153429i Traj_2 Sim_8 TrajSim_2_8
#> 9 0.108234885+0.6888405i Traj_2 Sim_8 TrajSim_2_8
#> 10 0.003076504+0.5047990i Traj_2 Sim_8 TrajSim_2_8
#> 11 -0.030598890+0.5365928i Traj_2 Sim_8 TrajSim_2_8
#> 12 -0.064002997+0.7180746i Traj_2 Sim_8 TrajSim_2_8
#> 13 -0.109190084+0.6699527i Traj_2 Sim_8 TrajSim_2_8
#> 14 -0.107303608+0.6161602i Traj_2 Sim_8 TrajSim_2_8
#> 15 -0.042367511+0.6770502i Traj_2 Sim_8 TrajSim_2_8
#> 16 -0.104684776+0.6611234i Traj_2 Sim_8 TrajSim_2_8
#> 17 -0.015769246+0.5743568i Traj_2 Sim_8 TrajSim_2_8
#> 18 0.004205863+0.5626770i Traj_2 Sim_8 TrajSim_2_8
#> 19 0.108837595+0.6027766i Traj_2 Sim_8 TrajSim_2_8
#> 20 0.114069031+0.6609856i Traj_2 Sim_8 TrajSim_2_8
#> 21 0.125975611+0.6862296i Traj_2 Sim_8 TrajSim_2_8
#> 22 0.164055189+0.3396953i Traj_2 Sim_8 TrajSim_2_8
#> 23 0.280760602+0.5544694i Traj_2 Sim_8 TrajSim_2_8
#> 24 0.260850908+0.5008827i Traj_2 Sim_8 TrajSim_2_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 0.69600000 0.946000 0.00 0.00 0.69600000+ 0.946000i
#> 2 0.69284926 1.522865 0.02 0.02 0.69284926+ 1.522865i
#> 3 0.70292070 2.049147 0.04 0.04 0.70292070+ 2.049147i
#> 4 0.68688551 2.543285 0.06 0.06 0.68688551+ 2.543285i
#> 5 0.71715467 2.944860 0.08 0.08 0.71715467+ 2.944860i
#> 6 0.69108894 3.459334 0.10 0.10 0.69108894+ 3.459334i
#> 7 0.59176583 3.911512 0.12 0.12 0.59176583+ 3.911512i
#> 8 0.47146877 4.451229 0.14 0.14 0.47146877+ 4.451229i
#> 9 0.40553504 4.985851 0.16 0.16 0.40553504+ 4.985851i
#> 10 0.35271015 5.592963 0.18 0.18 0.35271015+ 5.592963i
#> 11 0.27362095 6.191727 0.20 0.20 0.27362095+ 6.191727i
#> 12 0.21388165 6.609829 0.22 0.22 0.21388165+ 6.609829i
#> 13 0.15744108 7.174397 0.24 0.24 0.15744108+ 7.174397i
#> 14 0.09034706 7.803439 0.26 0.26 0.09034706+ 7.803439i
#> 15 0.07035920 8.245612 0.28 0.28 0.07035920+ 8.245612i
#> 16 0.05402143 8.701710 0.30 0.30 0.05402143+ 8.701710i
#> 17 0.04514046 9.204365 0.32 0.32 0.04514046+ 9.204365i
#> 18 0.06992574 9.703920 0.34 0.34 0.06992574+ 9.703920i
#> 19 0.08816337 10.166059 0.36 0.36 0.08816337+10.166059i
#> 20 0.13636778 10.764194 0.38 0.38 0.13636778+10.764194i
#> 21 0.17827887 11.282571 0.40 0.40 0.17827887+11.282571i
#> 22 0.21465482 11.764022 0.42 0.42 0.21465482+11.764022i
#> 23 0.25323901 12.260136 0.44 0.44 0.25323901+12.260136i
#> 24 0.29081498 12.810626 0.46 0.46 0.29081498+12.810626i
#> 25 0.32088549 13.312419 0.48 0.48 0.32088549+13.312419i
#> 26 0.30080908 13.852487 0.50 0.50 0.30080908+13.852487i
#> 27 0.27995163 14.382655 0.52 0.52 0.27995163+14.382655i
#> 28 0.24498178 14.991035 0.54 0.54 0.24498178+14.991035i
#> 29 0.22743985 15.484082 0.56 0.56 0.22743985+15.484082i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 -0.003150740+0.5768652i Traj_1 Sim_9 TrajSim_1_9
#> 3 0.010071442+0.5262820i Traj_1 Sim_9 TrajSim_1_9
#> 4 -0.016035189+0.4941378i Traj_1 Sim_9 TrajSim_1_9
#> 5 0.030269161+0.4015751i Traj_1 Sim_9 TrajSim_1_9
#> 6 -0.026065738+0.5144735i Traj_1 Sim_9 TrajSim_1_9
#> 7 -0.099323101+0.4521780i Traj_1 Sim_9 TrajSim_1_9
#> 8 -0.120297061+0.5397173i Traj_1 Sim_9 TrajSim_1_9
#> 9 -0.065933736+0.5346224i Traj_1 Sim_9 TrajSim_1_9
#> 10 -0.052824883+0.6071114i Traj_1 Sim_9 TrajSim_1_9
#> 11 -0.079089203+0.5987647i Traj_1 Sim_9 TrajSim_1_9
#> 12 -0.059739301+0.4181011i Traj_1 Sim_9 TrajSim_1_9
#> 13 -0.056440573+0.5645684i Traj_1 Sim_9 TrajSim_1_9
#> 14 -0.067094018+0.6290417i Traj_1 Sim_9 TrajSim_1_9
#> 15 -0.019987856+0.4421734i Traj_1 Sim_9 TrajSim_1_9
#> 16 -0.016337776+0.4560977i Traj_1 Sim_9 TrajSim_1_9
#> 17 -0.008880964+0.5026551i Traj_1 Sim_9 TrajSim_1_9
#> 18 0.024785277+0.4995552i Traj_1 Sim_9 TrajSim_1_9
#> 19 0.018237626+0.4621392i Traj_1 Sim_9 TrajSim_1_9
#> 20 0.048204418+0.5981349i Traj_1 Sim_9 TrajSim_1_9
#> 21 0.041911081+0.5183773i Traj_1 Sim_9 TrajSim_1_9
#> 22 0.036375954+0.4814502i Traj_1 Sim_9 TrajSim_1_9
#> 23 0.038584189+0.4961148i Traj_1 Sim_9 TrajSim_1_9
#> 24 0.037575974+0.5504895i Traj_1 Sim_9 TrajSim_1_9
#> 25 0.030070507+0.5017934i Traj_1 Sim_9 TrajSim_1_9
#> 26 -0.020076407+0.5400675i Traj_1 Sim_9 TrajSim_1_9
#> 27 -0.020857451+0.5301679i Traj_1 Sim_9 TrajSim_1_9
#> 28 -0.034969856+0.6083805i Traj_1 Sim_9 TrajSim_1_9
#> 29 -0.017541928+0.4930468i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 0.336000000 1.560000 0.00 0.00 0.336000000+ 1.560000i
#> 2 0.435526448 2.266195 0.02 0.02 0.435526448+ 2.266195i
#> 3 0.506149368 2.907386 0.04 0.04 0.506149368+ 2.907386i
#> 4 0.414740355 3.515487 0.06 0.06 0.414740355+ 3.515487i
#> 5 0.283090201 4.258841 0.08 0.08 0.283090201+ 4.258841i
#> 6 0.136865583 4.849134 0.10 0.10 0.136865583+ 4.849134i
#> 7 0.083804681 5.292574 0.12 0.12 0.083804681+ 5.292574i
#> 8 0.007501218 6.045257 0.14 0.14 0.007501218+ 6.045257i
#> 9 -0.040763581 6.579152 0.16 0.16 -0.040763581+ 6.579152i
#> 10 -0.127432123 7.126359 0.18 0.18 -0.127432123+ 7.126359i
#> 11 -0.214251905 7.751393 0.20 0.20 -0.214251905+ 7.751393i
#> 12 -0.314984540 8.299877 0.22 0.22 -0.314984540+ 8.299877i
#> 13 -0.520205871 9.048224 0.24 0.24 -0.520205871+ 9.048224i
#> 14 -0.676947551 9.603693 0.26 0.26 -0.676947551+ 9.603693i
#> 15 -0.818779495 10.227545 0.28 0.28 -0.818779495+10.227545i
#> 16 -1.013816474 10.733156 0.30 0.30 -1.013816474+10.733156i
#> 17 -1.325432269 11.375429 0.32 0.32 -1.325432269+11.375429i
#> 18 -1.665100844 11.902007 0.34 0.34 -1.665100844+11.902007i
#> 19 -2.067374589 12.436881 0.36 0.36 -2.067374589+12.436881i
#> 20 -2.374777303 13.023890 0.38 0.38 -2.374777303+13.023890i
#> 21 -2.849456672 13.586488 0.40 0.40 -2.849456672+13.586488i
#> 22 -3.153027297 14.092543 0.42 0.42 -3.153027297+14.092543i
#> 23 -3.342011511 14.720944 0.44 0.44 -3.342011511+14.720944i
#> 24 -3.397627029 15.382349 0.46 0.46 -3.397627029+15.382349i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 0.09952645+0.7061952i Traj_2 Sim_9 TrajSim_2_9
#> 3 0.07062292+0.6411909i Traj_2 Sim_9 TrajSim_2_9
#> 4 -0.09140901+0.6081004i Traj_2 Sim_9 TrajSim_2_9
#> 5 -0.13165015+0.7433547i Traj_2 Sim_9 TrajSim_2_9
#> 6 -0.14622462+0.5902924i Traj_2 Sim_9 TrajSim_2_9
#> 7 -0.05306090+0.4434404i Traj_2 Sim_9 TrajSim_2_9
#> 8 -0.07630346+0.7526830i Traj_2 Sim_9 TrajSim_2_9
#> 9 -0.04826480+0.5338947i Traj_2 Sim_9 TrajSim_2_9
#> 10 -0.08666854+0.5472079i Traj_2 Sim_9 TrajSim_2_9
#> 11 -0.08681978+0.6250334i Traj_2 Sim_9 TrajSim_2_9
#> 12 -0.10073263+0.5484840i Traj_2 Sim_9 TrajSim_2_9
#> 13 -0.20522133+0.7483471i Traj_2 Sim_9 TrajSim_2_9
#> 14 -0.15674168+0.5554695i Traj_2 Sim_9 TrajSim_2_9
#> 15 -0.14183194+0.6238512i Traj_2 Sim_9 TrajSim_2_9
#> 16 -0.19503698+0.5056118i Traj_2 Sim_9 TrajSim_2_9
#> 17 -0.31161579+0.6422724i Traj_2 Sim_9 TrajSim_2_9
#> 18 -0.33966858+0.5265785i Traj_2 Sim_9 TrajSim_2_9
#> 19 -0.40227374+0.5348737i Traj_2 Sim_9 TrajSim_2_9
#> 20 -0.30740271+0.5870089i Traj_2 Sim_9 TrajSim_2_9
#> 21 -0.47467937+0.5625977i Traj_2 Sim_9 TrajSim_2_9
#> 22 -0.30357063+0.5060554i Traj_2 Sim_9 TrajSim_2_9
#> 23 -0.18898421+0.6284010i Traj_2 Sim_9 TrajSim_2_9
#> 24 -0.05561552+0.6614054i Traj_2 Sim_9 TrajSim_2_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 0.6960000 0.946000 0.00 0.00 0.6960000+ 0.946000i
#> 2 0.6880938 1.467223 0.02 0.02 0.6880938+ 1.467223i
#> 3 0.6986997 2.042567 0.04 0.04 0.6986997+ 2.042567i
#> 4 0.7562525 2.589234 0.06 0.06 0.7562525+ 2.589234i
#> 5 0.7929743 3.127703 0.08 0.08 0.7929743+ 3.127703i
#> 6 0.7865150 3.751597 0.10 0.10 0.7865150+ 3.751597i
#> 7 0.7968211 4.306818 0.12 0.12 0.7968211+ 4.306818i
#> 8 0.8307811 4.831037 0.14 0.14 0.8307811+ 4.831037i
#> 9 0.8885962 5.417958 0.16 0.16 0.8885962+ 5.417958i
#> 10 1.0133112 5.931346 0.18 0.18 1.0133112+ 5.931346i
#> 11 1.1439658 6.367526 0.20 0.20 1.1439658+ 6.367526i
#> 12 1.3139987 6.861679 0.22 0.22 1.3139987+ 6.861679i
#> 13 1.5028966 7.346494 0.24 0.24 1.5028966+ 7.346494i
#> 14 1.6806226 7.872100 0.26 0.26 1.6806226+ 7.872100i
#> 15 1.8475418 8.306763 0.28 0.28 1.8475418+ 8.306763i
#> 16 2.0225174 8.838402 0.30 0.30 2.0225174+ 8.838402i
#> 17 2.1779228 9.293441 0.32 0.32 2.1779228+ 9.293441i
#> 18 2.2994875 9.732489 0.34 0.34 2.2994875+ 9.732489i
#> 19 2.4738170 10.296023 0.36 0.36 2.4738170+10.296023i
#> 20 2.6306065 10.808163 0.38 0.38 2.6306065+10.808163i
#> 21 2.7681729 11.224236 0.40 0.40 2.7681729+11.224236i
#> 22 2.9260144 11.695693 0.42 0.42 2.9260144+11.695693i
#> 23 3.1178183 12.207834 0.44 0.44 3.1178183+12.207834i
#> 24 3.2938568 12.598086 0.46 0.46 3.2938568+12.598086i
#> 25 3.5534016 13.197882 0.48 0.48 3.5534016+13.197882i
#> 26 3.7803378 13.778250 0.50 0.50 3.7803378+13.778250i
#> 27 3.9718040 14.274191 0.52 0.52 3.9718040+14.274191i
#> 28 4.1320239 14.758521 0.54 0.54 4.1320239+14.758521i
#> 29 4.2878031 15.220688 0.56 0.56 4.2878031+15.220688i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 -0.007906241+0.5212232i Traj_1 Sim_10 TrajSim_1_10
#> 3 0.010605984+0.5753436i Traj_1 Sim_10 TrajSim_1_10
#> 4 0.057552806+0.5466672i Traj_1 Sim_10 TrajSim_1_10
#> 5 0.036721764+0.5384694i Traj_1 Sim_10 TrajSim_1_10
#> 6 -0.006459343+0.6238935i Traj_1 Sim_10 TrajSim_1_10
#> 7 0.010306171+0.5552211i Traj_1 Sim_10 TrajSim_1_10
#> 8 0.033959914+0.5242191i Traj_1 Sim_10 TrajSim_1_10
#> 9 0.057815190+0.5869212i Traj_1 Sim_10 TrajSim_1_10
#> 10 0.124714910+0.5133876i Traj_1 Sim_10 TrajSim_1_10
#> 11 0.130654674+0.4361802i Traj_1 Sim_10 TrajSim_1_10
#> 12 0.170032887+0.4941529i Traj_1 Sim_10 TrajSim_1_10
#> 13 0.188897856+0.4848150i Traj_1 Sim_10 TrajSim_1_10
#> 14 0.177726015+0.5256058i Traj_1 Sim_10 TrajSim_1_10
#> 15 0.166919237+0.4346636i Traj_1 Sim_10 TrajSim_1_10
#> 16 0.174975611+0.5316390i Traj_1 Sim_10 TrajSim_1_10
#> 17 0.155405371+0.4550386i Traj_1 Sim_10 TrajSim_1_10
#> 18 0.121564668+0.4390478i Traj_1 Sim_10 TrajSim_1_10
#> 19 0.174329546+0.5635339i Traj_1 Sim_10 TrajSim_1_10
#> 20 0.156789469+0.5121401i Traj_1 Sim_10 TrajSim_1_10
#> 21 0.137566426+0.4160733i Traj_1 Sim_10 TrajSim_1_10
#> 22 0.157841514+0.4714572i Traj_1 Sim_10 TrajSim_1_10
#> 23 0.191803852+0.5121405i Traj_1 Sim_10 TrajSim_1_10
#> 24 0.176038523+0.3902526i Traj_1 Sim_10 TrajSim_1_10
#> 25 0.259544783+0.5997955i Traj_1 Sim_10 TrajSim_1_10
#> 26 0.226936198+0.5803686i Traj_1 Sim_10 TrajSim_1_10
#> 27 0.191466181+0.4959409i Traj_1 Sim_10 TrajSim_1_10
#> 28 0.160219952+0.4843298i Traj_1 Sim_10 TrajSim_1_10
#> 29 0.155779213+0.4621667i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 0.3360000 1.560000 0.00 0.00 0.3360000+ 1.560000i
#> 2 0.4658257 2.146631 0.02 0.02 0.4658257+ 2.146631i
#> 3 0.6665228 2.842462 0.04 0.04 0.6665228+ 2.842462i
#> 4 0.9268845 3.423944 0.06 0.06 0.9268845+ 3.423944i
#> 5 1.0996613 4.105326 0.08 0.08 1.0996613+ 4.105326i
#> 6 1.2227325 4.650498 0.10 0.10 1.2227325+ 4.650498i
#> 7 1.2597570 5.220105 0.12 0.12 1.2597570+ 5.220105i
#> 8 1.2907440 5.803903 0.14 0.14 1.2907440+ 5.803903i
#> 9 1.3007228 6.383477 0.16 0.16 1.3007228+ 6.383477i
#> 10 1.3433006 7.008116 0.18 0.18 1.3433006+ 7.008116i
#> 11 1.2842522 7.644551 0.20 0.20 1.2842522+ 7.644551i
#> 12 1.0445795 8.256429 0.22 0.22 1.0445795+ 8.256429i
#> 13 0.9995515 8.784547 0.24 0.24 0.9995515+ 8.784547i
#> 14 0.9585681 9.552864 0.26 0.26 0.9585681+ 9.552864i
#> 15 0.9228146 10.280452 0.28 0.28 0.9228146+10.280452i
#> 16 0.9831888 10.768983 0.30 0.30 0.9831888+10.768983i
#> 17 0.9485538 11.473257 0.32 0.32 0.9485538+11.473257i
#> 18 0.9762148 12.069490 0.34 0.34 0.9762148+12.069490i
#> 19 0.9163348 12.723669 0.36 0.36 0.9163348+12.723669i
#> 20 0.8033431 13.238769 0.38 0.38 0.8033431+13.238769i
#> 21 0.5898095 13.947913 0.40 0.40 0.5898095+13.947913i
#> 22 0.3865641 14.518418 0.42 0.42 0.3865641+14.518418i
#> 23 0.1413304 15.014973 0.44 0.44 0.1413304+15.014973i
#> 24 -0.1843133 15.674021 0.46 0.46 -0.1843133+15.674021i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 0.12982571+0.5866311i Traj_2 Sim_10 TrajSim_2_10
#> 3 0.20069705+0.6958307i Traj_2 Sim_10 TrajSim_2_10
#> 4 0.26036170+0.5814825i Traj_2 Sim_10 TrajSim_2_10
#> 5 0.17277685+0.6813812i Traj_2 Sim_10 TrajSim_2_10
#> 6 0.12307118+0.5451727i Traj_2 Sim_10 TrajSim_2_10
#> 7 0.03702454+0.5696072i Traj_2 Sim_10 TrajSim_2_10
#> 8 0.03098698+0.5837974i Traj_2 Sim_10 TrajSim_2_10
#> 9 0.00997879+0.5795746i Traj_2 Sim_10 TrajSim_2_10
#> 10 0.04257780+0.6246383i Traj_2 Sim_10 TrajSim_2_10
#> 11 -0.05904846+0.6364358i Traj_2 Sim_10 TrajSim_2_10
#> 12 -0.23967268+0.6118772i Traj_2 Sim_10 TrajSim_2_10
#> 13 -0.04502800+0.5281181i Traj_2 Sim_10 TrajSim_2_10
#> 14 -0.04098338+0.7683168i Traj_2 Sim_10 TrajSim_2_10
#> 15 -0.03575353+0.7275884i Traj_2 Sim_10 TrajSim_2_10
#> 16 0.06037424+0.4885309i Traj_2 Sim_10 TrajSim_2_10
#> 17 -0.03463505+0.7042740i Traj_2 Sim_10 TrajSim_2_10
#> 18 0.02766108+0.5962336i Traj_2 Sim_10 TrajSim_2_10
#> 19 -0.05988006+0.6541784i Traj_2 Sim_10 TrajSim_2_10
#> 20 -0.11299166+0.5151000i Traj_2 Sim_10 TrajSim_2_10
#> 21 -0.21353361+0.7091442i Traj_2 Sim_10 TrajSim_2_10
#> 22 -0.20324537+0.5705046i Traj_2 Sim_10 TrajSim_2_10
#> 23 -0.24523371+0.4965558i Traj_2 Sim_10 TrajSim_2_10
#> 24 -0.32564376+0.6590479i Traj_2 Sim_10 TrajSim_2_10
sim_unconstrained_mount <- simulate_track(sbMountTom, nsim = 100, model = "Unconstrained")
print(sim_unconstrained_mount[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.04774 14.28974 0.02 0.02 36.04774+14.28974i
#> 3 35.12955 14.53438 0.04 0.04 35.12955+14.53438i
#> 4 34.28864 14.87114 0.06 0.06 34.28864+14.87114i
#> 5 33.45558 15.32013 0.08 0.08 33.45558+15.32013i
#> 6 32.70440 15.80629 0.10 0.10 32.70440+15.80629i
#> 7 31.93429 16.22949 0.12 0.12 31.93429+16.22949i
#> 8 31.21607 16.72976 0.14 0.14 31.21607+16.72976i
#> 9 30.52628 17.25114 0.16 0.16 30.52628+17.25114i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 -0.8342618+0.2337365i Traj_1 Sim_1 TrajSim_1_1
#> 3 -0.9181931+0.2446464i Traj_1 Sim_1 TrajSim_1_1
#> 4 -0.8409009+0.3367587i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.8330595+0.4489922i Traj_1 Sim_1 TrajSim_1_1
#> 6 -0.7511805+0.4861538i Traj_1 Sim_1 TrajSim_1_1
#> 7 -0.7701119+0.4231974i Traj_1 Sim_1 TrajSim_1_1
#> 8 -0.7182246+0.5002770i Traj_1 Sim_1 TrajSim_1_1
#> 9 -0.6897863+0.5213755i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 35.80226 12.716962 0.02 0.02 35.80226+12.716962i
#> 3 36.07258 11.795224 0.04 0.04 36.07258+11.795224i
#> 4 36.37439 10.915687 0.06 0.06 36.37439+10.915687i
#> 5 36.57118 10.014230 0.08 0.08 36.57118+10.014230i
#> 6 36.94654 9.117347 0.10 0.10 36.94654+ 9.117347i
#> 7 37.35972 8.228886 0.12 0.12 37.35972+ 8.228886i
#> 8 37.85890 7.387620 0.14 0.14 37.85890+ 7.387620i
#> 9 38.15432 6.463745 0.16 0.16 38.15432+ 6.463745i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 0.2702634-0.7990380i Traj_2 Sim_1 TrajSim_2_1
#> 3 0.2703178-0.9217377i Traj_2 Sim_1 TrajSim_2_1
#> 4 0.3018099-0.8795368i Traj_2 Sim_1 TrajSim_2_1
#> 5 0.1967881-0.9014575i Traj_2 Sim_1 TrajSim_2_1
#> 6 0.3753562-0.8968833i Traj_2 Sim_1 TrajSim_2_1
#> 7 0.4131868-0.8884608i Traj_2 Sim_1 TrajSim_2_1
#> 8 0.4991749-0.8412657i Traj_2 Sim_1 TrajSim_2_1
#> 9 0.2954266-0.9238753i Traj_2 Sim_1 TrajSim_2_1
#>
#> [[1]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 35.42914 14.57208 0.02 0.02 35.42914+14.57208i
#> 3 36.44793 15.12688 0.04 0.04 36.44793+15.12688i
#> 4 37.34265 15.62989 0.06 0.06 37.34265+15.62989i
#> 5 38.55437 16.27699 0.08 0.08 38.55437+16.27699i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_1 TrajSim_3_1
#> 2 0.8811438+0.4720832i Traj_3 Sim_1 TrajSim_3_1
#> 3 1.0187902+0.5547949i Traj_3 Sim_1 TrajSim_3_1
#> 4 0.8947171+0.5030147i Traj_3 Sim_1 TrajSim_3_1
#> 5 1.2117204+0.6470942i Traj_3 Sim_1 TrajSim_3_1
#>
#> [[1]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.53823 13.85840 0.02 0.02 31.53823+13.85840i
#> 3 30.78781 13.15542 0.04 0.04 30.78781+13.15542i
#> 4 30.13930 12.47904 0.06 0.06 30.13930+12.47904i
#> 5 29.51441 11.83277 0.08 0.08 29.51441+11.83277i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_1 TrajSim_4_1
#> 2 -0.7217672-0.6595992i Traj_4 Sim_1 TrajSim_4_1
#> 3 -0.7504231-0.7029802i Traj_4 Sim_1 TrajSim_4_1
#> 4 -0.6485143-0.6763841i Traj_4 Sim_1 TrajSim_4_1
#> 5 -0.6248856-0.6462634i Traj_4 Sim_1 TrajSim_4_1
#>
#> [[1]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 29.03517 13.38636 0.02 0.02 29.03517+13.38636i
#> 3 29.71911 13.17494 0.04 0.04 29.71911+13.17494i
#> 4 30.46804 12.99926 0.06 0.06 30.46804+12.99926i
#> 5 31.35811 12.80556 0.08 0.08 31.35811+12.80556i
#> 6 32.16876 12.56551 0.10 0.10 32.16876+12.56551i
#> 7 32.79619 12.37961 0.12 0.12 32.79619+12.37961i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_1 TrajSim_5_1
#> 2 0.7451709-0.1916390i Traj_5 Sim_1 TrajSim_5_1
#> 3 0.6839358-0.2114256i Traj_5 Sim_1 TrajSim_5_1
#> 4 0.7489361-0.1756705i Traj_5 Sim_1 TrajSim_5_1
#> 5 0.8900701-0.1937031i Traj_5 Sim_1 TrajSim_5_1
#> 6 0.8106442-0.2400544i Traj_5 Sim_1 TrajSim_5_1
#> 7 0.6274319-0.1858971i Traj_5 Sim_1 TrajSim_5_1
#>
#> [[1]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 26.41106 14.86069 0.02 0.02 26.41106+14.86069i
#> 3 26.50591 15.95304 0.04 0.04 26.50591+15.95304i
#> 4 26.55722 16.95424 0.06 0.06 26.55722+16.95424i
#> 5 26.77957 18.10473 0.08 0.08 26.77957+18.10473i
#> 6 26.99087 19.10023 0.10 0.10 26.99087+19.10023i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_6 Sim_1 TrajSim_6_1
#> 2 0.21305604+1.1626882i Traj_6 Sim_1 TrajSim_6_1
#> 3 0.09485083+1.0923560i Traj_6 Sim_1 TrajSim_6_1
#> 4 0.05131611+1.0011936i Traj_6 Sim_1 TrajSim_6_1
#> 5 0.22234576+1.1504892i Traj_6 Sim_1 TrajSim_6_1
#> 6 0.21130263+0.9955033i Traj_6 Sim_1 TrajSim_6_1
#>
#> [[1]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.26075 14.24588 0.02 0.02 26.26075+14.24588i
#> 3 25.96332 12.99816 0.04 0.04 25.96332+12.99816i
#> 4 25.61726 11.68231 0.06 0.06 25.61726+11.68231i
#> 5 25.32977 10.57931 0.08 0.08 25.32977+10.57931i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_7 Sim_1 TrajSim_7_1
#> 2 -0.2112484-1.250117i Traj_7 Sim_1 TrajSim_7_1
#> 3 -0.2974319-1.247726i Traj_7 Sim_1 TrajSim_7_1
#> 4 -0.3460564-1.315846i Traj_7 Sim_1 TrajSim_7_1
#> 5 -0.2874956-1.103002i Traj_7 Sim_1 TrajSim_7_1
#>
#> [[1]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.91057 8.484375 0.02 0.02 12.91057+8.484375i
#> 3 12.55637 8.279913 0.04 0.04 12.55637+8.279913i
#> 4 12.22928 8.059690 0.06 0.06 12.22928+8.059690i
#> 5 11.91751 7.808420 0.08 0.08 11.91751+7.808420i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_1 TrajSim_8_1
#> 2 -0.3074308-0.2676245i Traj_8 Sim_1 TrajSim_8_1
#> 3 -0.3541990-0.2044621i Traj_8 Sim_1 TrajSim_8_1
#> 4 -0.3270904-0.2202232i Traj_8 Sim_1 TrajSim_8_1
#> 5 -0.3117657-0.2512697i Traj_8 Sim_1 TrajSim_8_1
#>
#> [[1]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 14.76286 7.583228 0.02 0.02 14.76286+7.583228i
#> 3 13.94782 7.084400 0.04 0.04 13.94782+7.084400i
#> 4 13.07365 6.634292 0.06 0.06 13.07365+6.634292i
#> 5 12.22826 6.185345 0.08 0.08 12.22826+6.185345i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_1 TrajSim_9_1
#> 2 -0.8751446-0.5807717i Traj_9 Sim_1 TrajSim_9_1
#> 3 -0.8150368-0.4988284i Traj_9 Sim_1 TrajSim_9_1
#> 4 -0.8741686-0.4501077i Traj_9 Sim_1 TrajSim_9_1
#> 5 -0.8453888-0.4489468i Traj_9 Sim_1 TrajSim_9_1
#>
#> [[1]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+6.798000i
#> 2 14.03217 6.149210 0.02 0.02 14.03217+6.149210i
#> 3 13.31442 5.509254 0.04 0.04 13.31442+5.509254i
#> 4 12.70191 4.901165 0.06 0.06 12.70191+4.901165i
#> 5 12.10389 4.315435 0.08 0.08 12.10389+4.315435i
#> 6 11.56697 3.754401 0.10 0.10 11.56697+3.754401i
#> 7 10.97164 3.061280 0.12 0.12 10.97164+3.061280i
#> 8 10.38600 2.328081 0.14 0.14 10.38600+2.328081i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_1 TrajSim_10_1
#> 2 -0.6658319-0.6487903i Traj_10 Sim_1 TrajSim_10_1
#> 3 -0.7177475-0.6399557i Traj_10 Sim_1 TrajSim_10_1
#> 4 -0.6125064-0.6080887i Traj_10 Sim_1 TrajSim_10_1
#> 5 -0.5980262-0.5857301i Traj_10 Sim_1 TrajSim_10_1
#> 6 -0.5369176-0.5610345i Traj_10 Sim_1 TrajSim_10_1
#> 7 -0.5953284-0.6931206i Traj_10 Sim_1 TrajSim_10_1
#> 8 -0.5856407-0.7331992i Traj_10 Sim_1 TrajSim_10_1
#>
#> [[1]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+7.316000i
#> 2 13.10386 7.553313 0.02 0.02 13.10386+7.553313i
#> 3 14.16152 7.807166 0.04 0.04 14.16152+7.807166i
#> 4 15.07395 7.995297 0.06 0.06 15.07395+7.995297i
#> 5 16.20010 8.206560 0.08 0.08 16.20010+8.206560i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_1 TrajSim_11_1
#> 2 1.0978639+0.2373134i Traj_11 Sim_1 TrajSim_11_1
#> 3 1.0576525+0.2538525i Traj_11 Sim_1 TrajSim_11_1
#> 4 0.9124288+0.1881308i Traj_11 Sim_1 TrajSim_11_1
#> 5 1.1261521+0.2112630i Traj_11 Sim_1 TrajSim_11_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.07319 13.66647 0.02 0.02 36.07319+13.66647i
#> 3 35.34126 13.32008 0.04 0.04 35.34126+13.32008i
#> 4 34.53279 12.88781 0.06 0.06 34.53279+12.88781i
#> 5 33.84981 12.45992 0.08 0.08 33.84981+12.45992i
#> 6 33.00899 12.08667 0.10 0.10 33.00899+12.08667i
#> 7 32.23829 11.62999 0.12 0.12 32.23829+11.62999i
#> 8 31.49254 11.26306 0.14 0.14 31.49254+11.26306i
#> 9 30.74725 10.84285 0.16 0.16 30.74725+10.84285i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 -0.8088138-0.3895317i Traj_1 Sim_2 TrajSim_1_2
#> 3 -0.7319284-0.3463893i Traj_1 Sim_2 TrajSim_1_2
#> 4 -0.8084721-0.4322686i Traj_1 Sim_2 TrajSim_1_2
#> 5 -0.6829735-0.4278858i Traj_1 Sim_2 TrajSim_1_2
#> 6 -0.8408180-0.3732508i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.7707035-0.4566842i Traj_1 Sim_2 TrajSim_1_2
#> 8 -0.7457477-0.3669307i Traj_1 Sim_2 TrajSim_1_2
#> 9 -0.7452971-0.4202039i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 36.39178 13.24682 0.02 0.02 36.39178+13.24682i
#> 3 37.25558 12.98655 0.04 0.04 37.25558+12.98655i
#> 4 38.17880 12.66870 0.06 0.06 38.17880+12.66870i
#> 5 39.01712 12.42001 0.08 0.08 39.01712+12.42001i
#> 6 39.91614 12.17644 0.10 0.10 39.91614+12.17644i
#> 7 40.78151 11.93721 0.12 0.12 40.78151+11.93721i
#> 8 41.71024 11.83874 0.14 0.14 41.71024+11.83874i
#> 9 42.70176 11.73702 0.16 0.16 42.70176+11.73702i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 0.8597750-0.26917610i Traj_2 Sim_2 TrajSim_2_2
#> 3 0.8638036-0.26026984i Traj_2 Sim_2 TrajSim_2_2
#> 4 0.9232203-0.31784941i Traj_2 Sim_2 TrajSim_2_2
#> 5 0.8383190-0.24869263i Traj_2 Sim_2 TrajSim_2_2
#> 6 0.8990210-0.24357285i Traj_2 Sim_2 TrajSim_2_2
#> 7 0.8653666-0.23922539i Traj_2 Sim_2 TrajSim_2_2
#> 8 0.9287389-0.09846889i Traj_2 Sim_2 TrajSim_2_2
#> 9 0.9915146-0.10172956i Traj_2 Sim_2 TrajSim_2_2
#>
#> [[2]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 34.01726 15.22525 0.02 0.02 34.01726+15.22525i
#> 3 33.46672 16.37780 0.04 0.04 33.46672+16.37780i
#> 4 33.02341 17.39787 0.06 0.06 33.02341+17.39787i
#> 5 32.55374 18.52256 0.08 0.08 32.55374+18.52256i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_3 Sim_2 TrajSim_3_2
#> 2 -0.5307395+1.125250i Traj_3 Sim_2 TrajSim_3_2
#> 3 -0.5505367+1.152548i Traj_3 Sim_2 TrajSim_3_2
#> 4 -0.4433127+1.020071i Traj_3 Sim_2 TrajSim_3_2
#> 5 -0.4696663+1.124688i Traj_3 Sim_2 TrajSim_3_2
#>
#> [[2]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.41963 15.19713 0.02 0.02 31.41963+15.19713i
#> 3 30.60775 15.85524 0.04 0.04 30.60775+15.85524i
#> 4 29.84983 16.48082 0.06 0.06 29.84983+16.48082i
#> 5 28.96829 17.04316 0.08 0.08 28.96829+17.04316i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_2 TrajSim_4_2
#> 2 -0.8403728+0.6791331i Traj_4 Sim_2 TrajSim_4_2
#> 3 -0.8118769+0.6581098i Traj_4 Sim_2 TrajSim_4_2
#> 4 -0.7579190+0.6255803i Traj_4 Sim_2 TrajSim_4_2
#> 5 -0.8815421+0.5623333i Traj_4 Sim_2 TrajSim_4_2
#>
#> [[2]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.578000 0.00 0.00 28.29000+13.578000i
#> 2 28.71248 12.809265 0.02 0.02 28.71248+12.809265i
#> 3 29.08030 12.003968 0.04 0.04 29.08030+12.003968i
#> 4 29.39928 11.340698 0.06 0.06 29.39928+11.340698i
#> 5 29.90518 10.499682 0.08 0.08 29.90518+10.499682i
#> 6 30.35429 9.885716 0.10 0.10 30.35429+ 9.885716i
#> 7 31.00288 9.161719 0.12 0.12 31.00288+ 9.161719i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_2 TrajSim_5_2
#> 2 0.4224834-0.7687347i Traj_5 Sim_2 TrajSim_5_2
#> 3 0.3678193-0.8052977i Traj_5 Sim_2 TrajSim_5_2
#> 4 0.3189750-0.6632692i Traj_5 Sim_2 TrajSim_5_2
#> 5 0.5059040-0.8410160i Traj_5 Sim_2 TrajSim_5_2
#> 6 0.4491116-0.6139662i Traj_5 Sim_2 TrajSim_5_2
#> 7 0.6485916-0.7239972i Traj_5 Sim_2 TrajSim_5_2
#>
#> [[2]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.698000 0.00 0.00 26.19800+13.698000i
#> 2 27.00691 13.067313 0.02 0.02 27.00691+13.067313i
#> 3 27.76905 12.271018 0.04 0.04 27.76905+12.271018i
#> 4 28.56633 11.437613 0.06 0.06 28.56633+11.437613i
#> 5 29.22092 10.628302 0.08 0.08 29.22092+10.628302i
#> 6 29.88203 9.698415 0.10 0.10 29.88203+ 9.698415i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_2 TrajSim_6_2
#> 2 0.8089072-0.6306867i Traj_6 Sim_2 TrajSim_6_2
#> 3 0.7621395-0.7962951i Traj_6 Sim_2 TrajSim_6_2
#> 4 0.7972813-0.8334049i Traj_6 Sim_2 TrajSim_6_2
#> 5 0.6545952-0.8093114i Traj_6 Sim_2 TrajSim_6_2
#> 6 0.6611094-0.9298874i Traj_6 Sim_2 TrajSim_6_2
#>
#> [[2]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 25.40444 15.66290 0.02 0.02 25.40444+15.66290i
#> 3 24.27437 15.84812 0.04 0.04 24.27437+15.84812i
#> 4 22.67015 16.02939 0.06 0.06 22.67015+16.02939i
#> 5 21.45676 16.13838 0.08 0.08 21.45676+16.13838i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_2 TrajSim_7_2
#> 2 -1.067558+0.1669020i Traj_7 Sim_2 TrajSim_7_2
#> 3 -1.130069+0.1852176i Traj_7 Sim_2 TrajSim_7_2
#> 4 -1.604221+0.1812753i Traj_7 Sim_2 TrajSim_7_2
#> 5 -1.213394+0.1089838i Traj_7 Sim_2 TrajSim_7_2
#>
#> [[2]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.60479 8.896584 0.02 0.02 13.60479+8.896584i
#> 3 13.97128 8.914289 0.04 0.04 13.97128+8.914289i
#> 4 14.37293 8.981811 0.06 0.06 14.37293+8.981811i
#> 5 14.81781 9.111865 0.08 0.08 14.81781+9.111865i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_8 Sim_2 TrajSim_8_2
#> 2 0.3867888+0.14458398i Traj_8 Sim_2 TrajSim_8_2
#> 3 0.3664895+0.01770496i Traj_8 Sim_2 TrajSim_8_2
#> 4 0.4016563+0.06752198i Traj_8 Sim_2 TrajSim_8_2
#> 5 0.4448778+0.13005390i Traj_8 Sim_2 TrajSim_8_2
#>
#> [[2]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.69061 9.229697 0.02 0.02 15.69061+ 9.229697i
#> 3 15.78998 10.296835 0.04 0.04 15.78998+10.296835i
#> 4 15.91616 11.291589 0.06 0.06 15.91616+11.291589i
#> 5 16.07162 12.309187 0.08 0.08 16.07162+12.309187i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_9 Sim_2 TrajSim_9_2
#> 2 0.05260950+1.0656966i Traj_9 Sim_2 TrajSim_9_2
#> 3 0.09936646+1.0671380i Traj_9 Sim_2 TrajSim_9_2
#> 4 0.12618801+0.9947547i Traj_9 Sim_2 TrajSim_9_2
#> 5 0.15545239+1.0175974i Traj_9 Sim_2 TrajSim_9_2
#>
#> [[2]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.7980000 0.00 0.00 14.69800+6.7980000i
#> 2 14.83920 5.9455970 0.02 0.02 14.83920+5.9455970i
#> 3 15.07989 5.0613894 0.04 0.04 15.07989+5.0613894i
#> 4 15.32890 4.3383092 0.06 0.06 15.32890+4.3383092i
#> 5 15.57846 3.6015656 0.08 0.08 15.57846+3.6015656i
#> 6 15.87186 2.8356153 0.10 0.10 15.87186+2.8356153i
#> 7 16.04265 1.9210321 0.12 0.12 16.04265+1.9210321i
#> 8 16.17284 0.9933199 0.14 0.14 16.17284+0.9933199i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_2 TrajSim_10_2
#> 2 0.1411998-0.8524030i Traj_10 Sim_2 TrajSim_10_2
#> 3 0.2406856-0.8842077i Traj_10 Sim_2 TrajSim_10_2
#> 4 0.2490165-0.7230802i Traj_10 Sim_2 TrajSim_10_2
#> 5 0.2495603-0.7367435i Traj_10 Sim_2 TrajSim_10_2
#> 6 0.2933983-0.7659503i Traj_10 Sim_2 TrajSim_10_2
#> 7 0.1707923-0.9145832i Traj_10 Sim_2 TrajSim_10_2
#> 8 0.1301875-0.9277122i Traj_10 Sim_2 TrajSim_10_2
#>
#> [[2]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 12.03682 8.304008 0.02 0.02 12.03682+ 8.304008i
#> 3 12.13461 9.313625 0.04 0.04 12.13461+ 9.313625i
#> 4 12.13596 10.526911 0.06 0.06 12.13596+10.526911i
#> 5 12.10556 11.507639 0.08 0.08 12.10556+11.507639i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_11 Sim_2 TrajSim_11_2
#> 2 0.030822209+0.9880078i Traj_11 Sim_2 TrajSim_11_2
#> 3 0.097790816+1.0096167i Traj_11 Sim_2 TrajSim_11_2
#> 4 0.001346864+1.2132861i Traj_11 Sim_2 TrajSim_11_2
#> 5 -0.030401239+0.9807284i Traj_11 Sim_2 TrajSim_11_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 37.26415 14.88658 0.02 0.02 37.26415+14.88658i
#> 3 37.59363 15.64913 0.04 0.04 37.59363+15.64913i
#> 4 37.88590 16.51878 0.06 0.06 37.88590+16.51878i
#> 5 38.14247 17.42499 0.08 0.08 38.14247+17.42499i
#> 6 38.50719 18.16361 0.10 0.10 38.50719+18.16361i
#> 7 38.80611 18.97958 0.12 0.12 38.80611+18.97958i
#> 8 39.06257 19.86725 0.14 0.14 39.06257+19.86725i
#> 9 39.51032 20.49097 0.16 0.16 39.51032+20.49097i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 0.3821468+0.8305809i Traj_1 Sim_3 TrajSim_1_3
#> 3 0.3294832+0.7625444i Traj_1 Sim_3 TrajSim_1_3
#> 4 0.2922746+0.8696593i Traj_1 Sim_3 TrajSim_1_3
#> 5 0.2565672+0.9062099i Traj_1 Sim_3 TrajSim_1_3
#> 6 0.3647221+0.7386152i Traj_1 Sim_3 TrajSim_1_3
#> 7 0.2989129+0.8159672i Traj_1 Sim_3 TrajSim_1_3
#> 8 0.2564668+0.8876768i Traj_1 Sim_3 TrajSim_1_3
#> 9 0.4477434+0.6237131i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 36.38583 13.137629 0.02 0.02 36.38583+13.137629i
#> 3 37.27137 12.775235 0.04 0.04 37.27137+12.775235i
#> 4 37.99743 12.478054 0.06 0.06 37.99743+12.478054i
#> 5 38.91669 11.967682 0.08 0.08 38.91669+11.967682i
#> 6 39.70767 11.452300 0.10 0.10 39.70767+11.452300i
#> 7 40.34106 11.008637 0.12 0.12 40.34106+11.008637i
#> 8 41.20282 10.385657 0.14 0.14 41.20282+10.385657i
#> 9 42.07008 9.992915 0.16 0.16 42.07008+ 9.992915i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 0.8538327-0.3783708i Traj_2 Sim_3 TrajSim_2_3
#> 3 0.8855412-0.3623941i Traj_2 Sim_3 TrajSim_2_3
#> 4 0.7260516-0.2971812i Traj_2 Sim_3 TrajSim_2_3
#> 5 0.9192628-0.5103713i Traj_2 Sim_3 TrajSim_2_3
#> 6 0.7909780-0.5153821i Traj_2 Sim_3 TrajSim_2_3
#> 7 0.6333915-0.4436632i Traj_2 Sim_3 TrajSim_2_3
#> 8 0.8617660-0.6229799i Traj_2 Sim_3 TrajSim_2_3
#> 9 0.8672533-0.3927425i Traj_2 Sim_3 TrajSim_2_3
#>
#> [[3]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.100000 0.00 0.00 34.54800+14.100000i
#> 2 34.93855 12.936713 0.02 0.02 34.93855+12.936713i
#> 3 35.37532 11.696585 0.04 0.04 35.37532+11.696585i
#> 4 35.79166 10.714048 0.06 0.06 35.79166+10.714048i
#> 5 36.27812 9.570196 0.08 0.08 36.27812+ 9.570196i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_3 TrajSim_3_3
#> 2 0.3905533-1.1632869i Traj_3 Sim_3 TrajSim_3_3
#> 3 0.4367660-1.2401286i Traj_3 Sim_3 TrajSim_3_3
#> 4 0.4163407-0.9825369i Traj_3 Sim_3 TrajSim_3_3
#> 5 0.4864600-1.1438518i Traj_3 Sim_3 TrajSim_3_3
#>
#> [[3]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.39763 14.34984 0.02 0.02 31.39763+14.34984i
#> 3 30.28642 14.21429 0.04 0.04 30.28642+14.21429i
#> 4 29.27177 14.03948 0.06 0.06 29.27177+14.03948i
#> 5 28.24032 14.01974 0.08 0.08 28.24032+14.01974i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_4 Sim_3 TrajSim_4_3
#> 2 -0.8623724-0.16815854i Traj_4 Sim_3 TrajSim_4_3
#> 3 -1.1112066-0.13554725i Traj_4 Sim_3 TrajSim_4_3
#> 4 -1.0146466-0.17481026i Traj_4 Sim_3 TrajSim_4_3
#> 5 -1.0314517-0.01974568i Traj_4 Sim_3 TrajSim_4_3
#>
#> [[3]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.55045 14.05032 0.02 0.02 27.55045+14.05032i
#> 3 26.85260 14.44969 0.04 0.04 26.85260+14.44969i
#> 4 26.18661 14.71446 0.06 0.06 26.18661+14.71446i
#> 5 25.60224 15.07221 0.08 0.08 25.60224+15.07221i
#> 6 25.00239 15.41725 0.10 0.10 25.00239+15.41725i
#> 7 24.25406 15.81974 0.12 0.12 24.25406+15.81974i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_3 TrajSim_5_3
#> 2 -0.7395486+0.4723199i Traj_5 Sim_3 TrajSim_5_3
#> 3 -0.6978549+0.3993683i Traj_5 Sim_3 TrajSim_5_3
#> 4 -0.6659832+0.2647743i Traj_5 Sim_3 TrajSim_5_3
#> 5 -0.5843727+0.3577519i Traj_5 Sim_3 TrajSim_5_3
#> 6 -0.5998543+0.3450333i Traj_5 Sim_3 TrajSim_5_3
#> 7 -0.7483304+0.4024959i Traj_5 Sim_3 TrajSim_5_3
#>
#> [[3]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.698000 0.00 0.00 26.19800+13.698000i
#> 2 25.53696 12.935944 0.02 0.02 25.53696+12.935944i
#> 3 24.88170 12.050717 0.04 0.04 24.88170+12.050717i
#> 4 24.22991 11.123548 0.06 0.06 24.22991+11.123548i
#> 5 23.50689 10.221070 0.08 0.08 23.50689+10.221070i
#> 6 22.93674 9.252369 0.10 0.10 22.93674+ 9.252369i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_3 TrajSim_6_3
#> 2 -0.6610429-0.7620560i Traj_6 Sim_3 TrajSim_6_3
#> 3 -0.6552579-0.8852268i Traj_6 Sim_3 TrajSim_6_3
#> 4 -0.6517900-0.9271691i Traj_6 Sim_3 TrajSim_6_3
#> 5 -0.7230236-0.9024779i Traj_6 Sim_3 TrajSim_6_3
#> 6 -0.5701506-0.9687016i Traj_6 Sim_3 TrajSim_6_3
#>
#> [[3]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.52389 16.54742 0.02 0.02 27.52389+16.54742i
#> 3 28.38098 17.32381 0.04 0.04 28.38098+17.32381i
#> 4 29.49797 18.40638 0.06 0.06 29.49797+18.40638i
#> 5 30.40042 19.18487 0.08 0.08 30.40042+19.18487i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_3 TrajSim_7_3
#> 2 1.0518904+1.0514166i Traj_7 Sim_3 TrajSim_7_3
#> 3 0.8570855+0.7763928i Traj_7 Sim_3 TrajSim_7_3
#> 4 1.1169903+1.0825725i Traj_7 Sim_3 TrajSim_7_3
#> 5 0.9024506+0.7784851i Traj_7 Sim_3 TrajSim_7_3
#>
#> [[3]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+ 8.752000i
#> 2 13.13960 9.147588 0.02 0.02 13.13960+ 9.147588i
#> 3 12.98180 9.505041 0.04 0.04 12.98180+ 9.505041i
#> 4 12.84442 9.917012 0.06 0.06 12.84442+ 9.917012i
#> 5 12.60205 10.300337 0.08 0.08 12.60205+10.300337i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_8 Sim_3 TrajSim_8_3
#> 2 -0.07840172+0.3955876i Traj_8 Sim_3 TrajSim_8_3
#> 3 -0.15780327+0.3574537i Traj_8 Sim_3 TrajSim_8_3
#> 4 -0.13737946+0.4119703i Traj_8 Sim_3 TrajSim_8_3
#> 5 -0.24236150+0.3833255i Traj_8 Sim_3 TrajSim_8_3
#>
#> [[3]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.66506 9.126907 0.02 0.02 15.66506+ 9.126907i
#> 3 15.62869 10.097496 0.04 0.04 15.62869+10.097496i
#> 4 15.48301 11.140469 0.06 0.06 15.48301+11.140469i
#> 5 15.48048 12.087338 0.08 0.08 15.48048+12.087338i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_9 Sim_3 TrajSim_9_3
#> 2 0.027060284+0.9629065i Traj_9 Sim_3 TrajSim_9_3
#> 3 -0.036368872+0.9705893i Traj_9 Sim_3 TrajSim_9_3
#> 4 -0.145680051+1.0429730i Traj_9 Sim_3 TrajSim_9_3
#> 5 -0.002531038+0.9468696i Traj_9 Sim_3 TrajSim_9_3
#>
#> [[3]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.7980000 0.00 0.00 14.69800+6.7980000i
#> 2 14.53365 5.9208208 0.02 0.02 14.53365+5.9208208i
#> 3 14.43410 4.9611764 0.04 0.04 14.43410+4.9611764i
#> 4 14.37279 4.0920816 0.06 0.06 14.37279+4.0920816i
#> 5 14.32204 3.1091654 0.08 0.08 14.32204+3.1091654i
#> 6 14.42971 2.1894031 0.10 0.10 14.42971+2.1894031i
#> 7 14.53233 1.2097175 0.12 0.12 14.53233+1.2097175i
#> 8 14.60398 0.3726602 0.14 0.14 14.60398+0.3726602i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_10 Sim_3 TrajSim_10_3
#> 2 -0.16434956-0.8771792i Traj_10 Sim_3 TrajSim_10_3
#> 3 -0.09955493-0.9596444i Traj_10 Sim_3 TrajSim_10_3
#> 4 -0.06130265-0.8690948i Traj_10 Sim_3 TrajSim_10_3
#> 5 -0.05075517-0.9829163i Traj_10 Sim_3 TrajSim_10_3
#> 6 0.10767568-0.9197622i Traj_10 Sim_3 TrajSim_10_3
#> 7 0.10261243-0.9796856i Traj_10 Sim_3 TrajSim_10_3
#> 8 0.07165096-0.8370574i Traj_10 Sim_3 TrajSim_10_3
#>
#> [[3]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+7.316000i
#> 2 11.72396 6.099471 0.02 0.02 11.72396+6.099471i
#> 3 11.54133 5.221931 0.04 0.04 11.54133+5.221931i
#> 4 11.28926 4.058416 0.06 0.06 11.28926+4.058416i
#> 5 11.03386 2.992703 0.08 0.08 11.03386+2.992703i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_3 TrajSim_11_3
#> 2 -0.2820448-1.2165286i Traj_11 Sim_3 TrajSim_11_3
#> 3 -0.1826292-0.8775407i Traj_11 Sim_3 TrajSim_11_3
#> 4 -0.2520664-1.1635144i Traj_11 Sim_3 TrajSim_11_3
#> 5 -0.2554007-1.0657131i Traj_11 Sim_3 TrajSim_11_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 37.48151 14.59157 0.02 0.02 37.48151+14.59157i
#> 3 38.14675 15.18083 0.04 0.04 38.14675+15.18083i
#> 4 38.83855 15.77762 0.06 0.06 38.83855+15.77762i
#> 5 39.44775 16.48256 0.08 0.08 39.44775+16.48256i
#> 6 39.95891 17.24167 0.10 0.10 39.95891+17.24167i
#> 7 40.47987 17.97525 0.12 0.12 40.47987+17.97525i
#> 8 40.93635 18.68320 0.14 0.14 40.93635+18.68320i
#> 9 41.42179 19.39838 0.16 0.16 41.42179+19.39838i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 0.5995081+0.5355731i Traj_1 Sim_4 TrajSim_1_4
#> 3 0.6652458+0.5892603i Traj_1 Sim_4 TrajSim_1_4
#> 4 0.6917990+0.5967826i Traj_1 Sim_4 TrajSim_1_4
#> 5 0.6091939+0.7049398i Traj_1 Sim_4 TrajSim_1_4
#> 6 0.5111637+0.7591154i Traj_1 Sim_4 TrajSim_1_4
#> 7 0.5209563+0.7335798i Traj_1 Sim_4 TrajSim_1_4
#> 8 0.4564838+0.7079529i Traj_1 Sim_4 TrajSim_1_4
#> 9 0.4854360+0.7151735i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.58395 13.42136 0.02 0.02 34.58395+13.42136i
#> 3 33.49376 13.41541 0.04 0.04 33.49376+13.41541i
#> 4 32.53318 13.36760 0.06 0.06 32.53318+13.36760i
#> 5 31.59148 13.23894 0.08 0.08 31.59148+13.23894i
#> 6 30.73350 13.15131 0.10 0.10 30.73350+13.15131i
#> 7 29.74911 13.13525 0.12 0.12 29.74911+13.13525i
#> 8 28.79227 12.91871 0.14 0.14 28.79227+12.91871i
#> 9 27.95519 12.81234 0.16 0.16 27.95519+12.81234i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 -0.9480504-0.094638725i Traj_2 Sim_4 TrajSim_2_4
#> 3 -1.0901888-0.005950098i Traj_2 Sim_4 TrajSim_2_4
#> 4 -0.9605772-0.047808977i Traj_2 Sim_4 TrajSim_2_4
#> 5 -0.9417024-0.128665625i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.8579784-0.087629892i Traj_2 Sim_4 TrajSim_2_4
#> 7 -0.9843888-0.016052357i Traj_2 Sim_4 TrajSim_2_4
#> 8 -0.9568392-0.216539658i Traj_2 Sim_4 TrajSim_2_4
#> 9 -0.8370836-0.106371528i Traj_2 Sim_4 TrajSim_2_4
#>
#> [[4]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 35.47361 13.65152 0.02 0.02 35.47361+13.65152i
#> 3 36.51100 13.14687 0.04 0.04 36.51100+13.14687i
#> 4 37.44960 12.70654 0.06 0.06 37.44960+12.70654i
#> 5 38.53965 12.18526 0.08 0.08 38.53965+12.18526i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_4 TrajSim_3_4
#> 2 0.9256055-0.4484791i Traj_3 Sim_4 TrajSim_3_4
#> 3 1.0373994-0.5046514i Traj_3 Sim_4 TrajSim_3_4
#> 4 0.9385944-0.4403288i Traj_3 Sim_4 TrajSim_3_4
#> 5 1.0900459-0.5212808i Traj_3 Sim_4 TrajSim_3_4
#>
#> [[4]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.32092 14.92492 0.02 0.02 31.32092+14.92492i
#> 3 30.30862 15.30683 0.04 0.04 30.30862+15.30683i
#> 4 29.23476 15.56378 0.06 0.06 29.23476+15.56378i
#> 5 28.27846 15.65650 0.08 0.08 28.27846+15.65650i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_4 Sim_4 TrajSim_4_4
#> 2 -0.9390792+0.40692465i Traj_4 Sim_4 TrajSim_4_4
#> 3 -1.0123045+0.38190499i Traj_4 Sim_4 TrajSim_4_4
#> 4 -1.0738546+0.25694621i Traj_4 Sim_4 TrajSim_4_4
#> 5 -0.9562993+0.09272259i Traj_4 Sim_4 TrajSim_4_4
#>
#> [[4]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.98290 14.33812 0.02 0.02 27.98290+14.33812i
#> 3 27.58993 15.12749 0.04 0.04 27.58993+15.12749i
#> 4 27.31399 15.80179 0.06 0.06 27.31399+15.80179i
#> 5 27.02479 16.51496 0.08 0.08 27.02479+16.51496i
#> 6 26.63271 17.27866 0.10 0.10 26.63271+17.27866i
#> 7 26.35471 17.90964 0.12 0.12 26.35471+17.90964i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_4 TrajSim_5_4
#> 2 -0.3070955+0.7601224i Traj_5 Sim_4 TrajSim_5_4
#> 3 -0.3929740+0.7893659i Traj_5 Sim_4 TrajSim_5_4
#> 4 -0.2759365+0.6743063i Traj_5 Sim_4 TrajSim_5_4
#> 5 -0.2892043+0.7131656i Traj_5 Sim_4 TrajSim_5_4
#> 6 -0.3920811+0.7636971i Traj_5 Sim_4 TrajSim_5_4
#> 7 -0.2780007+0.6309876i Traj_5 Sim_4 TrajSim_5_4
#>
#> [[4]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 26.78251 14.65561 0.02 0.02 26.78251+14.65561i
#> 3 27.37633 15.52713 0.04 0.04 27.37633+15.52713i
#> 4 28.02368 16.50554 0.06 0.06 28.02368+16.50554i
#> 5 28.68494 17.49253 0.08 0.08 28.68494+17.49253i
#> 6 29.32996 18.36036 0.10 0.10 29.32996+18.36036i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_4 TrajSim_6_4
#> 2 0.5845091+0.9576147i Traj_6 Sim_4 TrajSim_6_4
#> 3 0.5938180+0.8715112i Traj_6 Sim_4 TrajSim_6_4
#> 4 0.6473562+0.9784146i Traj_6 Sim_4 TrajSim_6_4
#> 5 0.6612547+0.9869932i Traj_6 Sim_4 TrajSim_6_4
#> 6 0.6450195+0.8678284i Traj_6 Sim_4 TrajSim_6_4
#>
#> [[4]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.61345 16.17628 0.02 0.02 27.61345+16.17628i
#> 3 28.74483 16.87705 0.04 0.04 28.74483+16.87705i
#> 4 29.62534 17.39640 0.06 0.06 29.62534+17.39640i
#> 5 30.81731 17.97681 0.08 0.08 30.81731+17.97681i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_4 TrajSim_7_4
#> 2 1.1414542+0.6802769i Traj_7 Sim_4 TrajSim_7_4
#> 3 1.1313711+0.7007743i Traj_7 Sim_4 TrajSim_7_4
#> 4 0.8805176+0.5193493i Traj_7 Sim_4 TrajSim_7_4
#> 5 1.1919692+0.5804138i Traj_7 Sim_4 TrajSim_7_4
#>
#> [[4]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.83844 8.888581 0.02 0.02 12.83844+8.888581i
#> 3 12.48008 8.979604 0.04 0.04 12.48008+8.979604i
#> 4 12.10692 9.113882 0.06 0.06 12.10692+9.113882i
#> 5 11.70369 9.220727 0.08 0.08 11.70369+9.220727i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_8 Sim_4 TrajSim_8_4
#> 2 -0.3795648+0.13658081i Traj_8 Sim_4 TrajSim_8_4
#> 3 -0.3583506+0.09102315i Traj_8 Sim_4 TrajSim_8_4
#> 4 -0.3731616+0.13427790i Traj_8 Sim_4 TrajSim_8_4
#> 5 -0.4032356+0.10684562i Traj_8 Sim_4 TrajSim_8_4
#>
#> [[4]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 14.69459 8.059923 0.02 0.02 14.69459+8.059923i
#> 3 13.65495 8.038423 0.04 0.04 13.65495+8.038423i
#> 4 12.61262 7.873760 0.06 0.06 12.61262+7.873760i
#> 5 11.69667 7.813714 0.08 0.08 11.69667+7.813714i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_9 Sim_4 TrajSim_9_4
#> 2 -0.9434114-0.10407738i Traj_9 Sim_4 TrajSim_9_4
#> 3 -1.0396434-0.02149925i Traj_9 Sim_4 TrajSim_9_4
#> 4 -1.0423249-0.16466374i Traj_9 Sim_4 TrajSim_9_4
#> 5 -0.9159500-0.06004545i Traj_9 Sim_4 TrajSim_9_4
#>
#> [[4]][[10]]
#> x y time displacementTime polar
#> 1 14.698000 6.798000 0.00 0.00 14.698000+6.798000i
#> 2 14.008180 6.323752 0.02 0.02 14.008180+6.323752i
#> 3 13.216018 5.780492 0.04 0.04 13.216018+5.780492i
#> 4 12.521022 5.152229 0.06 0.06 12.521022+5.152229i
#> 5 11.818052 4.548501 0.08 0.08 11.818052+4.548501i
#> 6 11.063567 3.893428 0.10 0.10 11.063567+3.893428i
#> 7 10.371443 3.243367 0.12 0.12 10.371443+3.243367i
#> 8 9.730303 2.513847 0.14 0.14 9.730303+2.513847i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_4 TrajSim_10_4
#> 2 -0.6898198-0.4742480i Traj_10 Sim_4 TrajSim_10_4
#> 3 -0.7921617-0.5432596i Traj_10 Sim_4 TrajSim_10_4
#> 4 -0.6949969-0.6282629i Traj_10 Sim_4 TrajSim_10_4
#> 5 -0.7029694-0.6037286i Traj_10 Sim_4 TrajSim_10_4
#> 6 -0.7544857-0.6550727i Traj_10 Sim_4 TrajSim_10_4
#> 7 -0.6921239-0.6500609i Traj_10 Sim_4 TrajSim_10_4
#> 8 -0.6411391-0.7295207i Traj_10 Sim_4 TrajSim_10_4
#>
#> [[4]][[11]]
#> x y time displacementTime polar
#> 1 12.006000 7.316000 0.00 0.00 12.006000+7.316000i
#> 2 10.980308 7.787224 0.02 0.02 10.980308+7.787224i
#> 3 10.041762 8.252040 0.04 0.04 10.041762+8.252040i
#> 4 9.106492 8.775142 0.06 0.06 9.106492+8.775142i
#> 5 8.047066 9.420572 0.08 0.08 8.047066+9.420572i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_4 TrajSim_11_4
#> 2 -1.0256920+0.4712244i Traj_11 Sim_4 TrajSim_11_4
#> 3 -0.9385464+0.4648158i Traj_11 Sim_4 TrajSim_11_4
#> 4 -0.9352697+0.5231017i Traj_11 Sim_4 TrajSim_11_4
#> 5 -1.0594262+0.6454303i Traj_11 Sim_4 TrajSim_11_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.056000 0.00 0.00 36.88200+14.056000i
#> 2 37.53159 13.412408 0.02 0.02 37.53159+13.412408i
#> 3 38.11219 12.874160 0.04 0.04 38.11219+12.874160i
#> 4 38.66299 12.318000 0.06 0.06 38.66299+12.318000i
#> 5 39.40864 11.766301 0.08 0.08 39.40864+11.766301i
#> 6 40.16261 11.310573 0.10 0.10 40.16261+11.310573i
#> 7 40.88641 10.839158 0.12 0.12 40.88641+10.839158i
#> 8 41.57305 10.243687 0.14 0.14 41.57305+10.243687i
#> 9 42.19442 9.758996 0.16 0.16 42.19442+ 9.758996i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 0.6495864-0.6435917i Traj_1 Sim_5 TrajSim_1_5
#> 3 0.5806056-0.5382485i Traj_1 Sim_5 TrajSim_1_5
#> 4 0.5508027-0.5561601i Traj_1 Sim_5 TrajSim_1_5
#> 5 0.7456413-0.5516991i Traj_1 Sim_5 TrajSim_1_5
#> 6 0.7539768-0.4557274i Traj_1 Sim_5 TrajSim_1_5
#> 7 0.7237989-0.4714150i Traj_1 Sim_5 TrajSim_1_5
#> 8 0.6866348-0.5954709i Traj_1 Sim_5 TrajSim_1_5
#> 9 0.6213718-0.4846910i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 34.77218 13.113815 0.02 0.02 34.77218+13.113815i
#> 3 33.99822 12.622410 0.04 0.04 33.99822+12.622410i
#> 4 33.16063 12.210034 0.06 0.06 33.16063+12.210034i
#> 5 32.42150 11.678410 0.08 0.08 32.42150+11.678410i
#> 6 31.72670 11.161074 0.10 0.10 31.72670+11.161074i
#> 7 30.97530 10.593873 0.12 0.12 30.97530+10.593873i
#> 8 30.20585 10.080580 0.14 0.14 30.20585+10.080580i
#> 9 29.51260 9.646737 0.16 0.16 29.51260+ 9.646737i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 -0.7598202-0.4021850i Traj_2 Sim_5 TrajSim_2_5
#> 3 -0.7739623-0.4914049i Traj_2 Sim_5 TrajSim_2_5
#> 4 -0.8375874-0.4123760i Traj_2 Sim_5 TrajSim_2_5
#> 5 -0.7391253-0.5316238i Traj_2 Sim_5 TrajSim_2_5
#> 6 -0.6948020-0.5173368i Traj_2 Sim_5 TrajSim_2_5
#> 7 -0.7514045-0.5672010i Traj_2 Sim_5 TrajSim_2_5
#> 8 -0.7694459-0.5132922i Traj_2 Sim_5 TrajSim_2_5
#> 9 -0.6932560-0.4338429i Traj_2 Sim_5 TrajSim_2_5
#>
#> [[5]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 35.49720 13.46285 0.02 0.02 35.49720+13.46285i
#> 3 36.42216 12.81301 0.04 0.04 36.42216+12.81301i
#> 4 37.39287 12.00534 0.06 0.06 37.39287+12.00534i
#> 5 38.44690 11.16820 0.08 0.08 38.44690+11.16820i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_5 TrajSim_3_5
#> 2 0.9492035-0.6371509i Traj_3 Sim_5 TrajSim_3_5
#> 3 0.9249569-0.6498372i Traj_3 Sim_5 TrajSim_3_5
#> 4 0.9707081-0.8076743i Traj_3 Sim_5 TrajSim_3_5
#> 5 1.0540267-0.8371421i Traj_3 Sim_5 TrajSim_3_5
#>
#> [[5]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 32.41695 15.56059 0.02 0.02 32.41695+15.56059i
#> 3 32.54766 16.50046 0.04 0.04 32.54766+16.50046i
#> 4 32.74284 17.47413 0.06 0.06 32.74284+17.47413i
#> 5 33.17235 18.40693 0.08 0.08 33.17235+18.40693i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_5 TrajSim_4_5
#> 2 0.1569490+1.0425905i Traj_4 Sim_5 TrajSim_4_5
#> 3 0.1307079+0.9398664i Traj_4 Sim_5 TrajSim_4_5
#> 4 0.1951810+0.9736719i Traj_4 Sim_5 TrajSim_4_5
#> 5 0.4295167+0.9328059i Traj_4 Sim_5 TrajSim_4_5
#>
#> [[5]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 28.01795 14.24436 0.02 0.02 28.01795+14.24436i
#> 3 27.83230 14.80037 0.04 0.04 27.83230+14.80037i
#> 4 27.52547 15.58875 0.06 0.06 27.52547+15.58875i
#> 5 27.20222 16.32318 0.08 0.08 27.20222+16.32318i
#> 6 26.92286 17.03562 0.10 0.10 26.92286+17.03562i
#> 7 26.60433 17.89864 0.12 0.12 26.60433+17.89864i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_5 TrajSim_5_5
#> 2 -0.2720549+0.6663647i Traj_5 Sim_5 TrajSim_5_5
#> 3 -0.1856467+0.5560003i Traj_5 Sim_5 TrajSim_5_5
#> 4 -0.3068267+0.7883898i Traj_5 Sim_5 TrajSim_5_5
#> 5 -0.3232486+0.7344262i Traj_5 Sim_5 TrajSim_5_5
#> 6 -0.2793656+0.7124434i Traj_5 Sim_5 TrajSim_5_5
#> 7 -0.3185256+0.8630157i Traj_5 Sim_5 TrajSim_5_5
#>
#> [[5]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 26.56300 14.79490 0.02 0.02 26.56300+14.79490i
#> 3 26.82063 15.86995 0.04 0.04 26.82063+15.86995i
#> 4 27.15703 16.87580 0.06 0.06 27.15703+16.87580i
#> 5 27.59947 18.09737 0.08 0.08 27.59947+18.09737i
#> 6 27.91083 19.15096 0.10 0.10 27.91083+19.15096i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_6 Sim_5 TrajSim_6_5
#> 2 0.3650027+1.096897i Traj_6 Sim_5 TrajSim_6_5
#> 3 0.2576252+1.075052i Traj_6 Sim_5 TrajSim_6_5
#> 4 0.3364058+1.005848i Traj_6 Sim_5 TrajSim_6_5
#> 5 0.4424381+1.221571i Traj_6 Sim_5 TrajSim_6_5
#> 6 0.3113564+1.053589i Traj_6 Sim_5 TrajSim_6_5
#>
#> [[5]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.27844 14.18673 0.02 0.02 26.27844+14.18673i
#> 3 26.17048 13.03983 0.04 0.04 26.17048+13.03983i
#> 4 26.13547 11.76540 0.06 0.06 26.13547+11.76540i
#> 5 26.02750 10.47888 0.08 0.08 26.02750+10.47888i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.000000i Traj_7 Sim_5 TrajSim_7_5
#> 2 -0.19356261-1.309273i Traj_7 Sim_5 TrajSim_7_5
#> 3 -0.10796226-1.146894i Traj_7 Sim_5 TrajSim_7_5
#> 4 -0.03500638-1.274430i Traj_7 Sim_5 TrajSim_7_5
#> 5 -0.10796572-1.286523i Traj_7 Sim_5 TrajSim_7_5
#>
#> [[5]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.54622 8.970740 0.02 0.02 13.54622+8.970740i
#> 3 13.79181 9.318658 0.04 0.04 13.79181+9.318658i
#> 4 14.05906 9.584141 0.06 0.06 14.05906+9.584141i
#> 5 14.36592 9.920433 0.08 0.08 14.36592+9.920433i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_5 TrajSim_8_5
#> 2 0.3282226+0.2187396i Traj_8 Sim_5 TrajSim_8_5
#> 3 0.2455853+0.3479182i Traj_8 Sim_5 TrajSim_8_5
#> 4 0.2672529+0.2654834i Traj_8 Sim_5 TrajSim_8_5
#> 5 0.3068584+0.3362914i Traj_8 Sim_5 TrajSim_8_5
#>
#> [[5]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 15.41827 7.108482 0.02 0.02 15.41827+7.108482i
#> 3 15.10934 6.238198 0.04 0.04 15.10934+6.238198i
#> 4 14.63000 5.270415 0.06 0.06 14.63000+5.270415i
#> 5 14.15570 4.368528 0.08 0.08 14.15570+4.368528i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_5 TrajSim_9_5
#> 2 -0.2197288-1.0555184i Traj_9 Sim_5 TrajSim_9_5
#> 3 -0.3089264-0.8702841i Traj_9 Sim_5 TrajSim_9_5
#> 4 -0.4793496-0.9677826i Traj_9 Sim_5 TrajSim_9_5
#> 5 -0.4742979-0.9018870i Traj_9 Sim_5 TrajSim_9_5
#>
#> [[5]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.7980000 0.00 0.00 14.69800+6.7980000i
#> 2 14.99892 5.9411955 0.02 0.02 14.99892+5.9411955i
#> 3 15.42835 5.1338289 0.04 0.04 15.42835+5.1338289i
#> 4 15.88233 4.2674136 0.06 0.06 15.88233+4.2674136i
#> 5 16.23369 3.4079206 0.08 0.08 16.23369+3.4079206i
#> 6 16.62713 2.6341640 0.10 0.10 16.62713+2.6341640i
#> 7 16.95179 1.7464837 0.12 0.12 16.95179+1.7464837i
#> 8 17.23325 0.9360892 0.14 0.14 17.23325+0.9360892i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_5 TrajSim_10_5
#> 2 0.3009200-0.8568045i Traj_10 Sim_5 TrajSim_10_5
#> 3 0.4294264-0.8073666i Traj_10 Sim_5 TrajSim_10_5
#> 4 0.4539815-0.8664153i Traj_10 Sim_5 TrajSim_10_5
#> 5 0.3513638-0.8594930i Traj_10 Sim_5 TrajSim_10_5
#> 6 0.3934432-0.7737566i Traj_10 Sim_5 TrajSim_10_5
#> 7 0.3246511-0.8876803i Traj_10 Sim_5 TrajSim_10_5
#> 8 0.2814664-0.8103945i Traj_10 Sim_5 TrajSim_10_5
#>
#> [[5]][[11]]
#> x y time displacementTime polar
#> 1 12.006000 7.316000 0.00 0.00 12.006000+ 7.316000i
#> 2 11.422592 8.261412 0.02 0.02 11.422592+ 8.261412i
#> 3 10.832957 9.100565 0.04 0.04 10.832957+ 9.100565i
#> 4 10.134129 10.026960 0.06 0.06 10.134129+10.026960i
#> 5 9.473912 11.029458 0.08 0.08 9.473912+11.029458i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_5 TrajSim_11_5
#> 2 -0.5834079+0.9454115i Traj_11 Sim_5 TrajSim_11_5
#> 3 -0.5896349+0.8391537i Traj_11 Sim_5 TrajSim_11_5
#> 4 -0.6988277+0.9263944i Traj_11 Sim_5 TrajSim_11_5
#> 5 -0.6602177+1.0024982i Traj_11 Sim_5 TrajSim_11_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.59857 14.86870 0.02 0.02 36.59857+14.86870i
#> 3 36.30601 15.57178 0.04 0.04 36.30601+15.57178i
#> 4 35.99954 16.38737 0.06 0.06 35.99954+16.38737i
#> 5 35.59210 17.21389 0.08 0.08 35.59210+17.21389i
#> 6 35.13861 18.02317 0.10 0.10 35.13861+18.02317i
#> 7 34.45850 18.65965 0.12 0.12 34.45850+18.65965i
#> 8 33.86609 19.32881 0.14 0.14 33.86609+19.32881i
#> 9 33.15876 19.85072 0.16 0.16 33.15876+19.85072i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 -0.2834316+0.8127037i Traj_1 Sim_6 TrajSim_1_6
#> 3 -0.2925625+0.7030794i Traj_1 Sim_6 TrajSim_1_6
#> 4 -0.3064648+0.8155901i Traj_1 Sim_6 TrajSim_1_6
#> 5 -0.4074392+0.8265166i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.4534934+0.8092812i Traj_1 Sim_6 TrajSim_1_6
#> 7 -0.6801095+0.6364781i Traj_1 Sim_6 TrajSim_1_6
#> 8 -0.5924110+0.6691577i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.7073237+0.5219174i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 35.97588 14.22605 0.02 0.02 35.97588+14.22605i
#> 3 36.55590 15.01966 0.04 0.04 36.55590+15.01966i
#> 4 37.17546 15.78424 0.06 0.06 37.17546+15.78424i
#> 5 37.80170 16.48266 0.08 0.08 37.80170+16.48266i
#> 6 38.40304 17.12174 0.10 0.10 38.40304+17.12174i
#> 7 39.06510 17.78529 0.12 0.12 39.06510+17.78529i
#> 8 39.77852 18.35432 0.14 0.14 39.77852+18.35432i
#> 9 40.44840 18.84263 0.16 0.16 40.44840+18.84263i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 0.4438813+0.7100493i Traj_2 Sim_6 TrajSim_2_6
#> 3 0.5800171+0.7936090i Traj_2 Sim_6 TrajSim_2_6
#> 4 0.6195589+0.7645864i Traj_2 Sim_6 TrajSim_2_6
#> 5 0.6262387+0.6984126i Traj_2 Sim_6 TrajSim_2_6
#> 6 0.6013411+0.6390849i Traj_2 Sim_6 TrajSim_2_6
#> 7 0.6620646+0.6635496i Traj_2 Sim_6 TrajSim_2_6
#> 8 0.7134148+0.5690319i Traj_2 Sim_6 TrajSim_2_6
#> 9 0.6698832+0.4883049i Traj_2 Sim_6 TrajSim_2_6
#>
#> [[6]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 34.97433 15.23871 0.02 0.02 34.97433+15.23871i
#> 3 35.33458 16.15154 0.04 0.04 35.33458+16.15154i
#> 4 35.82423 17.19689 0.06 0.06 35.82423+17.19689i
#> 5 36.29080 18.17628 0.08 0.08 36.29080+18.17628i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_6 TrajSim_3_6
#> 2 0.4263261+1.1387123i Traj_3 Sim_6 TrajSim_3_6
#> 3 0.3602566+0.9128277i Traj_3 Sim_6 TrajSim_3_6
#> 4 0.4896501+1.0453522i Traj_3 Sim_6 TrajSim_3_6
#> 5 0.4665655+0.9793835i Traj_3 Sim_6 TrajSim_3_6
#>
#> [[6]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 33.25691 14.73579 0.02 0.02 33.25691+14.73579i
#> 3 34.30277 14.96864 0.04 0.04 34.30277+14.96864i
#> 4 35.21049 15.13545 0.06 0.06 35.21049+15.13545i
#> 5 36.21077 15.17677 0.08 0.08 36.21077+15.17677i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_4 Sim_6 TrajSim_4_6
#> 2 0.9969123+0.21778949i Traj_4 Sim_6 TrajSim_4_6
#> 3 1.0458590+0.23284711i Traj_4 Sim_6 TrajSim_4_6
#> 4 0.9077167+0.16681284i Traj_4 Sim_6 TrajSim_4_6
#> 5 1.0002821+0.04131584i Traj_4 Sim_6 TrajSim_4_6
#>
#> [[6]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.52663 13.78036 0.02 0.02 27.52663+13.78036i
#> 3 26.62010 13.98744 0.04 0.04 26.62010+13.98744i
#> 4 25.81588 14.23273 0.06 0.06 25.81588+14.23273i
#> 5 25.13794 14.40719 0.08 0.08 25.13794+14.40719i
#> 6 24.21172 14.52039 0.10 0.10 24.21172+14.52039i
#> 7 23.31475 14.60062 0.12 0.12 23.31475+14.60062i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_5 Sim_6 TrajSim_5_6
#> 2 -0.7633685+0.20235692i Traj_5 Sim_6 TrajSim_5_6
#> 3 -0.9065364+0.20708139i Traj_5 Sim_6 TrajSim_5_6
#> 4 -0.8042111+0.24529151i Traj_5 Sim_6 TrajSim_5_6
#> 5 -0.6779471+0.17446067i Traj_5 Sim_6 TrajSim_5_6
#> 6 -0.9262141+0.11319725i Traj_5 Sim_6 TrajSim_5_6
#> 7 -0.8969763+0.08023134i Traj_5 Sim_6 TrajSim_5_6
#>
#> [[6]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.52165 14.57760 0.02 0.02 25.52165+14.57760i
#> 3 24.88869 15.51537 0.04 0.04 24.88869+15.51537i
#> 4 24.25704 16.37603 0.06 0.06 24.25704+16.37603i
#> 5 23.60741 17.12381 0.08 0.08 23.60741+17.12381i
#> 6 22.82040 17.99800 0.10 0.10 22.82040+17.99800i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_6 TrajSim_6_6
#> 2 -0.6763500+0.8795955i Traj_6 Sim_6 TrajSim_6_6
#> 3 -0.6329606+0.9377732i Traj_6 Sim_6 TrajSim_6_6
#> 4 -0.6316483+0.8606659i Traj_6 Sim_6 TrajSim_6_6
#> 5 -0.6496355+0.7477758i Traj_6 Sim_6 TrajSim_6_6
#> 6 -0.7870082+0.8741857i Traj_6 Sim_6 TrajSim_6_6
#>
#> [[6]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.89740 14.70307 0.02 0.02 26.89740+14.70307i
#> 3 27.38691 13.62881 0.04 0.04 27.38691+13.62881i
#> 4 27.86987 12.53653 0.06 0.06 27.86987+12.53653i
#> 5 28.39927 11.47895 0.08 0.08 28.39927+11.47895i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_6 TrajSim_7_6
#> 2 0.4253985-0.7929264i Traj_7 Sim_6 TrajSim_7_6
#> 3 0.4895150-1.0742617i Traj_7 Sim_6 TrajSim_7_6
#> 4 0.4829548-1.0922803i Traj_7 Sim_6 TrajSim_7_6
#> 5 0.5293998-1.0575804i Traj_7 Sim_6 TrajSim_7_6
#>
#> [[6]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.65876 8.745885 0.02 0.02 13.65876+8.745885i
#> 3 14.06007 8.800984 0.04 0.04 14.06007+8.800984i
#> 4 14.42531 8.758347 0.06 0.06 14.42531+8.758347i
#> 5 14.83556 8.622701 0.08 0.08 14.83556+8.622701i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000000i Traj_8 Sim_6 TrajSim_8_6
#> 2 0.4407607-0.006115282i Traj_8 Sim_6 TrajSim_8_6
#> 3 0.4013102+0.055099186i Traj_8 Sim_6 TrajSim_8_6
#> 4 0.3652375-0.042636738i Traj_8 Sim_6 TrajSim_8_6
#> 5 0.4102483-0.135646337i Traj_8 Sim_6 TrajSim_8_6
#>
#> [[6]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 16.67372 7.856332 0.02 0.02 16.67372+7.856332i
#> 3 17.70198 7.690509 0.04 0.04 17.70198+7.690509i
#> 4 18.78307 7.376384 0.06 0.06 18.78307+7.376384i
#> 5 19.78705 6.970561 0.08 0.08 19.78705+6.970561i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_9 Sim_6 TrajSim_9_6
#> 2 1.035720-0.3076679i Traj_9 Sim_6 TrajSim_9_6
#> 3 1.028257-0.1658236i Traj_9 Sim_6 TrajSim_9_6
#> 4 1.081094-0.3141245i Traj_9 Sim_6 TrajSim_9_6
#> 5 1.003975-0.4058230i Traj_9 Sim_6 TrajSim_9_6
#>
#> [[6]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+6.798000i
#> 2 15.23425 6.056049 0.02 0.02 15.23425+6.056049i
#> 3 15.81172 5.334022 0.04 0.04 15.81172+5.334022i
#> 4 16.29455 4.589709 0.06 0.06 16.29455+4.589709i
#> 5 16.78675 3.707572 0.08 0.08 16.78675+3.707572i
#> 6 17.30607 2.871862 0.10 0.10 17.30607+2.871862i
#> 7 17.86806 2.096143 0.12 0.12 17.86806+2.096143i
#> 8 18.32407 1.323013 0.14 0.14 18.32407+1.323013i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_6 TrajSim_10_6
#> 2 0.5362465-0.7419510i Traj_10 Sim_6 TrajSim_10_6
#> 3 0.5774736-0.7220274i Traj_10 Sim_6 TrajSim_10_6
#> 4 0.4828299-0.7443127i Traj_10 Sim_6 TrajSim_10_6
#> 5 0.4921969-0.8821370i Traj_10 Sim_6 TrajSim_10_6
#> 6 0.5193229-0.8357096i Traj_10 Sim_6 TrajSim_10_6
#> 7 0.5619877-0.7757196i Traj_10 Sim_6 TrajSim_10_6
#> 8 0.4560109-0.7731299i Traj_10 Sim_6 TrajSim_10_6
#>
#> [[6]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.83528 8.468657 0.02 0.02 11.83528+ 8.468657i
#> 3 11.60044 9.593598 0.04 0.04 11.60044+ 9.593598i
#> 4 11.40363 10.619450 0.06 0.06 11.40363+10.619450i
#> 5 11.13150 11.613292 0.08 0.08 11.13150+11.613292i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_6 TrajSim_11_6
#> 2 -0.1707245+1.1526567i Traj_11 Sim_6 TrajSim_11_6
#> 3 -0.2348403+1.1249415i Traj_11 Sim_6 TrajSim_11_6
#> 4 -0.1968012+1.0258516i Traj_11 Sim_6 TrajSim_11_6
#> 5 -0.2721328+0.9938423i Traj_11 Sim_6 TrajSim_11_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.056000 0.00 0.00 36.88200+14.056000i
#> 2 36.43355 13.377812 0.02 0.02 36.43355+13.377812i
#> 3 35.84438 12.792571 0.04 0.04 35.84438+12.792571i
#> 4 35.04853 12.288976 0.06 0.06 35.04853+12.288976i
#> 5 34.40575 11.720313 0.08 0.08 34.40575+11.720313i
#> 6 33.69412 11.209768 0.10 0.10 33.69412+11.209768i
#> 7 32.83897 10.765640 0.12 0.12 32.83897+10.765640i
#> 8 31.99603 10.359835 0.14 0.14 31.99603+10.359835i
#> 9 31.25053 9.999638 0.16 0.16 31.25053+ 9.999638i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 -0.4484455-0.6781882i Traj_1 Sim_7 TrajSim_1_7
#> 3 -0.5891697-0.5852412i Traj_1 Sim_7 TrajSim_1_7
#> 4 -0.7958595-0.5035945i Traj_1 Sim_7 TrajSim_1_7
#> 5 -0.6427773-0.5686629i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.7116311-0.5105453i Traj_1 Sim_7 TrajSim_1_7
#> 7 -0.8551439-0.4441274i Traj_1 Sim_7 TrajSim_1_7
#> 8 -0.8429411-0.4058059i Traj_1 Sim_7 TrajSim_1_7
#> 9 -0.7455047-0.3601963i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 36.09784 12.744346 0.02 0.02 36.09784+12.744346i
#> 3 36.48578 11.786475 0.04 0.04 36.48578+11.786475i
#> 4 36.84819 10.860672 0.06 0.06 36.84819+10.860672i
#> 5 37.16278 10.114318 0.08 0.08 37.16278+10.114318i
#> 6 37.38379 9.325199 0.10 0.10 37.38379+ 9.325199i
#> 7 37.42390 8.410441 0.12 0.12 37.42390+ 8.410441i
#> 8 37.51060 7.428816 0.14 0.14 37.51060+ 7.428816i
#> 9 37.60911 6.424566 0.16 0.16 37.60911+ 6.424566i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 0.56583861-0.7716540i Traj_2 Sim_7 TrajSim_2_7
#> 3 0.38793762-0.9578715i Traj_2 Sim_7 TrajSim_2_7
#> 4 0.36241115-0.9258024i Traj_2 Sim_7 TrajSim_2_7
#> 5 0.31459611-0.7463542i Traj_2 Sim_7 TrajSim_2_7
#> 6 0.22100783-0.7891184i Traj_2 Sim_7 TrajSim_2_7
#> 7 0.04010775-0.9147584i Traj_2 Sim_7 TrajSim_2_7
#> 8 0.08669718-0.9816253i Traj_2 Sim_7 TrajSim_2_7
#> 9 0.09851037-1.0042501i Traj_2 Sim_7 TrajSim_2_7
#>
#> [[7]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 34.26857 15.16016 0.02 0.02 34.26857+15.16016i
#> 3 33.95352 16.27107 0.04 0.04 33.95352+16.27107i
#> 4 33.66498 17.27305 0.06 0.06 33.66498+17.27305i
#> 5 33.39854 18.35930 0.08 0.08 33.39854+18.35930i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_3 Sim_7 TrajSim_3_7
#> 2 -0.2794337+1.060163i Traj_3 Sim_7 TrajSim_3_7
#> 3 -0.3150467+1.110909i Traj_3 Sim_7 TrajSim_3_7
#> 4 -0.2885428+1.001981i Traj_3 Sim_7 TrajSim_3_7
#> 5 -0.2664363+1.086248i Traj_3 Sim_7 TrajSim_3_7
#>
#> [[7]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.93199 15.36903 0.02 0.02 31.93199+15.36903i
#> 3 31.50048 16.42317 0.04 0.04 31.50048+16.42317i
#> 4 31.21168 17.42099 0.06 0.06 31.21168+17.42099i
#> 5 30.95556 18.41575 0.08 0.08 30.95556+18.41575i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_7 TrajSim_4_7
#> 2 -0.3280086+0.8510260i Traj_4 Sim_7 TrajSim_4_7
#> 3 -0.4315116+1.0541409i Traj_4 Sim_7 TrajSim_4_7
#> 4 -0.2887955+0.9978208i Traj_4 Sim_7 TrajSim_4_7
#> 5 -0.2561247+0.9947588i Traj_4 Sim_7 TrajSim_4_7
#>
#> [[7]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 29.12994 13.81435 0.02 0.02 29.12994+13.81435i
#> 3 29.98788 14.06218 0.04 0.04 29.98788+14.06218i
#> 4 30.71174 14.25994 0.06 0.06 30.71174+14.25994i
#> 5 31.55372 14.35151 0.08 0.08 31.55372+14.35151i
#> 6 32.53262 14.53709 0.10 0.10 32.53262+14.53709i
#> 7 33.38794 14.76176 0.12 0.12 33.38794+14.76176i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_5 Sim_7 TrajSim_5_7
#> 2 0.8399414+0.23634940i Traj_5 Sim_7 TrajSim_5_7
#> 3 0.8579368+0.24783310i Traj_5 Sim_7 TrajSim_5_7
#> 4 0.7238613+0.19775992i Traj_5 Sim_7 TrajSim_5_7
#> 5 0.8419825+0.09156836i Traj_5 Sim_7 TrajSim_5_7
#> 6 0.9788956+0.18557726i Traj_5 Sim_7 TrajSim_5_7
#> 7 0.8553206+0.22466795i Traj_5 Sim_7 TrajSim_5_7
#>
#> [[7]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.06211 14.00731 0.02 0.02 25.06211+14.00731i
#> 3 24.06922 14.23328 0.04 0.04 24.06922+14.23328i
#> 4 23.07205 14.56444 0.06 0.06 23.07205+14.56444i
#> 5 22.02030 14.96465 0.08 0.08 22.02030+14.96465i
#> 6 20.94101 15.25809 0.10 0.10 20.94101+15.25809i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_7 TrajSim_6_7
#> 2 -1.1358901+0.3093128i Traj_6 Sim_7 TrajSim_6_7
#> 3 -0.9928913+0.2259653i Traj_6 Sim_7 TrajSim_6_7
#> 4 -0.9971712+0.3311632i Traj_6 Sim_7 TrajSim_6_7
#> 5 -1.0517472+0.4002104i Traj_6 Sim_7 TrajSim_6_7
#> 6 -1.0792937+0.2934431i Traj_6 Sim_7 TrajSim_6_7
#>
#> [[7]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.64252 16.94417 0.02 0.02 26.64252+16.94417i
#> 3 26.82748 18.33700 0.04 0.04 26.82748+18.33700i
#> 4 27.06891 19.43125 0.06 0.06 27.06891+19.43125i
#> 5 27.28444 20.72181 0.08 0.08 27.28444+20.72181i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_7 Sim_7 TrajSim_7_7
#> 2 0.1705217+1.448167i Traj_7 Sim_7 TrajSim_7_7
#> 3 0.1849542+1.392838i Traj_7 Sim_7 TrajSim_7_7
#> 4 0.2414301+1.094243i Traj_7 Sim_7 TrajSim_7_7
#> 5 0.2155325+1.290563i Traj_7 Sim_7 TrajSim_7_7
#>
#> [[7]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.97006 8.417201 0.02 0.02 12.97006+8.417201i
#> 3 12.72381 8.019529 0.04 0.04 12.72381+8.019529i
#> 4 12.52663 7.614377 0.06 0.06 12.52663+7.614377i
#> 5 12.30352 7.208902 0.08 0.08 12.30352+7.208902i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_7 TrajSim_8_7
#> 2 -0.2479383-0.3347994i Traj_8 Sim_7 TrajSim_8_7
#> 3 -0.2462514-0.3976717i Traj_8 Sim_7 TrajSim_8_7
#> 4 -0.1971830-0.4051517i Traj_8 Sim_7 TrajSim_8_7
#> 5 -0.2231070-0.4054753i Traj_8 Sim_7 TrajSim_8_7
#>
#> [[7]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 15.77762 7.094252 0.02 0.02 15.77762+7.094252i
#> 3 16.13973 6.046192 0.04 0.04 16.13973+6.046192i
#> 4 16.49606 5.064519 0.06 0.06 16.49606+5.064519i
#> 5 16.71864 4.134720 0.08 0.08 16.71864+4.134720i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_7 TrajSim_9_7
#> 2 0.1396216-1.0697484i Traj_9 Sim_7 TrajSim_9_7
#> 3 0.3621037-1.0480594i Traj_9 Sim_7 TrajSim_9_7
#> 4 0.3563393-0.9816735i Traj_9 Sim_7 TrajSim_9_7
#> 5 0.2225767-0.9297992i Traj_9 Sim_7 TrajSim_9_7
#>
#> [[7]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 15.34211 7.435274 0.02 0.02 15.34211+ 7.435274i
#> 3 15.99259 8.053112 0.04 0.04 15.99259+ 8.053112i
#> 4 16.61348 8.664591 0.06 0.06 16.61348+ 8.664591i
#> 5 17.17359 9.255973 0.08 0.08 17.17359+ 9.255973i
#> 6 17.77104 9.887928 0.10 0.10 17.77104+ 9.887928i
#> 7 18.35931 10.516344 0.12 0.12 18.35931+10.516344i
#> 8 18.97458 11.218667 0.14 0.14 18.97458+11.218667i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_7 TrajSim_10_7
#> 2 0.6441119+0.6372739i Traj_10 Sim_7 TrajSim_10_7
#> 3 0.6504754+0.6178384i Traj_10 Sim_7 TrajSim_10_7
#> 4 0.6208946+0.6114784i Traj_10 Sim_7 TrajSim_10_7
#> 5 0.5601103+0.5913827i Traj_10 Sim_7 TrajSim_10_7
#> 6 0.5974520+0.6319550i Traj_10 Sim_7 TrajSim_10_7
#> 7 0.5882650+0.6284156i Traj_10 Sim_7 TrajSim_10_7
#> 8 0.6152662+0.7023236i Traj_10 Sim_7 TrajSim_10_7
#>
#> [[7]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+7.316000i
#> 2 12.95443 6.590235 0.02 0.02 12.95443+6.590235i
#> 3 13.93433 5.826729 0.04 0.04 13.93433+5.826729i
#> 4 14.68749 5.032247 0.06 0.06 14.68749+5.032247i
#> 5 15.46342 4.273328 0.08 0.08 15.46342+4.273328i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_7 TrajSim_11_7
#> 2 0.9484305-0.7257652i Traj_11 Sim_7 TrajSim_11_7
#> 3 0.9799001-0.7635060i Traj_11 Sim_7 TrajSim_11_7
#> 4 0.7531595-0.7944815i Traj_11 Sim_7 TrajSim_11_7
#> 5 0.7759337-0.7589195i Traj_11 Sim_7 TrajSim_11_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.056000 0.00 0.00 36.88200+14.056000i
#> 2 36.89042 13.130223 0.02 0.02 36.89042+13.130223i
#> 3 36.98683 12.205465 0.04 0.04 36.98683+12.205465i
#> 4 36.96382 11.269001 0.06 0.06 36.96382+11.269001i
#> 5 36.96524 10.541352 0.08 0.08 36.96524+10.541352i
#> 6 36.87425 9.695227 0.10 0.10 36.87425+ 9.695227i
#> 7 36.86602 8.808756 0.12 0.12 36.86602+ 8.808756i
#> 8 37.00052 7.983523 0.14 0.14 37.00052+ 7.983523i
#> 9 36.91433 7.118502 0.16 0.16 36.91433+ 7.118502i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 0.008420262-0.9257767i Traj_1 Sim_8 TrajSim_1_8
#> 3 0.096411532-0.9247584i Traj_1 Sim_8 TrajSim_1_8
#> 4 -0.023014895-0.9364641i Traj_1 Sim_8 TrajSim_1_8
#> 5 0.001418989-0.7276491i Traj_1 Sim_8 TrajSim_1_8
#> 6 -0.090988388-0.8461247i Traj_1 Sim_8 TrajSim_1_8
#> 7 -0.008232140-0.8864711i Traj_1 Sim_8 TrajSim_1_8
#> 8 0.134508355-0.8252332i Traj_1 Sim_8 TrajSim_1_8
#> 9 -0.086197380-0.8650210i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 36.24277 14.35771 0.02 0.02 36.24277+14.35771i
#> 3 36.83165 14.96563 0.04 0.04 36.83165+14.96563i
#> 4 37.35787 15.69585 0.06 0.06 37.35787+15.69585i
#> 5 37.91654 16.59356 0.08 0.08 37.91654+16.59356i
#> 6 38.41266 17.27194 0.10 0.10 38.41266+17.27194i
#> 7 38.89092 18.09333 0.12 0.12 38.89092+18.09333i
#> 8 39.39618 19.02119 0.14 0.14 39.39618+19.02119i
#> 9 39.93777 19.91332 0.16 0.16 39.93777+19.91332i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 0.7107666+0.8417060i Traj_2 Sim_8 TrajSim_2_8
#> 3 0.5888848+0.6079218i Traj_2 Sim_8 TrajSim_2_8
#> 4 0.5262179+0.7302197i Traj_2 Sim_8 TrajSim_2_8
#> 5 0.5586734+0.8977113i Traj_2 Sim_8 TrajSim_2_8
#> 6 0.4961198+0.6783835i Traj_2 Sim_8 TrajSim_2_8
#> 7 0.4782576+0.8213864i Traj_2 Sim_8 TrajSim_2_8
#> 8 0.5052589+0.9278578i Traj_2 Sim_8 TrajSim_2_8
#> 9 0.5415951+0.8921299i Traj_2 Sim_8 TrajSim_2_8
#>
#> [[8]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.79711 13.23146 0.02 0.02 33.79711+13.23146i
#> 3 33.09608 12.35923 0.04 0.04 33.09608+12.35923i
#> 4 32.44097 11.56613 0.06 0.06 32.44097+11.56613i
#> 5 31.63395 10.66627 0.08 0.08 31.63395+10.66627i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_8 TrajSim_3_8
#> 2 -0.7508873-0.8685383i Traj_3 Sim_8 TrajSim_3_8
#> 3 -0.7010297-0.8722338i Traj_3 Sim_8 TrajSim_3_8
#> 4 -0.6551129-0.7930966i Traj_3 Sim_8 TrajSim_3_8
#> 5 -0.8070181-0.8998599i Traj_3 Sim_8 TrajSim_3_8
#>
#> [[8]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 32.42780 15.49995 0.02 0.02 32.42780+15.49995i
#> 3 32.40734 16.52931 0.04 0.04 32.40734+16.52931i
#> 4 32.27303 17.61225 0.06 0.06 32.27303+17.61225i
#> 5 32.04213 18.70119 0.08 0.08 32.04213+18.70119i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_4 Sim_8 TrajSim_4_8
#> 2 0.16779901+0.9819536i Traj_4 Sim_8 TrajSim_4_8
#> 3 -0.02045609+1.0293592i Traj_4 Sim_8 TrajSim_4_8
#> 4 -0.13430987+1.0829399i Traj_4 Sim_8 TrajSim_4_8
#> 5 -0.23090416+1.0889374i Traj_4 Sim_8 TrajSim_4_8
#>
#> [[8]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.72388 14.29212 0.02 0.02 27.72388+14.29212i
#> 3 27.20127 14.96576 0.04 0.04 27.20127+14.96576i
#> 4 26.51592 15.66013 0.06 0.06 26.51592+15.66013i
#> 5 25.86090 16.09191 0.08 0.08 25.86090+16.09191i
#> 6 25.22708 16.52170 0.10 0.10 25.22708+16.52170i
#> 7 24.58349 16.96931 0.12 0.12 24.58349+16.96931i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_8 TrajSim_5_8
#> 2 -0.5661177+0.7141222i Traj_5 Sim_8 TrajSim_5_8
#> 3 -0.5226160+0.6736334i Traj_5 Sim_8 TrajSim_5_8
#> 4 -0.6853456+0.6943792i Traj_5 Sim_8 TrajSim_5_8
#> 5 -0.6550179+0.4317733i Traj_5 Sim_8 TrajSim_5_8
#> 6 -0.6338256+0.4297898i Traj_5 Sim_8 TrajSim_5_8
#> 7 -0.6435918+0.4476113i Traj_5 Sim_8 TrajSim_5_8
#>
#> [[8]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 27.25486 13.47418 0.02 0.02 27.25486+13.47418i
#> 3 28.36852 13.06298 0.04 0.04 28.36852+13.06298i
#> 4 29.36020 12.79670 0.06 0.06 29.36020+12.79670i
#> 5 30.36178 12.56537 0.08 0.08 30.36178+12.56537i
#> 6 31.48461 12.43387 0.10 0.10 31.48461+12.43387i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_6 Sim_8 TrajSim_6_8
#> 2 1.056857-0.2238185i Traj_6 Sim_8 TrajSim_6_8
#> 3 1.113661-0.4111982i Traj_6 Sim_8 TrajSim_6_8
#> 4 0.991685-0.2662846i Traj_6 Sim_8 TrajSim_6_8
#> 5 1.001577-0.2313316i Traj_6 Sim_8 TrajSim_6_8
#> 6 1.122828-0.1315000i Traj_6 Sim_8 TrajSim_6_8
#>
#> [[8]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.17619 14.43479 0.02 0.02 26.17619+14.43479i
#> 3 25.84969 13.04902 0.04 0.04 25.84969+13.04902i
#> 4 25.66838 12.02775 0.06 0.06 25.66838+12.02775i
#> 5 25.48120 10.77756 0.08 0.08 25.48120+10.77756i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_7 Sim_8 TrajSim_7_8
#> 2 -0.2958061-1.061215i Traj_7 Sim_8 TrajSim_7_8
#> 3 -0.3265003-1.385766i Traj_7 Sim_8 TrajSim_7_8
#> 4 -0.1813173-1.021267i Traj_7 Sim_8 TrajSim_7_8
#> 5 -0.1871717-1.250191i Traj_7 Sim_8 TrajSim_7_8
#>
#> [[8]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.99633 8.377516 0.02 0.02 12.99633+8.377516i
#> 3 12.69143 8.116207 0.04 0.04 12.69143+8.116207i
#> 4 12.48014 7.820341 0.06 0.06 12.48014+7.820341i
#> 5 12.23642 7.520304 0.08 0.08 12.23642+7.520304i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_8 TrajSim_8_8
#> 2 -0.2216718-0.3744836i Traj_8 Sim_8 TrajSim_8_8
#> 3 -0.3048958-0.2613097i Traj_8 Sim_8 TrajSim_8_8
#> 4 -0.2112917-0.2958661i Traj_8 Sim_8 TrajSim_8_8
#> 5 -0.2437232-0.3000368i Traj_8 Sim_8 TrajSim_8_8
#>
#> [[8]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 16.57615 7.673887 0.02 0.02 16.57615+7.673887i
#> 3 17.45544 7.165953 0.04 0.04 17.45544+7.165953i
#> 4 18.32775 6.766334 0.06 0.06 18.32775+6.766334i
#> 5 19.21316 6.323679 0.08 0.08 19.21316+6.323679i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_8 TrajSim_9_8
#> 2 0.9381470-0.4901129i Traj_9 Sim_8 TrajSim_9_8
#> 3 0.8792928-0.5079344i Traj_9 Sim_8 TrajSim_9_8
#> 4 0.8723106-0.3996187i Traj_9 Sim_8 TrajSim_9_8
#> 5 0.8854102-0.4426548i Traj_9 Sim_8 TrajSim_9_8
#>
#> [[8]][[10]]
#> x y time displacementTime polar
#> 1 14.698000 6.798000 0.00 0.00 14.698000+6.798000i
#> 2 13.935532 6.293997 0.02 0.02 13.935532+6.293997i
#> 3 13.186570 5.720576 0.04 0.04 13.186570+5.720576i
#> 4 12.476288 5.245269 0.06 0.06 12.476288+5.245269i
#> 5 11.785260 4.739085 0.08 0.08 11.785260+4.739085i
#> 6 11.059781 4.205227 0.10 0.10 11.059781+4.205227i
#> 7 10.276315 3.694541 0.12 0.12 10.276315+3.694541i
#> 8 9.515469 3.259114 0.14 0.14 9.515469+3.259114i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_8 TrajSim_10_8
#> 2 -0.7624679-0.5040033i Traj_10 Sim_8 TrajSim_10_8
#> 3 -0.7489621-0.5734211i Traj_10 Sim_8 TrajSim_10_8
#> 4 -0.7102824-0.4753062i Traj_10 Sim_8 TrajSim_10_8
#> 5 -0.6910273-0.5061847i Traj_10 Sim_8 TrajSim_10_8
#> 6 -0.7254789-0.5338579i Traj_10 Sim_8 TrajSim_10_8
#> 7 -0.7834663-0.5106857i Traj_10 Sim_8 TrajSim_10_8
#> 8 -0.7608462-0.4354267i Traj_10 Sim_8 TrajSim_10_8
#>
#> [[8]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+7.316000i
#> 2 12.65133 6.445450 0.02 0.02 12.65133+6.445450i
#> 3 13.23745 5.731905 0.04 0.04 13.23745+5.731905i
#> 4 13.96077 4.786741 0.06 0.06 13.96077+4.786741i
#> 5 14.51911 3.931530 0.08 0.08 14.51911+3.931530i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_8 TrajSim_11_8
#> 2 0.6453290-0.8705502i Traj_11 Sim_8 TrajSim_11_8
#> 3 0.5861253-0.7135451i Traj_11 Sim_8 TrajSim_11_8
#> 4 0.7233139-0.9451634i Traj_11 Sim_8 TrajSim_11_8
#> 5 0.5583440-0.8552115i Traj_11 Sim_8 TrajSim_11_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 37.66128 13.58620 0.02 0.02 37.66128+13.58620i
#> 3 38.44498 13.18877 0.04 0.04 38.44498+13.18877i
#> 4 39.26637 12.90333 0.06 0.06 39.26637+12.90333i
#> 5 40.03174 12.47735 0.08 0.08 40.03174+12.47735i
#> 6 40.89895 12.17580 0.10 0.10 40.89895+12.17580i
#> 7 41.68384 11.75586 0.12 0.12 41.68384+11.75586i
#> 8 42.51617 11.37854 0.14 0.14 42.51617+11.37854i
#> 9 43.38846 11.08227 0.16 0.16 43.38846+11.08227i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 0.7792838-0.4698010i Traj_1 Sim_9 TrajSim_1_9
#> 3 0.7836998-0.3974301i Traj_1 Sim_9 TrajSim_1_9
#> 4 0.8213870-0.2854428i Traj_1 Sim_9 TrajSim_1_9
#> 5 0.7653733-0.4259715i Traj_1 Sim_9 TrajSim_1_9
#> 6 0.8672052-0.3015561i Traj_1 Sim_9 TrajSim_1_9
#> 7 0.7848900-0.4199381i Traj_1 Sim_9 TrajSim_1_9
#> 8 0.8323283-0.3773250i Traj_1 Sim_9 TrajSim_1_9
#> 9 0.8722941-0.2962685i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 35.69473 12.517104 0.02 0.02 35.69473+12.517104i
#> 3 36.08065 11.724489 0.04 0.04 36.08065+11.724489i
#> 4 36.40886 10.745040 0.06 0.06 36.40886+10.745040i
#> 5 36.72627 9.916136 0.08 0.08 36.72627+ 9.916136i
#> 6 37.27075 9.164791 0.10 0.10 37.27075+ 9.164791i
#> 7 37.78001 8.455253 0.12 0.12 37.78001+ 8.455253i
#> 8 38.31942 7.663839 0.14 0.14 38.31942+ 7.663839i
#> 9 38.86814 6.783824 0.16 0.16 38.86814+ 6.783824i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 0.1627267-0.9988958i Traj_2 Sim_9 TrajSim_2_9
#> 3 0.3859250-0.7926148i Traj_2 Sim_9 TrajSim_2_9
#> 4 0.3282110-0.9794494i Traj_2 Sim_9 TrajSim_2_9
#> 5 0.3174115-0.8289042i Traj_2 Sim_9 TrajSim_2_9
#> 6 0.5444766-0.7513445i Traj_2 Sim_9 TrajSim_2_9
#> 7 0.5092559-0.7095385i Traj_2 Sim_9 TrajSim_2_9
#> 8 0.5394177-0.7914138i Traj_2 Sim_9 TrajSim_2_9
#> 9 0.5487112-0.8800151i Traj_2 Sim_9 TrajSim_2_9
#>
#> [[9]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.59837 13.98220 0.02 0.02 33.59837+13.98220i
#> 3 32.64039 13.88479 0.04 0.04 32.64039+13.88479i
#> 4 31.61088 13.73434 0.06 0.06 31.61088+13.73434i
#> 5 30.49977 13.62245 0.08 0.08 30.49977+13.62245i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_3 Sim_9 TrajSim_3_9
#> 2 -0.9496250-0.11780281i Traj_3 Sim_9 TrajSim_3_9
#> 3 -0.9579866-0.09740396i Traj_3 Sim_9 TrajSim_3_9
#> 4 -1.0295100-0.15045796i Traj_3 Sim_9 TrajSim_3_9
#> 5 -1.1111091-0.11188458i Traj_3 Sim_9 TrajSim_3_9
#>
#> [[9]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 32.80570 13.55018 0.02 0.02 32.80570+13.55018i
#> 3 33.22571 12.59333 0.04 0.04 33.22571+12.59333i
#> 4 33.73380 11.74959 0.06 0.06 33.73380+11.74959i
#> 5 34.36957 10.95257 0.08 0.08 34.36957+10.95257i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_9 TrajSim_4_9
#> 2 0.5456993-0.9678160i Traj_4 Sim_9 TrajSim_4_9
#> 3 0.4200146-0.9568561i Traj_4 Sim_9 TrajSim_4_9
#> 4 0.5080895-0.8437395i Traj_4 Sim_9 TrajSim_4_9
#> 5 0.6357671-0.7970181i Traj_4 Sim_9 TrajSim_4_9
#>
#> [[9]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.42245 13.70305 0.02 0.02 27.42245+13.70305i
#> 3 26.60712 13.76125 0.04 0.04 26.60712+13.76125i
#> 4 25.79257 13.78301 0.06 0.06 25.79257+13.78301i
#> 5 24.84694 13.72774 0.08 0.08 24.84694+13.72774i
#> 6 24.23031 13.58731 0.10 0.10 24.23031+13.58731i
#> 7 23.28861 13.38819 0.12 0.12 23.28861+13.38819i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_5 Sim_9 TrajSim_5_9
#> 2 -0.8675491+0.12505242i Traj_5 Sim_9 TrajSim_5_9
#> 3 -0.8153304+0.05820060i Traj_5 Sim_9 TrajSim_5_9
#> 4 -0.8145486+0.02175323i Traj_5 Sim_9 TrajSim_5_9
#> 5 -0.9456333-0.05526725i Traj_5 Sim_9 TrajSim_5_9
#> 6 -0.6166334-0.14043047i Traj_5 Sim_9 TrajSim_5_9
#> 7 -0.9416917-0.19912275i Traj_5 Sim_9 TrajSim_5_9
#>
#> [[9]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.698000 0.00 0.00 26.19800+13.698000i
#> 2 25.74573 12.723102 0.02 0.02 25.74573+12.723102i
#> 3 25.17043 11.701475 0.04 0.04 25.17043+11.701475i
#> 4 24.62664 10.718806 0.06 0.06 24.62664+10.718806i
#> 5 23.96780 9.773772 0.08 0.08 23.96780+ 9.773772i
#> 6 23.32415 8.948644 0.10 0.10 23.32415+ 8.948644i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_9 TrajSim_6_9
#> 2 -0.4522745-0.9748980i Traj_6 Sim_9 TrajSim_6_9
#> 3 -0.5752986-1.0216274i Traj_6 Sim_9 TrajSim_6_9
#> 4 -0.5437889-0.9826690i Traj_6 Sim_9 TrajSim_6_9
#> 5 -0.6588339-0.9450336i Traj_6 Sim_9 TrajSim_6_9
#> 6 -0.6436535-0.8251284i Traj_6 Sim_9 TrajSim_6_9
#>
#> [[9]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.58002 16.58355 0.02 0.02 26.58002+16.58355i
#> 3 26.60978 17.76188 0.04 0.04 26.60978+17.76188i
#> 4 26.57875 19.01612 0.06 0.06 26.57875+19.01612i
#> 5 26.57194 20.32698 0.08 0.08 26.57194+20.32698i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.000000i Traj_7 Sim_9 TrajSim_7_9
#> 2 0.108022513+1.087551i Traj_7 Sim_9 TrajSim_7_9
#> 3 0.029760741+1.178325i Traj_7 Sim_9 TrajSim_7_9
#> 4 -0.031036756+1.254246i Traj_7 Sim_9 TrajSim_7_9
#> 5 -0.006808774+1.310856i Traj_7 Sim_9 TrajSim_7_9
#>
#> [[9]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+ 8.752000i
#> 2 13.41671 9.151263 0.02 0.02 13.41671+ 9.151263i
#> 3 13.52569 9.543709 0.04 0.04 13.52569+ 9.543709i
#> 4 13.68310 9.918291 0.06 0.06 13.68310+ 9.918291i
#> 5 13.93287 10.214249 0.08 0.08 13.93287+10.214249i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_9 TrajSim_8_9
#> 2 0.1987110+0.3992629i Traj_8 Sim_9 TrajSim_8_9
#> 3 0.1089740+0.3924457i Traj_8 Sim_9 TrajSim_8_9
#> 4 0.1574134+0.3745828i Traj_8 Sim_9 TrajSim_8_9
#> 5 0.2497754+0.2959579i Traj_8 Sim_9 TrajSim_8_9
#>
#> [[9]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 15.83446 7.214750 0.02 0.02 15.83446+7.214750i
#> 3 16.03155 6.122147 0.04 0.04 16.03155+6.122147i
#> 4 16.20035 5.133623 0.06 0.06 16.20035+5.133623i
#> 5 16.20063 4.021699 0.08 0.08 16.20063+4.021699i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000000+0.0000000i Traj_9 Sim_9 TrajSim_9_9
#> 2 0.1964596203-0.9492499i Traj_9 Sim_9 TrajSim_9_9
#> 3 0.1970937290-1.0926034i Traj_9 Sim_9 TrajSim_9_9
#> 4 0.1687964969-0.9885237i Traj_9 Sim_9 TrajSim_9_9
#> 5 0.0002789493-1.1119236i Traj_9 Sim_9 TrajSim_9_9
#>
#> [[9]][[10]]
#> x y time displacementTime polar
#> 1 14.698000 6.798000 0.00 0.00 14.698000+6.798000i
#> 2 13.933402 6.329701 0.02 0.02 13.933402+6.329701i
#> 3 13.077778 5.848236 0.04 0.04 13.077778+5.848236i
#> 4 12.298092 5.361079 0.06 0.06 12.298092+5.361079i
#> 5 11.473813 4.888347 0.08 0.08 11.473813+4.888347i
#> 6 10.694466 4.445646 0.10 0.10 10.694466+4.445646i
#> 7 9.955409 3.940969 0.12 0.12 9.955409+3.940969i
#> 8 9.227333 3.411261 0.14 0.14 9.227333+3.411261i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_9 TrajSim_10_9
#> 2 -0.7645983-0.4682986i Traj_10 Sim_9 TrajSim_10_9
#> 3 -0.8556233-0.4814657i Traj_10 Sim_9 TrajSim_10_9
#> 4 -0.7796859-0.4871568i Traj_10 Sim_9 TrajSim_10_9
#> 5 -0.8242794-0.4727315i Traj_10 Sim_9 TrajSim_10_9
#> 6 -0.7793465-0.4427014i Traj_10 Sim_9 TrajSim_10_9
#> 7 -0.7390570-0.5046770i Traj_10 Sim_9 TrajSim_10_9
#> 8 -0.7280769-0.5297083i Traj_10 Sim_9 TrajSim_10_9
#>
#> [[9]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.55396 8.310460 0.02 0.02 11.55396+ 8.310460i
#> 3 11.13321 9.248693 0.04 0.04 11.13321+ 9.248693i
#> 4 10.69922 10.232784 0.06 0.06 10.69922+10.232784i
#> 5 10.19155 11.194565 0.08 0.08 10.19155+11.194565i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_9 TrajSim_11_9
#> 2 -0.4520383+0.9944596i Traj_11 Sim_9 TrajSim_11_9
#> 3 -0.4207510+0.9382339i Traj_11 Sim_9 TrajSim_11_9
#> 4 -0.4339906+0.9840905i Traj_11 Sim_9 TrajSim_11_9
#> 5 -0.5076716+0.9617808i Traj_11 Sim_9 TrajSim_11_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 37.33532 14.74393 0.02 0.02 37.33532+14.74393i
#> 3 37.64956 15.49081 0.04 0.04 37.64956+15.49081i
#> 4 37.97435 16.25677 0.06 0.06 37.97435+16.25677i
#> 5 38.08310 17.10887 0.08 0.08 38.08310+17.10887i
#> 6 38.05863 17.98021 0.10 0.10 38.05863+17.98021i
#> 7 38.15839 18.87435 0.12 0.12 38.15839+18.87435i
#> 8 38.28675 19.72626 0.14 0.14 38.28675+19.72626i
#> 9 38.38525 20.69465 0.16 0.16 38.38525+20.69465i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 0.45332237+0.6879314i Traj_1 Sim_10 TrajSim_1_10
#> 3 0.31423465+0.7468807i Traj_1 Sim_10 TrajSim_1_10
#> 4 0.32479770+0.7659603i Traj_1 Sim_10 TrajSim_1_10
#> 5 0.10874103+0.8520973i Traj_1 Sim_10 TrajSim_1_10
#> 6 -0.02446113+0.8713432i Traj_1 Sim_10 TrajSim_1_10
#> 7 0.09975532+0.8941355i Traj_1 Sim_10 TrajSim_1_10
#> 8 0.12835648+0.8519129i Traj_1 Sim_10 TrajSim_1_10
#> 9 0.09850674+0.9683881i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.516000 0.00 0.00 35.53200+13.516000i
#> 2 35.53258 12.581633 0.02 0.02 35.53258+12.581633i
#> 3 35.62741 11.717006 0.04 0.04 35.62741+11.717006i
#> 4 35.86747 10.633003 0.06 0.06 35.86747+10.633003i
#> 5 36.01451 9.634300 0.08 0.08 36.01451+ 9.634300i
#> 6 35.99466 8.630488 0.10 0.10 35.99466+ 8.630488i
#> 7 36.00078 7.807326 0.12 0.12 36.00078+ 7.807326i
#> 8 35.86327 7.022851 0.14 0.14 35.86327+ 7.022851i
#> 9 35.56886 6.021942 0.16 0.16 35.56886+ 6.021942i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 0.000581137-0.9343670i Traj_2 Sim_10 TrajSim_2_10
#> 3 0.094831482-0.8646272i Traj_2 Sim_10 TrajSim_2_10
#> 4 0.240057510-1.0840032i Traj_2 Sim_10 TrajSim_2_10
#> 5 0.147036108-0.9987026i Traj_2 Sim_10 TrajSim_2_10
#> 6 -0.019846782-1.0038118i Traj_2 Sim_10 TrajSim_2_10
#> 7 0.006116522-0.8231617i Traj_2 Sim_10 TrajSim_2_10
#> 8 -0.137502512-0.7844753i Traj_2 Sim_10 TrajSim_2_10
#> 9 -0.294414850-1.0009096i Traj_2 Sim_10 TrajSim_2_10
#>
#> [[10]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 35.52116 14.91450 0.02 0.02 35.52116+14.91450i
#> 3 36.38817 15.64109 0.04 0.04 36.38817+15.64109i
#> 4 37.21100 16.35810 0.06 0.06 37.21100+16.35810i
#> 5 38.15254 17.09750 0.08 0.08 38.15254+17.09750i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_10 TrajSim_3_10
#> 2 0.9731589+0.8145012i Traj_3 Sim_10 TrajSim_3_10
#> 3 0.8670117+0.7265884i Traj_3 Sim_10 TrajSim_3_10
#> 4 0.8228292+0.7170070i Traj_3 Sim_10 TrajSim_3_10
#> 5 0.9415431+0.7394012i Traj_3 Sim_10 TrajSim_3_10
#>
#> [[10]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 32.80130 15.33211 0.02 0.02 32.80130+15.33211i
#> 3 33.46903 16.17580 0.04 0.04 33.46903+16.17580i
#> 4 34.31416 16.96075 0.06 0.06 34.31416+16.96075i
#> 5 35.18488 17.66589 0.08 0.08 35.18488+17.66589i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_10 TrajSim_4_10
#> 2 0.5413024+0.8141096i Traj_4 Sim_10 TrajSim_4_10
#> 3 0.6677313+0.8436944i Traj_4 Sim_10 TrajSim_4_10
#> 4 0.8451312+0.7849417i Traj_4 Sim_10 TrajSim_4_10
#> 5 0.8707108+0.7051486i Traj_4 Sim_10 TrajSim_4_10
#>
#> [[10]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 28.03728 14.39485 0.02 0.02 28.03728+14.39485i
#> 3 27.64115 15.22128 0.04 0.04 27.64115+15.22128i
#> 4 27.39762 15.94587 0.06 0.06 27.39762+15.94587i
#> 5 27.25535 16.58342 0.08 0.08 27.25535+16.58342i
#> 6 26.97220 17.42158 0.10 0.10 26.97220+17.42158i
#> 7 26.85263 18.34525 0.12 0.12 26.85263+18.34525i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_10 TrajSim_5_10
#> 2 -0.2527226+0.8168463i Traj_5 Sim_10 TrajSim_5_10
#> 3 -0.3961284+0.8264288i Traj_5 Sim_10 TrajSim_5_10
#> 4 -0.2435263+0.7245930i Traj_5 Sim_10 TrajSim_5_10
#> 5 -0.1422742+0.6375545i Traj_5 Sim_10 TrajSim_5_10
#> 6 -0.2831462+0.8381575i Traj_5 Sim_10 TrajSim_5_10
#> 7 -0.1195731+0.9236715i Traj_5 Sim_10 TrajSim_5_10
#>
#> [[10]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.698000 0.00 0.00 26.19800+13.698000i
#> 2 26.01437 12.710773 0.02 0.02 26.01437+12.710773i
#> 3 25.90491 11.586815 0.04 0.04 25.90491+11.586815i
#> 4 25.83252 10.549026 0.06 0.06 25.83252+10.549026i
#> 5 25.66851 9.487217 0.08 0.08 25.66851+ 9.487217i
#> 6 25.52923 8.572301 0.10 0.10 25.52923+ 8.572301i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_6 Sim_10 TrajSim_6_10
#> 2 -0.18362578-0.9872266i Traj_6 Sim_10 TrajSim_6_10
#> 3 -0.10946733-1.1239585i Traj_6 Sim_10 TrajSim_6_10
#> 4 -0.07239128-1.0377887i Traj_6 Sim_10 TrajSim_6_10
#> 5 -0.16400910-1.0618089i Traj_6 Sim_10 TrajSim_6_10
#> 6 -0.13927840-0.9149169i Traj_6 Sim_10 TrajSim_6_10
#>
#> [[10]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 26.66468 14.42466 0.02 0.02 26.66468+14.42466i
#> 3 26.86990 13.24936 0.04 0.04 26.86990+13.24936i
#> 4 27.08400 11.91019 0.06 0.06 27.08400+11.91019i
#> 5 27.23418 10.97967 0.08 0.08 27.23418+10.97967i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_10 TrajSim_7_10
#> 2 0.1926752-1.0713373i Traj_7 Sim_10 TrajSim_7_10
#> 3 0.2052288-1.1753026i Traj_7 Sim_10 TrajSim_7_10
#> 4 0.2140946-1.3391680i Traj_7 Sim_10 TrajSim_7_10
#> 5 0.1501833-0.9305259i Traj_7 Sim_10 TrajSim_7_10
#>
#> [[10]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+ 8.752000i
#> 2 13.12329 9.129731 0.02 0.02 13.12329+ 9.129731i
#> 3 13.04648 9.512970 0.04 0.04 13.04648+ 9.512970i
#> 4 13.03680 9.940713 0.06 0.06 13.03680+ 9.940713i
#> 5 13.01991 10.330420 0.08 0.08 13.01991+10.330420i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000000+0.0000000i Traj_8 Sim_10 TrajSim_8_10
#> 2 -0.094711323+0.3777314i Traj_8 Sim_10 TrajSim_8_10
#> 3 -0.076806431+0.3832387i Traj_8 Sim_10 TrajSim_8_10
#> 4 -0.009683498+0.4277429i Traj_8 Sim_10 TrajSim_8_10
#> 5 -0.016887762+0.3897068i Traj_8 Sim_10 TrajSim_8_10
#>
#> [[10]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+8.164000i
#> 2 14.45499 8.223227 0.02 0.02 14.45499+8.223227i
#> 3 13.46061 8.441183 0.04 0.04 13.46061+8.441183i
#> 4 12.48582 8.647533 0.06 0.06 12.48582+8.647533i
#> 5 11.45983 8.832580 0.08 0.08 11.45983+8.832580i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.00000000i Traj_9 Sim_10 TrajSim_9_10
#> 2 -1.1830130+0.05922673i Traj_9 Sim_10 TrajSim_9_10
#> 3 -0.9943806+0.21795589i Traj_9 Sim_10 TrajSim_9_10
#> 4 -0.9747827+0.20635011i Traj_9 Sim_10 TrajSim_9_10
#> 5 -1.0259953+0.18504697i Traj_9 Sim_10 TrajSim_9_10
#>
#> [[10]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+6.798000i
#> 2 14.07041 6.132881 0.02 0.02 14.07041+6.132881i
#> 3 13.46870 5.428754 0.04 0.04 13.46870+5.428754i
#> 4 12.86550 4.708913 0.06 0.06 12.86550+4.708913i
#> 5 12.24443 3.936846 0.08 0.08 12.24443+3.936846i
#> 6 11.67838 3.181316 0.10 0.10 11.67838+3.181316i
#> 7 11.06971 2.533980 0.12 0.12 11.06971+2.533980i
#> 8 10.34972 1.761344 0.14 0.14 10.34972+1.761344i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_10 TrajSim_10_10
#> 2 -0.6275897-0.6651191i Traj_10 Sim_10 TrajSim_10_10
#> 3 -0.6017151-0.7041270i Traj_10 Sim_10 TrajSim_10_10
#> 4 -0.6031949-0.7198407i Traj_10 Sim_10 TrajSim_10_10
#> 5 -0.6210683-0.7720670i Traj_10 Sim_10 TrajSim_10_10
#> 6 -0.5660518-0.7555300i Traj_10 Sim_10 TrajSim_10_10
#> 7 -0.6086703-0.6473363i Traj_10 Sim_10 TrajSim_10_10
#> 8 -0.7199930-0.7726357i Traj_10 Sim_10 TrajSim_10_10
#>
#> [[10]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+7.316000i
#> 2 12.80000 7.996885 0.02 0.02 12.80000+7.996885i
#> 3 13.68436 8.724066 0.04 0.04 13.68436+8.724066i
#> 4 14.43541 9.340155 0.06 0.06 14.43541+9.340155i
#> 5 15.26053 9.981221 0.08 0.08 15.26053+9.981221i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_10 TrajSim_11_10
#> 2 0.7940011+0.6808850i Traj_11 Sim_10 TrajSim_11_10
#> 3 0.8843562+0.7271807i Traj_11 Sim_10 TrajSim_11_10
#> 4 0.7510542+0.6160889i Traj_11 Sim_10 TrajSim_11_10
#> 5 0.8251152+0.6410666i Traj_11 Sim_10 TrajSim_11_10
sim_directed_mount <- simulate_track(sbMountTom, nsim = 100, model = "Directed")
print(sim_directed_mount[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.31303 14.62631 0.02 0.02 36.31303+14.62631i
#> 3 35.74049 15.13753 0.04 0.04 35.74049+15.13753i
#> 4 35.11778 15.67956 0.06 0.06 35.11778+15.67956i
#> 5 34.49931 16.25324 0.08 0.08 34.49931+16.25324i
#> 6 33.84764 16.80941 0.10 0.10 33.84764+16.80941i
#> 7 33.27075 17.37292 0.12 0.12 33.27075+17.37292i
#> 8 32.51733 17.93863 0.14 0.14 32.51733+17.93863i
#> 9 31.83001 18.58095 0.16 0.16 31.83001+18.58095i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 -0.5689693+0.5703067i Traj_1 Sim_1 TrajSim_1_1
#> 3 -0.5725389+0.5112240i Traj_1 Sim_1 TrajSim_1_1
#> 4 -0.6227166+0.5420266i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.6184610+0.5736810i Traj_1 Sim_1 TrajSim_1_1
#> 6 -0.6516778+0.5561725i Traj_1 Sim_1 TrajSim_1_1
#> 7 -0.5768866+0.5635082i Traj_1 Sim_1 TrajSim_1_1
#> 8 -0.7534231+0.5657106i Traj_1 Sim_1 TrajSim_1_1
#> 9 -0.6873202+0.6423200i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.95429 14.21920 0.02 0.02 34.95429+14.21920i
#> 3 34.48187 14.87514 0.04 0.04 34.48187+14.87514i
#> 4 33.99403 15.72564 0.06 0.06 33.99403+15.72564i
#> 5 33.40096 16.59359 0.08 0.08 33.40096+16.59359i
#> 6 32.87942 17.26273 0.10 0.10 32.87942+17.26273i
#> 7 32.15956 17.94080 0.12 0.12 32.15956+17.94080i
#> 8 31.50238 18.57492 0.14 0.14 31.50238+18.57492i
#> 9 30.90889 19.30853 0.16 0.16 30.90889+19.30853i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 -0.5777077+0.7032012i Traj_2 Sim_1 TrajSim_2_1
#> 3 -0.4724182+0.6559342i Traj_2 Sim_1 TrajSim_2_1
#> 4 -0.4878411+0.8505084i Traj_2 Sim_1 TrajSim_2_1
#> 5 -0.5930737+0.8679504i Traj_2 Sim_1 TrajSim_2_1
#> 6 -0.5215379+0.6691347i Traj_2 Sim_1 TrajSim_2_1
#> 7 -0.7198630+0.6780744i Traj_2 Sim_1 TrajSim_2_1
#> 8 -0.6571801+0.6341147i Traj_2 Sim_1 TrajSim_2_1
#> 9 -0.5934860+0.7336165i Traj_2 Sim_1 TrajSim_2_1
#>
#> [[1]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.72790 15.04709 0.02 0.02 33.72790+15.04709i
#> 3 32.90851 15.93698 0.04 0.04 32.90851+15.93698i
#> 4 32.19944 16.71462 0.06 0.06 32.19944+16.71462i
#> 5 31.41873 17.50877 0.08 0.08 31.41873+17.50877i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_1 TrajSim_3_1
#> 2 -0.8200989+0.9470886i Traj_3 Sim_1 TrajSim_3_1
#> 3 -0.8193951+0.8898939i Traj_3 Sim_1 TrajSim_3_1
#> 4 -0.7090677+0.7776353i Traj_3 Sim_1 TrajSim_3_1
#> 5 -0.7807125+0.7941571i Traj_3 Sim_1 TrajSim_3_1
#>
#> [[1]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.60009 15.35242 0.02 0.02 31.60009+15.35242i
#> 3 30.93758 16.21888 0.04 0.04 30.93758+16.21888i
#> 4 30.25528 17.07010 0.06 0.06 30.25528+17.07010i
#> 5 29.57488 17.88150 0.08 0.08 29.57488+17.88150i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_1 TrajSim_4_1
#> 2 -0.6599077+0.8344177i Traj_4 Sim_1 TrajSim_4_1
#> 3 -0.6625172+0.8664643i Traj_4 Sim_1 TrajSim_4_1
#> 4 -0.6822987+0.8512220i Traj_4 Sim_1 TrajSim_4_1
#> 5 -0.6804006+0.8113921i Traj_4 Sim_1 TrajSim_4_1
#>
#> [[1]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.91282 14.23960 0.02 0.02 27.91282+14.23960i
#> 3 27.80346 15.05216 0.04 0.04 27.80346+15.05216i
#> 4 27.01882 15.75811 0.06 0.06 27.01882+15.75811i
#> 5 26.62450 16.40731 0.08 0.08 26.62450+16.40731i
#> 6 26.22599 17.18494 0.10 0.10 26.22599+17.18494i
#> 7 25.81360 17.96482 0.12 0.12 25.81360+17.96482i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_1 TrajSim_5_1
#> 2 -0.3771799+0.6616018i Traj_5 Sim_1 TrajSim_5_1
#> 3 -0.1093583+0.8125557i Traj_5 Sim_1 TrajSim_5_1
#> 4 -0.7846378+0.7059525i Traj_5 Sim_1 TrajSim_5_1
#> 5 -0.3943274+0.6492039i Traj_5 Sim_1 TrajSim_5_1
#> 6 -0.3985094+0.7776223i Traj_5 Sim_1 TrajSim_5_1
#> 7 -0.4123848+0.7798828i Traj_5 Sim_1 TrajSim_5_1
#>
#> [[1]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.64600 14.60008 0.02 0.02 25.64600+14.60008i
#> 3 25.12118 15.61751 0.04 0.04 25.12118+15.61751i
#> 4 24.54051 16.55128 0.06 0.06 24.54051+16.55128i
#> 5 24.05694 17.36362 0.08 0.08 24.05694+17.36362i
#> 6 23.51396 18.29951 0.10 0.10 23.51396+18.29951i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_1 TrajSim_6_1
#> 2 -0.5520010+0.9020816i Traj_6 Sim_1 TrajSim_6_1
#> 3 -0.5248147+1.0174319i Traj_6 Sim_1 TrajSim_6_1
#> 4 -0.5806738+0.9337657i Traj_6 Sim_1 TrajSim_6_1
#> 5 -0.4835662+0.8123396i Traj_6 Sim_1 TrajSim_6_1
#> 6 -0.5429839+0.9358895i Traj_6 Sim_1 TrajSim_6_1
#>
#> [[1]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.76310 14.92322 0.02 0.02 27.76310+14.92322i
#> 3 28.84652 14.51992 0.04 0.04 28.84652+14.51992i
#> 4 29.99531 14.03527 0.06 0.06 29.99531+14.03527i
#> 5 31.15988 13.62719 0.08 0.08 31.15988+13.62719i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_1 TrajSim_7_1
#> 2 1.291102-0.5727846i Traj_7 Sim_1 TrajSim_7_1
#> 3 1.083422-0.4033003i Traj_7 Sim_1 TrajSim_7_1
#> 4 1.148782-0.4846440i Traj_7 Sim_1 TrajSim_7_1
#> 5 1.164573-0.4080788i Traj_7 Sim_1 TrajSim_7_1
#>
#> [[1]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.95325 8.439827 0.02 0.02 12.95325+8.439827i
#> 3 12.73662 8.055104 0.04 0.04 12.73662+8.055104i
#> 4 12.50842 7.716445 0.06 0.06 12.50842+7.716445i
#> 5 12.24240 7.384839 0.08 0.08 12.24240+7.384839i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_1 TrajSim_8_1
#> 2 -0.2647544-0.3121730i Traj_8 Sim_1 TrajSim_8_1
#> 3 -0.2166254-0.3847231i Traj_8 Sim_1 TrajSim_8_1
#> 4 -0.2282022-0.3386587i Traj_8 Sim_1 TrajSim_8_1
#> 5 -0.2660179-0.3316066i Traj_8 Sim_1 TrajSim_8_1
#>
#> [[1]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.17151 9.188431 0.02 0.02 15.17151+ 9.188431i
#> 3 14.72082 9.991180 0.04 0.04 14.72082+ 9.991180i
#> 4 14.27194 10.898754 0.06 0.06 14.27194+10.898754i
#> 5 13.76995 11.766818 0.08 0.08 13.76995+11.766818i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_1 TrajSim_9_1
#> 2 -0.4664878+1.0244307i Traj_9 Sim_1 TrajSim_9_1
#> 3 -0.4506956+0.8027494i Traj_9 Sim_1 TrajSim_9_1
#> 4 -0.4488784+0.9075744i Traj_9 Sim_1 TrajSim_9_1
#> 5 -0.5019841+0.8680631i Traj_9 Sim_1 TrajSim_9_1
#>
#> [[1]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.17569 7.507263 0.02 0.02 14.17569+ 7.507263i
#> 3 13.58680 8.069662 0.04 0.04 13.58680+ 8.069662i
#> 4 13.24523 9.034353 0.06 0.06 13.24523+ 9.034353i
#> 5 12.79922 9.774811 0.08 0.08 12.79922+ 9.774811i
#> 6 12.33418 10.413366 0.10 0.10 12.33418+10.413366i
#> 7 11.74767 11.104661 0.12 0.12 11.74767+11.104661i
#> 8 11.22626 11.864826 0.14 0.14 11.22626+11.864826i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_1 TrajSim_10_1
#> 2 -0.5223115+0.7092625i Traj_10 Sim_1 TrajSim_10_1
#> 3 -0.5888886+0.5623992i Traj_10 Sim_1 TrajSim_10_1
#> 4 -0.3415680+0.9646917i Traj_10 Sim_1 TrajSim_10_1
#> 5 -0.4460098+0.7404574i Traj_10 Sim_1 TrajSim_10_1
#> 6 -0.4650403+0.6385550i Traj_10 Sim_1 TrajSim_10_1
#> 7 -0.5865094+0.6912955i Traj_10 Sim_1 TrajSim_10_1
#> 8 -0.5214076+0.7601649i Traj_10 Sim_1 TrajSim_10_1
#>
#> [[1]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.60119 8.218894 0.02 0.02 11.60119+ 8.218894i
#> 3 11.27525 9.183544 0.04 0.04 11.27525+ 9.183544i
#> 4 10.88340 10.435650 0.06 0.06 10.88340+10.435650i
#> 5 10.45921 11.571801 0.08 0.08 10.45921+11.571801i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_1 TrajSim_11_1
#> 2 -0.4048128+0.9028938i Traj_11 Sim_1 TrajSim_11_1
#> 3 -0.3259405+0.9646500i Traj_11 Sim_1 TrajSim_11_1
#> 4 -0.3918423+1.2521059i Traj_11 Sim_1 TrajSim_11_1
#> 5 -0.4241961+1.1361514i Traj_11 Sim_1 TrajSim_11_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.33014 14.72948 0.02 0.02 36.33014+14.72948i
#> 3 35.65984 15.35552 0.04 0.04 35.65984+15.35552i
#> 4 35.04411 16.00243 0.06 0.06 35.04411+16.00243i
#> 5 34.49412 16.48771 0.08 0.08 34.49412+16.48771i
#> 6 33.78741 17.20600 0.10 0.10 33.78741+17.20600i
#> 7 33.14140 17.85109 0.12 0.12 33.14140+17.85109i
#> 8 32.54954 18.50589 0.14 0.14 32.54954+18.50589i
#> 9 31.91239 19.10832 0.16 0.16 31.91239+19.10832i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 -0.5518645+0.6734812i Traj_1 Sim_2 TrajSim_1_2
#> 3 -0.6702927+0.6260375i Traj_1 Sim_2 TrajSim_1_2
#> 4 -0.6157299+0.6469142i Traj_1 Sim_2 TrajSim_1_2
#> 5 -0.5499881+0.4852738i Traj_1 Sim_2 TrajSim_1_2
#> 6 -0.7067153+0.7182931i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.6460108+0.6450934i Traj_1 Sim_2 TrajSim_1_2
#> 8 -0.5918565+0.6547968i Traj_1 Sim_2 TrajSim_1_2
#> 9 -0.6371525+0.6024278i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.95339 14.26054 0.02 0.02 34.95339+14.26054i
#> 3 34.30813 15.09482 0.04 0.04 34.30813+15.09482i
#> 4 33.70326 15.90371 0.06 0.06 33.70326+15.90371i
#> 5 33.13249 16.74053 0.08 0.08 33.13249+16.74053i
#> 6 32.67470 17.21142 0.10 0.10 32.67470+17.21142i
#> 7 32.29692 17.85681 0.12 0.12 32.29692+17.85681i
#> 8 31.84126 18.70745 0.14 0.14 31.84126+18.70745i
#> 9 31.35354 19.46036 0.16 0.16 31.35354+19.46036i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 -0.5786053+0.7445433i Traj_2 Sim_2 TrajSim_2_2
#> 3 -0.6452670+0.8342797i Traj_2 Sim_2 TrajSim_2_2
#> 4 -0.6048654+0.8088918i Traj_2 Sim_2 TrajSim_2_2
#> 5 -0.5707753+0.8368121i Traj_2 Sim_2 TrajSim_2_2
#> 6 -0.4577828+0.4708936i Traj_2 Sim_2 TrajSim_2_2
#> 7 -0.3777848+0.6453855i Traj_2 Sim_2 TrajSim_2_2
#> 8 -0.4556612+0.8506419i Traj_2 Sim_2 TrajSim_2_2
#> 9 -0.4877151+0.7529094i Traj_2 Sim_2 TrajSim_2_2
#>
#> [[2]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.88073 14.82036 0.02 0.02 33.88073+14.82036i
#> 3 33.14693 15.68405 0.04 0.04 33.14693+15.68405i
#> 4 32.34348 16.55131 0.06 0.06 32.34348+16.55131i
#> 5 31.62302 17.31013 0.08 0.08 31.62302+17.31013i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_2 TrajSim_3_2
#> 2 -0.6672673+0.7203565i Traj_3 Sim_2 TrajSim_3_2
#> 3 -0.7338065+0.8636924i Traj_3 Sim_2 TrajSim_3_2
#> 4 -0.8034506+0.8672564i Traj_3 Sim_2 TrajSim_3_2
#> 5 -0.7204511+0.7588210i Traj_3 Sim_2 TrajSim_3_2
#>
#> [[2]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.90042 15.38892 0.02 0.02 31.90042+15.38892i
#> 3 31.21964 16.24117 0.04 0.04 31.21964+16.24117i
#> 4 30.65431 17.07479 0.06 0.06 30.65431+17.07479i
#> 5 30.19424 17.89451 0.08 0.08 30.19424+17.89451i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_2 TrajSim_4_2
#> 2 -0.3595763+0.8709242i Traj_4 Sim_2 TrajSim_4_2
#> 3 -0.6807855+0.8522453i Traj_4 Sim_2 TrajSim_4_2
#> 4 -0.5653299+0.8336164i Traj_4 Sim_2 TrajSim_4_2
#> 5 -0.4600707+0.8197281i Traj_4 Sim_2 TrajSim_4_2
#>
#> [[2]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 28.10753 14.38748 0.02 0.02 28.10753+14.38748i
#> 3 27.73641 15.13889 0.04 0.04 27.73641+15.13889i
#> 4 27.13775 15.67999 0.06 0.06 27.13775+15.67999i
#> 5 26.68226 16.32452 0.08 0.08 26.68226+16.32452i
#> 6 26.29902 17.00765 0.10 0.10 26.29902+17.00765i
#> 7 25.76402 17.46513 0.12 0.12 25.76402+17.46513i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_2 TrajSim_5_2
#> 2 -0.1824749+0.8094814i Traj_5 Sim_2 TrajSim_5_2
#> 3 -0.3711127+0.7514109i Traj_5 Sim_2 TrajSim_5_2
#> 4 -0.5986585+0.5411006i Traj_5 Sim_2 TrajSim_5_2
#> 5 -0.4554918+0.6445291i Traj_5 Sim_2 TrajSim_5_2
#> 6 -0.3832387+0.6831278i Traj_5 Sim_2 TrajSim_5_2
#> 7 -0.5350007+0.4574764i Traj_5 Sim_2 TrajSim_5_2
#>
#> [[2]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.66925 14.64691 0.02 0.02 25.66925+14.64691i
#> 3 25.15264 15.53999 0.04 0.04 25.15264+15.53999i
#> 4 24.63906 16.47863 0.06 0.06 24.63906+16.47863i
#> 5 24.05138 17.43172 0.08 0.08 24.05138+17.43172i
#> 6 23.39946 18.31383 0.10 0.10 23.39946+18.31383i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_2 TrajSim_6_2
#> 2 -0.5287531+0.9489054i Traj_6 Sim_2 TrajSim_6_2
#> 3 -0.5166080+0.8930873i Traj_6 Sim_2 TrajSim_6_2
#> 4 -0.5135818+0.9386383i Traj_6 Sim_2 TrajSim_6_2
#> 5 -0.5876757+0.9530935i Traj_6 Sim_2 TrajSim_6_2
#> 6 -0.6519221+0.8821089i Traj_6 Sim_2 TrajSim_6_2
#>
#> [[2]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.69093 14.90778 0.02 0.02 27.69093+14.90778i
#> 3 28.83579 14.51290 0.04 0.04 28.83579+14.51290i
#> 4 30.12674 13.98422 0.06 0.06 30.12674+13.98422i
#> 5 31.03637 13.64188 0.08 0.08 31.03637+13.64188i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_2 TrajSim_7_2
#> 2 1.2189288-0.5882169i Traj_7 Sim_2 TrajSim_7_2
#> 3 1.1448595-0.3948881i Traj_7 Sim_2 TrajSim_7_2
#> 4 1.2909538-0.5286766i Traj_7 Sim_2 TrajSim_7_2
#> 5 0.9096243-0.3423367i Traj_7 Sim_2 TrajSim_7_2
#>
#> [[2]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.94266 8.421129 0.02 0.02 12.94266+8.421129i
#> 3 12.69861 8.078896 0.04 0.04 12.69861+8.078896i
#> 4 12.39316 7.806591 0.06 0.06 12.39316+7.806591i
#> 5 12.06806 7.558223 0.08 0.08 12.06806+7.558223i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_2 TrajSim_8_2
#> 2 -0.2753402-0.3308712i Traj_8 Sim_2 TrajSim_8_2
#> 3 -0.2440529-0.3422326i Traj_8 Sim_2 TrajSim_8_2
#> 4 -0.3054465-0.2723055i Traj_8 Sim_2 TrajSim_8_2
#> 5 -0.3251023-0.2483679i Traj_8 Sim_2 TrajSim_8_2
#>
#> [[2]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.28889 9.044502 0.02 0.02 15.28889+ 9.044502i
#> 3 14.82702 9.993066 0.04 0.04 14.82702+ 9.993066i
#> 4 14.41229 10.865243 0.06 0.06 14.41229+10.865243i
#> 5 13.92526 11.871575 0.08 0.08 13.92526+11.871575i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_2 TrajSim_9_2
#> 2 -0.3491108+0.8805018i Traj_9 Sim_2 TrajSim_9_2
#> 3 -0.4618696+0.9485640i Traj_9 Sim_2 TrajSim_9_2
#> 4 -0.4147257+0.8721767i Traj_9 Sim_2 TrajSim_9_2
#> 5 -0.4870295+1.0063327i Traj_9 Sim_2 TrajSim_9_2
#>
#> [[2]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.11500 7.418002 0.02 0.02 14.11500+ 7.418002i
#> 3 13.39812 8.052691 0.04 0.04 13.39812+ 8.052691i
#> 4 12.83313 8.725459 0.06 0.06 12.83313+ 8.725459i
#> 5 12.20471 9.361782 0.08 0.08 12.20471+ 9.361782i
#> 6 11.59735 9.993624 0.10 0.10 11.59735+ 9.993624i
#> 7 11.03113 10.704095 0.12 0.12 11.03113+10.704095i
#> 8 10.51075 11.436791 0.14 0.14 10.51075+11.436791i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_2 TrajSim_10_2
#> 2 -0.5830032+0.6200017i Traj_10 Sim_2 TrajSim_10_2
#> 3 -0.7168789+0.6346889i Traj_10 Sim_2 TrajSim_10_2
#> 4 -0.5649839+0.6727681i Traj_10 Sim_2 TrajSim_10_2
#> 5 -0.6284221+0.6363231i Traj_10 Sim_2 TrajSim_10_2
#> 6 -0.6073631+0.6318422i Traj_10 Sim_2 TrajSim_10_2
#> 7 -0.5662239+0.7104712i Traj_10 Sim_2 TrajSim_10_2
#> 8 -0.5203752+0.7326960i Traj_10 Sim_2 TrajSim_10_2
#>
#> [[2]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.66356 8.381573 0.02 0.02 11.66356+ 8.381573i
#> 3 11.28525 9.392378 0.04 0.04 11.28525+ 9.392378i
#> 4 10.92805 10.429736 0.06 0.06 10.92805+10.429736i
#> 5 10.50649 11.449849 0.08 0.08 10.50649+11.449849i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_11 Sim_2 TrajSim_11_2
#> 2 -0.3424434+1.065573i Traj_11 Sim_2 TrajSim_11_2
#> 3 -0.3783111+1.010805i Traj_11 Sim_2 TrajSim_11_2
#> 4 -0.3572001+1.037358i Traj_11 Sim_2 TrajSim_11_2
#> 5 -0.4215542+1.020112i Traj_11 Sim_2 TrajSim_11_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.20962 14.65276 0.02 0.02 36.20962+14.65276i
#> 3 35.56740 15.26746 0.04 0.04 35.56740+15.26746i
#> 4 34.83462 15.93098 0.06 0.06 34.83462+15.93098i
#> 5 34.14612 16.49191 0.08 0.08 34.14612+16.49191i
#> 6 33.55231 17.13743 0.10 0.10 33.55231+17.13743i
#> 7 32.95419 17.60619 0.12 0.12 32.95419+17.60619i
#> 8 32.43267 18.24910 0.14 0.14 32.43267+18.24910i
#> 9 31.77811 18.79826 0.16 0.16 31.77811+18.79826i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 -0.6723839+0.5967627i Traj_1 Sim_3 TrajSim_1_3
#> 3 -0.6422125+0.6147004i Traj_1 Sim_3 TrajSim_1_3
#> 4 -0.7327791+0.6635197i Traj_1 Sim_3 TrajSim_1_3
#> 5 -0.6885018+0.5609256i Traj_1 Sim_3 TrajSim_1_3
#> 6 -0.5938175+0.6455212i Traj_1 Sim_3 TrajSim_1_3
#> 7 -0.5981201+0.4687598i Traj_1 Sim_3 TrajSim_1_3
#> 8 -0.5215181+0.6429156i Traj_1 Sim_3 TrajSim_1_3
#> 9 -0.6545530+0.5491518i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.93088 14.24680 0.02 0.02 34.93088+14.24680i
#> 3 34.34468 15.00496 0.04 0.04 34.34468+15.00496i
#> 4 33.62727 15.64749 0.06 0.06 33.62727+15.64749i
#> 5 32.88585 16.36095 0.08 0.08 32.88585+16.36095i
#> 6 32.34457 17.14290 0.10 0.10 32.34457+17.14290i
#> 7 31.69041 17.81656 0.12 0.12 31.69041+17.81656i
#> 8 31.12151 18.70589 0.14 0.14 31.12151+18.70589i
#> 9 30.51149 19.57703 0.16 0.16 30.51149+19.57703i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 -0.6011209+0.7308036i Traj_2 Sim_3 TrajSim_2_3
#> 3 -0.5861982+0.7581567i Traj_2 Sim_3 TrajSim_2_3
#> 4 -0.7174104+0.6425306i Traj_2 Sim_3 TrajSim_2_3
#> 5 -0.7414253+0.7134568i Traj_2 Sim_3 TrajSim_2_3
#> 6 -0.5412790+0.7819507i Traj_2 Sim_3 TrajSim_2_3
#> 7 -0.6541587+0.6736660i Traj_2 Sim_3 TrajSim_2_3
#> 8 -0.5688963+0.8893226i Traj_2 Sim_3 TrajSim_2_3
#> 9 -0.6100260+0.8711384i Traj_2 Sim_3 TrajSim_2_3
#>
#> [[3]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.72527 14.95688 0.02 0.02 33.72527+14.95688i
#> 3 32.95901 15.80439 0.04 0.04 32.95901+15.80439i
#> 4 32.02551 16.80902 0.06 0.06 32.02551+16.80902i
#> 5 31.24102 17.61180 0.08 0.08 31.24102+17.61180i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_3 TrajSim_3_3
#> 2 -0.8227275+0.8568783i Traj_3 Sim_3 TrajSim_3_3
#> 3 -0.7662636+0.8475108i Traj_3 Sim_3 TrajSim_3_3
#> 4 -0.9335010+1.0046262i Traj_3 Sim_3 TrajSim_3_3
#> 5 -0.7844924+0.8027882i Traj_3 Sim_3 TrajSim_3_3
#>
#> [[3]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.57244 15.27270 0.02 0.02 31.57244+15.27270i
#> 3 30.93213 16.02592 0.04 0.04 30.93213+16.02592i
#> 4 30.33704 17.01390 0.06 0.06 30.33704+17.01390i
#> 5 29.84171 17.77698 0.08 0.08 29.84171+17.77698i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_3 TrajSim_4_3
#> 2 -0.6875588+0.7546966i Traj_4 Sim_3 TrajSim_4_3
#> 3 -0.6403067+0.7532225i Traj_4 Sim_3 TrajSim_4_3
#> 4 -0.5950990+0.9879855i Traj_4 Sim_3 TrajSim_4_3
#> 5 -0.4953220+0.7630719i Traj_4 Sim_3 TrajSim_4_3
#>
#> [[3]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.95485 14.32391 0.02 0.02 27.95485+14.32391i
#> 3 27.39165 15.12172 0.04 0.04 27.39165+15.12172i
#> 4 27.01717 15.92819 0.06 0.06 27.01717+15.92819i
#> 5 26.45948 16.73152 0.08 0.08 26.45948+16.73152i
#> 6 26.08345 17.50562 0.10 0.10 26.08345+17.50562i
#> 7 25.90452 18.14845 0.12 0.12 25.90452+18.14845i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_3 TrajSim_5_3
#> 2 -0.3351454+0.7459124i Traj_5 Sim_3 TrajSim_5_3
#> 3 -0.5632026+0.7978100i Traj_5 Sim_3 TrajSim_5_3
#> 4 -0.3744809+0.8064633i Traj_5 Sim_3 TrajSim_5_3
#> 5 -0.5576873+0.8033315i Traj_5 Sim_3 TrajSim_5_3
#> 6 -0.3760360+0.7741043i Traj_5 Sim_3 TrajSim_5_3
#> 7 -0.1789237+0.6428285i Traj_5 Sim_3 TrajSim_5_3
#>
#> [[3]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.67481 14.56234 0.02 0.02 25.67481+14.56234i
#> 3 25.20799 15.45351 0.04 0.04 25.20799+15.45351i
#> 4 24.64810 16.40026 0.06 0.06 24.64810+16.40026i
#> 5 24.09567 17.41550 0.08 0.08 24.09567+17.41550i
#> 6 23.40337 18.47423 0.10 0.10 23.40337+18.47423i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_3 TrajSim_6_3
#> 2 -0.5231870+0.8643410i Traj_6 Sim_3 TrajSim_6_3
#> 3 -0.4668195+0.8911719i Traj_6 Sim_3 TrajSim_6_3
#> 4 -0.5598977+0.9467435i Traj_6 Sim_3 TrajSim_6_3
#> 5 -0.5524271+1.0152411i Traj_6 Sim_3 TrajSim_6_3
#> 6 -0.6923030+1.0587275i Traj_6 Sim_3 TrajSim_6_3
#>
#> [[3]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.62179 14.95546 0.02 0.02 27.62179+14.95546i
#> 3 28.82278 14.48205 0.04 0.04 28.82278+14.48205i
#> 4 30.01146 14.01651 0.06 0.06 30.01146+14.01651i
#> 5 30.99043 13.57215 0.08 0.08 30.99043+13.57215i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_3 TrajSim_7_3
#> 2 1.1497912-0.5405385i Traj_7 Sim_3 TrajSim_7_3
#> 3 1.2009863-0.4734098i Traj_7 Sim_3 TrajSim_7_3
#> 4 1.1886805-0.4655410i Traj_7 Sim_3 TrajSim_7_3
#> 5 0.9789725-0.4443612i Traj_7 Sim_3 TrajSim_7_3
#>
#> [[3]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.89912 8.459594 0.02 0.02 12.89912+8.459594i
#> 3 12.63734 8.143440 0.04 0.04 12.63734+8.143440i
#> 4 12.44317 7.807775 0.06 0.06 12.44317+7.807775i
#> 5 12.14925 7.446350 0.08 0.08 12.14925+7.446350i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_3 TrajSim_8_3
#> 2 -0.3188759-0.2924056i Traj_8 Sim_3 TrajSim_8_3
#> 3 -0.2617843-0.3161546i Traj_8 Sim_3 TrajSim_8_3
#> 4 -0.1941713-0.3356652i Traj_8 Sim_3 TrajSim_8_3
#> 5 -0.2939171-0.3614247i Traj_8 Sim_3 TrajSim_8_3
#>
#> [[3]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.12741 9.094262 0.02 0.02 15.12741+ 9.094262i
#> 3 14.59633 10.101272 0.04 0.04 14.59633+10.101272i
#> 4 14.19804 10.994586 0.06 0.06 14.19804+10.994586i
#> 5 13.73593 11.870402 0.08 0.08 13.73593+11.870402i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_3 TrajSim_9_3
#> 2 -0.5105891+0.9302616i Traj_9 Sim_3 TrajSim_9_3
#> 3 -0.5310827+1.0070102i Traj_9 Sim_3 TrajSim_9_3
#> 4 -0.3982931+0.8933142i Traj_9 Sim_3 TrajSim_9_3
#> 5 -0.4621065+0.8758159i Traj_9 Sim_3 TrajSim_9_3
#>
#> [[3]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.04788 7.586030 0.02 0.02 14.04788+ 7.586030i
#> 3 13.53714 8.371049 0.04 0.04 13.53714+ 8.371049i
#> 4 13.01820 9.152459 0.06 0.06 13.01820+ 9.152459i
#> 5 12.27693 9.796730 0.08 0.08 12.27693+ 9.796730i
#> 6 11.82000 10.641101 0.10 0.10 11.82000+10.641101i
#> 7 11.22735 11.359962 0.12 0.12 11.22735+11.359962i
#> 8 10.73630 12.250079 0.14 0.14 10.73630+12.250079i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_3 TrajSim_10_3
#> 2 -0.6501155+0.7880297i Traj_10 Sim_3 TrajSim_10_3
#> 3 -0.5107436+0.7850195i Traj_10 Sim_3 TrajSim_10_3
#> 4 -0.5189430+0.7814098i Traj_10 Sim_3 TrajSim_10_3
#> 5 -0.7412703+0.6442705i Traj_10 Sim_3 TrajSim_10_3
#> 6 -0.4569244+0.8443717i Traj_10 Sim_3 TrajSim_10_3
#> 7 -0.5926555+0.7188603i Traj_10 Sim_3 TrajSim_10_3
#> 8 -0.4910429+0.8901177i Traj_10 Sim_3 TrajSim_10_3
#>
#> [[3]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.61065 8.320090 0.02 0.02 11.61065+ 8.320090i
#> 3 11.14043 9.365918 0.04 0.04 11.14043+ 9.365918i
#> 4 10.75285 10.330678 0.06 0.06 10.75285+10.330678i
#> 5 10.46365 11.273418 0.08 0.08 10.46365+11.273418i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_3 TrajSim_11_3
#> 2 -0.3953478+1.0040896i Traj_11 Sim_3 TrajSim_11_3
#> 3 -0.4702264+1.0458285i Traj_11 Sim_3 TrajSim_11_3
#> 4 -0.3875716+0.9647601i Traj_11 Sim_3 TrajSim_11_3
#> 5 -0.2891993+0.9427399i Traj_11 Sim_3 TrajSim_11_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.27914 14.61032 0.02 0.02 36.27914+14.61032i
#> 3 35.79008 15.24753 0.04 0.04 35.79008+15.24753i
#> 4 35.17874 15.94748 0.06 0.06 35.17874+15.94748i
#> 5 34.42743 16.61167 0.08 0.08 34.42743+16.61167i
#> 6 33.77167 17.22966 0.10 0.10 33.77167+17.22966i
#> 7 33.13499 17.89449 0.12 0.12 33.13499+17.89449i
#> 8 32.40547 18.43022 0.14 0.14 32.40547+18.43022i
#> 9 31.74934 19.03444 0.16 0.16 31.74934+19.03444i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 -0.6028605+0.5543174i Traj_1 Sim_4 TrajSim_1_4
#> 3 -0.4890560+0.6372082i Traj_1 Sim_4 TrajSim_1_4
#> 4 -0.6113474+0.6999555i Traj_1 Sim_4 TrajSim_1_4
#> 5 -0.7513018+0.6641848i Traj_1 Sim_4 TrajSim_1_4
#> 6 -0.6557684+0.6179926i Traj_1 Sim_4 TrajSim_1_4
#> 7 -0.6366785+0.6648350i Traj_1 Sim_4 TrajSim_1_4
#> 8 -0.7295190+0.5357300i Traj_1 Sim_4 TrajSim_1_4
#> 9 -0.6561250+0.6042165i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.90604 14.13426 0.02 0.02 34.90604+14.13426i
#> 3 34.31289 14.77799 0.04 0.04 34.31289+14.77799i
#> 4 33.70122 15.55064 0.06 0.06 33.70122+15.55064i
#> 5 33.09958 16.17394 0.08 0.08 33.09958+16.17394i
#> 6 32.45158 16.97302 0.10 0.10 32.45158+16.97302i
#> 7 31.91731 17.70259 0.12 0.12 31.91731+17.70259i
#> 8 31.39762 18.38269 0.14 0.14 31.39762+18.38269i
#> 9 30.82524 19.06185 0.16 0.16 30.82524+19.06185i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 -0.6259600+0.6182628i Traj_2 Sim_4 TrajSim_2_4
#> 3 -0.5931547+0.6437318i Traj_2 Sim_4 TrajSim_2_4
#> 4 -0.6116666+0.7726450i Traj_2 Sim_4 TrajSim_2_4
#> 5 -0.6016374+0.6232993i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.6479999+0.7990819i Traj_2 Sim_4 TrajSim_2_4
#> 7 -0.5342713+0.7295718i Traj_2 Sim_4 TrajSim_2_4
#> 8 -0.5196916+0.6800927i Traj_2 Sim_4 TrajSim_2_4
#> 9 -0.5723785+0.6791693i Traj_2 Sim_4 TrajSim_2_4
#>
#> [[4]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.80830 14.90406 0.02 0.02 33.80830+14.90406i
#> 3 33.18160 15.51792 0.04 0.04 33.18160+15.51792i
#> 4 32.46024 16.42444 0.06 0.06 32.46024+16.42444i
#> 5 31.62453 17.29309 0.08 0.08 31.62453+17.29309i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_4 TrajSim_3_4
#> 2 -0.7396972+0.8040635i Traj_3 Sim_4 TrajSim_3_4
#> 3 -0.6267010+0.6138546i Traj_3 Sim_4 TrajSim_3_4
#> 4 -0.7213639+0.9065170i Traj_3 Sim_4 TrajSim_3_4
#> 5 -0.8357086+0.8686589i Traj_3 Sim_4 TrajSim_3_4
#>
#> [[4]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.68763 15.35087 0.02 0.02 31.68763+15.35087i
#> 3 30.87502 16.06090 0.04 0.04 30.87502+16.06090i
#> 4 30.15863 16.82090 0.06 0.06 30.15863+16.82090i
#> 5 29.53150 17.69208 0.08 0.08 29.53150+17.69208i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_4 TrajSim_4_4
#> 2 -0.5723715+0.8328748i Traj_4 Sim_4 TrajSim_4_4
#> 3 -0.8126042+0.7100286i Traj_4 Sim_4 TrajSim_4_4
#> 4 -0.7163966+0.7599940i Traj_4 Sim_4 TrajSim_4_4
#> 5 -0.6271264+0.8711777i Traj_4 Sim_4 TrajSim_4_4
#>
#> [[4]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.95761 14.20572 0.02 0.02 27.95761+14.20572i
#> 3 27.44456 14.95462 0.04 0.04 27.44456+14.95462i
#> 4 27.00843 15.62781 0.06 0.06 27.00843+15.62781i
#> 5 26.83536 16.41486 0.08 0.08 26.83536+16.41486i
#> 6 26.40741 17.01615 0.10 0.10 26.40741+17.01615i
#> 7 25.92153 17.82207 0.12 0.12 25.92153+17.82207i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_4 TrajSim_5_4
#> 2 -0.3323866+0.6277243i Traj_5 Sim_4 TrajSim_5_4
#> 3 -0.5130568+0.7488982i Traj_5 Sim_4 TrajSim_5_4
#> 4 -0.4361271+0.6731903i Traj_5 Sim_4 TrajSim_5_4
#> 5 -0.1730709+0.7870474i Traj_5 Sim_4 TrajSim_5_4
#> 6 -0.4279487+0.6012931i Traj_5 Sim_4 TrajSim_5_4
#> 7 -0.4858782+0.8059204i Traj_5 Sim_4 TrajSim_5_4
#>
#> [[4]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.68585 14.66808 0.02 0.02 25.68585+14.66808i
#> 3 25.12125 15.55943 0.04 0.04 25.12125+15.55943i
#> 4 24.45907 16.61543 0.06 0.06 24.45907+16.61543i
#> 5 23.88615 17.45800 0.08 0.08 23.88615+17.45800i
#> 6 23.22514 18.26074 0.10 0.10 23.22514+18.26074i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_4 TrajSim_6_4
#> 2 -0.5121486+0.9700821i Traj_6 Sim_4 TrajSim_6_4
#> 3 -0.5646042+0.8913435i Traj_6 Sim_4 TrajSim_6_4
#> 4 -0.6621797+1.0560003i Traj_6 Sim_4 TrajSim_6_4
#> 5 -0.5729139+0.8425747i Traj_6 Sim_4 TrajSim_6_4
#> 6 -0.6610161+0.8027403i Traj_6 Sim_4 TrajSim_6_4
#>
#> [[4]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.62849 14.96159 0.02 0.02 27.62849+14.96159i
#> 3 28.84107 14.41941 0.04 0.04 28.84107+14.41941i
#> 4 29.78987 14.03453 0.06 0.06 29.78987+14.03453i
#> 5 30.82714 13.50727 0.08 0.08 30.82714+13.50727i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_4 TrajSim_7_4
#> 2 1.1564919-0.5344134i Traj_7 Sim_4 TrajSim_7_4
#> 3 1.2125821-0.5421758i Traj_7 Sim_4 TrajSim_7_4
#> 4 0.9487987-0.3848784i Traj_7 Sim_4 TrajSim_7_4
#> 5 1.0372675-0.5272645i Traj_7 Sim_4 TrajSim_7_4
#>
#> [[4]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.96978 8.428161 0.02 0.02 12.96978+8.428161i
#> 3 12.77727 8.037531 0.04 0.04 12.77727+8.037531i
#> 4 12.43646 7.797416 0.06 0.06 12.43646+7.797416i
#> 5 12.19938 7.515092 0.08 0.08 12.19938+7.515092i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_4 TrajSim_8_4
#> 2 -0.2482187-0.3238387i Traj_8 Sim_4 TrajSim_8_4
#> 3 -0.1925152-0.3906299i Traj_8 Sim_4 TrajSim_8_4
#> 4 -0.3408012-0.2401156i Traj_8 Sim_4 TrajSim_8_4
#> 5 -0.2370821-0.2823240i Traj_8 Sim_4 TrajSim_8_4
#>
#> [[4]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.19024 9.127518 0.02 0.02 15.19024+ 9.127518i
#> 3 14.72584 10.001703 0.04 0.04 14.72584+10.001703i
#> 4 14.15315 10.928443 0.06 0.06 14.15315+10.928443i
#> 5 13.73553 11.914404 0.08 0.08 13.73553+11.914404i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_4 TrajSim_9_4
#> 2 -0.4477629+0.9635177i Traj_9 Sim_4 TrajSim_9_4
#> 3 -0.4643992+0.8741849i Traj_9 Sim_4 TrajSim_9_4
#> 4 -0.5726929+0.9267405i Traj_9 Sim_4 TrajSim_9_4
#> 5 -0.4176171+0.9859609i Traj_9 Sim_4 TrajSim_9_4
#>
#> [[4]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.07948 7.562357 0.02 0.02 14.07948+ 7.562357i
#> 3 13.60082 8.211925 0.04 0.04 13.60082+ 8.211925i
#> 4 13.19846 9.087292 0.06 0.06 13.19846+ 9.087292i
#> 5 12.73956 9.839895 0.08 0.08 12.73956+ 9.839895i
#> 6 12.02615 10.535108 0.10 0.10 12.02615+10.535108i
#> 7 11.53260 11.278088 0.12 0.12 11.53260+11.278088i
#> 8 10.88622 11.946811 0.14 0.14 10.88622+11.946811i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_4 TrajSim_10_4
#> 2 -0.6185175+0.7643568i Traj_10 Sim_4 TrajSim_10_4
#> 3 -0.4786655+0.6495679i Traj_10 Sim_4 TrajSim_10_4
#> 4 -0.4023614+0.8753673i Traj_10 Sim_4 TrajSim_10_4
#> 5 -0.4588924+0.7526026i Traj_10 Sim_4 TrajSim_10_4
#> 6 -0.7134166+0.6952131i Traj_10 Sim_4 TrajSim_10_4
#> 7 -0.4935464+0.7429801i Traj_10 Sim_4 TrajSim_10_4
#> 8 -0.6463842+0.6687231i Traj_10 Sim_4 TrajSim_10_4
#>
#> [[4]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.66568 8.357677 0.02 0.02 11.66568+ 8.357677i
#> 3 11.28624 9.308662 0.04 0.04 11.28624+ 9.308662i
#> 4 10.91488 10.431325 0.06 0.06 10.91488+10.431325i
#> 5 10.48660 11.508587 0.08 0.08 10.48660+11.508587i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_11 Sim_4 TrajSim_11_4
#> 2 -0.3403184+1.041677i Traj_11 Sim_4 TrajSim_11_4
#> 3 -0.3794378+0.950985i Traj_11 Sim_4 TrajSim_11_4
#> 4 -0.3713611+1.122663i Traj_11 Sim_4 TrajSim_11_4
#> 5 -0.4282852+1.077262i Traj_11 Sim_4 TrajSim_11_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.23800 14.70038 0.02 0.02 36.23800+14.70038i
#> 3 35.51169 15.28138 0.04 0.04 35.51169+15.28138i
#> 4 34.91666 15.85260 0.06 0.06 34.91666+15.85260i
#> 5 34.25801 16.39226 0.08 0.08 34.25801+16.39226i
#> 6 33.57222 16.96023 0.10 0.10 33.57222+16.96023i
#> 7 32.98219 17.52690 0.12 0.12 32.98219+17.52690i
#> 8 32.38936 18.09779 0.14 0.14 32.38936+18.09779i
#> 9 31.65557 18.66780 0.16 0.16 31.65557+18.66780i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 -0.6439970+0.6443840i Traj_1 Sim_5 TrajSim_1_5
#> 3 -0.7263161+0.5809999i Traj_1 Sim_5 TrajSim_1_5
#> 4 -0.5950281+0.5712209i Traj_1 Sim_5 TrajSim_1_5
#> 5 -0.6586474+0.5396555i Traj_1 Sim_5 TrajSim_1_5
#> 6 -0.6857918+0.5679683i Traj_1 Sim_5 TrajSim_1_5
#> 7 -0.5900285+0.5666738i Traj_1 Sim_5 TrajSim_1_5
#> 8 -0.5928292+0.5708832i Traj_1 Sim_5 TrajSim_1_5
#> 9 -0.7337883+0.5700162i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.98626 14.39354 0.02 0.02 34.98626+14.39354i
#> 3 34.33721 15.04210 0.04 0.04 34.33721+15.04210i
#> 4 33.71985 15.71404 0.06 0.06 33.71985+15.71404i
#> 5 33.21666 16.56475 0.08 0.08 33.21666+16.56475i
#> 6 32.62822 17.30703 0.10 0.10 32.62822+17.30703i
#> 7 32.01625 17.89814 0.12 0.12 32.01625+17.89814i
#> 8 31.52340 18.61038 0.14 0.14 31.52340+18.61038i
#> 9 30.95193 19.37594 0.16 0.16 30.95193+19.37594i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 -0.5457373+0.8775406i Traj_2 Sim_5 TrajSim_2_5
#> 3 -0.6490537+0.6485606i Traj_2 Sim_5 TrajSim_2_5
#> 4 -0.6173552+0.6719432i Traj_2 Sim_5 TrajSim_2_5
#> 5 -0.5031958+0.8507041i Traj_2 Sim_5 TrajSim_2_5
#> 6 -0.5884337+0.7422849i Traj_2 Sim_5 TrajSim_2_5
#> 7 -0.6119740+0.5911075i Traj_2 Sim_5 TrajSim_2_5
#> 8 -0.4928501+0.7122372i Traj_2 Sim_5 TrajSim_2_5
#> 9 -0.5714698+0.7655661i Traj_2 Sim_5 TrajSim_2_5
#>
#> [[5]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.76853 14.94260 0.02 0.02 33.76853+14.94260i
#> 3 33.03952 15.80724 0.04 0.04 33.03952+15.80724i
#> 4 32.15756 16.79544 0.06 0.06 32.15756+16.79544i
#> 5 31.29960 17.72436 0.08 0.08 31.29960+17.72436i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_5 TrajSim_3_5
#> 2 -0.7794667+0.8425990i Traj_3 Sim_5 TrajSim_3_5
#> 3 -0.7290106+0.8646436i Traj_3 Sim_5 TrajSim_3_5
#> 4 -0.8819676+0.9881988i Traj_3 Sim_5 TrajSim_3_5
#> 5 -0.8579567+0.9289203i Traj_3 Sim_5 TrajSim_3_5
#>
#> [[5]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.51070 15.29367 0.02 0.02 31.51070+15.29367i
#> 3 30.90043 16.08204 0.04 0.04 30.90043+16.08204i
#> 4 30.22671 16.97195 0.06 0.06 30.22671+16.97195i
#> 5 29.83095 17.78425 0.08 0.08 29.83095+17.78425i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_5 TrajSim_4_5
#> 2 -0.7493041+0.7756704i Traj_4 Sim_5 TrajSim_4_5
#> 3 -0.6102702+0.7883737i Traj_4 Sim_5 TrajSim_4_5
#> 4 -0.6737130+0.8899037i Traj_4 Sim_5 TrajSim_4_5
#> 5 -0.3957639+0.8122994i Traj_4 Sim_5 TrajSim_4_5
#>
#> [[5]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.90780 14.34048 0.02 0.02 27.90780+14.34048i
#> 3 27.45737 14.99147 0.04 0.04 27.45737+14.99147i
#> 4 26.90561 15.84874 0.06 0.06 26.90561+15.84874i
#> 5 26.56355 16.83770 0.08 0.08 26.56355+16.83770i
#> 6 25.78846 17.74269 0.10 0.10 25.78846+17.74269i
#> 7 25.46695 18.40200 0.12 0.12 25.46695+18.40200i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_5 TrajSim_5_5
#> 2 -0.3822022+0.7624839i Traj_5 Sim_5 TrajSim_5_5
#> 3 -0.4504259+0.6509849i Traj_5 Sim_5 TrajSim_5_5
#> 4 -0.5517638+0.8572688i Traj_5 Sim_5 TrajSim_5_5
#> 5 -0.3420616+0.9889601i Traj_5 Sim_5 TrajSim_5_5
#> 6 -0.7750892+0.9049924i Traj_5 Sim_5 TrajSim_5_5
#> 7 -0.3215053+0.6593092i Traj_5 Sim_5 TrajSim_5_5
#>
#> [[5]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.57012 14.64685 0.02 0.02 25.57012+14.64685i
#> 3 24.94720 15.65352 0.04 0.04 24.94720+15.65352i
#> 4 24.37919 16.53917 0.06 0.06 24.37919+16.53917i
#> 5 23.88110 17.59769 0.08 0.08 23.88110+17.59769i
#> 6 23.39747 18.52001 0.10 0.10 23.39747+18.52001i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_5 TrajSim_6_5
#> 2 -0.6278775+0.9488469i Traj_6 Sim_5 TrajSim_6_5
#> 3 -0.6229264+1.0066695i Traj_6 Sim_5 TrajSim_6_5
#> 4 -0.5680110+0.8856505i Traj_6 Sim_5 TrajSim_6_5
#> 5 -0.4980848+1.0585187i Traj_6 Sim_5 TrajSim_6_5
#> 6 -0.4836256+0.9223219i Traj_6 Sim_5 TrajSim_6_5
#>
#> [[5]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.69580 15.05623 0.02 0.02 27.69580+15.05623i
#> 3 28.89798 14.67770 0.04 0.04 28.89798+14.67770i
#> 4 29.77717 14.37777 0.06 0.06 29.77717+14.37777i
#> 5 30.87000 14.03931 0.08 0.08 30.87000+14.03931i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_5 TrajSim_7_5
#> 2 1.2237985-0.4397662i Traj_7 Sim_5 TrajSim_7_5
#> 3 1.2021833-0.3785288i Traj_7 Sim_5 TrajSim_7_5
#> 4 0.8791847-0.2999386i Traj_7 Sim_5 TrajSim_7_5
#> 5 1.0928304-0.3384611i Traj_7 Sim_5 TrajSim_7_5
#>
#> [[5]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.97781 8.449302 0.02 0.02 12.97781+8.449302i
#> 3 12.77746 8.126025 0.04 0.04 12.77746+8.126025i
#> 4 12.50193 7.799217 0.06 0.06 12.50193+7.799217i
#> 5 12.15263 7.617547 0.08 0.08 12.15263+7.617547i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_5 TrajSim_8_5
#> 2 -0.2401892-0.3026977i Traj_8 Sim_5 TrajSim_8_5
#> 3 -0.2003522-0.3232776i Traj_8 Sim_5 TrajSim_8_5
#> 4 -0.2755242-0.3268076i Traj_8 Sim_5 TrajSim_8_5
#> 5 -0.3493040-0.1816700i Traj_8 Sim_5 TrajSim_8_5
#>
#> [[5]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.11445 9.140409 0.02 0.02 15.11445+ 9.140409i
#> 3 14.58733 10.023998 0.04 0.04 14.58733+10.023998i
#> 4 14.08836 10.962302 0.06 0.06 14.08836+10.962302i
#> 5 13.60778 11.899264 0.08 0.08 13.60778+11.899264i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_5 TrajSim_9_5
#> 2 -0.5235455+0.9764094i Traj_9 Sim_5 TrajSim_9_5
#> 3 -0.5271283+0.8835888i Traj_9 Sim_5 TrajSim_9_5
#> 4 -0.4989671+0.9383037i Traj_9 Sim_5 TrajSim_9_5
#> 5 -0.4805780+0.9369617i Traj_9 Sim_5 TrajSim_9_5
#>
#> [[5]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 13.96835 7.476833 0.02 0.02 13.96835+ 7.476833i
#> 3 13.55172 8.280828 0.04 0.04 13.55172+ 8.280828i
#> 4 13.37231 9.133421 0.06 0.06 13.37231+ 9.133421i
#> 5 12.88323 9.948987 0.08 0.08 12.88323+ 9.948987i
#> 6 12.35601 10.655768 0.10 0.10 12.35601+10.655768i
#> 7 11.98797 11.479563 0.12 0.12 11.98797+11.479563i
#> 8 11.49668 12.209857 0.14 0.14 11.49668+12.209857i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_5 TrajSim_10_5
#> 2 -0.7296523+0.6788331i Traj_10 Sim_5 TrajSim_10_5
#> 3 -0.4166227+0.8039947i Traj_10 Sim_5 TrajSim_10_5
#> 4 -0.1794181+0.8525933i Traj_10 Sim_5 TrajSim_10_5
#> 5 -0.4890755+0.8155658i Traj_10 Sim_5 TrajSim_10_5
#> 6 -0.5272196+0.7067807i Traj_10 Sim_5 TrajSim_10_5
#> 7 -0.3680451+0.8237956i Traj_10 Sim_5 TrajSim_10_5
#> 8 -0.4912917+0.7302941i Traj_10 Sim_5 TrajSim_10_5
#>
#> [[5]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.69048 8.200422 0.02 0.02 11.69048+ 8.200422i
#> 3 11.27925 9.201437 0.04 0.04 11.27925+ 9.201437i
#> 4 10.90712 10.262659 0.06 0.06 10.90712+10.262659i
#> 5 10.48634 11.345229 0.08 0.08 10.48634+11.345229i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_5 TrajSim_11_5
#> 2 -0.3155216+0.8844217i Traj_11 Sim_5 TrajSim_11_5
#> 3 -0.4112306+1.0010157i Traj_11 Sim_5 TrajSim_11_5
#> 4 -0.3721306+1.0612217i Traj_11 Sim_5 TrajSim_11_5
#> 5 -0.4207772+1.0825701i Traj_11 Sim_5 TrajSim_11_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.20162 14.55969 0.02 0.02 36.20162+14.55969i
#> 3 35.61611 15.20878 0.04 0.04 35.61611+15.20878i
#> 4 35.03859 15.79820 0.06 0.06 35.03859+15.79820i
#> 5 34.51949 16.35450 0.08 0.08 34.51949+16.35450i
#> 6 33.92446 16.96176 0.10 0.10 33.92446+16.96176i
#> 7 33.33489 17.57583 0.12 0.12 33.33489+17.57583i
#> 8 32.69642 18.09753 0.14 0.14 32.69642+18.09753i
#> 9 32.07010 18.66015 0.16 0.16 32.07010+18.66015i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 -0.6803823+0.5036928i Traj_1 Sim_6 TrajSim_1_6
#> 3 -0.5855124+0.6490882i Traj_1 Sim_6 TrajSim_1_6
#> 4 -0.5775165+0.5894181i Traj_1 Sim_6 TrajSim_1_6
#> 5 -0.5190992+0.5563030i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.5950256+0.6072537i Traj_1 Sim_6 TrajSim_1_6
#> 7 -0.5895778+0.6140791i Traj_1 Sim_6 TrajSim_1_6
#> 8 -0.6384646+0.5216974i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.6263184+0.5626203i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.96976 14.36083 0.02 0.02 34.96976+14.36083i
#> 3 34.34027 15.12833 0.04 0.04 34.34027+15.12833i
#> 4 33.71851 15.71395 0.06 0.06 33.71851+15.71395i
#> 5 33.27575 16.41659 0.08 0.08 33.27575+16.41659i
#> 6 32.80469 17.15950 0.10 0.10 32.80469+17.15950i
#> 7 32.16463 17.92577 0.12 0.12 32.16463+17.92577i
#> 8 31.51525 18.54368 0.14 0.14 31.51525+18.54368i
#> 9 31.07773 19.33782 0.16 0.16 31.07773+19.33782i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 -0.5622375+0.8448253i Traj_2 Sim_6 TrajSim_2_6
#> 3 -0.6294960+0.7675018i Traj_2 Sim_6 TrajSim_2_6
#> 4 -0.6217587+0.5856245i Traj_2 Sim_6 TrajSim_2_6
#> 5 -0.4427603+0.7026404i Traj_2 Sim_6 TrajSim_2_6
#> 6 -0.4710561+0.7429104i Traj_2 Sim_6 TrajSim_2_6
#> 7 -0.6400647+0.7662687i Traj_2 Sim_6 TrajSim_2_6
#> 8 -0.6493797+0.6179059i Traj_2 Sim_6 TrajSim_2_6
#> 9 -0.4375139+0.7941409i Traj_2 Sim_6 TrajSim_2_6
#>
#> [[6]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.80712 14.92417 0.02 0.02 33.80712+14.92417i
#> 3 33.01013 15.89047 0.04 0.04 33.01013+15.89047i
#> 4 32.06287 16.85050 0.06 0.06 32.06287+16.85050i
#> 5 31.29760 17.63230 0.08 0.08 31.29760+17.63230i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_6 TrajSim_3_6
#> 2 -0.7408783+0.8241713i Traj_3 Sim_6 TrajSim_3_6
#> 3 -0.7969895+0.9663014i Traj_3 Sim_6 TrajSim_3_6
#> 4 -0.9472661+0.9600224i Traj_3 Sim_6 TrajSim_3_6
#> 5 -0.7652701+0.7818001i Traj_3 Sim_6 TrajSim_3_6
#>
#> [[6]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.66517 15.20414 0.02 0.02 31.66517+15.20414i
#> 3 30.96541 15.98849 0.04 0.04 30.96541+15.98849i
#> 4 30.30208 16.61624 0.06 0.06 30.30208+16.61624i
#> 5 29.73554 17.28550 0.08 0.08 29.73554+17.28550i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_6 TrajSim_4_6
#> 2 -0.5948275+0.6861412i Traj_4 Sim_6 TrajSim_4_6
#> 3 -0.6997662+0.7843468i Traj_4 Sim_6 TrajSim_4_6
#> 4 -0.6633262+0.6277545i Traj_4 Sim_6 TrajSim_4_6
#> 5 -0.5665385+0.6692570i Traj_4 Sim_6 TrajSim_4_6
#>
#> [[6]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.75476 14.27296 0.02 0.02 27.75476+14.27296i
#> 3 27.13136 14.81183 0.04 0.04 27.13136+14.81183i
#> 4 26.71025 15.47737 0.06 0.06 26.71025+15.47737i
#> 5 26.17709 16.18352 0.08 0.08 26.17709+16.18352i
#> 6 25.60312 16.77759 0.10 0.10 25.60312+16.77759i
#> 7 25.27890 17.27805 0.12 0.12 25.27890+17.27805i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_6 TrajSim_5_6
#> 2 -0.5352372+0.6949630i Traj_5 Sim_6 TrajSim_5_6
#> 3 -0.6234060+0.5388660i Traj_5 Sim_6 TrajSim_5_6
#> 4 -0.4211034+0.6655448i Traj_5 Sim_6 TrajSim_5_6
#> 5 -0.5331636+0.7061454i Traj_5 Sim_6 TrajSim_5_6
#> 6 -0.5739651+0.5940715i Traj_5 Sim_6 TrajSim_5_6
#> 7 -0.3242272+0.5004638i Traj_5 Sim_6 TrajSim_5_6
#>
#> [[6]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.59736 14.76565 0.02 0.02 25.59736+14.76565i
#> 3 24.87166 15.62013 0.04 0.04 24.87166+15.62013i
#> 4 24.29781 16.39087 0.06 0.06 24.29781+16.39087i
#> 5 23.62215 17.22844 0.08 0.08 23.62215+17.22844i
#> 6 22.93357 18.19471 0.10 0.10 22.93357+18.19471i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_6 TrajSim_6_6
#> 2 -0.6006382+1.0676474i Traj_6 Sim_6 TrajSim_6_6
#> 3 -0.7257050+0.8544808i Traj_6 Sim_6 TrajSim_6_6
#> 4 -0.5738440+0.7707425i Traj_6 Sim_6 TrajSim_6_6
#> 5 -0.6756638+0.8375664i Traj_6 Sim_6 TrajSim_6_6
#> 6 -0.6885777+0.9662704i Traj_6 Sim_6 TrajSim_6_6
#>
#> [[6]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.69608 15.09304 0.02 0.02 27.69608+15.09304i
#> 3 28.77244 14.82028 0.04 0.04 28.77244+14.82028i
#> 4 29.64330 14.36373 0.06 0.06 29.64330+14.36373i
#> 5 30.64801 13.95438 0.08 0.08 30.64801+13.95438i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_6 TrajSim_7_6
#> 2 1.2240758-0.4029622i Traj_7 Sim_6 TrajSim_7_6
#> 3 1.0763603-0.2727553i Traj_7 Sim_6 TrajSim_7_6
#> 4 0.8708638-0.4565559i Traj_7 Sim_6 TrajSim_7_6
#> 5 1.0047132-0.4093467i Traj_7 Sim_6 TrajSim_7_6
#>
#> [[6]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.88536 8.452643 0.02 0.02 12.88536+8.452643i
#> 3 12.68733 8.108345 0.04 0.04 12.68733+8.108345i
#> 4 12.50639 7.672660 0.06 0.06 12.50639+7.672660i
#> 5 12.10331 7.487625 0.08 0.08 12.10331+7.487625i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_6 TrajSim_8_6
#> 2 -0.3326354-0.2993567i Traj_8 Sim_6 TrajSim_8_6
#> 3 -0.1980375-0.3442985i Traj_8 Sim_6 TrajSim_8_6
#> 4 -0.1809354-0.4356846i Traj_8 Sim_6 TrajSim_8_6
#> 5 -0.4030776-0.1850350i Traj_8 Sim_6 TrajSim_8_6
#>
#> [[6]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.13780 9.106478 0.02 0.02 15.13780+ 9.106478i
#> 3 14.71605 10.031414 0.04 0.04 14.71605+10.031414i
#> 4 14.32320 10.966565 0.06 0.06 14.32320+10.966565i
#> 5 13.96395 11.985155 0.08 0.08 13.96395+11.985155i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_6 TrajSim_9_6
#> 2 -0.5002044+0.9424781i Traj_9 Sim_6 TrajSim_9_6
#> 3 -0.4217462+0.9249363i Traj_9 Sim_6 TrajSim_9_6
#> 4 -0.3928453+0.9351507i Traj_9 Sim_6 TrajSim_9_6
#> 5 -0.3592525+1.0185901i Traj_9 Sim_6 TrajSim_9_6
#>
#> [[6]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.21049 7.557620 0.02 0.02 14.21049+ 7.557620i
#> 3 13.65997 8.344126 0.04 0.04 13.65997+ 8.344126i
#> 4 13.12432 9.076277 0.06 0.06 13.12432+ 9.076277i
#> 5 12.58057 9.792043 0.08 0.08 12.58057+ 9.792043i
#> 6 12.11452 10.618241 0.10 0.10 12.11452+10.618241i
#> 7 11.60478 11.443309 0.12 0.12 11.60478+11.443309i
#> 8 11.20810 12.231922 0.14 0.14 11.20810+12.231922i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_6 TrajSim_10_6
#> 2 -0.4875064+0.7596204i Traj_10 Sim_6 TrajSim_10_6
#> 3 -0.5505279+0.7865058i Traj_10 Sim_6 TrajSim_10_6
#> 4 -0.5356500+0.7321506i Traj_10 Sim_6 TrajSim_10_6
#> 5 -0.5437418+0.7157663i Traj_10 Sim_6 TrajSim_10_6
#> 6 -0.4660531+0.8261978i Traj_10 Sim_6 TrajSim_10_6
#> 7 -0.5097367+0.8250677i Traj_10 Sim_6 TrajSim_10_6
#> 8 -0.3966799+0.7886138i Traj_10 Sim_6 TrajSim_10_6
#>
#> [[6]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.58355 8.426827 0.02 0.02 11.58355+ 8.426827i
#> 3 11.21200 9.385724 0.04 0.04 11.21200+ 9.385724i
#> 4 10.83520 10.373006 0.06 0.06 10.83520+10.373006i
#> 5 10.42523 11.360305 0.08 0.08 10.42523+11.360305i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_6 TrajSim_11_6
#> 2 -0.4224455+1.1108266i Traj_11 Sim_6 TrajSim_11_6
#> 3 -0.3715562+0.9588971i Traj_11 Sim_6 TrajSim_11_6
#> 4 -0.3767970+0.9872825i Traj_11 Sim_6 TrajSim_11_6
#> 5 -0.4099739+0.9872987i Traj_11 Sim_6 TrajSim_11_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.20978 14.64726 0.02 0.02 36.20978+14.64726i
#> 3 35.53331 15.30331 0.04 0.04 35.53331+15.30331i
#> 4 34.84884 15.95616 0.06 0.06 34.84884+15.95616i
#> 5 34.16125 16.41832 0.08 0.08 34.16125+16.41832i
#> 6 33.44614 17.03288 0.10 0.10 33.44614+17.03288i
#> 7 32.66766 17.56828 0.12 0.12 32.66766+17.56828i
#> 8 32.07561 18.11450 0.14 0.14 32.07561+18.11450i
#> 9 31.43979 18.90319 0.16 0.16 31.43979+18.90319i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 -0.6722232+0.5912626i Traj_1 Sim_7 TrajSim_1_7
#> 3 -0.6764624+0.6560491i Traj_1 Sim_7 TrajSim_1_7
#> 4 -0.6844706+0.6528443i Traj_1 Sim_7 TrajSim_1_7
#> 5 -0.6875929+0.4621634i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.7151156+0.6145640i Traj_1 Sim_7 TrajSim_1_7
#> 7 -0.7784719+0.5353943i Traj_1 Sim_7 TrajSim_1_7
#> 8 -0.5920573+0.5462239i Traj_1 Sim_7 TrajSim_1_7
#> 9 -0.6358136+0.7886879i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.90573 14.42709 0.02 0.02 34.90573+14.42709i
#> 3 34.33510 15.14578 0.04 0.04 34.33510+15.14578i
#> 4 33.70325 15.87129 0.06 0.06 33.70325+15.87129i
#> 5 33.16655 16.70957 0.08 0.08 33.16655+16.70957i
#> 6 32.57945 17.44156 0.10 0.10 32.57945+17.44156i
#> 7 31.99776 18.15137 0.12 0.12 31.99776+18.15137i
#> 8 31.32835 19.03396 0.14 0.14 31.32835+19.03396i
#> 9 30.79269 19.67634 0.16 0.16 30.79269+19.67634i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 -0.6262654+0.9110854i Traj_2 Sim_7 TrajSim_2_7
#> 3 -0.5706393+0.7186989i Traj_2 Sim_7 TrajSim_2_7
#> 4 -0.6318435+0.7255087i Traj_2 Sim_7 TrajSim_2_7
#> 5 -0.5366982+0.8382726i Traj_2 Sim_7 TrajSim_2_7
#> 6 -0.5871007+0.7319988i Traj_2 Sim_7 TrajSim_2_7
#> 7 -0.5816932+0.7098088i Traj_2 Sim_7 TrajSim_2_7
#> 8 -0.6694091+0.8825893i Traj_2 Sim_7 TrajSim_2_7
#> 9 -0.5356652+0.6423764i Traj_2 Sim_7 TrajSim_2_7
#>
#> [[7]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.65805 15.00996 0.02 0.02 33.65805+15.00996i
#> 3 32.86910 15.92496 0.04 0.04 32.86910+15.92496i
#> 4 32.19259 16.72962 0.06 0.06 32.19259+16.72962i
#> 5 31.41312 17.60964 0.08 0.08 31.41312+17.60964i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_7 TrajSim_3_7
#> 2 -0.8899490+0.9099577i Traj_3 Sim_7 TrajSim_3_7
#> 3 -0.7889536+0.9149999i Traj_3 Sim_7 TrajSim_3_7
#> 4 -0.6765041+0.8046642i Traj_3 Sim_7 TrajSim_3_7
#> 5 -0.7794744+0.8800159i Traj_3 Sim_7 TrajSim_3_7
#>
#> [[7]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.61016 15.30775 0.02 0.02 31.61016+15.30775i
#> 3 30.95665 16.06827 0.04 0.04 30.95665+16.06827i
#> 4 30.54226 16.89652 0.06 0.06 30.54226+16.89652i
#> 5 29.84689 17.63705 0.08 0.08 29.84689+17.63705i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_7 TrajSim_4_7
#> 2 -0.6498414+0.7897481i Traj_4 Sim_7 TrajSim_4_7
#> 3 -0.6535094+0.7605219i Traj_4 Sim_7 TrajSim_4_7
#> 4 -0.4143883+0.8282500i Traj_4 Sim_7 TrajSim_4_7
#> 5 -0.6953735+0.7405338i Traj_4 Sim_7 TrajSim_4_7
#>
#> [[7]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 28.11991 14.34206 0.02 0.02 28.11991+14.34206i
#> 3 27.77780 14.93043 0.04 0.04 27.77780+14.93043i
#> 4 27.35449 15.58892 0.06 0.06 27.35449+15.58892i
#> 5 26.74109 16.31736 0.08 0.08 26.74109+16.31736i
#> 6 26.22713 16.95867 0.10 0.10 26.22713+16.95867i
#> 7 25.86249 17.50317 0.12 0.12 25.86249+17.50317i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_7 TrajSim_5_7
#> 2 -0.1700950+0.7640596i Traj_5 Sim_7 TrajSim_5_7
#> 3 -0.3421049+0.5883712i Traj_5 Sim_7 TrajSim_5_7
#> 4 -0.4233096+0.6584900i Traj_5 Sim_7 TrajSim_5_7
#> 5 -0.6133981+0.7284350i Traj_5 Sim_7 TrajSim_5_7
#> 6 -0.5139653+0.6413165i Traj_5 Sim_7 TrajSim_5_7
#> 7 -0.3646383+0.5445018i Traj_5 Sim_7 TrajSim_5_7
#>
#> [[7]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.70678 14.66335 0.02 0.02 25.70678+14.66335i
#> 3 25.06941 15.54491 0.04 0.04 25.06941+15.54491i
#> 4 24.55424 16.44188 0.06 0.06 24.55424+16.44188i
#> 5 24.05207 17.35143 0.08 0.08 24.05207+17.35143i
#> 6 23.35982 18.44495 0.10 0.10 23.35982+18.44495i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_7 TrajSim_6_7
#> 2 -0.4912241+0.9653524i Traj_6 Sim_7 TrajSim_6_7
#> 3 -0.6373618+0.8815614i Traj_6 Sim_7 TrajSim_6_7
#> 4 -0.5151713+0.8969666i Traj_6 Sim_7 TrajSim_6_7
#> 5 -0.5021766+0.9095459i Traj_6 Sim_7 TrajSim_6_7
#> 6 -0.6922504+1.0935277i Traj_6 Sim_7 TrajSim_6_7
#>
#> [[7]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.61180 15.10252 0.02 0.02 27.61180+15.10252i
#> 3 28.85778 14.64034 0.04 0.04 28.85778+14.64034i
#> 4 29.97912 14.09909 0.06 0.06 29.97912+14.09909i
#> 5 31.24934 13.53083 0.08 0.08 31.24934+13.53083i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_7 TrajSim_7_7
#> 2 1.139802-0.3934846i Traj_7 Sim_7 TrajSim_7_7
#> 3 1.245976-0.4621776i Traj_7 Sim_7 TrajSim_7_7
#> 4 1.121341-0.5412446i Traj_7 Sim_7 TrajSim_7_7
#> 5 1.270219-0.5682622i Traj_7 Sim_7 TrajSim_7_7
#>
#> [[7]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.92926 8.458892 0.02 0.02 12.92926+8.458892i
#> 3 12.63220 8.191082 0.04 0.04 12.63220+8.191082i
#> 4 12.34824 7.895927 0.06 0.06 12.34824+7.895927i
#> 5 12.07074 7.571001 0.08 0.08 12.07074+7.571001i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_7 TrajSim_8_7
#> 2 -0.2887441-0.2931080i Traj_8 Sim_7 TrajSim_8_7
#> 3 -0.2970587-0.2678101i Traj_8 Sim_7 TrajSim_8_7
#> 4 -0.2839542-0.2951554i Traj_8 Sim_7 TrajSim_8_7
#> 5 -0.2775008-0.3249252i Traj_8 Sim_7 TrajSim_8_7
#>
#> [[7]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.17443 9.103537 0.02 0.02 15.17443+ 9.103537i
#> 3 14.71291 10.027693 0.04 0.04 14.71291+10.027693i
#> 4 14.21536 11.011162 0.06 0.06 14.21536+11.011162i
#> 5 13.68208 11.994688 0.08 0.08 13.68208+11.994688i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_7 TrajSim_9_7
#> 2 -0.4635733+0.9395369i Traj_9 Sim_7 TrajSim_9_7
#> 3 -0.4615213+0.9241561i Traj_9 Sim_7 TrajSim_9_7
#> 4 -0.4975422+0.9834689i Traj_9 Sim_7 TrajSim_9_7
#> 5 -0.5332807+0.9835257i Traj_9 Sim_7 TrajSim_9_7
#>
#> [[7]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.08623 7.398323 0.02 0.02 14.08623+ 7.398323i
#> 3 13.53261 8.204603 0.04 0.04 13.53261+ 8.204603i
#> 4 13.01931 8.967301 0.06 0.06 13.01931+ 8.967301i
#> 5 12.59274 9.865993 0.08 0.08 12.59274+ 9.865993i
#> 6 11.91029 10.620802 0.10 0.10 11.91029+10.620802i
#> 7 11.44897 11.349110 0.12 0.12 11.44897+11.349110i
#> 8 11.00984 12.117988 0.14 0.14 11.00984+12.117988i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_7 TrajSim_10_7
#> 2 -0.6117723+0.6003226i Traj_10 Sim_7 TrajSim_10_7
#> 3 -0.5536152+0.8062806i Traj_10 Sim_7 TrajSim_10_7
#> 4 -0.5133038+0.7626980i Traj_10 Sim_7 TrajSim_10_7
#> 5 -0.4265664+0.8986919i Traj_10 Sim_7 TrajSim_10_7
#> 6 -0.6824477+0.7548088i Traj_10 Sim_7 TrajSim_10_7
#> 7 -0.4613218+0.7283081i Traj_10 Sim_7 TrajSim_10_7
#> 8 -0.4391294+0.7688776i Traj_10 Sim_7 TrajSim_10_7
#>
#> [[7]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.64085 8.320797 0.02 0.02 11.64085+ 8.320797i
#> 3 11.20472 9.402776 0.04 0.04 11.20472+ 9.402776i
#> 4 10.79354 10.494949 0.06 0.06 10.79354+10.494949i
#> 5 10.44445 11.440547 0.08 0.08 10.44445+11.440547i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_7 TrajSim_11_7
#> 2 -0.3651523+1.0047968i Traj_11 Sim_7 TrajSim_11_7
#> 3 -0.4361272+1.0819796i Traj_11 Sim_7 TrajSim_11_7
#> 4 -0.4111821+1.0921723i Traj_11 Sim_7 TrajSim_11_7
#> 5 -0.3490887+0.9455985i Traj_11 Sim_7 TrajSim_11_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.20641 14.70025 0.02 0.02 36.20641+14.70025i
#> 3 35.57837 15.31020 0.04 0.04 35.57837+15.31020i
#> 4 34.83984 15.91873 0.06 0.06 34.83984+15.91873i
#> 5 34.07444 16.58445 0.08 0.08 34.07444+16.58445i
#> 6 33.38155 17.23259 0.10 0.10 33.38155+17.23259i
#> 7 32.79875 17.93348 0.12 0.12 32.79875+17.93348i
#> 8 32.29978 18.53556 0.14 0.14 32.29978+18.53556i
#> 9 31.60368 19.21943 0.16 0.16 31.60368+19.21943i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 -0.6755862+0.6442486i Traj_1 Sim_8 TrajSim_1_8
#> 3 -0.6280390+0.6099523i Traj_1 Sim_8 TrajSim_1_8
#> 4 -0.7385382+0.6085253i Traj_1 Sim_8 TrajSim_1_8
#> 5 -0.7653952+0.6657267i Traj_1 Sim_8 TrajSim_1_8
#> 6 -0.6928949+0.6481395i Traj_1 Sim_8 TrajSim_1_8
#> 7 -0.5827972+0.7008904i Traj_1 Sim_8 TrajSim_1_8
#> 8 -0.4989678+0.6020773i Traj_1 Sim_8 TrajSim_1_8
#> 9 -0.6960996+0.6838718i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 35.09541 14.19068 0.02 0.02 35.09541+14.19068i
#> 3 34.32808 14.91542 0.04 0.04 34.32808+14.91542i
#> 4 33.71724 15.52069 0.06 0.06 33.71724+15.52069i
#> 5 33.18751 16.21830 0.08 0.08 33.18751+16.21830i
#> 6 32.65931 17.03497 0.10 0.10 32.65931+17.03497i
#> 7 32.13495 17.88310 0.12 0.12 32.13495+17.88310i
#> 8 31.62186 18.63588 0.14 0.14 31.62186+18.63588i
#> 9 31.02430 19.34944 0.16 0.16 31.02430+19.34944i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 -0.4365876+0.6746835i Traj_2 Sim_8 TrajSim_2_8
#> 3 -0.7673294+0.7247345i Traj_2 Sim_8 TrajSim_2_8
#> 4 -0.6108426+0.6052695i Traj_2 Sim_8 TrajSim_2_8
#> 5 -0.5297267+0.6976111i Traj_2 Sim_8 TrajSim_2_8
#> 6 -0.5282026+0.8166696i Traj_2 Sim_8 TrajSim_2_8
#> 7 -0.5243583+0.8481268i Traj_2 Sim_8 TrajSim_2_8
#> 8 -0.5130901+0.7527816i Traj_2 Sim_8 TrajSim_2_8
#> 9 -0.5975655+0.7135658i Traj_2 Sim_8 TrajSim_2_8
#>
#> [[8]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.79247 14.86869 0.02 0.02 33.79247+14.86869i
#> 3 33.03409 15.71314 0.04 0.04 33.03409+15.71314i
#> 4 32.15958 16.65007 0.06 0.06 32.15958+16.65007i
#> 5 31.32067 17.56499 0.08 0.08 31.32067+17.56499i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_8 TrajSim_3_8
#> 2 -0.7555252+0.7686922i Traj_3 Sim_8 TrajSim_3_8
#> 3 -0.7583826+0.8444495i Traj_3 Sim_8 TrajSim_3_8
#> 4 -0.8745162+0.9369331i Traj_3 Sim_8 TrajSim_3_8
#> 5 -0.8389073+0.9149138i Traj_3 Sim_8 TrajSim_3_8
#>
#> [[8]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.68840 15.45823 0.02 0.02 31.68840+15.45823i
#> 3 30.96822 16.32405 0.04 0.04 30.96822+16.32405i
#> 4 30.43293 17.09898 0.06 0.06 30.43293+17.09898i
#> 5 29.83429 17.87306 0.08 0.08 29.83429+17.87306i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_8 TrajSim_4_8
#> 2 -0.5716002+0.9402312i Traj_4 Sim_8 TrajSim_4_8
#> 3 -0.7201832+0.8658198i Traj_4 Sim_8 TrajSim_4_8
#> 4 -0.5352863+0.7749322i Traj_4 Sim_8 TrajSim_4_8
#> 5 -0.5986403+0.7740739i Traj_4 Sim_8 TrajSim_4_8
#>
#> [[8]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.78187 14.24626 0.02 0.02 27.78187+14.24626i
#> 3 27.64054 15.02845 0.04 0.04 27.64054+15.02845i
#> 4 27.00637 15.66172 0.06 0.06 27.00637+15.66172i
#> 5 26.73901 16.33296 0.08 0.08 26.73901+16.33296i
#> 6 26.49153 17.21308 0.10 0.10 26.49153+17.21308i
#> 7 25.99914 17.76515 0.12 0.12 25.99914+17.76515i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_8 TrajSim_5_8
#> 2 -0.5081254+0.6682598i Traj_5 Sim_8 TrajSim_5_8
#> 3 -0.1413335+0.7821911i Traj_5 Sim_8 TrajSim_5_8
#> 4 -0.6341753+0.6332644i Traj_5 Sim_8 TrajSim_5_8
#> 5 -0.2673557+0.6712430i Traj_5 Sim_8 TrajSim_5_8
#> 6 -0.2474812+0.8801250i Traj_5 Sim_8 TrajSim_5_8
#> 7 -0.4923851+0.5520683i Traj_5 Sim_8 TrajSim_5_8
#>
#> [[8]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.58077 14.66225 0.02 0.02 25.58077+14.66225i
#> 3 25.04823 15.55614 0.04 0.04 25.04823+15.55614i
#> 4 24.52104 16.49945 0.06 0.06 24.52104+16.49945i
#> 5 23.89508 17.48778 0.08 0.08 23.89508+17.48778i
#> 6 23.32514 18.38560 0.10 0.10 23.32514+18.38560i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_8 TrajSim_6_8
#> 2 -0.6172269+0.9642471i Traj_6 Sim_8 TrajSim_6_8
#> 3 -0.5325458+0.8938962i Traj_6 Sim_8 TrajSim_6_8
#> 4 -0.5271847+0.9433085i Traj_6 Sim_8 TrajSim_6_8
#> 5 -0.6259674+0.9883242i Traj_6 Sim_8 TrajSim_6_8
#> 6 -0.5699309+0.8978290i Traj_6 Sim_8 TrajSim_6_8
#>
#> [[8]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.70193 15.10231 0.02 0.02 27.70193+15.10231i
#> 3 28.83558 14.82222 0.04 0.04 28.83558+14.82222i
#> 4 29.85075 14.39327 0.06 0.06 29.85075+14.39327i
#> 5 30.78454 13.96556 0.08 0.08 30.78454+13.96556i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_8 TrajSim_7_8
#> 2 1.2299314-0.3936918i Traj_7 Sim_8 TrajSim_7_8
#> 3 1.1336483-0.2800835i Traj_7 Sim_8 TrajSim_7_8
#> 4 1.0151657-0.4289563i Traj_7 Sim_8 TrajSim_7_8
#> 5 0.9337948-0.4277064i Traj_7 Sim_8 TrajSim_7_8
#>
#> [[8]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.97362 8.396761 0.02 0.02 12.97362+8.396761i
#> 3 12.70263 8.059656 0.04 0.04 12.70263+8.059656i
#> 4 12.49460 7.730756 0.06 0.06 12.49460+7.730756i
#> 5 12.17418 7.458288 0.08 0.08 12.17418+7.458288i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_8 TrajSim_8_8
#> 2 -0.2443806-0.3552386i Traj_8 Sim_8 TrajSim_8_8
#> 3 -0.2709921-0.3371049i Traj_8 Sim_8 TrajSim_8_8
#> 4 -0.2080248-0.3289007i Traj_8 Sim_8 TrajSim_8_8
#> 5 -0.3204266-0.2724674i Traj_8 Sim_8 TrajSim_8_8
#>
#> [[8]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.27152 9.128808 0.02 0.02 15.27152+ 9.128808i
#> 3 14.73189 10.050827 0.04 0.04 14.73189+10.050827i
#> 4 14.29050 10.910769 0.06 0.06 14.29050+10.910769i
#> 5 13.92498 11.899516 0.08 0.08 13.92498+11.899516i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_8 TrajSim_9_8
#> 2 -0.3664836+0.9648078i Traj_9 Sim_8 TrajSim_9_8
#> 3 -0.5396269+0.9220195i Traj_9 Sim_8 TrajSim_9_8
#> 4 -0.4413940+0.8599415i Traj_9 Sim_8 TrajSim_9_8
#> 5 -0.3655179+0.9887475i Traj_9 Sim_8 TrajSim_9_8
#>
#> [[8]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.19719 7.430239 0.02 0.02 14.19719+ 7.430239i
#> 3 13.68120 8.271484 0.04 0.04 13.68120+ 8.271484i
#> 4 13.39191 9.030636 0.06 0.06 13.39191+ 9.030636i
#> 5 12.85333 9.802606 0.08 0.08 12.85333+ 9.802606i
#> 6 12.45063 10.671001 0.10 0.10 12.45063+10.671001i
#> 7 11.97506 11.414396 0.12 0.12 11.97506+11.414396i
#> 8 11.39355 12.009206 0.14 0.14 11.39355+12.009206i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_8 TrajSim_10_8
#> 2 -0.5008070+0.6322389i Traj_10 Sim_8 TrajSim_10_8
#> 3 -0.5159896+0.8412450i Traj_10 Sim_8 TrajSim_10_8
#> 4 -0.2892900+0.7591519i Traj_10 Sim_8 TrajSim_10_8
#> 5 -0.5385796+0.7719697i Traj_10 Sim_8 TrajSim_10_8
#> 6 -0.4026992+0.8683952i Traj_10 Sim_8 TrajSim_10_8
#> 7 -0.4755743+0.7433954i Traj_10 Sim_8 TrajSim_10_8
#> 8 -0.5815088+0.5948098i Traj_10 Sim_8 TrajSim_10_8
#>
#> [[8]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.68933 8.347922 0.02 0.02 11.68933+ 8.347922i
#> 3 11.25731 9.395518 0.04 0.04 11.25731+ 9.395518i
#> 4 10.91051 10.374020 0.06 0.06 10.91051+10.374020i
#> 5 10.55523 11.411673 0.08 0.08 10.55523+11.411673i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_11 Sim_8 TrajSim_11_8
#> 2 -0.3166715+1.031922i Traj_11 Sim_8 TrajSim_11_8
#> 3 -0.4320177+1.047595i Traj_11 Sim_8 TrajSim_11_8
#> 4 -0.3467974+0.978502i Traj_11 Sim_8 TrajSim_11_8
#> 5 -0.3552828+1.037653i Traj_11 Sim_8 TrajSim_11_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.24194 14.64803 0.02 0.02 36.24194+14.64803i
#> 3 35.69888 15.38227 0.04 0.04 35.69888+15.38227i
#> 4 35.04049 16.05948 0.06 0.06 35.04049+16.05948i
#> 5 34.37024 16.65941 0.08 0.08 34.37024+16.65941i
#> 6 33.69710 17.28667 0.10 0.10 33.69710+17.28667i
#> 7 33.07386 17.96720 0.12 0.12 33.07386+17.96720i
#> 8 32.44325 18.52765 0.14 0.14 32.44325+18.52765i
#> 9 31.78666 19.13281 0.16 0.16 31.78666+19.13281i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 -0.6400600+0.5920315i Traj_1 Sim_9 TrajSim_1_9
#> 3 -0.5430634+0.7342387i Traj_1 Sim_9 TrajSim_1_9
#> 4 -0.6583906+0.6772087i Traj_1 Sim_9 TrajSim_1_9
#> 5 -0.6702487+0.5999329i Traj_1 Sim_9 TrajSim_1_9
#> 6 -0.6731377+0.6272542i Traj_1 Sim_9 TrajSim_1_9
#> 7 -0.6232382+0.6805353i Traj_1 Sim_9 TrajSim_1_9
#> 8 -0.6306157+0.5604499i Traj_1 Sim_9 TrajSim_1_9
#> 9 -0.6565813+0.6051543i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.90520 14.31405 0.02 0.02 34.90520+14.31405i
#> 3 34.43092 14.98444 0.04 0.04 34.43092+14.98444i
#> 4 33.93881 15.65640 0.06 0.06 33.93881+15.65640i
#> 5 33.32442 16.43721 0.08 0.08 33.32442+16.43721i
#> 6 32.76291 17.25631 0.10 0.10 32.76291+17.25631i
#> 7 32.16194 18.12011 0.12 0.12 32.16194+18.12011i
#> 8 31.50273 18.99653 0.14 0.14 31.50273+18.99653i
#> 9 31.00087 19.68313 0.16 0.16 31.00087+19.68313i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 -0.6268031+0.7980548i Traj_2 Sim_9 TrajSim_2_9
#> 3 -0.4742759+0.6703872i Traj_2 Sim_9 TrajSim_2_9
#> 4 -0.4921081+0.6719533i Traj_2 Sim_9 TrajSim_2_9
#> 5 -0.6143951+0.7808179i Traj_2 Sim_9 TrajSim_2_9
#> 6 -0.5615092+0.8190950i Traj_2 Sim_9 TrajSim_2_9
#> 7 -0.6009730+0.8637969i Traj_2 Sim_9 TrajSim_2_9
#> 8 -0.6592078+0.8764214i Traj_2 Sim_9 TrajSim_2_9
#> 9 -0.5018622+0.6866075i Traj_2 Sim_9 TrajSim_2_9
#>
#> [[9]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.76658 15.00881 0.02 0.02 33.76658+15.00881i
#> 3 33.13257 15.75981 0.04 0.04 33.13257+15.75981i
#> 4 32.44021 16.48274 0.06 0.06 32.44021+16.48274i
#> 5 31.62451 17.32106 0.08 0.08 31.62451+17.32106i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_9 TrajSim_3_9
#> 2 -0.7814236+0.9088055i Traj_3 Sim_9 TrajSim_3_9
#> 3 -0.6340103+0.7510064i Traj_3 Sim_9 TrajSim_3_9
#> 4 -0.6923556+0.7229273i Traj_3 Sim_9 TrajSim_3_9
#> 5 -0.8157004+0.8383250i Traj_3 Sim_9 TrajSim_3_9
#>
#> [[9]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.65220 15.37352 0.02 0.02 31.65220+15.37352i
#> 3 31.22282 16.33965 0.04 0.04 31.22282+16.33965i
#> 4 30.55986 17.21075 0.06 0.06 30.55986+17.21075i
#> 5 29.99006 18.00965 0.08 0.08 29.99006+18.00965i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_9 TrajSim_4_9
#> 2 -0.6077986+0.8555218i Traj_4 Sim_9 TrajSim_4_9
#> 3 -0.4293817+0.9661290i Traj_4 Sim_9 TrajSim_4_9
#> 4 -0.6629580+0.8710979i Traj_4 Sim_9 TrajSim_4_9
#> 5 -0.5698010+0.7989051i Traj_4 Sim_9 TrajSim_4_9
#>
#> [[9]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.71827 14.32578 0.02 0.02 27.71827+14.32578i
#> 3 27.19312 14.97786 0.04 0.04 27.19312+14.97786i
#> 4 26.67064 15.66045 0.06 0.06 26.67064+15.66045i
#> 5 26.39751 16.40274 0.08 0.08 26.39751+16.40274i
#> 6 25.87496 17.09900 0.10 0.10 25.87496+17.09900i
#> 7 25.32508 17.96357 0.12 0.12 25.32508+17.96357i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_9 TrajSim_5_9
#> 2 -0.5717261+0.7477764i Traj_5 Sim_9 TrajSim_5_9
#> 3 -0.5251553+0.6520793i Traj_5 Sim_9 TrajSim_5_9
#> 4 -0.5224823+0.6825962i Traj_5 Sim_9 TrajSim_5_9
#> 5 -0.2731259+0.7422893i Traj_5 Sim_9 TrajSim_5_9
#> 6 -0.5225520+0.6962541i Traj_5 Sim_9 TrajSim_5_9
#> 7 -0.5498749+0.8645765i Traj_5 Sim_9 TrajSim_5_9
#>
#> [[9]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.57789 14.57707 0.02 0.02 25.57789+14.57707i
#> 3 25.06830 15.43745 0.04 0.04 25.06830+15.43745i
#> 4 24.46228 16.37316 0.06 0.06 24.46228+16.37316i
#> 5 23.85964 17.26323 0.08 0.08 23.85964+17.26323i
#> 6 23.28927 18.22176 0.10 0.10 23.28927+18.22176i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_9 TrajSim_6_9
#> 2 -0.6201067+0.8790666i Traj_6 Sim_9 TrajSim_6_9
#> 3 -0.5095955+0.8603849i Traj_6 Sim_9 TrajSim_6_9
#> 4 -0.6060153+0.9357132i Traj_6 Sim_9 TrajSim_6_9
#> 5 -0.6026437+0.8900678i Traj_6 Sim_9 TrajSim_6_9
#> 6 -0.5703669+0.9585256i Traj_6 Sim_9 TrajSim_6_9
#>
#> [[9]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.55425 15.20232 0.02 0.02 27.55425+15.20232i
#> 3 28.61157 14.68444 0.04 0.04 28.61157+14.68444i
#> 4 29.79978 14.13140 0.06 0.06 29.79978+14.13140i
#> 5 30.77167 13.70316 0.08 0.08 30.77167+13.70316i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_9 TrajSim_7_9
#> 2 1.082247-0.2936843i Traj_7 Sim_9 TrajSim_7_9
#> 3 1.057326-0.5178744i Traj_7 Sim_9 TrajSim_7_9
#> 4 1.188210-0.5530449i Traj_7 Sim_9 TrajSim_7_9
#> 5 0.971886-0.4282397i Traj_7 Sim_9 TrajSim_7_9
#>
#> [[9]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.87072 8.568871 0.02 0.02 12.87072+8.568871i
#> 3 12.55842 8.288406 0.04 0.04 12.55842+8.288406i
#> 4 12.24656 8.018637 0.06 0.06 12.24656+8.018637i
#> 5 11.98653 7.699934 0.08 0.08 11.98653+7.699934i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_9 TrajSim_8_9
#> 2 -0.3472846-0.1831288i Traj_8 Sim_9 TrajSim_8_9
#> 3 -0.3122912-0.2804656i Traj_8 Sim_9 TrajSim_8_9
#> 4 -0.3118687-0.2697690i Traj_8 Sim_9 TrajSim_8_9
#> 5 -0.2600214-0.3187024i Traj_8 Sim_9 TrajSim_8_9
#>
#> [[9]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.05319 9.125787 0.02 0.02 15.05319+ 9.125787i
#> 3 14.53443 10.032530 0.04 0.04 14.53443+10.032530i
#> 4 14.08683 10.944965 0.06 0.06 14.08683+10.944965i
#> 5 13.81345 11.859475 0.08 0.08 13.81345+11.859475i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_9 TrajSim_9_9
#> 2 -0.5848102+0.9617874i Traj_9 Sim_9 TrajSim_9_9
#> 3 -0.5187603+0.9067426i Traj_9 Sim_9 TrajSim_9_9
#> 4 -0.4475954+0.9124352i Traj_9 Sim_9 TrajSim_9_9
#> 5 -0.2733829+0.9145094i Traj_9 Sim_9 TrajSim_9_9
#>
#> [[9]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.22290 7.493934 0.02 0.02 14.22290+ 7.493934i
#> 3 13.79956 8.340691 0.04 0.04 13.79956+ 8.340691i
#> 4 13.37634 9.175319 0.06 0.06 13.37634+ 9.175319i
#> 5 12.75157 9.886084 0.08 0.08 12.75157+ 9.886084i
#> 6 12.23505 10.687453 0.10 0.10 12.23505+10.687453i
#> 7 11.67091 11.352736 0.12 0.12 11.67091+11.352736i
#> 8 11.12788 12.224399 0.14 0.14 11.12788+12.224399i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_9 TrajSim_10_9
#> 2 -0.4750964+0.6959339i Traj_10 Sim_9 TrajSim_10_9
#> 3 -0.4233445+0.8467568i Traj_10 Sim_9 TrajSim_10_9
#> 4 -0.4232233+0.8346286i Traj_10 Sim_9 TrajSim_10_9
#> 5 -0.6247650+0.7107646i Traj_10 Sim_9 TrajSim_10_9
#> 6 -0.5165172+0.8013695i Traj_10 Sim_9 TrajSim_10_9
#> 7 -0.5641457+0.6652827i Traj_10 Sim_9 TrajSim_10_9
#> 8 -0.5430309+0.8716629i Traj_10 Sim_9 TrajSim_10_9
#>
#> [[9]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.60284 8.322127 0.02 0.02 11.60284+ 8.322127i
#> 3 11.24261 9.273566 0.04 0.04 11.24261+ 9.273566i
#> 4 10.84075 10.237635 0.06 0.06 10.84075+10.237635i
#> 5 10.48052 11.107640 0.08 0.08 10.48052+11.107640i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_9 TrajSim_11_9
#> 2 -0.4031630+1.0061265i Traj_11 Sim_9 TrajSim_11_9
#> 3 -0.3602256+0.9514393i Traj_11 Sim_9 TrajSim_11_9
#> 4 -0.4018591+0.9640694i Traj_11 Sim_9 TrajSim_11_9
#> 5 -0.3602305+0.8700052i Traj_11 Sim_9 TrajSim_11_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.30230 14.62562 0.02 0.02 36.30230+14.62562i
#> 3 35.50934 15.17091 0.04 0.04 35.50934+15.17091i
#> 4 34.93773 15.91196 0.06 0.06 34.93773+15.91196i
#> 5 34.35245 16.50402 0.08 0.08 34.35245+16.50402i
#> 6 33.68577 17.15893 0.10 0.10 33.68577+17.15893i
#> 7 33.02430 17.83616 0.12 0.12 33.02430+17.83616i
#> 8 32.39914 18.46499 0.14 0.14 32.39914+18.46499i
#> 9 31.77966 19.04645 0.16 0.16 31.77966+19.04645i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 -0.5797039+0.5696214i Traj_1 Sim_10 TrajSim_1_10
#> 3 -0.7929568+0.5452923i Traj_1 Sim_10 TrajSim_1_10
#> 4 -0.5716067+0.7410480i Traj_1 Sim_10 TrajSim_1_10
#> 5 -0.5852816+0.5920557i Traj_1 Sim_10 TrajSim_1_10
#> 6 -0.6666801+0.6549106i Traj_1 Sim_10 TrajSim_1_10
#> 7 -0.6614744+0.6772348i Traj_1 Sim_10 TrajSim_1_10
#> 8 -0.6251587+0.6288289i Traj_1 Sim_10 TrajSim_1_10
#> 9 -0.6194766+0.5814620i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.91334 14.28188 0.02 0.02 34.91334+14.28188i
#> 3 34.30220 14.94768 0.04 0.04 34.30220+14.94768i
#> 4 33.74279 15.63946 0.06 0.06 33.74279+15.63946i
#> 5 33.15102 16.27382 0.08 0.08 33.15102+16.27382i
#> 6 32.61697 16.98753 0.10 0.10 32.61697+16.98753i
#> 7 31.97817 17.60537 0.12 0.12 31.97817+17.60537i
#> 8 31.34045 18.25980 0.14 0.14 31.34045+18.25980i
#> 9 30.83253 18.86950 0.16 0.16 30.83253+18.86950i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 -0.6186611+0.7658831i Traj_2 Sim_10 TrajSim_2_10
#> 3 -0.6111368+0.6657982i Traj_2 Sim_10 TrajSim_2_10
#> 4 -0.5594078+0.6917823i Traj_2 Sim_10 TrajSim_2_10
#> 5 -0.5917767+0.6343575i Traj_2 Sim_10 TrajSim_2_10
#> 6 -0.5340438+0.7137131i Traj_2 Sim_10 TrajSim_2_10
#> 7 -0.6388032+0.6178327i Traj_2 Sim_10 TrajSim_2_10
#> 8 -0.6377158+0.6544369i Traj_2 Sim_10 TrajSim_2_10
#> 9 -0.5079211+0.6096993i Traj_2 Sim_10 TrajSim_2_10
#>
#> [[10]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.86254 14.89271 0.02 0.02 33.86254+14.89271i
#> 3 33.11800 15.71924 0.04 0.04 33.11800+15.71924i
#> 4 32.47776 16.48944 0.06 0.06 32.47776+16.48944i
#> 5 31.62806 17.37730 0.08 0.08 31.62806+17.37730i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_10 TrajSim_3_10
#> 2 -0.6854606+0.7927150i Traj_3 Sim_10 TrajSim_3_10
#> 3 -0.7445362+0.8265206i Traj_3 Sim_10 TrajSim_3_10
#> 4 -0.6402439+0.7701998i Traj_3 Sim_10 TrajSim_3_10
#> 5 -0.8497032+0.8878602i Traj_3 Sim_10 TrajSim_3_10
#>
#> [[10]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.65656 15.21748 0.02 0.02 31.65656+15.21748i
#> 3 30.99829 16.02982 0.04 0.04 30.99829+16.02982i
#> 4 30.54957 16.95712 0.06 0.06 30.54957+16.95712i
#> 5 29.93891 17.68038 0.08 0.08 29.93891+17.68038i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_10 TrajSim_4_10
#> 2 -0.6034418+0.6994776i Traj_4 Sim_10 TrajSim_4_10
#> 3 -0.6582691+0.8123470i Traj_4 Sim_10 TrajSim_4_10
#> 4 -0.4487168+0.9272990i Traj_4 Sim_10 TrajSim_4_10
#> 5 -0.6106626+0.7232573i Traj_4 Sim_10 TrajSim_4_10
#>
#> [[10]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 28.01010 14.29373 0.02 0.02 28.01010+14.29373i
#> 3 27.63924 15.11715 0.04 0.04 27.63924+15.11715i
#> 4 27.37178 15.80097 0.06 0.06 27.37178+15.80097i
#> 5 26.93311 16.59130 0.08 0.08 26.93311+16.59130i
#> 6 26.55811 17.35069 0.10 0.10 26.55811+17.35069i
#> 7 26.30799 18.11032 0.12 0.12 26.30799+18.11032i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_10 TrajSim_5_10
#> 2 -0.2799023+0.7157316i Traj_5 Sim_10 TrajSim_5_10
#> 3 -0.3708608+0.8234149i Traj_5 Sim_10 TrajSim_5_10
#> 4 -0.2674601+0.6838242i Traj_5 Sim_10 TrajSim_5_10
#> 5 -0.4386715+0.7903290i Traj_5 Sim_10 TrajSim_5_10
#> 6 -0.3749929+0.7593897i Traj_5 Sim_10 TrajSim_5_10
#> 7 -0.2501192+0.7596281i Traj_5 Sim_10 TrajSim_5_10
#>
#> [[10]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.66520 14.56304 0.02 0.02 25.66520+14.56304i
#> 3 25.04961 15.37496 0.04 0.04 25.04961+15.37496i
#> 4 24.71600 16.34192 0.06 0.06 24.71600+16.34192i
#> 5 24.10632 17.19612 0.08 0.08 24.10632+17.19612i
#> 6 23.54824 18.10426 0.10 0.10 23.54824+18.10426i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_10 TrajSim_6_10
#> 2 -0.5328019+0.8650399i Traj_6 Sim_10 TrajSim_6_10
#> 3 -0.6155896+0.8119248i Traj_6 Sim_10 TrajSim_6_10
#> 4 -0.3336104+0.9669527i Traj_6 Sim_10 TrajSim_6_10
#> 5 -0.6096756+0.8541996i Traj_6 Sim_10 TrajSim_6_10
#> 6 -0.5580791+0.9081448i Traj_6 Sim_10 TrajSim_6_10
#>
#> [[10]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.80370 15.07187 0.02 0.02 27.80370+15.07187i
#> 3 28.99813 14.52916 0.04 0.04 28.99813+14.52916i
#> 4 30.07009 13.98515 0.06 0.06 30.07009+13.98515i
#> 5 31.11148 13.50919 0.08 0.08 31.11148+13.50919i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_10 TrajSim_7_10
#> 2 1.331703-0.4241335i Traj_7 Sim_10 TrajSim_7_10
#> 3 1.194425-0.5427083i Traj_7 Sim_10 TrajSim_7_10
#> 4 1.071964-0.5440103i Traj_7 Sim_10 TrajSim_7_10
#> 5 1.041392-0.4759594i Traj_7 Sim_10 TrajSim_7_10
#>
#> [[10]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.96246 8.472983 0.02 0.02 12.96246+8.472983i
#> 3 12.80159 8.084653 0.04 0.04 12.80159+8.084653i
#> 4 12.57917 7.753195 0.06 0.06 12.57917+7.753195i
#> 5 12.37049 7.347221 0.08 0.08 12.37049+7.347221i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_10 TrajSim_8_10
#> 2 -0.2555422-0.2790171i Traj_8 Sim_10 TrajSim_8_10
#> 3 -0.1608703-0.3883296i Traj_8 Sim_10 TrajSim_8_10
#> 4 -0.2224172-0.3314588i Traj_8 Sim_10 TrajSim_8_10
#> 5 -0.2086791-0.4059735i Traj_8 Sim_10 TrajSim_8_10
#>
#> [[10]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.13137 9.061428 0.02 0.02 15.13137+ 9.061428i
#> 3 14.65398 10.009230 0.04 0.04 14.65398+10.009230i
#> 4 14.19958 10.907707 0.06 0.06 14.19958+10.907707i
#> 5 13.62322 11.846389 0.08 0.08 13.62322+11.846389i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_10 TrajSim_9_10
#> 2 -0.5066292+0.8974277i Traj_9 Sim_10 TrajSim_9_10
#> 3 -0.4773906+0.9478026i Traj_9 Sim_10 TrajSim_9_10
#> 4 -0.4544019+0.8984769i Traj_9 Sim_10 TrajSim_9_10
#> 5 -0.5763544+0.9386818i Traj_9 Sim_10 TrajSim_9_10
#>
#> [[10]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.23559 7.560156 0.02 0.02 14.23559+ 7.560156i
#> 3 13.67058 8.294926 0.04 0.04 13.67058+ 8.294926i
#> 4 13.17207 9.053275 0.06 0.06 13.17207+ 9.053275i
#> 5 12.54005 9.683983 0.08 0.08 12.54005+ 9.683983i
#> 6 12.05952 10.565998 0.10 0.10 12.05952+10.565998i
#> 7 11.48914 11.259142 0.12 0.12 11.48914+11.259142i
#> 8 10.86212 11.980480 0.14 0.14 10.86212+11.980480i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_10 TrajSim_10_10
#> 2 -0.4624059+0.7621562i Traj_10 Sim_10 TrajSim_10_10
#> 3 -0.5650184+0.7347695i Traj_10 Sim_10 TrajSim_10_10
#> 4 -0.4985046+0.7583492i Traj_10 Sim_10 TrajSim_10_10
#> 5 -0.6320209+0.6307085i Traj_10 Sim_10 TrajSim_10_10
#> 6 -0.4805312+0.8820151i Traj_10 Sim_10 TrajSim_10_10
#> 7 -0.5703793+0.6931433i Traj_10 Sim_10 TrajSim_10_10
#> 8 -0.6270185+0.7213386i Traj_10 Sim_10 TrajSim_10_10
#>
#> [[10]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.55951 8.380714 0.02 0.02 11.55951+ 8.380714i
#> 3 11.05940 9.457173 0.04 0.04 11.05940+ 9.457173i
#> 4 10.59926 10.518615 0.06 0.06 10.59926+10.518615i
#> 5 10.24201 11.467479 0.08 0.08 10.24201+11.467479i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_10 TrajSim_11_10
#> 2 -0.4464865+1.0647141i Traj_11 Sim_10 TrajSim_11_10
#> 3 -0.5001170+1.0764592i Traj_11 Sim_10 TrajSim_11_10
#> 4 -0.4601360+1.0614418i Traj_11 Sim_10 TrajSim_11_10
#> 5 -0.3572539+0.9488639i Traj_11 Sim_10 TrajSim_11_10
sim_constrained_mount <- simulate_track(sbMountTom, nsim = 100, model = "Constrained")
print(sim_constrained_mount[1:10])#> [[1]]
#> [[1]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.35036 14.75459 0.02 0.02 36.35036+14.75459i
#> 3 35.86654 15.53429 0.04 0.04 35.86654+15.53429i
#> 4 35.23730 16.20480 0.06 0.06 35.23730+16.20480i
#> 5 34.68057 16.90742 0.08 0.08 34.68057+16.90742i
#> 6 34.06983 17.39702 0.10 0.10 34.06983+17.39702i
#> 7 33.41984 17.96209 0.12 0.12 33.41984+17.96209i
#> 8 32.77579 18.46921 0.14 0.14 32.77579+18.46921i
#> 9 32.18884 19.02781 0.16 0.16 32.18884+19.02781i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_1 TrajSim_1_1
#> 2 -0.5316384+0.6985935i Traj_1 Sim_1 TrajSim_1_1
#> 3 -0.4838259+0.7797006i Traj_1 Sim_1 TrajSim_1_1
#> 4 -0.6292338+0.6705014i Traj_1 Sim_1 TrajSim_1_1
#> 5 -0.5567325+0.7026212i Traj_1 Sim_1 TrajSim_1_1
#> 6 -0.6107361+0.4896008i Traj_1 Sim_1 TrajSim_1_1
#> 7 -0.6499919+0.5650746i Traj_1 Sim_1 TrajSim_1_1
#> 8 -0.6440530+0.5071149i Traj_1 Sim_1 TrajSim_1_1
#> 9 -0.5869462+0.5586058i Traj_1 Sim_1 TrajSim_1_1
#>
#> [[1]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.89392 14.31102 0.02 0.02 34.89392+14.31102i
#> 3 34.10537 15.01620 0.04 0.04 34.10537+15.01620i
#> 4 33.39717 15.63637 0.06 0.06 33.39717+15.63637i
#> 5 32.69208 16.20735 0.08 0.08 32.69208+16.20735i
#> 6 31.88684 16.79748 0.10 0.10 31.88684+16.79748i
#> 7 31.22848 17.40829 0.12 0.12 31.22848+17.40829i
#> 8 30.49727 18.06669 0.14 0.14 30.49727+18.06669i
#> 9 29.67052 18.72854 0.16 0.16 29.67052+18.72854i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_1 TrajSim_2_1
#> 2 -0.6380829+0.7950237i Traj_2 Sim_1 TrajSim_2_1
#> 3 -0.7885464+0.7051744i Traj_2 Sim_1 TrajSim_2_1
#> 4 -0.7082047+0.6201680i Traj_2 Sim_1 TrajSim_2_1
#> 5 -0.7050867+0.5709862i Traj_2 Sim_1 TrajSim_2_1
#> 6 -0.8052417+0.5901287i Traj_2 Sim_1 TrajSim_2_1
#> 7 -0.6583590+0.6108052i Traj_2 Sim_1 TrajSim_2_1
#> 8 -0.7312042+0.6584084i Traj_2 Sim_1 TrajSim_2_1
#> 9 -0.8267576+0.6618484i Traj_2 Sim_1 TrajSim_2_1
#>
#> [[1]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.84442 14.86324 0.02 0.02 33.84442+14.86324i
#> 3 32.93738 15.90141 0.04 0.04 32.93738+15.90141i
#> 4 32.33164 16.82707 0.06 0.06 32.33164+16.82707i
#> 5 31.70902 17.73196 0.08 0.08 31.70902+17.73196i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_1 TrajSim_3_1
#> 2 -0.7035835+0.7632397i Traj_3 Sim_1 TrajSim_3_1
#> 3 -0.9070403+1.0381735i Traj_3 Sim_1 TrajSim_3_1
#> 4 -0.6057410+0.9256615i Traj_3 Sim_1 TrajSim_3_1
#> 5 -0.6226106+0.9048874i Traj_3 Sim_1 TrajSim_3_1
#>
#> [[1]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.74354 15.24746 0.02 0.02 31.74354+15.24746i
#> 3 31.06660 15.95143 0.04 0.04 31.06660+15.95143i
#> 4 30.41084 16.74947 0.06 0.06 30.41084+16.74947i
#> 5 29.66703 17.58279 0.08 0.08 29.66703+17.58279i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_1 TrajSim_4_1
#> 2 -0.5164622+0.7294582i Traj_4 Sim_1 TrajSim_4_1
#> 3 -0.6769407+0.7039738i Traj_4 Sim_1 TrajSim_4_1
#> 4 -0.6557566+0.7980344i Traj_4 Sim_1 TrajSim_4_1
#> 5 -0.7438076+0.8333190i Traj_4 Sim_1 TrajSim_4_1
#>
#> [[1]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.85307 14.32770 0.02 0.02 27.85307+14.32770i
#> 3 27.30486 15.00736 0.04 0.04 27.30486+15.00736i
#> 4 26.77078 15.71643 0.06 0.06 26.77078+15.71643i
#> 5 26.22244 16.35111 0.08 0.08 26.22244+16.35111i
#> 6 25.56729 17.04154 0.10 0.10 25.56729+17.04154i
#> 7 25.01768 17.53293 0.12 0.12 25.01768+17.53293i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_1 TrajSim_5_1
#> 2 -0.4369267+0.7497044i Traj_5 Sim_1 TrajSim_5_1
#> 3 -0.5482157+0.6796558i Traj_5 Sim_1 TrajSim_5_1
#> 4 -0.5340796+0.7090688i Traj_5 Sim_1 TrajSim_5_1
#> 5 -0.5483379+0.6346766i Traj_5 Sim_1 TrajSim_5_1
#> 6 -0.6551497+0.6904326i Traj_5 Sim_1 TrajSim_5_1
#> 7 -0.5496084+0.4913939i Traj_5 Sim_1 TrajSim_5_1
#>
#> [[1]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.69656 14.68516 0.02 0.02 25.69656+14.68516i
#> 3 25.29042 15.66902 0.04 0.04 25.29042+15.66902i
#> 4 24.87245 16.78082 0.06 0.06 24.87245+16.78082i
#> 5 24.35308 17.78995 0.08 0.08 24.35308+17.78995i
#> 6 23.77497 18.74445 0.10 0.10 23.77497+18.74445i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_1 TrajSim_6_1
#> 2 -0.5014376+0.9871629i Traj_6 Sim_1 TrajSim_6_1
#> 3 -0.4061434+0.9838588i Traj_6 Sim_1 TrajSim_6_1
#> 4 -0.4179731+1.1118024i Traj_6 Sim_1 TrajSim_6_1
#> 5 -0.5193619+1.0091264i Traj_6 Sim_1 TrajSim_6_1
#> 6 -0.5781127+0.9545006i Traj_6 Sim_1 TrajSim_6_1
#>
#> [[1]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.80494 15.05038 0.02 0.02 27.80494+15.05038i
#> 3 28.93119 14.71885 0.04 0.04 28.93119+14.71885i
#> 4 30.28910 14.34283 0.06 0.06 30.28910+14.34283i
#> 5 31.58613 14.05113 0.08 0.08 31.58613+14.05113i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_1 TrajSim_7_1
#> 2 1.332939-0.4456224i Traj_7 Sim_1 TrajSim_7_1
#> 3 1.126249-0.3315301i Traj_7 Sim_1 TrajSim_7_1
#> 4 1.357911-0.3760162i Traj_7 Sim_1 TrajSim_7_1
#> 5 1.297031-0.2917061i Traj_7 Sim_1 TrajSim_7_1
#>
#> [[1]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.07430 8.319319 0.02 0.02 13.07430+8.319319i
#> 3 12.88134 7.926114 0.04 0.04 12.88134+7.926114i
#> 4 12.74274 7.552819 0.06 0.06 12.74274+7.552819i
#> 5 12.58157 7.200780 0.08 0.08 12.58157+7.200780i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_1 TrajSim_8_1
#> 2 -0.1436953-0.4326812i Traj_8 Sim_1 TrajSim_8_1
#> 3 -0.1929654-0.3932047i Traj_8 Sim_1 TrajSim_8_1
#> 4 -0.1385982-0.3732948i Traj_8 Sim_1 TrajSim_8_1
#> 5 -0.1611681-0.3520391i Traj_8 Sim_1 TrajSim_8_1
#>
#> [[1]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.29443 9.195049 0.02 0.02 15.29443+ 9.195049i
#> 3 14.90549 10.240577 0.04 0.04 14.90549+10.240577i
#> 4 14.39072 11.179735 0.06 0.06 14.39072+11.179735i
#> 5 13.90961 12.068510 0.08 0.08 13.90961+12.068510i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_1 TrajSim_9_1
#> 2 -0.3435673+1.0310489i Traj_9 Sim_1 TrajSim_9_1
#> 3 -0.3889397+1.0455279i Traj_9 Sim_1 TrajSim_9_1
#> 4 -0.5147771+0.9391587i Traj_9 Sim_1 TrajSim_9_1
#> 5 -0.4811022+0.8887744i Traj_9 Sim_1 TrajSim_9_1
#>
#> [[1]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.24450 7.540813 0.02 0.02 14.24450+ 7.540813i
#> 3 13.62902 8.326699 0.04 0.04 13.62902+ 8.326699i
#> 4 13.07422 9.038409 0.06 0.06 13.07422+ 9.038409i
#> 5 12.47441 9.783871 0.08 0.08 12.47441+ 9.783871i
#> 6 11.96510 10.503413 0.10 0.10 11.96510+10.503413i
#> 7 11.53297 11.280815 0.12 0.12 11.53297+11.280815i
#> 8 11.09380 12.059578 0.14 0.14 11.09380+12.059578i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_1 TrajSim_10_1
#> 2 -0.4535044+0.7428133i Traj_10 Sim_1 TrajSim_10_1
#> 3 -0.6154782+0.7858856i Traj_10 Sim_1 TrajSim_10_1
#> 4 -0.5547936+0.7117103i Traj_10 Sim_1 TrajSim_10_1
#> 5 -0.5998106+0.7454620i Traj_10 Sim_1 TrajSim_10_1
#> 6 -0.5093179+0.7195419i Traj_10 Sim_1 TrajSim_10_1
#> 7 -0.4321232+0.7774021i Traj_10 Sim_1 TrajSim_10_1
#> 8 -0.4391748+0.7787628i Traj_10 Sim_1 TrajSim_10_1
#>
#> [[1]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.52887 8.370303 0.02 0.02 11.52887+ 8.370303i
#> 3 11.13351 9.390092 0.04 0.04 11.13351+ 9.390092i
#> 4 10.77067 10.553284 0.06 0.06 10.77067+10.553284i
#> 5 10.53142 11.515396 0.08 0.08 10.53142+11.515396i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_1 TrajSim_11_1
#> 2 -0.4771283+1.0543033i Traj_11 Sim_1 TrajSim_11_1
#> 3 -0.3953663+1.0197885i Traj_11 Sim_1 TrajSim_11_1
#> 4 -0.3628358+1.1631924i Traj_11 Sim_1 TrajSim_11_1
#> 5 -0.2392447+0.9621114i Traj_11 Sim_1 TrajSim_11_1
#>
#>
#> [[2]]
#> [[2]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.14842 14.60919 0.02 0.02 36.14842+14.60919i
#> 3 35.43674 15.00114 0.04 0.04 35.43674+15.00114i
#> 4 34.66403 15.44083 0.06 0.06 34.66403+15.44083i
#> 5 33.84384 15.82450 0.08 0.08 33.84384+15.82450i
#> 6 33.06760 16.29164 0.10 0.10 33.06760+16.29164i
#> 7 32.43760 16.80383 0.12 0.12 32.43760+16.80383i
#> 8 31.83886 17.35563 0.14 0.14 31.83886+17.35563i
#> 9 31.12523 17.84576 0.16 0.16 31.12523+17.84576i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_2 TrajSim_1_2
#> 2 -0.7335846+0.5531942i Traj_1 Sim_2 TrajSim_1_2
#> 3 -0.7116761+0.3919422i Traj_1 Sim_2 TrajSim_1_2
#> 4 -0.7727137+0.4396927i Traj_1 Sim_2 TrajSim_1_2
#> 5 -0.8201846+0.3836733i Traj_1 Sim_2 TrajSim_1_2
#> 6 -0.7762450+0.4671352i Traj_1 Sim_2 TrajSim_1_2
#> 7 -0.6299922+0.5121921i Traj_1 Sim_2 TrajSim_1_2
#> 8 -0.5987411+0.5518023i Traj_1 Sim_2 TrajSim_1_2
#> 9 -0.7136362+0.4901284i Traj_1 Sim_2 TrajSim_1_2
#>
#> [[2]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 35.08064 14.32390 0.02 0.02 35.08064+14.32390i
#> 3 34.56456 15.06676 0.04 0.04 34.56456+15.06676i
#> 4 34.02940 15.88028 0.06 0.06 34.02940+15.88028i
#> 5 33.56749 17.03021 0.08 0.08 33.56749+17.03021i
#> 6 33.25706 17.85474 0.10 0.10 33.25706+17.85474i
#> 7 32.89575 18.68073 0.12 0.12 32.89575+18.68073i
#> 8 32.47080 19.71442 0.14 0.14 32.47080+19.71442i
#> 9 32.00911 20.54688 0.16 0.16 32.00911+20.54688i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_2 TrajSim_2_2
#> 2 -0.4513581+0.8079012i Traj_2 Sim_2 TrajSim_2_2
#> 3 -0.5160827+0.7428538i Traj_2 Sim_2 TrajSim_2_2
#> 4 -0.5351604+0.8135237i Traj_2 Sim_2 TrajSim_2_2
#> 5 -0.4619077+1.1499320i Traj_2 Sim_2 TrajSim_2_2
#> 6 -0.3104300+0.8245249i Traj_2 Sim_2 TrajSim_2_2
#> 7 -0.3613156+0.8259971i Traj_2 Sim_2 TrajSim_2_2
#> 8 -0.4249419+1.0336836i Traj_2 Sim_2 TrajSim_2_2
#> 9 -0.4616892+0.8324607i Traj_2 Sim_2 TrajSim_2_2
#>
#> [[2]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.76831 14.99458 0.02 0.02 33.76831+14.99458i
#> 3 32.93214 15.90899 0.04 0.04 32.93214+15.90899i
#> 4 32.04919 16.88985 0.06 0.06 32.04919+16.88985i
#> 5 31.35303 17.77808 0.08 0.08 31.35303+17.77808i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_2 TrajSim_3_2
#> 2 -0.7796920+0.8945765i Traj_3 Sim_2 TrajSim_3_2
#> 3 -0.8361711+0.9144185i Traj_3 Sim_2 TrajSim_3_2
#> 4 -0.8829429+0.9808558i Traj_3 Sim_2 TrajSim_3_2
#> 5 -0.6961659+0.8882257i Traj_3 Sim_2 TrajSim_3_2
#>
#> [[2]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.58086 15.21891 0.02 0.02 31.58086+15.21891i
#> 3 30.88233 15.88844 0.04 0.04 30.88233+15.88844i
#> 4 30.01099 16.43348 0.06 0.06 30.01099+16.43348i
#> 5 29.11212 17.09250 0.08 0.08 29.11212+17.09250i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_2 TrajSim_4_2
#> 2 -0.6791426+0.7009114i Traj_4 Sim_2 TrajSim_4_2
#> 3 -0.6985233+0.6695321i Traj_4 Sim_2 TrajSim_4_2
#> 4 -0.8713418+0.5450331i Traj_4 Sim_2 TrajSim_4_2
#> 5 -0.8988699+0.6590284i Traj_4 Sim_2 TrajSim_4_2
#>
#> [[2]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.97362 14.30897 0.02 0.02 27.97362+14.30897i
#> 3 27.81756 15.09828 0.04 0.04 27.81756+15.09828i
#> 4 27.61183 15.79115 0.06 0.06 27.61183+15.79115i
#> 5 27.35204 16.76320 0.08 0.08 27.35204+16.76320i
#> 6 27.16185 17.42931 0.10 0.10 27.16185+17.42931i
#> 7 26.91078 18.23292 0.12 0.12 26.91078+18.23292i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_2 TrajSim_5_2
#> 2 -0.3163805+0.7309661i Traj_5 Sim_2 TrajSim_5_2
#> 3 -0.1560625+0.7893128i Traj_5 Sim_2 TrajSim_5_2
#> 4 -0.2057280+0.6928699i Traj_5 Sim_2 TrajSim_5_2
#> 5 -0.2597895+0.9720510i Traj_5 Sim_2 TrajSim_5_2
#> 6 -0.1901913+0.6661067i Traj_5 Sim_2 TrajSim_5_2
#> 7 -0.2510667+0.8036096i Traj_5 Sim_2 TrajSim_5_2
#>
#> [[2]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.58644 14.72417 0.02 0.02 25.58644+14.72417i
#> 3 24.99220 15.68345 0.04 0.04 24.99220+15.68345i
#> 4 24.31390 16.43093 0.06 0.06 24.31390+16.43093i
#> 5 23.56826 17.22188 0.08 0.08 23.56826+17.22188i
#> 6 22.71063 17.79606 0.10 0.10 22.71063+17.79606i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_2 TrajSim_6_2
#> 2 -0.6115634+1.0261749i Traj_6 Sim_2 TrajSim_6_2
#> 3 -0.5942400+0.9592738i Traj_6 Sim_2 TrajSim_6_2
#> 4 -0.6783014+0.7474804i Traj_6 Sim_2 TrajSim_6_2
#> 5 -0.7456398+0.7909515i Traj_6 Sim_2 TrajSim_6_2
#> 6 -0.8576241+0.5741745i Traj_6 Sim_2 TrajSim_6_2
#>
#> [[2]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.79260 14.89781 0.02 0.02 27.79260+14.89781i
#> 3 29.00598 14.34170 0.04 0.04 29.00598+14.34170i
#> 4 30.02591 13.91939 0.06 0.06 30.02591+13.91939i
#> 5 31.27734 13.45581 0.08 0.08 31.27734+13.45581i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_2 TrajSim_7_2
#> 2 1.320600-0.5981942i Traj_7 Sim_2 TrajSim_7_2
#> 3 1.213376-0.5561089i Traj_7 Sim_2 TrajSim_7_2
#> 4 1.019939-0.4223072i Traj_7 Sim_2 TrajSim_7_2
#> 5 1.251428-0.4635770i Traj_7 Sim_2 TrajSim_7_2
#>
#> [[2]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.01425 8.388479 0.02 0.02 13.01425+8.388479i
#> 3 12.83059 8.022741 0.04 0.04 12.83059+8.022741i
#> 4 12.75751 7.546893 0.06 0.06 12.75751+7.546893i
#> 5 12.80427 7.094200 0.08 0.08 12.80427+7.094200i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_8 Sim_2 TrajSim_8_2
#> 2 -0.20375004-0.3635207i Traj_8 Sim_2 TrajSim_8_2
#> 3 -0.18366287-0.3657388i Traj_8 Sim_2 TrajSim_8_2
#> 4 -0.07307764-0.4758478i Traj_8 Sim_2 TrajSim_8_2
#> 5 0.04676327-0.4526930i Traj_8 Sim_2 TrajSim_8_2
#>
#> [[2]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.16400 0.00 0.00 15.63800+ 8.16400i
#> 2 15.19968 9.05335 0.02 0.02 15.19968+ 9.05335i
#> 3 14.79963 10.00466 0.04 0.04 14.79963+10.00466i
#> 4 14.37658 10.97716 0.06 0.06 14.37658+10.97716i
#> 5 13.92559 11.92074 0.08 0.08 13.92559+11.92074i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_2 TrajSim_9_2
#> 2 -0.4383231+0.8893498i Traj_9 Sim_2 TrajSim_9_2
#> 3 -0.4000470+0.9513127i Traj_9 Sim_2 TrajSim_9_2
#> 4 -0.4230509+0.9725024i Traj_9 Sim_2 TrajSim_9_2
#> 5 -0.4509898+0.9435732i Traj_9 Sim_2 TrajSim_9_2
#>
#> [[2]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.26799 7.457665 0.02 0.02 14.26799+ 7.457665i
#> 3 13.78243 8.089457 0.04 0.04 13.78243+ 8.089457i
#> 4 13.30536 8.826465 0.06 0.06 13.30536+ 8.826465i
#> 5 12.80992 9.689110 0.08 0.08 12.80992+ 9.689110i
#> 6 12.29056 10.466652 0.10 0.10 12.29056+10.466652i
#> 7 11.78613 11.141640 0.12 0.12 11.78613+11.141640i
#> 8 11.22964 11.990567 0.14 0.14 11.22964+11.990567i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_2 TrajSim_10_2
#> 2 -0.4300088+0.6596646i Traj_10 Sim_2 TrajSim_10_2
#> 3 -0.4855636+0.6317919i Traj_10 Sim_2 TrajSim_10_2
#> 4 -0.4770689+0.7370089i Traj_10 Sim_2 TrajSim_10_2
#> 5 -0.4954378+0.8626448i Traj_10 Sim_2 TrajSim_10_2
#> 6 -0.5193563+0.7775419i Traj_10 Sim_2 TrajSim_10_2
#> 7 -0.5044395+0.6749877i Traj_10 Sim_2 TrajSim_10_2
#> 8 -0.5564878+0.8489273i Traj_10 Sim_2 TrajSim_10_2
#>
#> [[2]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.71368 8.331776 0.02 0.02 11.71368+ 8.331776i
#> 3 11.45226 9.214616 0.04 0.04 11.45226+ 9.214616i
#> 4 11.24590 10.202261 0.06 0.06 11.24590+10.202261i
#> 5 11.10077 11.132868 0.08 0.08 11.10077+11.132868i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_2 TrajSim_11_2
#> 2 -0.2923241+1.0157765i Traj_11 Sim_2 TrajSim_11_2
#> 3 -0.2614195+0.8828400i Traj_11 Sim_2 TrajSim_11_2
#> 4 -0.2063531+0.9876443i Traj_11 Sim_2 TrajSim_11_2
#> 5 -0.1451382+0.9306072i Traj_11 Sim_2 TrajSim_11_2
#>
#>
#> [[3]]
#> [[3]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.33602 14.77107 0.02 0.02 36.33602+14.77107i
#> 3 35.77501 15.52460 0.04 0.04 35.77501+15.52460i
#> 4 35.28399 16.31781 0.06 0.06 35.28399+16.31781i
#> 5 34.90604 17.13477 0.08 0.08 34.90604+17.13477i
#> 6 34.62584 17.94902 0.10 0.10 34.62584+17.94902i
#> 7 34.35421 18.80830 0.12 0.12 34.35421+18.80830i
#> 8 34.14667 19.61053 0.14 0.14 34.14667+19.61053i
#> 9 33.91072 20.45873 0.16 0.16 33.91072+20.45873i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_3 TrajSim_1_3
#> 2 -0.5459836+0.7150686i Traj_1 Sim_3 TrajSim_1_3
#> 3 -0.5610088+0.7535362i Traj_1 Sim_3 TrajSim_1_3
#> 4 -0.4910175+0.7932055i Traj_1 Sim_3 TrajSim_1_3
#> 5 -0.3779506+0.8169609i Traj_1 Sim_3 TrajSim_1_3
#> 6 -0.2801977+0.8142467i Traj_1 Sim_3 TrajSim_1_3
#> 7 -0.2716290+0.8592814i Traj_1 Sim_3 TrajSim_1_3
#> 8 -0.2075415+0.8022331i Traj_1 Sim_3 TrajSim_1_3
#> 9 -0.2359479+0.8481983i Traj_1 Sim_3 TrajSim_1_3
#>
#> [[3]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.86562 14.25857 0.02 0.02 34.86562+14.25857i
#> 3 34.24626 14.82503 0.04 0.04 34.24626+14.82503i
#> 4 33.62817 15.43098 0.06 0.06 33.62817+15.43098i
#> 5 33.04156 16.08231 0.08 0.08 33.04156+16.08231i
#> 6 32.53435 16.94764 0.10 0.10 32.53435+16.94764i
#> 7 32.09491 17.84997 0.12 0.12 32.09491+17.84997i
#> 8 31.73838 18.81629 0.14 0.14 31.73838+18.81629i
#> 9 31.52079 19.66626 0.16 0.16 31.52079+19.66626i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_3 TrajSim_2_3
#> 2 -0.6663834+0.7425707i Traj_2 Sim_3 TrajSim_2_3
#> 3 -0.6193608+0.5664622i Traj_2 Sim_3 TrajSim_2_3
#> 4 -0.6180865+0.6059436i Traj_2 Sim_3 TrajSim_2_3
#> 5 -0.5866080+0.6513355i Traj_2 Sim_3 TrajSim_2_3
#> 6 -0.5072103+0.8653236i Traj_2 Sim_3 TrajSim_2_3
#> 7 -0.4394403+0.9023320i Traj_2 Sim_3 TrajSim_2_3
#> 8 -0.3565276+0.9663251i Traj_2 Sim_3 TrajSim_2_3
#> 9 -0.2175905+0.8499714i Traj_2 Sim_3 TrajSim_2_3
#>
#> [[3]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.64733 14.98035 0.02 0.02 33.64733+14.98035i
#> 3 32.79139 15.80293 0.04 0.04 32.79139+15.80293i
#> 4 32.02469 16.49455 0.06 0.06 32.02469+16.49455i
#> 5 31.20235 17.24692 0.08 0.08 31.20235+17.24692i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_3 TrajSim_3_3
#> 2 -0.9006718+0.8803541i Traj_3 Sim_3 TrajSim_3_3
#> 3 -0.8559359+0.8225777i Traj_3 Sim_3 TrajSim_3_3
#> 4 -0.7667055+0.6916195i Traj_3 Sim_3 TrajSim_3_3
#> 5 -0.8223361+0.7523667i Traj_3 Sim_3 TrajSim_3_3
#>
#> [[3]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.69129 15.30795 0.02 0.02 31.69129+15.30795i
#> 3 31.16886 16.19515 0.04 0.04 31.16886+16.19515i
#> 4 30.71151 16.99952 0.06 0.06 30.71151+16.99952i
#> 5 30.16489 17.89617 0.08 0.08 30.16489+17.89617i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_3 TrajSim_4_3
#> 2 -0.5687111+0.7899511i Traj_4 Sim_3 TrajSim_4_3
#> 3 -0.5224310+0.8871960i Traj_4 Sim_3 TrajSim_4_3
#> 4 -0.4573446+0.8043724i Traj_4 Sim_3 TrajSim_4_3
#> 5 -0.5466205+0.8966525i Traj_4 Sim_3 TrajSim_4_3
#>
#> [[3]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.92023 14.26773 0.02 0.02 27.92023+14.26773i
#> 3 27.55615 14.92868 0.04 0.04 27.55615+14.92868i
#> 4 27.11315 15.61758 0.06 0.06 27.11315+15.61758i
#> 5 26.66661 16.35968 0.08 0.08 26.66661+16.35968i
#> 6 26.20385 17.27687 0.10 0.10 26.20385+17.27687i
#> 7 25.85264 17.80696 0.12 0.12 25.85264+17.80696i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_3 TrajSim_5_3
#> 2 -0.3697730+0.6897254i Traj_5 Sim_3 TrajSim_5_3
#> 3 -0.3640730+0.6609579i Traj_5 Sim_3 TrajSim_5_3
#> 4 -0.4430080+0.6888963i Traj_5 Sim_3 TrajSim_5_3
#> 5 -0.4465340+0.7420973i Traj_5 Sim_3 TrajSim_5_3
#> 6 -0.4627640+0.9171909i Traj_5 Sim_3 TrajSim_5_3
#> 7 -0.3512053+0.5300930i Traj_5 Sim_3 TrajSim_5_3
#>
#> [[3]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.66842 14.68141 0.02 0.02 25.66842+14.68141i
#> 3 25.08271 15.60221 0.04 0.04 25.08271+15.60221i
#> 4 24.65174 16.55824 0.06 0.06 24.65174+16.55824i
#> 5 24.13905 17.53770 0.08 0.08 24.13905+17.53770i
#> 6 23.69258 18.62933 0.10 0.10 23.69258+18.62933i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_3 TrajSim_6_3
#> 2 -0.5295761+0.9834150i Traj_6 Sim_3 TrajSim_6_3
#> 3 -0.5857098+0.9207965i Traj_6 Sim_3 TrajSim_6_3
#> 4 -0.4309719+0.9560262i Traj_6 Sim_3 TrajSim_6_3
#> 5 -0.5126929+0.9794612i Traj_6 Sim_3 TrajSim_6_3
#> 6 -0.4464656+1.0916266i Traj_6 Sim_3 TrajSim_6_3
#>
#> [[3]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.61270 15.02787 0.02 0.02 27.61270+15.02787i
#> 3 28.70893 14.60683 0.04 0.04 28.70893+14.60683i
#> 4 29.61293 14.28754 0.06 0.06 29.61293+14.28754i
#> 5 30.70670 13.92050 0.08 0.08 30.70670+13.92050i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_3 TrajSim_7_3
#> 2 1.1406958-0.4681309i Traj_7 Sim_3 TrajSim_7_3
#> 3 1.0962316-0.4210346i Traj_7 Sim_3 TrajSim_7_3
#> 4 0.9040036-0.3192989i Traj_7 Sim_3 TrajSim_7_3
#> 5 1.0937724-0.3670353i Traj_7 Sim_3 TrajSim_7_3
#>
#> [[3]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.02652 8.402750 0.02 0.02 13.02652+8.402750i
#> 3 12.92574 8.023129 0.04 0.04 12.92574+8.023129i
#> 4 12.70300 7.691630 0.06 0.06 12.70300+7.691630i
#> 5 12.57154 7.267523 0.08 0.08 12.57154+7.267523i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_3 TrajSim_8_3
#> 2 -0.1914830-0.3492504i Traj_8 Sim_3 TrajSim_8_3
#> 3 -0.1007735-0.3796202i Traj_8 Sim_3 TrajSim_8_3
#> 4 -0.2227484-0.3314996i Traj_8 Sim_3 TrajSim_8_3
#> 5 -0.1314551-0.4241068i Traj_8 Sim_3 TrajSim_8_3
#>
#> [[3]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.16400 0.00 0.00 15.63800+ 8.16400i
#> 2 15.20234 9.13882 0.02 0.02 15.20234+ 9.13882i
#> 3 14.71098 10.04693 0.04 0.04 14.71098+10.04693i
#> 4 14.29681 10.90228 0.06 0.06 14.29681+10.90228i
#> 5 13.96743 11.91486 0.08 0.08 13.96743+11.91486i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_3 TrajSim_9_3
#> 2 -0.4356561+0.9748200i Traj_9 Sim_3 TrajSim_9_3
#> 3 -0.4913658+0.9081147i Traj_9 Sim_3 TrajSim_9_3
#> 4 -0.4141665+0.8553468i Traj_9 Sim_3 TrajSim_9_3
#> 5 -0.3293777+1.0125757i Traj_9 Sim_3 TrajSim_9_3
#>
#> [[3]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.14335 7.465726 0.02 0.02 14.14335+ 7.465726i
#> 3 13.67700 8.203928 0.04 0.04 13.67700+ 8.203928i
#> 4 13.11001 9.052243 0.06 0.06 13.11001+ 9.052243i
#> 5 12.65875 9.909462 0.08 0.08 12.65875+ 9.909462i
#> 6 12.24428 10.691918 0.10 0.10 12.24428+10.691918i
#> 7 11.91701 11.516098 0.12 0.12 11.91701+11.516098i
#> 8 11.57805 12.379511 0.14 0.14 11.57805+12.379511i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_3 TrajSim_10_3
#> 2 -0.5546536+0.6677260i Traj_10 Sim_3 TrajSim_10_3
#> 3 -0.4663472+0.7382020i Traj_10 Sim_3 TrajSim_10_3
#> 4 -0.5669869+0.8483153i Traj_10 Sim_3 TrajSim_10_3
#> 5 -0.4512589+0.8572187i Traj_10 Sim_3 TrajSim_10_3
#> 6 -0.4144734+0.7824557i Traj_10 Sim_3 TrajSim_10_3
#> 7 -0.3272678+0.8241805i Traj_10 Sim_3 TrajSim_10_3
#> 8 -0.3389584+0.8634126i Traj_10 Sim_3 TrajSim_10_3
#>
#> [[3]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.53326 8.338612 0.02 0.02 11.53326+ 8.338612i
#> 3 11.18828 9.298997 0.04 0.04 11.18828+ 9.298997i
#> 4 10.74050 10.235642 0.06 0.06 10.74050+10.235642i
#> 5 10.22009 11.127737 0.08 0.08 10.22009+11.127737i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_3 TrajSim_11_3
#> 2 -0.4727376+1.0226122i Traj_11 Sim_3 TrajSim_11_3
#> 3 -0.3449791+0.9603850i Traj_11 Sim_3 TrajSim_11_3
#> 4 -0.4477829+0.9366445i Traj_11 Sim_3 TrajSim_11_3
#> 5 -0.5204115+0.8920952i Traj_11 Sim_3 TrajSim_11_3
#>
#>
#> [[4]]
#> [[4]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.22698 14.66007 0.02 0.02 36.22698+14.66007i
#> 3 35.58058 15.34721 0.04 0.04 35.58058+15.34721i
#> 4 34.92681 15.98624 0.06 0.06 34.92681+15.98624i
#> 5 34.14246 16.48506 0.08 0.08 34.14246+16.48506i
#> 6 33.37420 16.84102 0.10 0.10 33.37420+16.84102i
#> 7 32.57481 17.09617 0.12 0.12 32.57481+17.09617i
#> 8 31.72553 17.35720 0.14 0.14 31.72553+17.35720i
#> 9 30.86286 17.69982 0.16 0.16 30.86286+17.69982i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_4 TrajSim_1_4
#> 2 -0.6550209+0.6040705i Traj_1 Sim_4 TrajSim_1_4
#> 3 -0.6463943+0.6871387i Traj_1 Sim_4 TrajSim_1_4
#> 4 -0.6537768+0.6390286i Traj_1 Sim_4 TrajSim_1_4
#> 5 -0.7843520+0.4988173i Traj_1 Sim_4 TrajSim_1_4
#> 6 -0.7682599+0.3559698i Traj_1 Sim_4 TrajSim_1_4
#> 7 -0.7993887+0.2551407i Traj_1 Sim_4 TrajSim_1_4
#> 8 -0.8492774+0.2610388i Traj_1 Sim_4 TrajSim_1_4
#> 9 -0.8626725+0.3426182i Traj_1 Sim_4 TrajSim_1_4
#>
#> [[4]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.92522 14.14945 0.02 0.02 34.92522+14.14945i
#> 3 34.20260 14.73918 0.04 0.04 34.20260+14.73918i
#> 4 33.47000 15.47307 0.06 0.06 33.47000+15.47307i
#> 5 32.78365 16.10379 0.08 0.08 32.78365+16.10379i
#> 6 32.09096 16.82563 0.10 0.10 32.09096+16.82563i
#> 7 31.41118 17.43460 0.12 0.12 31.41118+17.43460i
#> 8 30.62991 17.94102 0.14 0.14 30.62991+17.94102i
#> 9 29.78506 18.40915 0.16 0.16 29.78506+18.40915i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_4 TrajSim_2_4
#> 2 -0.6067772+0.6334460i Traj_2 Sim_4 TrajSim_2_4
#> 3 -0.7226223+0.5897332i Traj_2 Sim_4 TrajSim_2_4
#> 4 -0.7326009+0.7338899i Traj_2 Sim_4 TrajSim_2_4
#> 5 -0.6863521+0.6307200i Traj_2 Sim_4 TrajSim_2_4
#> 6 -0.6926892+0.7218439i Traj_2 Sim_4 TrajSim_2_4
#> 7 -0.6797781+0.6089698i Traj_2 Sim_4 TrajSim_2_4
#> 8 -0.7812665+0.5064189i Traj_2 Sim_4 TrajSim_2_4
#> 9 -0.8448513+0.4681242i Traj_2 Sim_4 TrajSim_2_4
#>
#> [[4]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.82471 14.83989 0.02 0.02 33.82471+14.83989i
#> 3 32.88154 15.66964 0.04 0.04 32.88154+15.66964i
#> 4 31.93181 16.38029 0.06 0.06 31.93181+16.38029i
#> 5 30.91586 17.22799 0.08 0.08 30.91586+17.22799i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_4 TrajSim_3_4
#> 2 -0.7232909+0.7398915i Traj_3 Sim_4 TrajSim_3_4
#> 3 -0.9431662+0.8297491i Traj_3 Sim_4 TrajSim_3_4
#> 4 -0.9497331+0.7106522i Traj_3 Sim_4 TrajSim_3_4
#> 5 -1.0159478+0.8476980i Traj_3 Sim_4 TrajSim_3_4
#>
#> [[4]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.51314 15.27532 0.02 0.02 31.51314+15.27532i
#> 3 30.75820 16.03840 0.04 0.04 30.75820+16.03840i
#> 4 29.99123 16.80262 0.06 0.06 29.99123+16.80262i
#> 5 29.28483 17.49050 0.08 0.08 29.28483+17.49050i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_4 TrajSim_4_4
#> 2 -0.7468590+0.7573186i Traj_4 Sim_4 TrajSim_4_4
#> 3 -0.7549386+0.7630854i Traj_4 Sim_4 TrajSim_4_4
#> 4 -0.7669679+0.7642201i Traj_4 Sim_4 TrajSim_4_4
#> 5 -0.7064030+0.6878808i Traj_4 Sim_4 TrajSim_4_4
#>
#> [[4]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.88305 14.27557 0.02 0.02 27.88305+14.27557i
#> 3 27.57100 14.91946 0.04 0.04 27.57100+14.91946i
#> 4 27.29151 15.58806 0.06 0.06 27.29151+15.58806i
#> 5 26.91663 16.36808 0.08 0.08 26.91663+16.36808i
#> 6 26.54199 17.03703 0.10 0.10 26.54199+17.03703i
#> 7 26.20899 17.53067 0.12 0.12 26.20899+17.53067i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_4 TrajSim_5_4
#> 2 -0.4069479+0.6975738i Traj_5 Sim_4 TrajSim_5_4
#> 3 -0.3120488+0.6438862i Traj_5 Sim_4 TrajSim_5_4
#> 4 -0.2794981+0.6686022i Traj_5 Sim_4 TrajSim_5_4
#> 5 -0.3748795+0.7800128i Traj_5 Sim_4 TrajSim_5_4
#> 6 -0.3746347+0.6689591i Traj_5 Sim_4 TrajSim_5_4
#> 7 -0.3330006+0.4936374i Traj_5 Sim_4 TrajSim_5_4
#>
#> [[4]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.68892 14.54897 0.02 0.02 25.68892+14.54897i
#> 3 25.10884 15.47683 0.04 0.04 25.10884+15.47683i
#> 4 24.45495 16.39330 0.06 0.06 24.45495+16.39330i
#> 5 23.88589 17.33444 0.08 0.08 23.88589+17.33444i
#> 6 23.18705 18.13743 0.10 0.10 23.18705+18.13743i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_4 TrajSim_6_4
#> 2 -0.5090782+0.8509686i Traj_6 Sim_4 TrajSim_6_4
#> 3 -0.5800848+0.9278571i Traj_6 Sim_4 TrajSim_6_4
#> 4 -0.6538847+0.9164744i Traj_6 Sim_4 TrajSim_6_4
#> 5 -0.5690666+0.9411425i Traj_6 Sim_4 TrajSim_6_4
#> 6 -0.6988324+0.8029828i Traj_6 Sim_4 TrajSim_6_4
#>
#> [[4]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.95669 15.00891 0.02 0.02 27.95669+15.00891i
#> 3 29.00381 14.64879 0.04 0.04 29.00381+14.64879i
#> 4 29.93601 14.27896 0.06 0.06 29.93601+14.27896i
#> 5 31.09595 13.77075 0.08 0.08 31.09595+13.77075i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_7 Sim_4 TrajSim_7_4
#> 2 1.4846879-0.4870881i Traj_7 Sim_4 TrajSim_7_4
#> 3 1.0471197-0.3601238i Traj_7 Sim_4 TrajSim_7_4
#> 4 0.9322023-0.3698295i Traj_7 Sim_4 TrajSim_7_4
#> 5 1.1599419-0.5082100i Traj_7 Sim_4 TrajSim_7_4
#>
#> [[4]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.06189 8.391201 0.02 0.02 13.06189+8.391201i
#> 3 12.90103 8.004936 0.04 0.04 12.90103+8.004936i
#> 4 12.69072 7.660841 0.06 0.06 12.69072+7.660841i
#> 5 12.63641 7.238725 0.08 0.08 12.63641+7.238725i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_8 Sim_4 TrajSim_8_4
#> 2 -0.15610867-0.3607989i Traj_8 Sim_4 TrajSim_8_4
#> 3 -0.16086130-0.3862655i Traj_8 Sim_4 TrajSim_8_4
#> 4 -0.21030673-0.3440942i Traj_8 Sim_4 TrajSim_8_4
#> 5 -0.05431229-0.4221162i Traj_8 Sim_4 TrajSim_8_4
#>
#> [[4]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.27012 9.109461 0.02 0.02 15.27012+ 9.109461i
#> 3 14.91306 10.031491 0.04 0.04 14.91306+10.031491i
#> 4 14.64714 10.984062 0.06 0.06 14.64714+10.984062i
#> 5 14.43573 12.031662 0.08 0.08 14.43573+12.031662i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_4 TrajSim_9_4
#> 2 -0.3678805+0.9454612i Traj_9 Sim_4 TrajSim_9_4
#> 3 -0.3570617+0.9220294i Traj_9 Sim_4 TrajSim_9_4
#> 4 -0.2659214+0.9525710i Traj_9 Sim_4 TrajSim_9_4
#> 5 -0.2114043+1.0476004i Traj_9 Sim_4 TrajSim_9_4
#>
#> [[4]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.26487 7.469481 0.02 0.02 14.26487+ 7.469481i
#> 3 13.81988 8.395397 0.04 0.04 13.81988+ 8.395397i
#> 4 13.54254 9.323668 0.06 0.06 13.54254+ 9.323668i
#> 5 13.26227 10.276434 0.08 0.08 13.26227+10.276434i
#> 6 13.05833 11.138496 0.10 0.10 13.05833+11.138496i
#> 7 12.90378 11.908681 0.12 0.12 12.90378+11.908681i
#> 8 12.72556 12.832023 0.14 0.14 12.72556+12.832023i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_4 TrajSim_10_4
#> 2 -0.4331341+0.6714810i Traj_10 Sim_4 TrajSim_10_4
#> 3 -0.4449852+0.9259160i Traj_10 Sim_4 TrajSim_10_4
#> 4 -0.2773390+0.9282709i Traj_10 Sim_4 TrajSim_10_4
#> 5 -0.2802766+0.9527657i Traj_10 Sim_4 TrajSim_10_4
#> 6 -0.2039347+0.8620625i Traj_10 Sim_4 TrajSim_10_4
#> 7 -0.1545489+0.7701850i Traj_10 Sim_4 TrajSim_10_4
#> 8 -0.1782234+0.9233418i Traj_10 Sim_4 TrajSim_10_4
#>
#> [[4]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.59823 8.379328 0.02 0.02 11.59823+ 8.379328i
#> 3 11.27671 9.355634 0.04 0.04 11.27671+ 9.355634i
#> 4 10.85191 10.469040 0.06 0.06 10.85191+10.469040i
#> 5 10.47341 11.544664 0.08 0.08 10.47341+11.544664i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_4 TrajSim_11_4
#> 2 -0.4077709+1.0633282i Traj_11 Sim_4 TrajSim_11_4
#> 3 -0.3215212+0.9763059i Traj_11 Sim_4 TrajSim_11_4
#> 4 -0.4247973+1.1134064i Traj_11 Sim_4 TrajSim_11_4
#> 5 -0.3784972+1.0756235i Traj_11 Sim_4 TrajSim_11_4
#>
#>
#> [[5]]
#> [[5]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.19612 14.75483 0.02 0.02 36.19612+14.75483i
#> 3 35.53323 15.35844 0.04 0.04 35.53323+15.35844i
#> 4 34.94250 16.00600 0.06 0.06 34.94250+16.00600i
#> 5 34.29409 16.66702 0.08 0.08 34.29409+16.66702i
#> 6 33.68314 17.12044 0.10 0.10 33.68314+17.12044i
#> 7 32.88564 17.56448 0.12 0.12 32.88564+17.56448i
#> 8 32.22288 18.00820 0.14 0.14 32.22288+18.00820i
#> 9 31.51809 18.39478 0.16 0.16 31.51809+18.39478i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_5 TrajSim_1_5
#> 2 -0.6858762+0.6988288i Traj_1 Sim_5 TrajSim_1_5
#> 3 -0.6628958+0.6036066i Traj_1 Sim_5 TrajSim_1_5
#> 4 -0.5907241+0.6475627i Traj_1 Sim_5 TrajSim_1_5
#> 5 -0.6484122+0.6610258i Traj_1 Sim_5 TrajSim_1_5
#> 6 -0.6109552+0.4534161i Traj_1 Sim_5 TrajSim_1_5
#> 7 -0.7974947+0.4440428i Traj_1 Sim_5 TrajSim_1_5
#> 8 -0.6627594+0.4437207i Traj_1 Sim_5 TrajSim_1_5
#> 9 -0.7047966+0.3865725i Traj_1 Sim_5 TrajSim_1_5
#>
#> [[5]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.99969 14.23778 0.02 0.02 34.99969+14.23778i
#> 3 34.29481 15.04117 0.04 0.04 34.29481+15.04117i
#> 4 33.65759 15.63365 0.06 0.06 33.65759+15.63365i
#> 5 32.86761 16.21520 0.08 0.08 32.86761+16.21520i
#> 6 32.18115 16.88364 0.10 0.10 32.18115+16.88364i
#> 7 31.48712 17.44025 0.12 0.12 31.48712+17.44025i
#> 8 30.75339 18.13433 0.14 0.14 30.75339+18.13433i
#> 9 30.08858 18.87114 0.16 0.16 30.08858+18.87114i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_5 TrajSim_2_5
#> 2 -0.5323069+0.7217839i Traj_2 Sim_5 TrajSim_2_5
#> 3 -0.7048880+0.8033863i Traj_2 Sim_5 TrajSim_2_5
#> 4 -0.6372115+0.5924840i Traj_2 Sim_5 TrajSim_2_5
#> 5 -0.7899813+0.5815410i Traj_2 Sim_5 TrajSim_2_5
#> 6 -0.6864666+0.6684462i Traj_2 Sim_5 TrajSim_2_5
#> 7 -0.6940280+0.5566039i Traj_2 Sim_5 TrajSim_2_5
#> 8 -0.7337275+0.6940837i Traj_2 Sim_5 TrajSim_2_5
#> 9 -0.6648108+0.7368127i Traj_2 Sim_5 TrajSim_2_5
#>
#> [[5]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.62719 15.10734 0.02 0.02 33.62719+15.10734i
#> 3 32.71286 16.08366 0.04 0.04 32.71286+16.08366i
#> 4 31.94274 16.90074 0.06 0.06 31.94274+16.90074i
#> 5 31.24878 17.56854 0.08 0.08 31.24878+17.56854i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_5 TrajSim_3_5
#> 2 -0.9208106+1.0073441i Traj_3 Sim_5 TrajSim_3_5
#> 3 -0.9143294+0.9763149i Traj_3 Sim_5 TrajSim_3_5
#> 4 -0.7701216+0.8170762i Traj_3 Sim_5 TrajSim_3_5
#> 5 -0.6939544+0.6678097i Traj_3 Sim_5 TrajSim_3_5
#>
#> [[5]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.70485 15.24841 0.02 0.02 31.70485+15.24841i
#> 3 30.99052 16.00525 0.04 0.04 30.99052+16.00525i
#> 4 30.20776 16.57892 0.06 0.06 30.20776+16.57892i
#> 5 29.36276 17.14037 0.08 0.08 29.36276+17.14037i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_5 TrajSim_4_5
#> 2 -0.5551453+0.7304054i Traj_4 Sim_5 TrajSim_4_5
#> 3 -0.7143313+0.7568462i Traj_4 Sim_5 TrajSim_4_5
#> 4 -0.7827623+0.5736733i Traj_4 Sim_5 TrajSim_4_5
#> 5 -0.8450058+0.5614413i Traj_4 Sim_5 TrajSim_4_5
#>
#> [[5]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.92245 14.33559 0.02 0.02 27.92245+14.33559i
#> 3 27.65787 15.02270 0.04 0.04 27.65787+15.02270i
#> 4 27.42982 15.83930 0.06 0.06 27.42982+15.83930i
#> 5 27.16880 16.42435 0.08 0.08 27.16880+16.42435i
#> 6 26.89657 17.28854 0.10 0.10 26.89657+17.28854i
#> 7 26.81518 18.16213 0.12 0.12 26.81518+18.16213i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_5 TrajSim_5_5
#> 2 -0.3675455+0.7575909i Traj_5 Sim_5 TrajSim_5_5
#> 3 -0.2645810+0.6871071i Traj_5 Sim_5 TrajSim_5_5
#> 4 -0.2280505+0.8166060i Traj_5 Sim_5 TrajSim_5_5
#> 5 -0.2610206+0.5850455i Traj_5 Sim_5 TrajSim_5_5
#> 6 -0.2722304+0.8641952i Traj_5 Sim_5 TrajSim_5_5
#> 7 -0.0813957+0.8735883i Traj_5 Sim_5 TrajSim_5_5
#>
#> [[5]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.53460 14.54939 0.02 0.02 25.53460+14.54939i
#> 3 24.82750 15.38223 0.04 0.04 24.82750+15.38223i
#> 4 24.15091 16.21025 0.06 0.06 24.15091+16.21025i
#> 5 23.53995 17.11164 0.08 0.08 23.53995+17.11164i
#> 6 23.00430 18.17503 0.10 0.10 23.00430+18.17503i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_5 TrajSim_6_5
#> 2 -0.6634031+0.8513892i Traj_6 Sim_5 TrajSim_6_5
#> 3 -0.7070923+0.8328420i Traj_6 Sim_5 TrajSim_6_5
#> 4 -0.6765925+0.8280192i Traj_6 Sim_5 TrajSim_6_5
#> 5 -0.6109586+0.9013904i Traj_6 Sim_5 TrajSim_6_5
#> 6 -0.5356572+1.0633913i Traj_6 Sim_5 TrajSim_6_5
#>
#> [[5]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.73047 14.93181 0.02 0.02 27.73047+14.93181i
#> 3 28.83336 14.51361 0.04 0.04 28.83336+14.51361i
#> 4 30.24781 13.88920 0.06 0.06 30.24781+13.88920i
#> 5 31.38362 13.44591 0.08 0.08 31.38362+13.44591i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_5 TrajSim_7_5
#> 2 1.258465-0.5641942i Traj_7 Sim_5 TrajSim_7_5
#> 3 1.102896-0.4182007i Traj_7 Sim_5 TrajSim_7_5
#> 4 1.414446-0.6244032i Traj_7 Sim_5 TrajSim_7_5
#> 5 1.135811-0.4432943i Traj_7 Sim_5 TrajSim_7_5
#>
#> [[5]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.10227 8.331368 0.02 0.02 13.10227+8.331368i
#> 3 12.97130 7.952857 0.04 0.04 12.97130+7.952857i
#> 4 12.81043 7.621584 0.06 0.06 12.81043+7.621584i
#> 5 12.55214 7.286185 0.08 0.08 12.55214+7.286185i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_5 TrajSim_8_5
#> 2 -0.1157275-0.4206316i Traj_8 Sim_5 TrajSim_8_5
#> 3 -0.1309739-0.3785112i Traj_8 Sim_5 TrajSim_8_5
#> 4 -0.1608684-0.3312733i Traj_8 Sim_5 TrajSim_8_5
#> 5 -0.2582941-0.3353988i Traj_8 Sim_5 TrajSim_8_5
#>
#> [[5]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.28805 9.035889 0.02 0.02 15.28805+ 9.035889i
#> 3 14.98782 10.100825 0.04 0.04 14.98782+10.100825i
#> 4 14.66069 11.157287 0.06 0.06 14.66069+11.157287i
#> 5 14.38863 12.196349 0.08 0.08 14.38863+12.196349i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_5 TrajSim_9_5
#> 2 -0.3499550+0.8718885i Traj_9 Sim_5 TrajSim_9_5
#> 3 -0.3002283+1.0649365i Traj_9 Sim_5 TrajSim_9_5
#> 4 -0.3271227+1.0564621i Traj_9 Sim_5 TrajSim_9_5
#> 5 -0.2720637+1.0390618i Traj_9 Sim_5 TrajSim_9_5
#>
#> [[5]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.25792 7.444017 0.02 0.02 14.25792+ 7.444017i
#> 3 13.62380 8.232286 0.04 0.04 13.62380+ 8.232286i
#> 4 12.97143 8.894492 0.06 0.06 12.97143+ 8.894492i
#> 5 12.36050 9.535425 0.08 0.08 12.36050+ 9.535425i
#> 6 11.77959 10.117352 0.10 0.10 11.77959+10.117352i
#> 7 11.18521 10.746686 0.12 0.12 11.18521+10.746686i
#> 8 10.61656 11.331956 0.14 0.14 10.61656+11.331956i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_5 TrajSim_10_5
#> 2 -0.4400799+0.6460167i Traj_10 Sim_5 TrajSim_10_5
#> 3 -0.6341232+0.7882690i Traj_10 Sim_5 TrajSim_10_5
#> 4 -0.6523666+0.6622063i Traj_10 Sim_5 TrajSim_10_5
#> 5 -0.6109319+0.6409334i Traj_10 Sim_5 TrajSim_10_5
#> 6 -0.5809081+0.5819268i Traj_10 Sim_5 TrajSim_10_5
#> 7 -0.5943771+0.6293335i Traj_10 Sim_5 TrajSim_10_5
#> 8 -0.5686501+0.5852698i Traj_10 Sim_5 TrajSim_10_5
#>
#> [[5]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.66799 8.410588 0.02 0.02 11.66799+ 8.410588i
#> 3 11.28118 9.325107 0.04 0.04 11.28118+ 9.325107i
#> 4 10.87189 10.287288 0.06 0.06 10.87189+10.287288i
#> 5 10.36904 11.389194 0.08 0.08 10.36904+11.389194i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_5 TrajSim_11_5
#> 2 -0.3380133+1.0945877i Traj_11 Sim_5 TrajSim_11_5
#> 3 -0.3868080+0.9145198i Traj_11 Sim_5 TrajSim_11_5
#> 4 -0.4092861+0.9621808i Traj_11 Sim_5 TrajSim_11_5
#> 5 -0.5028539+1.1019056i Traj_11 Sim_5 TrajSim_11_5
#>
#>
#> [[6]]
#> [[6]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.28450 14.57225 0.02 0.02 36.28450+14.57225i
#> 3 35.55990 15.08271 0.04 0.04 35.55990+15.08271i
#> 4 34.76066 15.48905 0.06 0.06 34.76066+15.48905i
#> 5 33.89816 15.91608 0.08 0.08 33.89816+15.91608i
#> 6 33.09410 16.32705 0.10 0.10 33.09410+16.32705i
#> 7 32.39653 16.71290 0.12 0.12 32.39653+16.71290i
#> 8 31.53472 17.06400 0.14 0.14 31.53472+17.06400i
#> 9 30.78963 17.35680 0.16 0.16 30.78963+17.35680i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_6 TrajSim_1_6
#> 2 -0.5974976+0.5162461i Traj_1 Sim_6 TrajSim_1_6
#> 3 -0.7246020+0.5104664i Traj_1 Sim_6 TrajSim_1_6
#> 4 -0.7992410+0.4063331i Traj_1 Sim_6 TrajSim_1_6
#> 5 -0.8624997+0.4270348i Traj_1 Sim_6 TrajSim_1_6
#> 6 -0.8040603+0.4109724i Traj_1 Sim_6 TrajSim_1_6
#> 7 -0.6975737+0.3858495i Traj_1 Sim_6 TrajSim_1_6
#> 8 -0.8618061+0.3511002i Traj_1 Sim_6 TrajSim_1_6
#> 9 -0.7450914+0.2928023i Traj_1 Sim_6 TrajSim_1_6
#>
#> [[6]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 35.06491 14.26278 0.02 0.02 35.06491+14.26278i
#> 3 34.51794 15.16231 0.04 0.04 34.51794+15.16231i
#> 4 34.03564 15.99090 0.06 0.06 34.03564+15.99090i
#> 5 33.54521 16.72620 0.08 0.08 33.54521+16.72620i
#> 6 33.11427 17.51770 0.10 0.10 33.11427+17.51770i
#> 7 32.66622 18.27436 0.12 0.12 32.66622+18.27436i
#> 8 32.13831 19.19333 0.14 0.14 32.13831+19.19333i
#> 9 31.68324 19.88173 0.16 0.16 31.68324+19.88173i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_6 TrajSim_2_6
#> 2 -0.4670872+0.7467777i Traj_2 Sim_6 TrajSim_2_6
#> 3 -0.5469744+0.8995325i Traj_2 Sim_6 TrajSim_2_6
#> 4 -0.4823000+0.8285889i Traj_2 Sim_6 TrajSim_2_6
#> 5 -0.4904252+0.7353046i Traj_2 Sim_6 TrajSim_2_6
#> 6 -0.4309438+0.7914967i Traj_2 Sim_6 TrajSim_2_6
#> 7 -0.4480530+0.7566553i Traj_2 Sim_6 TrajSim_2_6
#> 8 -0.5279082+0.9189738i Traj_2 Sim_6 TrajSim_2_6
#> 9 -0.4550728+0.6883967i Traj_2 Sim_6 TrajSim_2_6
#>
#> [[6]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.72444 14.98919 0.02 0.02 33.72444+14.98919i
#> 3 32.93626 15.91224 0.04 0.04 32.93626+15.91224i
#> 4 32.31139 16.81097 0.06 0.06 32.31139+16.81097i
#> 5 31.64426 17.71291 0.08 0.08 31.64426+17.71291i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_6 TrajSim_3_6
#> 2 -0.8235560+0.8891891i Traj_3 Sim_6 TrajSim_3_6
#> 3 -0.7881877+0.9230520i Traj_3 Sim_6 TrajSim_3_6
#> 4 -0.6248625+0.8987292i Traj_3 Sim_6 TrajSim_3_6
#> 5 -0.6671290+0.9019420i Traj_3 Sim_6 TrajSim_3_6
#>
#> [[6]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.55141 15.17027 0.02 0.02 31.55141+15.17027i
#> 3 30.77770 15.76909 0.04 0.04 30.77770+15.76909i
#> 4 30.00838 16.30268 0.06 0.06 30.00838+16.30268i
#> 5 29.08779 16.85907 0.08 0.08 29.08779+16.85907i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_6 TrajSim_4_6
#> 2 -0.7085933+0.6522732i Traj_4 Sim_6 TrajSim_4_6
#> 3 -0.7737026+0.5988210i Traj_4 Sim_6 TrajSim_4_6
#> 4 -0.7693261+0.5335836i Traj_4 Sim_6 TrajSim_4_6
#> 5 -0.9205869+0.5563937i Traj_4 Sim_6 TrajSim_4_6
#>
#> [[6]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.94383 14.19188 0.02 0.02 27.94383+14.19188i
#> 3 27.59750 14.90838 0.04 0.04 27.59750+14.90838i
#> 4 27.28183 15.46532 0.06 0.06 27.28183+15.46532i
#> 5 26.72228 16.32798 0.08 0.08 26.72228+16.32798i
#> 6 26.30214 17.06269 0.10 0.10 26.30214+17.06269i
#> 7 26.00919 17.76874 0.12 0.12 26.00919+17.76874i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_6 TrajSim_5_6
#> 2 -0.3461710+0.6138794i Traj_5 Sim_6 TrajSim_5_6
#> 3 -0.3463251+0.7165007i Traj_5 Sim_6 TrajSim_5_6
#> 4 -0.3156789+0.5569385i Traj_5 Sim_6 TrajSim_5_6
#> 5 -0.5595493+0.8626598i Traj_5 Sim_6 TrajSim_5_6
#> 6 -0.4201313+0.7347163i Traj_5 Sim_6 TrajSim_5_6
#> 7 -0.2929589+0.7060430i Traj_5 Sim_6 TrajSim_5_6
#>
#> [[6]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.55234 14.50607 0.02 0.02 25.55234+14.50607i
#> 3 24.82731 15.32353 0.04 0.04 24.82731+15.32353i
#> 4 24.13178 16.16164 0.06 0.06 24.13178+16.16164i
#> 5 23.42618 17.02818 0.08 0.08 23.42618+17.02818i
#> 6 22.78899 17.77711 0.10 0.10 22.78899+17.77711i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_6 TrajSim_6_6
#> 2 -0.6456609+0.8080718i Traj_6 Sim_6 TrajSim_6_6
#> 3 -0.7250260+0.8174535i Traj_6 Sim_6 TrajSim_6_6
#> 4 -0.6955326+0.8381190i Traj_6 Sim_6 TrajSim_6_6
#> 5 -0.7055991+0.8665308i Traj_6 Sim_6 TrajSim_6_6
#> 6 -0.6371914+0.7489312i Traj_6 Sim_6 TrajSim_6_6
#>
#> [[6]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.60438 15.02305 0.02 0.02 27.60438+15.02305i
#> 3 28.76114 14.61298 0.04 0.04 28.76114+14.61298i
#> 4 29.77804 14.15265 0.06 0.06 29.77804+14.15265i
#> 5 30.88940 13.59743 0.08 0.08 30.88940+13.59743i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_6 TrajSim_7_6
#> 2 1.132379-0.4729516i Traj_7 Sim_6 TrajSim_7_6
#> 3 1.156761-0.4100712i Traj_7 Sim_6 TrajSim_7_6
#> 4 1.016905-0.4603269i Traj_7 Sim_6 TrajSim_7_6
#> 5 1.111355-0.5552231i Traj_7 Sim_6 TrajSim_7_6
#>
#> [[6]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.95863 8.405602 0.02 0.02 12.95863+8.405602i
#> 3 12.67142 8.121700 0.04 0.04 12.67142+8.121700i
#> 4 12.39384 7.858864 0.06 0.06 12.39384+7.858864i
#> 5 12.05474 7.666079 0.08 0.08 12.05474+7.666079i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_6 TrajSim_8_6
#> 2 -0.2593715-0.3463980i Traj_8 Sim_6 TrajSim_8_6
#> 3 -0.2872035-0.2839021i Traj_8 Sim_6 TrajSim_8_6
#> 4 -0.2775810-0.2628358i Traj_8 Sim_6 TrajSim_8_6
#> 5 -0.3391066-0.1927850i Traj_8 Sim_6 TrajSim_8_6
#>
#> [[6]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.25617 9.125194 0.02 0.02 15.25617+ 9.125194i
#> 3 14.82346 10.121537 0.04 0.04 14.82346+10.121537i
#> 4 14.49797 11.030545 0.06 0.06 14.49797+11.030545i
#> 5 14.04327 11.960776 0.08 0.08 14.04327+11.960776i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_6 TrajSim_9_6
#> 2 -0.3818287+0.9611935i Traj_9 Sim_6 TrajSim_9_6
#> 3 -0.4327104+0.9963436i Traj_9 Sim_6 TrajSim_9_6
#> 4 -0.3254882+0.9090080i Traj_9 Sim_6 TrajSim_9_6
#> 5 -0.4547032+0.9302311i Traj_9 Sim_6 TrajSim_9_6
#>
#> [[6]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.15441 7.487625 0.02 0.02 14.15441+ 7.487625i
#> 3 13.59033 8.242862 0.04 0.04 13.59033+ 8.242862i
#> 4 13.03850 9.009543 0.06 0.06 13.03850+ 9.009543i
#> 5 12.39071 9.671728 0.08 0.08 12.39071+ 9.671728i
#> 6 11.63654 10.308503 0.10 0.10 11.63654+10.308503i
#> 7 10.94017 10.929329 0.12 0.12 10.94017+10.929329i
#> 8 10.23500 11.494341 0.14 0.14 10.23500+11.494341i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_6 TrajSim_10_6
#> 2 -0.5435873+0.6896251i Traj_10 Sim_6 TrajSim_10_6
#> 3 -0.5640789+0.7552371i Traj_10 Sim_6 TrajSim_10_6
#> 4 -0.5518342+0.7666810i Traj_10 Sim_6 TrajSim_10_6
#> 5 -0.6477847+0.6621851i Traj_10 Sim_6 TrajSim_10_6
#> 6 -0.7541788+0.6367752i Traj_10 Sim_6 TrajSim_10_6
#> 7 -0.6963626+0.6208253i Traj_10 Sim_6 TrajSim_10_6
#> 8 -0.7051728+0.5650127i Traj_10 Sim_6 TrajSim_10_6
#>
#> [[6]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.59884 8.434327 0.02 0.02 11.59884+ 8.434327i
#> 3 11.29056 9.410106 0.04 0.04 11.29056+ 9.410106i
#> 4 11.05750 10.729319 0.06 0.06 11.05750+10.729319i
#> 5 10.83095 11.875723 0.08 0.08 10.83095+11.875723i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_6 TrajSim_11_6
#> 2 -0.4071570+1.1183269i Traj_11 Sim_6 TrajSim_11_6
#> 3 -0.3082879+0.9757787i Traj_11 Sim_6 TrajSim_11_6
#> 4 -0.2330589+1.3192134i Traj_11 Sim_6 TrajSim_11_6
#> 5 -0.2265439+1.1464043i Traj_11 Sim_6 TrajSim_11_6
#>
#>
#> [[7]]
#> [[7]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.30781 14.75597 0.02 0.02 36.30781+14.75597i
#> 3 35.64977 15.35269 0.04 0.04 35.64977+15.35269i
#> 4 34.98855 15.91923 0.06 0.06 34.98855+15.91923i
#> 5 34.35834 16.46154 0.08 0.08 34.35834+16.46154i
#> 6 33.58830 16.95513 0.10 0.10 33.58830+16.95513i
#> 7 32.83757 17.41653 0.12 0.12 32.83757+17.41653i
#> 8 32.25162 17.84587 0.14 0.14 32.25162+17.84587i
#> 9 31.63336 18.56141 0.16 0.16 31.63336+18.56141i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_7 TrajSim_1_7
#> 2 -0.5741938+0.6999735i Traj_1 Sim_7 TrajSim_1_7
#> 3 -0.6580371+0.5967168i Traj_1 Sim_7 TrajSim_1_7
#> 4 -0.6612162+0.5665356i Traj_1 Sim_7 TrajSim_1_7
#> 5 -0.6302089+0.5423155i Traj_1 Sim_7 TrajSim_1_7
#> 6 -0.7700421+0.4935928i Traj_1 Sim_7 TrajSim_1_7
#> 7 -0.7507307+0.4613946i Traj_1 Sim_7 TrajSim_1_7
#> 8 -0.5859476+0.4293434i Traj_1 Sim_7 TrajSim_1_7
#> 9 -0.6182674+0.7155328i Traj_1 Sim_7 TrajSim_1_7
#>
#> [[7]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.96502 14.16705 0.02 0.02 34.96502+14.16705i
#> 3 34.27311 14.83905 0.04 0.04 34.27311+14.83905i
#> 4 33.53946 15.51627 0.06 0.06 33.53946+15.51627i
#> 5 32.89704 15.97205 0.08 0.08 32.89704+15.97205i
#> 6 32.10505 16.51226 0.10 0.10 32.10505+16.51226i
#> 7 31.32194 17.16028 0.12 0.12 31.32194+17.16028i
#> 8 30.79754 17.75208 0.14 0.14 30.79754+17.75208i
#> 9 30.22862 18.50633 0.16 0.16 30.22862+18.50633i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_7 TrajSim_2_7
#> 2 -0.5669770+0.6510526i Traj_2 Sim_7 TrajSim_2_7
#> 3 -0.6919158+0.6719956i Traj_2 Sim_7 TrajSim_2_7
#> 4 -0.7336522+0.6772253i Traj_2 Sim_7 TrajSim_2_7
#> 5 -0.6424108+0.4557719i Traj_2 Sim_7 TrajSim_2_7
#> 6 -0.7919908+0.5402185i Traj_2 Sim_7 TrajSim_2_7
#> 7 -0.7831171+0.6480184i Traj_2 Sim_7 TrajSim_2_7
#> 8 -0.5243953+0.5917990i Traj_2 Sim_7 TrajSim_2_7
#> 9 -0.5689255+0.7542497i Traj_2 Sim_7 TrajSim_2_7
#>
#> [[7]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.81626 14.78656 0.02 0.02 33.81626+14.78656i
#> 3 32.96978 15.63559 0.04 0.04 32.96978+15.63559i
#> 4 32.09950 16.48172 0.06 0.06 32.09950+16.48172i
#> 5 31.19624 17.35123 0.08 0.08 31.19624+17.35123i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_7 TrajSim_3_7
#> 2 -0.7317373+0.6865640i Traj_3 Sim_7 TrajSim_3_7
#> 3 -0.8464865+0.8490295i Traj_3 Sim_7 TrajSim_3_7
#> 4 -0.8702785+0.8461298i Traj_3 Sim_7 TrajSim_3_7
#> 5 -0.9032625+0.8695077i Traj_3 Sim_7 TrajSim_3_7
#>
#> [[7]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.66559 15.27500 0.02 0.02 31.66559+15.27500i
#> 3 31.11863 16.15960 0.04 0.04 31.11863+16.15960i
#> 4 30.42483 16.98694 0.06 0.06 30.42483+16.98694i
#> 5 29.80457 17.76755 0.08 0.08 29.80457+17.76755i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_7 TrajSim_4_7
#> 2 -0.5944118+0.7569963i Traj_4 Sim_7 TrajSim_4_7
#> 3 -0.5469616+0.8845996i Traj_4 Sim_7 TrajSim_4_7
#> 4 -0.6937963+0.8273458i Traj_4 Sim_7 TrajSim_4_7
#> 5 -0.6202559+0.7806106i Traj_4 Sim_7 TrajSim_4_7
#>
#> [[7]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.91825 14.25356 0.02 0.02 27.91825+14.25356i
#> 3 27.26923 14.99479 0.04 0.04 27.26923+14.99479i
#> 4 26.86234 15.53874 0.06 0.06 26.86234+15.53874i
#> 5 26.49981 16.38539 0.08 0.08 26.49981+16.38539i
#> 6 26.10983 17.03176 0.10 0.10 26.10983+17.03176i
#> 7 25.74799 17.83834 0.12 0.12 25.74799+17.83834i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_7 TrajSim_5_7
#> 2 -0.3717485+0.6755564i Traj_5 Sim_7 TrajSim_5_7
#> 3 -0.6490239+0.7412368i Traj_5 Sim_7 TrajSim_5_7
#> 4 -0.4068905+0.5439497i Traj_5 Sim_7 TrajSim_5_7
#> 5 -0.3625226+0.8466515i Traj_5 Sim_7 TrajSim_5_7
#> 6 -0.3899812+0.6463631i Traj_5 Sim_7 TrajSim_5_7
#> 7 -0.3618469+0.8065786i Traj_5 Sim_7 TrajSim_5_7
#>
#> [[7]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.61191 14.64349 0.02 0.02 25.61191+14.64349i
#> 3 25.05520 15.54430 0.04 0.04 25.05520+15.54430i
#> 4 24.51823 16.43839 0.06 0.06 24.51823+16.43839i
#> 5 24.00344 17.55261 0.08 0.08 24.00344+17.55261i
#> 6 23.44167 18.44128 0.10 0.10 23.44167+18.44128i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_7 TrajSim_6_7
#> 2 -0.5860872+0.9454855i Traj_6 Sim_7 TrajSim_6_7
#> 3 -0.5567136+0.9008100i Traj_6 Sim_7 TrajSim_6_7
#> 4 -0.5369663+0.8940913i Traj_6 Sim_7 TrajSim_6_7
#> 5 -0.5147902+1.1142191i Traj_6 Sim_7 TrajSim_6_7
#> 6 -0.5617746+0.8886756i Traj_6 Sim_7 TrajSim_6_7
#>
#> [[7]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.69787 14.96701 0.02 0.02 27.69787+14.96701i
#> 3 28.74579 14.45756 0.04 0.04 28.74579+14.45756i
#> 4 30.01198 13.76282 0.06 0.06 30.01198+13.76282i
#> 5 31.09952 13.08842 0.08 0.08 31.09952+13.08842i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_7 TrajSim_7_7
#> 2 1.225868-0.5289882i Traj_7 Sim_7 TrajSim_7_7
#> 3 1.047923-0.5094506i Traj_7 Sim_7 TrajSim_7_7
#> 4 1.266188-0.6947371i Traj_7 Sim_7 TrajSim_7_7
#> 5 1.087543-0.6744054i Traj_7 Sim_7 TrajSim_7_7
#>
#> [[7]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.94201 8.428825 0.02 0.02 12.94201+8.428825i
#> 3 12.67781 8.065676 0.04 0.04 12.67781+8.065676i
#> 4 12.49132 7.718537 0.06 0.06 12.49132+7.718537i
#> 5 12.21713 7.413992 0.08 0.08 12.21713+7.413992i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_7 TrajSim_8_7
#> 2 -0.2759879-0.3231755i Traj_8 Sim_7 TrajSim_8_7
#> 3 -0.2641978-0.3631487i Traj_8 Sim_7 TrajSim_8_7
#> 4 -0.1864909-0.3471391i Traj_8 Sim_7 TrajSim_8_7
#> 5 -0.2741893-0.3045444i Traj_8 Sim_7 TrajSim_8_7
#>
#> [[7]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.18456 9.163923 0.02 0.02 15.18456+ 9.163923i
#> 3 14.64480 10.098947 0.04 0.04 14.64480+10.098947i
#> 4 14.14587 11.019643 0.06 0.06 14.14587+11.019643i
#> 5 13.71178 11.990411 0.08 0.08 13.71178+11.990411i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_7 TrajSim_9_7
#> 2 -0.4534370+0.9999227i Traj_9 Sim_7 TrajSim_9_7
#> 3 -0.5397664+0.9350246i Traj_9 Sim_7 TrajSim_9_7
#> 4 -0.4989262+0.9206958i Traj_9 Sim_7 TrajSim_9_7
#> 5 -0.4340878+0.9707675i Traj_9 Sim_7 TrajSim_9_7
#>
#> [[7]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.21280 7.523779 0.02 0.02 14.21280+ 7.523779i
#> 3 13.75901 8.328299 0.04 0.04 13.75901+ 8.328299i
#> 4 13.26296 9.139735 0.06 0.06 13.26296+ 9.139735i
#> 5 12.71265 9.886295 0.08 0.08 12.71265+ 9.886295i
#> 6 12.17216 10.624038 0.10 0.10 12.17216+10.624038i
#> 7 11.59835 11.413615 0.12 0.12 11.59835+11.413615i
#> 8 10.98556 12.208449 0.14 0.14 10.98556+12.208449i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_7 TrajSim_10_7
#> 2 -0.4851962+0.7257793i Traj_10 Sim_7 TrajSim_10_7
#> 3 -0.4537952+0.8045196i Traj_10 Sim_7 TrajSim_10_7
#> 4 -0.4960521+0.8114362i Traj_10 Sim_7 TrajSim_10_7
#> 5 -0.5503030+0.7465601i Traj_10 Sim_7 TrajSim_10_7
#> 6 -0.5404905+0.7377427i Traj_10 Sim_7 TrajSim_10_7
#> 7 -0.5738102+0.7895766i Traj_10 Sim_7 TrajSim_10_7
#> 8 -0.6127922+0.7948345i Traj_10 Sim_7 TrajSim_10_7
#>
#> [[7]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.82798 8.185063 0.02 0.02 11.82798+ 8.185063i
#> 3 11.65978 9.267289 0.04 0.04 11.65978+ 9.267289i
#> 4 11.44964 10.185819 0.06 0.06 11.44964+10.185819i
#> 5 11.24280 11.123943 0.08 0.08 11.24280+11.123943i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_7 TrajSim_11_7
#> 2 -0.1780221+0.8690629i Traj_11 Sim_7 TrajSim_11_7
#> 3 -0.1682014+1.0822266i Traj_11 Sim_7 TrajSim_11_7
#> 4 -0.2101347+0.9185297i Traj_11 Sim_7 TrajSim_11_7
#> 5 -0.2068381+0.9381237i Traj_11 Sim_7 TrajSim_11_7
#>
#>
#> [[8]]
#> [[8]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.17474 14.47821 0.02 0.02 36.17474+14.47821i
#> 3 35.38665 14.97404 0.04 0.04 35.38665+14.97404i
#> 4 34.55213 15.43394 0.06 0.06 34.55213+15.43394i
#> 5 33.67483 15.73289 0.08 0.08 33.67483+15.73289i
#> 6 32.81894 15.82220 0.10 0.10 32.81894+15.82220i
#> 7 31.96689 15.97615 0.12 0.12 31.96689+15.97615i
#> 8 31.16762 16.12047 0.14 0.14 31.16762+16.12047i
#> 9 30.24616 16.26498 0.16 0.16 30.24616+16.26498i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_8 TrajSim_1_8
#> 2 -0.7072616+0.4222122i Traj_1 Sim_8 TrajSim_1_8
#> 3 -0.7880912+0.4958313i Traj_1 Sim_8 TrajSim_1_8
#> 4 -0.8345166+0.4598967i Traj_1 Sim_8 TrajSim_1_8
#> 5 -0.8772973+0.2989516i Traj_1 Sim_8 TrajSim_1_8
#> 6 -0.8558909+0.0893091i Traj_1 Sim_8 TrajSim_1_8
#> 7 -0.8520486+0.1539455i Traj_1 Sim_8 TrajSim_1_8
#> 8 -0.7992746+0.1443217i Traj_1 Sim_8 TrajSim_1_8
#> 9 -0.9214622+0.1445126i Traj_1 Sim_8 TrajSim_1_8
#>
#> [[8]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.85097 14.29536 0.02 0.02 34.85097+14.29536i
#> 3 34.17551 14.99878 0.04 0.04 34.17551+14.99878i
#> 4 33.38791 15.48436 0.06 0.06 33.38791+15.48436i
#> 5 32.55958 16.11703 0.08 0.08 32.55958+16.11703i
#> 6 31.64351 16.58429 0.10 0.10 31.64351+16.58429i
#> 7 30.91966 17.07656 0.12 0.12 30.91966+17.07656i
#> 8 30.12835 17.62659 0.14 0.14 30.12835+17.62659i
#> 9 29.33259 18.14839 0.16 0.16 29.33259+18.14839i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_8 TrajSim_2_8
#> 2 -0.6810312+0.7793625i Traj_2 Sim_8 TrajSim_2_8
#> 3 -0.6754567+0.7034206i Traj_2 Sim_8 TrajSim_2_8
#> 4 -0.7876044+0.4855807i Traj_2 Sim_8 TrajSim_2_8
#> 5 -0.8283306+0.6326615i Traj_2 Sim_8 TrajSim_2_8
#> 6 -0.9160721+0.4672661i Traj_2 Sim_8 TrajSim_2_8
#> 7 -0.7238428+0.4922670i Traj_2 Sim_8 TrajSim_2_8
#> 8 -0.7913075+0.5500334i Traj_2 Sim_8 TrajSim_2_8
#> 9 -0.7957670+0.5217983i Traj_2 Sim_8 TrajSim_2_8
#>
#> [[8]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.83046 14.93060 0.02 0.02 33.83046+14.93060i
#> 3 33.01910 15.76639 0.04 0.04 33.01910+15.76639i
#> 4 32.16109 16.62057 0.06 0.06 32.16109+16.62057i
#> 5 31.50238 17.34037 0.08 0.08 31.50238+17.34037i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_8 TrajSim_3_8
#> 2 -0.7175439+0.8305999i Traj_3 Sim_8 TrajSim_3_8
#> 3 -0.8113511+0.8357857i Traj_3 Sim_8 TrajSim_3_8
#> 4 -0.8580196+0.8541882i Traj_3 Sim_8 TrajSim_3_8
#> 5 -0.6587017+0.7197982i Traj_3 Sim_8 TrajSim_3_8
#>
#> [[8]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.77761 15.43525 0.02 0.02 31.77761+15.43525i
#> 3 31.16425 16.35990 0.04 0.04 31.16425+16.35990i
#> 4 30.66708 17.23988 0.06 0.06 30.66708+17.23988i
#> 5 30.29720 18.11468 0.08 0.08 30.29720+18.11468i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_8 TrajSim_4_8
#> 2 -0.4823922+0.9172468i Traj_4 Sim_8 TrajSim_4_8
#> 3 -0.6133544+0.9246497i Traj_4 Sim_8 TrajSim_4_8
#> 4 -0.4971768+0.8799870i Traj_4 Sim_8 TrajSim_4_8
#> 5 -0.3698744+0.8747976i Traj_4 Sim_8 TrajSim_4_8
#>
#> [[8]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.88184 14.41831 0.02 0.02 27.88184+14.41831i
#> 3 27.38098 15.24754 0.04 0.04 27.38098+15.24754i
#> 4 26.95989 15.97888 0.06 0.06 26.95989+15.97888i
#> 5 26.68497 16.44018 0.08 0.08 26.68497+16.44018i
#> 6 26.33208 17.25608 0.10 0.10 26.33208+17.25608i
#> 7 26.04399 17.93988 0.12 0.12 26.04399+17.93988i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_8 TrajSim_5_8
#> 2 -0.4081639+0.8403142i Traj_5 Sim_8 TrajSim_5_8
#> 3 -0.5008517+0.8292225i Traj_5 Sim_8 TrajSim_5_8
#> 4 -0.4210896+0.7313465i Traj_5 Sim_8 TrajSim_5_8
#> 5 -0.2749290+0.4612949i Traj_5 Sim_8 TrajSim_5_8
#> 6 -0.3528811+0.8159046i Traj_5 Sim_8 TrajSim_5_8
#> 7 -0.2880908+0.6837961i Traj_5 Sim_8 TrajSim_5_8
#>
#> [[8]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.56595 14.56844 0.02 0.02 25.56595+14.56844i
#> 3 24.90050 15.36009 0.04 0.04 24.90050+15.36009i
#> 4 24.25200 16.08086 0.06 0.06 24.25200+16.08086i
#> 5 23.51057 16.80249 0.08 0.08 23.51057+16.80249i
#> 6 22.72495 17.67592 0.10 0.10 22.72495+17.67592i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_8 TrajSim_6_8
#> 2 -0.6320465+0.8704402i Traj_6 Sim_8 TrajSim_6_8
#> 3 -0.6654522+0.7916468i Traj_6 Sim_8 TrajSim_6_8
#> 4 -0.6484997+0.7207756i Traj_6 Sim_8 TrajSim_6_8
#> 5 -0.7414296+0.7216266i Traj_6 Sim_8 TrajSim_6_8
#> 6 -0.7856235+0.8734310i Traj_6 Sim_8 TrajSim_6_8
#>
#> [[8]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.61744 15.07846 0.02 0.02 27.61744+15.07846i
#> 3 28.87240 14.66118 0.04 0.04 28.87240+14.66118i
#> 4 30.05465 14.21792 0.06 0.06 30.05465+14.21792i
#> 5 31.34144 13.73383 0.08 0.08 31.34144+13.73383i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_8 TrajSim_7_8
#> 2 1.145440-0.4175434i Traj_7 Sim_8 TrajSim_7_8
#> 3 1.254964-0.4172758i Traj_7 Sim_8 TrajSim_7_8
#> 4 1.182242-0.4432629i Traj_7 Sim_8 TrajSim_7_8
#> 5 1.286798-0.4840864i Traj_7 Sim_8 TrajSim_7_8
#>
#> [[8]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.85556 8.530649 0.02 0.02 12.85556+8.530649i
#> 3 12.55013 8.339133 0.04 0.04 12.55013+8.339133i
#> 4 12.18545 8.097091 0.06 0.06 12.18545+8.097091i
#> 5 11.84834 7.814408 0.08 0.08 11.84834+7.814408i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_8 TrajSim_8_8
#> 2 -0.3624384-0.2213514i Traj_8 Sim_8 TrajSim_8_8
#> 3 -0.3054279-0.1915152i Traj_8 Sim_8 TrajSim_8_8
#> 4 -0.3646805-0.2420424i Traj_8 Sim_8 TrajSim_8_8
#> 5 -0.3371160-0.2826835i Traj_8 Sim_8 TrajSim_8_8
#>
#> [[8]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.25487 9.187959 0.02 0.02 15.25487+ 9.187959i
#> 3 14.78695 10.153038 0.04 0.04 14.78695+10.153038i
#> 4 14.44268 11.182327 0.06 0.06 14.44268+11.182327i
#> 5 14.22491 12.249837 0.08 0.08 14.22491+12.249837i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.000000i Traj_9 Sim_8 TrajSim_9_8
#> 2 -0.3831326+1.023959i Traj_9 Sim_8 TrajSim_9_8
#> 3 -0.4679196+0.965079i Traj_9 Sim_8 TrajSim_9_8
#> 4 -0.3442641+1.029289i Traj_9 Sim_8 TrajSim_9_8
#> 5 -0.2177745+1.067510i Traj_9 Sim_8 TrajSim_9_8
#>
#> [[8]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.13696 7.613466 0.02 0.02 14.13696+ 7.613466i
#> 3 13.58385 8.323848 0.04 0.04 13.58385+ 8.323848i
#> 4 13.00029 9.096980 0.06 0.06 13.00029+ 9.096980i
#> 5 12.40642 9.727179 0.08 0.08 12.40642+ 9.727179i
#> 6 11.74483 10.450478 0.10 0.10 11.74483+10.450478i
#> 7 11.11289 11.130694 0.12 0.12 11.11289+11.130694i
#> 8 10.49434 11.751623 0.14 0.14 10.49434+11.751623i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_8 TrajSim_10_8
#> 2 -0.5610449+0.8154656i Traj_10 Sim_8 TrajSim_10_8
#> 3 -0.5531021+0.7103827i Traj_10 Sim_8 TrajSim_10_8
#> 4 -0.5835647+0.7731322i Traj_10 Sim_8 TrajSim_10_8
#> 5 -0.5938684+0.6301982i Traj_10 Sim_8 TrajSim_10_8
#> 6 -0.6615922+0.7232998i Traj_10 Sim_8 TrajSim_10_8
#> 7 -0.6319369+0.6802157i Traj_10 Sim_8 TrajSim_10_8
#> 8 -0.6185485+0.6209293i Traj_10 Sim_8 TrajSim_10_8
#>
#> [[8]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.65495 8.293198 0.02 0.02 11.65495+ 8.293198i
#> 3 11.31646 9.384629 0.04 0.04 11.31646+ 9.384629i
#> 4 10.96283 10.423896 0.06 0.06 10.96283+10.423896i
#> 5 10.64770 11.294872 0.08 0.08 10.64770+11.294872i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_8 TrajSim_11_8
#> 2 -0.3510454+0.9771982i Traj_11 Sim_8 TrajSim_11_8
#> 3 -0.3384922+1.0914306i Traj_11 Sim_8 TrajSim_11_8
#> 4 -0.3536317+1.0392671i Traj_11 Sim_8 TrajSim_11_8
#> 5 -0.3151302+0.8709763i Traj_11 Sim_8 TrajSim_11_8
#>
#>
#> [[9]]
#> [[9]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.33406 14.70722 0.02 0.02 36.33406+14.70722i
#> 3 35.79656 15.30681 0.04 0.04 35.79656+15.30681i
#> 4 35.22868 15.84536 0.06 0.06 35.22868+15.84536i
#> 5 34.69007 16.49707 0.08 0.08 34.69007+16.49707i
#> 6 33.99283 17.03596 0.10 0.10 33.99283+17.03596i
#> 7 33.36220 17.58768 0.12 0.12 33.36220+17.58768i
#> 8 32.62463 18.13569 0.14 0.14 32.62463+18.13569i
#> 9 31.98011 18.79726 0.16 0.16 31.98011+18.79726i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_9 TrajSim_1_9
#> 2 -0.5479432+0.6512187i Traj_1 Sim_9 TrajSim_1_9
#> 3 -0.5375004+0.5995879i Traj_1 Sim_9 TrajSim_1_9
#> 4 -0.5678726+0.5385582i Traj_1 Sim_9 TrajSim_1_9
#> 5 -0.5386106+0.6517041i Traj_1 Sim_9 TrajSim_1_9
#> 6 -0.6972401+0.5388959i Traj_1 Sim_9 TrajSim_1_9
#> 7 -0.6306381+0.5517125i Traj_1 Sim_9 TrajSim_1_9
#> 8 -0.7375602+0.5480086i Traj_1 Sim_9 TrajSim_1_9
#> 9 -0.6445222+0.6615770i Traj_1 Sim_9 TrajSim_1_9
#>
#> [[9]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.97643 14.26780 0.02 0.02 34.97643+14.26780i
#> 3 34.38317 15.07563 0.04 0.04 34.38317+15.07563i
#> 4 33.74019 15.82478 0.06 0.06 33.74019+15.82478i
#> 5 33.13851 16.52443 0.08 0.08 33.13851+16.52443i
#> 6 32.40502 17.20736 0.10 0.10 32.40502+17.20736i
#> 7 31.86900 17.89402 0.12 0.12 31.86900+17.89402i
#> 8 31.29750 18.61637 0.14 0.14 31.29750+18.61637i
#> 9 30.58008 19.44478 0.16 0.16 30.58008+19.44478i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_9 TrajSim_2_9
#> 2 -0.5555709+0.7518048i Traj_2 Sim_9 TrajSim_2_9
#> 3 -0.5932556+0.8078273i Traj_2 Sim_9 TrajSim_2_9
#> 4 -0.6429839+0.7491501i Traj_2 Sim_9 TrajSim_2_9
#> 5 -0.6016813+0.6996465i Traj_2 Sim_9 TrajSim_2_9
#> 6 -0.7334852+0.6829304i Traj_2 Sim_9 TrajSim_2_9
#> 7 -0.5360279+0.6866651i Traj_2 Sim_9 TrajSim_2_9
#> 8 -0.5714902+0.7223436i Traj_2 Sim_9 TrajSim_2_9
#> 9 -0.7174231+0.8284153i Traj_2 Sim_9 TrajSim_2_9
#>
#> [[9]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.78100 15.00562 0.02 0.02 33.78100+15.00562i
#> 3 33.16868 15.76592 0.04 0.04 33.16868+15.76592i
#> 4 32.22603 16.89650 0.06 0.06 32.22603+16.89650i
#> 5 31.33960 17.93618 0.08 0.08 31.33960+17.93618i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_9 TrajSim_3_9
#> 2 -0.7669978+0.9056201i Traj_3 Sim_9 TrajSim_3_9
#> 3 -0.6123232+0.7603047i Traj_3 Sim_9 TrajSim_3_9
#> 4 -0.9426457+1.1305714i Traj_3 Sim_9 TrajSim_3_9
#> 5 -0.8864348+1.0396839i Traj_3 Sim_9 TrajSim_3_9
#>
#> [[9]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.65681 15.27833 0.02 0.02 31.65681+15.27833i
#> 3 30.91542 16.01523 0.04 0.04 30.91542+16.01523i
#> 4 30.31676 16.93861 0.06 0.06 30.31676+16.93861i
#> 5 29.63785 17.78957 0.08 0.08 29.63785+17.78957i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_9 TrajSim_4_9
#> 2 -0.6031948+0.7603257i Traj_4 Sim_9 TrajSim_4_9
#> 3 -0.7413813+0.7368997i Traj_4 Sim_9 TrajSim_4_9
#> 4 -0.5986684+0.9233814i Traj_4 Sim_9 TrajSim_4_9
#> 5 -0.6789024+0.8509628i Traj_4 Sim_9 TrajSim_4_9
#>
#> [[9]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.96191 14.42268 0.02 0.02 27.96191+14.42268i
#> 3 27.46934 15.10731 0.04 0.04 27.46934+15.10731i
#> 4 27.01994 15.69245 0.06 0.06 27.01994+15.69245i
#> 5 26.42393 16.23399 0.08 0.08 26.42393+16.23399i
#> 6 25.92828 16.52965 0.10 0.10 25.92828+16.52965i
#> 7 25.19709 16.94912 0.12 0.12 25.19709+16.94912i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_5 Sim_9 TrajSim_5_9
#> 2 -0.3280923+0.8446818i Traj_5 Sim_9 TrajSim_5_9
#> 3 -0.4925659+0.6846320i Traj_5 Sim_9 TrajSim_5_9
#> 4 -0.4494024+0.5851395i Traj_5 Sim_9 TrajSim_5_9
#> 5 -0.5960064+0.5415368i Traj_5 Sim_9 TrajSim_5_9
#> 6 -0.4956488+0.2956599i Traj_5 Sim_9 TrajSim_5_9
#> 7 -0.7311940+0.4194734i Traj_5 Sim_9 TrajSim_5_9
#>
#> [[9]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.62945 14.70540 0.02 0.02 25.62945+14.70540i
#> 3 25.15039 15.63798 0.04 0.04 25.15039+15.63798i
#> 4 24.57188 16.54866 0.06 0.06 24.57188+16.54866i
#> 5 24.08285 17.41440 0.08 0.08 24.08285+17.41440i
#> 6 23.51427 18.44642 0.10 0.10 23.51427+18.44642i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_9 TrajSim_6_9
#> 2 -0.5685509+1.0073973i Traj_6 Sim_9 TrajSim_6_9
#> 3 -0.4790601+0.9325785i Traj_6 Sim_9 TrajSim_6_9
#> 4 -0.5785126+0.9106803i Traj_6 Sim_9 TrajSim_6_9
#> 5 -0.4890247+0.8657449i Traj_6 Sim_9 TrajSim_6_9
#> 6 -0.5685848+1.0320202i Traj_6 Sim_9 TrajSim_6_9
#>
#> [[9]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.58708 15.08589 0.02 0.02 27.58708+15.08589i
#> 3 28.71996 14.71965 0.04 0.04 28.71996+14.71965i
#> 4 29.89423 14.27633 0.06 0.06 29.89423+14.27633i
#> 5 31.04309 13.86679 0.08 0.08 31.04309+13.86679i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_9 TrajSim_7_9
#> 2 1.115075-0.4101106i Traj_7 Sim_9 TrajSim_7_9
#> 3 1.132880-0.3662371i Traj_7 Sim_9 TrajSim_7_9
#> 4 1.174269-0.4433261i Traj_7 Sim_9 TrajSim_7_9
#> 5 1.148864-0.4095412i Traj_7 Sim_9 TrajSim_7_9
#>
#> [[9]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 12.87449 8.497693 0.02 0.02 12.87449+8.497693i
#> 3 12.53094 8.315122 0.04 0.04 12.53094+8.315122i
#> 4 12.17449 8.175989 0.06 0.06 12.17449+8.175989i
#> 5 11.88546 7.955002 0.08 0.08 11.88546+7.955002i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_8 Sim_9 TrajSim_8_9
#> 2 -0.3435093-0.2543066i Traj_8 Sim_9 TrajSim_8_9
#> 3 -0.3435545-0.1825710i Traj_8 Sim_9 TrajSim_8_9
#> 4 -0.3564429-0.1391334i Traj_8 Sim_9 TrajSim_8_9
#> 5 -0.2890355-0.2209869i Traj_8 Sim_9 TrajSim_8_9
#>
#> [[9]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.16592 9.077938 0.02 0.02 15.16592+ 9.077938i
#> 3 14.65150 10.068126 0.04 0.04 14.65150+10.068126i
#> 4 14.23823 11.057386 0.06 0.06 14.23823+11.057386i
#> 5 13.76060 12.018706 0.08 0.08 13.76060+12.018706i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_9 TrajSim_9_9
#> 2 -0.4720775+0.9139377i Traj_9 Sim_9 TrajSim_9_9
#> 3 -0.5144228+0.9901881i Traj_9 Sim_9 TrajSim_9_9
#> 4 -0.4132664+0.9892597i Traj_9 Sim_9 TrajSim_9_9
#> 5 -0.4776293+0.9613206i Traj_9 Sim_9 TrajSim_9_9
#>
#> [[9]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.27096 7.607929 0.02 0.02 14.27096+ 7.607929i
#> 3 13.91028 8.460584 0.04 0.04 13.91028+ 8.460584i
#> 4 13.57643 9.330861 0.06 0.06 13.57643+ 9.330861i
#> 5 13.35595 10.205538 0.08 0.08 13.35595+10.205538i
#> 6 13.10758 11.051243 0.10 0.10 13.10758+11.051243i
#> 7 12.84314 11.889582 0.12 0.12 12.84314+11.889582i
#> 8 12.54891 12.730966 0.14 0.14 12.54891+12.730966i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_9 TrajSim_10_9
#> 2 -0.4270358+0.8099285i Traj_10 Sim_9 TrajSim_10_9
#> 3 -0.3606801+0.8526554i Traj_10 Sim_9 TrajSim_10_9
#> 4 -0.3338526+0.8702767i Traj_10 Sim_9 TrajSim_10_9
#> 5 -0.2204816+0.8746778i Traj_10 Sim_9 TrajSim_10_9
#> 6 -0.2483711+0.8457047i Traj_10 Sim_9 TrajSim_10_9
#> 7 -0.2644404+0.8383392i Traj_10 Sim_9 TrajSim_10_9
#> 8 -0.2942332+0.8413834i Traj_10 Sim_9 TrajSim_10_9
#>
#> [[9]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.31600 0.00 0.00 12.00600+ 7.31600i
#> 2 11.67160 8.39275 0.02 0.02 11.67160+ 8.39275i
#> 3 11.29411 9.36321 0.04 0.04 11.29411+ 9.36321i
#> 4 10.89467 10.32812 0.06 0.06 10.89467+10.32812i
#> 5 10.50215 11.42221 0.08 0.08 10.50215+11.42221i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_9 TrajSim_11_9
#> 2 -0.3344026+1.0767500i Traj_11 Sim_9 TrajSim_11_9
#> 3 -0.3774892+0.9704602i Traj_11 Sim_9 TrajSim_11_9
#> 4 -0.3994377+0.9649119i Traj_11 Sim_9 TrajSim_11_9
#> 5 -0.3925235+1.0940850i Traj_11 Sim_9 TrajSim_11_9
#>
#>
#> [[10]]
#> [[10]][[1]]
#> x y time displacementTime polar
#> 1 36.88200 14.05600 0.00 0.00 36.88200+14.05600i
#> 2 36.17451 14.59131 0.02 0.02 36.17451+14.59131i
#> 3 35.38555 14.94140 0.04 0.04 35.38555+14.94140i
#> 4 34.53979 15.29976 0.06 0.06 34.53979+15.29976i
#> 5 33.66057 15.63184 0.08 0.08 33.66057+15.63184i
#> 6 32.86386 15.91732 0.10 0.10 32.86386+15.91732i
#> 7 32.11417 16.42391 0.12 0.12 32.11417+16.42391i
#> 8 31.47535 16.89228 0.14 0.14 31.47535+16.89228i
#> 9 30.78469 17.39540 0.16 0.16 30.78469+17.39540i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_1 Sim_10 TrajSim_1_10
#> 2 -0.7074855+0.5353096i Traj_1 Sim_10 TrajSim_1_10
#> 3 -0.7889614+0.3500942i Traj_1 Sim_10 TrajSim_1_10
#> 4 -0.8457670+0.3583581i Traj_1 Sim_10 TrajSim_1_10
#> 5 -0.8792171+0.3320773i Traj_1 Sim_10 TrajSim_1_10
#> 6 -0.7967099+0.2854805i Traj_1 Sim_10 TrajSim_1_10
#> 7 -0.7496895+0.5065952i Traj_1 Sim_10 TrajSim_1_10
#> 8 -0.6388209+0.4683649i Traj_1 Sim_10 TrajSim_1_10
#> 9 -0.6906595+0.5031241i Traj_1 Sim_10 TrajSim_1_10
#>
#> [[10]][[2]]
#> x y time displacementTime polar
#> 1 35.53200 13.51600 0.00 0.00 35.53200+13.51600i
#> 2 34.84575 14.27070 0.02 0.02 34.84575+14.27070i
#> 3 34.24133 14.90989 0.04 0.04 34.24133+14.90989i
#> 4 33.63245 15.50762 0.06 0.06 33.63245+15.50762i
#> 5 32.90387 16.12507 0.08 0.08 32.90387+16.12507i
#> 6 32.27780 16.82336 0.10 0.10 32.27780+16.82336i
#> 7 31.66520 17.52174 0.12 0.12 31.66520+17.52174i
#> 8 31.11879 18.22526 0.14 0.14 31.11879+18.22526i
#> 9 30.62368 18.93102 0.16 0.16 30.62368+18.93102i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_2 Sim_10 TrajSim_2_10
#> 2 -0.6862532+0.7546973i Traj_2 Sim_10 TrajSim_2_10
#> 3 -0.6044186+0.6391887i Traj_2 Sim_10 TrajSim_2_10
#> 4 -0.6088829+0.5977356i Traj_2 Sim_10 TrajSim_2_10
#> 5 -0.7285793+0.6174468i Traj_2 Sim_10 TrajSim_2_10
#> 6 -0.6260675+0.6982922i Traj_2 Sim_10 TrajSim_2_10
#> 7 -0.6126024+0.6983832i Traj_2 Sim_10 TrajSim_2_10
#> 8 -0.5464099+0.7035183i Traj_2 Sim_10 TrajSim_2_10
#> 9 -0.4951102+0.7057584i Traj_2 Sim_10 TrajSim_2_10
#>
#> [[10]][[3]]
#> x y time displacementTime polar
#> 1 34.54800 14.10000 0.00 0.00 34.54800+14.10000i
#> 2 33.73243 14.91839 0.02 0.02 33.73243+14.91839i
#> 3 33.02460 15.55481 0.04 0.04 33.02460+15.55481i
#> 4 32.22326 16.21400 0.06 0.06 32.22326+16.21400i
#> 5 31.48873 16.87671 0.08 0.08 31.48873+16.87671i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_3 Sim_10 TrajSim_3_10
#> 2 -0.8155673+0.8183933i Traj_3 Sim_10 TrajSim_3_10
#> 3 -0.7078280+0.6364123i Traj_3 Sim_10 TrajSim_3_10
#> 4 -0.8013427+0.6591960i Traj_3 Sim_10 TrajSim_3_10
#> 5 -0.7345300+0.6627036i Traj_3 Sim_10 TrajSim_3_10
#>
#> [[10]][[4]]
#> x y time displacementTime polar
#> 1 32.26000 14.51800 0.00 0.00 32.26000+14.51800i
#> 2 31.58430 15.44934 0.02 0.02 31.58430+15.44934i
#> 3 30.81716 16.20707 0.04 0.04 30.81716+16.20707i
#> 4 30.08956 17.01165 0.06 0.06 30.08956+17.01165i
#> 5 29.45043 17.84914 0.08 0.08 29.45043+17.84914i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_4 Sim_10 TrajSim_4_10
#> 2 -0.6757036+0.9313359i Traj_4 Sim_10 TrajSim_4_10
#> 3 -0.7671367+0.7577305i Traj_4 Sim_10 TrajSim_4_10
#> 4 -0.7275985+0.8045827i Traj_4 Sim_10 TrajSim_4_10
#> 5 -0.6391312+0.8374881i Traj_4 Sim_10 TrajSim_4_10
#>
#> [[10]][[5]]
#> x y time displacementTime polar
#> 1 28.29000 13.57800 0.00 0.00 28.29000+13.57800i
#> 2 27.76070 14.47206 0.02 0.02 27.76070+14.47206i
#> 3 27.24457 15.28280 0.04 0.04 27.24457+15.28280i
#> 4 26.88808 16.22189 0.06 0.06 26.88808+16.22189i
#> 5 26.69299 17.06797 0.08 0.08 26.69299+17.06797i
#> 6 26.61736 17.87396 0.10 0.10 26.61736+17.87396i
#> 7 26.60050 18.82967 0.12 0.12 26.60050+18.82967i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_5 Sim_10 TrajSim_5_10
#> 2 -0.52929775+0.8940576i Traj_5 Sim_10 TrajSim_5_10
#> 3 -0.51613506+0.8107437i Traj_5 Sim_10 TrajSim_5_10
#> 4 -0.35648465+0.9390934i Traj_5 Sim_10 TrajSim_5_10
#> 5 -0.19509335+0.8460732i Traj_5 Sim_10 TrajSim_5_10
#> 6 -0.07562922+0.8059901i Traj_5 Sim_10 TrajSim_5_10
#> 7 -0.01685568+0.9557160i Traj_5 Sim_10 TrajSim_5_10
#>
#> [[10]][[6]]
#> x y time displacementTime polar
#> 1 26.19800 13.69800 0.00 0.00 26.19800+13.69800i
#> 2 25.62646 14.52099 0.02 0.02 25.62646+14.52099i
#> 3 24.97326 15.46453 0.04 0.04 24.97326+15.46453i
#> 4 24.53065 16.48831 0.06 0.06 24.53065+16.48831i
#> 5 23.93139 17.50422 0.08 0.08 23.93139+17.50422i
#> 6 23.35778 18.41196 0.10 0.10 23.35778+18.41196i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_6 Sim_10 TrajSim_6_10
#> 2 -0.5715353+0.8229914i Traj_6 Sim_10 TrajSim_6_10
#> 3 -0.6532059+0.9435434i Traj_6 Sim_10 TrajSim_6_10
#> 4 -0.4426078+1.0237738i Traj_6 Sim_10 TrajSim_6_10
#> 5 -0.5992589+1.0159113i Traj_6 Sim_10 TrajSim_6_10
#> 6 -0.5736077+0.9077413i Traj_6 Sim_10 TrajSim_6_10
#>
#> [[10]][[7]]
#> x y time displacementTime polar
#> 1 26.47200 15.49600 0.00 0.00 26.47200+15.49600i
#> 2 27.70773 14.97579 0.02 0.02 27.70773+14.97579i
#> 3 28.85936 14.41142 0.04 0.04 28.85936+14.41142i
#> 4 30.02795 13.75423 0.06 0.06 30.02795+13.75423i
#> 5 31.15020 13.12313 0.08 0.08 31.15020+13.12313i
#> displacement Trajectory Simulation TrajSim
#> 1 0.000000+0.0000000i Traj_7 Sim_10 TrajSim_7_10
#> 2 1.235729-0.5202089i Traj_7 Sim_10 TrajSim_7_10
#> 3 1.151631-0.5643729i Traj_7 Sim_10 TrajSim_7_10
#> 4 1.168594-0.6571930i Traj_7 Sim_10 TrajSim_7_10
#> 5 1.122250-0.6310941i Traj_7 Sim_10 TrajSim_7_10
#>
#> [[10]][[8]]
#> x y time displacementTime polar
#> 1 13.21800 8.752000 0.00 0.00 13.21800+8.752000i
#> 2 13.03472 8.418877 0.02 0.02 13.03472+8.418877i
#> 3 12.85712 8.070586 0.04 0.04 12.85712+8.070586i
#> 4 12.73696 7.695703 0.06 0.06 12.73696+7.695703i
#> 5 12.67516 7.345641 0.08 0.08 12.67516+7.345641i
#> displacement Trajectory Simulation TrajSim
#> 1 0.00000000+0.0000000i Traj_8 Sim_10 TrajSim_8_10
#> 2 -0.18328169-0.3331229i Traj_8 Sim_10 TrajSim_8_10
#> 3 -0.17760088-0.3482907i Traj_8 Sim_10 TrajSim_8_10
#> 4 -0.12015332-0.3748835i Traj_8 Sim_10 TrajSim_8_10
#> 5 -0.06180729-0.3500614i Traj_8 Sim_10 TrajSim_8_10
#>
#> [[10]][[9]]
#> x y time displacementTime polar
#> 1 15.63800 8.164000 0.00 0.00 15.63800+ 8.164000i
#> 2 15.23729 9.094674 0.02 0.02 15.23729+ 9.094674i
#> 3 14.78046 9.917169 0.04 0.04 14.78046+ 9.917169i
#> 4 14.20083 10.745174 0.06 0.06 14.20083+10.745174i
#> 5 13.50438 11.531835 0.08 0.08 13.50438+11.531835i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_9 Sim_10 TrajSim_9_10
#> 2 -0.4007071+0.9306736i Traj_9 Sim_10 TrajSim_9_10
#> 3 -0.4568300+0.8224954i Traj_9 Sim_10 TrajSim_9_10
#> 4 -0.5796365+0.8280049i Traj_9 Sim_10 TrajSim_9_10
#> 5 -0.6964472+0.7866607i Traj_9 Sim_10 TrajSim_9_10
#>
#> [[10]][[10]]
#> x y time displacementTime polar
#> 1 14.69800 6.798000 0.00 0.00 14.69800+ 6.798000i
#> 2 14.19128 7.493790 0.02 0.02 14.19128+ 7.493790i
#> 3 13.71491 8.219114 0.04 0.04 13.71491+ 8.219114i
#> 4 13.28291 8.912071 0.06 0.06 13.28291+ 8.912071i
#> 5 12.84488 9.754982 0.08 0.08 12.84488+ 9.754982i
#> 6 12.42306 10.597439 0.10 0.10 12.42306+10.597439i
#> 7 12.05955 11.290581 0.12 0.12 12.05955+11.290581i
#> 8 11.62542 12.111113 0.14 0.14 11.62542+12.111113i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_10 Sim_10 TrajSim_10_10
#> 2 -0.5067164+0.6957895i Traj_10 Sim_10 TrajSim_10_10
#> 3 -0.4763758+0.7253247i Traj_10 Sim_10 TrajSim_10_10
#> 4 -0.4319968+0.6929570i Traj_10 Sim_10 TrajSim_10_10
#> 5 -0.4380359+0.8429104i Traj_10 Sim_10 TrajSim_10_10
#> 6 -0.4218156+0.8424570i Traj_10 Sim_10 TrajSim_10_10
#> 7 -0.3635105+0.6931424i Traj_10 Sim_10 TrajSim_10_10
#> 8 -0.4341289+0.8205318i Traj_10 Sim_10 TrajSim_10_10
#>
#> [[10]][[11]]
#> x y time displacementTime polar
#> 1 12.00600 7.316000 0.00 0.00 12.00600+ 7.316000i
#> 2 11.64395 8.240340 0.02 0.02 11.64395+ 8.240340i
#> 3 11.28638 9.342092 0.04 0.04 11.28638+ 9.342092i
#> 4 11.01791 10.331603 0.06 0.06 11.01791+10.331603i
#> 5 10.68144 11.458277 0.08 0.08 10.68144+11.458277i
#> displacement Trajectory Simulation TrajSim
#> 1 0.0000000+0.0000000i Traj_11 Sim_10 TrajSim_11_10
#> 2 -0.3620480+0.9243405i Traj_11 Sim_10 TrajSim_11_10
#> 3 -0.3575690+1.1017514i Traj_11 Sim_10 TrajSim_11_10
#> 4 -0.2684778+0.9895108i Traj_11 Sim_10 TrajSim_11_10
#> 5 -0.3364647+1.1266747i Traj_11 Sim_10 TrajSim_11_10Plotting Simulated and Actual Tracks
The plot_sim() function provides a
visual comparison between simulated movement
trajectories and the actual observed tracks,
allowing users to evaluate how closely the simulations replicate
real movement patterns. The function requires two main
inputs: a track R object representing the
original track data and a track simulation R
object generated by the
simulate_track() function, which contains
the simulated trajectories to be compared against the original
tracks.
The function relies on the ggplot2
package to create plots with two primary components: simulated
and actual trajectories. Simulated
trajectories are displayed with paths colored according to the
user-specified colors via the colours_sim
argument. The user can also adjust transparency and
line width through the
alpha_sim and
lwd_sim arguments. The default color for
simulated tracks is black, and the default transparency
level is set to a low value (0.1) to avoid
visual clutter when many simulated tracks are plotted. The
original trajectories are plotted on top of the
simulated trajectories using the colors specified by the
colours_act argument. Users can also
adjust transparency
(alpha_act) and line
width (lwd_act) to enhance
visibility. This overlay helps in visually comparing the
similarity between actual and simulated tracks.
The function returns a ggplot R object
that overlays the original and simulated tracks, allowing for further
customization using additional ggplot2
functions if desired. This visualization tool is essential for assessing
whether the chosen simulation model (Directed,
Constrained, or Unconstrained)
adequately captures the movement dynamics represented
by the original tracks and for comparing how well a specific model
replicates the original track patterns under various conditions.
Examples of Usage
Visualizing the Unconstrained simulation for the Paluxy River
dataset using default settings.
This plot provides a basic comparison of the simulated tracks over the
original tracks.
plot_sim(PaluxyRiver, sim_unconstrained_paluxy)
Visualizing the Directed simulation for the Paluxy River dataset with customized colors, transparency, and line width. Simulated tracks are plotted using light blue and orange colors with moderate transparency, making them easily distinguishable from the actual tracks plotted in black.
plot_sim(PaluxyRiver, sim_directed_paluxy,
colours_sim = c("#E69F00", "#56B4E9"),
alpha_sim = 0.4, lwd_sim = 1,
colours_act = c("black", "black"), alpha_act = 0.7, lwd_act = 2
)
Visualizing the Constrained simulation for the Paluxy River dataset with enhanced transparency and a reduced line width for the simulated tracks. This approach highlights the actual tracks more clearly, emphasizing the contrast between real and simulated data.
plot_sim(PaluxyRiver, sim_constrained_paluxy,
colours_sim = c("#E69F00", "#56B4E9"),
alpha_sim = 0.6, lwd_sim = 0.1,
alpha_act = 0.5, lwd_act = 2
)
Visualizing the Unconstrained simulation for the MountTom
dataset using default settings.
This plot provides a straightforward comparison of the simulated tracks
over the actual tracks without any customization.
plot_sim(sbMountTom, sim_unconstrained_mount)
Visualizing the Directed simulation for the MountTom dataset with a custom color palette, higher transparency, and thicker lines for simulated tracks. This setup allows for better differentiation between the various simulated tracks and the original ones.
plot_sim(sbMountTom, sim_directed_mount,
colours_sim = c("#6BAED6", "#FF7F00", "#1F77B4", "#D62728",
"#2CA02C", "#9467BD", "#8C564B", "#E377C2",
"#7F7F7F", "#BCBD22", "#17BECF"),
alpha_sim = 0.3, lwd_sim = 1.5,
alpha_act = 0.8, lwd_act = 2
)
Visualizing the Constrained simulation for the MountTom dataset with a diverse color palette and thinner simulated tracks for better clarity. The high transparency of simulated tracks ensures the original tracks remain clearly visible.
plot_sim(sbMountTom, sim_constrained_mount,
colours_sim = c("#6BAED6", "#FF7F00", "#1F77B4", "#D62728",
"#2CA02C", "#9467BD", "#8C564B", "#E377C2",
"#7F7F7F", "#BCBD22", "#17BECF"),
alpha_sim = 0.5, lwd_sim = 0.2,
alpha_act = 0.6, lwd_act = 2
)
Similarity Metric Calculation using Dynamic Time Warping (DTW) and Fréchet Distance
The simil_DTW_metric() and
simil_Frechet_metric() functions provide
robust tools for comparing movement trajectories by
quantifying their similarity through distinct mathematical approaches.
Both functions operate on a track R
object, allowing users to evaluate whether observed patterns
deviate from random expectations by comparing real tracks to simulated
ones.
The simil_DTW_metric() function applies
the Dynamic Time Warping (DTW) algorithm, which is
especially suitable for analyzing animal movement
patterns with temporal distortions or varying
lengths. By minimizing the cumulative distance between
corresponding points, it effectively aligns sequences even when
timing or pacing differs between trajectories. The calculation uses the
dtw::dtw() function from the
dtw package, employing Euclidean
distance to compute local distances between points. This method
excels at assessing how well simulated tracks replicate real movements,
although it can be sensitive to noise and outliers, particularly when
comparing trajectories of different lengths.
In contrast, the simil_Frechet_metric()
function calculates similarity based on the Fréchet
distance, a metric that evaluates the overall shape of
trajectories by considering both the order and location
of points. Unlike DTW, which focuses on pointwise alignment,
the Fréchet distance measures similarity by assessing how closely two
paths follow each other over their entire length. This approach is often
illustrated by the analogy of a person walking a dog on a
leash, where both can adjust their speed independently but must
remain connected. It is particularly effective for comparing
trajectories where the overall path shape matters, such as
migration routes, travel paths, or animal tracks.
However, because the Fréchet distance evaluates all points along the
path, this method is particularly sensitive to noise
and may return an invalid measurement (-1) when
comparing highly disparate tracks, especially those generated under
fully Unconstrained models. It is essential for users
to check for the presence of -1 values in the resulting
track similarity R object, as these
invalid measurements cannot be used in further analyses. Ignoring this
warning may lead to incorrect conclusions or errors when processing the
results.
Both functions include the
superposition argument, which provides
options for aligning trajectories before calculating similarity metrics:
"None",
"Centroid", and
"Origin". The
"None" option compares trajectories as
they are, while "Centroid" alignment
shifts trajectories to their centroids, eliminating positional
differences while preserving shape. The
"Origin" option aligns trajectories to
their starting points, making comparisons independent of absolute
positions. These alignment methods ensure comparisons are based on
movement patterns rather than arbitrary spatial
differences.
Statistical testing is supported when
test = TRUE, requiring a
track simulation R object to be provided
through the sim argument. This allows
users to compare similarity metrics between real tracks and simulated
trajectories, determining whether observed similarities are
significantly greater than those expected under random conditions. The
functions provide two types of p-values:
pairwise p-values, which represent the
proportion of simulated distances smaller than the observed distance for
each trajectory pair, and combined p-values,
which reflect the overall proportion of simulations where all observed
distances are smaller than the simulated ones. This statistical
framework offers a comprehensive approach for evaluating similarity
metrics and testing hypotheses about track similarity.
The simil_DTW_metric() and
simil_Frechet_metric() functions return a
track similarity R object, which contains
valuable information about the similarity between trajectories. This
object includes a matrix called
DTW_distance_metric (for the DTW metric)
or Frechet_distance_metric (for the
Fréchet metric), which stores the pairwise distances calculated between
all trajectories. If the test argument is
set to TRUE, additional components are
included in the output. Specifically, a matrix of
DTW_distance_metric_p_values or
Frechet_distance_metric_p_values is
provided, containing the p-values for the pairwise distances
obtained by comparing the observed tracks to those generated through
simulations. The
DTW_metric_p_values_combined and
Frechet_metric_p_values_combined elements
report the overall p-value, summarizing the significance of the
similarity between all tracks when considering the simulated datasets.
Moreover, the output includes
DTW_distance_metric_simulations or
Frechet_distance_metric_simulations, a
list of matrices with the similarity metrics calculated from each
simulated dataset. This comprehensive output structure allows users to
thoroughly evaluate whether the observed similarity between trajectories
is greater than expected under random conditions, providing robust
statistical support for their analyses.
The combination of flexible alignment options, statistical testing, and compatibility with simulated datasets makes these functions highly valuable for investigating animal movement patterns, testing hypotheses about track similarity, and assessing the accuracy of simulations.
Examples of Usage
Comparing Paluxy River tracks against Directed model simulations using Centroid superposition.
Comparing MountTom tracks (after subsetting) against Constrained model simulations using Origin superposition.
simil_dtw_constrained_mount <- simil_DTW_metric(sbMountTom, test = TRUE,
sim = sim_constrained_mount,
superposition = "Origin")#> $DTW_distance_metric
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.876534 6.429059 9.885858 11.307932
#> Trackway_02 3.876534 NA 7.846891 10.534176 10.426349
#> Trackway_03 6.429059 7.846891 NA 1.939701 4.956831
#> Trackway_04 9.885858 10.534176 1.939701 NA 3.092768
#> Trackway_07 11.307932 10.426349 4.956831 3.092768 NA
#> Trackway_08 8.723210 7.628799 3.380235 2.122137 2.598978
#> Trackway_09 44.872996 45.542538 23.858272 22.402666 27.585159
#> Trackway_13 33.004458 34.588263 12.530114 11.987635 18.011211
#> Trackway_15 13.301452 12.848699 3.628313 1.888562 1.928924
#> Trackway_16 7.506771 5.093868 6.520839 6.256540 4.535128
#> Trackway_18 15.251042 14.217558 4.517740 2.899849 2.940807
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.723210 44.87300 33.00446 13.301452 7.506771
#> Trackway_02 7.628799 45.54254 34.58826 12.848699 5.093868
#> Trackway_03 3.380235 23.85827 12.53011 3.628313 6.520839
#> Trackway_04 2.122137 22.40267 11.98763 1.888562 6.256540
#> Trackway_07 2.598978 27.58516 18.01121 1.928924 4.535128
#> Trackway_08 NA 27.90917 17.88413 2.906114 3.233682
#> Trackway_09 27.909168 NA 14.81310 21.574939 36.831213
#> Trackway_13 17.884132 14.81310 NA 12.398830 26.638818
#> Trackway_15 2.906114 21.57494 12.39883 NA 6.149675
#> Trackway_16 3.233682 36.83121 26.63882 6.149675 NA
#> Trackway_18 3.834832 21.93954 13.44764 1.262213 7.245713
#> Trackway_18
#> Trackway_01 15.251042
#> Trackway_02 14.217558
#> Trackway_03 4.517740
#> Trackway_04 2.899849
#> Trackway_07 2.940807
#> Trackway_08 3.834832
#> Trackway_09 21.939540
#> Trackway_13 13.447642
#> Trackway_15 1.262213
#> Trackway_16 7.245713
#> Trackway_18 NA
#>
#> $DTW_distance_metric_p_values
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.28712871 0.00990099 0.70297030 0.88118812
#> Trackway_02 0.28712871 NA 0.48514851 0.91089109 0.99009901
#> Trackway_03 0.00990099 0.48514851 NA 0.00990099 0.74257426
#> Trackway_04 0.70297030 0.91089109 0.00990099 NA 0.00990099
#> Trackway_07 0.88118812 0.99009901 0.74257426 0.00990099 NA
#> Trackway_08 0.37623762 0.82178218 0.60396040 0.00990099 0.67326733
#> Trackway_09 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000
#> Trackway_13 1.00000000 1.00000000 1.00000000 0.86138614 1.00000000
#> Trackway_15 0.00990099 0.00990099 0.00990099 0.00990099 0.00990099
#> Trackway_16 0.00990099 0.00990099 0.00990099 0.00990099 0.00990099
#> Trackway_18 0.66336634 1.00000000 1.00000000 0.00990099 0.31683168
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0.37623762 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_02 0.82178218 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_03 0.60396040 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_04 0.00990099 1.00000000 0.86138614 0.00990099 0.00990099
#> Trackway_07 0.67326733 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_08 NA 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_09 1.00000000 NA 1.00000000 0.00990099 1.00000000
#> Trackway_13 1.00000000 1.00000000 NA 0.00990099 1.00000000
#> Trackway_15 0.00990099 0.00990099 0.00990099 NA 0.00990099
#> Trackway_16 0.00990099 1.00000000 1.00000000 0.00990099 NA
#> Trackway_18 0.91089109 1.00000000 1.00000000 0.00990099 0.00990099
#> Trackway_18
#> Trackway_01 0.66336634
#> Trackway_02 1.00000000
#> Trackway_03 1.00000000
#> Trackway_04 0.00990099
#> Trackway_07 0.31683168
#> Trackway_08 0.91089109
#> Trackway_09 1.00000000
#> Trackway_13 1.00000000
#> Trackway_15 0.00990099
#> Trackway_16 0.00990099
#> Trackway_18 NA
#>
#> $DTW_distance_metric_p_values_BH
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.68661214 0.02475248 1.00000000 1.00000000
#> Trackway_02 0.68661214 NA 1.00000000 1.00000000 1.00000000
#> Trackway_03 0.02475248 1.00000000 NA 0.02475248 1.00000000
#> Trackway_04 1.00000000 1.00000000 0.02475248 NA 0.02475248
#> Trackway_07 1.00000000 1.00000000 1.00000000 0.02475248 NA
#> Trackway_08 0.82772277 1.00000000 1.00000000 0.02475248 1.00000000
#> Trackway_09 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000
#> Trackway_13 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000
#> Trackway_15 0.02475248 0.02475248 0.02475248 0.02475248 0.02475248
#> Trackway_16 0.02475248 0.02475248 0.02475248 0.02475248 0.02475248
#> Trackway_18 1.00000000 1.00000000 1.00000000 0.02475248 0.72607261
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0.82772277 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_02 1.00000000 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_03 1.00000000 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_04 0.02475248 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_07 1.00000000 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_08 NA 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_09 1.00000000 NA 1.00000000 0.02475248 1.00000000
#> Trackway_13 1.00000000 1.00000000 NA 0.02475248 1.00000000
#> Trackway_15 0.02475248 0.02475248 0.02475248 NA 0.02475248
#> Trackway_16 0.02475248 1.00000000 1.00000000 0.02475248 NA
#> Trackway_18 1.00000000 1.00000000 1.00000000 0.02475248 0.02475248
#> Trackway_18
#> Trackway_01 1.00000000
#> Trackway_02 1.00000000
#> Trackway_03 1.00000000
#> Trackway_04 0.02475248
#> Trackway_07 0.72607261
#> Trackway_08 1.00000000
#> Trackway_09 1.00000000
#> Trackway_13 1.00000000
#> Trackway_15 0.02475248
#> Trackway_16 0.02475248
#> Trackway_18 NA
#>
#> $DTW_metric_p_values_combined
#> [1] 0
#>
#> $DTW_distance_metric_simulations
#> $DTW_distance_metric_simulations[[1]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.485821 12.328322 5.297842 6.084504
#> Trackway_02 3.485821 NA 8.126983 7.902372 4.395970
#> Trackway_03 12.328322 8.126983 NA 17.343127 3.739134
#> Trackway_04 5.297842 7.902372 17.343127 NA 9.820131
#> Trackway_07 6.084504 4.395970 3.739134 9.820131 NA
#> Trackway_08 7.310324 5.427512 3.815238 10.878819 1.981510
#> Trackway_09 3.492670 2.686741 5.804743 8.758047 2.240249
#> Trackway_13 9.295767 5.489165 2.016416 14.018506 4.553807
#> Trackway_15 43.546582 37.276447 22.105213 47.815301 23.795065
#> Trackway_16 33.638653 28.347721 14.785453 37.164932 14.167108
#> Trackway_18 11.464976 7.678068 0.886524 16.460399 3.523623
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.310324 3.492670 9.295767 43.54658 33.63865
#> Trackway_02 5.427512 2.686741 5.489165 37.27645 28.34772
#> Trackway_03 3.815238 5.804743 2.016416 22.10521 14.78545
#> Trackway_04 10.878819 8.758047 14.018506 47.81530 37.16493
#> Trackway_07 1.981510 2.240249 4.553807 23.79507 14.16711
#> Trackway_08 NA 2.756286 5.126104 21.99027 12.34583
#> Trackway_09 2.756286 NA 4.693994 30.18493 20.79388
#> Trackway_13 5.126104 4.693994 NA 27.47388 19.96207
#> Trackway_15 21.990273 30.184927 27.473882 NA 14.31711
#> Trackway_16 12.345831 20.793879 19.962067 14.31711 NA
#> Trackway_18 3.332729 5.268231 2.028710 21.76048 14.25562
#> Trackway_18
#> Trackway_01 11.464976
#> Trackway_02 7.678068
#> Trackway_03 0.886524
#> Trackway_04 16.460399
#> Trackway_07 3.523623
#> Trackway_08 3.332729
#> Trackway_09 5.268231
#> Trackway_13 2.028710
#> Trackway_15 21.760482
#> Trackway_16 14.255616
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[2]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 12.886507 21.855399 17.486594 10.339511
#> Trackway_02 12.886507 NA 9.533285 5.868758 4.822696
#> Trackway_03 21.855399 9.533285 NA 13.828756 5.603425
#> Trackway_04 17.486594 5.868758 13.828756 NA 11.102434
#> Trackway_07 10.339511 4.822696 5.603425 11.102434 NA
#> Trackway_08 8.885419 8.163320 5.818652 15.787530 2.731209
#> Trackway_09 20.626501 7.378837 2.547261 10.652950 7.539052
#> Trackway_13 11.451104 3.148123 6.458263 9.291908 2.374874
#> Trackway_15 44.584111 36.232477 21.011208 46.375461 24.973119
#> Trackway_16 32.624324 26.901992 13.614283 38.102492 14.705686
#> Trackway_18 17.883356 6.305342 1.799635 10.283474 3.841797
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.885419 20.626501 11.451104 44.58411 32.62432
#> Trackway_02 8.163320 7.378837 3.148123 36.23248 26.90199
#> Trackway_03 5.818652 2.547261 6.458263 21.01121 13.61428
#> Trackway_04 15.787530 10.652950 9.291908 46.37546 38.10249
#> Trackway_07 2.731209 7.539052 2.374874 24.97312 14.70569
#> Trackway_08 NA 9.096872 4.508455 23.00803 12.12270
#> Trackway_09 9.096872 NA 6.271471 27.67815 20.44788
#> Trackway_13 4.508455 6.271471 NA 29.02598 19.24812
#> Trackway_15 23.008033 27.678145 29.025985 NA 13.75907
#> Trackway_16 12.122696 20.447885 19.248116 13.75907 NA
#> Trackway_18 4.215527 3.134564 3.997423 22.05252 13.54925
#> Trackway_18
#> Trackway_01 17.883356
#> Trackway_02 6.305342
#> Trackway_03 1.799635
#> Trackway_04 10.283474
#> Trackway_07 3.841797
#> Trackway_08 4.215527
#> Trackway_09 3.134564
#> Trackway_13 3.997423
#> Trackway_15 22.052520
#> Trackway_16 13.549251
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[3]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.911523 8.880498 5.584447 11.355068
#> Trackway_02 1.911523 NA 6.695239 4.848975 7.664872
#> Trackway_03 8.880498 6.695239 NA 12.253319 4.489263
#> Trackway_04 5.584447 4.848975 12.253319 NA 8.196938
#> Trackway_07 11.355068 7.664872 4.489263 8.196938 NA
#> Trackway_08 8.232426 5.469811 1.716020 10.583295 3.260458
#> Trackway_09 5.892792 4.002080 2.609225 8.652797 5.501053
#> Trackway_13 4.379637 3.606862 2.269159 8.081195 5.573348
#> Trackway_15 41.788755 35.490709 20.506599 43.317610 22.851653
#> Trackway_16 35.004289 28.082545 13.630256 35.276741 13.614889
#> Trackway_18 8.964564 6.700596 0.535626 12.349060 4.335119
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.232426 5.892792 4.379637 41.78876 35.00429
#> Trackway_02 5.469811 4.002080 3.606862 35.49071 28.08255
#> Trackway_03 1.716020 2.609225 2.269159 20.50660 13.63026
#> Trackway_04 10.583295 8.652797 8.081195 43.31761 35.27674
#> Trackway_07 3.260458 5.501053 5.573348 22.85165 13.61489
#> Trackway_08 NA 2.626402 2.873830 20.32996 12.49865
#> Trackway_09 2.626402 NA 1.862499 27.07462 19.65770
#> Trackway_13 2.873830 1.862499 NA 26.33281 19.17152
#> Trackway_15 20.329955 27.074617 26.332805 NA 12.41268
#> Trackway_16 12.498651 19.657697 19.171519 12.41268 NA
#> Trackway_18 1.385905 2.675243 2.366633 20.26823 13.25625
#> Trackway_18
#> Trackway_01 8.964564
#> Trackway_02 6.700596
#> Trackway_03 0.535626
#> Trackway_04 12.349060
#> Trackway_07 4.335119
#> Trackway_08 1.385905
#> Trackway_09 2.675243
#> Trackway_13 2.366633
#> Trackway_15 20.268229
#> Trackway_16 13.256248
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[4]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 17.009118 18.083479 4.256861 6.288121
#> Trackway_02 17.009118 NA 4.850009 15.075290 12.182949
#> Trackway_03 18.083479 4.850009 NA 16.802448 5.573599
#> Trackway_04 4.256861 15.075290 16.802448 NA 7.292543
#> Trackway_07 6.288121 12.182949 5.573599 7.292543 NA
#> Trackway_08 8.670192 11.048610 4.713414 9.210646 1.223745
#> Trackway_09 14.607104 5.288414 2.760101 13.670925 6.196655
#> Trackway_13 11.559625 6.192209 3.897931 9.724866 4.663014
#> Trackway_15 44.622434 35.392602 21.724372 46.097788 23.961411
#> Trackway_16 33.106811 28.707197 14.373624 35.516802 13.439482
#> Trackway_18 18.832051 5.703396 1.156785 18.016023 5.650652
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.670192 14.607104 11.559625 44.62243 33.10681
#> Trackway_02 11.048610 5.288414 6.192209 35.39260 28.70720
#> Trackway_03 4.713414 2.760101 3.897931 21.72437 14.37362
#> Trackway_04 9.210646 13.670925 9.724866 46.09779 35.51680
#> Trackway_07 1.223745 6.196655 4.663014 23.96141 13.43948
#> Trackway_08 NA 5.271761 3.815226 22.88377 12.70589
#> Trackway_09 5.271761 NA 2.988783 26.97622 18.91616
#> Trackway_13 3.815226 2.988783 NA 27.33021 18.53455
#> Trackway_15 22.883768 26.976217 27.330213 NA 13.69931
#> Trackway_16 12.705892 18.916161 18.534548 13.69931 NA
#> Trackway_18 4.645591 3.033785 4.337794 20.66988 13.32472
#> Trackway_18
#> Trackway_01 18.832051
#> Trackway_02 5.703396
#> Trackway_03 1.156785
#> Trackway_04 18.016023
#> Trackway_07 5.650652
#> Trackway_08 4.645591
#> Trackway_09 3.033785
#> Trackway_13 4.337794
#> Trackway_15 20.669881
#> Trackway_16 13.324722
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[5]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.244957 15.2298554 3.154938 6.006386
#> Trackway_02 4.244957 NA 9.2183794 4.044875 3.742986
#> Trackway_03 15.229855 9.218379 NA 15.280475 4.949719
#> Trackway_04 3.154938 4.044875 15.2804749 NA 7.063043
#> Trackway_07 6.006386 3.742986 4.9497193 7.063043 NA
#> Trackway_08 7.962793 5.652241 4.3930352 9.592038 2.561290
#> Trackway_09 15.334663 8.992528 2.1802495 15.340963 6.918384
#> Trackway_13 7.291681 3.367172 4.9747624 7.183060 3.052400
#> Trackway_15 45.013902 37.291746 22.2788713 46.919494 25.474064
#> Trackway_16 33.738756 26.917021 14.1691425 36.073680 14.940351
#> Trackway_18 16.775929 10.328991 0.8749962 16.880153 5.537861
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.962793 15.334663 7.291681 45.01390 33.73876
#> Trackway_02 5.652241 8.992528 3.367172 37.29175 26.91702
#> Trackway_03 4.393035 2.180250 4.974762 22.27887 14.16914
#> Trackway_04 9.592038 15.340963 7.183060 46.91949 36.07368
#> Trackway_07 2.561290 6.918384 3.052400 25.47406 14.94035
#> Trackway_08 NA 7.121509 3.539925 22.60552 11.98450
#> Trackway_09 7.121509 NA 5.680394 27.75077 19.99535
#> Trackway_13 3.539925 5.680394 NA 28.73176 18.82794
#> Trackway_15 22.605517 27.750768 28.731762 NA 13.81458
#> Trackway_16 11.984496 19.995353 18.827940 13.81458 NA
#> Trackway_18 4.606225 2.148906 5.783491 21.62261 13.77105
#> Trackway_18
#> Trackway_01 16.7759291
#> Trackway_02 10.3289909
#> Trackway_03 0.8749962
#> Trackway_04 16.8801532
#> Trackway_07 5.5378610
#> Trackway_08 4.6062247
#> Trackway_09 2.1489063
#> Trackway_13 5.7834911
#> Trackway_15 21.6226121
#> Trackway_16 13.7710460
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[6]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.907427 21.555789 15.816896 11.897237
#> Trackway_02 9.907427 NA 11.645789 6.222128 4.633040
#> Trackway_03 21.555789 11.645789 NA 11.616696 4.852988
#> Trackway_04 15.816896 6.222128 11.616696 NA 9.035754
#> Trackway_07 11.897237 4.633040 4.852988 9.035754 NA
#> Trackway_08 8.662105 8.080739 6.765606 15.030472 3.065502
#> Trackway_09 15.846349 6.911636 4.336979 7.016973 3.951949
#> Trackway_13 11.029670 3.344975 6.707582 7.422508 1.800249
#> Trackway_15 43.228501 37.184463 21.368784 44.228797 23.155975
#> Trackway_16 30.315855 26.600240 14.155702 35.178457 12.904804
#> Trackway_18 19.084254 9.597974 1.778001 10.297468 3.687309
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.662105 15.846349 11.029670 43.22850 30.31585
#> Trackway_02 8.080739 6.911636 3.344975 37.18446 26.60024
#> Trackway_03 6.765606 4.336979 6.707582 21.36878 14.15570
#> Trackway_04 15.030472 7.016973 7.422508 44.22880 35.17846
#> Trackway_07 3.065502 3.951949 1.800249 23.15598 12.90480
#> Trackway_08 NA 6.718851 4.083727 21.56196 10.20324
#> Trackway_09 6.718851 NA 3.836130 26.90669 18.01517
#> Trackway_13 4.083727 3.836130 NA 27.30841 17.02776
#> Trackway_15 21.561963 26.906693 27.308409 NA 14.03863
#> Trackway_16 10.203245 18.015175 17.027765 14.03863 NA
#> Trackway_18 5.119432 2.774006 5.065102 20.69734 12.58964
#> Trackway_18
#> Trackway_01 19.084254
#> Trackway_02 9.597974
#> Trackway_03 1.778001
#> Trackway_04 10.297468
#> Trackway_07 3.687309
#> Trackway_08 5.119432
#> Trackway_09 2.774006
#> Trackway_13 5.065102
#> Trackway_15 20.697335
#> Trackway_16 12.589637
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[7]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.296487 19.510325 1.817931 5.831592
#> Trackway_02 8.296487 NA 11.100796 7.954755 7.135371
#> Trackway_03 19.510325 11.100796 NA 20.241633 6.485098
#> Trackway_04 1.817931 7.954755 20.241633 NA 6.868809
#> Trackway_07 5.831592 7.135371 6.485098 6.868809 NA
#> Trackway_08 9.522140 5.852413 4.406686 10.366966 2.119705
#> Trackway_09 9.612991 3.797215 6.747351 10.088911 4.564033
#> Trackway_13 10.413766 3.413278 5.983281 10.556491 4.591812
#> Trackway_15 44.125632 37.703506 20.345899 45.536942 23.985342
#> Trackway_16 32.034320 27.560686 12.899425 33.641201 12.541283
#> Trackway_18 12.950006 6.147818 3.051155 13.651846 3.731998
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.522140 9.612991 10.413766 44.12563 32.03432
#> Trackway_02 5.852413 3.797215 3.413278 37.70351 27.56069
#> Trackway_03 4.406686 6.747351 5.983281 20.34590 12.89942
#> Trackway_04 10.366966 10.088911 10.556491 45.53694 33.64120
#> Trackway_07 2.119705 4.564033 4.591812 23.98534 12.54128
#> Trackway_08 NA 2.619587 2.888790 22.45750 12.01669
#> Trackway_09 2.619587 NA 2.156802 29.26385 19.30912
#> Trackway_13 2.888790 2.156802 NA 28.22158 18.49317
#> Trackway_15 22.457503 29.263854 28.221582 NA 14.40458
#> Trackway_16 12.016694 19.309119 18.493171 14.40458 NA
#> Trackway_18 1.909277 2.794820 2.044131 22.54390 13.20546
#> Trackway_18
#> Trackway_01 12.950006
#> Trackway_02 6.147818
#> Trackway_03 3.051155
#> Trackway_04 13.651846
#> Trackway_07 3.731998
#> Trackway_08 1.909277
#> Trackway_09 2.794820
#> Trackway_13 2.044131
#> Trackway_15 22.543898
#> Trackway_16 13.205458
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[8]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 15.320103 23.8121900 10.025955 13.917272
#> Trackway_02 15.32010 NA 10.1398494 7.558516 5.378006
#> Trackway_03 23.81219 10.139849 NA 19.627584 4.633838
#> Trackway_04 10.02595 7.558516 19.6275836 NA 9.929215
#> Trackway_07 13.91727 5.378006 4.6338384 9.929215 NA
#> Trackway_08 19.76255 7.002758 1.9965085 15.491010 2.677013
#> Trackway_09 19.99978 5.856752 3.5762764 14.731533 5.093432
#> Trackway_13 14.74332 3.213231 5.8955832 8.282403 2.023233
#> Trackway_15 44.42014 37.910543 21.1304499 47.565710 23.339394
#> Trackway_16 27.68309 26.229501 12.3594914 33.656660 11.314575
#> Trackway_18 22.95363 9.492353 0.5335064 18.945995 4.266851
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 19.762546 19.999777 14.743316 44.42014 27.68309
#> Trackway_02 7.002758 5.856752 3.213231 37.91054 26.22950
#> Trackway_03 1.996509 3.576276 5.895583 21.13045 12.35949
#> Trackway_04 15.491010 14.731533 8.282403 47.56571 33.65666
#> Trackway_07 2.677013 5.093432 2.023233 23.33939 11.31458
#> Trackway_08 NA 1.814180 3.350151 21.73253 11.43578
#> Trackway_09 1.814180 NA 4.032553 28.85897 18.83888
#> Trackway_13 3.350151 4.032553 NA 27.46817 15.70668
#> Trackway_15 21.732533 28.858968 27.468166 NA 15.56817
#> Trackway_16 11.435779 18.838882 15.706681 15.56817 NA
#> Trackway_18 1.663055 3.138253 5.386729 21.41625 12.35482
#> Trackway_18
#> Trackway_01 22.9536253
#> Trackway_02 9.4923529
#> Trackway_03 0.5335064
#> Trackway_04 18.9459953
#> Trackway_07 4.2668505
#> Trackway_08 1.6630546
#> Trackway_09 3.1382532
#> Trackway_13 5.3867294
#> Trackway_15 21.4162530
#> Trackway_16 12.3548202
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[9]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.928364 13.530214 4.907132 5.513046
#> Trackway_02 11.928364 NA 4.765668 10.976123 8.829447
#> Trackway_03 13.530214 4.765668 NA 13.966192 4.189369
#> Trackway_04 4.907132 10.976123 13.966192 NA 6.684713
#> Trackway_07 5.513046 8.829447 4.189369 6.684713 NA
#> Trackway_08 7.020858 8.851213 3.669686 8.938333 1.738720
#> Trackway_09 6.186735 7.965060 5.160785 8.265261 2.596291
#> Trackway_13 8.663887 4.791911 3.204496 8.183117 3.346473
#> Trackway_15 41.416148 34.735841 20.723443 45.467947 23.185596
#> Trackway_16 29.231068 26.602002 12.310271 34.162983 12.053852
#> Trackway_18 11.076724 5.223062 1.285108 11.753948 3.012847
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.020858 6.186735 8.663887 41.41615 29.23107
#> Trackway_02 8.851213 7.965060 4.791911 34.73584 26.60200
#> Trackway_03 3.669686 5.160785 3.204496 20.72344 12.31027
#> Trackway_04 8.938333 8.265261 8.183117 45.46795 34.16298
#> Trackway_07 1.738720 2.596291 3.346473 23.18560 12.05385
#> Trackway_08 NA 2.575762 3.469552 21.51841 10.48698
#> Trackway_09 2.575762 NA 3.591542 27.75481 16.78577
#> Trackway_13 3.469552 3.591542 NA 26.73505 17.01209
#> Trackway_15 21.518412 27.754811 26.735048 NA 14.89535
#> Trackway_16 10.486984 16.785771 17.012089 14.89535 NA
#> Trackway_18 2.410207 3.717828 1.914283 21.07061 11.70652
#> Trackway_18
#> Trackway_01 11.076724
#> Trackway_02 5.223062
#> Trackway_03 1.285108
#> Trackway_04 11.753948
#> Trackway_07 3.012847
#> Trackway_08 2.410207
#> Trackway_09 3.717828
#> Trackway_13 1.914283
#> Trackway_15 21.070610
#> Trackway_16 11.706519
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[10]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 16.294174 22.201701 10.846380 11.284718
#> Trackway_02 16.29417 NA 6.972404 7.573133 8.099713
#> Trackway_03 22.20170 6.972404 NA 15.679706 5.271858
#> Trackway_04 10.84638 7.573133 15.679706 NA 8.907066
#> Trackway_07 11.28472 8.099713 5.271858 8.907066 NA
#> Trackway_08 13.61845 5.693573 4.096159 8.300347 1.445367
#> Trackway_09 19.73019 4.684481 3.439102 12.528057 8.341831
#> Trackway_13 16.57452 2.163061 4.136349 8.311360 4.867854
#> Trackway_15 44.83725 36.239870 21.988261 45.943308 23.438783
#> Trackway_16 32.22534 26.828293 13.708055 35.068765 12.294807
#> Trackway_18 17.70564 5.424826 2.089761 11.615332 3.260738
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.618446 19.730191 16.574519 44.83725 32.22534
#> Trackway_02 5.693573 4.684481 2.163061 36.23987 26.82829
#> Trackway_03 4.096159 3.439102 4.136349 21.98826 13.70806
#> Trackway_04 8.300347 12.528057 8.311360 45.94331 35.06877
#> Trackway_07 1.445367 8.341831 4.867854 23.43878 12.29481
#> Trackway_08 NA 6.195848 3.070418 23.66454 13.14597
#> Trackway_09 6.195848 NA 3.318616 31.14542 22.84562
#> Trackway_13 3.070418 3.318616 NA 28.34405 18.77244
#> Trackway_15 23.664542 31.145420 28.344051 NA 13.61347
#> Trackway_16 13.145970 22.845623 18.772438 13.61347 NA
#> Trackway_18 2.279215 3.921791 2.858797 22.01043 12.56037
#> Trackway_18
#> Trackway_01 17.705640
#> Trackway_02 5.424826
#> Trackway_03 2.089761
#> Trackway_04 11.615332
#> Trackway_07 3.260738
#> Trackway_08 2.279215
#> Trackway_09 3.921791
#> Trackway_13 2.858797
#> Trackway_15 22.010427
#> Trackway_16 12.560370
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[11]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.542981 13.124445 10.365524 6.8213803
#> Trackway_02 6.542981 NA 6.911098 4.863218 6.0213071
#> Trackway_03 13.124445 6.911098 NA 10.478489 3.4597960
#> Trackway_04 10.365524 4.863218 10.478489 NA 11.4412223
#> Trackway_07 6.821380 6.021307 3.459796 11.441222 NA
#> Trackway_08 7.612778 5.507969 2.902468 10.459564 0.8401852
#> Trackway_09 13.249824 6.893699 1.916016 10.244973 5.8365757
#> Trackway_13 8.707695 2.941484 2.954396 5.646583 3.6915170
#> Trackway_15 42.932975 36.491851 21.261522 45.044503 22.5762885
#> Trackway_16 31.980688 26.991778 13.019283 36.620988 12.4692383
#> Trackway_18 10.195646 5.366714 1.696161 9.632860 2.0658481
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.6127782 13.249824 8.707695 42.93298 31.98069
#> Trackway_02 5.5079686 6.893699 2.941484 36.49185 26.99178
#> Trackway_03 2.9024679 1.916016 2.954396 21.26152 13.01928
#> Trackway_04 10.4595641 10.244973 5.646583 45.04450 36.62099
#> Trackway_07 0.8401852 5.836576 3.691517 22.57629 12.46924
#> Trackway_08 NA 5.194229 2.924712 21.85864 11.99429
#> Trackway_09 5.1942293 NA 3.772145 26.43879 18.42966
#> Trackway_13 2.9247117 3.772145 NA 26.81339 17.73836
#> Trackway_15 21.8586441 26.438787 26.813385 NA 12.97971
#> Trackway_16 11.9942883 18.429659 17.738364 12.97971 NA
#> Trackway_18 1.3417277 3.511000 2.054755 21.14575 11.97680
#> Trackway_18
#> Trackway_01 10.195646
#> Trackway_02 5.366714
#> Trackway_03 1.696161
#> Trackway_04 9.632860
#> Trackway_07 2.065848
#> Trackway_08 1.341728
#> Trackway_09 3.511000
#> Trackway_13 2.054755
#> Trackway_15 21.145746
#> Trackway_16 11.976805
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[12]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.800176 16.641852 4.567270 6.898183
#> Trackway_02 9.800176 NA 7.877856 8.178416 6.349824
#> Trackway_03 16.641852 7.877856 NA 17.054515 4.905415
#> Trackway_04 4.567270 8.178416 17.054515 NA 7.469024
#> Trackway_07 6.898183 6.349824 4.905415 7.469024 NA
#> Trackway_08 8.811261 7.467667 4.241967 9.713856 1.935418
#> Trackway_09 7.407426 5.585541 6.390813 8.289085 2.695922
#> Trackway_13 11.655980 3.296065 3.714213 11.045765 4.249981
#> Trackway_15 43.654265 37.266471 21.428378 47.361998 24.585873
#> Trackway_16 32.169221 28.057293 13.567816 36.331395 13.973664
#> Trackway_18 15.267211 6.904267 1.056789 15.682076 4.387983
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.811261 7.407426 11.655980 43.65427 32.16922
#> Trackway_02 7.467667 5.585541 3.296065 37.26647 28.05729
#> Trackway_03 4.241967 6.390813 3.714213 21.42838 13.56782
#> Trackway_04 9.713856 8.289085 11.045765 47.36200 36.33140
#> Trackway_07 1.935418 2.695922 4.249981 24.58587 13.97366
#> Trackway_08 NA 2.161147 4.608341 22.72453 12.14467
#> Trackway_09 2.161147 NA 4.428622 29.26952 18.90731
#> Trackway_13 4.608341 4.428622 NA 28.26042 19.42283
#> Trackway_15 22.724527 29.269523 28.260422 NA 14.24825
#> Trackway_16 12.144668 18.907306 19.422827 14.24825 NA
#> Trackway_18 3.399724 5.189149 3.662409 21.09432 12.66326
#> Trackway_18
#> Trackway_01 15.267211
#> Trackway_02 6.904267
#> Trackway_03 1.056789
#> Trackway_04 15.682076
#> Trackway_07 4.387983
#> Trackway_08 3.399724
#> Trackway_09 5.189149
#> Trackway_13 3.662409
#> Trackway_15 21.094317
#> Trackway_16 12.663260
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[13]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.276838 12.0549300 6.109890 8.387906
#> Trackway_02 1.276838 NA 9.2211590 6.189619 6.000580
#> Trackway_03 12.054930 9.221159 NA 11.014470 5.036233
#> Trackway_04 6.109890 6.189619 11.0144697 NA 13.639379
#> Trackway_07 8.387906 6.000580 5.0362328 13.639379 NA
#> Trackway_08 11.855033 8.902555 0.9261954 11.198860 4.475412
#> Trackway_09 7.259801 5.279692 3.3502244 7.438430 5.931077
#> Trackway_13 4.618536 3.254395 4.4755751 6.242766 3.973744
#> Trackway_15 43.680069 37.174133 22.0202402 46.133528 23.144719
#> Trackway_16 32.909951 26.431705 13.4770215 36.608216 11.600033
#> Trackway_18 8.242291 5.629942 2.8771918 10.341200 2.271751
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.8550332 7.259801 4.618536 43.68007 32.90995
#> Trackway_02 8.9025551 5.279692 3.254395 37.17413 26.43171
#> Trackway_03 0.9261954 3.350224 4.475575 22.02024 13.47702
#> Trackway_04 11.1988602 7.438430 6.242766 46.13353 36.60822
#> Trackway_07 4.4754120 5.931077 3.973744 23.14472 11.60003
#> Trackway_08 NA 3.047966 4.237474 21.48046 12.63923
#> Trackway_09 3.0479658 NA 2.981479 28.84485 19.38327
#> Trackway_13 4.2374742 2.981479 NA 28.27301 18.00940
#> Trackway_15 21.4804567 28.844851 28.273006 NA 14.30019
#> Trackway_16 12.6392338 19.383272 18.009401 14.30019 NA
#> Trackway_18 2.2403481 3.213312 2.430949 22.01826 11.72129
#> Trackway_18
#> Trackway_01 8.242291
#> Trackway_02 5.629942
#> Trackway_03 2.877192
#> Trackway_04 10.341200
#> Trackway_07 2.271751
#> Trackway_08 2.240348
#> Trackway_09 3.213312
#> Trackway_13 2.430949
#> Trackway_15 22.018263
#> Trackway_16 11.721291
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[14]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.699012 20.195597 18.083767 8.262027
#> Trackway_02 11.699012 NA 8.495216 6.662655 6.063641
#> Trackway_03 20.195597 8.495216 NA 9.335285 5.919837
#> Trackway_04 18.083767 6.662655 9.335285 NA 14.100411
#> Trackway_07 8.262027 6.063641 5.919837 14.100411 NA
#> Trackway_08 12.439076 5.313432 3.645392 12.510469 2.739785
#> Trackway_09 9.447608 3.918203 6.857327 11.459248 2.644971
#> Trackway_13 12.311770 2.836065 4.882988 8.155563 4.018169
#> Trackway_15 44.538556 36.375032 21.050970 44.645915 24.462189
#> Trackway_16 32.209443 26.768717 13.415104 36.510461 13.586346
#> Trackway_18 17.623841 6.933938 1.423663 9.230123 4.720671
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 12.439076 9.447608 12.311770 44.53856 32.20944
#> Trackway_02 5.313432 3.918203 2.836065 36.37503 26.76872
#> Trackway_03 3.645392 6.857327 4.882988 21.05097 13.41510
#> Trackway_04 12.510469 11.459248 8.155563 44.64592 36.51046
#> Trackway_07 2.739785 2.644971 4.018169 24.46219 13.58635
#> Trackway_08 NA 2.315986 2.678154 21.95808 12.01702
#> Trackway_09 2.315986 NA 2.972173 29.37888 18.94432
#> Trackway_13 2.678154 2.972173 NA 27.94678 18.34283
#> Trackway_15 21.958079 29.378880 27.946785 NA 13.85980
#> Trackway_16 12.017020 18.944323 18.342832 13.85980 NA
#> Trackway_18 2.310756 5.029574 3.530356 21.15085 12.63912
#> Trackway_18
#> Trackway_01 17.623841
#> Trackway_02 6.933938
#> Trackway_03 1.423663
#> Trackway_04 9.230123
#> Trackway_07 4.720671
#> Trackway_08 2.310756
#> Trackway_09 5.029574
#> Trackway_13 3.530356
#> Trackway_15 21.150848
#> Trackway_16 12.639120
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[15]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 15.718061 21.542387 16.388508 14.672563
#> Trackway_02 15.71806 NA 8.013332 1.782964 4.601113
#> Trackway_03 21.54239 8.013332 NA 12.269694 3.277058
#> Trackway_04 16.38851 1.782964 12.269694 NA 7.749411
#> Trackway_07 14.67256 4.601113 3.277058 7.749411 NA
#> Trackway_08 13.23024 6.834899 3.846173 10.612185 1.564715
#> Trackway_09 17.90190 4.929271 3.392766 8.392593 3.050606
#> Trackway_13 17.55528 3.867363 3.268451 6.638169 2.388998
#> Trackway_15 44.01628 37.252661 20.857062 45.178326 22.819592
#> Trackway_16 26.17763 25.772496 11.346082 33.457970 11.071693
#> Trackway_18 23.66605 10.194199 1.127820 14.769214 4.283324
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.230237 17.901904 17.555283 44.01628 26.177632
#> Trackway_02 6.834899 4.929271 3.867363 37.25266 25.772496
#> Trackway_03 3.846173 3.392766 3.268451 20.85706 11.346082
#> Trackway_04 10.612185 8.392593 6.638169 45.17833 33.457970
#> Trackway_07 1.564715 3.050606 2.388998 22.81959 11.071693
#> Trackway_08 NA 4.314714 3.988886 21.98640 9.654075
#> Trackway_09 4.314714 NA 2.304741 27.65244 17.061006
#> Trackway_13 3.988886 2.304741 NA 27.23457 16.456033
#> Trackway_15 21.986404 27.652438 27.234574 NA 15.606419
#> Trackway_16 9.654075 17.061006 16.456033 15.60642 NA
#> Trackway_18 4.887144 4.795375 4.668264 20.51046 11.866528
#> Trackway_18
#> Trackway_01 23.666052
#> Trackway_02 10.194199
#> Trackway_03 1.127820
#> Trackway_04 14.769214
#> Trackway_07 4.283324
#> Trackway_08 4.887144
#> Trackway_09 4.795375
#> Trackway_13 4.668264
#> Trackway_15 20.510461
#> Trackway_16 11.866528
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[16]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.300220 12.3827565 1.154543 7.742104
#> Trackway_02 2.300220 NA 8.9542524 2.738793 4.477845
#> Trackway_03 12.382756 8.954252 NA 11.964318 4.754124
#> Trackway_04 1.154543 2.738793 11.9643184 NA 8.391073
#> Trackway_07 7.742104 4.477845 4.7541243 8.391073 NA
#> Trackway_08 8.328850 5.083259 3.3866894 8.961327 2.339499
#> Trackway_09 4.222058 1.662507 6.1403982 4.464046 3.264366
#> Trackway_13 6.230485 4.561694 3.0856950 5.927030 4.575361
#> Trackway_15 42.717171 35.144213 19.9217498 42.982358 22.621384
#> Trackway_16 34.425299 26.564244 13.2744262 34.754553 13.586076
#> Trackway_18 12.010091 8.602907 0.6825355 11.701587 4.722054
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.328850 4.222058 6.230485 42.71717 34.42530
#> Trackway_02 5.083259 1.662507 4.561694 35.14421 26.56424
#> Trackway_03 3.386689 6.140398 3.085695 19.92175 13.27443
#> Trackway_04 8.961327 4.464046 5.927030 42.98236 34.75455
#> Trackway_07 2.339499 3.264366 4.575361 22.62138 13.58608
#> Trackway_08 NA 2.862364 3.294485 20.39784 11.83254
#> Trackway_09 2.862364 NA 3.035329 29.31868 20.84969
#> Trackway_13 3.294485 3.035329 NA 25.43804 17.90757
#> Trackway_15 20.397836 29.318684 25.438041 NA 11.95914
#> Trackway_16 11.832544 20.849686 17.907569 11.95914 NA
#> Trackway_18 3.057599 5.557936 2.959540 19.43147 12.65047
#> Trackway_18
#> Trackway_01 12.0100908
#> Trackway_02 8.6029072
#> Trackway_03 0.6825355
#> Trackway_04 11.7015869
#> Trackway_07 4.7220542
#> Trackway_08 3.0575993
#> Trackway_09 5.5579364
#> Trackway_13 2.9595405
#> Trackway_15 19.4314695
#> Trackway_16 12.6504743
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[17]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.970044 11.0049921 5.106929 6.492061
#> Trackway_02 1.970044 NA 8.2487738 4.953581 4.685210
#> Trackway_03 11.004992 8.248774 NA 8.728591 3.214551
#> Trackway_04 5.106929 4.953581 8.7285913 NA 9.070396
#> Trackway_07 6.492061 4.685210 3.2145514 9.070396 NA
#> Trackway_08 10.021138 7.229945 1.1224994 8.448486 2.452189
#> Trackway_09 5.317216 3.510210 3.7966128 5.267439 2.652569
#> Trackway_13 4.239712 3.285911 5.9140055 8.159327 2.073917
#> Trackway_15 43.234642 37.566173 22.2909846 43.825896 23.385776
#> Trackway_16 31.584000 25.892164 12.7240175 33.488764 11.628138
#> Trackway_18 11.379778 8.663865 0.3000335 9.054881 3.464756
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.021138 5.317216 4.239712 43.23464 31.58400
#> Trackway_02 7.229945 3.510210 3.285911 37.56617 25.89216
#> Trackway_03 1.122499 3.796613 5.914006 22.29098 12.72402
#> Trackway_04 8.448486 5.267439 8.159327 43.82590 33.48876
#> Trackway_07 2.452189 2.652569 2.073917 23.38578 11.62814
#> Trackway_08 NA 3.004924 4.932183 21.87334 11.71479
#> Trackway_09 3.004924 NA 3.443350 30.21221 19.07728
#> Trackway_13 4.932183 3.443350 NA 29.04609 16.74860
#> Trackway_15 21.873342 30.212210 29.046093 NA 15.69813
#> Trackway_16 11.714788 19.077276 16.748599 15.69813 NA
#> Trackway_18 1.355397 4.164032 6.234129 22.24606 12.87382
#> Trackway_18
#> Trackway_01 11.3797785
#> Trackway_02 8.6638654
#> Trackway_03 0.3000335
#> Trackway_04 9.0548813
#> Trackway_07 3.4647564
#> Trackway_08 1.3553971
#> Trackway_09 4.1640325
#> Trackway_13 6.2341290
#> Trackway_15 22.2460601
#> Trackway_16 12.8738213
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[18]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 10.722767 13.4896679 3.341428 7.603705
#> Trackway_02 10.722767 NA 5.8349019 12.606489 9.982061
#> Trackway_03 13.489668 5.834902 NA 15.953571 4.109548
#> Trackway_04 3.341428 12.606489 15.9535709 NA 8.385771
#> Trackway_07 7.603705 9.982061 4.1095479 8.385771 NA
#> Trackway_08 11.733478 6.094296 1.0205232 13.963337 3.305943
#> Trackway_09 5.666416 5.666335 4.8957726 8.244118 3.984081
#> Trackway_13 12.077082 3.706682 1.3503880 14.188727 6.099049
#> Trackway_15 43.647156 35.998585 20.9091508 46.567166 22.427686
#> Trackway_16 33.433088 28.817196 13.3116090 36.308802 12.325170
#> Trackway_18 12.437736 5.482828 0.6025285 14.844073 3.622632
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.7334781 5.666416 12.077082 43.64716 33.43309
#> Trackway_02 6.0942957 5.666335 3.706682 35.99858 28.81720
#> Trackway_03 1.0205232 4.895773 1.350388 20.90915 13.31161
#> Trackway_04 13.9633370 8.244118 14.188727 46.56717 36.30880
#> Trackway_07 3.3059429 3.984081 6.099049 22.42769 12.32517
#> Trackway_08 NA 3.583575 2.364957 20.82340 12.68042
#> Trackway_09 3.5835745 NA 4.724858 29.80467 20.66456
#> Trackway_13 2.3649571 4.724858 NA 25.51494 18.18881
#> Trackway_15 20.8233998 29.804673 25.514945 NA 13.55256
#> Trackway_16 12.6804236 20.664562 18.188809 13.55256 NA
#> Trackway_18 0.6140361 4.236496 1.709068 21.01841 13.10200
#> Trackway_18
#> Trackway_01 12.4377363
#> Trackway_02 5.4828283
#> Trackway_03 0.6025285
#> Trackway_04 14.8440727
#> Trackway_07 3.6226317
#> Trackway_08 0.6140361
#> Trackway_09 4.2364964
#> Trackway_13 1.7090681
#> Trackway_15 21.0184057
#> Trackway_16 13.1020038
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[19]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.829228 13.319168 1.335222 6.505331
#> Trackway_02 2.829228 NA 9.897419 3.342124 4.887065
#> Trackway_03 13.319168 9.897419 NA 14.430565 5.285277
#> Trackway_04 1.335222 3.342124 14.430565 NA 6.750053
#> Trackway_07 6.505331 4.887065 5.285277 6.750053 NA
#> Trackway_08 7.272525 5.525185 3.688044 8.201151 1.922196
#> Trackway_09 9.024788 6.283048 3.287790 10.052538 5.776053
#> Trackway_13 5.320614 3.424131 4.859452 6.328425 3.186643
#> Trackway_15 44.325088 38.021107 22.450616 45.038509 24.638810
#> Trackway_16 31.139986 25.550288 12.602227 31.537565 11.392215
#> Trackway_18 11.325406 8.307998 1.692360 12.424682 4.169604
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.272525 9.024788 5.320614 44.32509 31.13999
#> Trackway_02 5.525185 6.283048 3.424131 38.02111 25.55029
#> Trackway_03 3.688044 3.287790 4.859452 22.45062 12.60223
#> Trackway_04 8.201151 10.052538 6.328425 45.03851 31.53757
#> Trackway_07 1.922196 5.776053 3.186643 24.63881 11.39221
#> Trackway_08 NA 4.026051 2.090276 23.19488 10.81022
#> Trackway_09 4.026051 NA 3.072752 28.64557 17.66990
#> Trackway_13 2.090276 3.072752 NA 28.46893 16.35537
#> Trackway_15 23.194879 28.645572 28.468928 NA 15.96399
#> Trackway_16 10.810218 17.669896 16.355366 15.96399 NA
#> Trackway_18 2.407971 2.540112 3.610638 21.84907 11.07012
#> Trackway_18
#> Trackway_01 11.325406
#> Trackway_02 8.307998
#> Trackway_03 1.692360
#> Trackway_04 12.424682
#> Trackway_07 4.169604
#> Trackway_08 2.407971
#> Trackway_09 2.540112
#> Trackway_13 3.610638
#> Trackway_15 21.849073
#> Trackway_16 11.070122
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[20]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.221335 16.629698 11.800098 6.988526
#> Trackway_02 9.221335 NA 7.539321 4.188389 6.342385
#> Trackway_03 16.629698 7.539321 NA 10.402488 4.819138
#> Trackway_04 11.800098 4.188389 10.402488 NA 11.788323
#> Trackway_07 6.988526 6.342385 4.819138 11.788323 NA
#> Trackway_08 11.569417 5.719962 2.640365 9.868533 2.373071
#> Trackway_09 11.151966 3.324544 3.878433 7.645930 4.609211
#> Trackway_13 8.210575 3.229499 4.928752 7.182331 2.689565
#> Trackway_15 44.065968 35.440220 20.544021 44.483573 23.118708
#> Trackway_16 31.367373 25.662080 12.272283 35.360319 11.800561
#> Trackway_18 12.327291 5.648088 2.280285 9.751790 2.894919
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.5694166 11.151966 8.210575 44.06597 31.36737
#> Trackway_02 5.7199617 3.324544 3.229499 35.44022 25.66208
#> Trackway_03 2.6403647 3.878433 4.928752 20.54402 12.27228
#> Trackway_04 9.8685326 7.645930 7.182331 44.48357 35.36032
#> Trackway_07 2.3730713 4.609211 2.689565 23.11871 11.80056
#> Trackway_08 NA 2.589396 2.258703 21.28162 11.15224
#> Trackway_09 2.5893964 NA 2.834626 27.91097 18.20916
#> Trackway_13 2.2587028 2.834626 NA 27.25060 16.82701
#> Trackway_15 21.2816151 27.910973 27.250600 NA 14.45154
#> Trackway_16 11.1522436 18.209158 16.827007 14.45154 NA
#> Trackway_18 0.5532374 2.453725 2.768121 20.78733 10.92067
#> Trackway_18
#> Trackway_01 12.3272907
#> Trackway_02 5.6480875
#> Trackway_03 2.2802852
#> Trackway_04 9.7517899
#> Trackway_07 2.8949190
#> Trackway_08 0.5532374
#> Trackway_09 2.4537246
#> Trackway_13 2.7681207
#> Trackway_15 20.7873309
#> Trackway_16 10.9206735
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[21]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.016399 16.0636856 6.525242 7.899972
#> Trackway_02 9.016399 NA 7.5348274 3.903691 5.123473
#> Trackway_03 16.063686 7.534827 NA 13.014638 4.090177
#> Trackway_04 6.525242 3.903691 13.0146383 NA 7.380206
#> Trackway_07 7.899972 5.123473 4.0901772 7.380206 NA
#> Trackway_08 9.868192 6.058546 3.2257536 9.260757 2.333745
#> Trackway_09 9.795735 3.023682 4.4335182 6.967976 2.847187
#> Trackway_13 11.262610 3.613629 2.8660586 7.564978 3.434331
#> Trackway_15 45.611782 37.661080 21.9020856 46.524295 25.038719
#> Trackway_16 32.667288 27.090179 12.5108794 35.098476 13.212355
#> Trackway_18 14.253423 6.436825 0.9639109 11.580815 3.298912
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.868192 9.795735 11.262610 45.61178 32.66729
#> Trackway_02 6.058546 3.023682 3.613629 37.66108 27.09018
#> Trackway_03 3.225754 4.433518 2.866059 21.90209 12.51088
#> Trackway_04 9.260757 6.967976 7.564978 46.52429 35.09848
#> Trackway_07 2.333745 2.847187 3.434331 25.03872 13.21235
#> Trackway_08 NA 3.411201 3.297065 22.79275 11.04493
#> Trackway_09 3.411201 NA 1.782388 30.00680 19.10383
#> Trackway_13 3.297065 1.782388 NA 27.79182 17.40310
#> Trackway_15 22.792752 30.006801 27.791819 NA 16.01225
#> Trackway_16 11.044934 19.103825 17.403105 16.01225 NA
#> Trackway_18 2.335552 3.443840 2.013283 22.24349 12.15620
#> Trackway_18
#> Trackway_01 14.2534230
#> Trackway_02 6.4368247
#> Trackway_03 0.9639109
#> Trackway_04 11.5808155
#> Trackway_07 3.2989120
#> Trackway_08 2.3355523
#> Trackway_09 3.4438397
#> Trackway_13 2.0132832
#> Trackway_15 22.2434917
#> Trackway_16 12.1561970
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[22]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.499682 12.3081742 4.179634 5.116236
#> Trackway_02 7.499682 NA 6.6292410 9.007773 7.910692
#> Trackway_03 12.308174 6.629241 NA 15.993604 4.918581
#> Trackway_04 4.179634 9.007773 15.9936036 NA 8.659344
#> Trackway_07 5.116236 7.910692 4.9185806 8.659344 NA
#> Trackway_08 8.237845 5.180912 2.3393733 11.870149 2.644586
#> Trackway_09 14.083741 7.767569 2.6246832 18.236784 8.172129
#> Trackway_13 4.538632 4.935070 4.9819890 6.840636 2.636036
#> Trackway_15 43.155487 38.325371 22.6121074 49.228455 25.208145
#> Trackway_16 29.498171 26.825362 12.2464503 35.626018 11.890744
#> Trackway_18 11.823213 6.479253 0.7218965 15.731076 4.499336
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.237845 14.083741 4.538632 43.15549 29.49817
#> Trackway_02 5.180912 7.767569 4.935070 38.32537 26.82536
#> Trackway_03 2.339373 2.624683 4.981989 22.61211 12.24645
#> Trackway_04 11.870149 18.236784 6.840636 49.22846 35.62602
#> Trackway_07 2.644586 8.172129 2.636036 25.20814 11.89074
#> Trackway_08 NA 5.072341 2.425563 23.88312 11.97025
#> Trackway_09 5.072341 NA 6.848957 27.69099 18.25463
#> Trackway_13 2.425563 6.848957 NA 28.82067 16.14787
#> Trackway_15 23.883118 27.690991 28.820671 NA 15.93338
#> Trackway_16 11.970246 18.254629 16.147866 15.93338 NA
#> Trackway_18 1.988509 2.861410 4.546432 22.39204 11.65832
#> Trackway_18
#> Trackway_01 11.8232132
#> Trackway_02 6.4792527
#> Trackway_03 0.7218965
#> Trackway_04 15.7310758
#> Trackway_07 4.4993358
#> Trackway_08 1.9885086
#> Trackway_09 2.8614100
#> Trackway_13 4.5464319
#> Trackway_15 22.3920356
#> Trackway_16 11.6583229
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[23]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.493367 15.208057 5.941737 8.427267
#> Trackway_02 3.493367 NA 13.364722 4.112955 5.047263
#> Trackway_03 15.208057 13.364722 NA 20.305379 6.553938
#> Trackway_04 5.941737 4.112955 20.305379 NA 9.138575
#> Trackway_07 8.427267 5.047263 6.553938 9.138575 NA
#> Trackway_08 7.569120 4.802487 5.504317 9.198666 1.098421
#> Trackway_09 6.081632 5.117574 6.726294 10.527687 4.403322
#> Trackway_13 5.123309 3.908363 6.427973 7.447426 3.814096
#> Trackway_15 42.871365 37.561289 20.363431 47.759071 24.426303
#> Trackway_16 32.396300 25.986453 12.862245 36.055349 12.258736
#> Trackway_18 10.297832 8.871688 2.400619 14.699501 4.198129
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.569120 6.081632 5.123309 42.87136 32.39630
#> Trackway_02 4.802487 5.117574 3.908363 37.56129 25.98645
#> Trackway_03 5.504317 6.726294 6.427973 20.36343 12.86224
#> Trackway_04 9.198666 10.527687 7.447426 47.75907 36.05535
#> Trackway_07 1.098421 4.403322 3.814096 24.42630 12.25874
#> Trackway_08 NA 3.018076 2.709062 23.75515 12.21360
#> Trackway_09 3.018076 NA 2.053833 29.33579 18.90329
#> Trackway_13 2.709062 2.053833 NA 27.94271 17.19601
#> Trackway_15 23.755150 29.335793 27.942712 NA 15.97516
#> Trackway_16 12.213604 18.903289 17.196005 15.97516 NA
#> Trackway_18 3.128463 3.088473 3.125332 21.89578 12.50575
#> Trackway_18
#> Trackway_01 10.297832
#> Trackway_02 8.871688
#> Trackway_03 2.400619
#> Trackway_04 14.699501
#> Trackway_07 4.198129
#> Trackway_08 3.128463
#> Trackway_09 3.088473
#> Trackway_13 3.125332
#> Trackway_15 21.895778
#> Trackway_16 12.505747
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[24]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.675001 18.3255834 6.067489 9.537726
#> Trackway_02 7.675001 NA 8.6117472 5.621148 3.507826
#> Trackway_03 18.325583 8.611747 NA 15.573982 4.010736
#> Trackway_04 6.067489 5.621148 15.5739819 NA 7.907859
#> Trackway_07 9.537726 3.507826 4.0107363 7.907859 NA
#> Trackway_08 15.738654 6.876563 1.7993000 13.894214 2.856972
#> Trackway_09 10.888075 2.392068 5.0236181 8.679493 2.565505
#> Trackway_13 8.537476 2.525798 5.5753554 6.173193 1.788442
#> Trackway_15 45.169611 35.750331 21.6505686 46.365475 23.773601
#> Trackway_16 32.396692 24.620876 13.2326392 35.121153 12.822507
#> Trackway_18 19.041217 9.254227 0.7079688 16.625585 4.329150
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 15.738654 10.888075 8.537476 45.16961 32.39669
#> Trackway_02 6.876563 2.392068 2.525798 35.75033 24.62088
#> Trackway_03 1.799300 5.023618 5.575355 21.65057 13.23264
#> Trackway_04 13.894214 8.679493 6.173193 46.36548 35.12115
#> Trackway_07 2.856972 2.565505 1.788442 23.77360 12.82251
#> Trackway_08 NA 3.490739 3.994492 21.40735 11.90118
#> Trackway_09 3.490739 NA 2.469485 29.40647 19.02319
#> Trackway_13 3.994492 2.469485 NA 28.17232 17.21146
#> Trackway_15 21.407348 29.406472 28.172323 NA 14.83156
#> Trackway_16 11.901176 19.023193 17.211461 14.83156 NA
#> Trackway_18 1.764042 5.489047 5.950149 21.10136 12.85216
#> Trackway_18
#> Trackway_01 19.0412168
#> Trackway_02 9.2542270
#> Trackway_03 0.7079688
#> Trackway_04 16.6255851
#> Trackway_07 4.3291499
#> Trackway_08 1.7640420
#> Trackway_09 5.4890467
#> Trackway_13 5.9501493
#> Trackway_15 21.1013628
#> Trackway_16 12.8521629
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[25]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 12.054630 17.1388652 9.915608 11.956482
#> Trackway_02 12.054630 NA 6.2540957 5.922782 4.853539
#> Trackway_03 17.138865 6.254096 NA 13.306600 2.594230
#> Trackway_04 9.915608 5.922782 13.3065996 NA 9.832559
#> Trackway_07 11.956482 4.853539 2.5942303 9.832559 NA
#> Trackway_08 16.312131 6.187234 1.2291917 13.158800 1.990577
#> Trackway_09 9.890866 3.805132 5.0574245 8.048011 1.932274
#> Trackway_13 11.639632 2.886966 3.6439981 6.558523 2.401487
#> Trackway_15 43.480635 35.522471 21.1095383 46.476727 21.545396
#> Trackway_16 32.178600 26.995942 13.5428886 37.026536 12.462266
#> Trackway_18 18.156904 7.238804 0.9112146 14.874549 2.725532
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.3121311 9.890866 11.639632 43.48063 32.17860
#> Trackway_02 6.1872343 3.805132 2.886966 35.52247 26.99594
#> Trackway_03 1.2291917 5.057424 3.643998 21.10954 13.54289
#> Trackway_04 13.1587999 8.048011 6.558523 46.47673 37.02654
#> Trackway_07 1.9905768 1.932274 2.401487 21.54540 12.46227
#> Trackway_08 NA 4.360642 3.654479 20.49337 12.50348
#> Trackway_09 4.3606424 NA 3.000545 28.44556 19.11015
#> Trackway_13 3.6544786 3.000545 NA 27.63152 18.76308
#> Trackway_15 20.4933724 28.445559 27.631523 NA 12.86482
#> Trackway_16 12.5034820 19.110146 18.763076 12.86482 NA
#> Trackway_18 0.8506476 5.464662 4.429804 20.35832 12.88602
#> Trackway_18
#> Trackway_01 18.1569039
#> Trackway_02 7.2388039
#> Trackway_03 0.9112146
#> Trackway_04 14.8745485
#> Trackway_07 2.7255318
#> Trackway_08 0.8506476
#> Trackway_09 5.4646618
#> Trackway_13 4.4298044
#> Trackway_15 20.3583196
#> Trackway_16 12.8860155
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[26]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.817091 9.688454 4.630886 6.359804
#> Trackway_02 4.817091 NA 4.796840 3.909008 6.571903
#> Trackway_03 9.688454 4.796840 NA 9.767369 3.271499
#> Trackway_04 4.630886 3.909008 9.767369 NA 9.513994
#> Trackway_07 6.359804 6.571903 3.271499 9.513994 NA
#> Trackway_08 8.837871 7.837597 3.568817 11.288171 1.550959
#> Trackway_09 4.027349 3.150689 3.856862 6.628939 2.945672
#> Trackway_13 5.973374 2.635247 2.390580 5.566910 3.749114
#> Trackway_15 40.191234 33.296498 20.026169 42.698068 21.164405
#> Trackway_16 32.407503 26.498770 13.747613 35.864400 12.864017
#> Trackway_18 10.513653 5.234181 1.510264 10.586143 3.529400
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.837871 4.027349 5.973374 40.19123 32.40750
#> Trackway_02 7.837597 3.150689 2.635247 33.29650 26.49877
#> Trackway_03 3.568817 3.856862 2.390580 20.02617 13.74761
#> Trackway_04 11.288171 6.628939 5.566910 42.69807 35.86440
#> Trackway_07 1.550959 2.945672 3.749114 21.16441 12.86402
#> Trackway_08 NA 3.664208 4.265197 19.83967 11.44924
#> Trackway_09 3.664208 NA 2.439520 26.87740 19.31244
#> Trackway_13 4.265197 2.439520 NA 24.85175 17.95063
#> Trackway_15 19.839667 26.877397 24.851750 NA 12.62099
#> Trackway_16 11.449240 19.312437 17.950632 12.62099 NA
#> Trackway_18 3.131764 3.969591 2.680651 18.61437 12.32990
#> Trackway_18
#> Trackway_01 10.513653
#> Trackway_02 5.234181
#> Trackway_03 1.510264
#> Trackway_04 10.586143
#> Trackway_07 3.529400
#> Trackway_08 3.131764
#> Trackway_09 3.969591
#> Trackway_13 2.680651
#> Trackway_15 18.614372
#> Trackway_16 12.329898
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[27]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.378902 8.4573037 2.484258 7.138886
#> Trackway_02 1.378902 NA 5.7337556 3.077238 4.667449
#> Trackway_03 8.457304 5.733756 NA 8.954478 1.404558
#> Trackway_04 2.484258 3.077238 8.9544776 NA 9.023834
#> Trackway_07 7.138886 4.667449 1.4045577 9.023834 NA
#> Trackway_08 10.016045 7.180150 0.9356001 9.874804 2.133161
#> Trackway_09 4.555956 2.799149 2.9863390 6.392995 2.323418
#> Trackway_13 5.093030 3.566380 2.2322374 5.644346 2.051482
#> Trackway_15 43.273185 36.674570 21.2321986 44.748047 22.454468
#> Trackway_16 32.720524 25.958457 11.1438026 34.433102 11.680006
#> Trackway_18 8.435415 5.881350 0.7992121 8.504033 1.635742
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.0160454 4.555956 5.093030 43.27318 32.72052
#> Trackway_02 7.1801498 2.799149 3.566380 36.67457 25.95846
#> Trackway_03 0.9356001 2.986339 2.232237 21.23220 11.14380
#> Trackway_04 9.8748042 6.392995 5.644346 44.74805 34.43310
#> Trackway_07 2.1331613 2.323418 2.051482 22.45447 11.68001
#> Trackway_08 NA 4.181640 2.653034 21.03179 11.58478
#> Trackway_09 4.1816402 NA 2.539412 29.02859 18.32099
#> Trackway_13 2.6530345 2.539412 NA 27.05634 16.98356
#> Trackway_15 21.0317930 29.028591 27.056340 NA 14.89935
#> Trackway_16 11.5847824 18.320987 16.983561 14.89935 NA
#> Trackway_18 0.7585826 3.257177 1.682049 21.52919 11.81103
#> Trackway_18
#> Trackway_01 8.4354154
#> Trackway_02 5.8813502
#> Trackway_03 0.7992121
#> Trackway_04 8.5040334
#> Trackway_07 1.6357420
#> Trackway_08 0.7585826
#> Trackway_09 3.2571766
#> Trackway_13 1.6820488
#> Trackway_15 21.5291867
#> Trackway_16 11.8110294
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[28]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 12.778571 22.457539 15.902039 13.081047
#> Trackway_02 12.77857 NA 10.576321 3.027429 4.448823
#> Trackway_03 22.45754 10.576321 NA 12.823542 4.496592
#> Trackway_04 15.90204 3.027429 12.823542 NA 8.244704
#> Trackway_07 13.08105 4.448823 4.496592 8.244704 NA
#> Trackway_08 16.23564 6.227386 3.621765 9.240562 1.840601
#> Trackway_09 12.49748 4.883286 6.783187 9.013852 1.743211
#> Trackway_13 13.72613 3.401245 5.761431 6.219863 1.655598
#> Trackway_15 42.03419 36.148519 20.202766 43.347981 21.254808
#> Trackway_16 27.15464 25.759752 12.831968 33.605562 10.955967
#> Trackway_18 18.88951 7.621225 2.064704 9.942943 2.596053
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.235643 12.497482 13.726129 42.03419 27.154638
#> Trackway_02 6.227386 4.883286 3.401245 36.14852 25.759752
#> Trackway_03 3.621765 6.783187 5.761431 20.20277 12.831968
#> Trackway_04 9.240562 9.013852 6.219863 43.34798 33.605562
#> Trackway_07 1.840601 1.743211 1.655598 21.25481 10.955967
#> Trackway_08 NA 3.164434 2.526568 19.54521 9.976887
#> Trackway_09 3.164434 NA 2.172266 26.17309 15.628938
#> Trackway_13 2.526568 2.172266 NA 25.63130 15.503940
#> Trackway_15 19.545209 26.173091 25.631296 NA 13.727573
#> Trackway_16 9.976887 15.628938 15.503940 13.72757 NA
#> Trackway_18 1.665679 4.444799 3.312478 20.00668 11.373654
#> Trackway_18
#> Trackway_01 18.889514
#> Trackway_02 7.621225
#> Trackway_03 2.064704
#> Trackway_04 9.942943
#> Trackway_07 2.596053
#> Trackway_08 1.665679
#> Trackway_09 4.444799
#> Trackway_13 3.312478
#> Trackway_15 20.006683
#> Trackway_16 11.373654
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[29]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.023155 16.687288 6.609799 5.633839
#> Trackway_02 7.023155 NA 9.798972 2.387298 5.183272
#> Trackway_03 16.687288 9.798972 NA 14.445454 5.632916
#> Trackway_04 6.609799 2.387298 14.445454 NA 7.168535
#> Trackway_07 5.633839 5.183272 5.632916 7.168535 NA
#> Trackway_08 8.531843 6.166499 4.690316 9.383419 2.438332
#> Trackway_09 12.211955 6.255778 3.470725 10.150468 5.764515
#> Trackway_13 10.630990 4.885282 4.166552 7.904678 4.221598
#> Trackway_15 41.653546 36.951933 21.172408 44.756420 23.700649
#> Trackway_16 30.357222 27.050692 14.032973 34.543737 13.073349
#> Trackway_18 13.392732 7.028917 2.352204 11.680020 4.233943
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.531843 12.211955 10.630990 41.65355 30.35722
#> Trackway_02 6.166499 6.255778 4.885282 36.95193 27.05069
#> Trackway_03 4.690316 3.470725 4.166552 21.17241 14.03297
#> Trackway_04 9.383419 10.150468 7.904678 44.75642 34.54374
#> Trackway_07 2.438332 5.764515 4.221598 23.70065 13.07335
#> Trackway_08 NA 5.065465 3.859671 21.31376 11.14346
#> Trackway_09 5.065465 NA 2.429776 26.99915 18.65800
#> Trackway_13 3.859671 2.429776 NA 26.69643 17.85731
#> Trackway_15 21.313760 26.999149 26.696433 NA 14.14719
#> Trackway_16 11.143464 18.658001 17.857315 14.14719 NA
#> Trackway_18 2.611600 2.161519 2.700948 20.38258 11.97471
#> Trackway_18
#> Trackway_01 13.392732
#> Trackway_02 7.028917
#> Trackway_03 2.352204
#> Trackway_04 11.680020
#> Trackway_07 4.233943
#> Trackway_08 2.611600
#> Trackway_09 2.161519
#> Trackway_13 2.700948
#> Trackway_15 20.382582
#> Trackway_16 11.974712
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[30]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.227800 14.7558099 6.463940 11.829641
#> Trackway_02 8.227800 NA 6.6016658 3.222822 4.225087
#> Trackway_03 14.755810 6.601666 NA 11.277187 1.729424
#> Trackway_04 6.463940 3.222822 11.2771870 NA 8.297005
#> Trackway_07 11.829641 4.225087 1.7294236 8.297005 NA
#> Trackway_08 8.952274 6.354238 3.3037968 9.150772 3.227988
#> Trackway_09 14.094645 5.926299 1.6589770 10.471212 2.808985
#> Trackway_13 12.549473 4.450474 1.6396731 8.287093 2.145018
#> Trackway_15 44.604615 36.993987 22.2792699 45.159657 23.769341
#> Trackway_16 32.931413 27.081521 13.5202982 34.813801 14.366904
#> Trackway_18 14.647479 6.673001 0.5605893 11.373992 1.995212
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.952274 14.094645 12.549473 44.60462 32.93141
#> Trackway_02 6.354238 5.926299 4.450474 36.99399 27.08152
#> Trackway_03 3.303797 1.658977 1.639673 22.27927 13.52030
#> Trackway_04 9.150772 10.471212 8.287093 45.15966 34.81380
#> Trackway_07 3.227988 2.808985 2.145018 23.76934 14.36690
#> Trackway_08 NA 5.526880 4.504120 22.02272 11.49699
#> Trackway_09 5.526880 NA 1.992414 28.24541 19.52956
#> Trackway_13 4.504120 1.992414 NA 27.00922 17.97242
#> Trackway_15 22.022716 28.245407 27.009217 NA 13.73162
#> Trackway_16 11.496987 19.529563 17.972415 13.73162 NA
#> Trackway_18 2.989615 1.600126 1.611566 21.86141 13.02328
#> Trackway_18
#> Trackway_01 14.6474790
#> Trackway_02 6.6730011
#> Trackway_03 0.5605893
#> Trackway_04 11.3739918
#> Trackway_07 1.9952124
#> Trackway_08 2.9896152
#> Trackway_09 1.6001256
#> Trackway_13 1.6115660
#> Trackway_15 21.8614057
#> Trackway_16 13.0232828
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[31]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 14.542060 18.026040 3.991564 7.9671399
#> Trackway_02 14.542060 NA 6.142291 14.447475 9.4046167
#> Trackway_03 18.026040 6.142291 NA 19.149111 4.6246439
#> Trackway_04 3.991564 14.447475 19.149111 NA 9.3484794
#> Trackway_07 7.967140 9.404617 4.624644 9.348479 NA
#> Trackway_08 7.569153 10.920115 4.994087 9.245494 0.9198996
#> Trackway_09 10.061606 5.971087 5.372767 11.203174 3.1819631
#> Trackway_13 13.400873 3.229744 3.583652 13.768697 4.6280747
#> Trackway_15 43.688059 36.679089 20.979500 46.874125 23.0477857
#> Trackway_16 32.606903 28.834074 13.516199 36.166492 13.1346734
#> Trackway_18 11.763659 6.752409 2.759484 12.892921 1.9092221
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.5691531 10.061606 13.400873 43.68806 32.60690
#> Trackway_02 10.9201155 5.971087 3.229744 36.67909 28.83407
#> Trackway_03 4.9940868 5.372767 3.583652 20.97950 13.51620
#> Trackway_04 9.2454945 11.203174 13.768697 46.87412 36.16649
#> Trackway_07 0.9198996 3.181963 4.628075 23.04779 13.13467
#> Trackway_08 NA 4.129842 5.657780 22.61578 12.49042
#> Trackway_09 4.1298421 NA 3.109903 28.54389 19.36142
#> Trackway_13 5.6577799 3.109903 NA 27.81197 19.43899
#> Trackway_15 22.6157828 28.543888 27.811970 NA 12.76943
#> Trackway_16 12.4904180 19.361420 19.438990 12.76943 NA
#> Trackway_18 2.3441928 2.048237 2.572875 22.15326 13.14221
#> Trackway_18
#> Trackway_01 11.763659
#> Trackway_02 6.752409
#> Trackway_03 2.759484
#> Trackway_04 12.892921
#> Trackway_07 1.909222
#> Trackway_08 2.344193
#> Trackway_09 2.048237
#> Trackway_13 2.572875
#> Trackway_15 22.153257
#> Trackway_16 13.142213
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[32]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.183410 14.850402 3.556709 8.182310
#> Trackway_02 3.183410 NA 9.515183 2.687967 4.698021
#> Trackway_03 14.850402 9.515183 NA 14.152229 3.854620
#> Trackway_04 3.556709 2.687967 14.152229 NA 8.753556
#> Trackway_07 8.182310 4.698021 3.854620 8.753556 NA
#> Trackway_08 9.814656 5.455250 2.618616 9.903556 1.349766
#> Trackway_09 9.237089 5.138614 4.329520 9.095152 2.937606
#> Trackway_13 4.907254 2.654115 5.893770 5.657802 1.877688
#> Trackway_15 45.492083 38.248089 22.372899 46.492371 23.727249
#> Trackway_16 33.456318 26.971306 13.611325 35.303991 12.499021
#> Trackway_18 8.754407 5.305600 3.784925 9.428475 1.009304
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.814656 9.237089 4.907254 45.49208 33.45632
#> Trackway_02 5.455250 5.138614 2.654115 38.24809 26.97131
#> Trackway_03 2.618616 4.329520 5.893770 22.37290 13.61132
#> Trackway_04 9.903556 9.095152 5.657802 46.49237 35.30399
#> Trackway_07 1.349766 2.937606 1.877688 23.72725 12.49902
#> Trackway_08 NA 2.035056 2.658028 22.96067 12.50216
#> Trackway_09 2.035056 NA 3.600870 29.04650 18.76348
#> Trackway_13 2.658028 3.600870 NA 29.36475 18.06555
#> Trackway_15 22.960666 29.046500 29.364753 NA 15.01523
#> Trackway_16 12.502158 18.763476 18.065551 15.01523 NA
#> Trackway_18 1.294509 3.114706 2.698894 22.82316 11.64242
#> Trackway_18
#> Trackway_01 8.754407
#> Trackway_02 5.305600
#> Trackway_03 3.784925
#> Trackway_04 9.428475
#> Trackway_07 1.009304
#> Trackway_08 1.294509
#> Trackway_09 3.114706
#> Trackway_13 2.698894
#> Trackway_15 22.823164
#> Trackway_16 11.642423
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[33]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.760344 19.049866 14.787904 10.428703
#> Trackway_02 11.76034 NA 8.083680 4.867909 5.494789
#> Trackway_03 19.04987 8.083680 NA 13.066808 4.175675
#> Trackway_04 14.78790 4.867909 13.066808 NA 10.839329
#> Trackway_07 10.42870 5.494789 4.175675 10.839329 NA
#> Trackway_08 12.07744 5.085033 3.300715 9.980949 1.154500
#> Trackway_09 10.75237 2.360003 6.102035 7.123346 3.057033
#> Trackway_13 18.10416 6.515480 1.768113 10.361488 5.596159
#> Trackway_15 42.93984 35.585332 20.783608 46.309466 22.461061
#> Trackway_16 31.19252 26.910016 13.744221 38.047293 12.674619
#> Trackway_18 15.23683 5.778429 1.919358 10.634074 2.461302
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 12.077438 10.752369 18.104157 42.93984 31.19252
#> Trackway_02 5.085033 2.360003 6.515480 35.58533 26.91002
#> Trackway_03 3.300715 6.102035 1.768113 20.78361 13.74422
#> Trackway_04 9.980949 7.123346 10.361488 46.30947 38.04729
#> Trackway_07 1.154500 3.057033 5.596159 22.46106 12.67462
#> Trackway_08 NA 2.471820 4.380528 21.45087 12.18428
#> Trackway_09 2.471820 NA 5.265096 30.04231 20.80573
#> Trackway_13 4.380528 5.265096 NA 24.91363 17.92018
#> Trackway_15 21.450870 30.042308 24.913629 NA 14.01684
#> Trackway_16 12.184278 20.805734 17.920181 14.01684 NA
#> Trackway_18 1.430008 3.386654 2.580826 20.85301 12.54799
#> Trackway_18
#> Trackway_01 15.236832
#> Trackway_02 5.778429
#> Trackway_03 1.919358
#> Trackway_04 10.634074
#> Trackway_07 2.461302
#> Trackway_08 1.430008
#> Trackway_09 3.386654
#> Trackway_13 2.580826
#> Trackway_15 20.853011
#> Trackway_16 12.547989
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[34]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.892850 12.4632003 2.712826 5.364057
#> Trackway_02 6.892850 NA 6.4758260 7.304232 7.343637
#> Trackway_03 12.463200 6.475826 NA 13.975628 4.440890
#> Trackway_04 2.712826 7.304232 13.9756276 NA 6.428116
#> Trackway_07 5.364057 7.343637 4.4408900 6.428116 NA
#> Trackway_08 8.742723 6.051596 2.0066476 10.186800 2.919984
#> Trackway_09 6.748896 3.961400 3.7028730 8.263995 4.173813
#> Trackway_13 6.486831 3.095184 3.9583657 7.059279 3.418463
#> Trackway_15 41.319830 35.584593 19.9518713 43.885498 22.770040
#> Trackway_16 32.658404 28.505307 13.5184367 35.257065 14.057238
#> Trackway_18 11.168681 6.041222 0.8731414 12.615300 3.616327
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.742723 6.748896 6.486831 41.31983 32.65840
#> Trackway_02 6.051596 3.961400 3.095184 35.58459 28.50531
#> Trackway_03 2.006648 3.702873 3.958366 19.95187 13.51844
#> Trackway_04 10.186800 8.263995 7.059279 43.88550 35.25706
#> Trackway_07 2.919984 4.173813 3.418463 22.77004 14.05724
#> Trackway_08 NA 2.638726 2.915644 20.15690 12.50861
#> Trackway_09 2.638726 NA 2.568038 27.21600 19.86806
#> Trackway_13 2.915644 2.568038 NA 26.79210 19.23707
#> Trackway_15 20.156901 27.216003 26.792104 NA 12.28857
#> Trackway_16 12.508612 19.868058 19.237070 12.28857 NA
#> Trackway_18 1.479932 2.873202 3.075360 20.29651 13.34283
#> Trackway_18
#> Trackway_01 11.1686815
#> Trackway_02 6.0412218
#> Trackway_03 0.8731414
#> Trackway_04 12.6153001
#> Trackway_07 3.6163272
#> Trackway_08 1.4799317
#> Trackway_09 2.8732018
#> Trackway_13 3.0753602
#> Trackway_15 20.2965065
#> Trackway_16 13.3428281
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[35]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.302704 13.779606 5.847297 8.108584
#> Trackway_02 4.302704 NA 7.982040 3.383332 5.075499
#> Trackway_03 13.779606 7.982040 NA 11.450894 2.998111
#> Trackway_04 5.847297 3.383332 11.450894 NA 8.671323
#> Trackway_07 8.108584 5.075499 2.998111 8.671323 NA
#> Trackway_08 11.006654 5.840728 2.178980 9.649575 1.617906
#> Trackway_09 10.484576 5.306459 2.724607 8.655740 3.052360
#> Trackway_13 13.900685 8.182274 2.050691 10.368774 5.235613
#> Trackway_15 43.783290 37.176502 20.753794 44.921100 21.740886
#> Trackway_16 32.799882 26.862749 12.648293 35.261091 11.657369
#> Trackway_18 12.626555 6.876457 1.440362 10.742035 2.290570
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.006654 10.484576 13.900685 43.78329 32.79988
#> Trackway_02 5.840728 5.306459 8.182274 37.17650 26.86275
#> Trackway_03 2.178980 2.724607 2.050691 20.75379 12.64829
#> Trackway_04 9.649575 8.655740 10.368774 44.92110 35.26109
#> Trackway_07 1.617906 3.052360 5.235613 21.74089 11.65737
#> Trackway_08 NA 2.155792 4.378240 20.23788 10.85320
#> Trackway_09 2.155792 NA 3.913147 26.92672 17.70519
#> Trackway_13 4.378240 3.913147 NA 25.86378 18.25009
#> Trackway_15 20.237883 26.926719 25.863780 NA 14.10256
#> Trackway_16 10.853204 17.705194 18.250087 14.10256 NA
#> Trackway_18 0.916481 1.980668 3.430591 20.01798 11.28403
#> Trackway_18
#> Trackway_01 12.626555
#> Trackway_02 6.876457
#> Trackway_03 1.440362
#> Trackway_04 10.742035
#> Trackway_07 2.290570
#> Trackway_08 0.916481
#> Trackway_09 1.980668
#> Trackway_13 3.430591
#> Trackway_15 20.017981
#> Trackway_16 11.284034
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[36]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.995603 9.765755 3.304478 7.806867
#> Trackway_02 1.995603 NA 7.386301 4.570280 5.408521
#> Trackway_03 9.765755 7.386301 NA 13.173631 4.508002
#> Trackway_04 3.304478 4.570280 13.173631 NA 9.854445
#> Trackway_07 7.806867 5.408521 4.508002 9.854445 NA
#> Trackway_08 8.334563 5.626931 1.688850 11.586514 3.352057
#> Trackway_09 11.054765 8.908571 3.221128 14.863673 8.738606
#> Trackway_13 5.114774 3.214379 4.133329 6.343168 2.712805
#> Trackway_15 44.194512 37.980705 22.399223 48.807978 25.179938
#> Trackway_16 33.666091 27.567256 13.285527 38.306333 13.798547
#> Trackway_18 8.193113 5.410291 1.996424 10.989655 3.051910
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.3345631 11.054765 5.114774 44.19451 33.66609
#> Trackway_02 5.6269307 8.908571 3.214379 37.98071 27.56726
#> Trackway_03 1.6888496 3.221128 4.133329 22.39922 13.28553
#> Trackway_04 11.5865138 14.863673 6.343168 48.80798 38.30633
#> Trackway_07 3.3520572 8.738606 2.712805 25.17994 13.79855
#> Trackway_08 NA 5.463583 2.246519 22.32411 12.23936
#> Trackway_09 5.4635835 NA 6.782467 27.99999 20.00903
#> Trackway_13 2.2465187 6.782467 NA 27.75890 17.02811
#> Trackway_15 22.3241097 27.999993 27.758902 NA 14.21587
#> Trackway_16 12.2393647 20.009032 17.028107 14.21587 NA
#> Trackway_18 0.5316191 5.869884 1.825807 22.52986 12.26791
#> Trackway_18
#> Trackway_01 8.1931126
#> Trackway_02 5.4102912
#> Trackway_03 1.9964236
#> Trackway_04 10.9896549
#> Trackway_07 3.0519096
#> Trackway_08 0.5316191
#> Trackway_09 5.8698840
#> Trackway_13 1.8258073
#> Trackway_15 22.5298597
#> Trackway_16 12.2679125
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[37]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.799326 12.558323 3.212400 6.260254
#> Trackway_02 1.799326 NA 9.165687 3.162070 4.023348
#> Trackway_03 12.558323 9.165687 NA 12.587388 4.377124
#> Trackway_04 3.212400 3.162070 12.587388 NA 8.182643
#> Trackway_07 6.260254 4.023348 4.377124 8.182643 NA
#> Trackway_08 8.163031 5.282653 3.945300 9.618014 1.806381
#> Trackway_09 5.065710 3.150984 5.920649 7.058906 2.155691
#> Trackway_13 7.869611 5.757193 8.377780 9.688019 2.751049
#> Trackway_15 43.095990 36.529824 20.948971 45.436448 23.458156
#> Trackway_16 32.403725 25.712736 12.744065 34.721384 12.293582
#> Trackway_18 9.471798 5.913133 2.689206 9.338364 2.630913
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.163031 5.065710 7.869611 43.09599 32.40372
#> Trackway_02 5.282653 3.150984 5.757193 36.52982 25.71274
#> Trackway_03 3.945300 5.920649 8.377780 20.94897 12.74407
#> Trackway_04 9.618014 7.058906 9.688019 45.43645 34.72138
#> Trackway_07 1.806381 2.155691 2.751049 23.45816 12.29358
#> Trackway_08 NA 2.563267 3.705481 21.71254 10.64288
#> Trackway_09 2.563267 NA 3.976226 28.47774 17.67629
#> Trackway_13 3.705481 3.976226 NA 29.01282 16.72009
#> Trackway_15 21.712536 28.477743 29.012822 NA 15.23294
#> Trackway_16 10.642880 17.676285 16.720091 15.23294 NA
#> Trackway_18 1.417151 3.120900 5.394932 20.96021 10.86222
#> Trackway_18
#> Trackway_01 9.471798
#> Trackway_02 5.913133
#> Trackway_03 2.689206
#> Trackway_04 9.338364
#> Trackway_07 2.630913
#> Trackway_08 1.417151
#> Trackway_09 3.120900
#> Trackway_13 5.394932
#> Trackway_15 20.960214
#> Trackway_16 10.862222
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[38]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.104492 11.0349522 13.347636 6.609702
#> Trackway_02 6.104492 NA 10.5655287 8.108157 3.851714
#> Trackway_03 11.034952 10.565529 NA 21.218421 4.121135
#> Trackway_04 13.347636 8.108157 21.2184205 NA 11.770974
#> Trackway_07 6.609702 3.851714 4.1211352 11.770974 NA
#> Trackway_08 11.792157 11.602951 0.8695268 22.461181 4.504437
#> Trackway_09 5.538492 5.094274 4.7541927 14.506909 2.980108
#> Trackway_13 7.467051 8.868015 1.8590412 19.043485 4.947914
#> Trackway_15 41.950496 37.326327 21.1034100 48.254347 23.450215
#> Trackway_16 32.691163 26.461179 13.0323462 36.145376 13.079757
#> Trackway_18 9.219925 8.909632 1.1725836 18.923382 3.172533
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.7921571 5.538492 7.467051 41.95050 32.69116
#> Trackway_02 11.6029514 5.094274 8.868015 37.32633 26.46118
#> Trackway_03 0.8695268 4.754193 1.859041 21.10341 13.03235
#> Trackway_04 22.4611815 14.506909 19.043485 48.25435 36.14538
#> Trackway_07 4.5044374 2.980108 4.947914 23.45022 13.07976
#> Trackway_08 NA 5.418657 2.341269 21.38073 13.56478
#> Trackway_09 5.4186568 NA 3.853150 28.45780 18.73658
#> Trackway_13 2.3412687 3.853150 NA 26.40495 18.08509
#> Trackway_15 21.3807337 28.457796 26.404954 NA 13.72324
#> Trackway_16 13.5647774 18.736575 18.085092 13.72324 NA
#> Trackway_18 1.4643268 3.419002 1.698073 21.89228 13.15381
#> Trackway_18
#> Trackway_01 9.219925
#> Trackway_02 8.909632
#> Trackway_03 1.172584
#> Trackway_04 18.923382
#> Trackway_07 3.172533
#> Trackway_08 1.464327
#> Trackway_09 3.419002
#> Trackway_13 1.698073
#> Trackway_15 21.892281
#> Trackway_16 13.153815
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[39]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.077034 14.686194 16.037943 10.497618
#> Trackway_02 9.077034 NA 6.600138 7.598382 4.894680
#> Trackway_03 14.686194 6.600138 NA 8.575048 2.361507
#> Trackway_04 16.037943 7.598382 8.575048 NA 10.775169
#> Trackway_07 10.497618 4.894680 2.361507 10.775169 NA
#> Trackway_08 8.640893 8.130481 3.898356 16.067920 3.186836
#> Trackway_09 18.541325 9.289551 4.080740 7.187634 6.700102
#> Trackway_13 10.099176 2.851700 2.852272 8.982558 2.408101
#> Trackway_15 44.761659 37.907821 21.725623 43.305279 23.566999
#> Trackway_16 32.748701 28.426345 13.337888 36.267511 13.830862
#> Trackway_18 12.549359 5.420729 1.182906 10.433835 1.881750
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.640893 18.541325 10.099176 44.76166 32.74870
#> Trackway_02 8.130481 9.289551 2.851700 37.90782 28.42635
#> Trackway_03 3.898356 4.080740 2.852272 21.72562 13.33789
#> Trackway_04 16.067920 7.187634 8.982558 43.30528 36.26751
#> Trackway_07 3.186836 6.700102 2.408101 23.56700 13.83086
#> Trackway_08 NA 9.314386 3.825131 22.02874 11.03389
#> Trackway_09 9.314386 NA 6.139718 26.82301 20.37904
#> Trackway_13 3.825131 6.139718 NA 26.76377 17.25985
#> Trackway_15 22.028739 26.823007 26.763771 NA 15.05099
#> Trackway_16 11.033894 20.379036 17.259852 15.05099 NA
#> Trackway_18 2.742822 5.608774 1.657284 21.70243 12.52711
#> Trackway_18
#> Trackway_01 12.549359
#> Trackway_02 5.420729
#> Trackway_03 1.182906
#> Trackway_04 10.433835
#> Trackway_07 1.881750
#> Trackway_08 2.742822
#> Trackway_09 5.608774
#> Trackway_13 1.657284
#> Trackway_15 21.702429
#> Trackway_16 12.527109
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[40]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.322306 10.6655556 5.476589 7.479081
#> Trackway_02 5.322306 NA 5.2854751 2.434635 7.630526
#> Trackway_03 10.665556 5.285475 NA 8.180662 4.076045
#> Trackway_04 5.476589 2.434635 8.1806616 NA 11.519893
#> Trackway_07 7.479081 7.630526 4.0760449 11.519893 NA
#> Trackway_08 9.384203 5.275644 1.5789732 9.141983 2.817321
#> Trackway_09 9.766362 9.597226 7.2970314 13.879352 2.900561
#> Trackway_13 5.343185 6.059445 4.7989327 9.245069 2.254577
#> Trackway_15 42.854772 35.590771 20.8504966 43.352323 23.069497
#> Trackway_16 32.471601 26.540056 12.3146944 34.181064 11.854085
#> Trackway_18 12.288950 6.669779 0.8469931 9.961002 4.394981
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.384203 9.766362 5.343185 42.85477 32.47160
#> Trackway_02 5.275644 9.597226 6.059445 35.59077 26.54006
#> Trackway_03 1.578973 7.297031 4.798933 20.85050 12.31469
#> Trackway_04 9.141983 13.879352 9.245069 43.35232 34.18106
#> Trackway_07 2.817321 2.900561 2.254577 23.06950 11.85408
#> Trackway_08 NA 5.346741 3.092162 20.91117 11.30348
#> Trackway_09 5.346741 NA 2.963447 27.94709 15.87864
#> Trackway_13 3.092162 2.963447 NA 26.20953 15.25955
#> Trackway_15 20.911171 27.947086 26.209535 NA 14.88396
#> Trackway_16 11.303477 15.878644 15.259545 14.88396 NA
#> Trackway_18 1.860355 7.733651 5.484772 20.71529 12.44448
#> Trackway_18
#> Trackway_01 12.2889495
#> Trackway_02 6.6697789
#> Trackway_03 0.8469931
#> Trackway_04 9.9610018
#> Trackway_07 4.3949813
#> Trackway_08 1.8603552
#> Trackway_09 7.7336507
#> Trackway_13 5.4847725
#> Trackway_15 20.7152886
#> Trackway_16 12.4444766
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[41]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.062013 14.619206 3.575656 7.889048
#> Trackway_02 3.062013 NA 11.829203 6.225345 4.741165
#> Trackway_03 14.619206 11.829203 NA 16.441217 6.580676
#> Trackway_04 3.575656 6.225345 16.441217 NA 10.457063
#> Trackway_07 7.889048 4.741165 6.580676 10.457063 NA
#> Trackway_08 10.004703 6.339992 5.540818 12.418704 2.176656
#> Trackway_09 9.876125 8.036382 3.391200 12.276838 7.389535
#> Trackway_13 8.458535 7.420994 3.841808 9.507049 6.337836
#> Trackway_15 42.664340 35.759099 20.032890 46.482275 23.076006
#> Trackway_16 33.058828 25.572399 13.572315 37.173781 12.497227
#> Trackway_18 10.939459 8.164171 2.511842 12.869547 4.321989
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.004703 9.876125 8.458535 42.66434 33.05883
#> Trackway_02 6.339992 8.036382 7.420994 35.75910 25.57240
#> Trackway_03 5.540818 3.391200 3.841808 20.03289 13.57232
#> Trackway_04 12.418704 12.276838 9.507049 46.48228 37.17378
#> Trackway_07 2.176656 7.389535 6.337836 23.07601 12.49723
#> Trackway_08 NA 6.787884 5.897473 21.07323 10.87499
#> Trackway_09 6.787884 NA 2.552181 26.20158 18.72233
#> Trackway_13 5.897473 2.552181 NA 26.19064 18.37979
#> Trackway_15 21.073232 26.201577 26.190642 NA 13.73193
#> Trackway_16 10.874994 18.722334 18.379791 13.73193 NA
#> Trackway_18 3.044560 2.773081 2.517446 20.16955 11.98592
#> Trackway_18
#> Trackway_01 10.939459
#> Trackway_02 8.164171
#> Trackway_03 2.511842
#> Trackway_04 12.869547
#> Trackway_07 4.321989
#> Trackway_08 3.044560
#> Trackway_09 2.773081
#> Trackway_13 2.517446
#> Trackway_15 20.169551
#> Trackway_16 11.985917
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[42]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.894554 15.950574 7.666923 8.740343
#> Trackway_02 7.894554 NA 9.198010 1.708247 5.189844
#> Trackway_03 15.950574 9.198010 NA 12.396748 3.752492
#> Trackway_04 7.666923 1.708247 12.396748 NA 7.773837
#> Trackway_07 8.740343 5.189844 3.752492 7.773837 NA
#> Trackway_08 8.153707 6.925994 4.002804 9.987332 2.078996
#> Trackway_09 4.643554 5.562387 8.123184 7.329071 3.305683
#> Trackway_13 11.953183 4.952314 2.900075 7.194916 3.239411
#> Trackway_15 42.962590 38.267504 21.118443 44.844520 23.278155
#> Trackway_16 30.924268 28.231489 13.158906 34.554515 13.039308
#> Trackway_18 16.563703 9.701653 0.449878 13.013067 3.950538
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.153707 4.643554 11.953183 42.96259 30.92427
#> Trackway_02 6.925994 5.562387 4.952314 38.26750 28.23149
#> Trackway_03 4.002804 8.123184 2.900075 21.11844 13.15891
#> Trackway_04 9.987332 7.329071 7.194916 44.84452 34.55451
#> Trackway_07 2.078996 3.305683 3.239411 23.27816 13.03931
#> Trackway_08 NA 2.451218 4.611903 21.72261 11.15100
#> Trackway_09 2.451218 NA 5.887404 30.14481 19.01043
#> Trackway_13 4.611903 5.887404 NA 27.07058 18.10803
#> Trackway_15 21.722615 30.144806 27.070579 NA 14.22921
#> Trackway_16 11.151001 19.010429 18.108030 14.22921 NA
#> Trackway_18 4.125984 8.427230 3.180286 20.93431 13.10220
#> Trackway_18
#> Trackway_01 16.563703
#> Trackway_02 9.701653
#> Trackway_03 0.449878
#> Trackway_04 13.013067
#> Trackway_07 3.950538
#> Trackway_08 4.125984
#> Trackway_09 8.427230
#> Trackway_13 3.180286
#> Trackway_15 20.934306
#> Trackway_16 13.102204
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[43]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.458889 13.660424 3.326968 7.519657
#> Trackway_02 8.458889 NA 6.649731 8.482011 5.461577
#> Trackway_03 13.660424 6.649731 NA 14.415278 3.101930
#> Trackway_04 3.326968 8.482011 14.415278 NA 8.022240
#> Trackway_07 7.519657 5.461577 3.101930 8.022240 NA
#> Trackway_08 10.737730 5.737404 1.851619 11.414597 1.779461
#> Trackway_09 7.879789 4.003326 4.372914 8.418233 2.279415
#> Trackway_13 4.811482 5.539731 5.548270 4.611745 1.721780
#> Trackway_15 41.832334 36.323698 21.190647 44.445090 22.578768
#> Trackway_16 31.844105 28.357306 13.896914 34.369751 13.396760
#> Trackway_18 16.978695 9.532422 1.603768 17.982918 4.584013
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.737730 7.879789 4.811482 41.83233 31.84410
#> Trackway_02 5.737404 4.003326 5.539731 36.32370 28.35731
#> Trackway_03 1.851619 4.372914 5.548270 21.19065 13.89691
#> Trackway_04 11.414597 8.418233 4.611745 44.44509 34.36975
#> Trackway_07 1.779461 2.279415 1.721780 22.57877 13.39676
#> Trackway_08 NA 2.520650 3.699201 21.10699 12.69503
#> Trackway_09 2.520650 NA 3.350703 28.40811 19.75949
#> Trackway_13 3.699201 3.350703 NA 28.10941 18.62092
#> Trackway_15 21.106989 28.408112 28.109408 NA 13.53559
#> Trackway_16 12.695031 19.759491 18.620920 13.53559 NA
#> Trackway_18 3.032023 6.517878 7.612159 20.03585 13.69892
#> Trackway_18
#> Trackway_01 16.978695
#> Trackway_02 9.532422
#> Trackway_03 1.603768
#> Trackway_04 17.982918
#> Trackway_07 4.584013
#> Trackway_08 3.032023
#> Trackway_09 6.517878
#> Trackway_13 7.612159
#> Trackway_15 20.035848
#> Trackway_16 13.698925
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[44]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.502850 7.7871500 6.136286 8.360313
#> Trackway_02 8.502850 NA 8.8677411 8.379949 3.672130
#> Trackway_03 7.787150 8.867741 NA 10.308863 3.737131
#> Trackway_04 6.136286 8.379949 10.3088629 NA 9.734552
#> Trackway_07 8.360313 3.672130 3.7371307 9.734552 NA
#> Trackway_08 10.853308 11.926594 1.6216662 14.221920 5.241646
#> Trackway_09 7.784845 2.258145 5.7280193 8.753115 1.922433
#> Trackway_13 6.411071 3.938886 3.9991363 6.753605 2.391999
#> Trackway_15 39.920692 36.540188 21.1440931 45.503939 23.761761
#> Trackway_16 32.281450 25.562234 12.8066197 36.748721 13.239725
#> Trackway_18 7.918087 8.926178 0.1012572 10.446359 3.768867
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.853308 7.784845 6.411071 39.92069 32.28145
#> Trackway_02 11.926594 2.258145 3.938886 36.54019 25.56223
#> Trackway_03 1.621666 5.728019 3.999136 21.14409 12.80662
#> Trackway_04 14.221920 8.753115 6.753605 45.50394 36.74872
#> Trackway_07 5.241646 1.922433 2.391999 23.76176 13.23972
#> Trackway_08 NA 8.105854 6.096621 19.75793 12.38211
#> Trackway_09 8.105854 NA 1.783894 30.31811 19.76529
#> Trackway_13 6.096621 1.783894 NA 27.09793 17.08385
#> Trackway_15 19.757933 30.318110 27.097926 NA 14.58930
#> Trackway_16 12.382108 19.765287 17.083848 14.58930 NA
#> Trackway_18 1.622183 5.776439 4.046934 21.13238 12.81689
#> Trackway_18
#> Trackway_01 7.9180870
#> Trackway_02 8.9261780
#> Trackway_03 0.1012572
#> Trackway_04 10.4463588
#> Trackway_07 3.7688666
#> Trackway_08 1.6221833
#> Trackway_09 5.7764393
#> Trackway_13 4.0469338
#> Trackway_15 21.1323768
#> Trackway_16 12.8168868
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[45]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.058882 14.166054 4.585942 6.778573
#> Trackway_02 3.058882 NA 11.747524 3.629461 4.962657
#> Trackway_03 14.166054 11.747524 NA 17.713047 4.279446
#> Trackway_04 4.585942 3.629461 17.713047 NA 9.205037
#> Trackway_07 6.778573 4.962657 4.279446 9.205037 NA
#> Trackway_08 10.862780 8.267439 2.297722 13.946796 2.192763
#> Trackway_09 14.426563 12.034964 1.868111 18.214946 6.998572
#> Trackway_13 7.925833 6.748230 4.021444 10.860442 2.790461
#> Trackway_15 43.584192 37.851971 22.335680 47.652834 23.206571
#> Trackway_16 33.603096 27.448599 14.962850 37.089567 13.498415
#> Trackway_18 12.037121 9.359840 1.940714 15.289690 2.643356
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.8627798 14.426563 7.925833 43.58419 33.60310
#> Trackway_02 8.2674387 12.034964 6.748230 37.85197 27.44860
#> Trackway_03 2.2977220 1.868111 4.021444 22.33568 14.96285
#> Trackway_04 13.9467958 18.214946 10.860442 47.65283 37.08957
#> Trackway_07 2.1927629 6.998572 2.790461 23.20657 13.49842
#> Trackway_08 NA 4.175877 1.776063 22.09666 13.49376
#> Trackway_09 4.1758769 NA 4.850099 27.26260 20.36278
#> Trackway_13 1.7760631 4.850099 NA 27.69491 18.99328
#> Trackway_15 22.0966645 27.262601 27.694912 NA 13.08929
#> Trackway_16 13.4937606 20.362778 18.993279 13.08929 NA
#> Trackway_18 0.5383843 3.550454 2.374279 21.88059 13.53602
#> Trackway_18
#> Trackway_01 12.0371209
#> Trackway_02 9.3598402
#> Trackway_03 1.9407137
#> Trackway_04 15.2896896
#> Trackway_07 2.6433564
#> Trackway_08 0.5383843
#> Trackway_09 3.5504535
#> Trackway_13 2.3742795
#> Trackway_15 21.8805862
#> Trackway_16 13.5360243
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[46]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.243460 16.765017 8.178640 6.190543
#> Trackway_02 5.243460 NA 10.882402 3.708147 5.491808
#> Trackway_03 16.765017 10.882402 NA 13.811001 5.762807
#> Trackway_04 8.178640 3.708147 13.811001 NA 10.487919
#> Trackway_07 6.190543 5.491808 5.762807 10.487919 NA
#> Trackway_08 10.448608 5.453281 3.751189 9.718846 2.792064
#> Trackway_09 13.917066 8.503131 2.614323 11.454610 7.226363
#> Trackway_13 7.254801 2.995116 5.777075 5.026382 3.581704
#> Trackway_15 43.151509 37.719791 21.198152 46.098629 23.850615
#> Trackway_16 31.942073 27.399934 13.712371 36.496048 12.663752
#> Trackway_18 11.220282 5.988364 2.982016 9.349039 3.087567
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.4486080 13.917066 7.254801 43.15151 31.94207
#> Trackway_02 5.4532805 8.503131 2.995116 37.71979 27.39993
#> Trackway_03 3.7511891 2.614323 5.777075 21.19815 13.71237
#> Trackway_04 9.7188459 11.454610 5.026382 46.09863 36.49605
#> Trackway_07 2.7920637 7.226363 3.581704 23.85061 12.66375
#> Trackway_08 NA 4.355263 3.209678 21.39312 11.37050
#> Trackway_09 4.3552633 NA 5.027101 27.17317 19.11301
#> Trackway_13 3.2096777 5.027101 NA 28.20996 18.30129
#> Trackway_15 21.3931213 27.173171 28.209956 NA 14.63110
#> Trackway_16 11.3705041 19.113009 18.301291 14.63110 NA
#> Trackway_18 0.9027413 3.306290 2.709232 21.64479 12.10613
#> Trackway_18
#> Trackway_01 11.2202824
#> Trackway_02 5.9883640
#> Trackway_03 2.9820161
#> Trackway_04 9.3490391
#> Trackway_07 3.0875671
#> Trackway_08 0.9027413
#> Trackway_09 3.3062902
#> Trackway_13 2.7092322
#> Trackway_15 21.6447945
#> Trackway_16 12.1061344
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[47]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 14.528276 13.6293222 8.578146 7.106500
#> Trackway_02 14.528276 NA 5.2593618 8.342311 9.953038
#> Trackway_03 13.629322 5.259362 NA 10.772850 3.490878
#> Trackway_04 8.578146 8.342311 10.7728498 NA 9.958641
#> Trackway_07 7.106500 9.953038 3.4908785 9.958641 NA
#> Trackway_08 14.257251 5.089571 0.7608678 11.505019 3.390991
#> Trackway_09 11.949722 5.837138 2.0637735 9.096829 4.766402
#> Trackway_13 14.162113 3.111062 1.8154354 9.642875 5.551051
#> Trackway_15 43.902393 35.003803 21.2285207 45.681856 23.006163
#> Trackway_16 31.680909 27.173554 12.4335066 35.817207 11.917924
#> Trackway_18 13.544236 5.457310 0.7358721 10.927223 3.077964
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 14.2572506 11.949722 14.162113 43.90239 31.68091
#> Trackway_02 5.0895709 5.837138 3.111062 35.00380 27.17355
#> Trackway_03 0.7608678 2.063773 1.815435 21.22852 12.43351
#> Trackway_04 11.5050191 9.096829 9.642875 45.68186 35.81721
#> Trackway_07 3.3909914 4.766402 5.551051 23.00616 11.91792
#> Trackway_08 NA 2.817737 1.448757 21.21455 12.36123
#> Trackway_09 2.8177368 NA 3.065454 26.59346 17.28166
#> Trackway_13 1.4487567 3.065454 NA 26.24988 17.92431
#> Trackway_15 21.2145471 26.593455 26.249876 NA 14.89079
#> Trackway_16 12.3612319 17.281664 17.924308 14.89079 NA
#> Trackway_18 0.3973429 2.578075 1.889107 21.21533 12.11272
#> Trackway_18
#> Trackway_01 13.5442365
#> Trackway_02 5.4573100
#> Trackway_03 0.7358721
#> Trackway_04 10.9272229
#> Trackway_07 3.0779642
#> Trackway_08 0.3973429
#> Trackway_09 2.5780754
#> Trackway_13 1.8891071
#> Trackway_15 21.2153266
#> Trackway_16 12.1127198
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[48]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.724148 12.4457068 2.926218 7.351305
#> Trackway_02 1.724148 NA 8.5085529 3.203298 4.708824
#> Trackway_03 12.445707 8.508553 NA 13.750242 2.909825
#> Trackway_04 2.926218 3.203298 13.7502425 NA 9.012611
#> Trackway_07 7.351305 4.708824 2.9098252 9.012611 NA
#> Trackway_08 8.882252 6.985618 4.6143562 9.990682 2.296442
#> Trackway_09 11.130936 7.442575 2.7430526 12.230148 4.730944
#> Trackway_13 6.396584 4.051050 3.5144700 7.224438 1.737498
#> Trackway_15 43.166692 36.414006 20.5981916 45.303161 22.373155
#> Trackway_16 32.769344 26.384490 12.8576374 35.299533 12.778969
#> Trackway_18 12.726207 8.675077 0.3373687 14.044649 2.989203
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.882252 11.130936 6.396584 43.16669 32.76934
#> Trackway_02 6.985618 7.442575 4.051050 36.41401 26.38449
#> Trackway_03 4.614356 2.743053 3.514470 20.59819 12.85764
#> Trackway_04 9.990682 12.230148 7.224438 45.30316 35.29953
#> Trackway_07 2.296442 4.730944 1.737498 22.37316 12.77897
#> Trackway_08 NA 7.629003 4.323895 21.95872 11.17389
#> Trackway_09 7.629003 NA 3.894397 27.33245 19.79195
#> Trackway_13 4.323895 3.894397 NA 26.79350 17.60595
#> Trackway_15 21.958718 27.332454 26.793499 NA 14.12838
#> Trackway_16 11.173887 19.791949 17.605947 14.12838 NA
#> Trackway_18 4.647913 2.850979 3.624665 20.51764 12.80372
#> Trackway_18
#> Trackway_01 12.7262065
#> Trackway_02 8.6750773
#> Trackway_03 0.3373687
#> Trackway_04 14.0446489
#> Trackway_07 2.9892029
#> Trackway_08 4.6479131
#> Trackway_09 2.8509794
#> Trackway_13 3.6246647
#> Trackway_15 20.5176370
#> Trackway_16 12.8037153
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[49]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.313365 9.729605 5.876720 8.317409
#> Trackway_02 3.313365 NA 8.126480 8.243041 4.676023
#> Trackway_03 9.729605 8.126480 NA 9.907014 3.530446
#> Trackway_04 5.876720 8.243041 9.907014 NA 13.173157
#> Trackway_07 8.317409 4.676023 3.530446 13.173157 NA
#> Trackway_08 8.212513 6.127461 1.622018 10.336641 1.953382
#> Trackway_09 6.550903 3.765453 5.386595 11.452175 2.501009
#> Trackway_13 5.272387 4.363349 2.588651 6.852238 3.439756
#> Trackway_15 43.198054 37.466952 21.832110 45.584982 23.071988
#> Trackway_16 32.847215 26.277945 12.641087 36.473730 11.604281
#> Trackway_18 9.729068 7.844019 0.346903 10.019768 3.321598
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.212513 6.550903 5.272387 43.19805 32.84722
#> Trackway_02 6.127461 3.765453 4.363349 37.46695 26.27794
#> Trackway_03 1.622018 5.386595 2.588651 21.83211 12.64109
#> Trackway_04 10.336641 11.452175 6.852238 45.58498 36.47373
#> Trackway_07 1.953382 2.501009 3.439756 23.07199 11.60428
#> Trackway_08 NA 3.681010 1.820931 22.29982 12.02250
#> Trackway_09 3.681010 NA 3.346178 29.45717 18.03452
#> Trackway_13 1.820931 3.346178 NA 26.90305 16.68691
#> Trackway_15 22.299821 29.457165 26.903047 NA 14.90511
#> Trackway_16 12.022500 18.034519 16.686907 14.90511 NA
#> Trackway_18 1.415677 5.053968 2.382202 21.65931 12.32464
#> Trackway_18
#> Trackway_01 9.729068
#> Trackway_02 7.844019
#> Trackway_03 0.346903
#> Trackway_04 10.019768
#> Trackway_07 3.321598
#> Trackway_08 1.415677
#> Trackway_09 5.053968
#> Trackway_13 2.382202
#> Trackway_15 21.659309
#> Trackway_16 12.324640
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[50]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 15.985250 22.658185 15.596596 12.078148
#> Trackway_02 15.98525 NA 8.095603 5.598971 6.336149
#> Trackway_03 22.65818 8.095603 NA 15.543785 5.061864
#> Trackway_04 15.59660 5.598971 15.543785 NA 8.947000
#> Trackway_07 12.07815 6.336149 5.061864 8.947000 NA
#> Trackway_08 20.17368 6.693069 1.517958 13.480863 3.712101
#> Trackway_09 22.48041 7.855146 1.692316 15.573226 7.759913
#> Trackway_13 18.50673 3.867982 3.317470 9.244880 4.600756
#> Trackway_15 42.77946 35.580672 21.278564 46.641936 22.531060
#> Trackway_16 28.47460 26.056066 13.753670 36.386159 11.737067
#> Trackway_18 20.46353 6.975861 1.749373 13.916515 3.932770
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 20.1736804 22.480408 18.506735 42.77946 28.47460
#> Trackway_02 6.6930691 7.855146 3.867982 35.58067 26.05607
#> Trackway_03 1.5179581 1.692316 3.317470 21.27856 13.75367
#> Trackway_04 13.4808627 15.573226 9.244880 46.64194 36.38616
#> Trackway_07 3.7121009 7.759913 4.600756 22.53106 11.73707
#> Trackway_08 NA 3.010264 1.817684 20.96731 12.56139
#> Trackway_09 3.0102638 NA 3.861832 26.50642 19.36878
#> Trackway_13 1.8176838 3.861832 NA 26.38349 17.49518
#> Trackway_15 20.9673064 26.506419 26.383486 NA 14.35782
#> Trackway_16 12.5613850 19.368782 17.495184 14.35782 NA
#> Trackway_18 0.5568613 3.009735 2.249168 20.44387 12.20673
#> Trackway_18
#> Trackway_01 20.4635327
#> Trackway_02 6.9758613
#> Trackway_03 1.7493733
#> Trackway_04 13.9165149
#> Trackway_07 3.9327700
#> Trackway_08 0.5568613
#> Trackway_09 3.0097350
#> Trackway_13 2.2491678
#> Trackway_15 20.4438695
#> Trackway_16 12.2067309
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[51]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.842495 19.038138 8.706296 8.519259
#> Trackway_02 5.842495 NA 10.849668 6.097129 3.775959
#> Trackway_03 19.038138 10.849668 NA 16.023563 5.013796
#> Trackway_04 8.706296 6.097129 16.023563 NA 9.165172
#> Trackway_07 8.519259 3.775959 5.013796 9.165172 NA
#> Trackway_08 9.424431 5.754911 5.332836 11.413765 1.075486
#> Trackway_09 7.096495 3.774060 8.185404 9.166903 1.765504
#> Trackway_13 9.206499 3.227654 5.901786 6.071280 2.407776
#> Trackway_15 44.802741 36.673766 21.490768 47.240024 23.105881
#> Trackway_16 33.801483 26.670366 14.362883 38.048848 13.090977
#> Trackway_18 15.338184 7.687254 1.869801 12.844243 3.201872
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.424431 7.096495 9.206499 44.80274 33.80148
#> Trackway_02 5.754911 3.774060 3.227654 36.67377 26.67037
#> Trackway_03 5.332836 8.185404 5.901786 21.49077 14.36288
#> Trackway_04 11.413765 9.166903 6.071280 47.24002 38.04885
#> Trackway_07 1.075486 1.765504 2.407776 23.10588 13.09098
#> Trackway_08 NA 1.947541 3.283772 22.57160 12.34342
#> Trackway_09 1.947541 NA 3.062536 28.90369 18.53538
#> Trackway_13 3.283772 3.062536 NA 27.69529 18.25611
#> Trackway_15 22.571604 28.903688 27.695287 NA 13.35655
#> Trackway_16 12.343423 18.535385 18.256115 13.35655 NA
#> Trackway_18 3.522363 5.716570 3.599536 21.61004 13.35320
#> Trackway_18
#> Trackway_01 15.338184
#> Trackway_02 7.687254
#> Trackway_03 1.869801
#> Trackway_04 12.844243
#> Trackway_07 3.201872
#> Trackway_08 3.522363
#> Trackway_09 5.716570
#> Trackway_13 3.599536
#> Trackway_15 21.610038
#> Trackway_16 13.353201
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[52]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 19.678467 24.686921 10.413955 13.216918
#> Trackway_02 19.67847 NA 7.445746 11.628311 8.091654
#> Trackway_03 24.68692 7.445746 NA 18.968325 5.356145
#> Trackway_04 10.41396 11.628311 18.968325 NA 7.994664
#> Trackway_07 13.21692 8.091654 5.356145 7.994664 NA
#> Trackway_08 16.44836 6.658803 3.954841 10.899807 1.616048
#> Trackway_09 16.68279 4.005761 6.131930 9.575036 3.784816
#> Trackway_13 20.58673 3.271619 3.394420 13.690302 5.200206
#> Trackway_15 44.02503 36.948744 21.606816 46.348988 23.138140
#> Trackway_16 32.13229 28.729522 14.598217 35.743220 13.348725
#> Trackway_18 17.71487 6.151937 3.153340 11.724960 2.265128
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.4483644 16.682789 20.586733 44.02503 32.13229
#> Trackway_02 6.6588029 4.005761 3.271619 36.94874 28.72952
#> Trackway_03 3.9548408 6.131930 3.394420 21.60682 14.59822
#> Trackway_04 10.8998071 9.575036 13.690302 46.34899 35.74322
#> Trackway_07 1.6160476 3.784816 5.200206 23.13814 13.34872
#> Trackway_08 NA 3.107883 3.865002 21.98139 12.83043
#> Trackway_09 3.1078832 NA 3.161220 29.44540 20.47791
#> Trackway_13 3.8650021 3.161220 NA 27.69028 19.65254
#> Trackway_15 21.9813886 29.445395 27.690280 NA 12.52681
#> Trackway_16 12.8304294 20.477906 19.652543 12.52681 NA
#> Trackway_18 0.8702568 2.901411 2.981269 22.09813 13.36437
#> Trackway_18
#> Trackway_01 17.7148710
#> Trackway_02 6.1519373
#> Trackway_03 3.1533402
#> Trackway_04 11.7249600
#> Trackway_07 2.2651283
#> Trackway_08 0.8702568
#> Trackway_09 2.9014111
#> Trackway_13 2.9812695
#> Trackway_15 22.0981349
#> Trackway_16 13.3643651
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[53]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.012804 16.809100 11.301360 7.488636
#> Trackway_02 9.012804 NA 7.916018 2.910002 5.366135
#> Trackway_03 16.809100 7.916018 NA 10.802122 4.524033
#> Trackway_04 11.301360 2.910002 10.802122 NA 9.720704
#> Trackway_07 7.488636 5.366135 4.524033 9.720704 NA
#> Trackway_08 13.597338 5.851375 2.023425 9.215436 2.907921
#> Trackway_09 15.778189 6.589273 2.136658 8.864437 6.823869
#> Trackway_13 17.560393 8.270287 1.984062 9.979935 7.198714
#> Trackway_15 42.803323 36.233135 21.250456 44.151151 23.132952
#> Trackway_16 31.512658 26.830514 13.735646 35.365071 13.069922
#> Trackway_18 18.918950 9.760402 1.282508 13.142229 5.393167
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.597338 15.778189 17.560393 42.80332 31.51266
#> Trackway_02 5.851375 6.589273 8.270287 36.23314 26.83051
#> Trackway_03 2.023425 2.136658 1.984062 21.25046 13.73565
#> Trackway_04 9.215436 8.864437 9.979935 44.15115 35.36507
#> Trackway_07 2.907921 6.823869 7.198714 23.13295 13.06992
#> Trackway_08 NA 3.458224 3.852150 21.10502 12.43002
#> Trackway_09 3.458224 NA 2.522288 27.56010 19.92556
#> Trackway_13 3.852150 2.522288 NA 26.05372 19.10042
#> Trackway_15 21.105020 27.560099 26.053724 NA 13.23005
#> Trackway_16 12.430022 19.925561 19.100418 13.23005 NA
#> Trackway_18 2.587030 2.845168 2.273281 20.20722 13.21709
#> Trackway_18
#> Trackway_01 18.918950
#> Trackway_02 9.760402
#> Trackway_03 1.282508
#> Trackway_04 13.142229
#> Trackway_07 5.393167
#> Trackway_08 2.587030
#> Trackway_09 2.845168
#> Trackway_13 2.273281
#> Trackway_15 20.207222
#> Trackway_16 13.217087
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[54]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.574020 11.2069291 1.819097 7.518171
#> Trackway_02 3.574020 NA 9.6702629 3.252486 4.767168
#> Trackway_03 11.206929 9.670263 NA 11.737489 4.688614
#> Trackway_04 1.819097 3.252486 11.7374889 NA 8.481799
#> Trackway_07 7.518171 4.767168 4.6886141 8.481799 NA
#> Trackway_08 8.150322 5.965352 2.2490934 8.626671 2.499379
#> Trackway_09 4.637653 4.413646 4.9560424 6.000591 3.529195
#> Trackway_13 5.951712 4.672753 3.6826690 5.812623 3.793247
#> Trackway_15 41.606268 36.946140 20.4145354 43.097193 22.574437
#> Trackway_16 34.383392 29.219565 14.6546509 36.053679 14.262785
#> Trackway_18 12.268703 10.357301 0.6831375 12.654720 4.814079
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.150322 4.637653 5.951712 41.60627 34.38339
#> Trackway_02 5.965352 4.413646 4.672753 36.94614 29.21957
#> Trackway_03 2.249093 4.956042 3.682669 20.41454 14.65465
#> Trackway_04 8.626671 6.000591 5.812623 43.09719 36.05368
#> Trackway_07 2.499379 3.529195 3.793247 22.57444 14.26278
#> Trackway_08 NA 2.633103 1.810537 21.01128 13.91814
#> Trackway_09 2.633103 NA 2.426753 27.81769 20.49273
#> Trackway_13 1.810537 2.426753 NA 24.91748 18.03277
#> Trackway_15 21.011277 27.817689 24.917481 NA 12.12080
#> Trackway_16 13.918145 20.492735 18.032774 12.12080 NA
#> Trackway_18 2.327460 5.448263 3.859522 19.86179 14.14783
#> Trackway_18
#> Trackway_01 12.2687032
#> Trackway_02 10.3573005
#> Trackway_03 0.6831375
#> Trackway_04 12.6547203
#> Trackway_07 4.8140787
#> Trackway_08 2.3274600
#> Trackway_09 5.4482626
#> Trackway_13 3.8595223
#> Trackway_15 19.8617907
#> Trackway_16 14.1478275
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[55]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.824436 15.502709 2.760396 6.651493
#> Trackway_02 8.824436 NA 7.157023 10.389711 6.973946
#> Trackway_03 15.502709 7.157023 NA 16.620860 4.327591
#> Trackway_04 2.760396 10.389711 16.620860 NA 6.978771
#> Trackway_07 6.651493 6.973946 4.327591 6.978771 NA
#> Trackway_08 8.402255 8.616473 4.504936 8.667894 1.578997
#> Trackway_09 9.283320 4.207656 4.629588 10.299879 3.237227
#> Trackway_13 12.399036 4.059719 2.303702 13.806932 5.331472
#> Trackway_15 43.946624 36.396861 20.538398 45.010894 22.761470
#> Trackway_16 32.417653 27.164292 12.304537 32.760879 11.600572
#> Trackway_18 12.218222 5.456080 1.871238 13.097111 2.572693
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.402255 9.283320 12.399036 43.94662 32.41765
#> Trackway_02 8.616473 4.207656 4.059719 36.39686 27.16429
#> Trackway_03 4.504936 4.629588 2.303702 20.53840 12.30454
#> Trackway_04 8.667894 10.299879 13.806932 45.01089 32.76088
#> Trackway_07 1.578997 3.237227 5.331472 22.76147 11.60057
#> Trackway_08 NA 3.703060 6.194659 21.54543 10.09586
#> Trackway_09 3.703060 NA 3.809030 28.27743 18.31322
#> Trackway_13 6.194659 3.809030 NA 26.44250 17.82871
#> Trackway_15 21.545435 28.277425 26.442495 NA 14.87287
#> Trackway_16 10.095864 18.313218 17.828708 14.87287 NA
#> Trackway_18 2.657386 2.180180 2.709423 21.00967 11.38251
#> Trackway_18
#> Trackway_01 12.218222
#> Trackway_02 5.456080
#> Trackway_03 1.871238
#> Trackway_04 13.097111
#> Trackway_07 2.572693
#> Trackway_08 2.657386
#> Trackway_09 2.180180
#> Trackway_13 2.709423
#> Trackway_15 21.009673
#> Trackway_16 11.382506
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[56]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 15.033946 18.925254 11.961512 11.477632
#> Trackway_02 15.03395 NA 5.178566 5.318647 6.864010
#> Trackway_03 18.92525 5.178566 NA 11.775388 3.963814
#> Trackway_04 11.96151 5.318647 11.775388 NA 8.755117
#> Trackway_07 11.47763 6.864010 3.963814 8.755117 NA
#> Trackway_08 14.08523 5.473393 2.691050 9.071557 1.419195
#> Trackway_09 12.67658 4.710552 4.444246 7.678874 2.331180
#> Trackway_13 17.16832 3.575819 2.072782 9.189412 4.619995
#> Trackway_15 44.30984 36.667233 23.117989 46.102574 23.712487
#> Trackway_16 31.81691 27.473167 14.735966 35.931190 13.123215
#> Trackway_18 18.03835 5.526716 1.245867 11.823274 3.122298
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 14.085231 12.676581 17.168316 44.30984 31.81691
#> Trackway_02 5.473393 4.710552 3.575819 36.66723 27.47317
#> Trackway_03 2.691050 4.444246 2.072782 23.11799 14.73597
#> Trackway_04 9.071557 7.678874 9.189412 46.10257 35.93119
#> Trackway_07 1.419195 2.331180 4.619995 23.71249 13.12321
#> Trackway_08 NA 1.619126 3.057737 22.93317 13.07411
#> Trackway_09 1.619126 NA 3.616840 28.74390 18.72414
#> Trackway_13 3.057737 3.616840 NA 28.02554 19.40567
#> Trackway_15 22.933170 28.743898 28.025544 NA 14.00896
#> Trackway_16 13.074112 18.724143 19.405670 14.00896 NA
#> Trackway_18 1.768178 3.536531 1.624404 22.55533 13.74335
#> Trackway_18
#> Trackway_01 18.038351
#> Trackway_02 5.526716
#> Trackway_03 1.245867
#> Trackway_04 11.823274
#> Trackway_07 3.122298
#> Trackway_08 1.768178
#> Trackway_09 3.536531
#> Trackway_13 1.624404
#> Trackway_15 22.555332
#> Trackway_16 13.743349
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[57]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.672679 19.683722 11.962867 7.528460
#> Trackway_02 11.67268 NA 7.748350 4.978432 6.424104
#> Trackway_03 19.68372 7.748350 NA 13.407233 5.757129
#> Trackway_04 11.96287 4.978432 13.407233 NA 10.715336
#> Trackway_07 7.52846 6.424104 5.757129 10.715336 NA
#> Trackway_08 12.41159 4.292732 3.494127 9.191862 2.361690
#> Trackway_09 13.99963 3.103176 4.338504 8.624564 5.130209
#> Trackway_13 14.85660 3.642515 3.357659 7.823927 5.353534
#> Trackway_15 44.23385 34.898800 20.856148 45.854615 23.567725
#> Trackway_16 33.86805 27.286110 14.705584 38.060119 14.209517
#> Trackway_18 13.28731 5.353864 3.346087 10.017770 2.992525
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 12.4115863 13.999627 14.856598 44.23385 33.86805
#> Trackway_02 4.2927321 3.103176 3.642515 34.89880 27.28611
#> Trackway_03 3.4941274 4.338504 3.357659 20.85615 14.70558
#> Trackway_04 9.1918619 8.624564 7.823927 45.85461 38.06012
#> Trackway_07 2.3616905 5.130209 5.353534 23.56773 14.20952
#> Trackway_08 NA 2.307573 2.455384 21.92035 13.64051
#> Trackway_09 2.3075725 NA 1.782053 27.91638 20.46005
#> Trackway_13 2.4553841 1.782053 NA 26.39085 19.23706
#> Trackway_15 21.9203478 27.916383 26.390852 NA 12.86461
#> Trackway_16 13.6405051 20.460051 19.237062 12.86461 NA
#> Trackway_18 0.9612994 2.533350 2.826978 21.01065 12.84113
#> Trackway_18
#> Trackway_01 13.2873074
#> Trackway_02 5.3538635
#> Trackway_03 3.3460868
#> Trackway_04 10.0177700
#> Trackway_07 2.9925251
#> Trackway_08 0.9612994
#> Trackway_09 2.5333499
#> Trackway_13 2.8269777
#> Trackway_15 21.0106515
#> Trackway_16 12.8411281
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[58]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.234634 12.692721 10.035298 6.663107
#> Trackway_02 7.234634 NA 5.657910 3.932468 7.078006
#> Trackway_03 12.692721 5.657910 NA 8.846357 3.720320
#> Trackway_04 10.035298 3.932468 8.846357 NA 12.160858
#> Trackway_07 6.663107 7.078006 3.720320 12.160858 NA
#> Trackway_08 10.051799 5.812339 1.781334 9.645256 2.098541
#> Trackway_09 10.938302 4.034879 1.815877 7.632146 5.202697
#> Trackway_13 11.033640 3.883771 1.627571 5.633066 5.200611
#> Trackway_15 42.814980 35.829472 21.745725 44.532996 23.468315
#> Trackway_16 32.323739 26.857548 13.454026 36.233684 12.807442
#> Trackway_18 15.279271 7.771534 1.697777 10.633536 4.869901
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.051799 10.938302 11.033640 42.81498 32.32374
#> Trackway_02 5.812339 4.034879 3.883771 35.82947 26.85755
#> Trackway_03 1.781334 1.815877 1.627571 21.74572 13.45403
#> Trackway_04 9.645256 7.632146 5.633066 44.53300 36.23368
#> Trackway_07 2.098541 5.202697 5.200611 23.46831 12.80744
#> Trackway_08 NA 2.737566 2.856976 22.00369 12.51134
#> Trackway_09 2.737566 NA 1.923384 27.43989 19.00550
#> Trackway_13 2.856976 1.923384 NA 26.98450 18.78911
#> Trackway_15 22.003688 27.439889 26.984499 NA 14.66747
#> Trackway_16 12.511343 19.005503 18.789109 14.66747 NA
#> Trackway_18 2.807536 3.262314 3.465244 20.15526 12.56592
#> Trackway_18
#> Trackway_01 15.279271
#> Trackway_02 7.771534
#> Trackway_03 1.697777
#> Trackway_04 10.633536
#> Trackway_07 4.869901
#> Trackway_08 2.807536
#> Trackway_09 3.262314
#> Trackway_13 3.465244
#> Trackway_15 20.155264
#> Trackway_16 12.565921
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[59]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.085186 19.927348 7.626436 10.229228
#> Trackway_02 9.085186 NA 10.215784 3.647984 3.307846
#> Trackway_03 19.927348 10.215784 NA 16.447495 4.677112
#> Trackway_04 7.626436 3.647984 16.447495 NA 6.737431
#> Trackway_07 10.229228 3.307846 4.677112 6.737431 NA
#> Trackway_08 13.252119 5.552771 3.061518 10.316789 2.415878
#> Trackway_09 12.920704 3.966105 4.914529 8.828127 3.248939
#> Trackway_13 17.814880 7.877383 2.235676 13.041329 5.216546
#> Trackway_15 45.308026 37.235049 20.919656 46.567069 24.584760
#> Trackway_16 30.865382 25.836753 12.248788 34.652307 12.928800
#> Trackway_18 16.770980 7.780494 1.453980 13.326149 3.355146
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.252119 12.920704 17.814880 45.30803 30.86538
#> Trackway_02 5.552771 3.966105 7.877383 37.23505 25.83675
#> Trackway_03 3.061518 4.914529 2.235676 20.91966 12.24879
#> Trackway_04 10.316789 8.828127 13.041329 46.56707 34.65231
#> Trackway_07 2.415878 3.248939 5.216546 24.58476 12.92880
#> Trackway_08 NA 2.531924 4.184512 22.20275 11.09966
#> Trackway_09 2.531924 NA 3.739123 29.47999 18.96046
#> Trackway_13 4.184512 3.739123 NA 26.39431 17.62748
#> Trackway_15 22.202749 29.479995 26.394309 NA 16.15271
#> Trackway_16 11.099660 18.960462 17.627482 16.15271 NA
#> Trackway_18 1.646693 3.091972 2.150132 21.64370 11.80225
#> Trackway_18
#> Trackway_01 16.770980
#> Trackway_02 7.780494
#> Trackway_03 1.453980
#> Trackway_04 13.326149
#> Trackway_07 3.355146
#> Trackway_08 1.646693
#> Trackway_09 3.091972
#> Trackway_13 2.150132
#> Trackway_15 21.643705
#> Trackway_16 11.802249
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[60]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.592572 15.073506 11.109287 6.1957375
#> Trackway_02 2.592572 NA 12.541917 11.152286 5.0139619
#> Trackway_03 15.073506 12.541917 NA 9.589893 5.0911380
#> Trackway_04 11.109287 11.152286 9.589893 NA 13.2798280
#> Trackway_07 6.195738 5.013962 5.091138 13.279828 NA
#> Trackway_08 7.359816 5.745961 4.342684 12.278169 0.8233852
#> Trackway_09 7.930786 6.375957 9.054523 16.472738 2.6768525
#> Trackway_13 10.560575 8.686669 2.854333 5.511969 5.2331552
#> Trackway_15 42.037944 37.449911 20.013896 42.330704 22.2632779
#> Trackway_16 33.328092 28.658931 13.857597 36.214333 13.3381973
#> Trackway_18 9.204712 7.155074 2.959044 10.302972 2.1488315
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.3598158 7.930786 10.560575 42.03794 33.32809
#> Trackway_02 5.7459609 6.375957 8.686669 37.44991 28.65893
#> Trackway_03 4.3426844 9.054523 2.854333 20.01390 13.85760
#> Trackway_04 12.2781686 16.472738 5.511969 42.33070 36.21433
#> Trackway_07 0.8233852 2.676853 5.233155 22.26328 13.33820
#> Trackway_08 NA 3.473545 4.395070 21.80969 13.21759
#> Trackway_09 3.4735447 NA 7.641026 27.37841 17.73402
#> Trackway_13 4.3950697 7.641026 NA 25.64637 18.81832
#> Trackway_15 21.8096908 27.378410 25.646368 NA 12.12259
#> Trackway_16 13.2175928 17.734021 18.818324 12.12259 NA
#> Trackway_18 1.4017223 5.138267 2.765918 21.11052 13.22341
#> Trackway_18
#> Trackway_01 9.204712
#> Trackway_02 7.155074
#> Trackway_03 2.959044
#> Trackway_04 10.302972
#> Trackway_07 2.148831
#> Trackway_08 1.401722
#> Trackway_09 5.138267
#> Trackway_13 2.765918
#> Trackway_15 21.110517
#> Trackway_16 13.223411
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[61]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.261149 15.5901277 14.184589 12.846012
#> Trackway_02 8.261149 NA 7.1638781 6.598957 4.929435
#> Trackway_03 15.590128 7.163878 NA 9.427353 1.569009
#> Trackway_04 14.184589 6.598957 9.4273534 NA 8.327602
#> Trackway_07 12.846012 4.929435 1.5690086 8.327602 NA
#> Trackway_08 16.818582 8.179268 0.9895902 10.023434 2.139595
#> Trackway_09 11.814210 4.718379 3.4406755 9.967321 2.529856
#> Trackway_13 15.286844 6.236019 1.9250551 5.428633 2.841273
#> Trackway_15 45.154009 36.778286 21.7735856 44.377987 22.927799
#> Trackway_16 33.803601 27.200263 13.5821852 36.502806 13.935429
#> Trackway_18 17.974365 8.945769 1.2638602 10.589033 2.431651
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.8185820 11.814210 15.286844 45.15401 33.80360
#> Trackway_02 8.1792681 4.718379 6.236019 36.77829 27.20026
#> Trackway_03 0.9895902 3.440676 1.925055 21.77359 13.58219
#> Trackway_04 10.0234336 9.967321 5.428633 44.37799 36.50281
#> Trackway_07 2.1395946 2.529856 2.841273 22.92780 13.93543
#> Trackway_08 NA 3.894759 2.053403 20.97058 12.88660
#> Trackway_09 3.8947588 NA 4.373049 27.86009 18.49000
#> Trackway_13 2.0534032 4.373049 NA 26.64950 18.71661
#> Trackway_15 20.9705753 27.860086 26.649502 NA 13.90119
#> Trackway_16 12.8865997 18.489998 18.716606 13.90119 NA
#> Trackway_18 0.5231572 4.637041 2.298822 20.89410 13.11900
#> Trackway_18
#> Trackway_01 17.9743653
#> Trackway_02 8.9457693
#> Trackway_03 1.2638602
#> Trackway_04 10.5890327
#> Trackway_07 2.4316511
#> Trackway_08 0.5231572
#> Trackway_09 4.6370415
#> Trackway_13 2.2988223
#> Trackway_15 20.8941029
#> Trackway_16 13.1190044
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[62]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.451062 16.0227100 10.278825 9.1740410
#> Trackway_02 11.451062 NA 6.3370665 2.716299 6.8565182
#> Trackway_03 16.022710 6.337066 NA 10.309121 3.5188768
#> Trackway_04 10.278825 2.716299 10.3091214 NA 8.2662105
#> Trackway_07 9.174041 6.856518 3.5188768 8.266211 NA
#> Trackway_08 9.877928 6.039581 2.9976655 7.970568 0.9276228
#> Trackway_09 10.570465 3.858237 4.2452638 5.030268 2.9935645
#> Trackway_13 11.746208 2.798849 3.3404931 4.690891 3.3394106
#> Trackway_15 42.895662 37.793326 21.6463962 44.177927 22.6693025
#> Trackway_16 31.098099 28.591463 13.4123782 34.687737 12.4099589
#> Trackway_18 17.610823 7.788652 0.7840973 12.080706 4.1445230
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.8779282 10.570465 11.746208 42.89566 31.09810
#> Trackway_02 6.0395814 3.858237 2.798849 37.79333 28.59146
#> Trackway_03 2.9976655 4.245264 3.340493 21.64640 13.41238
#> Trackway_04 7.9705685 5.030268 4.690891 44.17793 34.68774
#> Trackway_07 0.9276228 2.993564 3.339411 22.66930 12.40996
#> Trackway_08 NA 2.330501 3.310831 21.85067 11.89885
#> Trackway_09 2.3305012 NA 2.125058 29.74208 20.23463
#> Trackway_13 3.3108306 2.125058 NA 28.09682 18.86191
#> Trackway_15 21.8506710 29.742084 28.096818 NA 13.48839
#> Trackway_16 11.8988456 20.234635 18.861906 13.48839 NA
#> Trackway_18 3.4926448 5.297180 4.380118 21.08171 13.24968
#> Trackway_18
#> Trackway_01 17.6108234
#> Trackway_02 7.7886522
#> Trackway_03 0.7840973
#> Trackway_04 12.0807057
#> Trackway_07 4.1445230
#> Trackway_08 3.4926448
#> Trackway_09 5.2971801
#> Trackway_13 4.3801183
#> Trackway_15 21.0817150
#> Trackway_16 13.2496759
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[63]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.054922 12.904898 7.183553 6.990282
#> Trackway_02 7.054922 NA 6.355462 13.606934 5.427741
#> Trackway_03 12.904898 6.355462 NA 19.162940 3.279900
#> Trackway_04 7.183553 13.606934 19.162940 NA 11.941058
#> Trackway_07 6.990282 5.427741 3.279900 11.941058 NA
#> Trackway_08 9.577003 6.143241 2.876936 14.272707 1.909714
#> Trackway_09 6.932029 5.297207 4.711840 12.635857 2.166241
#> Trackway_13 7.283152 3.322926 3.236006 13.287621 2.575426
#> Trackway_15 42.745201 35.552668 20.662918 46.846913 22.121667
#> Trackway_16 33.717817 28.246495 13.929084 36.276553 13.320937
#> Trackway_18 15.246454 8.332736 1.227956 21.499909 4.106632
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.577003 6.932029 7.283152 42.74520 33.71782
#> Trackway_02 6.143241 5.297207 3.322926 35.55267 28.24650
#> Trackway_03 2.876936 4.711840 3.236006 20.66292 13.92908
#> Trackway_04 14.272707 12.635857 13.287621 46.84691 36.27655
#> Trackway_07 1.909714 2.166241 2.575426 22.12167 13.32094
#> Trackway_08 NA 2.417176 3.093957 20.26597 11.81193
#> Trackway_09 2.417176 NA 2.704846 27.39583 18.88139
#> Trackway_13 3.093957 2.704846 NA 26.34274 18.43811
#> Trackway_15 20.265968 27.395826 26.342741 NA 13.39775
#> Trackway_16 11.811934 18.881390 18.438105 13.39775 NA
#> Trackway_18 3.239381 5.896551 4.444385 19.63324 13.39275
#> Trackway_18
#> Trackway_01 15.246454
#> Trackway_02 8.332736
#> Trackway_03 1.227956
#> Trackway_04 21.499909
#> Trackway_07 4.106632
#> Trackway_08 3.239381
#> Trackway_09 5.896551
#> Trackway_13 4.444385
#> Trackway_15 19.633241
#> Trackway_16 13.392754
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[64]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.099118 9.9163438 3.360169 6.433029
#> Trackway_02 3.099118 NA 6.9731441 4.780917 5.242279
#> Trackway_03 9.916344 6.973144 NA 12.597253 2.852437
#> Trackway_04 3.360169 4.780917 12.5972527 NA 8.797389
#> Trackway_07 6.433029 5.242279 2.8524374 8.797389 NA
#> Trackway_08 8.282126 6.667895 3.2486859 10.665087 1.198118
#> Trackway_09 7.931034 6.597737 5.3804178 10.213571 2.419486
#> Trackway_13 6.490927 4.017170 2.3426755 8.722361 3.592970
#> Trackway_15 43.861810 37.224069 21.7473329 47.482464 22.978362
#> Trackway_16 34.704029 28.669060 13.9425445 38.220695 13.626315
#> Trackway_18 10.376930 7.304168 0.9951917 12.972254 2.587856
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.282126 7.931034 6.490927 43.86181 34.70403
#> Trackway_02 6.667895 6.597737 4.017170 37.22407 28.66906
#> Trackway_03 3.248686 5.380418 2.342676 21.74733 13.94254
#> Trackway_04 10.665087 10.213571 8.722361 47.48246 38.22070
#> Trackway_07 1.198118 2.419486 3.592970 22.97836 13.62632
#> Trackway_08 NA 1.647242 4.636741 22.18054 12.58443
#> Trackway_09 1.647242 NA 5.571995 27.14583 17.33046
#> Trackway_13 4.636741 5.571995 NA 28.08948 19.97483
#> Trackway_15 22.180538 27.145825 28.089482 NA 12.99029
#> Trackway_16 12.584427 17.330455 19.974835 12.99029 NA
#> Trackway_18 2.685290 4.778112 3.167363 21.16335 13.07022
#> Trackway_18
#> Trackway_01 10.3769305
#> Trackway_02 7.3041683
#> Trackway_03 0.9951917
#> Trackway_04 12.9722542
#> Trackway_07 2.5878562
#> Trackway_08 2.6852898
#> Trackway_09 4.7781117
#> Trackway_13 3.1673628
#> Trackway_15 21.1633454
#> Trackway_16 13.0702173
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[65]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 11.976344 14.527345 8.667427 5.616388
#> Trackway_02 11.976344 NA 5.206741 4.795554 9.423885
#> Trackway_03 14.527345 5.206741 NA 9.978057 4.596191
#> Trackway_04 8.667427 4.795554 9.978057 NA 9.921051
#> Trackway_07 5.616388 9.423885 4.596191 9.921051 NA
#> Trackway_08 15.138872 6.131478 1.699031 11.422700 4.516680
#> Trackway_09 9.709812 6.686374 3.720425 8.286524 3.463421
#> Trackway_13 10.338389 3.773343 2.731732 5.280764 4.455941
#> Trackway_15 43.715994 35.941924 21.530811 44.800845 23.593768
#> Trackway_16 32.050518 27.522132 13.375924 35.206715 12.623297
#> Trackway_18 15.618845 6.362504 1.422337 11.657898 4.878237
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 15.1388724 9.709812 10.338389 43.71599 32.05052
#> Trackway_02 6.1314783 6.686374 3.773343 35.94192 27.52213
#> Trackway_03 1.6990306 3.720425 2.731732 21.53081 13.37592
#> Trackway_04 11.4227001 8.286524 5.280764 44.80084 35.20671
#> Trackway_07 4.5166799 3.463421 4.455941 23.59377 12.62330
#> Trackway_08 NA 3.605371 3.579182 20.29568 11.88426
#> Trackway_09 3.6053712 NA 3.477464 25.55865 15.74520
#> Trackway_13 3.5791823 3.477464 NA 27.24687 18.08982
#> Trackway_15 20.2956806 25.558650 27.246870 NA 14.36037
#> Trackway_16 11.8842600 15.745204 18.089818 14.36037 NA
#> Trackway_18 0.5664335 3.943661 3.712224 20.23273 12.13830
#> Trackway_18
#> Trackway_01 15.6188445
#> Trackway_02 6.3625043
#> Trackway_03 1.4223370
#> Trackway_04 11.6578980
#> Trackway_07 4.8782367
#> Trackway_08 0.5664335
#> Trackway_09 3.9436611
#> Trackway_13 3.7122237
#> Trackway_15 20.2327334
#> Trackway_16 12.1383004
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[66]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.978340 12.451773 4.462207 6.058948
#> Trackway_02 2.978340 NA 7.824496 3.445983 3.162065
#> Trackway_03 12.451773 7.824496 NA 11.754990 3.639771
#> Trackway_04 4.462207 3.445983 11.754990 NA 6.807957
#> Trackway_07 6.058948 3.162065 3.639771 6.807957 NA
#> Trackway_08 7.601016 5.131009 3.454310 9.671198 2.277379
#> Trackway_09 6.295246 4.238557 4.976037 8.540745 2.625444
#> Trackway_13 8.214314 4.535566 2.362972 6.776804 3.227554
#> Trackway_15 43.920643 36.929903 21.795670 45.980492 24.562023
#> Trackway_16 33.380524 26.961255 13.663352 36.249688 14.725585
#> Trackway_18 9.424949 5.423654 1.876637 9.293991 2.729650
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.601016 6.295246 8.214314 43.92064 33.38052
#> Trackway_02 5.131009 4.238557 4.535566 36.92990 26.96125
#> Trackway_03 3.454310 4.976037 2.362972 21.79567 13.66335
#> Trackway_04 9.671198 8.540745 6.776804 45.98049 36.24969
#> Trackway_07 2.277379 2.625444 3.227554 24.56202 14.72559
#> Trackway_08 NA 2.582650 3.875151 22.63608 12.49229
#> Trackway_09 2.582650 NA 3.890803 28.81092 18.62730
#> Trackway_13 3.875151 3.890803 NA 27.29202 18.39196
#> Trackway_15 22.636075 28.810919 27.292015 NA 13.61336
#> Trackway_16 12.492292 18.627299 18.391962 13.61336 NA
#> Trackway_18 1.705811 3.305020 2.106135 21.87013 12.62211
#> Trackway_18
#> Trackway_01 9.424949
#> Trackway_02 5.423654
#> Trackway_03 1.876637
#> Trackway_04 9.293991
#> Trackway_07 2.729650
#> Trackway_08 1.705811
#> Trackway_09 3.305020
#> Trackway_13 2.106135
#> Trackway_15 21.870134
#> Trackway_16 12.622106
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[67]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.732066 13.036398 3.704416 7.593892
#> Trackway_02 4.732066 NA 8.030734 4.698332 8.101704
#> Trackway_03 13.036398 8.030734 NA 14.224055 6.190732
#> Trackway_04 3.704416 4.698332 14.224055 NA 9.682302
#> Trackway_07 7.593892 8.101704 6.190732 9.682302 NA
#> Trackway_08 8.552741 5.827982 3.817625 9.694609 3.165511
#> Trackway_09 8.707278 4.529969 3.172837 10.280974 7.467657
#> Trackway_13 5.605456 3.026593 4.769662 5.907881 4.221001
#> Trackway_15 41.710771 35.575230 19.746197 45.097796 23.309000
#> Trackway_16 32.663512 27.737915 13.639827 35.999070 13.105923
#> Trackway_18 11.842569 7.106293 1.400520 12.899776 5.420308
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.552741 8.707278 5.605456 41.71077 32.66351
#> Trackway_02 5.827982 4.529969 3.026593 35.57523 27.73792
#> Trackway_03 3.817625 3.172837 4.769662 19.74620 13.63983
#> Trackway_04 9.694609 10.280974 5.907881 45.09780 35.99907
#> Trackway_07 3.165511 7.467657 4.221001 23.30900 13.10592
#> Trackway_08 NA 4.914578 2.249403 20.36564 11.43125
#> Trackway_09 4.914578 NA 3.676041 26.87863 20.10755
#> Trackway_13 2.249403 3.676041 NA 25.74664 17.43173
#> Trackway_15 20.365644 26.878630 25.746637 NA 14.27884
#> Trackway_16 11.431254 20.107555 17.431729 14.27884 NA
#> Trackway_18 2.661028 3.148782 3.784247 19.25864 12.35006
#> Trackway_18
#> Trackway_01 11.842569
#> Trackway_02 7.106293
#> Trackway_03 1.400520
#> Trackway_04 12.899776
#> Trackway_07 5.420308
#> Trackway_08 2.661028
#> Trackway_09 3.148782
#> Trackway_13 3.784247
#> Trackway_15 19.258636
#> Trackway_16 12.350061
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[68]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.168326 9.0841640 10.933634 8.528106
#> Trackway_02 3.168326 NA 7.3825996 9.689953 6.441967
#> Trackway_03 9.084164 7.382600 NA 16.891857 4.655784
#> Trackway_04 10.933634 9.689953 16.8918572 NA 7.395188
#> Trackway_07 8.528106 6.441967 4.6557836 7.395188 NA
#> Trackway_08 7.945257 6.185233 1.0124085 14.732992 3.781722
#> Trackway_09 6.287017 4.110105 3.8081206 11.784938 3.924467
#> Trackway_13 5.074503 4.520487 2.1840032 14.012212 5.694782
#> Trackway_15 42.084526 37.681016 21.8401441 46.329381 24.342537
#> Trackway_16 32.802498 27.962307 13.3949944 34.310210 13.378828
#> Trackway_18 9.538073 7.446767 0.6671004 16.685715 4.688816
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.9452567 6.287017 5.074503 42.08453 32.80250
#> Trackway_02 6.1852331 4.110105 4.520487 37.68102 27.96231
#> Trackway_03 1.0124085 3.808121 2.184003 21.84014 13.39499
#> Trackway_04 14.7329919 11.784938 14.012212 46.32938 34.31021
#> Trackway_07 3.7817220 3.924467 5.694782 24.34254 13.37883
#> Trackway_08 NA 2.557381 1.938721 22.05570 13.03663
#> Trackway_09 2.5573809 NA 3.522431 27.79861 18.05682
#> Trackway_13 1.9387209 3.522431 NA 27.79842 19.00638
#> Trackway_15 22.0556958 27.798606 27.798424 NA 13.94097
#> Trackway_16 13.0366281 18.056822 19.006379 13.94097 NA
#> Trackway_18 0.9592249 3.474270 2.537255 21.40270 12.91606
#> Trackway_18
#> Trackway_01 9.5380735
#> Trackway_02 7.4467673
#> Trackway_03 0.6671004
#> Trackway_04 16.6857152
#> Trackway_07 4.6888157
#> Trackway_08 0.9592249
#> Trackway_09 3.4742700
#> Trackway_13 2.5372549
#> Trackway_15 21.4026997
#> Trackway_16 12.9160615
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[69]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.369384 9.449593 4.089329 8.802373
#> Trackway_02 6.369384 NA 10.761705 4.249244 4.004138
#> Trackway_03 9.449593 10.761705 NA 12.588472 5.068849
#> Trackway_04 4.089329 4.249244 12.588472 NA 8.764670
#> Trackway_07 8.802373 4.004138 5.068849 8.764670 NA
#> Trackway_08 8.439585 6.527905 3.119459 9.427010 2.917315
#> Trackway_09 10.170436 12.210898 2.755312 13.606846 9.031235
#> Trackway_13 3.918764 5.256029 4.352965 5.699478 3.664096
#> Trackway_15 41.407634 36.691568 20.930337 44.510420 23.292265
#> Trackway_16 32.994059 26.757994 14.018601 35.285812 13.594801
#> Trackway_18 9.399781 9.671228 1.392920 11.957656 4.341860
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.439585 10.170436 3.918764 41.40763 32.99406
#> Trackway_02 6.527905 12.210898 5.256029 36.69157 26.75799
#> Trackway_03 3.119459 2.755312 4.352965 20.93034 14.01860
#> Trackway_04 9.427010 13.606846 5.699478 44.51042 35.28581
#> Trackway_07 2.917315 9.031235 3.664096 23.29226 13.59480
#> Trackway_08 NA 6.602569 2.881599 20.64342 11.94331
#> Trackway_09 6.602569 NA 6.352566 27.12014 21.00054
#> Trackway_13 2.881599 6.352566 NA 27.17636 18.55219
#> Trackway_15 20.643416 27.120142 27.176362 NA 12.97808
#> Trackway_16 11.943309 21.000542 18.552189 12.97808 NA
#> Trackway_18 1.907620 4.003042 3.817641 20.28650 12.78089
#> Trackway_18
#> Trackway_01 9.399781
#> Trackway_02 9.671228
#> Trackway_03 1.392920
#> Trackway_04 11.957656
#> Trackway_07 4.341860
#> Trackway_08 1.907620
#> Trackway_09 4.003042
#> Trackway_13 3.817641
#> Trackway_15 20.286498
#> Trackway_16 12.780890
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[70]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.250492 19.748885 8.449890 10.020840
#> Trackway_02 5.250492 NA 11.771626 5.135702 4.083106
#> Trackway_03 19.748885 11.771626 NA 14.723194 4.331070
#> Trackway_04 8.449890 5.135702 14.723194 NA 7.802131
#> Trackway_07 10.020840 4.083106 4.331070 7.802131 NA
#> Trackway_08 12.208846 5.907788 3.512433 9.030009 1.337794
#> Trackway_09 17.858609 10.130256 2.283454 12.618174 5.998374
#> Trackway_13 13.259663 6.519139 4.122904 7.621147 3.020499
#> Trackway_15 45.548804 36.830389 21.610622 45.848752 23.594130
#> Trackway_16 29.455981 22.947897 11.885759 33.041776 10.912844
#> Trackway_18 14.664391 7.740436 2.146725 10.400353 2.291884
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 12.208846 17.858609 13.259663 45.54880 29.45598
#> Trackway_02 5.907788 10.130256 6.519139 36.83039 22.94790
#> Trackway_03 3.512433 2.283454 4.122904 21.61062 11.88576
#> Trackway_04 9.030009 12.618174 7.621147 45.84875 33.04178
#> Trackway_07 1.337794 5.998374 3.020499 23.59413 10.91284
#> Trackway_08 NA 5.065933 2.300005 22.37274 10.11357
#> Trackway_09 5.065933 NA 3.814605 27.17571 17.35432
#> Trackway_13 2.300005 3.814605 NA 27.36945 15.96186
#> Trackway_15 22.372743 27.175711 27.369454 NA 15.84129
#> Trackway_16 10.113575 17.354324 15.961857 15.84129 NA
#> Trackway_18 1.469369 3.557116 1.817216 22.34987 11.03282
#> Trackway_18
#> Trackway_01 14.664391
#> Trackway_02 7.740436
#> Trackway_03 2.146725
#> Trackway_04 10.400353
#> Trackway_07 2.291884
#> Trackway_08 1.469369
#> Trackway_09 3.557116
#> Trackway_13 1.817216
#> Trackway_15 22.349872
#> Trackway_16 11.032819
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[71]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.490318 12.955702 8.046343 7.433115
#> Trackway_02 8.490318 NA 5.356466 4.704719 6.011392
#> Trackway_03 12.955702 5.356466 NA 11.630062 2.958575
#> Trackway_04 8.046343 4.704719 11.630062 NA 9.755262
#> Trackway_07 7.433115 6.011392 2.958575 9.755262 NA
#> Trackway_08 10.742767 6.000633 2.035314 11.088107 1.593187
#> Trackway_09 8.386104 4.199638 3.603592 8.348931 3.113707
#> Trackway_13 13.390808 5.020989 1.565914 10.471161 5.300808
#> Trackway_15 43.595024 37.177879 22.579404 47.741343 23.229306
#> Trackway_16 30.983333 26.685863 12.765978 36.808702 11.586845
#> Trackway_18 14.155456 6.856792 1.271874 13.366229 3.256871
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.742767 8.386104 13.390808 43.59502 30.98333
#> Trackway_02 6.000633 4.199638 5.020989 37.17788 26.68586
#> Trackway_03 2.035314 3.603592 1.565914 22.57940 12.76598
#> Trackway_04 11.088107 8.348931 10.471161 47.74134 36.80870
#> Trackway_07 1.593187 3.113707 5.300808 23.22931 11.58684
#> Trackway_08 NA 2.426577 4.159866 21.98536 11.09489
#> Trackway_09 2.426577 NA 4.447087 28.72391 17.76275
#> Trackway_13 4.159866 4.447087 NA 27.40102 18.11435
#> Trackway_15 21.985360 28.723910 27.401022 NA 14.95074
#> Trackway_16 11.094890 17.762754 18.114348 14.95074 NA
#> Trackway_18 1.852177 3.987316 2.480092 21.32644 11.70151
#> Trackway_18
#> Trackway_01 14.155456
#> Trackway_02 6.856792
#> Trackway_03 1.271874
#> Trackway_04 13.366229
#> Trackway_07 3.256871
#> Trackway_08 1.852177
#> Trackway_09 3.987316
#> Trackway_13 2.480092
#> Trackway_15 21.326437
#> Trackway_16 11.701508
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[72]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.156598 9.2003329 13.22813 7.356205
#> Trackway_02 2.156598 NA 6.0870863 12.82774 4.739343
#> Trackway_03 9.200333 6.087086 NA 17.43503 3.304531
#> Trackway_04 13.228127 12.827743 17.4350251 NA 11.013157
#> Trackway_07 7.356205 4.739343 3.3045310 11.01316 NA
#> Trackway_08 9.893495 6.725736 0.7258198 18.39550 3.386435
#> Trackway_09 7.421508 4.242718 2.1212197 15.47018 3.497565
#> Trackway_13 5.842402 3.662987 3.6555378 10.40622 2.322622
#> Trackway_15 42.210390 35.270410 20.2240939 47.07879 22.710099
#> Trackway_16 33.144358 25.929678 11.9229782 34.20441 12.568690
#> Trackway_18 10.952910 7.522463 0.9952438 20.07382 4.219442
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.8934952 7.421508 5.842402 42.21039 33.14436
#> Trackway_02 6.7257356 4.242718 3.662987 35.27041 25.92968
#> Trackway_03 0.7258198 2.121220 3.655538 20.22409 11.92298
#> Trackway_04 18.3955024 15.470179 10.406215 47.07879 34.20441
#> Trackway_07 3.3864355 3.497565 2.322622 22.71010 12.56869
#> Trackway_08 NA 2.567994 3.955053 20.05733 11.78836
#> Trackway_09 2.5679942 NA 3.659563 25.05503 16.13435
#> Trackway_13 3.9550528 3.659563 NA 26.52277 16.56957
#> Trackway_15 20.0573316 25.055031 26.522768 NA 14.03195
#> Trackway_16 11.7883597 16.134346 16.569574 14.03195 NA
#> Trackway_18 0.8864884 2.995612 4.930055 19.49660 11.80090
#> Trackway_18
#> Trackway_01 10.9529099
#> Trackway_02 7.5224635
#> Trackway_03 0.9952438
#> Trackway_04 20.0738215
#> Trackway_07 4.2194417
#> Trackway_08 0.8864884
#> Trackway_09 2.9956125
#> Trackway_13 4.9300545
#> Trackway_15 19.4965980
#> Trackway_16 11.8008970
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[73]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 15.304681 21.578583 11.478611 9.827866
#> Trackway_02 15.304681 NA 7.133780 5.293848 6.778370
#> Trackway_03 21.578583 7.133780 NA 13.873221 5.788556
#> Trackway_04 11.478611 5.293848 13.873221 NA 6.364896
#> Trackway_07 9.827866 6.778370 5.788556 6.364896 NA
#> Trackway_08 11.622405 7.333743 4.819709 8.887041 2.679001
#> Trackway_09 21.726950 7.381934 2.132061 14.273798 8.416421
#> Trackway_13 18.133622 3.895738 2.840766 9.726554 5.484886
#> Trackway_15 43.516765 35.203565 20.769664 43.405588 23.828213
#> Trackway_16 31.516576 26.882584 14.013539 34.143899 13.852694
#> Trackway_18 18.204907 5.862194 2.256395 11.955290 4.380914
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.622405 21.726950 18.133622 43.51677 31.51658
#> Trackway_02 7.333743 7.381934 3.895738 35.20357 26.88258
#> Trackway_03 4.819709 2.132061 2.840766 20.76966 14.01354
#> Trackway_04 8.887041 14.273798 9.726554 43.40559 34.14390
#> Trackway_07 2.679001 8.416421 5.484886 23.82821 13.85269
#> Trackway_08 NA 7.489097 4.841965 20.85457 11.17695
#> Trackway_09 7.489097 NA 3.422158 25.27975 18.86607
#> Trackway_13 4.841965 3.422158 NA 25.27589 17.64566
#> Trackway_15 20.854566 25.279746 25.275889 NA 13.22785
#> Trackway_16 11.176951 18.866068 17.645662 13.22785 NA
#> Trackway_18 2.687818 3.541329 1.685548 20.26039 12.25398
#> Trackway_18
#> Trackway_01 18.204907
#> Trackway_02 5.862194
#> Trackway_03 2.256395
#> Trackway_04 11.955290
#> Trackway_07 4.380914
#> Trackway_08 2.687818
#> Trackway_09 3.541329
#> Trackway_13 1.685548
#> Trackway_15 20.260390
#> Trackway_16 12.253983
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[74]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.664435 10.906266 6.381016 6.516969
#> Trackway_02 1.664435 NA 8.017371 6.880201 4.078828
#> Trackway_03 10.906266 8.017371 NA 16.437858 4.081956
#> Trackway_04 6.381016 6.880201 16.437858 NA 8.401878
#> Trackway_07 6.516969 4.078828 4.081956 8.401878 NA
#> Trackway_08 8.076952 5.245920 2.381080 12.176502 2.168275
#> Trackway_09 6.903255 4.335679 5.298370 9.026649 2.150431
#> Trackway_13 5.704013 3.862477 3.422951 11.066048 3.096924
#> Trackway_15 45.846089 38.414754 23.713741 47.918133 26.129476
#> Trackway_16 33.794020 26.377698 13.531999 34.547847 13.415078
#> Trackway_18 8.590905 5.473043 2.870776 11.923743 2.698845
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.0769525 6.903255 5.704013 45.84609 33.79402
#> Trackway_02 5.2459199 4.335679 3.862477 38.41475 26.37770
#> Trackway_03 2.3810803 5.298370 3.422951 23.71374 13.53200
#> Trackway_04 12.1765021 9.026649 11.066048 47.91813 34.54785
#> Trackway_07 2.1682749 2.150431 3.096924 26.12948 13.41508
#> Trackway_08 NA 2.844987 1.868522 24.14112 12.30821
#> Trackway_09 2.8449867 NA 3.076316 29.81906 17.29402
#> Trackway_13 1.8685224 3.076316 NA 28.17698 16.70514
#> Trackway_15 24.1411180 29.819056 28.176981 NA 16.63326
#> Trackway_16 12.3082098 17.294021 16.705144 16.63326 NA
#> Trackway_18 0.9221895 2.460790 1.961026 23.47412 11.44430
#> Trackway_18
#> Trackway_01 8.5909046
#> Trackway_02 5.4730427
#> Trackway_03 2.8707759
#> Trackway_04 11.9237430
#> Trackway_07 2.6988451
#> Trackway_08 0.9221895
#> Trackway_09 2.4607898
#> Trackway_13 1.9610262
#> Trackway_15 23.4741229
#> Trackway_16 11.4442965
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[75]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.210079 15.4991636 4.222207 6.586960
#> Trackway_02 9.210079 NA 6.7716314 6.623044 5.489151
#> Trackway_03 15.499164 6.771631 NA 14.219049 4.609096
#> Trackway_04 4.222207 6.623044 14.2190489 NA 6.169096
#> Trackway_07 6.586960 5.489151 4.6090959 6.169096 NA
#> Trackway_08 8.437092 5.939959 3.7358905 8.699807 1.793709
#> Trackway_09 12.934420 4.325467 2.4591765 11.240735 5.720837
#> Trackway_13 9.031298 3.024455 4.3539035 7.509310 2.760509
#> Trackway_15 42.264026 35.778215 21.5620134 44.228378 24.073063
#> Trackway_16 30.546221 26.352966 13.5634882 33.253119 13.395093
#> Trackway_18 15.303627 6.826692 0.9920666 14.236082 4.484646
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.437092 12.934420 9.031298 42.26403 30.54622
#> Trackway_02 5.939959 4.325467 3.024455 35.77821 26.35297
#> Trackway_03 3.735891 2.459176 4.353903 21.56201 13.56349
#> Trackway_04 8.699807 11.240735 7.509310 44.22838 33.25312
#> Trackway_07 1.793709 5.720837 2.760509 24.07306 13.39509
#> Trackway_08 NA 5.088714 2.348870 22.35033 11.96787
#> Trackway_09 5.088714 NA 3.563018 27.79484 19.18302
#> Trackway_13 2.348870 3.563018 NA 26.30311 16.46234
#> Trackway_15 22.350335 27.794840 26.303110 NA 14.19747
#> Trackway_16 11.967869 19.183018 16.462342 14.19747 NA
#> Trackway_18 3.327874 2.386968 3.891062 20.83689 12.58747
#> Trackway_18
#> Trackway_01 15.3036272
#> Trackway_02 6.8266920
#> Trackway_03 0.9920666
#> Trackway_04 14.2360822
#> Trackway_07 4.4846462
#> Trackway_08 3.3278744
#> Trackway_09 2.3869680
#> Trackway_13 3.8910616
#> Trackway_15 20.8368872
#> Trackway_16 12.5874736
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[76]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.165009 15.1196188 12.929290 7.816106
#> Trackway_02 6.165009 NA 8.7205839 7.843346 5.285218
#> Trackway_03 15.119619 8.720584 NA 8.893181 3.620462
#> Trackway_04 12.929290 7.843346 8.8931812 NA 11.492449
#> Trackway_07 7.816106 5.285218 3.6204617 11.492449 NA
#> Trackway_08 16.627953 10.166500 0.9913182 10.769426 4.156401
#> Trackway_09 11.151445 6.358906 3.3212242 7.561479 3.382392
#> Trackway_13 15.059683 8.327941 1.5981973 6.183914 5.960444
#> Trackway_15 43.394035 37.806238 21.1136927 42.752414 23.036229
#> Trackway_16 32.630070 28.369006 13.7288003 35.876246 13.333010
#> Trackway_18 17.314696 10.673490 1.3439961 10.953742 4.637065
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.6279528 11.151445 15.059683 43.39404 32.63007
#> Trackway_02 10.1665002 6.358906 8.327941 37.80624 28.36901
#> Trackway_03 0.9913182 3.321224 1.598197 21.11369 13.72880
#> Trackway_04 10.7694263 7.561479 6.183914 42.75241 35.87625
#> Trackway_07 4.1564013 3.382392 5.960444 23.03623 13.33301
#> Trackway_08 NA 4.082942 2.323137 20.15863 13.04814
#> Trackway_09 4.0829421 NA 4.518793 26.59018 18.18229
#> Trackway_13 2.3231373 4.518793 NA 25.68259 18.86335
#> Trackway_15 20.1586314 26.590184 25.682591 NA 14.28580
#> Trackway_16 13.0481418 18.182289 18.863348 14.28580 NA
#> Trackway_18 0.5595806 4.602133 2.265992 19.86758 13.11851
#> Trackway_18
#> Trackway_01 17.3146961
#> Trackway_02 10.6734897
#> Trackway_03 1.3439961
#> Trackway_04 10.9537424
#> Trackway_07 4.6370645
#> Trackway_08 0.5595806
#> Trackway_09 4.6021328
#> Trackway_13 2.2659922
#> Trackway_15 19.8675764
#> Trackway_16 13.1185097
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[77]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.517536 9.8037120 6.836557 6.980857
#> Trackway_02 2.517536 NA 6.6009235 7.937443 5.816717
#> Trackway_03 9.803712 6.600923 NA 15.139210 3.391408
#> Trackway_04 6.836557 7.937443 15.1392101 NA 8.738459
#> Trackway_07 6.980857 5.816717 3.3914079 8.738459 NA
#> Trackway_08 8.859672 7.320624 3.6850805 9.307375 1.196769
#> Trackway_09 10.811954 7.662555 3.0196768 17.008903 7.036870
#> Trackway_13 5.818657 3.662405 2.2784936 11.612476 3.796896
#> Trackway_15 43.284989 37.623364 21.6252531 46.802535 23.671657
#> Trackway_16 32.653754 27.108718 12.1649350 34.448944 12.170579
#> Trackway_18 9.362423 6.073889 0.7989354 14.258688 2.844960
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.859672 10.811954 5.818657 43.28499 32.65375
#> Trackway_02 7.320624 7.662555 3.662405 37.62336 27.10872
#> Trackway_03 3.685080 3.019677 2.278494 21.62525 12.16494
#> Trackway_04 9.307375 17.008903 11.612476 46.80254 34.44894
#> Trackway_07 1.196769 7.036870 3.796896 23.67166 12.17058
#> Trackway_08 NA 7.893576 4.777522 22.87374 11.03940
#> Trackway_09 7.893576 NA 4.170834 27.72881 19.51588
#> Trackway_13 4.777522 4.170834 NA 27.57878 17.62651
#> Trackway_15 22.873743 27.728808 27.578777 NA 14.92928
#> Trackway_16 11.039398 19.515875 17.626506 14.92928 NA
#> Trackway_18 3.002596 3.738261 2.326446 21.56320 11.62392
#> Trackway_18
#> Trackway_01 9.3624228
#> Trackway_02 6.0738894
#> Trackway_03 0.7989354
#> Trackway_04 14.2586877
#> Trackway_07 2.8449595
#> Trackway_08 3.0025960
#> Trackway_09 3.7382611
#> Trackway_13 2.3264460
#> Trackway_15 21.5631959
#> Trackway_16 11.6239226
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[78]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.777746 14.262930 6.910097 8.274194
#> Trackway_02 9.777746 NA 6.108868 4.520062 6.082440
#> Trackway_03 14.262930 6.108868 NA 10.965393 3.118536
#> Trackway_04 6.910097 4.520062 10.965393 NA 8.205625
#> Trackway_07 8.274194 6.082440 3.118536 8.205625 NA
#> Trackway_08 9.037799 6.590554 2.848332 9.221575 1.027632
#> Trackway_09 9.310469 4.551883 3.411498 6.991897 2.943445
#> Trackway_13 12.613223 3.812756 1.716755 8.209850 4.106398
#> Trackway_15 42.882620 36.791943 20.939905 44.821511 22.695548
#> Trackway_16 30.295237 27.119744 11.997887 33.911082 11.874589
#> Trackway_18 14.059943 6.239297 0.652083 10.840330 3.132023
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.037799 9.310469 12.613223 42.88262 30.29524
#> Trackway_02 6.590554 4.551883 3.812756 36.79194 27.11974
#> Trackway_03 2.848332 3.411498 1.716755 20.93990 11.99789
#> Trackway_04 9.221575 6.991897 8.209850 44.82151 33.91108
#> Trackway_07 1.027632 2.943445 4.106398 22.69555 11.87459
#> Trackway_08 NA 3.095757 4.316583 21.75433 10.97723
#> Trackway_09 3.095757 NA 2.757897 27.85578 17.70488
#> Trackway_13 4.316583 2.757897 NA 26.64613 17.51528
#> Trackway_15 21.754329 27.855777 26.646134 NA 14.36672
#> Trackway_16 10.977228 17.704876 17.515277 14.36672 NA
#> Trackway_18 2.773496 3.327556 2.131492 20.68203 11.74406
#> Trackway_18
#> Trackway_01 14.059943
#> Trackway_02 6.239297
#> Trackway_03 0.652083
#> Trackway_04 10.840330
#> Trackway_07 3.132023
#> Trackway_08 2.773496
#> Trackway_09 3.327556
#> Trackway_13 2.131492
#> Trackway_15 20.682026
#> Trackway_16 11.744059
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[79]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.036425 12.162738 2.694104 6.445168
#> Trackway_02 8.036425 NA 5.443400 9.143123 8.649542
#> Trackway_03 12.162738 5.443400 NA 13.425201 4.445577
#> Trackway_04 2.694104 9.143123 13.425201 NA 7.868608
#> Trackway_07 6.445168 8.649542 4.445577 7.868608 NA
#> Trackway_08 10.593598 5.361727 1.888963 11.531864 3.195281
#> Trackway_09 6.682520 6.558057 4.847831 7.318279 2.792454
#> Trackway_13 5.149302 5.369444 4.158116 6.102417 2.932460
#> Trackway_15 42.387577 35.082844 21.119302 44.393864 22.463594
#> Trackway_16 32.804003 27.351715 13.708205 34.458658 12.601364
#> Trackway_18 10.069966 5.391825 2.047289 10.951369 3.125831
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.5935976 6.682520 5.149302 42.38758 32.80400
#> Trackway_02 5.3617269 6.558057 5.369444 35.08284 27.35172
#> Trackway_03 1.8889627 4.847831 4.158116 21.11930 13.70820
#> Trackway_04 11.5318635 7.318279 6.102417 44.39386 34.45866
#> Trackway_07 3.1952813 2.792454 2.932460 22.46359 12.60136
#> Trackway_08 NA 3.212020 2.757965 20.34404 12.07187
#> Trackway_09 3.2120203 NA 2.225548 26.27289 16.97181
#> Trackway_13 2.7579650 2.225548 NA 26.31406 17.23497
#> Trackway_15 20.3440373 26.272885 26.314063 NA 12.80213
#> Trackway_16 12.0718719 16.971813 17.234973 12.80213 NA
#> Trackway_18 0.5726464 2.898290 2.476237 20.30888 11.98330
#> Trackway_18
#> Trackway_01 10.0699656
#> Trackway_02 5.3918254
#> Trackway_03 2.0472894
#> Trackway_04 10.9513688
#> Trackway_07 3.1258311
#> Trackway_08 0.5726464
#> Trackway_09 2.8982897
#> Trackway_13 2.4762367
#> Trackway_15 20.3088786
#> Trackway_16 11.9832978
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[80]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.270215 17.826717 2.464985 6.960209
#> Trackway_02 7.270215 NA 9.772981 6.113625 6.398119
#> Trackway_03 17.826717 9.772981 NA 17.335003 5.337196
#> Trackway_04 2.464985 6.113625 17.335003 NA 7.899355
#> Trackway_07 6.960209 6.398119 5.337196 7.899355 NA
#> Trackway_08 16.343608 8.671288 1.108666 15.965438 4.321522
#> Trackway_09 10.909194 4.948291 4.808960 10.705911 4.544024
#> Trackway_13 12.057796 4.475950 3.991272 11.330165 5.133736
#> Trackway_15 45.259417 37.792554 21.254848 46.606281 23.896773
#> Trackway_16 32.373658 26.958609 13.000664 33.792885 11.629453
#> Trackway_18 13.193199 6.389202 2.022774 12.634519 3.326962
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.343608 10.909194 12.057796 45.25942 32.37366
#> Trackway_02 8.671288 4.948291 4.475950 37.79255 26.95861
#> Trackway_03 1.108666 4.808960 3.991272 21.25485 13.00066
#> Trackway_04 15.965438 10.705911 11.330165 46.60628 33.79288
#> Trackway_07 4.321522 4.544024 5.133736 23.89677 11.62945
#> Trackway_08 NA 3.728067 3.205799 21.62633 12.51955
#> Trackway_09 3.728067 NA 2.879138 28.37156 17.96132
#> Trackway_13 3.205799 2.879138 NA 28.18573 18.51087
#> Trackway_15 21.626329 28.371562 28.185733 NA 16.37705
#> Trackway_16 12.519552 17.961324 18.510869 16.37705 NA
#> Trackway_18 1.179497 2.208489 2.264936 22.25917 12.35281
#> Trackway_18
#> Trackway_01 13.193199
#> Trackway_02 6.389202
#> Trackway_03 2.022774
#> Trackway_04 12.634519
#> Trackway_07 3.326962
#> Trackway_08 1.179497
#> Trackway_09 2.208489
#> Trackway_13 2.264936
#> Trackway_15 22.259169
#> Trackway_16 12.352814
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[81]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.701525 11.800424 5.361382 7.135202
#> Trackway_02 4.701525 NA 7.308401 3.068617 7.568255
#> Trackway_03 11.800424 7.308401 NA 9.964956 5.056334
#> Trackway_04 5.361382 3.068617 9.964956 NA 10.812200
#> Trackway_07 7.135202 7.568255 5.056334 10.812200 NA
#> Trackway_08 8.393450 6.858282 3.944782 10.092476 2.406928
#> Trackway_09 5.920140 5.185277 5.148415 8.250238 3.104974
#> Trackway_13 4.305784 3.152747 4.796151 5.495032 3.489492
#> Trackway_15 43.564145 38.215637 22.967096 44.607899 25.291461
#> Trackway_16 31.314795 26.971254 13.178036 34.052350 12.174843
#> Trackway_18 7.460006 5.320393 2.595126 8.757516 2.700579
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.393450 5.920140 4.305784 43.56415 31.31479
#> Trackway_02 6.858282 5.185277 3.152747 38.21564 26.97125
#> Trackway_03 3.944782 5.148415 4.796151 22.96710 13.17804
#> Trackway_04 10.092476 8.250238 5.495032 44.60790 34.05235
#> Trackway_07 2.406928 3.104974 3.489492 25.29146 12.17484
#> Trackway_08 NA 2.400307 3.660124 22.95609 10.50487
#> Trackway_09 2.400307 NA 2.735489 28.76001 16.72279
#> Trackway_13 3.660124 2.735489 NA 29.59833 17.75394
#> Trackway_15 22.956095 28.760006 29.598327 NA 16.37230
#> Trackway_16 10.504867 16.722786 17.753940 16.37230 NA
#> Trackway_18 1.638399 2.276588 2.202848 23.41576 11.79571
#> Trackway_18
#> Trackway_01 7.460006
#> Trackway_02 5.320393
#> Trackway_03 2.595126
#> Trackway_04 8.757516
#> Trackway_07 2.700579
#> Trackway_08 1.638399
#> Trackway_09 2.276588
#> Trackway_13 2.202848
#> Trackway_15 23.415757
#> Trackway_16 11.795710
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[82]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.396866 12.861062 3.949004 5.639487
#> Trackway_02 5.396866 NA 7.435688 6.039449 6.732343
#> Trackway_03 12.861062 7.435688 NA 15.350183 5.037344
#> Trackway_04 3.949004 6.039449 15.350183 NA 7.647345
#> Trackway_07 5.639487 6.732343 5.037344 7.647345 NA
#> Trackway_08 8.020907 5.732351 3.291344 10.122519 2.257346
#> Trackway_09 8.823261 4.824425 3.310447 11.732632 4.421346
#> Trackway_13 6.288503 2.622707 4.034213 8.039905 3.968297
#> Trackway_15 41.433664 36.460885 20.628964 45.698305 23.067727
#> Trackway_16 32.030188 27.958664 13.735738 36.035491 13.213335
#> Trackway_18 13.378223 7.867121 0.795385 16.010961 5.203241
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.020907 8.823261 6.288503 41.43366 32.03019
#> Trackway_02 5.732351 4.824425 2.622707 36.46089 27.95866
#> Trackway_03 3.291344 3.310447 4.034213 20.62896 13.73574
#> Trackway_04 10.122519 11.732632 8.039905 45.69830 36.03549
#> Trackway_07 2.257346 4.421346 3.968297 23.06773 13.21333
#> Trackway_08 NA 2.648238 2.802052 21.06561 12.05078
#> Trackway_09 2.648238 NA 3.101798 25.84974 17.80910
#> Trackway_13 2.802052 3.101798 NA 26.93363 18.49959
#> Trackway_15 21.065613 25.849736 26.933631 NA 13.42388
#> Trackway_16 12.050782 17.809105 18.499594 13.42388 NA
#> Trackway_18 3.253237 3.648448 4.431565 19.88777 13.05614
#> Trackway_18
#> Trackway_01 13.378223
#> Trackway_02 7.867121
#> Trackway_03 0.795385
#> Trackway_04 16.010961
#> Trackway_07 5.203241
#> Trackway_08 3.253237
#> Trackway_09 3.648448
#> Trackway_13 4.431565
#> Trackway_15 19.887771
#> Trackway_16 13.056143
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[83]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.250639 11.900510 3.860684 8.968076
#> Trackway_02 2.250639 NA 7.990694 3.928040 6.558937
#> Trackway_03 11.900510 7.990694 NA 12.199432 3.493044
#> Trackway_04 3.860684 3.928040 12.199432 NA 11.532615
#> Trackway_07 8.968076 6.558937 3.493044 11.532615 NA
#> Trackway_08 8.606092 5.528542 2.363619 9.853415 1.189861
#> Trackway_09 8.820110 5.765002 2.679499 9.468476 5.123374
#> Trackway_13 5.459632 3.326416 3.500148 6.092785 2.909625
#> Trackway_15 44.340976 37.284594 20.766149 47.206947 22.051521
#> Trackway_16 34.093566 26.989086 12.147596 37.217425 11.429570
#> Trackway_18 10.863871 7.075625 0.748144 11.448672 2.951410
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.606092 8.820110 5.459632 44.34098 34.09357
#> Trackway_02 5.528542 5.765002 3.326416 37.28459 26.98909
#> Trackway_03 2.363619 2.679499 3.500148 20.76615 12.14760
#> Trackway_04 9.853415 9.468476 6.092785 47.20695 37.21743
#> Trackway_07 1.189861 5.123374 2.909625 22.05152 11.42957
#> Trackway_08 NA 3.719560 1.770950 21.51282 11.46749
#> Trackway_09 3.719560 NA 3.275161 28.00301 18.99594
#> Trackway_13 1.770950 3.275161 NA 26.80950 16.71989
#> Trackway_15 21.512816 28.003011 26.809499 NA 13.41170
#> Trackway_16 11.467493 18.995945 16.719891 13.41170 NA
#> Trackway_18 1.825608 2.767400 2.810977 20.89862 11.94380
#> Trackway_18
#> Trackway_01 10.863871
#> Trackway_02 7.075625
#> Trackway_03 0.748144
#> Trackway_04 11.448672
#> Trackway_07 2.951410
#> Trackway_08 1.825608
#> Trackway_09 2.767400
#> Trackway_13 2.810977
#> Trackway_15 20.898617
#> Trackway_16 11.943803
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[84]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 13.814201 23.0340937 7.845704 9.560539
#> Trackway_02 13.814201 NA 9.7803886 6.705948 7.357863
#> Trackway_03 23.034094 9.780389 NA 16.892664 6.287126
#> Trackway_04 7.845704 6.705948 16.8926644 NA 6.310380
#> Trackway_07 9.560539 7.357863 6.2871257 6.310380 NA
#> Trackway_08 16.433093 5.537359 3.2964967 10.669019 3.127787
#> Trackway_09 18.824332 5.302599 3.9227919 12.133568 7.402984
#> Trackway_13 13.997445 3.246650 5.5532768 7.220098 4.262265
#> Trackway_15 44.249623 36.104339 20.4176792 42.345698 23.023838
#> Trackway_16 30.523132 26.177713 12.9421117 30.857143 11.591509
#> Trackway_18 21.859706 8.734606 0.7319215 15.627400 5.692582
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 16.433093 18.824332 13.997445 44.24962 30.52313
#> Trackway_02 5.537359 5.302599 3.246650 36.10434 26.17771
#> Trackway_03 3.296497 3.922792 5.553277 20.41768 12.94211
#> Trackway_04 10.669019 12.133568 7.220098 42.34570 30.85714
#> Trackway_07 3.127787 7.402984 4.262265 23.02384 11.59151
#> Trackway_08 NA 3.459017 2.283900 21.06134 11.30539
#> Trackway_09 3.459017 NA 3.813079 27.78386 19.23219
#> Trackway_13 2.283900 3.813079 NA 26.63633 16.57799
#> Trackway_15 21.061343 27.783862 26.636328 NA 14.11621
#> Trackway_16 11.305389 19.232193 16.577992 14.11621 NA
#> Trackway_18 2.648343 3.135473 4.650544 20.41467 12.48891
#> Trackway_18
#> Trackway_01 21.8597059
#> Trackway_02 8.7346063
#> Trackway_03 0.7319215
#> Trackway_04 15.6273997
#> Trackway_07 5.6925817
#> Trackway_08 2.6483432
#> Trackway_09 3.1354731
#> Trackway_13 4.6505444
#> Trackway_15 20.4146681
#> Trackway_16 12.4889096
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[85]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.437701 10.512469 6.445958 7.5504778
#> Trackway_02 3.437701 NA 8.759284 4.454850 5.3432180
#> Trackway_03 10.512469 8.759284 NA 14.219694 2.2213113
#> Trackway_04 6.445958 4.454850 14.219694 NA 10.1440824
#> Trackway_07 7.550478 5.343218 2.221311 10.144082 NA
#> Trackway_08 8.383924 5.460451 2.630968 9.790175 0.9739209
#> Trackway_09 6.682302 4.863203 3.706618 9.480418 1.9413833
#> Trackway_13 4.877203 3.486006 3.784888 8.018537 1.5025943
#> Trackway_15 44.628118 37.282346 21.674871 45.324683 22.5965937
#> Trackway_16 33.995281 25.926171 12.514867 32.742632 11.9708075
#> Trackway_18 9.650136 7.575715 1.274919 12.698940 1.5934699
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.3839237 6.682302 4.877203 44.62812 33.99528
#> Trackway_02 5.4604512 4.863203 3.486006 37.28235 25.92617
#> Trackway_03 2.6309680 3.706618 3.784888 21.67487 12.51487
#> Trackway_04 9.7901746 9.480418 8.018537 45.32468 32.74263
#> Trackway_07 0.9739209 1.941383 1.502594 22.59659 11.97081
#> Trackway_08 NA 2.538519 1.650247 21.89992 11.01624
#> Trackway_09 2.5385191 NA 2.184239 28.50853 18.03626
#> Trackway_13 1.6502469 2.184239 NA 27.41682 16.59957
#> Trackway_15 21.8999168 28.508534 27.416822 NA 14.80677
#> Trackway_16 11.0162367 18.036261 16.599568 14.80677 NA
#> Trackway_18 1.5558833 2.740182 2.919801 21.24186 11.40120
#> Trackway_18
#> Trackway_01 9.650136
#> Trackway_02 7.575715
#> Trackway_03 1.274919
#> Trackway_04 12.698940
#> Trackway_07 1.593470
#> Trackway_08 1.555883
#> Trackway_09 2.740182
#> Trackway_13 2.919801
#> Trackway_15 21.241862
#> Trackway_16 11.401201
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[86]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.001978 14.572249 14.223896 8.013357
#> Trackway_02 9.001978 NA 6.827819 5.584488 5.842327
#> Trackway_03 14.572249 6.827819 NA 9.442704 3.184777
#> Trackway_04 14.223896 5.584488 9.442704 NA 12.034032
#> Trackway_07 8.013357 5.842327 3.184777 12.034032 NA
#> Trackway_08 10.530590 6.380487 2.375943 12.422172 1.894844
#> Trackway_09 8.624618 4.422202 3.740382 9.869450 2.450330
#> Trackway_13 9.150276 2.884618 3.403792 7.985350 2.487929
#> Trackway_15 43.364561 37.063763 20.587513 43.743897 22.726401
#> Trackway_16 32.855122 28.788888 13.185486 36.943988 13.508545
#> Trackway_18 10.455408 5.773862 1.920852 11.802061 1.558619
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.5305900 8.624618 9.150276 43.36456 32.85512
#> Trackway_02 6.3804868 4.422202 2.884618 37.06376 28.78889
#> Trackway_03 2.3759434 3.740382 3.403792 20.58751 13.18549
#> Trackway_04 12.4221718 9.869450 7.985350 43.74390 36.94399
#> Trackway_07 1.8948435 2.450330 2.487929 22.72640 13.50855
#> Trackway_08 NA 2.433927 2.897083 20.86586 11.93015
#> Trackway_09 2.4339265 NA 2.088279 28.47728 19.73591
#> Trackway_13 2.8970829 2.088279 NA 26.92415 18.47481
#> Trackway_15 20.8658584 28.477278 26.924152 NA 13.49140
#> Trackway_16 11.9301483 19.735907 18.474814 13.49140 NA
#> Trackway_18 0.8573511 1.755152 2.037494 21.28989 12.62441
#> Trackway_18
#> Trackway_01 10.4554084
#> Trackway_02 5.7738617
#> Trackway_03 1.9208523
#> Trackway_04 11.8020613
#> Trackway_07 1.5586193
#> Trackway_08 0.8573511
#> Trackway_09 1.7551523
#> Trackway_13 2.0374937
#> Trackway_15 21.2898852
#> Trackway_16 12.6244099
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[87]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.261649 15.774184 2.577625 6.637568
#> Trackway_02 4.261649 NA 9.532059 4.744518 5.315171
#> Trackway_03 15.774184 9.532059 NA 16.923762 5.099057
#> Trackway_04 2.577625 4.744518 16.923762 NA 8.093293
#> Trackway_07 6.637568 5.315171 5.099057 8.093293 NA
#> Trackway_08 12.182504 6.563433 1.614363 13.125668 3.502940
#> Trackway_09 12.942082 7.510398 2.743488 14.355574 6.259638
#> Trackway_13 5.468522 3.279434 6.092985 5.740099 2.291239
#> Trackway_15 43.233084 36.389644 20.496270 45.689853 22.751299
#> Trackway_16 32.372117 26.186150 13.067174 34.749525 11.992191
#> Trackway_18 13.308661 7.398040 1.458250 14.339850 3.835684
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 12.1825037 12.942082 5.468522 43.23308 32.37212
#> Trackway_02 6.5634334 7.510398 3.279434 36.38964 26.18615
#> Trackway_03 1.6143634 2.743488 6.092985 20.49627 13.06717
#> Trackway_04 13.1256676 14.355574 5.740099 45.68985 34.74952
#> Trackway_07 3.5029397 6.259638 2.291239 22.75130 11.99219
#> Trackway_08 NA 2.480734 3.860223 21.14413 12.56640
#> Trackway_09 2.4807337 NA 5.184022 26.24134 18.25782
#> Trackway_13 3.8602230 5.184022 NA 26.58418 16.13840
#> Trackway_15 21.1441346 26.241340 26.584178 NA 14.21883
#> Trackway_16 12.5664028 18.257820 16.138404 14.21883 NA
#> Trackway_18 0.7784735 1.913442 4.284885 20.42865 12.02360
#> Trackway_18
#> Trackway_01 13.3086610
#> Trackway_02 7.3980404
#> Trackway_03 1.4582496
#> Trackway_04 14.3398502
#> Trackway_07 3.8356837
#> Trackway_08 0.7784735
#> Trackway_09 1.9134420
#> Trackway_13 4.2848847
#> Trackway_15 20.4286487
#> Trackway_16 12.0236028
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[88]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.908960 8.8923050 11.944681 8.423611
#> Trackway_02 4.908960 NA 8.9209435 7.607258 4.504953
#> Trackway_03 8.892305 8.920944 NA 17.965102 3.773629
#> Trackway_04 11.944681 7.607258 17.9651020 NA 9.583921
#> Trackway_07 8.423611 4.504953 3.7736287 9.583921 NA
#> Trackway_08 8.684397 5.801197 2.9747843 12.736835 1.741529
#> Trackway_09 5.740793 5.626577 3.1702063 14.120673 4.147002
#> Trackway_13 6.839568 8.101292 1.4693555 17.248760 5.569976
#> Trackway_15 42.953111 37.378551 21.5577604 45.947995 23.313743
#> Trackway_16 34.442770 27.596833 13.9027685 34.369526 13.303690
#> Trackway_18 9.672251 9.201210 0.8067729 18.117194 3.646494
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.684397 5.740793 6.839568 42.95311 34.44277
#> Trackway_02 5.801197 5.626577 8.101292 37.37855 27.59683
#> Trackway_03 2.974784 3.170206 1.469355 21.55776 13.90277
#> Trackway_04 12.736835 14.120673 17.248760 45.94800 34.36953
#> Trackway_07 1.741529 4.147002 5.569976 23.31374 13.30369
#> Trackway_08 NA 3.037258 4.648992 21.63991 12.08438
#> Trackway_09 3.037258 NA 3.227788 28.21215 19.78146
#> Trackway_13 4.648992 3.227788 NA 26.53253 19.21271
#> Trackway_15 21.639912 28.212152 26.532533 NA 14.20494
#> Trackway_16 12.084382 19.781457 19.212712 14.20494 NA
#> Trackway_18 2.628186 3.262498 2.063596 21.04263 13.22660
#> Trackway_18
#> Trackway_01 9.6722509
#> Trackway_02 9.2012096
#> Trackway_03 0.8067729
#> Trackway_04 18.1171935
#> Trackway_07 3.6464942
#> Trackway_08 2.6281859
#> Trackway_09 3.2624984
#> Trackway_13 2.0635962
#> Trackway_15 21.0426345
#> Trackway_16 13.2266025
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[89]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 10.288578 16.523379 2.205162 10.374246
#> Trackway_02 10.288578 NA 7.259564 9.636646 5.370383
#> Trackway_03 16.523379 7.259564 NA 16.969004 2.871287
#> Trackway_04 2.205162 9.636646 16.969004 NA 10.892551
#> Trackway_07 10.374246 5.370383 2.871287 10.892551 NA
#> Trackway_08 15.239577 6.521842 1.007768 15.653338 2.334821
#> Trackway_09 13.580439 4.586408 2.535538 13.760499 3.992327
#> Trackway_13 17.440438 7.048792 1.918303 17.695656 5.174613
#> Trackway_15 44.190956 37.240453 21.070316 45.899087 22.516499
#> Trackway_16 33.237047 28.688409 13.716673 35.138043 13.326317
#> Trackway_18 19.157432 9.297228 1.347648 19.646444 4.021571
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 15.239577 13.580439 17.440438 44.19096 33.23705
#> Trackway_02 6.521842 4.586408 7.048792 37.24045 28.68841
#> Trackway_03 1.007768 2.535538 1.918303 21.07032 13.71667
#> Trackway_04 15.653338 13.760499 17.695656 45.89909 35.13804
#> Trackway_07 2.334821 3.992327 5.174613 22.51650 13.32632
#> Trackway_08 NA 2.483940 3.117696 20.75937 12.88997
#> Trackway_09 2.483940 NA 3.006697 28.38531 20.62767
#> Trackway_13 3.117696 3.006697 NA 25.83428 19.22498
#> Trackway_15 20.759371 28.385306 25.834276 NA 13.90920
#> Trackway_16 12.889965 20.627670 19.224984 13.90920 NA
#> Trackway_18 2.186575 3.937985 1.853594 21.03093 14.45541
#> Trackway_18
#> Trackway_01 19.157432
#> Trackway_02 9.297228
#> Trackway_03 1.347648
#> Trackway_04 19.646444
#> Trackway_07 4.021571
#> Trackway_08 2.186575
#> Trackway_09 3.937985
#> Trackway_13 1.853594
#> Trackway_15 21.030933
#> Trackway_16 14.455406
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[90]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.080038 13.8337347 15.304258 6.833774
#> Trackway_02 8.080038 NA 6.9059125 7.639749 6.921867
#> Trackway_03 13.833735 6.905912 NA 9.863415 3.916676
#> Trackway_04 15.304258 7.639749 9.8634155 NA 15.582162
#> Trackway_07 6.833774 6.921867 3.9166761 15.582162 NA
#> Trackway_08 8.140361 8.765351 4.4047263 17.784788 1.173110
#> Trackway_09 8.284405 6.074688 4.9270957 14.352600 2.318689
#> Trackway_13 5.665537 4.772871 4.8219875 12.789245 1.861221
#> Trackway_15 44.317855 38.389755 22.9671995 46.053282 24.291170
#> Trackway_16 33.579140 28.935959 14.2881110 38.258004 13.697716
#> Trackway_18 13.658839 6.480709 0.6975993 9.605232 3.736660
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.140361 8.284405 5.665537 44.31786 33.57914
#> Trackway_02 8.765351 6.074688 4.772871 38.38975 28.93596
#> Trackway_03 4.404726 4.927096 4.821988 22.96720 14.28811
#> Trackway_04 17.784788 14.352600 12.789245 46.05328 38.25800
#> Trackway_07 1.173110 2.318689 1.861221 24.29117 13.69772
#> Trackway_08 NA 3.228667 3.064896 23.45879 12.61202
#> Trackway_09 3.228667 NA 2.974181 28.61132 18.34165
#> Trackway_13 3.064896 2.974181 NA 29.14424 18.84517
#> Trackway_15 23.458791 28.611319 29.144236 NA 13.24999
#> Trackway_16 12.612017 18.341654 18.845171 13.24999 NA
#> Trackway_18 4.070947 4.664860 4.665364 22.39713 13.59685
#> Trackway_18
#> Trackway_01 13.6588393
#> Trackway_02 6.4807092
#> Trackway_03 0.6975993
#> Trackway_04 9.6052322
#> Trackway_07 3.7366598
#> Trackway_08 4.0709466
#> Trackway_09 4.6648601
#> Trackway_13 4.6653642
#> Trackway_15 22.3971284
#> Trackway_16 13.5968522
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[91]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.268890 12.811629 3.878868 6.627678
#> Trackway_02 3.268890 NA 8.140138 4.175276 4.720631
#> Trackway_03 12.811629 8.140138 NA 13.837163 3.713281
#> Trackway_04 3.878868 4.175276 13.837163 NA 8.886142
#> Trackway_07 6.627678 4.720631 3.713281 8.886142 NA
#> Trackway_08 8.216839 6.845971 4.406585 11.005051 1.742970
#> Trackway_09 3.506899 2.516838 7.172492 4.786199 2.989745
#> Trackway_13 9.330625 5.627205 2.079778 9.731780 3.892521
#> Trackway_15 43.264379 36.510329 20.707790 46.873884 22.860941
#> Trackway_16 34.713663 28.325673 14.089786 38.716481 14.218899
#> Trackway_18 7.990416 5.079178 2.823882 9.526755 1.116109
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.216839 3.506899 9.330625 43.26438 34.71366
#> Trackway_02 6.845971 2.516838 5.627205 36.51033 28.32567
#> Trackway_03 4.406585 7.172492 2.079778 20.70779 14.08979
#> Trackway_04 11.005051 4.786199 9.731780 46.87388 38.71648
#> Trackway_07 1.742970 2.989745 3.892521 22.86094 14.21890
#> Trackway_08 NA 3.862276 5.267457 21.83804 12.63757
#> Trackway_09 3.862276 NA 5.410297 31.31894 22.59861
#> Trackway_13 5.267457 5.410297 NA 26.03907 18.98764
#> Trackway_15 21.838044 31.318942 26.039068 NA 12.69925
#> Trackway_16 12.637575 22.598614 18.987639 12.69925 NA
#> Trackway_18 1.747392 3.653102 3.011079 21.84858 13.55634
#> Trackway_18
#> Trackway_01 7.990416
#> Trackway_02 5.079178
#> Trackway_03 2.823882
#> Trackway_04 9.526755
#> Trackway_07 1.116109
#> Trackway_08 1.747392
#> Trackway_09 3.653102
#> Trackway_13 3.011079
#> Trackway_15 21.848581
#> Trackway_16 13.556335
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[92]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.744514 13.773183 3.273781 5.840332
#> Trackway_02 6.744514 NA 7.804861 8.958430 6.820669
#> Trackway_03 13.773183 7.804861 NA 16.640864 4.752973
#> Trackway_04 3.273781 8.958430 16.640864 NA 7.542449
#> Trackway_07 5.840332 6.820669 4.752973 7.542449 NA
#> Trackway_08 9.505218 5.425659 2.127567 12.143905 2.722731
#> Trackway_09 12.516084 6.165858 2.113361 15.225909 7.098167
#> Trackway_13 9.985325 4.018026 2.644123 12.520237 5.132888
#> Trackway_15 43.935220 37.723649 22.166464 46.741350 24.702910
#> Trackway_16 32.222032 27.887717 13.496777 34.601406 13.233286
#> Trackway_18 10.227308 5.848129 1.626382 12.866222 3.280631
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 9.5052177 12.516084 9.985325 43.93522 32.22203
#> Trackway_02 5.4256595 6.165858 4.018026 37.72365 27.88772
#> Trackway_03 2.1275670 2.113361 2.644123 22.16646 13.49678
#> Trackway_04 12.1439050 15.225909 12.520237 46.74135 34.60141
#> Trackway_07 2.7227312 7.098167 5.132888 24.70291 13.23329
#> Trackway_08 NA 3.986878 2.373565 22.80775 12.72446
#> Trackway_09 3.9868781 NA 2.596686 28.20858 19.63027
#> Trackway_13 2.3735650 2.596686 NA 28.15837 18.82498
#> Trackway_15 22.8077456 28.208582 28.158374 NA 14.83343
#> Trackway_16 12.7244622 19.630268 18.824980 14.83343 NA
#> Trackway_18 0.5973088 3.594629 2.342963 22.45776 12.73581
#> Trackway_18
#> Trackway_01 10.2273080
#> Trackway_02 5.8481293
#> Trackway_03 1.6263816
#> Trackway_04 12.8662216
#> Trackway_07 3.2806307
#> Trackway_08 0.5973088
#> Trackway_09 3.5946287
#> Trackway_13 2.3429634
#> Trackway_15 22.4577598
#> Trackway_16 12.7358091
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[93]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.625627 11.149743 5.012732 5.804855
#> Trackway_02 2.625627 NA 8.648134 3.804608 4.703303
#> Trackway_03 11.149743 8.648134 NA 11.080916 3.538785
#> Trackway_04 5.012732 3.804608 11.080916 NA 8.895302
#> Trackway_07 5.804855 4.703303 3.538785 8.895302 NA
#> Trackway_08 7.090295 5.355209 3.372181 9.500972 1.360456
#> Trackway_09 7.737640 5.542034 3.015942 7.689640 3.937017
#> Trackway_13 3.914748 3.165026 5.285850 6.867202 1.700028
#> Trackway_15 39.934495 35.529314 20.004107 43.237551 21.653742
#> Trackway_16 32.482615 28.121663 14.242156 36.656358 14.140588
#> Trackway_18 8.284286 5.918589 2.101971 9.296369 2.077689
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 7.090295 7.737640 3.914748 39.93450 32.48262
#> Trackway_02 5.355209 5.542034 3.165026 35.52931 28.12166
#> Trackway_03 3.372181 3.015942 5.285850 20.00411 14.24216
#> Trackway_04 9.500972 7.689640 6.867202 43.23755 36.65636
#> Trackway_07 1.360456 3.937017 1.700028 21.65374 14.14059
#> Trackway_08 NA 4.042832 2.060032 20.36785 12.83377
#> Trackway_09 4.042832 NA 4.237306 26.94604 20.69141
#> Trackway_13 2.060032 4.237306 NA 26.34553 18.72874
#> Trackway_15 20.367848 26.946036 26.345534 NA 11.04672
#> Trackway_16 12.833774 20.691408 18.728738 11.04672 NA
#> Trackway_18 1.364691 2.555067 3.149819 19.81174 12.97054
#> Trackway_18
#> Trackway_01 8.284286
#> Trackway_02 5.918589
#> Trackway_03 2.101971
#> Trackway_04 9.296369
#> Trackway_07 2.077689
#> Trackway_08 1.364691
#> Trackway_09 2.555067
#> Trackway_13 3.149819
#> Trackway_15 19.811738
#> Trackway_16 12.970545
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[94]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 14.385139 20.502034 14.821390 13.725288
#> Trackway_02 14.38514 NA 7.766750 2.189949 4.830378
#> Trackway_03 20.50203 7.766750 NA 11.123230 3.130243
#> Trackway_04 14.82139 2.189949 11.123230 NA 7.981924
#> Trackway_07 13.72529 4.830378 3.130243 7.981924 NA
#> Trackway_08 17.78316 5.503312 1.433997 8.526803 2.015282
#> Trackway_09 15.26999 3.688674 4.032289 5.465619 2.866112
#> Trackway_13 15.37752 2.577648 4.245340 4.497353 2.712889
#> Trackway_15 43.41118 36.832262 21.262475 42.995171 22.352963
#> Trackway_16 28.25851 26.255385 12.476511 32.459855 11.294560
#> Trackway_18 18.09625 6.182118 1.199273 9.684586 2.008455
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 17.783164 15.269995 15.377522 43.41118 28.25851
#> Trackway_02 5.503312 3.688674 2.577648 36.83226 26.25538
#> Trackway_03 1.433997 4.032289 4.245340 21.26247 12.47651
#> Trackway_04 8.526803 5.465619 4.497353 42.99517 32.45986
#> Trackway_07 2.015282 2.866112 2.712889 22.35296 11.29456
#> Trackway_08 NA 2.608392 2.395320 22.29812 12.56280
#> Trackway_09 2.608392 NA 2.552100 28.56304 18.21870
#> Trackway_13 2.395320 2.552100 NA 28.19621 17.79053
#> Trackway_15 22.298117 28.563040 28.196214 NA 15.63434
#> Trackway_16 12.562799 18.218702 17.790531 15.63434 NA
#> Trackway_18 1.025494 2.739303 3.370016 21.31141 11.69468
#> Trackway_18
#> Trackway_01 18.096253
#> Trackway_02 6.182118
#> Trackway_03 1.199273
#> Trackway_04 9.684586
#> Trackway_07 2.008455
#> Trackway_08 1.025494
#> Trackway_09 2.739303
#> Trackway_13 3.370016
#> Trackway_15 21.311406
#> Trackway_16 11.694676
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[95]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 6.064939 10.444366 4.531289 6.551103
#> Trackway_02 6.064939 NA 5.962760 8.925767 5.607897
#> Trackway_03 10.444366 5.962760 NA 13.990945 2.030308
#> Trackway_04 4.531289 8.925767 13.990945 NA 9.672633
#> Trackway_07 6.551103 5.607897 2.030308 9.672633 NA
#> Trackway_08 8.534722 9.690383 3.960698 10.101759 2.287294
#> Trackway_09 5.753670 4.654636 3.229856 9.671424 2.399728
#> Trackway_13 4.890955 4.590394 3.211177 8.129843 1.239765
#> Trackway_15 43.035907 36.926501 21.628281 46.981632 22.685048
#> Trackway_16 33.433871 28.709286 13.446043 36.672008 13.341665
#> Trackway_18 15.551463 9.468865 2.397596 19.536001 4.171581
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 8.534722 5.753670 4.890955 43.03591 33.43387
#> Trackway_02 9.690383 4.654636 4.590394 36.92650 28.70929
#> Trackway_03 3.960698 3.229856 3.211177 21.62828 13.44604
#> Trackway_04 10.101759 9.671424 8.129843 46.98163 36.67201
#> Trackway_07 2.287294 2.399728 1.239765 22.68505 13.34166
#> Trackway_08 NA 5.040122 3.841928 22.68203 12.15607
#> Trackway_09 5.040122 NA 2.136351 28.49770 19.51263
#> Trackway_13 3.841928 2.136351 NA 27.77039 18.54972
#> Trackway_15 22.682027 28.497702 27.770394 NA 13.70372
#> Trackway_16 12.156074 19.512632 18.549716 13.70372 NA
#> Trackway_18 5.851951 6.175938 6.434033 19.80137 12.95704
#> Trackway_18
#> Trackway_01 15.551463
#> Trackway_02 9.468865
#> Trackway_03 2.397596
#> Trackway_04 19.536001
#> Trackway_07 4.171581
#> Trackway_08 5.851951
#> Trackway_09 6.175938
#> Trackway_13 6.434033
#> Trackway_15 19.801371
#> Trackway_16 12.957038
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[96]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.181312 17.880207 3.015902 7.538954
#> Trackway_02 3.181312 NA 11.731586 4.826054 4.017648
#> Trackway_03 17.880207 11.731586 NA 19.525785 5.199869
#> Trackway_04 3.015902 4.826054 19.525785 NA 9.471487
#> Trackway_07 7.538954 4.017648 5.199869 9.471487 NA
#> Trackway_08 13.213037 7.710390 2.582158 14.809455 2.734272
#> Trackway_09 9.739059 5.165512 5.528400 11.568842 3.620527
#> Trackway_13 7.924732 4.021286 5.856898 8.985886 2.402105
#> Trackway_15 45.013759 37.523566 21.020577 47.853443 23.855835
#> Trackway_16 34.607532 27.566093 14.185776 37.343135 14.022538
#> Trackway_18 16.219375 10.222276 1.181507 17.954287 4.159426
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.213037 9.739059 7.924732 45.01376 34.60753
#> Trackway_02 7.710390 5.165512 4.021286 37.52357 27.56609
#> Trackway_03 2.582158 5.528400 5.856898 21.02058 14.18578
#> Trackway_04 14.809455 11.568842 8.985886 47.85344 37.34314
#> Trackway_07 2.734272 3.620527 2.402105 23.85583 14.02254
#> Trackway_08 NA 2.922092 2.852738 21.89449 13.40608
#> Trackway_09 2.922092 NA 2.322637 28.98671 20.29637
#> Trackway_13 2.852738 2.322637 NA 27.47369 18.31853
#> Trackway_15 21.894493 28.986707 27.473686 NA 13.58148
#> Trackway_16 13.406079 20.296368 18.318527 13.58148 NA
#> Trackway_18 1.466330 4.387435 4.676682 21.25033 13.68714
#> Trackway_18
#> Trackway_01 16.219375
#> Trackway_02 10.222276
#> Trackway_03 1.181507
#> Trackway_04 17.954287
#> Trackway_07 4.159426
#> Trackway_08 1.466330
#> Trackway_09 4.387435
#> Trackway_13 4.676682
#> Trackway_15 21.250326
#> Trackway_16 13.687143
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[97]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 5.246870 13.831095 7.115156 6.420654
#> Trackway_02 5.246870 NA 8.068694 2.686955 6.111475
#> Trackway_03 13.831095 8.068694 NA 10.672034 4.222326
#> Trackway_04 7.115156 2.686955 10.672034 NA 10.405540
#> Trackway_07 6.420654 6.111475 4.222326 10.405540 NA
#> Trackway_08 10.454394 5.829558 1.982665 9.088850 2.313777
#> Trackway_09 8.735548 4.390374 3.858967 7.318547 3.509947
#> Trackway_13 4.990254 3.283960 5.479497 6.389177 2.295184
#> Trackway_15 41.760596 35.424466 20.180869 42.822810 21.815056
#> Trackway_16 32.117502 26.796773 13.171794 34.732336 12.277368
#> Trackway_18 10.211116 5.809333 1.842630 9.216019 2.419329
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.4543936 8.735548 4.990254 41.76060 32.11750
#> Trackway_02 5.8295583 4.390374 3.283960 35.42447 26.79677
#> Trackway_03 1.9826652 3.858967 5.479497 20.18087 13.17179
#> Trackway_04 9.0888500 7.318547 6.389177 42.82281 34.73234
#> Trackway_07 2.3137772 3.509947 2.295184 21.81506 12.27737
#> Trackway_08 NA 1.771477 3.321831 20.58560 12.32050
#> Trackway_09 1.7714768 NA 3.361670 26.15036 17.78531
#> Trackway_13 3.3218309 3.361670 NA 27.47850 18.35163
#> Trackway_15 20.5856004 26.150361 27.478505 NA 12.91330
#> Trackway_16 12.3204956 17.785310 18.351628 12.91330 NA
#> Trackway_18 0.6537461 2.017401 3.289216 20.62887 12.44990
#> Trackway_18
#> Trackway_01 10.2111160
#> Trackway_02 5.8093333
#> Trackway_03 1.8426296
#> Trackway_04 9.2160191
#> Trackway_07 2.4193286
#> Trackway_08 0.6537461
#> Trackway_09 2.0174006
#> Trackway_13 3.2892164
#> Trackway_15 20.6288660
#> Trackway_16 12.4498957
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[98]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 9.024029 16.339951 3.585911 7.153185
#> Trackway_02 9.024029 NA 7.537456 10.685459 5.327745
#> Trackway_03 16.339951 7.537456 NA 18.739347 4.316232
#> Trackway_04 3.585911 10.685459 18.739347 NA 9.199037
#> Trackway_07 7.153185 5.327745 4.316232 9.199037 NA
#> Trackway_08 11.663513 4.665381 2.349691 13.780128 2.109777
#> Trackway_09 8.268484 2.211377 5.588832 10.480823 3.038027
#> Trackway_13 14.205870 5.194619 2.242411 16.350702 5.044412
#> Trackway_15 43.100779 35.419729 21.020448 47.377537 22.839796
#> Trackway_16 32.703394 27.155331 13.997243 36.758491 13.334682
#> Trackway_18 11.933963 5.273762 2.598825 14.006349 2.436187
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 11.6635130 8.268484 14.205870 43.10078 32.70339
#> Trackway_02 4.6653814 2.211377 5.194619 35.41973 27.15533
#> Trackway_03 2.3496912 5.588832 2.242411 21.02045 13.99724
#> Trackway_04 13.7801279 10.480823 16.350702 47.37754 36.75849
#> Trackway_07 2.1097768 3.038027 5.044412 22.83980 13.33468
#> Trackway_08 NA 2.598708 2.566190 21.39721 12.93951
#> Trackway_09 2.5987078 NA 4.332689 29.08706 20.26975
#> Trackway_13 2.5661896 4.332689 NA 25.88693 18.62809
#> Trackway_15 21.3972078 29.087061 25.886930 NA 13.11097
#> Trackway_16 12.9395133 20.269748 18.628090 13.11097 NA
#> Trackway_18 0.7668284 2.682597 3.068530 20.77535 12.26284
#> Trackway_18
#> Trackway_01 11.9339626
#> Trackway_02 5.2737616
#> Trackway_03 2.5988251
#> Trackway_04 14.0063490
#> Trackway_07 2.4361870
#> Trackway_08 0.7668284
#> Trackway_09 2.6825968
#> Trackway_13 3.0685298
#> Trackway_15 20.7753549
#> Trackway_16 12.2628440
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[99]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 7.160263 16.8621868 9.219505 9.241726
#> Trackway_02 7.160263 NA 9.3906474 3.573391 4.474831
#> Trackway_03 16.862187 9.390647 NA 13.529234 3.505165
#> Trackway_04 9.219505 3.573391 13.5292344 NA 9.183473
#> Trackway_07 9.241726 4.474831 3.5051650 9.183473 NA
#> Trackway_08 13.640873 6.958076 1.5485415 11.335063 2.264018
#> Trackway_09 11.312120 5.120309 3.9509281 8.301160 2.937280
#> Trackway_13 10.805358 3.788068 3.7735332 6.099309 2.479650
#> Trackway_15 45.319304 38.658251 21.7222165 47.629205 23.652143
#> Trackway_16 32.496736 27.457488 12.7116199 36.762946 12.520724
#> Trackway_18 17.415453 9.975170 0.9665968 14.431939 3.594339
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 13.640873 11.312120 10.805358 45.31930 32.49674
#> Trackway_02 6.958076 5.120309 3.788068 38.65825 27.45749
#> Trackway_03 1.548541 3.950928 3.773533 21.72222 12.71162
#> Trackway_04 11.335063 8.301160 6.099309 47.62921 36.76295
#> Trackway_07 2.264018 2.937280 2.479650 23.65214 12.52072
#> Trackway_08 NA 2.290207 2.437799 21.82364 11.80038
#> Trackway_09 2.290207 NA 1.916876 29.29894 18.99979
#> Trackway_13 2.437799 1.916876 NA 27.86229 17.45542
#> Trackway_15 21.823642 29.298936 27.862290 NA 14.70918
#> Trackway_16 11.800384 18.999786 17.455419 14.70918 NA
#> Trackway_18 1.414518 4.106636 4.059113 21.07130 11.98990
#> Trackway_18
#> Trackway_01 17.4154528
#> Trackway_02 9.9751696
#> Trackway_03 0.9665968
#> Trackway_04 14.4319391
#> Trackway_07 3.5943392
#> Trackway_08 1.4145184
#> Trackway_09 4.1066361
#> Trackway_13 4.0591126
#> Trackway_15 21.0712955
#> Trackway_16 11.9899011
#> Trackway_18 NA
#>
#> $DTW_distance_metric_simulations[[100]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 8.291863 19.174939 7.274509 8.140803
#> Trackway_02 8.291863 NA 11.006554 2.754701 6.645740
#> Trackway_03 19.174939 11.006554 NA 16.190656 5.163381
#> Trackway_04 7.274509 2.754701 16.190656 NA 9.862084
#> Trackway_07 8.140803 6.645740 5.163381 9.862084 NA
#> Trackway_08 10.243399 5.461040 3.933630 9.228438 1.271214
#> Trackway_09 12.547422 4.798309 4.716915 8.409534 5.465462
#> Trackway_13 11.929952 4.598899 4.432798 8.108871 4.222889
#> Trackway_15 42.463703 36.148278 18.699320 44.182598 21.338112
#> Trackway_16 31.342026 27.167039 12.328740 34.586288 11.328256
#> Trackway_18 16.948414 9.007789 1.269484 13.793229 4.290371
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 10.243399 12.547422 11.929952 42.46370 31.34203
#> Trackway_02 5.461040 4.798309 4.598899 36.14828 27.16704
#> Trackway_03 3.933630 4.716915 4.432798 18.69932 12.32874
#> Trackway_04 9.228438 8.409534 8.108871 44.18260 34.58629
#> Trackway_07 1.271214 5.465462 4.222889 21.33811 11.32826
#> Trackway_08 NA 3.678484 2.675546 20.78057 11.54554
#> Trackway_09 3.678484 NA 1.569186 27.78720 19.79834
#> Trackway_13 2.675546 1.569186 NA 25.47916 17.29514
#> Trackway_15 20.780574 27.787198 25.479155 NA 13.82871
#> Trackway_16 11.545536 19.798345 17.295137 13.82871 NA
#> Trackway_18 3.061835 3.502203 2.981129 19.83057 12.76435
#> Trackway_18
#> Trackway_01 16.948414
#> Trackway_02 9.007789
#> Trackway_03 1.269484
#> Trackway_04 13.793229
#> Trackway_07 4.290371
#> Trackway_08 3.061835
#> Trackway_09 3.502203
#> Trackway_13 2.981129
#> Trackway_15 19.830571
#> Trackway_16 12.764349
#> Trackway_18 NA
simil_frechet_constrained_mount <- simil_Frechet_metric(sbMountTom, test = TRUE,
sim = sim_constrained_mount,
superposition = "Origin")#> $Frechet_distance_metric
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.160390 2.4945901 3.1337951 2.7855204
#> Trackway_02 1.160390 NA 3.0295676 3.5610723 2.9120089
#> Trackway_03 2.494590 3.029568 NA 0.6990308 1.0052681
#> Trackway_04 3.133795 3.561072 0.6990308 NA 0.8725870
#> Trackway_07 2.785520 2.912009 1.0052681 0.8725870 NA
#> Trackway_08 2.269127 2.323426 1.3825382 1.3675584 0.7159497
#> Trackway_09 -1.000000 -1.000000 -1.0000000 8.6824063 -1.0000000
#> Trackway_13 -1.000000 -1.000000 5.0934012 -1.0000000 5.5973926
#> Trackway_15 3.488624 3.717395 1.4162175 0.9587033 0.9391911
#> Trackway_16 1.475156 1.269154 1.9329666 2.3337292 1.6487147
#> Trackway_18 3.689199 4.322800 1.7095695 1.1977112 0.9307631
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.2691267 -1.000000 -1.000000 3.4886244 1.475156
#> Trackway_02 2.3234259 -1.000000 -1.000000 3.7173953 1.269154
#> Trackway_03 1.3825382 -1.000000 5.093401 1.4162175 1.932967
#> Trackway_04 1.3675584 8.682406 -1.000000 0.9587033 2.333729
#> Trackway_07 0.7159497 -1.000000 5.597393 0.9391911 1.648715
#> Trackway_08 NA -1.000000 -1.000000 1.3556652 1.056683
#> Trackway_09 -1.0000000 NA -1.000000 8.4868925 10.898587
#> Trackway_13 -1.0000000 -1.000000 NA -1.0000000 7.018274
#> Trackway_15 1.3556652 8.486892 -1.000000 NA 2.412239
#> Trackway_16 1.0566835 10.898587 7.018274 2.4122388 NA
#> Trackway_18 1.4465877 -1.000000 -1.000000 0.4602478 2.475047
#> Trackway_18
#> Trackway_01 3.6891994
#> Trackway_02 4.3228000
#> Trackway_03 1.7095695
#> Trackway_04 1.1977112
#> Trackway_07 0.9307631
#> Trackway_08 1.4465877
#> Trackway_09 -1.0000000
#> Trackway_13 -1.0000000
#> Trackway_15 0.4602478
#> Trackway_16 2.4750475
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_p_values
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.32673267 0.01980198 0.83168317 0.66336634
#> Trackway_02 0.32673267 NA 0.83168317 0.97029703 0.98019802
#> Trackway_03 0.01980198 0.83168317 NA 0.00990099 0.06930693
#> Trackway_04 0.83168317 0.97029703 0.00990099 NA 0.00990099
#> Trackway_07 0.66336634 0.98019802 0.06930693 0.00990099 NA
#> Trackway_08 0.00990099 0.29702970 0.61386139 0.00990099 0.22772277
#> Trackway_09 0.00990099 0.00990099 0.00990099 1.00000000 0.00990099
#> Trackway_13 0.00990099 0.00990099 1.00000000 0.00990099 1.00000000
#> Trackway_15 0.30693069 0.45544554 0.42574257 0.41584158 0.39603960
#> Trackway_16 0.31683168 0.33663366 0.34653465 0.38613861 0.25742574
#> Trackway_18 0.62376238 1.00000000 1.00000000 0.00990099 0.17821782
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0.00990099 0.00990099 0.00990099 0.3069307 0.3168317
#> Trackway_02 0.29702970 0.00990099 0.00990099 0.4554455 0.3366337
#> Trackway_03 0.61386139 0.00990099 1.00000000 0.4257426 0.3465347
#> Trackway_04 0.00990099 1.00000000 0.00990099 0.4158416 0.3861386
#> Trackway_07 0.22772277 0.00990099 1.00000000 0.3960396 0.2574257
#> Trackway_08 NA 0.00990099 0.00990099 0.2970297 0.4257426
#> Trackway_09 0.00990099 NA 0.00990099 0.3564356 1.0000000
#> Trackway_13 0.00990099 0.00990099 NA 0.3762376 1.0000000
#> Trackway_15 0.29702970 0.35643564 0.37623762 NA 0.3168317
#> Trackway_16 0.42574257 1.00000000 1.00000000 0.3168317 NA
#> Trackway_18 0.86138614 0.00990099 0.00990099 0.3861386 0.4653465
#> Trackway_18
#> Trackway_01 0.62376238
#> Trackway_02 1.00000000
#> Trackway_03 1.00000000
#> Trackway_04 0.00990099
#> Trackway_07 0.17821782
#> Trackway_08 0.86138614
#> Trackway_09 0.00990099
#> Trackway_13 0.00990099
#> Trackway_15 0.38613861
#> Trackway_16 0.46534653
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_p_values_BH
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.61620636 0.06050605 1.00000000 0.84849183
#> Trackway_02 0.61620636 NA 1.00000000 1.00000000 1.00000000
#> Trackway_03 0.06050605 1.00000000 NA 0.03203262 0.20062533
#> Trackway_04 1.00000000 1.00000000 0.03203262 NA 0.03203262
#> Trackway_07 0.84849183 1.00000000 0.20062533 0.03203262 NA
#> Trackway_08 0.03203262 0.61620636 0.81683168 0.03203262 0.59641678
#> Trackway_09 0.03203262 0.03203262 0.03203262 1.00000000 0.03203262
#> Trackway_13 0.03203262 0.03203262 1.00000000 0.03203262 1.00000000
#> Trackway_15 0.61620636 0.63985149 0.61620636 0.61620636 0.61620636
#> Trackway_16 0.61620636 0.61620636 0.61620636 0.61620636 0.61620636
#> Trackway_18 0.81683168 1.00000000 1.00000000 0.03203262 0.49009901
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0.03203262 0.03203262 0.03203262 0.6162064 0.6162064
#> Trackway_02 0.61620636 0.03203262 0.03203262 0.6398515 0.6162064
#> Trackway_03 0.81683168 0.03203262 1.00000000 0.6162064 0.6162064
#> Trackway_04 0.03203262 1.00000000 0.03203262 0.6162064 0.6162064
#> Trackway_07 0.59641678 0.03203262 1.00000000 0.6162064 0.6162064
#> Trackway_08 NA 0.03203262 0.03203262 0.6162064 0.6162064
#> Trackway_09 0.03203262 NA 0.03203262 0.6162064 1.0000000
#> Trackway_13 0.03203262 0.03203262 NA 0.6162064 1.0000000
#> Trackway_15 0.61620636 0.61620636 0.61620636 NA 0.6162064
#> Trackway_16 0.61620636 1.00000000 1.00000000 0.6162064 NA
#> Trackway_18 1.00000000 0.03203262 0.03203262 0.6162064 0.6398515
#> Trackway_18
#> Trackway_01 0.81683168
#> Trackway_02 1.00000000
#> Trackway_03 1.00000000
#> Trackway_04 0.03203262
#> Trackway_07 0.49009901
#> Trackway_08 1.00000000
#> Trackway_09 0.03203262
#> Trackway_13 0.03203262
#> Trackway_15 0.61620636
#> Trackway_16 0.63985149
#> Trackway_18 NA
#>
#> $Frechet_metric_p_values_combined
#> [1] 0
#>
#> $Frechet_distance_metric_simulations
#> $Frechet_distance_metric_simulations[[1]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.126848 3.3099702 1.201490 2.2876171
#> Trackway_02 1.126848 NA 2.3798204 2.268858 1.8474655
#> Trackway_03 3.309970 2.379820 NA 4.502381 1.4841061
#> Trackway_04 1.201490 2.268858 4.5023806 NA 3.4108341
#> Trackway_07 2.287617 1.847466 1.4841061 3.410834 NA
#> Trackway_08 2.836821 2.607696 1.5931545 3.912611 0.6182310
#> Trackway_09 1.747236 1.348136 1.8142882 2.878430 0.5404584
#> Trackway_13 2.284002 1.200605 1.2716395 3.442464 1.4743781
#> Trackway_15 11.719931 10.999356 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 -1.000000 7.431144 -1.0000000 -1.000000 5.6317488
#> Trackway_18 3.151032 2.407543 0.8296348 4.335140 1.1435429
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.836821 1.7472356 2.284002 11.719931 -1.000000
#> Trackway_02 2.607696 1.3481361 1.200605 10.999356 7.431144
#> Trackway_03 1.593154 1.8142882 1.271639 -1.000000 -1.000000
#> Trackway_04 3.912611 2.8784305 3.442464 -1.000000 -1.000000
#> Trackway_07 0.618231 0.5404584 1.474378 -1.000000 5.631749
#> Trackway_08 NA 1.1789401 2.009190 8.929523 5.013537
#> Trackway_09 1.178940 NA 1.383006 9.974489 6.104558
#> Trackway_13 2.009190 1.3830062 NA 9.947164 6.835291
#> Trackway_15 8.929523 9.9744890 9.947164 NA 5.751541
#> Trackway_16 5.013537 6.1045582 6.835291 5.751541 NA
#> Trackway_18 1.346577 1.5447548 2.100499 8.685387 -1.000000
#> Trackway_18
#> Trackway_01 3.1510325
#> Trackway_02 2.4075425
#> Trackway_03 0.8296348
#> Trackway_04 4.3351403
#> Trackway_07 1.1435429
#> Trackway_08 1.3465766
#> Trackway_09 1.5447548
#> Trackway_13 2.1004994
#> Trackway_15 8.6853871
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[2]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.834073 5.0777053 3.936381 2.5948987
#> Trackway_02 2.834073 NA 2.9089812 1.839118 1.5830770
#> Trackway_03 5.077705 2.908981 NA 4.145112 2.2939394
#> Trackway_04 3.936381 1.839118 4.1451115 NA 3.3687979
#> Trackway_07 2.594899 1.583077 2.2939394 3.368798 NA
#> Trackway_08 2.878052 2.637605 2.6807380 4.472123 1.1866704
#> Trackway_09 4.498153 2.157219 0.9628005 3.234622 2.0740670
#> Trackway_13 2.290250 1.133897 2.5973989 2.933037 0.5117402
#> Trackway_15 12.064269 10.989401 8.1802070 12.314365 9.8337970
#> Trackway_16 7.630469 -1.000000 5.4966873 9.228216 6.0172171
#> Trackway_18 4.044498 2.308422 0.8094124 3.741364 1.4846464
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.878052 4.4981527 2.2902498 12.064269 7.630469
#> Trackway_02 2.637605 2.1572186 1.1338972 10.989401 -1.000000
#> Trackway_03 2.680738 0.9628005 2.5973989 8.180207 5.496687
#> Trackway_04 4.472123 3.2346218 2.9330370 12.314365 9.228216
#> Trackway_07 1.186670 2.0740670 0.5117402 9.833797 6.017217
#> Trackway_08 NA 2.8742062 1.6528533 9.195058 -1.000000
#> Trackway_09 2.874206 NA 2.1804567 -1.000000 -1.000000
#> Trackway_13 1.652853 2.1804567 NA -1.000000 -1.000000
#> Trackway_15 9.195058 -1.0000000 -1.0000000 NA 5.282255
#> Trackway_16 -1.000000 -1.0000000 -1.0000000 5.282255 NA
#> Trackway_18 1.901493 0.9579878 1.8074769 8.722697 -1.000000
#> Trackway_18
#> Trackway_01 4.0444976
#> Trackway_02 2.3084215
#> Trackway_03 0.8094124
#> Trackway_04 3.7413640
#> Trackway_07 1.4846464
#> Trackway_08 1.9014934
#> Trackway_09 0.9579878
#> Trackway_13 1.8074769
#> Trackway_15 8.7226973
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[3]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8345685 2.8492701 1.087711 3.277266
#> Trackway_02 0.8345685 NA 2.3518398 1.057273 2.445032
#> Trackway_03 2.8492701 2.3518398 NA 3.228104 1.695514
#> Trackway_04 1.0877111 1.0572734 3.2281038 NA 3.076208
#> Trackway_07 3.2772656 2.4450324 1.6955139 3.076208 NA
#> Trackway_08 3.1489090 2.5536921 0.8846181 3.544314 1.271745
#> Trackway_09 2.2383800 1.5281058 0.7736007 2.483629 1.537165
#> Trackway_13 1.6438367 0.8946440 1.3308518 1.937323 1.972334
#> Trackway_15 10.7507352 10.2622449 -1.0000000 11.299667 8.931012
#> Trackway_16 8.2227012 -1.0000000 5.4174006 -1.000000 5.360545
#> Trackway_18 2.9536892 2.4332340 0.1481895 3.351978 1.780631
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1489090 2.2383800 1.6438367 10.750735 8.222701
#> Trackway_02 2.5536921 1.5281058 0.8946440 10.262245 -1.000000
#> Trackway_03 0.8846181 0.7736007 1.3308518 -1.000000 5.417401
#> Trackway_04 3.5443143 2.4836286 1.9373225 11.299667 -1.000000
#> Trackway_07 1.2717445 1.5371647 1.9723341 8.931012 5.360545
#> Trackway_08 NA 0.9170478 1.6064369 8.037746 5.073848
#> Trackway_09 0.9170478 NA 0.7056545 -1.000000 5.987544
#> Trackway_13 1.6064369 0.7056545 NA 9.368457 6.679689
#> Trackway_15 8.0377463 -1.0000000 9.3684571 NA -1.000000
#> Trackway_16 5.0738479 5.9875440 6.6796886 -1.000000 NA
#> Trackway_18 0.5649154 0.9703279 1.4458492 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 2.9536892
#> Trackway_02 2.4332340
#> Trackway_03 0.1481895
#> Trackway_04 3.3519778
#> Trackway_07 1.7806309
#> Trackway_08 0.5649154
#> Trackway_09 0.9703279
#> Trackway_13 1.4458492
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[4]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.699877 4.5245137 1.288715 2.4421042
#> Trackway_02 4.699877 NA 1.8581694 3.958700 3.3465824
#> Trackway_03 4.524514 1.858169 NA 4.497824 2.3705692
#> Trackway_04 1.288715 3.958700 4.4978239 NA 2.7546596
#> Trackway_07 2.442104 3.346582 2.3705692 2.754660 NA
#> Trackway_08 3.117121 3.221545 1.9128456 3.372175 0.6751183
#> Trackway_09 3.950225 2.084181 0.6681112 3.875623 1.7567295
#> Trackway_13 3.209807 2.085784 1.4933081 2.806190 1.6072590
#> Trackway_15 11.920672 10.184240 8.5645824 -1.000000 9.5768982
#> Trackway_16 7.494174 7.674384 5.8201595 8.229402 -1.0000000
#> Trackway_18 5.095309 2.427409 0.4893186 4.658931 2.5399571
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1171212 3.9502253 3.209807 11.920672 7.494174
#> Trackway_02 3.2215450 2.0841808 2.085784 10.184240 7.674384
#> Trackway_03 1.9128456 0.6681112 1.493308 8.564582 5.820159
#> Trackway_04 3.3721751 3.8756229 2.806190 -1.000000 8.229402
#> Trackway_07 0.6751183 1.7567295 1.607259 9.576898 -1.000000
#> Trackway_08 NA 1.3695786 1.467357 8.933955 -1.000000
#> Trackway_09 1.3695786 NA 1.050429 8.786086 5.667877
#> Trackway_13 1.4673567 1.0504291 NA 9.812997 6.429340
#> Trackway_15 8.9339546 8.7860865 9.812997 NA 5.209855
#> Trackway_16 -1.0000000 5.6678771 6.429340 5.209855 NA
#> Trackway_18 1.9860722 0.9907345 1.896901 -1.000000 5.416615
#> Trackway_18
#> Trackway_01 5.0953087
#> Trackway_02 2.4274094
#> Trackway_03 0.4893186
#> Trackway_04 4.6589311
#> Trackway_07 2.5399571
#> Trackway_08 1.9860722
#> Trackway_09 0.9907345
#> Trackway_13 1.8969006
#> Trackway_15 -1.0000000
#> Trackway_16 5.4166155
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[5]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.2972445 4.3829644 1.019471 2.3132237
#> Trackway_02 1.297244 NA 2.5551068 1.590392 1.3548029
#> Trackway_03 4.382964 2.5551068 NA 4.016531 1.7688105
#> Trackway_04 1.019471 1.5903919 4.0165311 NA 2.8560218
#> Trackway_07 2.313224 1.3548029 1.7688105 2.856022 NA
#> Trackway_08 3.005083 2.3868057 1.9217740 3.735114 0.9368028
#> Trackway_09 3.896822 2.6334091 0.5719706 4.042798 2.1384442
#> Trackway_13 2.174610 0.8895562 1.6082700 2.438865 1.0139919
#> Trackway_15 12.099760 11.1456145 8.9654072 -1.000000 -1.0000000
#> Trackway_16 -1.000000 -1.0000000 5.6234908 -1.000000 5.5930716
#> Trackway_18 4.221465 2.8761457 0.3897380 4.750709 2.1307880
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0050826 3.8968223 2.1746098 12.099760 -1.000000
#> Trackway_02 2.3868057 2.6334091 0.8895562 11.145614 -1.000000
#> Trackway_03 1.9217740 0.5719706 1.6082700 8.965407 5.623491
#> Trackway_04 3.7351136 4.0427979 2.4388648 -1.000000 -1.000000
#> Trackway_07 0.9368028 2.1384442 1.0139919 -1.000000 5.593072
#> Trackway_08 NA 2.5529713 1.8782104 9.100011 -1.000000
#> Trackway_09 2.5529713 NA 1.7222134 -1.000000 6.103793
#> Trackway_13 1.8782104 1.7222134 NA -1.000000 6.458127
#> Trackway_15 9.1000112 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 -1.0000000 6.1037927 6.4581272 -1.000000 NA
#> Trackway_18 2.1687655 0.5960665 1.9945372 8.657590 -1.000000
#> Trackway_18
#> Trackway_01 4.2214645
#> Trackway_02 2.8761457
#> Trackway_03 0.3897380
#> Trackway_04 4.7507086
#> Trackway_07 2.1307880
#> Trackway_08 2.1687655
#> Trackway_09 0.5960665
#> Trackway_13 1.9945372
#> Trackway_15 8.6575898
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[6]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.188954 5.0759188 3.798357 3.2038748
#> Trackway_02 2.188954 NA 3.5426552 1.778800 2.0812326
#> Trackway_03 5.075919 3.542655 NA 3.226516 1.9709926
#> Trackway_04 3.798357 1.778800 3.2265164 NA 2.9105093
#> Trackway_07 3.203875 2.081233 1.9709926 2.910509 NA
#> Trackway_08 3.073831 2.736910 2.9851414 4.081124 1.2998682
#> Trackway_09 3.914071 2.239992 1.1901395 2.842318 0.9248111
#> Trackway_13 2.793955 1.249001 2.3992792 2.328522 0.6874878
#> Trackway_15 -1.000000 11.061392 -1.0000000 11.688803 -1.0000000
#> Trackway_16 6.598445 6.669591 -1.0000000 7.920793 -1.0000000
#> Trackway_18 4.652872 3.006024 0.8707595 3.417627 1.3218544
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.073831 3.9140708 2.7939547 -1.000000 6.598445
#> Trackway_02 2.736910 2.2399924 1.2490008 11.061392 6.669591
#> Trackway_03 2.985141 1.1901395 2.3992792 -1.000000 -1.000000
#> Trackway_04 4.081124 2.8423184 2.3285219 11.688803 7.920793
#> Trackway_07 1.299868 0.9248111 0.6874878 -1.000000 -1.000000
#> Trackway_08 NA 2.0532534 1.7540924 8.693489 3.972423
#> Trackway_09 2.053253 NA 1.1385034 9.052391 5.393704
#> Trackway_13 1.754092 1.1385034 NA 9.848114 5.632130
#> Trackway_15 8.693489 9.0523907 9.8481137 NA -1.000000
#> Trackway_16 3.972423 5.3937045 5.6321300 -1.000000 NA
#> Trackway_18 2.255911 0.7911489 2.1170051 -1.000000 4.901724
#> Trackway_18
#> Trackway_01 4.6528723
#> Trackway_02 3.0060245
#> Trackway_03 0.8707595
#> Trackway_04 3.4176268
#> Trackway_07 1.3218544
#> Trackway_08 2.2559113
#> Trackway_09 0.7911489
#> Trackway_13 2.1170051
#> Trackway_15 -1.0000000
#> Trackway_16 4.9017238
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[7]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.788798 4.539349 0.5804492 2.2740058
#> Trackway_02 1.7887981 NA 3.671399 1.6454802 2.1891343
#> Trackway_03 4.5393494 3.671399 NA 4.6916256 2.7282270
#> Trackway_04 0.5804492 1.645480 4.691626 NA 2.6140559
#> Trackway_07 2.2740058 2.189134 2.728227 2.6140559 NA
#> Trackway_08 3.0625535 2.586219 1.781976 3.3378407 0.8963408
#> Trackway_09 2.7177023 1.640932 1.835443 2.8782638 1.4518417
#> Trackway_13 2.5036381 1.165871 2.399394 2.5683895 1.7482958
#> Trackway_15 12.0552077 -1.000000 8.227550 -1.0000000 9.7821866
#> Trackway_16 -1.0000000 -1.000000 -1.000000 -1.0000000 5.1563395
#> Trackway_18 3.3910987 2.387418 1.199257 3.5721097 1.9012451
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0625535 2.7177023 2.5036381 12.055208 -1.000000
#> Trackway_02 2.5862187 1.6409316 1.1658706 -1.000000 -1.000000
#> Trackway_03 1.7819764 1.8354429 2.3993940 8.227550 -1.000000
#> Trackway_04 3.3378407 2.8782638 2.5683895 -1.000000 -1.000000
#> Trackway_07 0.8963408 1.4518417 1.7482958 9.782187 5.156340
#> Trackway_08 NA 1.0144858 1.5237361 9.064839 4.812634
#> Trackway_09 1.0144858 NA 0.5283641 -1.000000 5.806599
#> Trackway_13 1.5237361 0.5283641 NA 10.278917 6.329592
#> Trackway_15 9.0648391 -1.0000000 10.2789171 NA 5.729113
#> Trackway_16 4.8126345 5.8065988 6.3295924 5.729113 NA
#> Trackway_18 0.7828326 0.7533234 1.2368274 9.045118 5.246665
#> Trackway_18
#> Trackway_01 3.3910987
#> Trackway_02 2.3874184
#> Trackway_03 1.1992574
#> Trackway_04 3.5721097
#> Trackway_07 1.9012451
#> Trackway_08 0.7828326
#> Trackway_09 0.7533234
#> Trackway_13 1.2368274
#> Trackway_15 9.0451179
#> Trackway_16 5.2466649
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[8]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.667232 5.5664154 2.613327 3.7354378
#> Trackway_02 3.667232 NA 3.2623238 2.021442 2.1724296
#> Trackway_03 5.566415 3.262324 NA 4.885024 1.8418525
#> Trackway_04 2.613327 2.021442 4.8850238 NA 3.4473386
#> Trackway_07 3.735438 2.172430 1.8418525 3.447339 NA
#> Trackway_08 4.874737 2.619684 0.7151840 4.361375 1.1399352
#> Trackway_09 4.903190 2.045131 0.9668076 3.962650 1.3773723
#> Trackway_13 3.623865 1.218927 2.1259745 2.803814 0.8524543
#> Trackway_15 -1.000000 -1.000000 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 6.292757 6.537427 -1.0000000 7.392701 4.5015782
#> Trackway_18 5.549751 2.922382 0.1784198 4.817426 1.8434703
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.8747374 4.9031896 3.6238649 -1.000000 6.292757
#> Trackway_02 2.6196842 2.0451311 1.2189266 -1.000000 6.537427
#> Trackway_03 0.7151840 0.9668076 2.1259745 -1.000000 -1.000000
#> Trackway_04 4.3613754 3.9626502 2.8038141 -1.000000 7.392701
#> Trackway_07 1.1399352 1.3773723 0.8524543 -1.000000 4.501578
#> Trackway_08 NA 0.8170002 2.0316472 8.683133 -1.000000
#> Trackway_09 0.8170002 NA 1.2952750 -1.000000 -1.000000
#> Trackway_13 2.0316472 1.2952750 NA -1.000000 -1.000000
#> Trackway_15 8.6831332 -1.0000000 -1.0000000 NA 6.293360
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 6.293360 NA
#> Trackway_18 0.7358338 0.9341979 2.0710308 8.583089 5.023617
#> Trackway_18
#> Trackway_01 5.5497506
#> Trackway_02 2.9223820
#> Trackway_03 0.1784198
#> Trackway_04 4.8174261
#> Trackway_07 1.8434703
#> Trackway_08 0.7358338
#> Trackway_09 0.9341979
#> Trackway_13 2.0710308
#> Trackway_15 8.5830890
#> Trackway_16 5.0236173
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[9]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.999670 3.5847885 1.188574 1.9201742
#> Trackway_02 2.999670 NA 1.9373651 2.802827 2.4603889
#> Trackway_03 3.584789 1.937365 NA 4.372929 1.7258042
#> Trackway_04 1.188574 2.802827 4.3729293 NA 2.7237544
#> Trackway_07 1.920174 2.460389 1.7258042 2.723754 NA
#> Trackway_08 2.712419 2.748389 1.3954213 3.533924 0.8139284
#> Trackway_09 2.269291 2.756147 1.7508426 3.161888 0.4791826
#> Trackway_13 2.359184 1.399597 2.0769040 2.556935 1.0523597
#> Trackway_15 11.415790 -1.000000 8.3546385 12.157755 -1.0000000
#> Trackway_16 6.588821 -1.000000 -1.0000000 7.637802 4.9985185
#> Trackway_18 3.151750 2.095944 0.4503189 3.842208 1.3311343
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.7124187 2.2692909 2.359184 11.415790 6.588821
#> Trackway_02 2.7483891 2.7561466 1.399597 -1.000000 -1.000000
#> Trackway_03 1.3954213 1.7508426 2.076904 8.354639 -1.000000
#> Trackway_04 3.5339239 3.1618878 2.556935 12.157755 7.637802
#> Trackway_07 0.8139284 0.4791826 1.052360 -1.000000 4.998518
#> Trackway_08 NA 0.4811745 1.478135 8.704041 4.268058
#> Trackway_09 0.4811745 NA 1.436793 -1.000000 4.550049
#> Trackway_13 1.4781351 1.4367933 NA 9.659538 -1.000000
#> Trackway_15 8.7040410 -1.0000000 9.659538 NA -1.000000
#> Trackway_16 4.2680584 4.5500492 -1.000000 -1.000000 NA
#> Trackway_18 0.9458868 1.4415322 2.061037 8.465007 4.683505
#> Trackway_18
#> Trackway_01 3.1517503
#> Trackway_02 2.0959443
#> Trackway_03 0.4503189
#> Trackway_04 3.8422077
#> Trackway_07 1.3311343
#> Trackway_08 0.9458868
#> Trackway_09 1.4415322
#> Trackway_13 2.0610365
#> Trackway_15 8.4650073
#> Trackway_16 4.6835048
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[10]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.6209741 4.839810 2.392044 3.1421983
#> Trackway_02 3.620974 NA 2.103909 1.838571 2.5439682
#> Trackway_03 4.839810 2.1039085 NA 3.803057 2.2614729
#> Trackway_04 2.392044 1.8385705 3.803057 NA 3.2217566
#> Trackway_07 3.142198 2.5439682 2.261473 3.221757 NA
#> Trackway_08 3.287751 1.9993503 1.692101 3.152615 0.9328121
#> Trackway_09 4.804749 1.3844481 1.167878 3.222970 2.8287361
#> Trackway_13 3.535262 0.7217563 2.149567 2.183702 1.9496012
#> Trackway_15 12.195974 -1.0000000 8.858911 12.351224 -1.0000000
#> Trackway_16 7.305777 7.1798930 5.603431 8.098681 4.8816408
#> Trackway_18 3.963792 2.1600350 1.119974 3.448180 1.0982973
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2877510 4.804749 3.5352616 12.195974 7.305777
#> Trackway_02 1.9993503 1.384448 0.7217563 -1.000000 7.179893
#> Trackway_03 1.6921006 1.167878 2.1495666 8.858911 5.603431
#> Trackway_04 3.1526150 3.222970 2.1837024 12.351224 8.098681
#> Trackway_07 0.9328121 2.828736 1.9496012 -1.000000 4.881641
#> Trackway_08 NA 2.223292 2.1069268 -1.000000 5.251849
#> Trackway_09 2.2232923 NA 1.4486855 9.933844 6.756050
#> Trackway_13 2.1069268 1.448685 NA 10.331979 6.537296
#> Trackway_15 -1.0000000 9.933844 10.3319791 NA 5.314896
#> Trackway_16 5.2518489 6.756050 6.5372957 5.314896 NA
#> Trackway_18 0.6769447 1.935484 1.5203069 -1.000000 5.032245
#> Trackway_18
#> Trackway_01 3.9637918
#> Trackway_02 2.1600350
#> Trackway_03 1.1199739
#> Trackway_04 3.4481804
#> Trackway_07 1.0982973
#> Trackway_08 0.6769447
#> Trackway_09 1.9354840
#> Trackway_13 1.5203069
#> Trackway_15 -1.0000000
#> Trackway_16 5.0322455
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[11]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.0225186 4.1867227 3.458106 2.7183190
#> Trackway_02 2.022519 NA 2.3533881 1.767904 2.1030052
#> Trackway_03 4.186723 2.3533881 NA 3.371116 1.3665196
#> Trackway_04 3.458106 1.7679045 3.3711157 NA 3.6744196
#> Trackway_07 2.718319 2.1030052 1.3665196 3.674420 NA
#> Trackway_08 2.829401 2.1018495 1.1780626 3.625728 0.1563347
#> Trackway_09 3.727593 2.2146035 0.4402348 3.112709 1.5353197
#> Trackway_13 2.643192 0.9971287 1.3938081 2.239709 1.4502686
#> Trackway_15 11.717693 10.9616695 8.6521009 11.913521 -1.0000000
#> Trackway_16 -1.000000 6.9120036 -1.0000000 8.389076 -1.0000000
#> Trackway_18 3.381140 2.3371357 0.9474170 3.672239 0.8125177
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.8294006 3.7275930 2.6431921 11.717693 -1.000000
#> Trackway_02 2.1018495 2.2146035 0.9971287 10.961670 6.912004
#> Trackway_03 1.1780626 0.4402348 1.3938081 8.652101 -1.000000
#> Trackway_04 3.6257277 3.1127086 2.2397090 11.913521 8.389076
#> Trackway_07 0.1563347 1.5353197 1.4502686 -1.000000 -1.000000
#> Trackway_08 NA 1.6051889 2.0777457 9.017851 -1.000000
#> Trackway_09 1.6051889 NA 1.2598140 8.869328 5.444848
#> Trackway_13 2.0777457 1.2598140 NA 10.024509 6.163749
#> Trackway_15 9.0178510 8.8693283 10.0245094 NA 5.438674
#> Trackway_16 -1.0000000 5.4448484 6.1637489 5.438674 NA
#> Trackway_18 0.5531479 1.0206107 1.4069056 8.696860 -1.000000
#> Trackway_18
#> Trackway_01 3.3811405
#> Trackway_02 2.3371357
#> Trackway_03 0.9474170
#> Trackway_04 3.6722389
#> Trackway_07 0.8125177
#> Trackway_08 0.5531479
#> Trackway_09 1.0206107
#> Trackway_13 1.4069056
#> Trackway_15 8.6968596
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[12]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.107050 4.0685074 0.7423157 2.3333783
#> Trackway_02 2.1070499 NA 2.5756554 2.1435055 1.8311272
#> Trackway_03 4.0685074 2.575655 NA 4.8059039 1.9181635
#> Trackway_04 0.7423157 2.143505 4.8059039 NA 2.8763075
#> Trackway_07 2.3333783 1.831127 1.9181635 2.8763075 NA
#> Trackway_08 3.0773735 2.603143 1.7077963 3.6607769 1.0710941
#> Trackway_09 2.4744197 2.068333 2.1090465 3.0498096 0.3562988
#> Trackway_13 3.0435237 1.117128 1.5368915 3.4073478 1.7314690
#> Trackway_15 -1.0000000 -1.000000 8.6583624 -1.0000000 -1.0000000
#> Trackway_16 7.6237826 7.410660 5.4209088 8.3208856 5.6667147
#> Trackway_18 4.2442684 2.663432 0.4382358 4.3795491 1.6813715
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0773735 2.4744197 3.043524 -1.000000 7.623783
#> Trackway_02 2.6031429 2.0683328 1.117128 -1.000000 7.410660
#> Trackway_03 1.7077963 2.1090465 1.536891 8.658362 5.420909
#> Trackway_04 3.6607769 3.0498096 3.407348 -1.000000 8.320886
#> Trackway_07 1.0710941 0.3562988 1.731469 -1.000000 5.666715
#> Trackway_08 NA 0.6109946 1.907358 -1.000000 4.884586
#> Trackway_09 0.6109946 NA 1.795919 9.774054 -1.000000
#> Trackway_13 1.9073576 1.7959185 NA 10.191144 6.606367
#> Trackway_15 -1.0000000 9.7740539 10.191144 NA 5.686462
#> Trackway_16 4.8845861 -1.0000000 6.606367 5.686462 NA
#> Trackway_18 1.3596179 1.6485431 1.668196 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 4.2442684
#> Trackway_02 2.6634315
#> Trackway_03 0.4382358
#> Trackway_04 4.3795491
#> Trackway_07 1.6813715
#> Trackway_08 1.3596179
#> Trackway_09 1.6485431
#> Trackway_13 1.6681961
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[13]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.5856997 3.0165143 1.429271 2.949422
#> Trackway_02 0.5856997 NA 2.7388624 1.863481 2.210073
#> Trackway_03 3.0165143 2.7388624 NA 3.493770 2.152825
#> Trackway_04 1.4292712 1.8634811 3.4937700 NA 3.980414
#> Trackway_07 2.9494221 2.2100725 2.1528252 3.980414 NA
#> Trackway_08 3.2005197 2.7023963 0.2891185 3.750146 1.992745
#> Trackway_09 2.1443424 1.6353664 0.9327575 2.860139 1.594910
#> Trackway_13 1.4716091 0.9052444 1.6513016 2.344694 2.173815
#> Trackway_15 11.4267575 -1.0000000 8.5550677 12.044834 -1.000000
#> Trackway_16 7.4164275 -1.0000000 5.4145885 -1.000000 -1.000000
#> Trackway_18 2.8981899 2.3219721 1.2223772 3.914634 0.918676
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2005197 2.1443424 1.4716091 11.426757 7.416428
#> Trackway_02 2.7023963 1.6353664 0.9052444 -1.000000 -1.000000
#> Trackway_03 0.2891185 0.9327575 1.6513016 8.555068 5.414589
#> Trackway_04 3.7501457 2.8601387 2.3446944 12.044834 -1.000000
#> Trackway_07 1.9927447 1.5949097 2.1738150 -1.000000 -1.000000
#> Trackway_08 NA 1.0671698 2.0454941 -1.000000 -1.000000
#> Trackway_09 1.0671698 NA 0.8953908 9.307358 -1.000000
#> Trackway_13 2.0454941 0.8953908 NA -1.000000 -1.000000
#> Trackway_15 -1.0000000 9.3073580 -1.0000000 NA 5.504128
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 5.504128 NA
#> Trackway_18 1.2292407 1.0331043 1.5148945 8.570147 4.682307
#> Trackway_18
#> Trackway_01 2.898190
#> Trackway_02 2.321972
#> Trackway_03 1.222377
#> Trackway_04 3.914634
#> Trackway_07 0.918676
#> Trackway_08 1.229241
#> Trackway_09 1.033104
#> Trackway_13 1.514895
#> Trackway_15 8.570147
#> Trackway_16 4.682307
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[14]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.0434234 4.6494231 4.056737 2.5966238
#> Trackway_02 3.043423 NA 2.4133701 1.527696 1.9263840
#> Trackway_03 4.649423 2.4133701 NA 3.160105 2.2680711
#> Trackway_04 4.056737 1.5276957 3.1601050 NA 3.4475174
#> Trackway_07 2.596624 1.9263840 2.2680711 3.447517 NA
#> Trackway_08 3.594348 2.3536350 1.6337237 3.744436 0.9571966
#> Trackway_09 2.566566 1.7246245 2.1833316 3.179692 0.3863434
#> Trackway_13 2.848677 0.8729215 1.8578977 2.472683 1.1076645
#> Trackway_15 12.094628 10.8441647 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 7.290486 7.0705455 5.5507193 -1.000000 5.3417594
#> Trackway_18 4.327128 2.3656445 0.5823732 3.662993 1.8249019
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5943477 2.5665656 2.8486766 12.094628 7.290486
#> Trackway_02 2.3536350 1.7246245 0.8729215 10.844165 7.070545
#> Trackway_03 1.6337237 2.1833316 1.8578977 -1.000000 5.550719
#> Trackway_04 3.7444359 3.1796924 2.4726830 -1.000000 -1.000000
#> Trackway_07 0.9571966 0.3863434 1.1076645 -1.000000 5.341759
#> Trackway_08 NA 1.0500298 1.4497760 8.793643 -1.000000
#> Trackway_09 1.0500298 NA 0.8994807 9.828818 -1.000000
#> Trackway_13 1.4497760 0.8994807 NA 10.124896 -1.000000
#> Trackway_15 8.7936425 9.8288179 10.1248961 NA -1.000000
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 -1.000000 NA
#> Trackway_18 1.0354481 1.7932985 1.8028832 -1.000000 5.100682
#> Trackway_18
#> Trackway_01 4.3271278
#> Trackway_02 2.3656445
#> Trackway_03 0.5823732
#> Trackway_04 3.6629931
#> Trackway_07 1.8249019
#> Trackway_08 1.0354481
#> Trackway_09 1.7932985
#> Trackway_13 1.8028832
#> Trackway_15 -1.0000000
#> Trackway_16 5.1006824
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[15]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.964581 5.0862536 4.355308 3.8353232
#> Trackway_02 3.964581 NA 2.6856867 1.177909 2.1435808
#> Trackway_03 5.086254 2.685687 NA 3.856579 1.3139561
#> Trackway_04 4.355308 1.177909 3.8565795 NA 3.1286637
#> Trackway_07 3.835323 2.143581 1.3139561 3.128664 NA
#> Trackway_08 4.057810 2.740185 1.5028982 3.778687 0.6969692
#> Trackway_09 4.612816 1.900747 0.7941395 3.062477 0.8249916
#> Trackway_13 4.220016 1.341342 1.4082640 2.509737 0.8902255
#> Trackway_15 11.818092 10.980664 8.3358284 -1.000000 -1.0000000
#> Trackway_16 5.947271 6.443923 4.5594899 7.624356 4.5026605
#> Trackway_18 5.659789 3.067977 0.5736325 4.172479 2.0830104
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.0578102 4.6128155 4.2200161 11.818092 5.947271
#> Trackway_02 2.7401848 1.9007475 1.3413420 10.980664 6.443923
#> Trackway_03 1.5028982 0.7941395 1.4082640 8.335828 4.559490
#> Trackway_04 3.7786867 3.0624774 2.5097370 -1.000000 7.624356
#> Trackway_07 0.6969692 0.8249916 0.8902255 -1.000000 4.502661
#> Trackway_08 NA 1.3545473 1.9123035 8.685666 3.812424
#> Trackway_09 1.3545473 NA 0.6912830 -1.000000 -1.000000
#> Trackway_13 1.9123035 0.6912830 NA 9.639745 5.343135
#> Trackway_15 8.6856664 -1.0000000 9.6397449 NA -1.000000
#> Trackway_16 3.8124242 -1.0000000 5.3431345 -1.000000 NA
#> Trackway_18 2.0489735 1.2679765 1.7948997 8.060831 4.754272
#> Trackway_18
#> Trackway_01 5.6597887
#> Trackway_02 3.0679766
#> Trackway_03 0.5736325
#> Trackway_04 4.1724790
#> Trackway_07 2.0830104
#> Trackway_08 2.0489735
#> Trackway_09 1.2679765
#> Trackway_13 1.7948997
#> Trackway_15 8.0608308
#> Trackway_16 4.7542725
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[16]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.6555853 3.5822324 0.2283982 2.7663914
#> Trackway_02 1.6555853 NA 3.0982711 1.2332981 1.5222374
#> Trackway_03 3.5822324 3.0982711 NA 3.6059663 1.9406711
#> Trackway_04 0.2283982 1.2332981 3.6059663 NA 2.8886750
#> Trackway_07 2.7663914 1.5222374 1.9406711 2.8886750 NA
#> Trackway_08 3.2919035 2.2299224 1.2084287 3.5096654 0.8899791
#> Trackway_09 2.5372505 0.8931256 2.0832261 2.1076253 0.6405503
#> Trackway_13 2.1011718 1.2604200 1.4890932 2.2648108 1.4079796
#> Trackway_15 11.4094495 10.3654979 7.9012129 -1.0000000 8.9901639
#> Trackway_16 8.0628071 6.9038815 5.2949513 -1.0000000 5.3818050
#> Trackway_18 3.6291160 2.6927387 0.8472504 3.6295656 1.8620248
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2919035 2.5372505 2.1011718 11.409449 8.062807
#> Trackway_02 2.2299224 0.8931256 1.2604200 10.365498 6.903881
#> Trackway_03 1.2084287 2.0832261 1.4890932 7.901213 5.294951
#> Trackway_04 3.5096654 2.1076253 2.2648108 -1.000000 -1.000000
#> Trackway_07 0.8899791 0.6405503 1.4079796 8.990164 5.381805
#> Trackway_08 NA 1.3314661 1.4083879 8.187374 -1.000000
#> Trackway_09 1.3314661 NA 0.9674697 9.517942 -1.000000
#> Trackway_13 1.4083879 0.9674697 NA 9.324585 6.268248
#> Trackway_15 8.1873741 9.5179417 9.3245848 NA -1.000000
#> Trackway_16 -1.0000000 -1.0000000 6.2682477 -1.000000 NA
#> Trackway_18 1.0026747 2.0516485 1.5283606 -1.000000 5.078675
#> Trackway_18
#> Trackway_01 3.6291160
#> Trackway_02 2.6927387
#> Trackway_03 0.8472504
#> Trackway_04 3.6295656
#> Trackway_07 1.8620248
#> Trackway_08 1.0026747
#> Trackway_09 2.0516485
#> Trackway_13 1.5283606
#> Trackway_15 -1.0000000
#> Trackway_16 5.0786752
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[17]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.5955269 2.93920996 1.058363 2.6056337
#> Trackway_02 0.5955269 NA 2.44756859 1.401248 2.0128538
#> Trackway_03 2.9392100 2.4475686 NA 3.096804 1.2930973
#> Trackway_04 1.0583626 1.4012475 3.09680414 NA 3.1872584
#> Trackway_07 2.6056337 2.0128538 1.29309726 3.187258 NA
#> Trackway_08 2.9866754 2.4454841 0.45532897 3.179937 0.9226776
#> Trackway_09 1.9589671 1.3909319 1.19298147 2.355258 0.7530963
#> Trackway_13 1.4319391 0.8692558 2.25021815 2.239931 1.3447305
#> Trackway_15 -1.0000000 11.1544344 -1.00000000 11.773214 -1.0000000
#> Trackway_16 7.0087641 6.4157939 4.94300752 7.561947 4.4646773
#> Trackway_18 2.9693824 2.4852931 0.09292311 2.986660 1.3617592
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9866754 1.9589671 1.4319391 -1.000000 7.008764
#> Trackway_02 2.4454841 1.3909319 0.8692558 11.154434 6.415794
#> Trackway_03 0.4553290 1.1929815 2.2502181 -1.000000 4.943008
#> Trackway_04 3.1799366 2.3552581 2.2399308 11.773214 7.561947
#> Trackway_07 0.9226776 0.7530963 1.3447305 -1.000000 4.464677
#> Trackway_08 NA 1.0756171 2.0321105 -1.000000 4.563009
#> Trackway_09 1.0756171 NA 0.9992457 -1.000000 5.208990
#> Trackway_13 2.0321105 0.9992457 NA 10.587902 5.690182
#> Trackway_15 -1.0000000 -1.0000000 10.5879016 NA 6.300010
#> Trackway_16 4.5630094 5.2089897 5.6901817 6.300010 NA
#> Trackway_18 0.8692137 1.3774301 2.2476177 8.801233 -1.000000
#> Trackway_18
#> Trackway_01 2.96938244
#> Trackway_02 2.48529310
#> Trackway_03 0.09292311
#> Trackway_04 2.98666025
#> Trackway_07 1.36175917
#> Trackway_08 0.86921371
#> Trackway_09 1.37743008
#> Trackway_13 2.24761770
#> Trackway_15 8.80123339
#> Trackway_16 -1.00000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[18]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.123542 3.7858338 0.5903536 3.1195360
#> Trackway_02 3.1235419 NA 2.3560437 3.1332412 3.1927533
#> Trackway_03 3.7858338 2.356044 NA 4.1737071 1.6671525
#> Trackway_04 0.5903536 3.133241 4.1737071 NA 3.2761281
#> Trackway_07 3.1195360 3.192753 1.6671525 3.2761281 NA
#> Trackway_08 3.5661743 2.645715 0.8953014 3.9840651 1.2426142
#> Trackway_09 2.5450652 2.159578 1.6679214 2.7012106 0.9915114
#> Trackway_13 3.1421051 1.525110 0.9835577 3.4552146 1.9807386
#> Trackway_15 -1.0000000 -1.000000 8.2789474 -1.0000000 -1.0000000
#> Trackway_16 7.6040134 -1.000000 5.2799171 -1.0000000 5.0110154
#> Trackway_18 3.6430689 2.489059 0.2004629 4.0141235 1.6218937
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5661743 2.5450652 3.1421051 -1.000000 7.604013
#> Trackway_02 2.6457152 2.1595778 1.5251095 -1.000000 -1.000000
#> Trackway_03 0.8953014 1.6679214 0.9835577 8.278947 5.279917
#> Trackway_04 3.9840651 2.7012106 3.4552146 -1.000000 -1.000000
#> Trackway_07 1.2426142 0.9915114 1.9807386 -1.000000 5.011015
#> Trackway_08 NA 1.4321339 1.9033545 8.305248 4.960191
#> Trackway_09 1.4321339 NA 1.2794802 -1.000000 5.964987
#> Trackway_13 1.9033545 1.2794802 NA 9.227721 -1.000000
#> Trackway_15 8.3052483 -1.0000000 9.2277206 NA 5.427037
#> Trackway_16 4.9601915 5.9649866 -1.0000000 5.427037 NA
#> Trackway_18 0.3919664 1.5156459 0.9983244 8.365139 -1.000000
#> Trackway_18
#> Trackway_01 3.6430689
#> Trackway_02 2.4890585
#> Trackway_03 0.2004629
#> Trackway_04 4.0141235
#> Trackway_07 1.6218937
#> Trackway_08 0.3919664
#> Trackway_09 1.5156459
#> Trackway_13 0.9983244
#> Trackway_15 8.3651388
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[19]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9518675 3.3777137 0.7098707 2.3453273
#> Trackway_02 0.9518675 NA 2.5004129 1.4173336 1.8327414
#> Trackway_03 3.3777137 2.5004129 NA 4.3920466 2.0018242
#> Trackway_04 0.7098707 1.4173336 4.3920466 NA 2.5304634
#> Trackway_07 2.3453273 1.8327414 2.0018242 2.5304634 NA
#> Trackway_08 3.0393733 2.2360813 1.6267139 3.0939612 0.7731359
#> Trackway_09 2.7089642 1.7128893 0.7885930 3.0406989 1.5276324
#> Trackway_13 1.7627822 1.2287375 1.6395232 2.1976503 1.0292642
#> Trackway_15 12.0938760 11.4014871 -1.0000000 -1.0000000 9.9519675
#> Trackway_16 6.7194609 6.3789572 4.9487021 7.0834312 4.5641669
#> Trackway_18 3.3260332 2.5633317 0.6633722 3.7451067 1.5591942
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0393733 2.7089642 1.7627822 12.093876 6.719461
#> Trackway_02 2.2360813 1.7128893 1.2287375 11.401487 6.378957
#> Trackway_03 1.6267139 0.7885930 1.6395232 -1.000000 4.948702
#> Trackway_04 3.0939612 3.0406989 2.1976503 -1.000000 7.083431
#> Trackway_07 0.7731359 1.5276324 1.0292642 9.951967 4.564167
#> Trackway_08 NA 1.4799811 1.2740289 -1.000000 4.159160
#> Trackway_09 1.4799811 NA 0.9677718 9.767244 5.285696
#> Trackway_13 1.2740289 0.9677718 NA 10.394241 5.440870
#> Trackway_15 -1.0000000 9.7672445 10.3942411 NA 6.503324
#> Trackway_16 4.1591596 5.2856956 5.4408700 6.503324 NA
#> Trackway_18 1.0748792 1.1558769 1.9244150 -1.000000 4.361044
#> Trackway_18
#> Trackway_01 3.3260332
#> Trackway_02 2.5633317
#> Trackway_03 0.6633722
#> Trackway_04 3.7451067
#> Trackway_07 1.5591942
#> Trackway_08 1.0748792
#> Trackway_09 1.1558769
#> Trackway_13 1.9244150
#> Trackway_15 -1.0000000
#> Trackway_16 4.3610441
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[20]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.0741328 3.8893759 2.410754 2.465416
#> Trackway_02 2.074133 NA 2.3110314 1.303896 1.991486
#> Trackway_03 3.889376 2.3110314 NA 3.423582 2.184846
#> Trackway_04 2.410754 1.3038963 3.4235817 NA 3.233347
#> Trackway_07 2.465416 1.9914864 2.1848461 3.233347 NA
#> Trackway_08 3.299953 2.3235318 1.0407090 3.606534 1.064550
#> Trackway_09 2.845209 1.4911158 1.0450464 2.925095 1.133751
#> Trackway_13 2.169544 0.9907495 1.7223650 2.394355 1.033199
#> Trackway_15 11.656398 10.4393706 8.1354129 11.539014 9.192522
#> Trackway_16 6.926869 6.5072201 4.7774550 7.775999 4.632989
#> Trackway_18 3.444199 2.3285503 0.9034879 3.576037 1.142316
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2999531 2.8452091 2.1695444 11.656398 6.926869
#> Trackway_02 2.3235318 1.4911158 0.9907495 10.439371 6.507220
#> Trackway_03 1.0407090 1.0450464 1.7223650 8.135413 4.777455
#> Trackway_04 3.6065341 2.9250950 2.3943550 11.539014 7.775999
#> Trackway_07 1.0645505 1.1337508 1.0331985 9.192522 4.632989
#> Trackway_08 NA 0.7909624 1.3216571 8.399431 -1.000000
#> Trackway_09 0.7909624 NA 0.6848653 9.034683 5.107905
#> Trackway_13 1.3216571 0.6848653 NA 9.688528 5.564293
#> Trackway_15 8.3994314 9.0346831 9.6885281 NA 5.832180
#> Trackway_16 -1.0000000 5.1079046 5.5642931 5.832180 NA
#> Trackway_18 0.1475892 0.8709808 1.4657473 8.264198 -1.000000
#> Trackway_18
#> Trackway_01 3.4441986
#> Trackway_02 2.3285503
#> Trackway_03 0.9034879
#> Trackway_04 3.5760370
#> Trackway_07 1.1423155
#> Trackway_08 0.1475892
#> Trackway_09 0.8709808
#> Trackway_13 1.4657473
#> Trackway_15 8.2641977
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[21]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.952062 3.6808880 1.227750 2.3930588
#> Trackway_02 1.952062 NA 2.3939769 1.428974 1.7816879
#> Trackway_03 3.680888 2.393977 NA 3.768700 1.5457933
#> Trackway_04 1.227750 1.428974 3.7686999 NA 2.6679803
#> Trackway_07 2.393059 1.781688 1.5457933 2.667980 NA
#> Trackway_08 3.290623 2.540601 1.1867253 3.646676 0.9507639
#> Trackway_09 2.386177 1.263345 1.4139031 2.901470 0.8798960
#> Trackway_13 2.558742 1.236152 1.2063123 2.529480 0.9198978
#> Trackway_15 12.001439 10.936714 8.5476044 -1.000000 9.7202051
#> Trackway_16 -1.000000 7.019922 5.0592661 -1.000000 5.2839704
#> Trackway_18 3.493371 2.376050 0.3231463 3.634132 1.2939799
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2906226 2.3861766 2.5587421 12.001439 -1.000000
#> Trackway_02 2.5406015 1.2633448 1.2361520 10.936714 7.019922
#> Trackway_03 1.1867253 1.4139031 1.2063123 8.547604 5.059266
#> Trackway_04 3.6466759 2.9014700 2.5294801 -1.000000 -1.000000
#> Trackway_07 0.9507639 0.8798960 0.9198978 9.720205 5.283970
#> Trackway_08 NA 1.3700280 1.3982198 8.852138 4.480366
#> Trackway_09 1.3700280 NA 0.2918008 9.798117 -1.000000
#> Trackway_13 1.3982198 0.2918008 NA 9.745003 5.853924
#> Trackway_15 8.8521380 9.7981167 9.7450031 NA 6.238083
#> Trackway_16 4.4803655 -1.0000000 5.8539242 6.238083 NA
#> Trackway_18 0.8635801 1.1819964 1.2951468 -1.000000 4.880508
#> Trackway_18
#> Trackway_01 3.4933711
#> Trackway_02 2.3760501
#> Trackway_03 0.3231463
#> Trackway_04 3.6341323
#> Trackway_07 1.2939799
#> Trackway_08 0.8635801
#> Trackway_09 1.1819964
#> Trackway_13 1.2951468
#> Trackway_15 -1.0000000
#> Trackway_16 4.8805084
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[22]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.292906 3.3923200 1.455779 1.833743
#> Trackway_02 2.292906 NA 2.3349227 2.483357 2.401282
#> Trackway_03 3.392320 2.334923 NA 4.286789 1.940925
#> Trackway_04 1.455779 2.483357 4.2867892 NA 3.114954
#> Trackway_07 1.833743 2.401282 1.9409250 3.114954 NA
#> Trackway_08 2.764401 2.155224 1.0197699 3.779728 1.538943
#> Trackway_09 3.934977 2.419050 0.8406549 4.689551 2.671413
#> Trackway_13 1.685559 1.624759 2.0590739 2.671526 0.819914
#> Trackway_15 11.988666 11.553847 -1.0000000 -1.000000 10.158891
#> Trackway_16 6.340956 6.866469 4.9038091 7.733885 4.710488
#> Trackway_18 3.457414 2.562767 0.2364219 4.411344 1.909318
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.7644014 3.9349769 1.685559 11.988666 6.340956
#> Trackway_02 2.1552241 2.4190499 1.624759 11.553847 6.866469
#> Trackway_03 1.0197699 0.8406549 2.059074 -1.000000 4.903809
#> Trackway_04 3.7797282 4.6895507 2.671526 -1.000000 7.733885
#> Trackway_07 1.5389427 2.6714130 0.819914 10.158891 4.710488
#> Trackway_08 NA 1.5317515 1.127273 9.536206 4.754763
#> Trackway_09 1.5317515 NA 2.313738 9.280655 -1.000000
#> Trackway_13 1.1272725 2.3137378 NA -1.000000 5.418517
#> Trackway_15 9.5362065 9.2806546 -1.000000 NA 6.386268
#> Trackway_16 4.7547628 -1.0000000 5.418517 6.386268 NA
#> Trackway_18 0.9167637 0.9481442 1.993928 9.026707 4.668763
#> Trackway_18
#> Trackway_01 3.4574139
#> Trackway_02 2.5627668
#> Trackway_03 0.2364219
#> Trackway_04 4.4113444
#> Trackway_07 1.9093180
#> Trackway_08 0.9167637
#> Trackway_09 0.9481442
#> Trackway_13 1.9939280
#> Trackway_15 9.0267071
#> Trackway_16 4.6687625
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[23]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.304124 3.610497 1.362553 2.7195129
#> Trackway_02 1.304124 NA 3.633027 1.460483 1.8771597
#> Trackway_03 3.610497 3.633027 NA 4.764808 2.8033123
#> Trackway_04 1.362553 1.460483 4.764808 NA 3.3388069
#> Trackway_07 2.719513 1.877160 2.803312 3.338807 NA
#> Trackway_08 2.694973 2.011467 2.403850 3.398367 0.4139615
#> Trackway_09 2.207948 1.859528 1.906717 3.167457 1.0921814
#> Trackway_13 1.717365 1.128940 2.614776 2.479861 1.0283932
#> Trackway_15 11.607761 11.394584 8.158239 12.716805 -1.0000000
#> Trackway_16 7.513783 6.763997 -1.000000 8.136088 -1.0000000
#> Trackway_18 3.054019 2.770667 1.019113 4.057125 1.7863485
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.6949732 2.2079482 1.7173652 11.607761 7.513783
#> Trackway_02 2.0114674 1.8595277 1.1289402 11.394584 6.763997
#> Trackway_03 2.4038499 1.9067167 2.6147756 8.158239 -1.000000
#> Trackway_04 3.3983675 3.1674573 2.4798606 12.716805 8.136088
#> Trackway_07 0.4139615 1.0921814 1.0283932 -1.000000 -1.000000
#> Trackway_08 NA 0.7671651 0.9825855 9.470178 4.825873
#> Trackway_09 0.7671651 NA 0.7458470 -1.000000 5.359259
#> Trackway_13 0.9825855 0.7458470 NA -1.000000 5.808417
#> Trackway_15 9.4701784 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 4.8258734 5.3592592 5.8084174 -1.000000 NA
#> Trackway_18 1.3742783 0.9383271 1.6801963 8.713072 5.019618
#> Trackway_18
#> Trackway_01 3.0540190
#> Trackway_02 2.7706675
#> Trackway_03 1.0191130
#> Trackway_04 4.0571254
#> Trackway_07 1.7863485
#> Trackway_08 1.3742783
#> Trackway_09 0.9383271
#> Trackway_13 1.6801963
#> Trackway_15 8.7130721
#> Trackway_16 5.0196177
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[24]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.6733177 4.3998374 1.677821 2.7644547
#> Trackway_02 1.673318 NA 2.5646077 1.747177 1.2813079
#> Trackway_03 4.399837 2.5646077 NA 3.939174 1.6647923
#> Trackway_04 1.677821 1.7471772 3.9391739 NA 3.1280098
#> Trackway_07 2.764455 1.2813079 1.6647923 3.128010 NA
#> Trackway_08 4.029871 2.4669623 0.7096935 4.639019 1.2723492
#> Trackway_09 2.890389 1.2825793 1.3396419 2.872240 0.4197652
#> Trackway_13 2.195223 0.6765644 2.0167551 2.271427 0.7171040
#> Trackway_15 11.989193 10.6622177 -1.0000000 -1.000000 9.3810016
#> Trackway_16 7.137929 6.3068941 5.3673572 8.043037 5.1878144
#> Trackway_18 4.397993 2.7693564 0.2950153 4.186630 1.7190920
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.0298710 2.8903886 2.1952226 11.989193 7.137929
#> Trackway_02 2.4669623 1.2825793 0.6765644 10.662218 6.306894
#> Trackway_03 0.7096935 1.3396419 2.0167551 -1.000000 5.367357
#> Trackway_04 4.6390190 2.8722396 2.2714271 -1.000000 8.043037
#> Trackway_07 1.2723492 0.4197652 0.7171040 9.381002 5.187814
#> Trackway_08 NA 1.2829943 1.8796276 8.293768 -1.000000
#> Trackway_09 1.2829943 NA 0.7013326 -1.000000 5.472923
#> Trackway_13 1.8796276 0.7013326 NA -1.000000 5.856903
#> Trackway_15 8.2937683 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 -1.0000000 5.4729235 5.8569032 -1.000000 NA
#> Trackway_18 0.6046617 1.5083514 2.2153994 8.256611 -1.000000
#> Trackway_18
#> Trackway_01 4.3979926
#> Trackway_02 2.7693564
#> Trackway_03 0.2950153
#> Trackway_04 4.1866297
#> Trackway_07 1.7190920
#> Trackway_08 0.6046617
#> Trackway_09 1.5083514
#> Trackway_13 2.2153994
#> Trackway_15 8.2566109
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[25]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.3183611 4.3918734 2.770943 3.5376680
#> Trackway_02 3.318361 NA 2.1328069 1.955817 2.0773169
#> Trackway_03 4.391873 2.1328069 NA 3.882244 0.8687417
#> Trackway_04 2.770943 1.9558168 3.8822438 NA 3.7232130
#> Trackway_07 3.537668 2.0773169 0.8687417 3.723213 NA
#> Trackway_08 4.270180 2.3153353 0.3909926 4.267126 0.7523076
#> Trackway_09 3.088393 1.6346897 1.1482241 3.184725 0.5622997
#> Trackway_13 2.883592 0.7943787 1.6255904 2.320607 1.4196165
#> Trackway_15 -1.000000 10.5374480 8.5469783 -1.000000 -1.0000000
#> Trackway_16 7.083263 -1.0000000 5.3669085 8.534858 5.0033282
#> Trackway_18 4.727044 2.4079813 0.4382091 4.859528 1.1754758
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.2701798 3.0883927 2.8835919 -1.000000 7.083263
#> Trackway_02 2.3153353 1.6346897 0.7943787 10.537448 -1.000000
#> Trackway_03 0.3909926 1.1482241 1.6255904 8.546978 5.366909
#> Trackway_04 4.2671259 3.1847253 2.3206066 -1.000000 8.534858
#> Trackway_07 0.7523076 0.5622997 1.4196165 -1.000000 5.003328
#> Trackway_08 NA 1.3183624 1.8549699 8.234371 4.976002
#> Trackway_09 1.3183624 NA 0.9079630 9.241423 5.473580
#> Trackway_13 1.8549699 0.9079630 NA 10.059968 6.372515
#> Trackway_15 8.2343707 9.2414231 10.0599683 NA -1.000000
#> Trackway_16 4.9760023 5.4735802 6.3725150 -1.000000 NA
#> Trackway_18 0.3942511 1.5625136 2.0633103 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 4.7270436
#> Trackway_02 2.4079813
#> Trackway_03 0.4382091
#> Trackway_04 4.8595276
#> Trackway_07 1.1754758
#> Trackway_08 0.3942511
#> Trackway_09 1.5625136
#> Trackway_13 2.0633103
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[26]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.1706559 2.8880536 1.207168 2.5217974
#> Trackway_02 1.170656 NA 1.8638216 1.226938 2.0249030
#> Trackway_03 2.888054 1.8638216 NA 3.062946 1.3781780
#> Trackway_04 1.207168 1.2269376 3.0629465 NA 3.3116671
#> Trackway_07 2.521797 2.0249030 1.3781780 3.311667 NA
#> Trackway_08 2.997715 2.5424893 1.8175500 3.774198 0.6507797
#> Trackway_09 1.817237 1.1938085 1.2364495 2.373165 0.7701036
#> Trackway_13 1.749398 0.7917609 1.1255380 2.166837 1.2977057
#> Trackway_15 -1.000000 9.9240095 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 7.556786 7.0067657 5.4191825 8.212289 5.1330838
#> Trackway_18 3.163815 2.1957718 0.5242478 3.404106 1.4006594
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9977152 1.8172368 1.7493981 -1.000000 7.556786
#> Trackway_02 2.5424893 1.1938085 0.7917609 9.924010 7.006766
#> Trackway_03 1.8175500 1.2364495 1.1255380 -1.000000 5.419182
#> Trackway_04 3.7741982 2.3731646 2.1668374 -1.000000 8.212289
#> Trackway_07 0.6507797 0.7701036 1.2977057 -1.000000 5.133084
#> Trackway_08 NA 1.3926583 1.9459279 8.250386 4.561166
#> Trackway_09 1.3926583 NA 0.5766284 -1.000000 -1.000000
#> Trackway_13 1.9459279 0.5766284 NA -1.000000 -1.000000
#> Trackway_15 8.2503860 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 4.5611660 -1.0000000 -1.0000000 -1.000000 NA
#> Trackway_18 1.5314497 1.4449670 1.4352251 7.744927 -1.000000
#> Trackway_18
#> Trackway_01 3.1638152
#> Trackway_02 2.1957718
#> Trackway_03 0.5242478
#> Trackway_04 3.4041055
#> Trackway_07 1.4006594
#> Trackway_08 1.5314497
#> Trackway_09 1.4449670
#> Trackway_13 1.4352251
#> Trackway_15 7.7449266
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[27]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.7318896 3.1389499 0.5846505 2.7980447
#> Trackway_02 0.7318896 NA 2.4309322 1.2226262 2.0780673
#> Trackway_03 3.1389499 2.4309322 NA 3.5333377 0.4413532
#> Trackway_04 0.5846505 1.2226262 3.5333377 NA 3.2609669
#> Trackway_07 2.7980447 2.0780673 0.4413532 3.2609669 NA
#> Trackway_08 3.2717840 2.6026189 0.8520993 3.6355984 0.8673457
#> Trackway_09 2.0741634 1.4684079 1.2249255 2.4926358 0.7348989
#> Trackway_13 1.9209607 1.1978980 1.3565218 2.3592161 1.0334540
#> Trackway_15 11.6622757 -1.0000000 -1.0000000 12.0113703 8.9995455
#> Trackway_16 -1.0000000 6.6205352 4.4066833 -1.0000000 4.6176222
#> Trackway_18 3.0743474 2.2201347 0.3545863 3.3598008 0.5352295
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2717840 2.0741634 1.9209607 11.662276 -1.000000
#> Trackway_02 2.6026189 1.4684079 1.1978980 -1.000000 6.620535
#> Trackway_03 0.8520993 1.2249255 1.3565218 -1.000000 4.406683
#> Trackway_04 3.6355984 2.4926358 2.3592161 12.011370 -1.000000
#> Trackway_07 0.8673457 0.7348989 1.0334540 8.999545 4.617622
#> Trackway_08 NA 1.4389982 1.4020145 8.392865 -1.000000
#> Trackway_09 1.4389982 NA 0.5418401 9.719800 -1.000000
#> Trackway_13 1.4020145 0.5418401 NA 9.794848 5.648480
#> Trackway_15 8.3928649 9.7197999 9.7948481 NA 6.012922
#> Trackway_16 -1.0000000 -1.0000000 5.6484798 6.012922 NA
#> Trackway_18 0.8236657 1.0158167 1.0362390 8.769161 -1.000000
#> Trackway_18
#> Trackway_01 3.0743474
#> Trackway_02 2.2201347
#> Trackway_03 0.3545863
#> Trackway_04 3.3598008
#> Trackway_07 0.5352295
#> Trackway_08 0.8236657
#> Trackway_09 1.0158167
#> Trackway_13 1.0362390
#> Trackway_15 8.7691613
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[28]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.461183 5.3964960 4.263874 3.7945402
#> Trackway_02 3.461183 NA 2.7970325 1.254669 2.0923076
#> Trackway_03 5.396496 2.797033 NA 3.576715 1.7985256
#> Trackway_04 4.263874 1.254669 3.5767149 NA 3.1287190
#> Trackway_07 3.794540 2.092308 1.7985256 3.128719 NA
#> Trackway_08 4.447158 2.582689 1.2314957 3.654816 0.8515221
#> Trackway_09 3.602892 2.021306 1.8401208 3.249785 0.1921358
#> Trackway_13 3.547366 1.357341 1.8993110 2.463770 0.7874136
#> Trackway_15 11.323219 -1.000000 -1.0000000 -1.000000 8.5241142
#> Trackway_16 6.256171 6.435711 5.0150629 7.649748 4.5231435
#> Trackway_18 5.076426 2.563928 0.8457433 3.354910 1.1468953
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.4471585 3.6028924 3.5473656 11.323219 6.256171
#> Trackway_02 2.5826894 2.0213064 1.3573408 -1.000000 6.435711
#> Trackway_03 1.2314957 1.8401208 1.8993110 -1.000000 5.015063
#> Trackway_04 3.6548157 3.2497850 2.4637696 -1.000000 7.649748
#> Trackway_07 0.8515221 0.1921358 0.7874136 8.524114 4.523144
#> Trackway_08 NA 0.8742595 1.3356575 7.774848 4.169997
#> Trackway_09 0.8742595 NA 0.7174686 8.524825 4.568557
#> Trackway_13 1.3356575 0.7174686 NA 9.105921 5.220536
#> Trackway_15 7.7748480 8.5248247 9.1059210 NA 5.368665
#> Trackway_16 4.1699974 4.5685569 5.2205362 5.368665 NA
#> Trackway_18 0.6017182 1.2362987 1.3421838 -1.000000 4.693170
#> Trackway_18
#> Trackway_01 5.0764263
#> Trackway_02 2.5639285
#> Trackway_03 0.8457433
#> Trackway_04 3.3549096
#> Trackway_07 1.1468953
#> Trackway_08 0.6017182
#> Trackway_09 1.2362987
#> Trackway_13 1.3421838
#> Trackway_15 -1.0000000
#> Trackway_16 4.6931703
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[29]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.124283 3.6704361 1.309536 1.7742170
#> Trackway_02 1.124283 NA 2.7448291 1.078363 1.5256319
#> Trackway_03 3.670436 2.744829 NA 3.719741 2.2931200
#> Trackway_04 1.309536 1.078363 3.7197411 NA 2.5305809
#> Trackway_07 1.774217 1.525632 2.2931200 2.530581 NA
#> Trackway_08 2.732928 2.505280 2.0502122 3.475881 0.9721276
#> Trackway_09 2.831912 2.009777 0.8455843 2.984552 1.4968240
#> Trackway_13 2.482600 1.574667 1.2653694 2.470626 1.5208228
#> Trackway_15 -1.000000 -1.000000 -1.0000000 -1.000000 9.5330551
#> Trackway_16 -1.000000 -1.000000 5.5925076 7.803098 5.2829226
#> Trackway_18 3.293548 2.582206 0.9438694 3.645768 1.6585441
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.7329277 2.8319120 2.4825999 -1.000000 -1.000000
#> Trackway_02 2.5052801 2.0097769 1.5746666 -1.000000 -1.000000
#> Trackway_03 2.0502122 0.8455843 1.2653694 -1.000000 5.592508
#> Trackway_04 3.4758812 2.9845523 2.4706257 -1.000000 7.803098
#> Trackway_07 0.9721276 1.4968240 1.5208228 9.533055 5.282923
#> Trackway_08 NA 1.5144516 1.8383484 8.572883 -1.000000
#> Trackway_09 1.5144516 NA 0.5381182 -1.000000 5.598523
#> Trackway_13 1.8383484 0.5381182 NA 9.506923 -1.000000
#> Trackway_15 8.5728826 -1.0000000 9.5069233 NA 5.672949
#> Trackway_16 -1.0000000 5.5985227 -1.0000000 5.672949 NA
#> Trackway_18 1.2378961 0.7672134 1.3025372 8.250834 -1.000000
#> Trackway_18
#> Trackway_01 3.2935476
#> Trackway_02 2.5822057
#> Trackway_03 0.9438694
#> Trackway_04 3.6457683
#> Trackway_07 1.6585441
#> Trackway_08 1.2378961
#> Trackway_09 0.7672134
#> Trackway_13 1.3025372
#> Trackway_15 8.2508345
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[30]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.024916 4.2938373 1.791486 3.0340075
#> Trackway_02 2.024916 NA 2.2624307 1.208448 1.5803953
#> Trackway_03 4.293837 2.262431 NA 3.494708 0.6565789
#> Trackway_04 1.791486 1.208448 3.4947075 NA 2.8402430
#> Trackway_07 3.034007 1.580395 0.6565789 2.840243 NA
#> Trackway_08 3.245108 2.492092 1.5285291 3.640109 1.2896986
#> Trackway_09 3.431979 1.825571 0.3810488 3.074711 0.4052928
#> Trackway_13 3.032743 1.251142 0.9406896 2.444617 0.4911637
#> Trackway_15 -1.000000 11.190026 -1.0000000 12.398252 9.6099606
#> Trackway_16 7.528786 7.180703 -1.0000000 -1.000000 -1.0000000
#> Trackway_18 3.754947 2.310770 0.8766083 3.517282 0.7594410
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.245108 3.4319788 3.0327432 -1.000000 7.528786
#> Trackway_02 2.492092 1.8255710 1.2511417 11.190026 7.180703
#> Trackway_03 1.528529 0.3810488 0.9406896 -1.000000 -1.000000
#> Trackway_04 3.640109 3.0747114 2.4446171 12.398252 -1.000000
#> Trackway_07 1.289699 0.4052928 0.4911637 9.609961 -1.000000
#> Trackway_08 NA 1.5531966 1.7615362 9.056900 -1.000000
#> Trackway_09 1.553197 NA 0.5839864 9.396346 5.753008
#> Trackway_13 1.761536 0.5839864 NA 9.979505 6.238554
#> Trackway_15 9.056900 9.3963457 9.9795051 NA 5.467790
#> Trackway_16 -1.000000 5.7530083 6.2385540 5.467790 NA
#> Trackway_18 1.367795 0.7534714 1.0902219 -1.000000 5.282388
#> Trackway_18
#> Trackway_01 3.7549471
#> Trackway_02 2.3107698
#> Trackway_03 0.8766083
#> Trackway_04 3.5172822
#> Trackway_07 0.7594410
#> Trackway_08 1.3677952
#> Trackway_09 0.7534714
#> Trackway_13 1.0902219
#> Trackway_15 -1.0000000
#> Trackway_16 5.2823882
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[31]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.723220 4.416650 0.9423374 2.7569951
#> Trackway_02 3.7232202 NA 2.414604 3.2012955 2.7604998
#> Trackway_03 4.4166504 2.414604 NA 4.8729362 1.9604643
#> Trackway_04 0.9423374 3.201295 4.872936 NA 3.3102058
#> Trackway_07 2.7569951 2.760500 1.960464 3.3102058 NA
#> Trackway_08 2.8648441 3.251211 2.228490 3.3712732 0.9021481
#> Trackway_09 2.9525469 1.860714 1.469963 3.0546394 1.0057491
#> Trackway_13 3.4519512 1.123914 1.507682 3.2830654 1.7587674
#> Trackway_15 11.8299619 10.870630 8.482635 12.3604032 -1.0000000
#> Trackway_16 -1.0000000 -1.000000 -1.000000 -1.0000000 5.3392507
#> Trackway_18 3.5663980 2.632272 1.163325 3.6461066 0.9381391
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.8648441 2.9525469 3.4519512 11.829962 -1.000000
#> Trackway_02 3.2512110 1.8607137 1.1239138 10.870630 -1.000000
#> Trackway_03 2.2284904 1.4699628 1.5076817 8.482635 -1.000000
#> Trackway_04 3.3712732 3.0546394 3.2830654 12.360403 -1.000000
#> Trackway_07 0.9021481 1.0057491 1.7587674 -1.000000 5.339251
#> Trackway_08 NA 1.4099507 2.2401476 8.999084 -1.000000
#> Trackway_09 1.4099507 NA 0.8362907 9.570612 6.013234
#> Trackway_13 2.2401476 0.8362907 NA -1.000000 -1.000000
#> Trackway_15 8.9990839 9.5706124 -1.0000000 NA 4.896167
#> Trackway_16 -1.0000000 6.0132340 -1.0000000 4.896167 NA
#> Trackway_18 1.1211544 0.7295295 1.3654315 8.858720 5.306538
#> Trackway_18
#> Trackway_01 3.5663980
#> Trackway_02 2.6322719
#> Trackway_03 1.1633253
#> Trackway_04 3.6461066
#> Trackway_07 0.9381391
#> Trackway_08 1.1211544
#> Trackway_09 0.7295295
#> Trackway_13 1.3654315
#> Trackway_15 8.8587204
#> Trackway_16 5.3065383
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[32]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.0274697 4.4552782 1.010759 2.9330337
#> Trackway_02 1.027470 NA 2.7794834 1.698086 2.0333392
#> Trackway_03 4.455278 2.7794834 NA 3.817809 1.5176949
#> Trackway_04 1.010759 1.6980860 3.8178089 NA 3.3324485
#> Trackway_07 2.933034 2.0333392 1.5176949 3.332448 NA
#> Trackway_08 3.164099 2.2329690 1.1058053 3.452014 0.4452544
#> Trackway_09 3.033550 2.0004521 0.9529973 3.171098 0.7617595
#> Trackway_13 1.712846 0.8261521 2.2381528 2.147244 2.1189899
#> Trackway_15 12.243476 11.3257744 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 -1.000000 6.9612525 5.5668752 -1.000000 5.0533056
#> Trackway_18 3.214692 2.3515771 1.6436145 3.741206 0.3768933
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1640992 3.0335503 1.7128457 12.243476 -1.000000
#> Trackway_02 2.2329690 2.0004521 0.8261521 11.325774 6.961253
#> Trackway_03 1.1058053 0.9529973 2.2381528 -1.000000 5.566875
#> Trackway_04 3.4520143 3.1710977 2.1472441 -1.000000 -1.000000
#> Trackway_07 0.4452544 0.7617595 2.1189899 -1.000000 5.053306
#> Trackway_08 NA 0.6708209 1.4562612 9.126885 -1.000000
#> Trackway_09 0.6708209 NA 1.4569055 9.401131 5.547161
#> Trackway_13 1.4562612 1.4569055 NA 10.540127 -1.000000
#> Trackway_15 9.1268845 9.4011309 10.5401274 NA 5.763205
#> Trackway_16 -1.0000000 5.5471613 -1.0000000 5.763205 NA
#> Trackway_18 0.5823778 1.0244083 1.8073302 9.031100 4.702790
#> Trackway_18
#> Trackway_01 3.2146923
#> Trackway_02 2.3515771
#> Trackway_03 1.6436145
#> Trackway_04 3.7412062
#> Trackway_07 0.3768933
#> Trackway_08 0.5823778
#> Trackway_09 1.0244083
#> Trackway_13 1.8073302
#> Trackway_15 9.0311000
#> Trackway_16 4.7027900
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[33]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.904007 4.3659578 3.640705 3.2290829
#> Trackway_02 2.904007 NA 2.3121440 1.743612 2.1114684
#> Trackway_03 4.365958 2.312144 NA 3.930131 1.5846569
#> Trackway_04 3.640705 1.743612 3.9301313 NA 3.8313224
#> Trackway_07 3.229083 2.111468 1.5846569 3.831322 NA
#> Trackway_08 3.295767 2.171566 1.3032702 3.911893 0.4791758
#> Trackway_09 2.570185 1.184735 1.9224313 2.849065 1.0084992
#> Trackway_13 4.208574 1.694105 0.8623973 3.160181 1.9131445
#> Trackway_15 11.783642 10.576651 -1.0000000 -1.000000 8.9572137
#> Trackway_16 -1.000000 -1.000000 -1.0000000 8.967553 -1.0000000
#> Trackway_18 3.759231 2.228978 0.8879113 3.945448 1.0031436
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2957672 2.570185 4.2085737 11.783642 -1.000000
#> Trackway_02 2.1715663 1.184735 1.6941047 10.576651 -1.000000
#> Trackway_03 1.3032702 1.922431 0.8623973 -1.000000 -1.000000
#> Trackway_04 3.9118926 2.849065 3.1601811 -1.000000 8.967553
#> Trackway_07 0.4791758 1.008499 1.9131445 8.957214 -1.000000
#> Trackway_08 NA 1.168735 1.7217108 -1.000000 -1.000000
#> Trackway_09 1.1687345 NA 1.7721124 9.866206 6.145204
#> Trackway_13 1.7217108 1.772112 NA 9.042318 6.327920
#> Trackway_15 -1.0000000 9.866206 9.0423184 NA 5.495107
#> Trackway_16 -1.0000000 6.145204 6.3279199 5.495107 NA
#> Trackway_18 0.5357316 1.445603 1.3378946 8.445352 5.121084
#> Trackway_18
#> Trackway_01 3.7592308
#> Trackway_02 2.2289776
#> Trackway_03 0.8879113
#> Trackway_04 3.9454481
#> Trackway_07 1.0031436
#> Trackway_08 0.5357316
#> Trackway_09 1.4456029
#> Trackway_13 1.3378946
#> Trackway_15 8.4453516
#> Trackway_16 5.1210837
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[34]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.5587302 3.5101442 0.3495099 2.1084457
#> Trackway_02 1.5587302 NA 2.4293525 1.6912922 2.1810899
#> Trackway_03 3.5101442 2.4293525 NA 3.6844628 1.9077139
#> Trackway_04 0.3495099 1.6912922 3.6844628 NA 2.4495118
#> Trackway_07 2.1084457 2.1810899 1.9077139 2.4495118 NA
#> Trackway_08 3.0639618 2.5403197 1.1437791 3.3135353 1.0367015
#> Trackway_09 2.1598161 1.6161973 1.2837160 2.4742343 0.9232962
#> Trackway_13 1.7617383 0.9927283 2.0845053 2.0600680 1.4362925
#> Trackway_15 11.1475890 -1.0000000 -1.0000000 -1.0000000 9.0884756
#> Trackway_16 7.6291492 7.5599800 -1.0000000 -1.0000000 5.5682166
#> Trackway_18 3.2638321 2.4589022 0.2772462 3.6964345 1.6636262
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0639618 2.1598161 1.7617383 11.147589 7.629149
#> Trackway_02 2.5403197 1.6161973 0.9927283 -1.000000 7.559980
#> Trackway_03 1.1437791 1.2837160 2.0845053 -1.000000 -1.000000
#> Trackway_04 3.3135353 2.4742343 2.0600680 -1.000000 -1.000000
#> Trackway_07 1.0367015 0.9232962 1.4362925 9.088476 5.568217
#> Trackway_08 NA 0.9498616 1.5560332 -1.000000 5.026476
#> Trackway_09 0.9498616 NA 0.6243328 -1.000000 5.944057
#> Trackway_13 1.5560332 0.6243328 NA 9.593851 -1.000000
#> Trackway_15 -1.0000000 -1.0000000 9.5938507 NA 4.929435
#> Trackway_16 5.0264756 5.9440569 -1.0000000 4.929435 NA
#> Trackway_18 0.9241647 1.1435122 1.5675591 8.043210 -1.000000
#> Trackway_18
#> Trackway_01 3.2638321
#> Trackway_02 2.4589022
#> Trackway_03 0.2772462
#> Trackway_04 3.6964345
#> Trackway_07 1.6636262
#> Trackway_08 0.9241647
#> Trackway_09 1.1435122
#> Trackway_13 1.5675591
#> Trackway_15 8.0432097
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[35]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.7593485 3.4760215 1.292186 2.8638312
#> Trackway_02 0.7593485 NA 2.7303359 1.748774 2.1110547
#> Trackway_03 3.4760215 2.7303359 NA 3.654191 1.0809845
#> Trackway_04 1.2921865 1.7487737 3.6541906 NA 3.2151017
#> Trackway_07 2.8638312 2.1110547 1.0809845 3.215102 NA
#> Trackway_08 3.5552176 2.6922510 0.6938966 3.660969 0.6424740
#> Trackway_09 2.8601431 2.1011116 0.9310949 3.049293 0.5317051
#> Trackway_13 3.2787726 2.4847893 1.2699213 2.658861 1.9339252
#> Trackway_15 11.4883035 -1.0000000 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 7.2761133 6.6051313 4.9108960 -1.000000 4.6828329
#> Trackway_18 3.5724299 2.8143167 0.4330778 3.674877 0.9116396
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5552176 2.8601431 3.278773 11.488303 7.276113
#> Trackway_02 2.6922510 2.1011116 2.484789 -1.000000 6.605131
#> Trackway_03 0.6938966 0.9310949 1.269921 -1.000000 4.910896
#> Trackway_04 3.6609687 3.0492925 2.658861 -1.000000 -1.000000
#> Trackway_07 0.6424740 0.5317051 1.933925 -1.000000 4.682833
#> Trackway_08 NA 0.6338329 1.880352 -1.000000 4.377772
#> Trackway_09 0.6338329 NA 1.544401 -1.000000 4.925753
#> Trackway_13 1.8803525 1.5444015 NA 9.121725 6.180196
#> Trackway_15 -1.0000000 -1.0000000 9.121725 NA 5.501104
#> Trackway_16 4.3777718 4.9257527 6.180196 5.501104 NA
#> Trackway_18 0.3145224 0.7170672 1.687284 7.952731 -1.000000
#> Trackway_18
#> Trackway_01 3.5724299
#> Trackway_02 2.8143167
#> Trackway_03 0.4330778
#> Trackway_04 3.6748775
#> Trackway_07 0.9116396
#> Trackway_08 0.3145224
#> Trackway_09 0.7170672
#> Trackway_13 1.6872838
#> Trackway_15 7.9527314
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[36]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.6998611 3.0374145 0.9775517 2.5466527
#> Trackway_02 0.6998611 NA 2.4478154 1.6728326 1.7766789
#> Trackway_03 3.0374145 2.4478154 NA 3.9789089 1.7525714
#> Trackway_04 0.9775517 1.6728326 3.9789089 NA 3.2603757
#> Trackway_07 2.5466527 1.7766789 1.7525714 3.2603757 NA
#> Trackway_08 3.0944673 2.5170892 0.8030152 4.1153416 1.3213612
#> Trackway_09 2.8919099 2.2200434 0.6932881 3.9144971 2.1890673
#> Trackway_13 2.0290136 1.3211124 1.5224033 2.9031252 0.5343411
#> Trackway_15 11.9065929 11.2138449 -1.0000000 -1.0000000 9.8805911
#> Trackway_16 7.7320569 7.1352003 5.3679365 -1.0000000 5.4262344
#> Trackway_18 3.0261219 2.3669674 0.9659199 4.0208228 1.3213612
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0944673 2.8919099 2.0290136 11.906593 7.732057
#> Trackway_02 2.5170892 2.2200434 1.3211124 11.213845 7.135200
#> Trackway_03 0.8030152 0.6932881 1.5224033 -1.000000 5.367937
#> Trackway_04 4.1153416 3.9144971 2.9031252 -1.000000 -1.000000
#> Trackway_07 1.3213612 2.1890673 0.5343411 9.880591 5.426234
#> Trackway_08 NA 1.4854040 1.2382991 8.835168 4.836762
#> Trackway_09 1.4854040 NA 1.8161358 9.291643 6.011284
#> Trackway_13 1.2382991 1.8161358 NA -1.000000 -1.000000
#> Trackway_15 8.8351682 9.2916433 -1.0000000 NA 5.570861
#> Trackway_16 4.8367623 6.0112837 -1.0000000 5.570861 NA
#> Trackway_18 0.8688784 1.6098052 1.1304243 8.934110 4.828380
#> Trackway_18
#> Trackway_01 3.0261219
#> Trackway_02 2.3669674
#> Trackway_03 0.9659199
#> Trackway_04 4.0208228
#> Trackway_07 1.3213612
#> Trackway_08 0.8688784
#> Trackway_09 1.6098052
#> Trackway_13 1.1304243
#> Trackway_15 8.9341100
#> Trackway_16 4.8283798
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[37]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8262502 3.242823 0.6026332 2.3761523
#> Trackway_02 0.8262502 NA 2.653284 1.2366169 1.5672716
#> Trackway_03 3.2428226 2.6532836 NA 3.7503017 1.8340967
#> Trackway_04 0.6026332 1.2366169 3.750302 NA 2.8309309
#> Trackway_07 2.3761523 1.5672716 1.834097 2.8309309 NA
#> Trackway_08 3.0227559 2.2168368 1.668463 3.4424637 0.6578320
#> Trackway_09 2.0880596 1.2933205 1.668256 2.6404773 0.3822334
#> Trackway_13 2.2461038 1.5797902 3.016325 2.4647119 1.4123575
#> Trackway_15 11.6926404 10.9674193 -1.000000 -1.0000000 9.5567816
#> Trackway_16 7.3663058 6.5571561 -1.000000 7.7397062 5.0003674
#> Trackway_18 3.2455222 2.5369013 1.151611 3.7605264 1.1222063
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0227559 2.0880596 2.246104 11.692640 7.366306
#> Trackway_02 2.2168368 1.2933205 1.579790 10.967419 6.557156
#> Trackway_03 1.6684633 1.6682559 3.016325 -1.000000 -1.000000
#> Trackway_04 3.4424637 2.6404773 2.464712 -1.000000 7.739706
#> Trackway_07 0.6578320 0.3822334 1.412358 9.556782 5.000367
#> Trackway_08 NA 0.9500284 1.672781 -1.000000 -1.000000
#> Trackway_09 0.9500284 NA 1.551504 -1.000000 -1.000000
#> Trackway_13 1.6727814 1.5515037 NA 10.521765 5.439051
#> Trackway_15 -1.0000000 -1.0000000 10.521765 NA 6.199865
#> Trackway_16 -1.0000000 -1.0000000 5.439051 6.199865 NA
#> Trackway_18 0.6009167 1.1927901 2.530186 8.521995 4.372162
#> Trackway_18
#> Trackway_01 3.2455222
#> Trackway_02 2.5369013
#> Trackway_03 1.1516111
#> Trackway_04 3.7605264
#> Trackway_07 1.1222063
#> Trackway_08 0.6009167
#> Trackway_09 1.1927901
#> Trackway_13 2.5301856
#> Trackway_15 8.5219945
#> Trackway_16 4.3721616
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[38]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.979351 2.8046940 3.617407 2.6425196
#> Trackway_02 1.979351 NA 3.0952598 2.033895 1.6696276
#> Trackway_03 2.804694 3.095260 NA 5.217759 1.6980160
#> Trackway_04 3.617407 2.033895 5.2177593 NA 3.5365149
#> Trackway_07 2.642520 1.669628 1.6980160 3.536515 NA
#> Trackway_08 2.979084 3.382567 0.3857321 5.742751 2.2076410
#> Trackway_09 2.112564 1.693864 1.4534714 3.686509 0.5146222
#> Trackway_13 1.657995 2.430184 1.1607699 4.451414 1.6721014
#> Trackway_15 -1.000000 11.172615 8.5094777 12.843718 9.5055091
#> Trackway_16 7.723571 6.811877 5.2493927 8.052434 -1.0000000
#> Trackway_18 2.776584 3.051639 0.3770776 4.932753 1.3214547
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9790839 2.1125643 1.657995 -1.000000 7.723571
#> Trackway_02 3.3825666 1.6938641 2.430184 11.172615 6.811877
#> Trackway_03 0.3857321 1.4534714 1.160770 8.509478 5.249393
#> Trackway_04 5.7427507 3.6865088 4.451414 12.843718 8.052434
#> Trackway_07 2.2076410 0.5146222 1.672101 9.505509 -1.000000
#> Trackway_08 NA 1.7578573 1.268526 -1.000000 5.438968
#> Trackway_09 1.7578573 NA 1.167486 -1.000000 5.662543
#> Trackway_13 1.2685264 1.1674863 NA -1.000000 6.299692
#> Trackway_15 -1.0000000 -1.0000000 -1.000000 NA 5.423470
#> Trackway_16 5.4389681 5.6625426 6.299692 5.423470 NA
#> Trackway_18 0.7528448 1.0702434 1.127358 -1.000000 5.203250
#> Trackway_18
#> Trackway_01 2.7765844
#> Trackway_02 3.0516395
#> Trackway_03 0.3770776
#> Trackway_04 4.9327526
#> Trackway_07 1.3214547
#> Trackway_08 0.7528448
#> Trackway_09 1.0702434
#> Trackway_13 1.1273580
#> Trackway_15 -1.0000000
#> Trackway_16 5.2032503
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[39]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.282194 4.4805833 4.141023 3.1476717
#> Trackway_02 2.282194 NA 2.3505867 1.942516 1.9369786
#> Trackway_03 4.480583 2.350587 NA 3.056696 0.7487649
#> Trackway_04 4.141023 1.942516 3.0566959 NA 3.1205925
#> Trackway_07 3.147672 1.936979 0.7487649 3.120593 NA
#> Trackway_08 3.151559 2.806159 1.9291808 4.724777 1.1895344
#> Trackway_09 4.567950 2.567391 1.2298413 2.367208 1.8285175
#> Trackway_13 2.820001 1.352993 1.0898517 2.631643 0.5978382
#> Trackway_15 11.777190 10.783117 -1.0000000 11.037922 8.9226377
#> Trackway_16 -1.000000 -1.000000 -1.0000000 -1.000000 -1.0000000
#> Trackway_18 3.592293 2.396594 0.5553208 3.577816 0.4800860
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.151559 4.567950 2.8200014 11.777190 -1.000000
#> Trackway_02 2.806159 2.567391 1.3529927 10.783117 -1.000000
#> Trackway_03 1.929181 1.229841 1.0898517 -1.000000 -1.000000
#> Trackway_04 4.724777 2.367208 2.6316426 11.037922 -1.000000
#> Trackway_07 1.189534 1.828517 0.5978382 8.922638 -1.000000
#> Trackway_08 NA 2.909536 1.6438420 8.625864 4.502674
#> Trackway_09 2.909536 NA 1.8148859 -1.000000 6.397929
#> Trackway_13 1.643842 1.814886 NA -1.000000 -1.000000
#> Trackway_15 8.625864 -1.000000 -1.0000000 NA 5.662572
#> Trackway_16 4.502674 6.397929 -1.0000000 5.662572 NA
#> Trackway_18 1.217192 1.782444 1.0438643 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.5922927
#> Trackway_02 2.3965942
#> Trackway_03 0.5553208
#> Trackway_04 3.5778161
#> Trackway_07 0.4800860
#> Trackway_08 1.2171924
#> Trackway_09 1.7824438
#> Trackway_13 1.0438643
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[40]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.239791 2.9996738 0.9556635 2.6881003
#> Trackway_02 1.2397909 NA 1.9901484 0.9473120 2.4415349
#> Trackway_03 2.9996738 1.990148 NA 2.9996738 1.4888417
#> Trackway_04 0.9556635 0.947312 2.9996738 NA 3.2052287
#> Trackway_07 2.6881003 2.441535 1.4888417 3.2052287 NA
#> Trackway_08 3.1036546 2.413390 0.9406223 3.3183739 1.1024771
#> Trackway_09 3.1559705 3.103074 2.4385042 3.8138914 0.9421169
#> Trackway_13 2.1720801 1.946618 1.5789230 2.6171762 0.7089255
#> Trackway_15 11.6043740 10.662010 -1.0000000 11.6062750 9.2999817
#> Trackway_16 -1.0000000 -1.000000 5.2230846 -1.0000000 -1.0000000
#> Trackway_18 3.3023172 2.372033 0.3861011 3.2718422 2.0123276
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1036546 3.1559705 2.1720801 11.604374 -1.000000
#> Trackway_02 2.4133901 3.1030735 1.9466183 10.662010 -1.000000
#> Trackway_03 0.9406223 2.4385042 1.5789230 -1.000000 5.223085
#> Trackway_04 3.3183739 3.8138914 2.6171762 11.606275 -1.000000
#> Trackway_07 1.1024771 0.9421169 0.7089255 9.299982 -1.000000
#> Trackway_08 NA 1.9098184 1.3452443 8.536993 -1.000000
#> Trackway_09 1.9098184 NA 1.1699907 -1.000000 4.659326
#> Trackway_13 1.3452443 1.1699907 NA 9.799022 5.374566
#> Trackway_15 8.5369933 -1.0000000 9.7990222 NA -1.000000
#> Trackway_16 -1.0000000 4.6593264 5.3745657 -1.000000 NA
#> Trackway_18 0.7691957 2.7200524 1.9162971 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.3023172
#> Trackway_02 2.3720331
#> Trackway_03 0.3861011
#> Trackway_04 3.2718422
#> Trackway_07 2.0123276
#> Trackway_08 0.7691957
#> Trackway_09 2.7200524
#> Trackway_13 1.9162971
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[41]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.179690 3.5917298 0.8749756 2.7179223
#> Trackway_02 1.1796904 NA 3.3767463 2.0332153 1.4568271
#> Trackway_03 3.5917298 3.376746 NA 4.3016040 2.6517562
#> Trackway_04 0.8749756 2.033215 4.3016040 NA 3.3641822
#> Trackway_07 2.7179223 1.456827 2.6517562 3.3641822 NA
#> Trackway_08 3.4003832 2.505533 2.7071291 4.2390824 0.9497596
#> Trackway_09 2.6751606 2.634340 1.0065894 3.5393171 2.0990014
#> Trackway_13 2.1630426 2.272944 2.2210165 2.8305611 2.2729443
#> Trackway_15 11.5882658 -1.000000 -1.0000000 12.3916415 9.5659400
#> Trackway_16 7.6633917 6.642832 5.4708922 8.5382265 5.1940394
#> Trackway_18 3.3605599 3.015962 0.8771946 4.1499783 1.8740373
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.4003832 2.6751606 2.1630426 11.588266 7.663392
#> Trackway_02 2.5055332 2.6343397 2.2729443 -1.000000 6.642832
#> Trackway_03 2.7071291 1.0065894 2.2210165 -1.000000 5.470892
#> Trackway_04 4.2390824 3.5393171 2.8305611 12.391642 8.538227
#> Trackway_07 0.9497596 2.0990014 2.2729443 9.565940 5.194039
#> Trackway_08 NA 2.0311620 2.4911612 8.644406 -1.000000
#> Trackway_09 2.0311620 NA 0.6776009 8.995407 5.786205
#> Trackway_13 2.4911612 0.6776009 NA 9.636124 6.432902
#> Trackway_15 8.6444058 8.9954073 9.6361242 NA 5.691904
#> Trackway_16 -1.0000000 5.7862050 6.4329022 5.691904 NA
#> Trackway_18 1.5187383 1.1116213 1.5515688 8.245650 4.915823
#> Trackway_18
#> Trackway_01 3.3605599
#> Trackway_02 3.0159625
#> Trackway_03 0.8771946
#> Trackway_04 4.1499783
#> Trackway_07 1.8740373
#> Trackway_08 1.5187383
#> Trackway_09 1.1116213
#> Trackway_13 1.5515688
#> Trackway_15 8.2456503
#> Trackway_16 4.9158234
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[42]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.0646565 4.1836758 2.0254268 2.8424409
#> Trackway_02 2.064657 NA 2.8570783 0.6477706 2.1240542
#> Trackway_03 4.183676 2.8570783 NA 3.5531061 1.3265247
#> Trackway_04 2.025427 0.6477706 3.5531061 NA 2.8682760
#> Trackway_07 2.842441 2.1240542 1.3265247 2.8682760 NA
#> Trackway_08 2.999685 2.8182334 1.7566601 3.3686165 0.8456614
#> Trackway_09 2.418558 1.9875435 2.1151966 2.3477892 0.8439718
#> Trackway_13 3.124001 1.6084704 1.2677027 2.2526271 1.1012348
#> Trackway_15 -1.000000 11.1870102 8.3956615 11.8266729 -1.0000000
#> Trackway_16 6.897654 -1.0000000 -1.0000000 7.7411472 -1.0000000
#> Trackway_18 4.229300 2.9625950 0.9286697 3.6552917 1.4393982
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9996851 2.4185577 3.124001 -1.000000 6.897654
#> Trackway_02 2.8182334 1.9875435 1.608470 11.187010 -1.000000
#> Trackway_03 1.7566601 2.1151966 1.267703 8.395662 -1.000000
#> Trackway_04 3.3686165 2.3477892 2.252627 11.826673 7.741147
#> Trackway_07 0.8456614 0.8439718 1.101235 -1.000000 -1.000000
#> Trackway_08 NA 1.1131866 1.943621 -1.000000 4.389736
#> Trackway_09 1.1131866 NA 1.543901 -1.000000 -1.000000
#> Trackway_13 1.9436211 1.5439008 NA 9.655614 6.123108
#> Trackway_15 -1.0000000 -1.0000000 9.655614 NA -1.000000
#> Trackway_16 4.3897356 -1.0000000 6.123108 -1.000000 NA
#> Trackway_18 1.9059065 2.5174842 1.360874 -1.000000 5.255806
#> Trackway_18
#> Trackway_01 4.2293004
#> Trackway_02 2.9625950
#> Trackway_03 0.9286697
#> Trackway_04 3.6552917
#> Trackway_07 1.4393982
#> Trackway_08 1.9059065
#> Trackway_09 2.5174842
#> Trackway_13 1.3608737
#> Trackway_15 -1.0000000
#> Trackway_16 5.2558064
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[43]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.734845 3.2243375 0.778139 2.3190578
#> Trackway_02 1.734845 NA 2.3042595 2.432177 2.2447369
#> Trackway_03 3.224337 2.304259 NA 3.988600 1.1692742
#> Trackway_04 0.778139 2.432177 3.9885996 NA 3.0300649
#> Trackway_07 2.319058 2.244737 1.1692742 3.030065 NA
#> Trackway_08 2.982168 2.585026 0.7834913 3.697951 0.8435228
#> Trackway_09 2.251131 1.971639 1.1115100 2.991745 0.2844926
#> Trackway_13 1.233128 1.659495 2.1295981 1.928471 1.1016036
#> Trackway_15 11.296419 10.612819 -1.0000000 11.969381 8.9827736
#> Trackway_16 7.574431 -1.000000 -1.0000000 8.054811 5.5964184
#> Trackway_18 3.860693 2.831360 0.9240884 4.688087 2.0994961
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9821675 2.2511312 1.233128 11.296419 7.574431
#> Trackway_02 2.5850258 1.9716392 1.659495 10.612819 -1.000000
#> Trackway_03 0.7834913 1.1115100 2.129598 -1.000000 -1.000000
#> Trackway_04 3.6979514 2.9917446 1.928471 11.969381 8.054811
#> Trackway_07 0.8435228 0.2844926 1.101604 8.982774 5.596418
#> Trackway_08 NA 0.9761762 1.910180 -1.000000 -1.000000
#> Trackway_09 0.9761762 NA 1.163375 9.091558 5.830255
#> Trackway_13 1.9101802 1.1633750 NA 10.064927 6.431779
#> Trackway_15 -1.0000000 9.0915583 10.064927 NA 5.244984
#> Trackway_16 -1.0000000 5.8302548 6.431779 5.244984 NA
#> Trackway_18 1.2508499 1.6880438 2.769126 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.8606927
#> Trackway_02 2.8313598
#> Trackway_03 0.9240884
#> Trackway_04 4.6880871
#> Trackway_07 2.0994961
#> Trackway_08 1.2508499
#> Trackway_09 1.6880438
#> Trackway_13 2.7691259
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[44]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.203530 2.4215645 1.941271 3.0739448
#> Trackway_02 3.203530 NA 2.6649795 2.447284 1.2970937
#> Trackway_03 2.421565 2.664979 NA 3.634821 1.6747516
#> Trackway_04 1.941271 2.447284 3.6348210 NA 3.0681676
#> Trackway_07 3.073945 1.297094 1.6747516 3.068168 NA
#> Trackway_08 2.677344 3.489527 0.8251581 4.864828 2.4676144
#> Trackway_09 2.810738 1.530430 1.6075892 2.991808 0.1297437
#> Trackway_13 2.317759 1.256684 1.4199631 2.549267 0.5745342
#> Trackway_15 10.335195 10.965956 8.5986495 12.011002 9.6719198
#> Trackway_16 7.339834 6.337464 -1.0000000 8.275672 5.2561029
#> Trackway_18 2.426261 2.722234 1.0028714 3.513265 1.5131726
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.6773436 2.8107384 2.3177588 10.335195 7.339834
#> Trackway_02 3.4895267 1.5304298 1.2566839 10.965956 6.337464
#> Trackway_03 0.8251581 1.6075892 1.4199631 8.598650 -1.000000
#> Trackway_04 4.8648276 2.9918077 2.5492675 12.011002 8.275672
#> Trackway_07 2.4676144 0.1297437 0.5745342 9.671920 5.256103
#> Trackway_08 NA 2.4105329 2.2446202 7.884445 -1.000000
#> Trackway_09 2.4105329 NA 0.5300285 9.801140 -1.000000
#> Trackway_13 2.2446202 0.5300285 NA -1.000000 -1.000000
#> Trackway_15 7.8844448 9.8011400 -1.0000000 NA 5.996335
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 5.996335 NA
#> Trackway_18 0.8559990 1.6070285 1.4324552 8.571070 -1.000000
#> Trackway_18
#> Trackway_01 2.426261
#> Trackway_02 2.722234
#> Trackway_03 1.002871
#> Trackway_04 3.513265
#> Trackway_07 1.513173
#> Trackway_08 0.855999
#> Trackway_09 1.607029
#> Trackway_13 1.432455
#> Trackway_15 8.571070
#> Trackway_16 -1.000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[45]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.037322 3.3532585 1.278130 2.4978437
#> Trackway_02 1.037322 NA 3.3171753 1.603836 1.9828399
#> Trackway_03 3.353259 3.317175 NA 4.678385 1.7189026
#> Trackway_04 1.278130 1.603836 4.6783848 NA 3.5198303
#> Trackway_07 2.497844 1.982840 1.7189026 3.519830 NA
#> Trackway_08 3.124902 2.797778 1.0277188 4.251143 0.8942311
#> Trackway_09 3.424237 3.409206 0.3200998 4.585096 1.9630856
#> Trackway_13 2.022039 2.209436 1.3528818 3.223103 1.0673527
#> Trackway_15 12.025792 -1.000000 9.0660816 -1.000000 9.5442884
#> Trackway_16 8.050280 7.221567 6.1216564 8.801642 5.6672801
#> Trackway_18 3.332310 3.118666 0.7657501 4.483466 1.1946728
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1249016 3.4242369 2.022039 12.025792 8.050280
#> Trackway_02 2.7977781 3.4092059 2.209436 -1.000000 7.221567
#> Trackway_03 1.0277188 0.3200998 1.352882 9.066082 6.121656
#> Trackway_04 4.2511429 4.5850958 3.223103 -1.000000 8.801642
#> Trackway_07 0.8942311 1.9630856 1.067353 9.544288 5.667280
#> Trackway_08 NA 1.2788039 1.209689 8.936228 -1.000000
#> Trackway_09 1.2788039 NA 1.443549 9.233020 -1.000000
#> Trackway_13 1.2096886 1.4435493 NA -1.000000 6.605035
#> Trackway_15 8.9362281 9.2330202 -1.000000 NA 5.309536
#> Trackway_16 -1.0000000 -1.0000000 6.605035 5.309536 NA
#> Trackway_18 0.2898346 1.0525811 1.944429 8.775732 -1.000000
#> Trackway_18
#> Trackway_01 3.3323103
#> Trackway_02 3.1186663
#> Trackway_03 0.7657501
#> Trackway_04 4.4834657
#> Trackway_07 1.1946728
#> Trackway_08 0.2898346
#> Trackway_09 1.0525811
#> Trackway_13 1.9444287
#> Trackway_15 8.7757320
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[46]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8436545 3.7515518 1.556794 2.310049
#> Trackway_02 0.8436545 NA 3.2579284 1.463106 1.930944
#> Trackway_03 3.7515518 3.2579284 NA 3.919943 2.449194
#> Trackway_04 1.5567942 1.4631064 3.9199429 NA 3.469204
#> Trackway_07 2.3100492 1.9309442 2.4491938 3.469204 NA
#> Trackway_08 3.1070126 2.4909077 1.5052350 3.823228 1.091683
#> Trackway_09 3.1938626 2.3803182 0.6287267 3.405720 1.901636
#> Trackway_13 1.6114689 0.8600567 2.1493180 2.187527 1.336573
#> Trackway_15 11.5952850 -1.0000000 8.2530755 -1.000000 9.403948
#> Trackway_16 7.1430480 6.7773297 -1.0000000 8.211803 4.879419
#> Trackway_18 3.0552351 2.5321054 1.2602465 3.838922 1.223992
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1070126 3.1938626 1.6114689 11.595285 7.143048
#> Trackway_02 2.4909077 2.3803182 0.8600567 -1.000000 6.777330
#> Trackway_03 1.5052350 0.6287267 2.1493180 8.253075 -1.000000
#> Trackway_04 3.8232285 3.4057200 2.1875268 -1.000000 8.211803
#> Trackway_07 1.0916829 1.9016364 1.3365727 9.403948 4.879419
#> Trackway_08 NA 1.1305649 1.6569317 8.488460 4.477469
#> Trackway_09 1.1305649 NA 1.5648831 -1.000000 -1.000000
#> Trackway_13 1.6569317 1.5648831 NA -1.000000 6.044474
#> Trackway_15 8.4884604 -1.0000000 -1.0000000 NA 5.872162
#> Trackway_16 4.4774686 -1.0000000 6.0444736 5.872162 NA
#> Trackway_18 0.2848464 0.8353286 1.7813419 8.560538 -1.000000
#> Trackway_18
#> Trackway_01 3.0552351
#> Trackway_02 2.5321054
#> Trackway_03 1.2602465
#> Trackway_04 3.8389219
#> Trackway_07 1.2239917
#> Trackway_08 0.2848464
#> Trackway_09 0.8353286
#> Trackway_13 1.7813419
#> Trackway_15 8.5605376
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[47]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.515219 4.2859205 2.415027 2.6863636
#> Trackway_02 3.515219 NA 2.1687538 2.124677 2.6565263
#> Trackway_03 4.285920 2.168754 NA 3.580903 1.4370875
#> Trackway_04 2.415027 2.124677 3.5809035 NA 3.3456527
#> Trackway_07 2.686364 2.656526 1.4370875 3.345653 NA
#> Trackway_08 3.915737 2.135979 0.2845467 3.735969 1.5404137
#> Trackway_09 3.171441 1.948497 0.4806553 3.181298 0.9707855
#> Trackway_13 3.585322 1.073905 1.0697650 2.962088 1.9038877
#> Trackway_15 -1.000000 10.172225 8.4403997 11.998955 9.1094147
#> Trackway_16 7.018044 -1.000000 -1.0000000 8.089037 4.6820377
#> Trackway_18 3.809270 2.223562 0.2332430 3.721864 1.4459309
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.9157373 3.1714411 3.585322 -1.000000 7.018044
#> Trackway_02 2.1359794 1.9484975 1.073905 10.172225 -1.000000
#> Trackway_03 0.2845467 0.4806553 1.069765 8.440400 -1.000000
#> Trackway_04 3.7359688 3.1812983 2.962088 11.998955 8.089037
#> Trackway_07 1.5404137 0.9707855 1.903888 9.109415 4.682038
#> Trackway_08 NA 0.7450161 1.062460 8.265179 -1.000000
#> Trackway_09 0.7450161 NA 1.026892 -1.000000 5.039723
#> Trackway_13 1.0624602 1.0268916 NA 9.191950 5.896500
#> Trackway_15 8.2651791 -1.0000000 9.191950 NA 5.892960
#> Trackway_16 -1.0000000 5.0397228 5.896500 5.892960 NA
#> Trackway_18 0.1623909 0.6425872 1.134415 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.8092697
#> Trackway_02 2.2235615
#> Trackway_03 0.2332430
#> Trackway_04 3.7218638
#> Trackway_07 1.4459309
#> Trackway_08 0.1623909
#> Trackway_09 0.6425872
#> Trackway_13 1.1344145
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[48]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8254085 3.44717158 0.8414756 2.6584842
#> Trackway_02 0.8254085 NA 2.85129220 1.1654532 2.1287666
#> Trackway_03 3.4471716 2.8512922 NA 3.7813412 1.0751813
#> Trackway_04 0.8414756 1.1654532 3.78134117 NA 3.1605819
#> Trackway_07 2.6584842 2.1287666 1.07518126 3.1605819 NA
#> Trackway_08 3.1338863 2.3215481 1.85467664 3.4822673 0.9612052
#> Trackway_09 3.3402517 2.7230330 0.99189426 3.3020938 1.8841555
#> Trackway_13 1.9900525 1.4059930 1.95057474 2.4906336 0.8332732
#> Trackway_15 11.5171385 10.9314158 8.23361432 -1.0000000 8.8586611
#> Trackway_16 -1.0000000 6.8068793 5.03488935 -1.0000000 4.9815947
#> Trackway_18 3.4940252 3.0605440 0.08713101 3.8295914 1.1612853
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1338863 3.3402517 1.9900525 11.517139 -1.000000
#> Trackway_02 2.3215481 2.7230330 1.4059930 10.931416 6.806879
#> Trackway_03 1.8546766 0.9918943 1.9505747 8.233614 5.034889
#> Trackway_04 3.4822673 3.3020938 2.4906336 -1.000000 -1.000000
#> Trackway_07 0.9612052 1.8841555 0.8332732 8.858661 4.981595
#> Trackway_08 NA 2.4754543 1.5073388 -1.000000 -1.000000
#> Trackway_09 2.4754543 NA 1.4010596 -1.000000 -1.000000
#> Trackway_13 1.5073388 1.4010596 NA 9.584224 -1.000000
#> Trackway_15 -1.0000000 -1.0000000 9.5842240 NA -1.000000
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 -1.000000 NA
#> Trackway_18 1.9020992 0.9637992 1.5094370 8.199398 5.062684
#> Trackway_18
#> Trackway_01 3.49402518
#> Trackway_02 3.06054399
#> Trackway_03 0.08713101
#> Trackway_04 3.82959136
#> Trackway_07 1.16128533
#> Trackway_08 1.90209918
#> Trackway_09 0.96379925
#> Trackway_13 1.50943700
#> Trackway_15 8.19939842
#> Trackway_16 5.06268433
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[49]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.079965 3.0157621 1.337609 2.8645529
#> Trackway_02 1.079965 NA 2.4556320 2.454901 1.9298335
#> Trackway_03 3.015762 2.455632 NA 3.525887 1.5209302
#> Trackway_04 1.337609 2.454901 3.5258873 NA 3.8834828
#> Trackway_07 2.864553 1.929833 1.5209302 3.883483 NA
#> Trackway_08 2.992839 2.332078 0.5497357 3.685156 1.0457288
#> Trackway_09 2.517956 1.546307 1.6872354 3.596850 0.3997668
#> Trackway_13 2.040067 1.421090 1.2016086 2.715344 1.2547967
#> Trackway_15 11.624177 -1.000000 8.6724136 11.965885 -1.0000000
#> Trackway_16 7.579656 6.654164 -1.0000000 8.459285 -1.0000000
#> Trackway_18 3.076552 2.469922 0.8898941 3.645124 1.3558323
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9928392 2.5179562 2.040067 11.624177 7.579656
#> Trackway_02 2.3320780 1.5463065 1.421090 -1.000000 6.654164
#> Trackway_03 0.5497357 1.6872354 1.201609 8.672414 -1.000000
#> Trackway_04 3.6851556 3.5968505 2.715344 11.965885 8.459285
#> Trackway_07 1.0457288 0.3997668 1.254797 -1.000000 -1.000000
#> Trackway_08 NA 1.2680508 1.082055 8.719750 -1.000000
#> Trackway_09 1.2680508 NA 1.125968 9.684910 -1.000000
#> Trackway_13 1.0820553 1.1259683 NA -1.000000 5.753380
#> Trackway_15 8.7197505 9.6849105 -1.000000 NA -1.000000
#> Trackway_16 -1.0000000 -1.0000000 5.753380 -1.000000 NA
#> Trackway_18 0.4855032 1.5112360 1.129914 8.617235 -1.000000
#> Trackway_18
#> Trackway_01 3.0765517
#> Trackway_02 2.4699220
#> Trackway_03 0.8898941
#> Trackway_04 3.6451244
#> Trackway_07 1.3558323
#> Trackway_08 0.4855032
#> Trackway_09 1.5112360
#> Trackway_13 1.1299144
#> Trackway_15 8.6172351
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[50]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.900582 5.2288452 3.972425 3.248835
#> Trackway_02 3.900582 NA 2.4585215 1.474854 2.144411
#> Trackway_03 5.228845 2.458522 NA 3.930689 2.101023
#> Trackway_04 3.972425 1.474854 3.9306892 NA 3.395746
#> Trackway_07 3.248835 2.144411 2.1010229 3.395746 NA
#> Trackway_08 4.680279 2.384764 0.8300000 3.866731 1.543096
#> Trackway_09 5.878379 2.513907 0.4147050 3.930689 2.450917
#> Trackway_13 4.150799 1.209814 1.3055776 2.684652 1.461489
#> Trackway_15 -1.000000 -1.000000 8.4492642 12.289837 9.265740
#> Trackway_16 6.537083 -1.000000 5.4636371 8.351057 -1.000000
#> Trackway_18 4.843299 2.550184 0.6991579 3.961894 1.554952
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.6802786 5.878379 4.150799 -1.000000 6.537083
#> Trackway_02 2.3847636 2.513907 1.209814 -1.000000 -1.000000
#> Trackway_03 0.8300000 0.414705 1.305578 8.449264 5.463637
#> Trackway_04 3.8667307 3.930689 2.684652 12.289837 8.351057
#> Trackway_07 1.5430956 2.450917 1.461489 9.265740 -1.000000
#> Trackway_08 NA 1.044620 1.175721 8.430745 5.053818
#> Trackway_09 1.0446198 NA 1.460153 8.572626 5.818002
#> Trackway_13 1.1757211 1.460153 NA -1.000000 6.011950
#> Trackway_15 8.4307452 8.572626 -1.000000 NA 5.676753
#> Trackway_16 5.0538182 5.818002 6.011950 5.676753 NA
#> Trackway_18 0.1266846 1.105052 1.280655 8.328106 -1.000000
#> Trackway_18
#> Trackway_01 4.8432994
#> Trackway_02 2.5501841
#> Trackway_03 0.6991579
#> Trackway_04 3.9618937
#> Trackway_07 1.5549521
#> Trackway_08 0.1266846
#> Trackway_09 1.1050519
#> Trackway_13 1.2806554
#> Trackway_15 8.3281063
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[51]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.372514 4.3446849 2.264122 2.7895105
#> Trackway_02 1.372514 NA 3.3543534 2.139817 1.6560839
#> Trackway_03 4.344685 3.354353 NA 3.971561 2.0969869
#> Trackway_04 2.264122 2.139817 3.9715613 NA 3.5191368
#> Trackway_07 2.789511 1.656084 2.0969869 3.519137 NA
#> Trackway_08 3.233612 2.184487 2.3410955 4.101937 0.5957693
#> Trackway_09 2.466346 1.374991 2.4029691 3.330743 0.3958685
#> Trackway_13 2.320270 1.056906 2.0245137 2.636527 1.0861173
#> Trackway_15 12.052761 -1.000000 -1.0000000 12.372275 9.2771571
#> Trackway_16 7.882018 7.040472 5.7355618 8.929626 -1.0000000
#> Trackway_18 4.209078 2.460660 0.7296503 3.869168 1.3472900
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2336116 2.4663464 2.320270 12.052761 7.882018
#> Trackway_02 2.1844865 1.3749905 1.056906 -1.000000 7.040472
#> Trackway_03 2.3410955 2.4029691 2.024514 -1.000000 5.735562
#> Trackway_04 4.1019365 3.3307434 2.636527 12.372275 8.929626
#> Trackway_07 0.5957693 0.3958685 1.086117 9.277157 -1.000000
#> Trackway_08 NA 0.8124842 1.681813 8.874961 4.858164
#> Trackway_09 0.8124842 NA 1.040063 9.636009 5.665490
#> Trackway_13 1.6818127 1.0400633 NA 10.045612 6.454125
#> Trackway_15 8.8749606 9.6360093 10.045612 NA 5.147254
#> Trackway_16 4.8581637 5.6654896 6.454125 5.147254 NA
#> Trackway_18 1.5853514 1.6997597 1.520932 8.600380 -1.000000
#> Trackway_18
#> Trackway_01 4.2090783
#> Trackway_02 2.4606604
#> Trackway_03 0.7296503
#> Trackway_04 3.8691675
#> Trackway_07 1.3472900
#> Trackway_08 1.5853514
#> Trackway_09 1.6997597
#> Trackway_13 1.5209320
#> Trackway_15 8.6003802
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[52]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 4.735474 5.776390 2.158546 3.5929248
#> Trackway_02 4.735474 NA 2.333803 3.034619 2.4148431
#> Trackway_03 5.776390 2.333803 NA 4.687456 2.1132806
#> Trackway_04 2.158546 3.034619 4.687456 NA 3.0722500
#> Trackway_07 3.592925 2.414843 2.113281 3.072250 NA
#> Trackway_08 4.372174 2.538548 1.568800 3.705572 0.7981352
#> Trackway_09 4.083749 1.375637 1.811806 2.917982 1.0540569
#> Trackway_13 5.151245 1.150076 1.280696 3.591031 2.1792805
#> Trackway_15 11.866292 10.748625 8.453950 12.205140 9.1825679
#> Trackway_16 -1.000000 7.560770 5.741408 -1.000000 -1.0000000
#> Trackway_18 4.372174 2.344767 1.506472 3.762675 0.7172179
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.3721744 4.083749 5.151245 11.866292 -1.000000
#> Trackway_02 2.5385478 1.375637 1.150076 10.748625 7.560770
#> Trackway_03 1.5687999 1.811806 1.280696 8.453950 5.741408
#> Trackway_04 3.7055720 2.917982 3.591031 12.205140 -1.000000
#> Trackway_07 0.7981352 1.054057 2.179280 9.182568 -1.000000
#> Trackway_08 NA 1.271455 1.648459 8.631211 5.076362
#> Trackway_09 1.2714549 NA 1.080023 9.761285 6.266656
#> Trackway_13 1.6484587 1.080023 NA 9.675574 -1.000000
#> Trackway_15 8.6312111 9.761285 9.675574 NA 4.867524
#> Trackway_16 5.0763625 6.266656 -1.000000 4.867524 NA
#> Trackway_18 0.2571506 1.104860 1.479646 -1.000000 5.220509
#> Trackway_18
#> Trackway_01 4.3721744
#> Trackway_02 2.3447672
#> Trackway_03 1.5064724
#> Trackway_04 3.7626746
#> Trackway_07 0.7172179
#> Trackway_08 0.2571506
#> Trackway_09 1.1048605
#> Trackway_13 1.4796459
#> Trackway_15 -1.0000000
#> Trackway_16 5.2205092
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[53]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.167102 4.0568038 2.935086 2.562547
#> Trackway_02 2.167102 NA 2.3537894 1.654322 1.956872
#> Trackway_03 4.056804 2.353789 NA 3.231008 2.116738
#> Trackway_04 2.935086 1.654322 3.2310083 NA 3.216226
#> Trackway_07 2.562547 1.956872 2.1167381 3.216226 NA
#> Trackway_08 3.777501 2.341072 0.9299827 3.327879 1.361878
#> Trackway_09 3.743232 1.884523 0.5430617 2.736455 1.792195
#> Trackway_13 4.341002 2.391976 1.2149700 2.540932 2.667409
#> Trackway_15 11.747841 -1.000000 8.5438063 11.687707 -1.000000
#> Trackway_16 -1.000000 -1.000000 5.5016700 8.250932 5.201975
#> Trackway_18 4.636676 3.142805 0.5454152 3.630134 2.286544
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.7775007 3.7432323 4.3410018 11.747841 -1.000000
#> Trackway_02 2.3410721 1.8845227 2.3919760 -1.000000 -1.000000
#> Trackway_03 0.9299827 0.5430617 1.2149700 8.543806 5.501670
#> Trackway_04 3.3278795 2.7364549 2.5409319 11.687707 8.250932
#> Trackway_07 1.3618785 1.7921950 2.6674090 -1.000000 5.201975
#> Trackway_08 NA 0.9109766 1.9875940 -1.000000 -1.000000
#> Trackway_09 0.9109766 NA 0.8953352 9.084712 5.972137
#> Trackway_13 1.9875940 0.8953352 NA 9.353670 6.668197
#> Trackway_15 -1.0000000 9.0847116 9.3536696 NA 5.273342
#> Trackway_16 -1.0000000 5.9721371 6.6681968 5.273342 NA
#> Trackway_18 0.9340083 1.0212115 1.3518365 8.104393 5.356863
#> Trackway_18
#> Trackway_01 4.6366761
#> Trackway_02 3.1428054
#> Trackway_03 0.5454152
#> Trackway_04 3.6301336
#> Trackway_07 2.2865439
#> Trackway_08 0.9340083
#> Trackway_09 1.0212115
#> Trackway_13 1.3518365
#> Trackway_15 8.1043927
#> Trackway_16 5.3568625
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[54]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9348119 3.1389615 0.2676613 2.6671189
#> Trackway_02 0.9348119 NA 2.6857054 1.1864860 1.7777652
#> Trackway_03 3.1389615 2.6857054 NA 3.4228199 1.7644318
#> Trackway_04 0.2676613 1.1864860 3.4228199 NA 2.9644544
#> Trackway_07 2.6671189 1.7777652 1.7644318 2.9644544 NA
#> Trackway_08 2.9069694 2.4496844 0.8082577 3.1318121 0.9744892
#> Trackway_09 2.1648273 1.3936503 1.5447794 2.4090432 0.6349796
#> Trackway_13 2.1164335 1.6034848 1.0823239 2.3273464 1.1931947
#> Trackway_15 11.1330734 -1.0000000 8.0149017 11.3341519 -1.0000000
#> Trackway_16 -1.0000000 7.5333910 5.8198721 -1.0000000 5.7563636
#> Trackway_18 3.4265041 3.1389551 0.8555895 3.6103663 2.0000506
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9069694 2.1648273 2.1164335 11.133073 -1.000000
#> Trackway_02 2.4496844 1.3936503 1.6034848 -1.000000 7.533391
#> Trackway_03 0.8082577 1.5447794 1.0823239 8.014902 5.819872
#> Trackway_04 3.1318121 2.4090432 2.3273464 11.334152 -1.000000
#> Trackway_07 0.9744892 0.6349796 1.1931947 -1.000000 5.756364
#> Trackway_08 NA 0.9053272 0.9631857 8.275822 5.597544
#> Trackway_09 0.9053272 NA 0.6970839 9.144932 -1.000000
#> Trackway_13 0.9631857 0.6970839 NA -1.000000 6.439910
#> Trackway_15 8.2758224 9.1449319 -1.0000000 NA 4.765834
#> Trackway_16 5.5975445 -1.0000000 6.4399102 4.765834 NA
#> Trackway_18 1.0265928 1.8240794 1.5707696 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.4265041
#> Trackway_02 3.1389551
#> Trackway_03 0.8555895
#> Trackway_04 3.6103663
#> Trackway_07 2.0000506
#> Trackway_08 1.0265928
#> Trackway_09 1.8240794
#> Trackway_13 1.5707696
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[55]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.668254 3.4885798 1.195062 2.3601433
#> Trackway_02 1.668254 NA 2.3377253 2.819922 2.4217839
#> Trackway_03 3.488580 2.337725 NA 4.278347 2.0538818
#> Trackway_04 1.195062 2.819922 4.2783467 NA 2.6854753
#> Trackway_07 2.360143 2.421784 2.0538818 2.685475 NA
#> Trackway_08 3.160548 2.981638 1.8653541 3.435304 0.8004159
#> Trackway_09 2.659330 1.863508 0.9611128 3.605284 1.0668353
#> Trackway_13 2.526080 1.093007 1.2663750 3.498629 2.1134702
#> Trackway_15 11.567499 10.541367 8.2119960 12.048465 -1.0000000
#> Trackway_16 7.157067 6.882959 4.9502327 7.189465 4.8523891
#> Trackway_18 3.244287 2.396319 0.6493198 3.888421 1.3747902
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1605481 2.6593298 2.526080 11.567499 7.157067
#> Trackway_02 2.9816377 1.8635082 1.093007 10.541367 6.882959
#> Trackway_03 1.8653541 0.9611128 1.266375 8.211996 4.950233
#> Trackway_04 3.4353044 3.6052835 3.498629 12.048465 7.189465
#> Trackway_07 0.8004159 1.0668353 2.113470 -1.000000 4.852389
#> Trackway_08 NA 1.3041871 2.491114 8.635690 4.018271
#> Trackway_09 1.3041871 NA 1.084411 8.919792 5.031858
#> Trackway_13 2.4911139 1.0844111 NA -1.000000 -1.000000
#> Trackway_15 8.6356900 8.9197919 -1.000000 NA 6.017366
#> Trackway_16 4.0182714 5.0318582 -1.000000 6.017366 NA
#> Trackway_18 1.2163129 0.5910658 1.467686 8.329598 4.574233
#> Trackway_18
#> Trackway_01 3.2442872
#> Trackway_02 2.3963192
#> Trackway_03 0.6493198
#> Trackway_04 3.8884212
#> Trackway_07 1.3747902
#> Trackway_08 1.2163129
#> Trackway_09 0.5910658
#> Trackway_13 1.4676858
#> Trackway_15 8.3295980
#> Trackway_16 4.5742334
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[56]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.273812 4.1745821 2.619095 3.1205404
#> Trackway_02 3.273812 NA 1.8987843 1.492430 2.1223350
#> Trackway_03 4.174582 1.898784 NA 3.343769 1.4492120
#> Trackway_04 2.619095 1.492430 3.3437688 NA 3.1763777
#> Trackway_07 3.120540 2.122335 1.4492120 3.176378 NA
#> Trackway_08 3.523892 2.066507 0.9270809 3.289660 0.5021276
#> Trackway_09 3.142313 1.725079 1.0934066 2.868325 0.4186522
#> Trackway_13 4.037933 1.211929 0.8491654 2.705286 2.1752764
#> Trackway_15 12.287285 -1.000000 9.1986791 12.492344 -1.0000000
#> Trackway_16 7.359462 7.378011 5.8067490 -1.000000 -1.0000000
#> Trackway_18 4.407881 2.178753 0.3126204 3.619879 1.3857284
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5238921 3.1423135 4.0379334 12.287285 7.359462
#> Trackway_02 2.0665074 1.7250790 1.2119292 -1.000000 7.378011
#> Trackway_03 0.9270809 1.0934066 0.8491654 9.198679 5.806749
#> Trackway_04 3.2896601 2.8683255 2.7052863 12.492344 -1.000000
#> Trackway_07 0.5021276 0.4186522 2.1752764 -1.000000 -1.000000
#> Trackway_08 NA 0.7145226 1.4845390 9.238532 5.317181
#> Trackway_09 0.7145226 NA 1.4022207 9.678046 5.661285
#> Trackway_13 1.4845390 1.4022207 NA 9.977543 6.641018
#> Trackway_15 9.2385319 9.6780464 9.9775433 NA 5.649981
#> Trackway_16 5.3171812 5.6612852 6.6410181 5.649981 NA
#> Trackway_18 1.0147167 1.2985017 1.1433579 8.917302 -1.000000
#> Trackway_18
#> Trackway_01 4.4078811
#> Trackway_02 2.1787533
#> Trackway_03 0.3126204
#> Trackway_04 3.6198794
#> Trackway_07 1.3857284
#> Trackway_08 1.0147167
#> Trackway_09 1.2985017
#> Trackway_13 1.1433579
#> Trackway_15 8.9173021
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[57]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.129587 4.5724490 3.086558 2.593558
#> Trackway_02 3.129587 NA 2.1944769 1.714763 2.002355
#> Trackway_03 4.572449 2.194477 NA 3.763469 2.300952
#> Trackway_04 3.086558 1.714763 3.7634692 NA 3.338242
#> Trackway_07 2.593558 2.002355 2.3009525 3.338242 NA
#> Trackway_08 3.639138 1.970969 1.3288359 3.513914 1.001353
#> Trackway_09 3.716859 1.371622 0.8556672 3.085153 1.514708
#> Trackway_13 3.906113 1.064620 0.9905763 2.695534 1.929574
#> Trackway_15 11.941210 10.429497 8.4910648 12.141488 9.452577
#> Trackway_16 7.715047 7.346025 -1.0000000 8.945297 5.676443
#> Trackway_18 3.949487 2.230368 1.3826829 3.929902 1.156179
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.6391378 3.7168592 3.9061133 11.941210 7.715047
#> Trackway_02 1.9709694 1.3716215 1.0646196 10.429497 7.346025
#> Trackway_03 1.3288359 0.8556672 0.9905763 8.491065 -1.000000
#> Trackway_04 3.5139136 3.0851533 2.6955341 12.141488 8.945297
#> Trackway_07 1.0013529 1.5147076 1.9295736 9.452577 5.676443
#> Trackway_08 NA 0.7463196 1.3063115 8.796928 5.474064
#> Trackway_09 0.7463196 NA 0.5745649 9.068889 6.077112
#> Trackway_13 1.3063115 0.5745649 NA 9.454100 6.629277
#> Trackway_15 8.7969279 9.0688894 9.4541004 NA -1.000000
#> Trackway_16 5.4740641 6.0771120 6.6292765 -1.000000 NA
#> Trackway_18 0.3522898 1.0154648 1.5770010 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.9494872
#> Trackway_02 2.2303683
#> Trackway_03 1.3826829
#> Trackway_04 3.9299019
#> Trackway_07 1.1561788
#> Trackway_08 0.3522898
#> Trackway_09 1.0154648
#> Trackway_13 1.5770010
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[58]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.243193 3.1021066 1.576409 2.4198610
#> Trackway_02 1.243193 NA 2.2551624 1.301490 2.0930941
#> Trackway_03 3.102107 2.255162 NA 3.315527 1.5056216
#> Trackway_04 1.576409 1.301490 3.3155268 NA 3.4783007
#> Trackway_07 2.419861 2.093094 1.5056216 3.478301 NA
#> Trackway_08 3.051558 2.252403 0.6210163 3.495257 0.9375283
#> Trackway_09 2.761609 2.067010 0.3354457 3.002976 1.6514079
#> Trackway_13 2.369484 1.416865 1.1125930 2.270386 1.9504183
#> Trackway_15 -1.000000 -1.000000 -1.0000000 -1.000000 9.2009913
#> Trackway_16 -1.000000 -1.000000 5.2213198 -1.000000 5.0642637
#> Trackway_18 3.559025 2.712581 0.5245022 3.749334 2.1484078
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0515581 2.7616090 2.3694838 -1.000000 -1.000000
#> Trackway_02 2.2524028 2.0670097 1.4168646 -1.000000 -1.000000
#> Trackway_03 0.6210163 0.3354457 1.1125930 -1.000000 5.221320
#> Trackway_04 3.4952568 3.0029759 2.2703864 -1.000000 -1.000000
#> Trackway_07 0.9375283 1.6514079 1.9504183 9.200991 5.064264
#> Trackway_08 NA 0.7922141 1.4706929 8.526678 4.912955
#> Trackway_09 0.7922141 NA 0.7900937 8.729044 5.525122
#> Trackway_13 1.4706929 0.7900937 NA 9.351397 6.315212
#> Trackway_15 8.5266785 8.7290436 9.3513971 NA 5.708286
#> Trackway_16 4.9129551 5.5251218 6.3152124 5.708286 NA
#> Trackway_18 1.0239759 0.8019288 1.4375535 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.5590254
#> Trackway_02 2.7125814
#> Trackway_03 0.5245022
#> Trackway_04 3.7493340
#> Trackway_07 2.1484078
#> Trackway_08 1.0239759
#> Trackway_09 0.8019288
#> Trackway_13 1.4375535
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[59]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.957596 4.4910587 1.539298 2.5410475
#> Trackway_02 1.957596 NA 2.9992025 1.248660 1.3760124
#> Trackway_03 4.491059 2.999202 NA 4.128635 1.9765163
#> Trackway_04 1.539298 1.248660 4.1286346 NA 2.5332042
#> Trackway_07 2.541048 1.376012 1.9765163 2.533204 NA
#> Trackway_08 3.509654 2.299611 1.2804563 3.511133 1.1472601
#> Trackway_09 3.000635 1.447915 1.5265326 2.995487 0.8390149
#> Trackway_13 3.870399 1.974263 1.3661295 3.399767 1.7980178
#> Trackway_15 -1.000000 11.089591 8.3133465 -1.000000 9.8443159
#> Trackway_16 6.746698 6.471192 -1.0000000 7.487552 5.1131592
#> Trackway_18 3.994142 2.511498 0.9717723 3.759682 1.5355305
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5096540 3.0006348 3.870399 -1.000000 6.746698
#> Trackway_02 2.2996107 1.4479146 1.974263 11.089591 6.471192
#> Trackway_03 1.2804563 1.5265326 1.366129 8.313347 -1.000000
#> Trackway_04 3.5111333 2.9954867 3.399767 -1.000000 7.487552
#> Trackway_07 1.1472601 0.8390149 1.798018 9.844316 5.113159
#> Trackway_08 NA 0.9881727 1.793956 8.839554 4.407069
#> Trackway_09 0.9881727 NA 1.146638 9.676918 5.378270
#> Trackway_13 1.7939564 1.1466377 NA -1.000000 -1.000000
#> Trackway_15 8.8395544 9.6769180 -1.000000 NA 6.553233
#> Trackway_16 4.4070691 5.3782697 -1.000000 6.553233 NA
#> Trackway_18 0.8969848 1.3206656 1.390323 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.9941416
#> Trackway_02 2.5114981
#> Trackway_03 0.9717723
#> Trackway_04 3.7596818
#> Trackway_07 1.5355305
#> Trackway_08 0.8969848
#> Trackway_09 1.3206656
#> Trackway_13 1.3903226
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[60]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.4274551 3.626893 2.719080 2.5812737
#> Trackway_02 0.4274551 NA 3.240705 2.611386 2.1565978
#> Trackway_03 3.6268930 3.2407049 NA 3.150197 1.9841671
#> Trackway_04 2.7190796 2.6113863 3.150197 NA 4.3508106
#> Trackway_07 2.5812737 2.1565978 1.984167 4.350811 NA
#> Trackway_08 2.8358863 2.3437801 1.709301 3.648929 0.3014414
#> Trackway_09 2.6989441 2.3305785 2.895450 4.367375 0.9893841
#> Trackway_13 2.5812737 2.2201220 1.137080 2.271013 1.7588635
#> Trackway_15 11.3885148 -1.0000000 8.046627 11.089210 -1.0000000
#> Trackway_16 -1.0000000 7.5127178 5.644418 8.681942 5.3803576
#> Trackway_18 2.9383792 2.6565401 1.301701 3.491158 0.6986938
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.8358863 2.6989441 2.581274 11.388515 -1.000000
#> Trackway_02 2.3437801 2.3305785 2.220122 -1.000000 7.512718
#> Trackway_03 1.7093011 2.8954500 1.137080 8.046627 5.644418
#> Trackway_04 3.6489291 4.3673747 2.271013 11.089210 8.681942
#> Trackway_07 0.3014414 0.9893841 1.758864 -1.000000 5.380358
#> Trackway_08 NA 1.1861539 1.615068 8.653366 -1.000000
#> Trackway_09 1.1861539 NA 2.635613 9.242091 5.313125
#> Trackway_13 1.6150684 2.6356133 NA 9.170856 -1.000000
#> Trackway_15 8.6533661 9.2420909 9.170856 NA 4.890719
#> Trackway_16 -1.0000000 5.3131253 -1.000000 4.890719 NA
#> Trackway_18 0.4585210 1.5946450 1.991007 8.450270 -1.000000
#> Trackway_18
#> Trackway_01 2.9383792
#> Trackway_02 2.6565401
#> Trackway_03 1.3017005
#> Trackway_04 3.4911576
#> Trackway_07 0.6986938
#> Trackway_08 0.4585210
#> Trackway_09 1.5946450
#> Trackway_13 1.9910068
#> Trackway_15 8.4502701
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[61]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.791104 3.7744442 3.218934 3.2652137
#> Trackway_02 1.791104 NA 2.3755108 1.792274 1.8672622
#> Trackway_03 3.774444 2.375511 NA 3.277071 0.5198697
#> Trackway_04 3.218934 1.792274 3.2770711 NA 2.9182884
#> Trackway_07 3.265214 1.867262 0.5198697 2.918288 NA
#> Trackway_08 4.567944 2.761621 0.4059578 3.543140 0.9231976
#> Trackway_09 3.272134 2.231044 0.5957093 3.253940 0.4164325
#> Trackway_13 3.462602 1.708899 1.2850319 2.024309 1.0574397
#> Trackway_15 11.983949 10.888912 -1.0000000 11.571341 9.0235084
#> Trackway_16 7.683642 7.205572 5.3016564 -1.000000 5.6189946
#> Trackway_18 4.407321 2.920907 0.8580521 3.554254 1.1430110
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.5679435 3.2721343 3.462602 11.983949 7.683642
#> Trackway_02 2.7616214 2.2310444 1.708899 10.888912 7.205572
#> Trackway_03 0.4059578 0.5957093 1.285032 -1.000000 5.301656
#> Trackway_04 3.5431405 3.2539397 2.024309 11.571341 -1.000000
#> Trackway_07 0.9231976 0.4164325 1.057440 9.023508 5.618995
#> Trackway_08 NA 0.9586710 1.519888 8.164175 5.131945
#> Trackway_09 0.9586710 NA 1.495515 8.858879 -1.000000
#> Trackway_13 1.5198880 1.4955145 NA 9.601347 6.586316
#> Trackway_15 8.1641752 8.8588791 9.601347 NA 5.353367
#> Trackway_16 5.1319448 -1.0000000 6.586316 5.353367 NA
#> Trackway_18 0.2990412 1.2354592 1.539271 8.072992 -1.000000
#> Trackway_18
#> Trackway_01 4.4073214
#> Trackway_02 2.9209069
#> Trackway_03 0.8580521
#> Trackway_04 3.5542544
#> Trackway_07 1.1430110
#> Trackway_08 0.2990412
#> Trackway_09 1.2354592
#> Trackway_13 1.5392708
#> Trackway_15 8.0729922
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[62]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.6542494 3.8478892 2.7320733 2.8418673
#> Trackway_02 2.654249 NA 2.2947905 0.6892534 2.3151256
#> Trackway_03 3.847889 2.2947905 NA 2.9783465 1.2878930
#> Trackway_04 2.732073 0.6892534 2.9783465 NA 2.9579599
#> Trackway_07 2.841867 2.3151256 1.2878930 2.9579599 NA
#> Trackway_08 3.071186 2.3594808 1.0696768 3.0296991 0.2452243
#> Trackway_09 2.902727 1.5572533 0.9677037 2.4220144 0.8773078
#> Trackway_13 2.817356 0.9258863 1.3992381 1.6145964 1.4884942
#> Trackway_15 11.771237 11.0105840 8.7170477 11.6953819 9.0984419
#> Trackway_16 -1.000000 7.2419167 5.3187218 -1.0000000 4.9383251
#> Trackway_18 4.233620 2.6922806 0.3876586 3.3297867 1.6105565
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0711857 2.9027268 2.8173556 11.771237 -1.000000
#> Trackway_02 2.3594808 1.5572533 0.9258863 11.010584 7.241917
#> Trackway_03 1.0696768 0.9677037 1.3992381 8.717048 5.318722
#> Trackway_04 3.0296991 2.4220144 1.6145964 11.695382 -1.000000
#> Trackway_07 0.2452243 0.8773078 1.4884942 9.098442 4.938325
#> Trackway_08 NA 0.8400076 1.4853973 -1.000000 4.883195
#> Trackway_09 0.8400076 NA 0.6514640 9.535881 5.707154
#> Trackway_13 1.4853973 0.6514640 NA -1.000000 6.358618
#> Trackway_15 -1.0000000 9.5358812 -1.0000000 NA -1.000000
#> Trackway_16 4.8831953 5.7071541 6.3586178 -1.000000 NA
#> Trackway_18 1.3764688 1.3544157 1.7485552 8.417558 5.236919
#> Trackway_18
#> Trackway_01 4.2336202
#> Trackway_02 2.6922806
#> Trackway_03 0.3876586
#> Trackway_04 3.3297867
#> Trackway_07 1.6105565
#> Trackway_08 1.3764688
#> Trackway_09 1.3544157
#> Trackway_13 1.7485552
#> Trackway_15 8.4175583
#> Trackway_16 5.2369192
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[63]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.803983 3.3271108 1.943868 2.8572645
#> Trackway_02 1.803983 NA 1.9850366 3.635765 2.0282023
#> Trackway_03 3.327111 1.985037 NA 4.710453 1.2800321
#> Trackway_04 1.943868 3.635765 4.7104533 NA 3.6403074
#> Trackway_07 2.857265 2.028202 1.2800321 3.640307 NA
#> Trackway_08 3.398778 2.646506 1.3458101 4.267786 0.7364086
#> Trackway_09 2.451407 1.883920 1.3359076 3.492443 0.3195177
#> Trackway_13 2.004891 1.066307 1.3910512 3.380389 1.0139081
#> Trackway_15 -1.000000 10.272457 -1.0000000 12.480474 -1.0000000
#> Trackway_16 -1.000000 -1.000000 5.5979255 8.214398 5.4585494
#> Trackway_18 3.834678 2.423862 0.8280816 5.324101 1.7016665
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.3987775 2.4514075 2.004891 -1.000000 -1.000000
#> Trackway_02 2.6465062 1.8839202 1.066307 10.272457 -1.000000
#> Trackway_03 1.3458101 1.3359076 1.391051 -1.000000 5.597925
#> Trackway_04 4.2677863 3.4924435 3.380389 12.480474 8.214398
#> Trackway_07 0.7364086 0.3195177 1.013908 -1.000000 5.458549
#> Trackway_08 NA 1.1157139 1.640677 8.263376 4.761800
#> Trackway_09 1.1157139 NA 0.805765 9.146998 -1.000000
#> Trackway_13 1.6406773 0.8057650 NA 9.631498 6.401912
#> Trackway_15 8.2633760 9.1469977 9.631498 NA 5.400821
#> Trackway_16 4.7617995 -1.0000000 6.401912 5.400821 NA
#> Trackway_18 1.5114437 1.9189198 1.903233 7.849854 5.394971
#> Trackway_18
#> Trackway_01 3.8346780
#> Trackway_02 2.4238618
#> Trackway_03 0.8280816
#> Trackway_04 5.3241009
#> Trackway_07 1.7016665
#> Trackway_08 1.5114437
#> Trackway_09 1.9189198
#> Trackway_13 1.9032334
#> Trackway_15 7.8498542
#> Trackway_16 5.3949709
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[64]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.036017 3.0987504 1.088509 2.3425730
#> Trackway_02 1.036017 NA 2.2780226 1.801152 2.1168773
#> Trackway_03 3.098750 2.278023 NA 3.969726 1.1906543
#> Trackway_04 1.088509 1.801152 3.9697264 NA 3.4593565
#> Trackway_07 2.342573 2.116877 1.1906543 3.459357 NA
#> Trackway_08 2.883781 2.642984 1.2348319 3.971410 0.5462060
#> Trackway_09 2.712451 2.495905 1.4828685 3.689028 0.5349973
#> Trackway_13 1.772022 1.090973 1.2970413 2.729171 1.4299694
#> Trackway_15 -1.000000 -1.000000 8.9059274 12.862654 -1.0000000
#> Trackway_16 -1.000000 7.634571 5.5543753 -1.000000 5.5700171
#> Trackway_18 3.285818 2.642430 0.3881001 4.991622 1.4437425
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.883781 2.7124508 1.772022 -1.000000 -1.000000
#> Trackway_02 2.642984 2.4959047 1.090973 -1.000000 7.634571
#> Trackway_03 1.234832 1.4828685 1.297041 8.905927 5.554375
#> Trackway_04 3.971410 3.6890283 2.729171 12.862654 -1.000000
#> Trackway_07 0.546206 0.5349973 1.429969 -1.000000 5.570017
#> Trackway_08 NA 0.3964340 1.863701 -1.000000 -1.000000
#> Trackway_09 0.396434 NA 1.983996 9.425470 5.272392
#> Trackway_13 1.863701 1.9839962 NA 10.190798 6.741808
#> Trackway_15 -1.000000 9.4254695 10.190798 NA -1.000000
#> Trackway_16 -1.000000 5.2723917 6.741808 -1.000000 NA
#> Trackway_18 1.120872 1.4535705 1.882944 8.565081 -1.000000
#> Trackway_18
#> Trackway_01 3.2858179
#> Trackway_02 2.6424299
#> Trackway_03 0.3881001
#> Trackway_04 4.9916223
#> Trackway_07 1.4437425
#> Trackway_08 1.1208717
#> Trackway_09 1.4535705
#> Trackway_13 1.8829436
#> Trackway_15 8.5650810
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[65]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.066638 3.7211347 2.181616 2.2229858
#> Trackway_02 3.066638 NA 2.0990770 1.349026 2.7487392
#> Trackway_03 3.721135 2.099077 NA 3.167983 1.9039444
#> Trackway_04 2.181616 1.349026 3.1679830 NA 2.8815096
#> Trackway_07 2.222986 2.748739 1.9039444 2.881510 NA
#> Trackway_08 4.140973 2.644765 0.5534512 3.723297 2.1472143
#> Trackway_09 3.079032 2.390942 1.0425152 3.096698 0.9022919
#> Trackway_13 2.731734 1.190691 1.1784158 2.266905 1.5971560
#> Trackway_15 11.799872 -1.000000 8.6596058 -1.000000 9.5824212
#> Trackway_16 6.963428 -1.000000 -1.0000000 7.851926 5.0224090
#> Trackway_18 4.450196 2.650239 0.7453382 3.710382 2.0966341
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.1409732 3.0790323 2.731734 11.799872 6.963428
#> Trackway_02 2.6447648 2.3909422 1.190691 -1.000000 -1.000000
#> Trackway_03 0.5534512 1.0425152 1.178416 8.659606 -1.000000
#> Trackway_04 3.7232967 3.0966975 2.266905 -1.000000 7.851926
#> Trackway_07 2.1472143 0.9022919 1.597156 9.582421 5.022409
#> Trackway_08 NA 1.2454295 1.703723 8.108239 4.818829
#> Trackway_09 1.2454295 NA 1.200553 8.946447 4.845674
#> Trackway_13 1.7037227 1.2005526 NA -1.000000 6.030560
#> Trackway_15 8.1082391 8.9464474 -1.000000 NA 5.831022
#> Trackway_16 4.8188290 4.8456744 6.030560 5.831022 NA
#> Trackway_18 0.2244731 1.1955485 1.689597 8.117451 -1.000000
#> Trackway_18
#> Trackway_01 4.4501956
#> Trackway_02 2.6502388
#> Trackway_03 0.7453382
#> Trackway_04 3.7103824
#> Trackway_07 2.0966341
#> Trackway_08 0.2244731
#> Trackway_09 1.1955485
#> Trackway_13 1.6895973
#> Trackway_15 8.1174508
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[66]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.633305 3.3143793 1.019335 2.0452354
#> Trackway_02 1.633305 NA 2.2649962 1.445984 1.0745581
#> Trackway_03 3.314379 2.264996 NA 3.512690 1.4175495
#> Trackway_04 1.019335 1.445984 3.5126900 NA 2.5250055
#> Trackway_07 2.045235 1.074558 1.4175495 2.525005 NA
#> Trackway_08 2.996863 2.165156 1.3853936 3.472150 1.1098664
#> Trackway_09 2.323376 1.460640 1.6968304 2.900532 0.5889648
#> Trackway_13 2.117640 1.100510 1.2260879 2.286083 0.6747207
#> Trackway_15 11.836873 -1.000000 -1.0000000 -1.000000 9.8037508
#> Trackway_16 7.622436 6.880886 5.4614727 8.324772 5.8580620
#> Trackway_18 3.101097 2.125812 0.6788661 3.480883 1.0572726
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9968633 2.3233758 2.1176398 11.836873 7.622436
#> Trackway_02 2.1651556 1.4606398 1.1005101 -1.000000 6.880886
#> Trackway_03 1.3853936 1.6968304 1.2260879 -1.000000 5.461473
#> Trackway_04 3.4721495 2.9005317 2.2860835 -1.000000 8.324772
#> Trackway_07 1.1098664 0.5889648 0.6747207 9.803751 5.858062
#> Trackway_08 NA 0.6606948 1.4960613 -1.000000 -1.000000
#> Trackway_09 0.6606948 NA 1.2578532 9.607525 5.424817
#> Trackway_13 1.4960613 1.2578532 NA 9.943750 6.298605
#> Trackway_15 -1.0000000 9.6075248 9.9437501 NA -1.000000
#> Trackway_16 -1.0000000 5.4248172 6.2986048 -1.000000 NA
#> Trackway_18 0.6771727 1.2409567 1.2497352 8.766316 5.076950
#> Trackway_18
#> Trackway_01 3.1010967
#> Trackway_02 2.1258117
#> Trackway_03 0.6788661
#> Trackway_04 3.4808833
#> Trackway_07 1.0572726
#> Trackway_08 0.6771727
#> Trackway_09 1.2409567
#> Trackway_13 1.2497352
#> Trackway_15 8.7663164
#> Trackway_16 5.0769498
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[67]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.057233 3.3941139 0.7360796 2.355020
#> Trackway_02 1.0572325 NA 2.4319923 1.7699827 2.239277
#> Trackway_03 3.3941139 2.431992 NA 4.1299371 2.545222
#> Trackway_04 0.7360796 1.769983 4.1299371 NA 2.928395
#> Trackway_07 2.3550201 2.239277 2.5452222 2.9283955 NA
#> Trackway_08 3.0662261 2.616485 1.7378921 3.7444392 1.559892
#> Trackway_09 2.3897495 1.385792 1.1255093 3.1236351 2.296283
#> Trackway_13 1.9461438 1.140335 1.6113209 2.5961945 1.419554
#> Trackway_15 11.2712975 -1.000000 -1.0000000 -1.0000000 9.498398
#> Trackway_16 -1.0000000 7.029109 5.3663758 8.0461520 -1.000000
#> Trackway_18 3.4387944 2.686007 0.6813195 4.6886661 2.175173
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0662261 2.3897495 1.9461438 11.271298 -1.000000
#> Trackway_02 2.6164851 1.3857922 1.1403351 -1.000000 7.029109
#> Trackway_03 1.7378921 1.1255093 1.6113209 -1.000000 5.366376
#> Trackway_04 3.7444392 3.1236351 2.5961945 -1.000000 8.046152
#> Trackway_07 1.5598917 2.2962830 1.4195537 9.498398 -1.000000
#> Trackway_08 NA 1.5753375 1.2835815 8.300753 -1.000000
#> Trackway_09 1.5753375 NA 0.8802031 -1.000000 6.111478
#> Trackway_13 1.2835815 0.8802031 NA 9.395789 -1.000000
#> Trackway_15 8.3007527 -1.0000000 9.3957894 NA -1.000000
#> Trackway_16 -1.0000000 6.1114778 -1.0000000 -1.000000 NA
#> Trackway_18 0.9436039 1.3433388 1.5660175 -1.000000 4.833154
#> Trackway_18
#> Trackway_01 3.4387944
#> Trackway_02 2.6860074
#> Trackway_03 0.6813195
#> Trackway_04 4.6886661
#> Trackway_07 2.1751726
#> Trackway_08 0.9436039
#> Trackway_09 1.3433388
#> Trackway_13 1.5660175
#> Trackway_15 -1.0000000
#> Trackway_16 4.8331539
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[68]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.6088146 2.8606884 3.214794 2.5328414
#> Trackway_02 0.6088146 NA 2.4130867 2.787872 2.1134737
#> Trackway_03 2.8606884 2.4130867 NA 4.747212 1.9725684
#> Trackway_04 3.2147941 2.7878715 4.7472116 NA 2.8474295
#> Trackway_07 2.5328414 2.1134737 1.9725684 2.847430 NA
#> Trackway_08 2.6690193 2.3142533 0.9684193 4.229843 1.5068512
#> Trackway_09 2.3509429 1.9076564 1.0647139 3.550378 0.9108564
#> Trackway_13 1.4065711 1.1128524 1.3085371 3.540899 1.7561583
#> Trackway_15 11.1548159 -1.0000000 8.4819054 -1.000000 -1.0000000
#> Trackway_16 -1.0000000 -1.0000000 5.3406391 7.446220 -1.0000000
#> Trackway_18 2.8621941 2.5518505 0.7636415 4.449202 1.8955679
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.6690193 2.3509429 1.406571 11.154816 -1.000000
#> Trackway_02 2.3142533 1.9076564 1.112852 -1.000000 -1.000000
#> Trackway_03 0.9684193 1.0647139 1.308537 8.481905 5.340639
#> Trackway_04 4.2298426 3.5503783 3.540899 -1.000000 7.446220
#> Trackway_07 1.5068512 0.9108564 1.756158 -1.000000 -1.000000
#> Trackway_08 NA 0.6303434 1.295447 8.553216 5.090163
#> Trackway_09 0.6303434 NA 1.130335 -1.000000 5.279860
#> Trackway_13 1.2954470 1.1303345 NA -1.000000 6.338101
#> Trackway_15 8.5532158 -1.0000000 -1.000000 NA 5.429895
#> Trackway_16 5.0901625 5.2798602 6.338101 5.429895 NA
#> Trackway_18 0.3332967 0.9771495 1.480487 -1.000000 5.040825
#> Trackway_18
#> Trackway_01 2.8621941
#> Trackway_02 2.5518505
#> Trackway_03 0.7636415
#> Trackway_04 4.4492017
#> Trackway_07 1.8955679
#> Trackway_08 0.3332967
#> Trackway_09 0.9771495
#> Trackway_13 1.4804870
#> Trackway_15 -1.0000000
#> Trackway_16 5.0408251
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[69]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.792260 2.6786725 1.101775 2.678422
#> Trackway_02 1.792260 NA 3.3640007 1.381662 1.801852
#> Trackway_03 2.678672 3.364001 NA 3.524937 1.866224
#> Trackway_04 1.101775 1.381662 3.5249371 NA 2.937906
#> Trackway_07 2.678422 1.801852 1.8662244 2.937906 NA
#> Trackway_08 3.133900 2.690109 1.2354912 3.622272 1.355895
#> Trackway_09 2.460733 3.341541 0.8783458 3.473658 2.570740
#> Trackway_13 1.449963 1.658424 1.4584814 2.110250 1.381887
#> Trackway_15 11.136499 -1.000000 -1.0000000 -1.000000 -1.000000
#> Trackway_16 7.827123 -1.000000 -1.0000000 -1.000000 -1.000000
#> Trackway_18 3.162546 3.118197 0.5753230 3.781670 1.616161
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1338997 2.4607331 1.449963 11.136499 7.827123
#> Trackway_02 2.6901094 3.3415411 1.658424 -1.000000 -1.000000
#> Trackway_03 1.2354912 0.8783458 1.458481 -1.000000 -1.000000
#> Trackway_04 3.6222718 3.4736582 2.110250 -1.000000 -1.000000
#> Trackway_07 1.3558953 2.5707404 1.381887 -1.000000 -1.000000
#> Trackway_08 NA 2.0642147 1.683239 8.259167 4.767382
#> Trackway_09 2.0642147 NA 1.734935 -1.000000 -1.000000
#> Trackway_13 1.6832393 1.7349347 NA 9.765512 6.388373
#> Trackway_15 8.2591674 -1.0000000 9.765512 NA -1.000000
#> Trackway_16 4.7673819 -1.0000000 6.388373 -1.000000 NA
#> Trackway_18 0.9300454 1.4462159 1.673806 8.098701 5.067353
#> Trackway_18
#> Trackway_01 3.1625458
#> Trackway_02 3.1181973
#> Trackway_03 0.5753230
#> Trackway_04 3.7816696
#> Trackway_07 1.6161606
#> Trackway_08 0.9300454
#> Trackway_09 1.4462159
#> Trackway_13 1.6738063
#> Trackway_15 8.0987012
#> Trackway_16 5.0673530
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[70]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.299108 4.4386443 1.654866 2.8968017
#> Trackway_02 1.299108 NA 3.2122548 1.664835 1.6673271
#> Trackway_03 4.438644 3.212255 NA 4.280627 1.9325041
#> Trackway_04 1.654866 1.664835 4.2806265 NA 3.0892781
#> Trackway_07 2.896802 1.667327 1.9325041 3.089278 NA
#> Trackway_08 3.445872 2.259578 1.5252983 3.571684 0.6589580
#> Trackway_09 4.101735 2.787548 0.4938307 3.458227 1.8660092
#> Trackway_13 3.130522 1.831094 1.4006098 2.671431 1.2464187
#> Trackway_15 -1.000000 10.941039 8.3830576 -1.000000 9.2737204
#> Trackway_16 6.876200 5.885733 4.7461169 7.444135 4.2845165
#> Trackway_18 3.586243 2.279884 1.1977895 3.469247 0.7668727
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.4458723 4.1017345 3.1305225 -1.000000 6.876200
#> Trackway_02 2.2595777 2.7875480 1.8310945 10.941039 5.885733
#> Trackway_03 1.5252983 0.4938307 1.4006098 8.383058 4.746117
#> Trackway_04 3.5716836 3.4582271 2.6714307 -1.000000 7.444135
#> Trackway_07 0.6589580 1.8660092 1.2464187 9.273720 4.284516
#> Trackway_08 NA 1.4845749 1.2843008 8.775700 4.009509
#> Trackway_09 1.4845749 NA 0.9708052 8.875668 5.068991
#> Trackway_13 1.2843008 0.9708052 NA 9.640073 5.280478
#> Trackway_15 8.7757003 8.8756676 9.6400730 NA -1.000000
#> Trackway_16 4.0095086 5.0689907 5.2804784 -1.000000 NA
#> Trackway_18 0.5018588 1.2039632 1.0926714 8.739442 4.199392
#> Trackway_18
#> Trackway_01 3.5862435
#> Trackway_02 2.2798841
#> Trackway_03 1.1977895
#> Trackway_04 3.4692471
#> Trackway_07 0.7668727
#> Trackway_08 0.5018588
#> Trackway_09 1.2039632
#> Trackway_13 1.0926714
#> Trackway_15 8.7394419
#> Trackway_16 4.1993918
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[71]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.700762 3.2947481 2.003312 2.5466233
#> Trackway_02 1.700762 NA 2.0162849 1.436653 2.2590412
#> Trackway_03 3.294748 2.016285 NA 3.445623 1.2378373
#> Trackway_04 2.003312 1.436653 3.4456233 NA 3.6455945
#> Trackway_07 2.546623 2.259041 1.2378373 3.645595 NA
#> Trackway_08 3.174013 2.589911 1.0017867 3.967864 0.6663339
#> Trackway_09 2.355282 1.604758 0.9480180 2.979348 1.0606052
#> Trackway_13 2.947281 1.511901 1.0286682 2.701004 1.9754285
#> Trackway_15 -1.000000 10.958030 8.9418086 12.384781 9.2166842
#> Trackway_16 6.904470 6.803777 5.1244715 -1.000000 4.6329946
#> Trackway_18 4.076471 2.532259 0.5799288 3.965112 1.3279070
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1740133 2.355282 2.947281 -1.000000 6.904470
#> Trackway_02 2.5899114 1.604758 1.511901 10.958030 6.803777
#> Trackway_03 1.0017867 0.948018 1.028668 8.941809 5.124471
#> Trackway_04 3.9678637 2.979348 2.701004 12.384781 -1.000000
#> Trackway_07 0.6663339 1.060605 1.975429 9.216684 4.632995
#> Trackway_08 NA 1.059271 1.945194 8.603586 -1.000000
#> Trackway_09 1.0592709 NA 1.354099 -1.000000 5.231443
#> Trackway_13 1.9451935 1.354099 NA -1.000000 -1.000000
#> Trackway_15 8.6035863 -1.000000 -1.000000 NA -1.000000
#> Trackway_16 -1.0000000 5.231443 -1.000000 -1.000000 NA
#> Trackway_18 1.0002319 1.332461 1.872355 8.427658 -1.000000
#> Trackway_18
#> Trackway_01 4.0764715
#> Trackway_02 2.5322594
#> Trackway_03 0.5799288
#> Trackway_04 3.9651122
#> Trackway_07 1.3279070
#> Trackway_08 1.0002319
#> Trackway_09 1.3324608
#> Trackway_13 1.8723547
#> Trackway_15 8.4276582
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[72]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9715188 3.0739045 3.829126 2.4957263
#> Trackway_02 0.9715188 NA 2.2865510 3.667811 1.5375563
#> Trackway_03 3.0739045 2.2865510 NA 4.924008 1.5293189
#> Trackway_04 3.8291262 3.6678106 4.9240080 NA 3.7065385
#> Trackway_07 2.4957263 1.5375563 1.5293189 3.706539 NA
#> Trackway_08 3.2599956 2.3851828 0.9287125 5.719358 1.4998222
#> Trackway_09 2.6621725 1.7208179 0.5907053 4.347986 0.7289649
#> Trackway_13 1.9982270 1.0163837 1.6295588 4.014173 0.6226863
#> Trackway_15 11.0629195 -1.0000000 8.0264280 12.218486 8.9863891
#> Trackway_16 7.5323907 6.5697641 -1.0000000 7.297220 5.0422220
#> Trackway_18 3.3352933 2.4969464 0.4825765 5.399261 1.6950642
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2599956 2.6621725 1.9982270 11.062919 7.532391
#> Trackway_02 2.3851828 1.7208179 1.0163837 -1.000000 6.569764
#> Trackway_03 0.9287125 0.5907053 1.6295588 8.026428 -1.000000
#> Trackway_04 5.7193579 4.3479863 4.0141725 12.218486 7.297220
#> Trackway_07 1.4998222 0.7289649 0.6226863 8.986389 5.042222
#> Trackway_08 NA 0.8409740 2.0000549 7.817551 -1.000000
#> Trackway_09 0.8409740 NA 1.0537872 -1.000000 4.971934
#> Trackway_13 2.0000549 1.0537872 NA -1.000000 -1.000000
#> Trackway_15 7.8175507 -1.0000000 -1.0000000 NA 5.509323
#> Trackway_16 -1.0000000 4.9719338 -1.0000000 5.509323 NA
#> Trackway_18 0.2698685 1.0528931 2.0652121 7.727714 4.782481
#> Trackway_18
#> Trackway_01 3.3352933
#> Trackway_02 2.4969464
#> Trackway_03 0.4825765
#> Trackway_04 5.3992608
#> Trackway_07 1.6950642
#> Trackway_08 0.2698685
#> Trackway_09 1.0528931
#> Trackway_13 2.0652121
#> Trackway_15 7.7277139
#> Trackway_16 4.7824808
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[73]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.595760 5.0744734 3.099536 2.594339
#> Trackway_02 3.595760 NA 2.1605747 1.253625 1.712976
#> Trackway_03 5.074473 2.160575 NA 3.403965 2.275599
#> Trackway_04 3.099536 1.253625 3.4039650 NA 2.323400
#> Trackway_07 2.594339 1.712976 2.2755987 2.323400 NA
#> Trackway_08 3.477137 2.544025 1.9795094 3.376699 1.206237
#> Trackway_09 5.094453 2.358036 0.4236724 3.560032 2.542037
#> Trackway_13 4.153246 1.250277 0.9167822 2.487802 1.680053
#> Trackway_15 11.480592 -1.000000 8.2296373 -1.000000 -1.000000
#> Trackway_16 6.809813 -1.000000 5.5534772 7.828779 5.543354
#> Trackway_18 4.482376 2.344234 0.7003790 3.511130 1.951774
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.477137 5.0944532 4.1532456 11.480592 6.809813
#> Trackway_02 2.544025 2.3580361 1.2502768 -1.000000 -1.000000
#> Trackway_03 1.979509 0.4236724 0.9167822 8.229637 5.553477
#> Trackway_04 3.376699 3.5600322 2.4878025 -1.000000 7.828779
#> Trackway_07 1.206237 2.5420365 1.6800535 -1.000000 5.543354
#> Trackway_08 NA 2.2166710 1.8830039 -1.000000 4.466461
#> Trackway_09 2.216671 NA 1.0909227 8.164191 5.655766
#> Trackway_13 1.883004 1.0909227 NA 9.081586 6.040011
#> Trackway_15 -1.000000 8.1641911 9.0815859 NA 5.251676
#> Trackway_16 4.466461 5.6557659 6.0400110 5.251676 NA
#> Trackway_18 1.347532 0.9058343 1.1654011 -1.000000 4.939146
#> Trackway_18
#> Trackway_01 4.4823756
#> Trackway_02 2.3442345
#> Trackway_03 0.7003790
#> Trackway_04 3.5111303
#> Trackway_07 1.9517743
#> Trackway_08 1.3475323
#> Trackway_09 0.9058343
#> Trackway_13 1.1654011
#> Trackway_15 -1.0000000
#> Trackway_16 4.9391462
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[74]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9384795 3.161485 1.142859 2.3170310
#> Trackway_02 0.9384795 NA 2.267690 1.819824 1.4990489
#> Trackway_03 3.1614855 2.2676903 NA 3.776657 1.5994585
#> Trackway_04 1.1428587 1.8198237 3.776657 NA 2.7276372
#> Trackway_07 2.3170310 1.4990489 1.599459 2.727637 NA
#> Trackway_08 2.9405420 2.0565744 1.072076 3.393023 0.7524218
#> Trackway_09 2.3246978 1.5548552 1.755914 2.604914 0.2910979
#> Trackway_13 2.1849172 1.2741984 1.023232 2.758211 0.8933079
#> Trackway_15 12.3230489 11.4153821 9.239038 12.786398 10.1460876
#> Trackway_16 -1.0000000 6.7752212 -1.000000 7.685352 5.2761826
#> Trackway_18 3.1866918 2.4445869 1.337254 3.545623 0.8983452
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9405420 2.3246978 2.1849172 12.323049 -1.000000
#> Trackway_02 2.0565744 1.5548552 1.2741984 11.415382 6.775221
#> Trackway_03 1.0720758 1.7559139 1.0232318 9.239038 -1.000000
#> Trackway_04 3.3930230 2.6049138 2.7582105 12.786398 7.685352
#> Trackway_07 0.7524218 0.2910979 0.8933079 10.146088 5.276183
#> Trackway_08 NA 0.8627700 0.9619227 9.428223 -1.000000
#> Trackway_09 0.8627700 NA 1.0773712 10.206809 5.241673
#> Trackway_13 0.9619227 1.0773712 NA -1.000000 5.802844
#> Trackway_15 9.4282232 10.2068087 -1.0000000 NA 6.528245
#> Trackway_16 -1.0000000 5.2416728 5.8028444 6.528245 NA
#> Trackway_18 0.7378403 0.9571384 1.2975261 9.251605 4.515962
#> Trackway_18
#> Trackway_01 3.1866918
#> Trackway_02 2.4445869
#> Trackway_03 1.3372541
#> Trackway_04 3.5456226
#> Trackway_07 0.8983452
#> Trackway_08 0.7378403
#> Trackway_09 0.9571384
#> Trackway_13 1.2975261
#> Trackway_15 9.2516047
#> Trackway_16 4.5159621
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[75]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.065304 3.7195538 0.870953 1.9309320
#> Trackway_02 2.065304 NA 2.1994091 1.906833 1.6442836
#> Trackway_03 3.719554 2.199409 NA 3.717794 1.7429629
#> Trackway_04 0.870953 1.906833 3.7177936 NA 2.4425683
#> Trackway_07 1.930932 1.644284 1.7429629 2.442568 NA
#> Trackway_08 2.633966 2.273113 1.5760045 3.202480 0.7673755
#> Trackway_09 2.883997 1.409455 0.7773549 3.080386 1.2939850
#> Trackway_13 2.268547 1.157582 1.2176822 2.542088 0.7360663
#> Trackway_15 11.410283 -1.000000 -1.0000000 -1.000000 9.5261893
#> Trackway_16 6.852847 6.859433 5.3578958 -1.000000 -1.0000000
#> Trackway_18 3.624804 2.307512 0.8423207 3.923520 1.7873716
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.6339658 2.8839972 2.2685466 11.410283 6.852847
#> Trackway_02 2.2731132 1.4094551 1.1575821 -1.000000 6.859433
#> Trackway_03 1.5760045 0.7773549 1.2176822 -1.000000 5.357896
#> Trackway_04 3.2024799 3.0803857 2.5420879 -1.000000 -1.000000
#> Trackway_07 0.7673755 1.2939850 0.7360663 9.526189 -1.000000
#> Trackway_08 NA 1.4115692 1.1509850 -1.000000 4.608130
#> Trackway_09 1.4115692 NA 0.7218153 9.124668 -1.000000
#> Trackway_13 1.1509850 0.7218153 NA 9.502100 5.704483
#> Trackway_15 -1.0000000 9.1246678 9.5021000 NA 5.624653
#> Trackway_16 4.6081296 -1.0000000 5.7044835 5.624653 NA
#> Trackway_18 1.4684309 0.8977201 1.3973995 -1.000000 5.021746
#> Trackway_18
#> Trackway_01 3.6248042
#> Trackway_02 2.3075118
#> Trackway_03 0.8423207
#> Trackway_04 3.9235202
#> Trackway_07 1.7873716
#> Trackway_08 1.4684309
#> Trackway_09 0.8977201
#> Trackway_13 1.3973995
#> Trackway_15 -1.0000000
#> Trackway_16 5.0217458
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[76]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.145798 3.7003599 3.343120 2.593195
#> Trackway_02 1.145798 NA 2.8083355 2.288767 2.094074
#> Trackway_03 3.700360 2.808336 NA 3.245043 1.513062
#> Trackway_04 3.343120 2.288767 3.2450431 NA 3.497249
#> Trackway_07 2.593195 2.094074 1.5130623 3.497249 NA
#> Trackway_08 4.102937 3.688426 0.4741498 3.527756 1.746783
#> Trackway_09 3.228752 2.395872 0.5587692 3.065586 1.110581
#> Trackway_13 3.354570 2.284132 1.0967937 2.064351 1.930666
#> Trackway_15 -1.000000 -1.000000 8.3990147 11.230799 9.144816
#> Trackway_16 -1.000000 -1.000000 5.5529925 8.576635 5.304402
#> Trackway_18 4.133345 3.265441 0.8565216 3.471813 1.813511
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.1029368 3.2287516 3.354570 -1.000000 -1.000000
#> Trackway_02 3.6884262 2.3958715 2.284132 -1.000000 -1.000000
#> Trackway_03 0.4741498 0.5587692 1.096794 8.399015 5.552993
#> Trackway_04 3.5277558 3.0655863 2.064351 11.230799 8.576635
#> Trackway_07 1.7467829 1.1105811 1.930666 9.144816 5.304402
#> Trackway_08 NA 0.8754795 1.871838 -1.000000 -1.000000
#> Trackway_09 0.8754795 NA 1.081176 -1.000000 5.556587
#> Trackway_13 1.8718378 1.0811756 NA 9.288955 -1.000000
#> Trackway_15 -1.0000000 -1.0000000 9.288955 NA -1.000000
#> Trackway_16 -1.0000000 5.5565868 -1.000000 -1.000000 NA
#> Trackway_18 0.1597492 0.9053690 1.411552 7.943513 -1.000000
#> Trackway_18
#> Trackway_01 4.1333448
#> Trackway_02 3.2654408
#> Trackway_03 0.8565216
#> Trackway_04 3.4718127
#> Trackway_07 1.8135113
#> Trackway_08 0.1597492
#> Trackway_09 0.9053690
#> Trackway_13 1.4115517
#> Trackway_15 7.9435133
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[77]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.6006667 2.983114 2.035329 2.6905391
#> Trackway_02 0.6006667 NA 2.396934 2.257992 2.2611580
#> Trackway_03 2.9831140 2.3969337 NA 4.825312 1.2580299
#> Trackway_04 2.0353292 2.2579917 4.825312 NA 3.2800441
#> Trackway_07 2.6905391 2.2611580 1.258030 3.280044 NA
#> Trackway_08 3.0809647 2.5581166 1.490754 3.533695 0.5030813
#> Trackway_09 2.9606134 2.4549089 1.003375 4.604088 2.3115555
#> Trackway_13 1.7386137 1.1660309 1.250267 3.258179 1.4308577
#> Trackway_15 -1.0000000 11.0624353 -1.000000 12.681682 -1.0000000
#> Trackway_16 7.3625411 6.7727821 -1.000000 7.758966 4.7845204
#> Trackway_18 3.1490258 2.5122998 0.277763 4.274832 1.1283114
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0809647 2.960613 1.738614 -1.000000 7.362541
#> Trackway_02 2.5581166 2.454909 1.166031 11.062435 6.772782
#> Trackway_03 1.4907536 1.003375 1.250267 -1.000000 -1.000000
#> Trackway_04 3.5336950 4.604088 3.258179 12.681682 7.758966
#> Trackway_07 0.5030813 2.311556 1.430858 -1.000000 4.784520
#> Trackway_08 NA 2.376585 1.787783 -1.000000 4.333741
#> Trackway_09 2.3765852 NA 1.359237 8.863820 -1.000000
#> Trackway_13 1.7877833 1.359237 NA -1.000000 -1.000000
#> Trackway_15 -1.0000000 8.863820 -1.000000 NA -1.000000
#> Trackway_16 4.3337413 -1.000000 -1.000000 -1.000000 NA
#> Trackway_18 1.2821439 1.206219 1.404426 8.560824 -1.000000
#> Trackway_18
#> Trackway_01 3.149026
#> Trackway_02 2.512300
#> Trackway_03 0.277763
#> Trackway_04 4.274832
#> Trackway_07 1.128311
#> Trackway_08 1.282144
#> Trackway_09 1.206219
#> Trackway_13 1.404426
#> Trackway_15 8.560824
#> Trackway_16 -1.000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[78]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.500329 3.6330224 1.384700 2.7220579
#> Trackway_02 2.500329 NA 2.2559088 1.630607 2.1853683
#> Trackway_03 3.633022 2.255909 NA 3.566885 1.1749956
#> Trackway_04 1.384700 1.630607 3.5668852 NA 3.0103570
#> Trackway_07 2.722058 2.185368 1.1749956 3.010357 NA
#> Trackway_08 3.028911 2.626662 1.2855174 3.389425 0.7244312
#> Trackway_09 2.598707 1.552141 1.1768944 2.468291 0.6773542
#> Trackway_13 2.934083 1.091525 1.0941936 2.533129 1.4011294
#> Trackway_15 -1.000000 -1.000000 -1.0000000 -1.000000 9.0262985
#> Trackway_16 6.627425 6.686019 4.7848721 7.461133 4.5226421
#> Trackway_18 3.582157 2.354137 0.9036053 3.592745 0.9815141
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0289106 2.5987074 2.9340829 -1.000000 6.627425
#> Trackway_02 2.6266617 1.5521412 1.0915253 -1.000000 6.686019
#> Trackway_03 1.2855174 1.1768944 1.0941936 -1.000000 4.784872
#> Trackway_04 3.3894252 2.4682907 2.5331290 -1.000000 7.461133
#> Trackway_07 0.7244312 0.6773542 1.4011294 9.026299 4.522642
#> Trackway_08 NA 1.0747220 2.0080720 8.691269 4.138840
#> Trackway_09 1.0747220 NA 0.8302536 9.512959 5.191872
#> Trackway_13 2.0080720 0.8302536 NA -1.000000 5.727472
#> Trackway_15 8.6912688 9.5129587 -1.0000000 NA 5.898612
#> Trackway_16 4.1388405 5.1918718 5.7274722 5.898612 NA
#> Trackway_18 0.9955951 1.1570972 1.3248197 8.401872 4.504937
#> Trackway_18
#> Trackway_01 3.5821569
#> Trackway_02 2.3541371
#> Trackway_03 0.9036053
#> Trackway_04 3.5927451
#> Trackway_07 0.9815141
#> Trackway_08 0.9955951
#> Trackway_09 1.1570972
#> Trackway_13 1.3248197
#> Trackway_15 8.4018719
#> Trackway_16 4.5049370
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[79]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.002953 3.1796616 0.7230329 2.4441810
#> Trackway_02 2.0029533 NA 1.8910867 2.7248932 2.6041526
#> Trackway_03 3.1796616 1.891087 NA 3.8206527 2.0489245
#> Trackway_04 0.7230329 2.724893 3.8206527 NA 2.8236167
#> Trackway_07 2.4441810 2.604153 2.0489245 2.8236167 NA
#> Trackway_08 3.3113690 2.342880 0.7057992 3.8238003 1.4721503
#> Trackway_09 2.5681639 2.167870 1.3420702 2.9303884 0.4962740
#> Trackway_13 1.8040848 1.759291 1.5998578 2.3349125 0.8974356
#> Trackway_15 11.3763444 10.247513 8.3940561 11.8746369 9.0763152
#> Trackway_16 7.5127031 -1.000000 5.3548501 7.8125022 5.0724598
#> Trackway_18 3.1728591 2.365288 0.7748791 3.7495001 1.2443305
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.3113690 2.5681639 1.8040848 11.376344 7.512703
#> Trackway_02 2.3428800 2.1678697 1.7592908 10.247513 -1.000000
#> Trackway_03 0.7057992 1.3420702 1.5998578 8.394056 5.354850
#> Trackway_04 3.8238003 2.9303884 2.3349125 11.874637 7.812502
#> Trackway_07 1.4721503 0.4962740 0.8974356 9.076315 5.072460
#> Trackway_08 NA 0.9952041 1.4913728 -1.000000 -1.000000
#> Trackway_09 0.9952041 NA 0.6716146 8.949441 5.180624
#> Trackway_13 1.4913728 0.6716146 NA -1.000000 -1.000000
#> Trackway_15 -1.0000000 8.9494406 -1.0000000 NA 5.048808
#> Trackway_16 -1.0000000 5.1806242 -1.0000000 5.048808 NA
#> Trackway_18 0.1976355 0.8555642 1.8501169 -1.000000 4.775096
#> Trackway_18
#> Trackway_01 3.1728591
#> Trackway_02 2.3652881
#> Trackway_03 0.7748791
#> Trackway_04 3.7495001
#> Trackway_07 1.2443305
#> Trackway_08 0.1976355
#> Trackway_09 0.8555642
#> Trackway_13 1.8501169
#> Trackway_15 -1.0000000
#> Trackway_16 4.7750956
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[80]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.628151 4.1695338 0.3981688 2.647136
#> Trackway_02 1.6281512 NA 3.0475959 1.9929058 2.202475
#> Trackway_03 4.1695338 3.047596 NA 4.6650564 2.098335
#> Trackway_04 0.3981688 1.992906 4.6650564 NA 2.991985
#> Trackway_07 2.6471358 2.202475 2.0983348 2.9919854 NA
#> Trackway_08 4.1261793 2.925943 0.3475129 4.5209238 1.951726
#> Trackway_09 2.9947707 1.947732 1.2202555 3.3872472 1.023369
#> Trackway_13 2.8437819 1.381193 1.5611308 3.2378543 2.020003
#> Trackway_15 12.2136431 -1.000000 -1.0000000 12.5752553 9.585219
#> Trackway_16 7.0965997 6.915704 5.1435725 7.3551268 -1.000000
#> Trackway_18 3.5219505 2.502605 0.8144591 4.1846605 1.283905
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.1261793 2.9947707 2.8437819 12.213643 7.096600
#> Trackway_02 2.9259428 1.9477324 1.3811927 -1.000000 6.915704
#> Trackway_03 0.3475129 1.2202555 1.5611308 -1.000000 5.143572
#> Trackway_04 4.5209238 3.3872472 3.2378543 12.575255 7.355127
#> Trackway_07 1.9517257 1.0233688 2.0200028 9.585219 -1.000000
#> Trackway_08 NA 1.1797996 1.8373714 8.363323 4.944901
#> Trackway_09 1.1797996 NA 0.9801905 -1.000000 5.192464
#> Trackway_13 1.8373714 0.9801905 NA 9.980554 6.161671
#> Trackway_15 8.3633225 -1.0000000 9.9805539 NA 6.571952
#> Trackway_16 4.9449009 5.1924639 6.1616707 6.571952 NA
#> Trackway_18 0.9500979 0.5688229 1.3157547 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.5219505
#> Trackway_02 2.5026046
#> Trackway_03 0.8144591
#> Trackway_04 4.1846605
#> Trackway_07 1.2839045
#> Trackway_08 0.9500979
#> Trackway_09 0.5688229
#> Trackway_13 1.3157547
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[81]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9711743 3.154872 1.429163 2.5068579
#> Trackway_02 0.9711743 NA 2.292253 1.053316 2.2739009
#> Trackway_03 3.1548716 2.2922533 NA 2.996290 2.1190729
#> Trackway_04 1.4291630 1.0533164 2.996290 NA 3.5285181
#> Trackway_07 2.5068579 2.2739009 2.119073 3.528518 NA
#> Trackway_08 3.2307147 2.7027332 1.626434 3.706514 1.0386261
#> Trackway_09 2.5028200 1.8912159 1.412498 2.889887 0.9875072
#> Trackway_13 1.4181572 0.9015561 2.258284 2.007349 1.3809614
#> Trackway_15 11.9423244 11.1958393 8.937797 11.921424 9.7693376
#> Trackway_16 7.1565001 6.8069254 5.267606 -1.000000 4.6496696
#> Trackway_18 2.8745453 2.1947197 1.209000 3.174837 0.9374011
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2307147 2.5028200 1.4181572 11.942324 7.156500
#> Trackway_02 2.7027332 1.8912159 0.9015561 11.195839 6.806925
#> Trackway_03 1.6264339 1.4124985 2.2582838 8.937797 5.267606
#> Trackway_04 3.7065140 2.8898874 2.0073493 11.921424 -1.000000
#> Trackway_07 1.0386261 0.9875072 1.3809614 9.769338 4.649670
#> Trackway_08 NA 0.8166990 1.9521160 8.903113 -1.000000
#> Trackway_09 0.8166990 NA 1.0465885 9.520499 -1.000000
#> Trackway_13 1.9521160 1.0465885 NA -1.000000 5.918007
#> Trackway_15 8.9031128 9.5204990 -1.0000000 NA 6.442026
#> Trackway_16 -1.0000000 -1.0000000 5.9180072 6.442026 NA
#> Trackway_18 0.7498728 0.3215299 2.0267080 9.203392 4.652072
#> Trackway_18
#> Trackway_01 2.8745453
#> Trackway_02 2.1947197
#> Trackway_03 1.2090000
#> Trackway_04 3.1748373
#> Trackway_07 0.9374011
#> Trackway_08 0.7498728
#> Trackway_09 0.3215299
#> Trackway_13 2.0267080
#> Trackway_15 9.2033916
#> Trackway_16 4.6520722
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[82]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9381810 3.0094246 1.061330 2.177472
#> Trackway_02 0.938181 NA 2.4815870 1.638885 1.848810
#> Trackway_03 3.009425 2.4815870 NA 4.041228 2.033037
#> Trackway_04 1.061330 1.6388850 4.0412282 NA 2.896375
#> Trackway_07 2.177472 1.8488102 2.0330371 2.896375 NA
#> Trackway_08 2.978370 2.5075651 1.1891924 3.674385 1.017848
#> Trackway_09 2.559427 1.9656100 0.6595306 3.533540 1.463041
#> Trackway_13 1.613327 0.9078249 1.5324562 2.509021 1.401046
#> Trackway_15 11.092790 10.5463442 8.2053348 12.034224 9.237239
#> Trackway_16 -1.000000 -1.0000000 5.5413084 8.242502 5.390023
#> Trackway_18 3.199677 2.6207428 0.2103541 4.225185 2.106109
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9783695 2.5594267 1.6133273 11.092790 -1.000000
#> Trackway_02 2.5075651 1.9656100 0.9078249 10.546344 -1.000000
#> Trackway_03 1.1891924 0.6595306 1.5324562 8.205335 5.541308
#> Trackway_04 3.6743851 3.5335399 2.5090208 12.034224 8.242502
#> Trackway_07 1.0178484 1.4630412 1.4010459 9.237239 5.390023
#> Trackway_08 NA 0.7793246 1.4831133 8.361895 4.937449
#> Trackway_09 0.7793246 NA 1.1118360 8.585833 5.561078
#> Trackway_13 1.4831133 1.1118360 NA 9.643920 6.418168
#> Trackway_15 8.3618954 8.5858332 9.6439202 NA 5.272944
#> Trackway_16 4.9374486 5.5610785 6.4181681 5.272944 NA
#> Trackway_18 1.2753803 0.8175876 1.9533588 -1.000000 5.364993
#> Trackway_18
#> Trackway_01 3.1996767
#> Trackway_02 2.6207428
#> Trackway_03 0.2103541
#> Trackway_04 4.2251855
#> Trackway_07 2.1061085
#> Trackway_08 1.2753803
#> Trackway_09 0.8175876
#> Trackway_13 1.9533588
#> Trackway_15 -1.0000000
#> Trackway_16 5.3649933
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[83]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8579707 3.2747770 0.6408704 3.2686527
#> Trackway_02 0.8579707 NA 2.6704178 1.3730540 2.6571153
#> Trackway_03 3.2747770 2.6704178 NA 3.8178402 1.2958458
#> Trackway_04 0.6408704 1.3730540 3.8178402 NA 3.8716837
#> Trackway_07 3.2686527 2.6571153 1.2958458 3.8716837 NA
#> Trackway_08 3.1470792 2.4958908 1.0223393 3.7380898 0.4666647
#> Trackway_09 2.4604850 1.9659581 0.8799955 2.9755977 1.7482965
#> Trackway_13 2.0879154 1.2606777 1.5449680 2.6946670 1.2873248
#> Trackway_15 -1.0000000 -1.0000000 8.5795708 12.3951492 -1.0000000
#> Trackway_16 -1.0000000 6.9011089 4.9553054 -1.0000000 -1.0000000
#> Trackway_18 3.3866276 2.5866765 0.3703742 3.8137857 1.0419106
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1470792 2.4604850 2.087915 -1.000000 -1.000000
#> Trackway_02 2.4958908 1.9659581 1.260678 -1.000000 6.901109
#> Trackway_03 1.0223393 0.8799955 1.544968 8.579571 4.955305
#> Trackway_04 3.7380898 2.9755977 2.694667 12.395149 -1.000000
#> Trackway_07 0.4666647 1.7482965 1.287325 -1.000000 -1.000000
#> Trackway_08 NA 1.2870402 1.173602 -1.000000 -1.000000
#> Trackway_09 1.2870402 NA 1.104652 9.440809 -1.000000
#> Trackway_13 1.1736016 1.1046517 NA 9.923476 -1.000000
#> Trackway_15 -1.0000000 9.4408093 9.923476 NA 5.503355
#> Trackway_16 -1.0000000 -1.0000000 -1.000000 5.503355 NA
#> Trackway_18 0.5164777 1.0477600 1.378404 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.3866276
#> Trackway_02 2.5866765
#> Trackway_03 0.3703742
#> Trackway_04 3.8137857
#> Trackway_07 1.0419106
#> Trackway_08 0.5164777
#> Trackway_09 1.0477600
#> Trackway_13 1.3784045
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[84]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.143228 5.1673210 1.550378 2.789586
#> Trackway_02 3.143228 NA 2.7111394 1.713905 2.353534
#> Trackway_03 5.167321 2.711139 NA 4.154705 3.020841
#> Trackway_04 1.550378 1.713905 4.1547049 NA 2.494909
#> Trackway_07 2.789586 2.353534 3.0208410 2.494909 NA
#> Trackway_08 4.516865 2.288908 1.3294171 3.329988 1.494107
#> Trackway_09 4.369846 1.665817 1.1322000 3.261064 2.209416
#> Trackway_13 3.013762 1.184697 2.1694314 2.059110 1.253629
#> Trackway_15 11.966520 10.698823 8.1536537 11.677786 9.267560
#> Trackway_16 6.834633 6.742728 5.2146798 7.046897 4.596298
#> Trackway_18 4.926019 2.566933 0.2664328 3.951232 2.494090
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.5168647 4.3698463 3.013762 11.966520 6.834633
#> Trackway_02 2.2889079 1.6658165 1.184697 10.698823 6.742728
#> Trackway_03 1.3294171 1.1322000 2.169431 8.153654 5.214680
#> Trackway_04 3.3299878 3.2610635 2.059110 11.677786 7.046897
#> Trackway_07 1.4941068 2.2094158 1.253629 9.267560 4.596298
#> Trackway_08 NA 1.2599959 2.003884 8.452645 -1.000000
#> Trackway_09 1.2599959 NA 1.284220 9.115679 -1.000000
#> Trackway_13 2.0038839 1.2842201 NA 9.732473 -1.000000
#> Trackway_15 8.4526453 9.1156785 9.732473 NA 5.707265
#> Trackway_16 -1.0000000 -1.0000000 -1.000000 5.707265 NA
#> Trackway_18 0.9839324 0.9130056 1.942592 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 4.9260190
#> Trackway_02 2.5669328
#> Trackway_03 0.2664328
#> Trackway_04 3.9512320
#> Trackway_07 2.4940897
#> Trackway_08 0.9839324
#> Trackway_09 0.9130056
#> Trackway_13 1.9425921
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[85]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.238105 3.1028945 2.053981 2.8885709
#> Trackway_02 1.238105 NA 2.4062259 1.655554 1.8937499
#> Trackway_03 3.102894 2.406226 NA 3.864330 1.0534176
#> Trackway_04 2.053981 1.655554 3.8643297 NA 3.3144871
#> Trackway_07 2.888571 1.893750 1.0534176 3.314487 NA
#> Trackway_08 3.305621 2.290827 0.9280212 3.565777 0.4160620
#> Trackway_09 2.482217 1.562669 0.7784369 3.085982 0.4278881
#> Trackway_13 2.108631 1.155965 1.3457930 2.583002 0.8751105
#> Trackway_15 11.903323 -1.000000 8.8038988 12.335921 -1.0000000
#> Trackway_16 7.587977 -1.000000 4.9124272 7.243341 4.7882703
#> Trackway_18 3.409955 2.393174 0.3998988 4.093064 0.5385260
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.3056205 2.4822166 2.1086309 11.903323 7.587977
#> Trackway_02 2.2908265 1.5626691 1.1559648 -1.000000 -1.000000
#> Trackway_03 0.9280212 0.7784369 1.3457930 8.803899 4.912427
#> Trackway_04 3.5657770 3.0859820 2.5830018 12.335921 7.243341
#> Trackway_07 0.4160620 0.4278881 0.8751105 -1.000000 4.788270
#> Trackway_08 NA 0.8352501 1.2161332 -1.000000 4.388385
#> Trackway_09 0.8352501 NA 0.5233208 9.489862 5.216080
#> Trackway_13 1.2161332 0.5233208 NA -1.000000 5.583325
#> Trackway_15 -1.0000000 9.4898618 -1.0000000 NA -1.000000
#> Trackway_16 4.3883847 5.2160803 5.5833249 -1.000000 NA
#> Trackway_18 0.9835529 0.8394084 1.3566711 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.4099551
#> Trackway_02 2.3931736
#> Trackway_03 0.3998988
#> Trackway_04 4.0930644
#> Trackway_07 0.5385260
#> Trackway_08 0.9835529
#> Trackway_09 0.8394084
#> Trackway_13 1.3566711
#> Trackway_15 -1.0000000
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[86]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.037610 4.1792154 3.259008 2.5825184
#> Trackway_02 2.037610 NA 2.6253101 1.774131 2.0778451
#> Trackway_03 4.179215 2.625310 NA 3.610097 1.3613107
#> Trackway_04 3.259008 1.774131 3.6100971 NA 3.4389802
#> Trackway_07 2.582518 2.077845 1.3613107 3.438980 NA
#> Trackway_08 3.481476 2.773044 0.8621061 3.952850 0.8501635
#> Trackway_09 2.597622 1.917122 1.2524420 3.245680 0.3302392
#> Trackway_13 2.295494 1.095950 1.6363033 2.414226 1.0251054
#> Trackway_15 -1.000000 10.760135 -1.0000000 11.500420 -1.0000000
#> Trackway_16 7.379421 7.360213 5.1644313 8.618690 -1.0000000
#> Trackway_18 3.226966 2.549396 0.9012616 3.784749 0.6446719
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.4814765 2.5976216 2.2954939 -1.000000 7.379421
#> Trackway_02 2.7730437 1.9171221 1.0959502 10.760135 7.360213
#> Trackway_03 0.8621061 1.2524420 1.6363033 -1.000000 5.164431
#> Trackway_04 3.9528503 3.2456803 2.4142264 11.500420 8.618690
#> Trackway_07 0.8501635 0.3302392 1.0251054 -1.000000 -1.000000
#> Trackway_08 NA 0.8927438 1.6500714 8.217839 4.666424
#> Trackway_09 0.8927438 NA 0.8393375 -1.000000 5.443193
#> Trackway_13 1.6500714 0.8393375 NA 9.742544 -1.000000
#> Trackway_15 8.2178386 -1.0000000 9.7425438 NA 5.494113
#> Trackway_16 4.6664239 5.4431934 -1.0000000 5.494113 NA
#> Trackway_18 0.2556170 0.8091829 1.4534623 8.428225 4.840965
#> Trackway_18
#> Trackway_01 3.2269660
#> Trackway_02 2.5493958
#> Trackway_03 0.9012616
#> Trackway_04 3.7847486
#> Trackway_07 0.6446719
#> Trackway_08 0.2556170
#> Trackway_09 0.8091829
#> Trackway_13 1.4534623
#> Trackway_15 8.4282248
#> Trackway_16 4.8409652
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[87]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9622107 3.7703125 0.3954978 2.8105586
#> Trackway_02 0.9622107 NA 3.2198665 1.3555522 1.8241499
#> Trackway_03 3.7703125 3.2198665 NA 4.1652315 2.0536306
#> Trackway_04 0.3954978 1.3555522 4.1652315 NA 3.0388716
#> Trackway_07 2.8105586 1.8241499 2.0536306 3.0388716 NA
#> Trackway_08 3.2658051 2.3036064 1.0330091 3.6587697 1.2558492
#> Trackway_09 3.4086342 2.4767984 0.3879009 3.8089248 1.8969980
#> Trackway_13 2.0470157 1.1967513 2.3648282 2.3704482 0.6687367
#> Trackway_15 11.8076126 10.8591286 8.3538218 12.1875363 -1.0000000
#> Trackway_16 -1.0000000 6.6104034 5.2957314 -1.0000000 4.7934638
#> Trackway_18 3.5663131 2.6796715 0.9310976 3.9599520 1.5027108
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2658051 3.4086342 2.0470157 11.807613 -1.000000
#> Trackway_02 2.3036064 2.4767984 1.1967513 10.859129 6.610403
#> Trackway_03 1.0330091 0.3879009 2.3648282 8.353822 5.295731
#> Trackway_04 3.6587697 3.8089248 2.3704482 12.187536 -1.000000
#> Trackway_07 1.2558492 1.8969980 0.6687367 -1.000000 4.793464
#> Trackway_08 NA 0.7130192 1.6228043 8.603856 4.975433
#> Trackway_09 0.7130192 NA 2.1146305 8.727408 -1.000000
#> Trackway_13 1.6228043 2.1146305 NA 9.857748 -1.000000
#> Trackway_15 8.6038564 8.7274083 9.8577482 NA 5.783882
#> Trackway_16 4.9754333 -1.0000000 -1.0000000 5.783882 NA
#> Trackway_18 0.8064514 0.6870381 1.9170245 8.327069 4.855160
#> Trackway_18
#> Trackway_01 3.5663131
#> Trackway_02 2.6796715
#> Trackway_03 0.9310976
#> Trackway_04 3.9599520
#> Trackway_07 1.5027108
#> Trackway_08 0.8064514
#> Trackway_09 0.6870381
#> Trackway_13 1.9170245
#> Trackway_15 8.3270691
#> Trackway_16 4.8551604
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[88]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.480818 3.1530255 3.141114 2.8358669
#> Trackway_02 1.480818 NA 2.7408020 2.159106 2.0276449
#> Trackway_03 3.153026 2.740802 NA 4.594150 1.6363160
#> Trackway_04 3.141114 2.159106 4.5941503 NA 3.2824833
#> Trackway_07 2.835867 2.027645 1.6363160 3.282483 NA
#> Trackway_08 3.225594 2.560856 1.3864154 4.050706 0.8277043
#> Trackway_09 2.398426 2.150114 0.5928703 4.039305 1.3000242
#> Trackway_13 2.081693 2.392824 1.0601054 4.452801 2.0639825
#> Trackway_15 -1.000000 -1.000000 8.6301715 12.553497 -1.0000000
#> Trackway_16 -1.000000 -1.000000 -1.0000000 7.951290 -1.0000000
#> Trackway_18 3.278524 2.953589 0.2717837 4.876424 1.6946700
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2255941 2.3984265 2.0816932 -1.000000 -1.000000
#> Trackway_02 2.5608558 2.1501138 2.3928242 -1.000000 -1.000000
#> Trackway_03 1.3864154 0.5928703 1.0601054 8.630172 -1.000000
#> Trackway_04 4.0507058 4.0393050 4.4528013 12.553497 7.951290
#> Trackway_07 0.8277043 1.3000242 2.0639825 -1.000000 -1.000000
#> Trackway_08 NA 1.0830264 1.9053986 8.649414 4.943193
#> Trackway_09 1.0830264 NA 0.8296215 9.191891 5.937791
#> Trackway_13 1.9053986 0.8296215 NA 9.546093 -1.000000
#> Trackway_15 8.6494139 9.1918912 9.5460927 NA 5.589210
#> Trackway_16 4.9431927 5.9377914 -1.0000000 5.589210 NA
#> Trackway_18 1.0350965 0.8285957 1.3241155 -1.000000 5.359508
#> Trackway_18
#> Trackway_01 3.2785242
#> Trackway_02 2.9535890
#> Trackway_03 0.2717837
#> Trackway_04 4.8764243
#> Trackway_07 1.6946700
#> Trackway_08 1.0350965
#> Trackway_09 0.8285957
#> Trackway_13 1.3241155
#> Trackway_15 -1.0000000
#> Trackway_16 5.3595084
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[89]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.248436 4.1396744 0.6182028 3.1715246
#> Trackway_02 2.2484357 NA 2.5898700 2.0886562 2.2141363
#> Trackway_03 4.1396744 2.589870 NA 4.1760533 1.1219726
#> Trackway_04 0.6182028 2.088656 4.1760533 NA 3.3386917
#> Trackway_07 3.1715246 2.214136 1.1219726 3.3386917 NA
#> Trackway_08 3.8736691 2.728220 0.7823816 4.7485245 0.8563324
#> Trackway_09 3.1981711 1.651508 0.9515832 3.3306539 0.9717094
#> Trackway_13 3.9473810 2.008078 1.1994848 3.9807345 1.8245603
#> Trackway_15 11.6797549 10.788707 8.2017139 12.0736614 8.7746106
#> Trackway_16 7.6950700 -1.000000 -1.0000000 -1.0000000 5.4743965
#> Trackway_18 4.4416202 3.262455 0.5605913 4.6969897 1.7722201
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.8736691 3.1981711 3.9473810 11.679755 7.695070
#> Trackway_02 2.7282201 1.6515082 2.0080782 10.788707 -1.000000
#> Trackway_03 0.7823816 0.9515832 1.1994848 8.201714 -1.000000
#> Trackway_04 4.7485245 3.3306539 3.9807345 12.073661 -1.000000
#> Trackway_07 0.8563324 0.9717094 1.8245603 8.774611 5.474397
#> Trackway_08 NA 1.1176508 1.5778075 8.080175 5.206077
#> Trackway_09 1.1176508 NA 0.9236364 -1.000000 6.273349
#> Trackway_13 1.5778075 0.9236364 NA -1.000000 6.736283
#> Trackway_15 8.0801750 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 5.2060771 6.2733488 6.7362830 -1.000000 NA
#> Trackway_18 0.9157138 1.2777638 1.0874306 -1.000000 5.742256
#> Trackway_18
#> Trackway_01 4.4416202
#> Trackway_02 3.2624546
#> Trackway_03 0.5605913
#> Trackway_04 4.6969897
#> Trackway_07 1.7722201
#> Trackway_08 0.9157138
#> Trackway_09 1.2777638
#> Trackway_13 1.0874306
#> Trackway_15 -1.0000000
#> Trackway_16 5.7422562
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[90]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.402555 3.2803869 3.073393 2.4704788
#> Trackway_02 1.402555 NA 2.3464505 2.017703 2.2243055
#> Trackway_03 3.280387 2.346451 NA 3.572155 1.5757072
#> Trackway_04 3.073393 2.017703 3.5721549 NA 4.0580905
#> Trackway_07 2.470479 2.224306 1.5757072 4.058090 NA
#> Trackway_08 2.891807 2.759835 1.7503517 4.587681 0.8284901
#> Trackway_09 2.544592 2.135005 1.3811039 4.028701 0.2964365
#> Trackway_13 1.667360 1.346552 1.8014499 3.288059 0.9022185
#> Trackway_15 12.048693 -1.000000 -1.0000000 12.241439 9.6960067
#> Trackway_16 7.977402 7.682821 -1.0000000 9.168501 5.6206224
#> Trackway_18 3.296487 2.387492 0.1231218 3.635834 1.5870009
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.8918073 2.5445920 1.6673600 12.048693 7.977402
#> Trackway_02 2.7598348 2.1350047 1.3465516 -1.000000 7.682821
#> Trackway_03 1.7503517 1.3811039 1.8014499 -1.000000 -1.000000
#> Trackway_04 4.5876815 4.0287011 3.2880590 12.241439 9.168501
#> Trackway_07 0.8284901 0.2964365 0.9022185 9.696007 5.620622
#> Trackway_08 NA 0.6426005 1.9808945 9.272187 5.089699
#> Trackway_09 0.6426005 NA 0.8951030 9.618630 5.618419
#> Trackway_13 1.9808945 0.8951030 NA -1.000000 6.511072
#> Trackway_15 9.2721871 9.6186303 -1.0000000 NA 4.960827
#> Trackway_16 5.0896986 5.6184189 6.5110723 4.960827 NA
#> Trackway_18 1.6985372 1.4005713 1.8023866 8.943868 5.532684
#> Trackway_18
#> Trackway_01 3.2964875
#> Trackway_02 2.3874919
#> Trackway_03 0.1231218
#> Trackway_04 3.6358343
#> Trackway_07 1.5870009
#> Trackway_08 1.6985372
#> Trackway_09 1.4005713
#> Trackway_13 1.8023866
#> Trackway_15 8.9438682
#> Trackway_16 5.5326842
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[91]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.7223219 3.1843977 0.9007629 2.5427787
#> Trackway_02 0.7223219 NA 2.4624823 1.4860139 1.9313266
#> Trackway_03 3.1843977 2.4624823 NA 3.8643649 1.7249461
#> Trackway_04 0.9007629 1.4860139 3.8643649 NA 3.4023483
#> Trackway_07 2.5427787 1.9313266 1.7249461 3.4023483 NA
#> Trackway_08 3.0950881 2.5288007 1.7497404 3.9986593 0.6368324
#> Trackway_09 1.3099253 0.8275913 2.2075410 2.1972237 1.3414863
#> Trackway_13 2.2841884 1.5636270 0.9522719 2.9352737 1.4476635
#> Trackway_15 11.3708182 -1.0000000 -1.0000000 12.1050602 8.9616512
#> Trackway_16 8.1036839 7.5139948 -1.0000000 8.9804501 5.5828348
#> Trackway_18 3.0475743 2.1504298 1.1213866 3.6355388 0.8495812
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.0950881 1.3099253 2.2841884 11.370818 8.103684
#> Trackway_02 2.5288007 0.8275913 1.5636270 -1.000000 7.513995
#> Trackway_03 1.7497404 2.2075410 0.9522719 -1.000000 -1.000000
#> Trackway_04 3.9986593 2.1972237 2.9352737 12.105060 8.980450
#> Trackway_07 0.6368324 1.3414863 1.4476635 8.961651 5.582835
#> Trackway_08 NA 1.7854148 1.8847267 8.606126 -1.000000
#> Trackway_09 1.7854148 NA 1.4929310 -1.000000 6.794041
#> Trackway_13 1.8847267 1.4929310 NA 9.175443 -1.000000
#> Trackway_15 8.6061259 -1.0000000 9.1754430 NA 4.998359
#> Trackway_16 -1.0000000 6.7940409 -1.0000000 4.998359 NA
#> Trackway_18 0.9875984 1.5533099 1.2247988 8.635639 5.389835
#> Trackway_18
#> Trackway_01 3.0475743
#> Trackway_02 2.1504298
#> Trackway_03 1.1213866
#> Trackway_04 3.6355388
#> Trackway_07 0.8495812
#> Trackway_08 0.9875984
#> Trackway_09 1.5533099
#> Trackway_13 1.2247988
#> Trackway_15 8.6356388
#> Trackway_16 5.3898355
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[92]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.078174 3.7073369 0.8714638 2.231708
#> Trackway_02 2.0781736 NA 2.4598754 2.8104948 2.293176
#> Trackway_03 3.7073369 2.459875 NA 4.5787831 1.953834
#> Trackway_04 0.8714638 2.810495 4.5787831 NA 3.042371
#> Trackway_07 2.2317080 2.293176 1.9538338 3.0423705 NA
#> Trackway_08 3.1172510 2.324930 0.8270712 3.9796092 1.397132
#> Trackway_09 3.2604348 1.642118 0.9136205 4.3022363 2.098171
#> Trackway_13 2.6402896 1.190157 1.3089835 3.4931065 1.662424
#> Trackway_15 11.9142172 -1.000000 8.5750438 12.7308577 9.689772
#> Trackway_16 7.4984564 -1.000000 -1.0000000 -1.0000000 5.396146
#> Trackway_18 3.1932559 2.394410 0.9454900 4.0548937 1.459496
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.1172510 3.2604348 2.6402896 11.914217 7.498456
#> Trackway_02 2.3249301 1.6421183 1.1901566 -1.000000 -1.000000
#> Trackway_03 0.8270712 0.9136205 1.3089835 8.575044 -1.000000
#> Trackway_04 3.9796092 4.3022363 3.4931065 12.730858 -1.000000
#> Trackway_07 1.3971324 2.0981715 1.6624235 9.689772 5.396146
#> Trackway_08 NA 1.4040224 1.2319862 8.885389 -1.000000
#> Trackway_09 1.4040224 NA 0.6207736 9.419064 6.252034
#> Trackway_13 1.2319862 0.6207736 NA 9.856387 -1.000000
#> Trackway_15 8.8853890 9.4190637 9.8563870 NA 5.568578
#> Trackway_16 -1.0000000 6.2520339 -1.0000000 5.568578 NA
#> Trackway_18 0.2399538 1.3037193 1.2909587 8.807171 5.085549
#> Trackway_18
#> Trackway_01 3.1932559
#> Trackway_02 2.3944096
#> Trackway_03 0.9454900
#> Trackway_04 4.0548937
#> Trackway_07 1.4594955
#> Trackway_08 0.2399538
#> Trackway_09 1.3037193
#> Trackway_13 1.2909587
#> Trackway_15 8.8071709
#> Trackway_16 5.0855487
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[93]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.371846 2.6006329 1.196453 2.2261454
#> Trackway_02 0.371846 NA 2.4324788 1.535646 1.9170251
#> Trackway_03 2.600633 2.432479 NA 3.256988 1.4805502
#> Trackway_04 1.196453 1.535646 3.2569884 NA 3.2306152
#> Trackway_07 2.226145 1.917025 1.4805502 3.230615 NA
#> Trackway_08 2.626146 2.312544 1.3152546 3.628633 0.4247393
#> Trackway_09 2.102273 1.968101 0.5436141 2.748943 1.1744837
#> Trackway_13 1.374133 1.015161 1.9306372 2.503858 1.0135969
#> Trackway_15 -1.000000 -1.000000 8.2875050 11.537686 8.7217086
#> Trackway_16 7.755977 -1.000000 5.7438520 -1.000000 5.5388733
#> Trackway_18 2.602657 2.341305 0.7710281 3.483240 0.6068782
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.6261457 2.1022734 1.374133 -1.000000 7.755977
#> Trackway_02 2.3125442 1.9681010 1.015161 -1.000000 -1.000000
#> Trackway_03 1.3152546 0.5436141 1.930637 8.287505 5.743852
#> Trackway_04 3.6286332 2.7489434 2.503858 11.537686 -1.000000
#> Trackway_07 0.4247393 1.1744837 1.013597 8.721709 5.538873
#> Trackway_08 NA 1.4889718 1.376356 -1.000000 5.137706
#> Trackway_09 1.4889718 NA 1.595783 8.799522 -1.000000
#> Trackway_13 1.3763559 1.5957831 NA 9.733782 -1.000000
#> Trackway_15 -1.0000000 8.7995223 9.733782 NA -1.000000
#> Trackway_16 5.1377063 -1.0000000 -1.000000 -1.000000 NA
#> Trackway_18 0.9165700 1.0044611 1.896466 8.238564 -1.000000
#> Trackway_18
#> Trackway_01 2.6026571
#> Trackway_02 2.3413054
#> Trackway_03 0.7710281
#> Trackway_04 3.4832399
#> Trackway_07 0.6068782
#> Trackway_08 0.9165700
#> Trackway_09 1.0044611
#> Trackway_13 1.8964656
#> Trackway_15 8.2385636
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[94]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 3.9494907 5.1351420 4.337911 3.8665748
#> Trackway_02 3.949491 NA 2.4272819 1.037637 2.1322525
#> Trackway_03 5.135142 2.4272819 NA 3.349303 1.3198089
#> Trackway_04 4.337911 1.0376368 3.3493032 NA 3.1698749
#> Trackway_07 3.866575 2.1322525 1.3198089 3.169875 NA
#> Trackway_08 4.551391 1.9715594 0.5980558 2.957818 0.8375310
#> Trackway_09 3.998571 1.4026789 1.2603235 2.505255 0.8457584
#> Trackway_13 3.974817 0.8135167 1.7929640 1.689214 1.5057196
#> Trackway_15 -1.000000 10.8012051 -1.0000000 11.767059 -1.0000000
#> Trackway_16 6.184135 6.6145165 5.0585802 7.641080 4.5178358
#> Trackway_18 4.998357 2.4418583 0.8805285 3.351454 0.7650824
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 4.5513909 3.9985714 3.9748171 -1.000000 6.184135
#> Trackway_02 1.9715594 1.4026789 0.8135167 10.801205 6.614517
#> Trackway_03 0.5980558 1.2603235 1.7929640 -1.000000 5.058580
#> Trackway_04 2.9578177 2.5052547 1.6892140 11.767059 7.641080
#> Trackway_07 0.8375310 0.8457584 1.5057196 -1.000000 4.517836
#> Trackway_08 NA 0.6812841 1.3076330 -1.000000 -1.000000
#> Trackway_09 0.6812841 NA 0.8012596 9.447901 -1.000000
#> Trackway_13 1.3076330 0.8012596 NA -1.000000 -1.000000
#> Trackway_15 -1.0000000 9.4479009 -1.0000000 NA 6.204340
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 6.204340 NA
#> Trackway_18 0.4061274 1.0472347 1.6827847 8.457193 4.656942
#> Trackway_18
#> Trackway_01 4.9983571
#> Trackway_02 2.4418583
#> Trackway_03 0.8805285
#> Trackway_04 3.3514541
#> Trackway_07 0.7650824
#> Trackway_08 0.4061274
#> Trackway_09 1.0472347
#> Trackway_13 1.6827847
#> Trackway_15 8.4571926
#> Trackway_16 4.6569417
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[95]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.215644 3.0099932 1.173877 2.4175667
#> Trackway_02 1.215644 NA 2.4593432 2.344530 2.1826732
#> Trackway_03 3.009993 2.459343 NA 4.143617 0.7646474
#> Trackway_04 1.173877 2.344530 4.1436172 NA 3.4130550
#> Trackway_07 2.417567 2.182673 0.7646474 3.413055 NA
#> Trackway_08 2.881887 3.134279 1.6000301 3.700817 0.9859140
#> Trackway_09 2.006280 1.737773 1.4324599 2.979090 0.4481517
#> Trackway_13 1.693995 1.421928 1.3256690 2.902991 0.7562127
#> Trackway_15 -1.000000 10.908954 8.5398484 12.512128 9.1179953
#> Trackway_16 -1.000000 7.610735 5.3027086 8.426404 5.4981099
#> Trackway_18 3.887504 3.071253 1.0631924 5.014589 1.8229720
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.881887 2.0062802 1.6939954 -1.000000 -1.000000
#> Trackway_02 3.134279 1.7377732 1.4219278 10.908954 7.610735
#> Trackway_03 1.600030 1.4324599 1.3256690 8.539848 5.302709
#> Trackway_04 3.700817 2.9790902 2.9029914 12.512128 8.426404
#> Trackway_07 0.985914 0.4481517 0.7562127 9.117995 5.498110
#> Trackway_08 NA 1.2003886 1.5211037 -1.000000 4.853124
#> Trackway_09 1.200389 NA 0.4598494 9.563477 5.905398
#> Trackway_13 1.521104 0.4598494 NA 9.834412 6.238274
#> Trackway_15 -1.000000 9.5634768 9.8344120 NA -1.000000
#> Trackway_16 4.853124 5.9053977 6.2382743 -1.000000 NA
#> Trackway_18 2.575897 2.2103104 2.4289495 -1.000000 -1.000000
#> Trackway_18
#> Trackway_01 3.887504
#> Trackway_02 3.071253
#> Trackway_03 1.063192
#> Trackway_04 5.014589
#> Trackway_07 1.822972
#> Trackway_08 2.575897
#> Trackway_09 2.210310
#> Trackway_13 2.428950
#> Trackway_15 -1.000000
#> Trackway_16 -1.000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[96]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.8882622 4.1021383 0.7670977 2.6342687
#> Trackway_02 0.8882622 NA 3.4356984 1.6456305 1.7945820
#> Trackway_03 4.1021383 3.4356984 NA 4.9599790 1.9465827
#> Trackway_04 0.7670977 1.6456305 4.9599790 NA 3.4762380
#> Trackway_07 2.6342687 1.7945820 1.9465827 3.4762380 NA
#> Trackway_08 3.5791977 2.6960288 0.8589127 4.3415450 1.1879337
#> Trackway_09 2.7722519 1.7922732 1.4399413 3.6039622 0.9590205
#> Trackway_13 2.3495354 1.4180048 1.8221830 3.0343879 0.9098214
#> Trackway_15 -1.0000000 11.0287501 8.3036914 -1.0000000 9.2399676
#> Trackway_16 -1.0000000 7.1606259 -1.0000000 -1.0000000 -1.0000000
#> Trackway_18 4.0135132 3.1305436 0.3227068 4.7644592 1.7152972
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.5791977 2.7722519 2.3495354 -1.000000 -1.000000
#> Trackway_02 2.6960288 1.7922732 1.4180048 11.028750 7.160626
#> Trackway_03 0.8589127 1.4399413 1.8221830 8.303691 -1.000000
#> Trackway_04 4.3415450 3.6039622 3.0343879 -1.000000 -1.000000
#> Trackway_07 1.1879337 0.9590205 0.9098214 9.239968 -1.000000
#> Trackway_08 NA 1.0972966 1.3464593 8.444525 5.293996
#> Trackway_09 1.0972966 NA 0.4339057 9.429543 6.108474
#> Trackway_13 1.3464593 0.4339057 NA 9.782046 6.330953
#> Trackway_15 8.4445248 9.4295429 9.7820465 NA 5.281919
#> Trackway_16 5.2939962 6.1084740 6.3309529 5.281919 NA
#> Trackway_18 0.9939937 1.3426982 2.0825613 -1.000000 5.438555
#> Trackway_18
#> Trackway_01 4.0135132
#> Trackway_02 3.1305436
#> Trackway_03 0.3227068
#> Trackway_04 4.7644592
#> Trackway_07 1.7152972
#> Trackway_08 0.9939937
#> Trackway_09 1.3426982
#> Trackway_13 2.0825613
#> Trackway_15 -1.0000000
#> Trackway_16 5.4385549
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[97]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0.9488094 3.259442 1.473377 2.5063330
#> Trackway_02 0.9488094 NA 2.376879 1.236846 2.0813518
#> Trackway_03 3.2594421 2.3768791 NA 3.205163 2.0500896
#> Trackway_04 1.4733773 1.2368459 3.205163 NA 3.3084855
#> Trackway_07 2.5063330 2.0813518 2.050090 3.308485 NA
#> Trackway_08 2.9695416 2.2243487 0.807936 3.284919 1.0982303
#> Trackway_09 2.5581154 1.8589719 1.020260 2.997429 1.0471711
#> Trackway_13 1.3774979 0.8740249 2.029910 2.159962 1.2195493
#> Trackway_15 -1.0000000 -1.0000000 -1.000000 11.420247 8.8753369
#> Trackway_16 7.4102939 6.9702736 -1.000000 8.156193 4.9238638
#> Trackway_18 2.8889431 2.3446664 1.017514 3.300713 0.8905762
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9695416 2.5581154 1.3774979 -1.000000 7.410294
#> Trackway_02 2.2243487 1.8589719 0.8740249 -1.000000 6.970274
#> Trackway_03 0.8079360 1.0202600 2.0299104 -1.000000 -1.000000
#> Trackway_04 3.2849187 2.9974287 2.1599617 11.420247 8.156193
#> Trackway_07 1.0982303 1.0471711 1.2195493 8.875337 4.923864
#> Trackway_08 NA 0.4330129 1.6098148 8.288890 4.948428
#> Trackway_09 0.4330129 NA 1.2214362 8.714447 5.341427
#> Trackway_13 1.6098148 1.2214362 NA -1.000000 6.135503
#> Trackway_15 8.2888901 8.7144473 -1.0000000 NA 5.242836
#> Trackway_16 4.9484284 5.3414267 6.1355027 5.242836 NA
#> Trackway_18 0.2122997 0.4570349 1.5148568 8.358066 -1.000000
#> Trackway_18
#> Trackway_01 2.8889431
#> Trackway_02 2.3446664
#> Trackway_03 1.0175144
#> Trackway_04 3.3007128
#> Trackway_07 0.8905762
#> Trackway_08 0.2122997
#> Trackway_09 0.4570349
#> Trackway_13 1.5148568
#> Trackway_15 8.3580655
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[98]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.360345 3.8857317 1.052010 2.3468760
#> Trackway_02 2.360345 NA 2.0824031 3.356870 1.8688874
#> Trackway_03 3.885732 2.082403 NA 4.914201 2.1463452
#> Trackway_04 1.052010 3.356870 4.9142011 NA 3.6668776
#> Trackway_07 2.346876 1.868887 2.1463452 3.666878 NA
#> Trackway_08 3.212777 1.928320 0.8932797 4.262715 1.0316060
#> Trackway_09 2.553273 1.493591 1.5300259 3.402059 0.7105945
#> Trackway_13 3.532711 1.314562 0.9771031 4.457609 2.0213078
#> Trackway_15 11.710069 -1.000000 -1.0000000 12.739057 9.3820412
#> Trackway_16 7.482531 7.150880 -1.0000000 -1.000000 5.4720483
#> Trackway_18 3.448560 2.207270 1.0542960 4.428970 1.0738475
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.2127767 2.5532732 3.5327110 11.710069 7.482531
#> Trackway_02 1.9283204 1.4935910 1.3145619 -1.000000 7.150880
#> Trackway_03 0.8932797 1.5300259 0.9771031 -1.000000 -1.000000
#> Trackway_04 4.2627154 3.4020593 4.4576090 12.739057 -1.000000
#> Trackway_07 1.0316060 0.7105945 2.0213078 9.382041 5.472048
#> Trackway_08 NA 0.9086956 2.0261859 -1.000000 5.246498
#> Trackway_09 0.9086956 NA 1.4798228 9.586932 5.973204
#> Trackway_13 2.0261859 1.4798228 NA 9.315002 6.468854
#> Trackway_15 -1.0000000 9.5869319 9.3150021 NA 5.289293
#> Trackway_16 5.2464984 5.9732035 6.4688541 5.289293 NA
#> Trackway_18 0.8227499 1.1425405 1.8202887 8.448022 4.964144
#> Trackway_18
#> Trackway_01 3.4485600
#> Trackway_02 2.2072696
#> Trackway_03 1.0542960
#> Trackway_04 4.4289698
#> Trackway_07 1.0738475
#> Trackway_08 0.8227499
#> Trackway_09 1.1425405
#> Trackway_13 1.8202887
#> Trackway_15 8.4480216
#> Trackway_16 4.9641443
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[99]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 2.043507 4.3343799 2.474626 3.1009416
#> Trackway_02 2.043507 NA 2.7637104 1.411142 1.8743066
#> Trackway_03 4.334380 2.763710 NA 4.062371 1.5708220
#> Trackway_04 2.474626 1.411142 4.0623711 NA 3.2795272
#> Trackway_07 3.100942 1.874307 1.5708220 3.279527 NA
#> Trackway_08 3.936540 2.569915 0.5655350 3.917933 0.9818970
#> Trackway_09 3.341773 1.718196 1.0538065 3.028318 0.7441206
#> Trackway_13 2.955756 1.163093 2.0698779 2.640583 1.0472698
#> Trackway_15 12.302517 11.296158 -1.0000000 -1.000000 -1.0000000
#> Trackway_16 7.127312 6.824899 4.9500660 -1.000000 5.0083435
#> Trackway_18 4.606493 3.739864 0.2786305 4.972346 1.6031092
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 3.9365395 3.3417734 2.9557562 12.302517 7.127312
#> Trackway_02 2.5699150 1.7181962 1.1630929 11.296158 6.824899
#> Trackway_03 0.5655350 1.0538065 2.0698779 -1.000000 4.950066
#> Trackway_04 3.9179327 3.0283184 2.6405828 -1.000000 -1.000000
#> Trackway_07 0.9818970 0.7441206 1.0472698 -1.000000 5.008344
#> Trackway_08 NA 0.9004234 1.4845501 8.727532 4.670672
#> Trackway_09 0.9004234 NA 0.6454704 -1.000000 -1.000000
#> Trackway_13 1.4845501 0.6454704 NA -1.000000 -1.000000
#> Trackway_15 8.7275322 -1.0000000 -1.0000000 NA -1.000000
#> Trackway_16 4.6706721 -1.0000000 -1.0000000 -1.000000 NA
#> Trackway_18 0.9224884 1.4561252 1.8796664 8.377013 -1.000000
#> Trackway_18
#> Trackway_01 4.6064933
#> Trackway_02 3.7398644
#> Trackway_03 0.2786305
#> Trackway_04 4.9723463
#> Trackway_07 1.6031092
#> Trackway_08 0.9224884
#> Trackway_09 1.4561252
#> Trackway_13 1.8796664
#> Trackway_15 8.3770131
#> Trackway_16 -1.0000000
#> Trackway_18 NA
#>
#> $Frechet_distance_metric_simulations[[100]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1.887094 4.5245345 1.568497 2.7757659
#> Trackway_02 1.887094 NA 3.2003837 1.261321 2.5860215
#> Trackway_03 4.524535 3.200384 NA 4.457667 2.1388064
#> Trackway_04 1.568497 1.261321 4.4576666 NA 3.4783288
#> Trackway_07 2.775766 2.586021 2.1388064 3.478329 NA
#> Trackway_08 2.995369 2.425399 1.6836830 3.487481 0.9499938
#> Trackway_09 2.939190 1.616961 1.6238280 2.866096 1.6334308
#> Trackway_13 2.978811 1.430954 1.7998586 2.717295 2.1627682
#> Trackway_15 11.353699 -1.000000 7.5957020 -1.000000 8.5842477
#> Trackway_16 6.841001 -1.000000 5.0336352 7.903996 4.4870183
#> Trackway_18 4.005110 2.791455 0.8581807 4.044279 1.7965737
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 2.9953686 2.9391900 2.9788112 11.353699 6.841001
#> Trackway_02 2.4253991 1.6169615 1.4309540 -1.000000 -1.000000
#> Trackway_03 1.6836830 1.6238280 1.7998586 7.595702 5.033635
#> Trackway_04 3.4874805 2.8660962 2.7172953 -1.000000 7.903996
#> Trackway_07 0.9499938 1.6334308 2.1627682 8.584248 4.487018
#> Trackway_08 NA 1.1685826 1.2198398 -1.000000 -1.000000
#> Trackway_09 1.1685826 NA 0.2093138 9.082433 -1.000000
#> Trackway_13 1.2198398 0.2093138 NA -1.000000 -1.000000
#> Trackway_15 -1.0000000 9.0824328 -1.0000000 NA -1.000000
#> Trackway_16 -1.0000000 -1.0000000 -1.0000000 -1.000000 NA
#> Trackway_18 1.3855903 1.1784873 2.0997544 -1.000000 5.104485
#> Trackway_18
#> Trackway_01 4.0051097
#> Trackway_02 2.7914551
#> Trackway_03 0.8581807
#> Trackway_04 4.0442793
#> Trackway_07 1.7965737
#> Trackway_08 1.3855903
#> Trackway_09 1.1784873
#> Trackway_13 2.0997544
#> Trackway_15 -1.0000000
#> Trackway_16 5.1044849
#> Trackway_18 NAThe resulting track similarity objects
can then be explored to check pairwise distances,
p-values, and combined
p-values. It is important to verify the presence of
invalid measurements (-1) in the results, especially
when working with highly disparate tracks generated by
Unconstrained models.
Intersection Metric Calculation for Tracks
The track_intersection() function is
designed to detect and quantify unique intersections
between real movement trajectories, helping to identify
behavioral interactions such as coordinated movement,
chasing, or random exploration. By
comparing actual tracks against simulated trajectories generated with
the simulate_track() function, users can
statistically assess whether observed intersections occur more or less
frequently than expected under random conditions.
The input to this function is a track R
object. If statistical testing is desired,
test argument must be set
TRUE and a
track simulation R object provided via the
sim argument.
The function offers several options for modifying the
starting positions of simulated tracks, controlled by
the origin.permutation argument. When set
to "None", simulated trajectories retain
their original starting points, making them comparable to the actual
data without spatial modification. The
"Min.Box" option randomly places the
starting points of simulated tracks within the minimum bounding
box surrounding all original starting points, simulating
movement within a defined area. The
"Conv.Hull" option provides a more precise
alternative by placing simulated tracks within the convex
hull encompassing all original starting points, reflecting the
actual space occupied by the tracks. The
"Custom" option allows users to specify an
area of interest by providing a set of coordinates
(custom.coord) defining the region’s
vertices, which is particularly useful when prior knowledge of terrain
features or environmental factors suggests that movement may be
spatially constrained.
The H1 argument specifies the
alternative hypothesis to be tested. When set to
"Lower", the function evaluates whether
the observed intersections are significantly fewer than those generated
by simulations, which may indicate coordinated or gregarious
movement. When set to "Higher",
it tests whether the observed intersections are significantly greater,
which could be indicative of predatory or chasing
interactions. Users must provide a value for
H1 when the
test argument is set to
TRUE.
The output of the track_intersection()
function is a track intersection R object
that provides a comprehensive assessment of how tracks intersect and,
when applicable, how these intersections compare to simulated datasets.
The core component of this object is the
Intersection_metric, a matrix that details
the number of unique intersection points between pairs of trajectories.
When test = TRUE, which requires a
track simulation R object generated via
simulate_track() provided through the
sim argument, the function produces
additional outputs aimed at statistically evaluating the observed
intersections. One of these is the
Intersection_metric_p_values matrix, which
compares the observed intersections to those derived from simulations.
Each p-value in this matrix indicates the proportion of
simulated datasets with intersection counts as extreme or more extreme
than the observed ones, depending on the selected
H1 hypothesis (whether intersections are
expected to be fewer or more frequent than random expectation). The
function also returns the
Intersection_metric_p_values_combined, a
single value that summarizes the overall statistical significance of the
intersection metrics across all trajectory pairs. This combined
p-value provides a general indication of whether the total
number of intersections observed is significantly different from those
generated through simulations, either supporting or rejecting the
hypothesis under investigation. Additionally, the function provides the
Intersection_metric_simulations, a list
containing matrices of intersection counts for each simulation
iteration. This detailed output allows users to explore how the number
of intersections varies across multiple randomized scenarios, providing
deeper insights into the robustness and consistency of the observed
patterns. By comparing these results to simulated tracks, researchers
can better evaluate whether the observed intersections are genuinely
meaningful or simply the result of random chance.
Examples of Usage
Detecting intersections between Paluxy River tracks and simulated tracks generated using the Directed model, without modifying the starting positions, and testing for reduced intersections.
Detecting intersections between MountTom tracks (after subsetting) and simulated tracks generated using the Constrained model, with convex hull permutation of starting points, and testing for increased intersections.
int_constrained_mount <- track_intersection(sbMountTom, test = TRUE, H1 = "Higher",
sim = sim_constrained_mount,
origin.permutation = "Conv.Hull")
print(int_constrained_mount)#> $Intersection_metric
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_p_values
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 1 1 1.0000000
#> Trackway_02 1 NA 1 1 1.0000000
#> Trackway_03 1 1 NA 1 1.0000000
#> Trackway_04 1 1 1 NA 1.0000000
#> Trackway_07 1 1 1 1 NA
#> Trackway_08 1 1 1 1 1.0000000
#> Trackway_09 1 1 1 1 0.1188119
#> Trackway_13 1 1 1 1 1.0000000
#> Trackway_15 1 1 1 1 1.0000000
#> Trackway_16 1 1 1 1 1.0000000
#> Trackway_18 1 1 1 1 1.0000000
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 1.0000000 1 1 1
#> Trackway_02 1 1.0000000 1 1 1
#> Trackway_03 1 1.0000000 1 1 1
#> Trackway_04 1 1.0000000 1 1 1
#> Trackway_07 1 0.1188119 1 1 1
#> Trackway_08 NA 1.0000000 1 1 1
#> Trackway_09 1 NA 1 1 1
#> Trackway_13 1 1.0000000 NA 1 1
#> Trackway_15 1 1.0000000 1 NA 1
#> Trackway_16 1 1.0000000 1 1 NA
#> Trackway_18 1 1.0000000 1 1 1
#> Trackway_18
#> Trackway_01 1
#> Trackway_02 1
#> Trackway_03 1
#> Trackway_04 1
#> Trackway_07 1
#> Trackway_08 1
#> Trackway_09 1
#> Trackway_13 1
#> Trackway_15 1
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_p_values_BH
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 1 1 1
#> Trackway_02 1 NA 1 1 1
#> Trackway_03 1 1 NA 1 1
#> Trackway_04 1 1 1 NA 1
#> Trackway_07 1 1 1 1 NA
#> Trackway_08 1 1 1 1 1
#> Trackway_09 1 1 1 1 1
#> Trackway_13 1 1 1 1 1
#> Trackway_15 1 1 1 1 1
#> Trackway_16 1 1 1 1 1
#> Trackway_18 1 1 1 1 1
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 1 1 1 1
#> Trackway_02 1 1 1 1 1
#> Trackway_03 1 1 1 1 1
#> Trackway_04 1 1 1 1 1
#> Trackway_07 1 1 1 1 1
#> Trackway_08 NA 1 1 1 1
#> Trackway_09 1 NA 1 1 1
#> Trackway_13 1 1 NA 1 1
#> Trackway_15 1 1 1 NA 1
#> Trackway_16 1 1 1 1 NA
#> Trackway_18 1 1 1 1 1
#> Trackway_18
#> Trackway_01 1
#> Trackway_02 1
#> Trackway_03 1
#> Trackway_04 1
#> Trackway_07 1
#> Trackway_08 1
#> Trackway_09 1
#> Trackway_13 1
#> Trackway_15 1
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_p_values_combined
#> [1] 0.7920792
#>
#> $Intersection_metric_simulations
#> $Intersection_metric_simulations[[1]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 1
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 1 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[2]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 1 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 1 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[3]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 1 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 1 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[4]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 1 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 1 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 1 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 1 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[5]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[6]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 1 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 1 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[7]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[8]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 1
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 1 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[9]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[10]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[11]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 1 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[12]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[13]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[14]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[15]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 1
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 1 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 1 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 1
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[16]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 1 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[17]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[18]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 1 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 1 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[19]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 1 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 1 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[20]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[21]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 1 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 1 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[22]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[23]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[24]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 1 0
#> Trackway_04 0 0 1 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 1
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 1 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[25]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[26]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[27]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 1 1
#> Trackway_15 0 0 1 NA 0
#> Trackway_16 0 0 1 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[28]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 1 1
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 1 0 0 NA 0
#> Trackway_07 1 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[29]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[30]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 1
#> Trackway_07 0 0 0 1 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[31]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 2 0
#> Trackway_04 0 0 2 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 1
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 1 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 1
#> Trackway_16 0 0 0 1 NA
#> Trackway_18 0 0 0 1 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 1
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[32]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[33]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[34]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[35]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[36]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[37]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 1 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[38]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[39]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 1
#> Trackway_07 0 0 0 1 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[40]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 1
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 1 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[41]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 1
#> Trackway_16 0 0 0 1 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[42]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[43]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 1
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 1 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[44]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[45]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[46]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 1
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 1 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[47]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[48]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 1 0
#> Trackway_15 0 0 1 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[49]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 1
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 1 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 1 0
#> Trackway_15 0 0 1 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[50]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[51]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 1 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 1 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[52]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[53]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 1
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 1 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[54]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[55]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[56]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 1 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 1 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[57]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[58]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[59]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[60]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[61]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 1 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 1 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[62]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[63]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 1 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 1 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[64]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 1
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 1 0 0 0 NA
#> Trackway_08 0 0 1 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 1 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[65]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 1 0
#> Trackway_04 0 0 1 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[66]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 1 0 0 0
#> Trackway_15 0 0 1 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 1 0 0
#> Trackway_03 0 0 0 1 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[67]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 1
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 1 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 1
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 1 0 NA
#> Trackway_18 0 0 1 0 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[68]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[69]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[70]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 1 0
#> Trackway_15 0 0 1 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[71]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[72]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 1 0
#> Trackway_04 0 0 1 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[73]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 1 0 1 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 1 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 1 0
#> Trackway_15 0 0 1 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[74]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 1 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 1 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[75]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[76]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[77]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 1 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 1 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 1 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 1
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[78]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 1 0 0 1 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 1 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 1 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[79]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 1 0
#> Trackway_04 0 0 1 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[80]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 1
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 1 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[81]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[82]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 1
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 1
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[83]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[84]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 1 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 1 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[85]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[86]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 1 0 0 0
#> Trackway_09 0 1 0 1 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 1 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 1 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[87]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[88]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 1 0 0
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 1 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[89]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[90]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 1 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 1 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[91]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 1 0 0
#> Trackway_13 0 1 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[92]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 1
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 1 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 1 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 1
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[93]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[94]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 1 0 1
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 1 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 1 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[95]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[96]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[97]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[98]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[99]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 0 0 0 0
#> Trackway_02 0 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 0 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 0 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 0 0 0 0
#> Trackway_09 0 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NA
#>
#> $Intersection_metric_simulations[[100]]
#> Trackway_01 Trackway_02 Trackway_03 Trackway_04 Trackway_07
#> Trackway_01 NA 1 0 0 0
#> Trackway_02 1 NA 0 0 0
#> Trackway_03 0 0 NA 0 0
#> Trackway_04 0 0 0 NA 0
#> Trackway_07 0 0 0 0 NA
#> Trackway_08 0 0 0 0 0
#> Trackway_09 0 1 0 0 0
#> Trackway_13 0 0 0 0 0
#> Trackway_15 0 0 0 0 0
#> Trackway_16 0 0 0 0 0
#> Trackway_18 0 0 0 0 0
#> Trackway_08 Trackway_09 Trackway_13 Trackway_15 Trackway_16
#> Trackway_01 0 0 0 0 0
#> Trackway_02 0 1 0 0 0
#> Trackway_03 0 0 0 0 0
#> Trackway_04 0 0 0 0 0
#> Trackway_07 0 0 0 0 0
#> Trackway_08 NA 1 0 0 0
#> Trackway_09 1 NA 0 0 0
#> Trackway_13 0 0 NA 0 0
#> Trackway_15 0 0 0 NA 0
#> Trackway_16 0 0 0 0 NA
#> Trackway_18 0 0 0 0 0
#> Trackway_18
#> Trackway_01 0
#> Trackway_02 0
#> Trackway_03 0
#> Trackway_04 0
#> Trackway_07 0
#> Trackway_08 0
#> Trackway_09 0
#> Trackway_13 0
#> Trackway_15 0
#> Trackway_16 0
#> Trackway_18 NACombining P-values from Multiple Similarity and Intersection Metrics
The combined_prob() function is
designed to combine p-values obtained from
various similarity and intersection metrics to provide
a more comprehensive assessment of how well the observed
trajectories compare to those generated through simulation. The
function is useful when multiple metrics are applied to the same set of
data, as it allows users to integrate the results and obtain an
overall measure of significance.
The basic idea behind this function is to assess how the
observed similarity or intersection metrics compare to
those generated under various simulated scenarios. It
starts by receiving a list of track similarity
and/or track intersection R objects, obtained from
simil_DTW_metric(),
simil_Frechet_metric(), and/or
track_intersection() functions. To make
meaningful comparisons, the function ensures that all metrics provided
in the metrics list have been derived
using the same number of simulations. If the metrics are incompatible,
the function raises an error to prevent incorrect calculations. The
process works by generating a matrix of
p-values where each entry represents the
combined significance of multiple metrics for a particular
trajectory pair. The function also provides an overall
p-value that summarizes the combined significance
across all trajectory pairs. This value indicates how
consistently the observed data differs from the simulated
datasets across all metrics.
The result is returned as a list consisting of two main components. The first component is a matrix of combined p-values for each trajectory pair, where the entries indicate the probability of observing the combined metrics across all simulations. This matrix provides a detailed comparison of how individual track pairs compare to the simulated datasets. The second component is a single overall p-value that summarizes the combined significance of all metrics across all pairs of trajectories, offering a comprehensive assessment of the dataset as a whole.
The combined_prob() function provides
an efficient way to aggregate multiple similarity or
intersection metrics, making it an essential tool for users who
wish to comprehensively evaluate their models and
hypotheses. By allowing for the integration of different
metrics, the function offers a holistic approach to analyzing
and comparing track data.
Examples of Usage
Combining p-values for the Paluxy River
dataset based on analyses performed with the Directed model
simulations. In this example, we combine results from three
different methods: Dynamic Time Warping (DTW),
Fréchet distance, and intersection
counts. All of them were computed using the same simulated
dataset (sim_directed_paluxy) and are stored in the objects
simil_dtw_directed_paluxy,
simil_frechet_directed_paluxy, and
int_directed_paluxy.
combined_metrics_paluxy <- combined_prob(PaluxyRiver, metrics = list(
simil_dtw_directed_paluxy,
simil_frechet_directed_paluxy,
int_directed_paluxy
))#> $P_values
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.06930693
#> Trackway_2 0.06930693 NA
#>
#> $P_values_BH
#> Trackway_1 Trackway_2
#> Trackway_1 NA 0.06930693
#> Trackway_2 0.06930693 NA
#>
#> $P_values_global
#> [1] 0.06930693Clustering Tracks Based on Movement Parameters
Clustering tracks is a powerful approach for
detecting patterns of movement that may reveal specific
behaviors or strategies employed by trackmakers. The
cluster_track() function is designed to
process a set of tracks by calculating various movement
parameters and then classifying them into groups based on their
similarities. Instead of just comparing tracks
pairwise, this method allows for the identification of broader
behavioral patterns shared across multiple tracks.
The process begins with preparing the data, where tracks containing fewer than four steps are filtered out. Short tracks lack sufficient information about movement patterns and would introduce noise into the clustering process. Once filtered, the function calculates multiple movement parameters to characterize the trackmaker’s behavior. These parameters include metrics such as turning angles, step lengths, sinuosity, straightness, and velocity.
The cluster_track() function uses the
mclust package to perform
model-based clustering, which is particularly effective
because it identifies natural clusters by fitting
various Gaussian mixture models to the data. Unlike
methods that impose arbitrary groupings, model-based
clustering selects the most suitable model by optimizing the
Bayesian Information Criterion (BIC). This approach is
versatile, supporting single-parameter and multi-parameter
clustering, depending on the user’s analytical needs. When
only one parameter is selected, the function uses
simpler models with equal or variable variance. When
multiple parameters are specified, it examines the
entire range of Gaussian models provided by
mclust.
The parameters used for clustering are specified via the
variables argument. Users can choose from
a variety of options, including "TurnAng"
(mean turning angle), "sdTurnAng"
(standard deviation of turning angles),
"Distance" (total distance covered),
"Length" (total length of the trajectory),
"StLength" (mean step length),
"sdStLength" (standard deviation of step
length), "Sinuosity" (path tortuosity),
"Straightness" (straight-line efficiency),
"Velocity" (mean velocity),
"sdVelocity" (standard deviation of
velocity), "MaxVelocity" (maximum
velocity), and "MinVelocity" (minimum
velocity). This flexibility allows users to focus on specific aspects of
movement or combine multiple characteristics to create a comprehensive
profile of trackmaker behavior.
The data argument expects a
track R object and the
veltrack argument requires a
track velocity R object. These parameters
are used to enhance the clustering process by incorporating
speed-related information alongside spatial metrics.
The results of the clustering process have important biological implications. By grouping tracks with similar movement parameters, researchers can infer the behaviors that produced those tracks. For instance, tracks characterized by low sinuosity and high velocity might indicate animals moving directly toward a target, while high sinuosity and variable step lengths could suggest foraging or exploratory behavior.
Additionally, clustering can reveal coordinated movement. If multiple tracks fall within the same cluster and also exhibit high similarity when analyzed with methods like Dynamic Time Warping (DTW) or Fréchet distance, it could indicate group movement or coordinated hunting strategies.
Moreover, the clustering approach offers a practical way to refine datasets before applying more computationally demanding tests. By first identifying groups of tracks that share similar characteristics, users can focus on the most relevant comparisons, enhancing the robustness of their hypothesis testing. This pre-clustering step can significantly improve the efficiency and reliability of subsequent analyses, such as similarity metrics or intersection tests.
The output of the cluster_track()
function is a track clustering R object,
which provides detailed information about the clustering process and the
resulting classification of tracks based on their movement parameters.
The output is structured as a list containing two primary components:
matrix and
clust. The
matrix element is a data frame that holds
the calculated movement parameters for each track, including metrics
such as turning angles, step lengths, sinuosity, straightness, and
various velocity parameters. This matrix serves as the input data for
the clustering process, providing a comprehensive summary of the tracks’
movement characteristics. The clust
element is an Mclust R object generated by
the mclust package. This object contains
all the results of the model-based clustering analysis, including the
optimal model selected according to the Bayesian Information
Criterion (BIC). The clust object
includes essential information such as the number of clusters identified
(G), the specific model used
(modelName), the mixing proportions of
each component (pro), the means of each
cluster (mean), and the variance
parameters (variance). Additionally, it
provides the log-likelihood, BIC, and
ICL (Integrated Complete-data Likelihood) values
corresponding to the best-fitting model. The
classification of tracks is provided within the
clust object as the
classification element, which assigns each
track to a specific cluster. The z matrix
within this object gives the probability of each track belonging to each
cluster, while the uncertainty element
measures the confidence associated with each classification. The
cluster_track() function’s output allows
users to assess how tracks are grouped based on their movement patterns,
providing valuable insights into potential behavioral strategies. This
clustering result can be directly used to guide further analyses, such
as comparing clusters with similarity metrics or testing whether
clusters correspond to specific ecological or behavioral hypotheses.
The cluster_track() function provides a
flexible and powerful framework for identifying behavioral
patterns from trackway data, enabling researchers to draw
meaningful conclusions about the behavioral ecology of ancient
trackmakers.
Examples of Usage
First, compute velocities for the subsetted MountTom dataset using
the velocity_track() function. This object
will later be passed to
cluster_track():
H_mounttom_subset <- c(
1.380, 1.404, 1.320, 1.736, 1.432, 1.508, 1.768, 0.760, 1.688, 1.620, 1.784
)
velocity_sbmounttom <- velocity_track(sbMountTom, H = H_mounttom_subset)Next, perform clustering using key variables related to movement behavior: sinuosity, straightness, velocity, and turning angles.
clustering_mounttom <- cluster_track(
data = sbMountTom,
veltrack = velocity_sbmounttom,
variables = c("Sinuosity", "Straightness", "Velocity", "TurnAng"),
analysis = "mclust"
)#> $matrix
#> TurnAng sdTurnAng PathLen BeelineLen StLength sdStLength StrideLen
#> Track 1 136.5592 4.467360 7.082804 7.064759 0.8853504 0.05548326 1.7707009
#> Track 2 128.8950 5.148772 7.633951 7.606290 0.9542439 0.07899492 1.9084877
#> Track 3 132.4672 1.706197 4.603920 4.602306 1.1509800 0.10291723 2.3019601
#> Track 4 126.3425 4.993546 4.088891 4.077400 1.0222226 0.06773344 2.0444453
#> Track 5 119.7276 8.906416 4.870292 4.824094 0.8117153 0.11099481 1.6234307
#> Track 6 121.9937 3.409506 5.408165 5.400481 1.0816331 0.07421133 2.1632662
#> Track 7 338.1763 3.439774 4.950496 4.943628 1.2376241 0.13698500 2.4752481
#> Track 8 230.2982 10.200005 1.660380 1.640411 0.4150951 0.02811979 0.8301902
#> Track 9 116.2898 4.278817 4.140257 4.131406 1.0350641 0.05360650 2.0701283
#> Track 10 125.0358 6.748851 6.446288 6.408877 0.9208983 0.05844160 1.8417966
#> Track 11 110.6121 2.470679 4.325985 4.322800 1.0814963 0.08433082 2.1629926
#> PaceLen Sinuosity Straightness TrackWidth Gauge PaceAng
#> Track 1 0.9191016 0.11270082 0.9974524 0.1721504825 NA 158.5226
#> Track 2 0.9541748 0.09262995 0.9963766 0.0159891957 NA 173.6657
#> Track 3 1.1345215 0.03764747 0.9996494 0.0212477374 NA 174.5695
#> Track 4 1.0358257 0.10145144 0.9971898 0.0047833057 NA 172.6057
#> Track 5 0.8216841 0.12973220 0.9905143 0.0636573000 NA 166.8076
#> Track 6 1.1212537 0.07028586 0.9985792 0.1866850854 NA 161.4382
#> Track 7 1.2361499 0.05626070 0.9986127 0.0608677632 NA 175.7803
#> Track 8 0.4129860 0.27686948 0.9879729 0.0266683991 NA 163.5760
#> Track 9 1.0236417 0.08267192 0.9978623 0.0004700831 NA 171.2543
#> Track 10 0.9126663 0.08738057 0.9941965 0.1258592548 NA 170.4862
#> Track 11 1.0763069 0.05048719 0.9992637 0.1232654737 NA 164.4785
#> StepAng Velocity sdVelocity MaxVelocity MinVelocity
#> Track 1 10.626826 1.3968002 0.14439087 1.6282145 1.1263670
#> Track 2 5.892303 1.5535875 0.21607084 1.9705480 1.2282962
#> Track 3 3.035714 2.2836915 0.34151372 2.6930934 1.9459589
#> Track 4 5.141067 1.3574968 0.15085861 1.5542292 1.1964928
#> Track 5 8.342249 1.1649515 0.26140051 1.4629709 0.7937147
#> Track 6 9.462611 1.7594451 0.19822185 1.9368491 1.4623759
#> Track 7 3.718311 1.8347941 0.32941336 2.1424638 1.3785178
#> Track 8 11.268134 0.7922552 0.08889224 0.8898008 0.6789600
#> Track 9 4.587023 1.4313084 0.12214822 1.5446592 1.2579403
#> Track 10 7.654888 1.2365595 0.12945067 1.4062974 1.0226956
#> Track 11 7.244510 1.4456913 0.18479230 1.5911254 1.1928343
#>
#> $clust
#> 'Mclust' model object: (EII,9)
#>
#> Available components:
#> [1] "call" "data" "modelName" "n"
#> [5] "d" "G" "BIC" "loglik"
#> [9] "df" "bic" "icl" "hypvol"
#> [13] "parameters" "z" "classification" "uncertainty"We then check the classification of tracks.
clustering_mounttom$clust$classification#> Track 1 Track 2 Track 3 Track 4 Track 5 Track 6 Track 7 Track 8
#> 1 2 3 4 5 6 1 7
#> Track 9 Track 10 Track 11
#> 2 8 9And the probability of each track belonging to each cluster.
clustering_mounttom$clust$z#> [,1] [,2] [,3] [,4] [,5]
#> Track 1 1.000000e+00 5.221985e-35 4.860935e-153 1.239078e-86 5.808852e-89
#> Track 2 1.966107e-48 1.000000e+00 5.202275e-145 7.001205e-71 1.272419e-89
#> Track 3 3.160409e-117 4.146421e-138 1.000000e+00 1.323486e-85 2.457625e-179
#> Track 4 2.536411e-85 1.871845e-68 1.323486e-85 1.000000e+00 4.067886e-22
#> Track 5 9.153190e-101 3.965623e-92 2.457625e-179 4.067886e-22 1.000000e+00
#> Track 6 2.733824e-82 4.146387e-19 2.235701e-80 9.675740e-61 1.440681e-117
#> Track 7 1.000000e+00 1.512900e-61 1.284242e-82 3.245044e-85 9.014354e-114
#> Track 8 2.020008e-119 5.788091e-102 0.000000e+00 6.844101e-158 2.520234e-101
#> Track 9 4.018265e-48 1.000000e+00 2.065540e-132 3.127857e-67 7.724541e-96
#> Track 10 7.189284e-34 3.165595e-73 2.495518e-171 7.008780e-51 2.369398e-29
#> Track 11 1.622006e-29 1.240929e-27 1.372279e-119 1.844548e-105 4.291280e-150
#> [,6] [,7] [,8] [,9]
#> Track 1 2.312889e-83 1.818145e-73 1.019885e-23 5.329865e-24
#> Track 2 6.846217e-22 1.092173e-101 1.484236e-71 4.716941e-35
#> Track 3 2.235701e-80 0.000000e+00 2.495518e-171 1.372279e-119
#> Track 4 9.675740e-61 6.844101e-158 7.008780e-51 1.844548e-105
#> Track 5 1.440681e-117 2.520234e-101 2.369398e-29 4.291280e-150
#> Track 6 1.000000e+00 7.836224e-196 5.545566e-121 1.525733e-47
#> Track 7 2.019605e-82 1.402677e-166 3.167379e-45 3.085095e-36
#> Track 8 7.836224e-196 1.000000e+00 2.988385e-69 4.114114e-136
#> Track 9 1.569528e-17 1.917164e-103 4.219759e-76 2.040392e-21
#> Track 10 5.545566e-121 2.988385e-69 1.000000e+00 6.491022e-90
#> Track 11 1.525733e-47 4.114114e-136 6.491022e-90 1.000000e+00The resulting clusters can help infer behavioral strategies (e.g., direct vs. exploratory movement), and serve as a pre-selection step for deeper hypothesis testing. Tracks in the same cluster can be further analyzed with similarity metrics, intersection metrics, and the combined_prob() function to test whether observed movement patterns reflect non-random, coordinated, or functionally distinct behaviors—while also reducing computational cost by narrowing the scope of comparisons.
References
- Alexander, R. M. (1976). Estimates of speeds of dinosaurs. Nature, 261(5556), 129-130. DOI: https://doi.org/10.1038/261129a0.
-
Batschelet, E. (1981). Circular statistics in
biology. Academic Press, 388 pp.
- Benhamou, S. (2004). How to reliably estimate the tortuosity of an animal’s path: straightness, sinuosity, or fractal dimension?. Journal of Theoretical Biology, 229(2), 209-220. DOI: https://doi.org/10.1016/j.jtbi.2004.03.016.
-
Farlow, J. O., O’Brien, M., Kuban, G. J., Dattilo, B. F.,
Bates, K. T., Falkingham, P. L., & Piñuela, L. (2012).
Dinosaur Tracksites of the Paluxy River Valley (Glen Rose Formation,
Lower Cretaceous), Dinosaur Valley State Park, Somervell County, Texas.
In Proceedings of the V International Symposium about Dinosaur
Palaeontology and their Environment (pp. 41-69). Burgos: Salas de
los Infantes.
-
Lallensack, J. N., Leonardi, G., & Falkingham, P. L.
(2025). Glossary of tetrapod tracks. Palaeontologia
Electronica, 28(1), 1-105. DOI: https://doi.org/10.26879/1389.
-
Ostrom, J. H. (1972). Were some dinosaurs
gregarious? Palaeogeography, Palaeoclimatology, Palaeoecology,
11(4), 287-301. DOI: https://doi.org/10.1016/0031-0182(72)90049-1.
-
Rohlf, F. J. 2008. tpsUtil. Version
1.40. Department of Ecology and Evolution, State University of
New York.
Available at: https://sbmorphometrics.org/
-
Rohlf, F. J. 2009. tpsDig. Version
2.14. Department of Ecology and Evolution, State University of
New York.
Available at: https://sbmorphometrics.org/
-
Ruiz, J., & Torices, A. (2013). Humans running
at stadiums and beaches and the accuracy of speed estimations from
fossil trackways. Ichnos, 20(1), 31-35.
-
Thulborn, R. A., & Wade, M. (1984). Dinosaur
trackways in the Winton Formation (mid-Cretaceous) of Queensland.
Memoirs of the Queensland Museum, 21(2), 413-517.
- Zelditch, M., Swiderski, D., & Sheets, H. D. (2012). Geometric morphometrics for biologists: a primer. Academic Press, 477 pp.