added gfx
This commit is contained in:
toni
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@@ -117,7 +117,7 @@
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% gfx include folder
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\graphicspath{ {gfx/baro/},{gfx/graph/},{gfx/paths/},{gfx/eval/},{gfx/},{gfx/grid/},{gfx/activity/}}
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\graphicspath{ {gfx/baro/},{gfx/graph/},{gfx/paths/},{gfx/eval/},{gfx/},{gfx/grid/},{gfx/activity/},{gfx/eval/interval_path4_comp/},{gfx/eval/interval_path3_bad/}}
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% correct bad hyphenation here
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@@ -36,9 +36,12 @@ We therefore expect the localisation process to perform generally worse compared
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However, incorporating prior knowledge and smoothing will often compensate for those poorly chosen system parameters.
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For the filtering we used $\sigma_\text{wifi} = \sigma_\text{ib} = 8.0$ as uncertainties, both growing with each measurement's age.
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While the pressure change was assumed to be \SI{0.105}{$\frac{\text{\hpa}}{\text{\meter}}$}, all other barometer-parameters are determined automatically (see \ref{sec:sensBaro}).
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The step size $\mStepSize$ for the transition was configured to be \SI{70}{\centimeter} with an allowed derivation of \SI{10}{\percent}. The heading deviation in \refeq{eq:transSimple}, \refeq{eq:transShortestPath} and \refeq{eq:transMultiPath} was \SI{25}{\degree}.
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Edges departing from the pedestrian's destination are downvoted using $\mUsePath = 0.9$.
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While the pressure change was assumed to be \SI{0.105}{$\frac{\text{\hpa}}{\text{\meter}}$}, all other barometer-parameters are determined automatically (see \ref{sec:eval}).
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The step size $\mStepSize$ for the transition was configured to be \SI{70}{\centimeter} with an allowed derivation of \SI{10}{\percent}. The heading deviation was set to \SI{25}{\degree}.
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Edges departing from the pedestrian's destination are downvoted using $\mUsePath = 0.9$.
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For smoothing we set $\sigma^2_{\text{turn}} = \SI{5}{\degree}$ and $\sigma^2_z = \SI{0.25}{\centimeter}$.
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If walking or unknown are the current activities, $ \mu_{\text{step}} = \SI{0.7}{\meter}$, $ \mu_{\text{step}} = \SI{0.5}{}$ and $ \mu_z = \SI{0.0}{\meter}$ are used.
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Walking upstairs sets $ \mu_{\text{step}} = \SI{0.4}{\meter}$, $ \sigma_{\text{step}}^2 = \SI{0.2}{}$ and $ \mu_z = \SI{-0.3}{\meter}$, otherwise $ \mu_{\text{step}} = \SI{0.5}{\meter}$, $ \sigma_{\text{step}}^2 = \SI{0.3}{}$ and $ \mu_z = \SI{0.3}{\meter}$ for walking downstairs.
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% all paths we evaluated
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\begin{figure}
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@@ -55,7 +58,7 @@ Edges departing from the pedestrian's destination are downvoted using $\mUsePath
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By adding the activity recognition to the system of \cite{Ebner-16}, we are able to further improve the overall localisation results.
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The approximation error decreases by an average of \SI{66666}{\centimeter} for all 4 paths on 10 MC runs.
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Due to this additional knowledge, the state transition samples mostly depending upon the current activity and therefore limits the possibility of false floor changes.
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Fig. \ref{dd} shows the recognized activities for path 4 using the Nexus 6.
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Fig. \ref{fig:activityRecognition} shows the recognized activities for path 4 using the Nexus 6.
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Despite a short misdetection caused by faulty pressure readings, the recognition can be considered to be very robust and accurate.
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%Fixed Interval Smoothing
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@@ -73,12 +76,23 @@ Now, the positional error along all 4 paths could be improved from \SI{}{} to \S
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%Similar outcomes can be observed by adding a resampling step at the end of every smoothing iteration.
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However, BS still outperforms the FBS by an average of \SI{}{} on all 4 paths using the same number of particles and \SI{500}{} sample realisations.
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A visual example comparing both smoothing methods on path 4 is illustrated in fig. \ref{}.
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A visual example comparing both smoothing methods on path 4 is illustrated in fig. \ref{fig:intcomp}.
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Another advantage of BS over FBS, is the ability to still improve the filtering results even while reducing the number of particles radical.
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For example \SI{50}{} particles and \SI{25}{} sample realisations are providing reliable estimations similar to above experiments, though the risk of losing track is higher.
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\begin{figure}
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\input{gfx/eval/interval_path4_comp/path4_interval}
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\caption{Comparison between FBS (red) and BS (blue) on path 4 (black). Both were approximated using \SI{2500}{} particles and \SI{500}{} sample realisations for BS. The measurements were recorded using the Nexus 6.}
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\label{fig:intcomp}
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\end{figure}
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\begin{figure}
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\input{gfx/eval/interval_path3_bad/path3_interval}
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\caption{A situation where BS smoothing (blue) was not able to improve the filtering results (green). Two main factors are causing this: an initial position within a detached room and inaccurate pressure readings given by the Galaxy S5.}
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\label{fig:intervalbad}
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\end{figure}
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Despite the very good outcomes provided by both interval smoother, there are some rare situations in which smoothing does not improve the filtered estimation or even improves the visual path.
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For example fig. \ref{} depicts such a situation for path 3 using BS and measurements provided by the Galaxy S5.
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For example fig. \ref{fig:intervalbad} depicts such a situation for path 3 using BS and measurements provided by the Galaxy S5.
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Here, the estimation was not able to change floors correctly due to faulty pressure readings. Additionally, the initial position was located within a detached room.
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This shows that the smoothing results are of course highly depend upon the filtering performance.
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At next, we discuss the advantages and disadvantages of utilizing FBS and BS as fixed-lag smoother.
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@@ -87,7 +101,10 @@ Especially interesting in this context are small lags $\tau < 10$ considering fi
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%as seen fbs war im fixed interval schon nicht so gut, im lag ist sein einfluss vernachlässigbar. optische und error technische verbesserung sind kaum vorhanden. lediglich eine verbesserung von deshalb konzentrieren wir uns bei der diskussion auf den BS. trotzdem verschlechtert sich das ergebniss aber auch nicht. die verbesserung ist nur nicht so signifikant wie bei bs
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Fig. \ref{} illustrates the estimation results for path 4 using \SI{2500}{particles}, \SI{50}{sample realisations} for BS and a fixed-lag $\tau = 5$.
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%wie gut ist fixed-lag mit einem lag = 5. was fällt so auf?
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Fig. \ref{} illustrates the estimation results for path 4 using \SI{2500}{particles}, \SI{500}{sample realisations} for BS and a fixed-lag $\tau = 5$.
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%lag vergrößern was passiert beschreiben
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fixed-lag reduces the error about... however, as seen in fig. \ref{} ist der bloße error nicht unbedingt ausschlaggebend für die verbesserung. fast immer liefert smoothing pfade die realistischer sind, aber die error erhöhen.
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@@ -103,7 +120,7 @@ bei weniger partikeln bringt fixed-lag und fixed-interval smoothing im verhältn
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%beispiel multimodalität
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%ein paar worte zur berechenzeit.
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%Tabelle mit spalten interval partikel, lag partikel; spalten: filter, BS, FBS
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%Evaluation:
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%\begin{itemize}
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@@ -115,7 +115,7 @@ In the following a simple and inexpensive approach for receiving this informatio
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By writing
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\begin{equation}
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p(\vec{q}_{t+1} \mid \vec{q}_t, \mObsVec_t)_{\text{step}} = \mathcal{N}(\Delta d_t \mid \mu_{\text{step}}, \sigma_{\gDist}^2)
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p(\vec{q}_{t+1} \mid \vec{q}_t, \mObsVec_t)_{\text{step}} = \mathcal{N}(\Delta d_t \mid \mu_{\text{step}}, \sigma_{\text{step}}^2)
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\label{eq:smoothingTransDistance}
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\end{equation}
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we receive a statement about how likely it is to cover a distance $\Delta d_t$ between two states $\vec{q}_{t+1}$ and $\vec{q}_{t}$.
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@@ -123,8 +123,8 @@ In the easiest case, $\Delta d_t$ is the linear distance between two states.
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Of course, based on the graph structure, one could calculate the shortest path between both and sum up the respective edge lengths.
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However, this requires tremendous calculation time for negligible improvements.
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Therefore this is not further discussed within this work.
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The average step length $\mu_{\text{step}}$ is based on the pedestrian's walking speed and $\sigma_{\gDist}^2$ denotes the step length's variance.
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Both values are chosen depending on the activity $x$ recognized at time $t$.
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The average step length $\mu_{\text{step}}$ is based on the pedestrian's walking speed and $\sigma_{\text{step}}^2$ denotes the step length's variance.
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Both values are chosen depending on the activity $\mObsActivity$ recognized at time $t$.
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For example $\mu_{\text{step}}$ gets smaller while a pedestrian is walking upstairs, than just walking straight.
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This requires to extend the smoothing transition by the current observation $\mObsVec_t$.
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Since $\mStateVec$ is hidden and the Markov property is satisfied, we are able to do so.
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607.134
|
||||
570.537
|
||||
497.262
|
||||
365.267
|
||||
@@ -0,0 +1,133 @@
|
||||
1906.72
|
||||
1875.17
|
||||
1852.58
|
||||
1805.4
|
||||
1834.63
|
||||
1857.28
|
||||
1889.74
|
||||
1926.63
|
||||
1909.22
|
||||
1952.99
|
||||
1910.02
|
||||
1941.26
|
||||
1940.55
|
||||
1924.98
|
||||
1839.17
|
||||
1782.03
|
||||
1758.73
|
||||
1707.96
|
||||
1729.06
|
||||
1698.38
|
||||
1571.73
|
||||
1345.41
|
||||
1283.89
|
||||
1029.68
|
||||
945.592
|
||||
986.461
|
||||
1080.36
|
||||
1500.25
|
||||
1352.9
|
||||
1297.17
|
||||
1212.26
|
||||
1163.72
|
||||
1093.29
|
||||
1008.46
|
||||
1099.18
|
||||
1067.33
|
||||
1043.39
|
||||
969.671
|
||||
904.398
|
||||
839.717
|
||||
847.757
|
||||
934.27
|
||||
931.206
|
||||
924.537
|
||||
934.098
|
||||
929.13
|
||||
960.243
|
||||
1077.24
|
||||
1141.09
|
||||
1202.36
|
||||
1263.62
|
||||
1305.12
|
||||
1385.85
|
||||
1422.97
|
||||
1485.04
|
||||
1567.24
|
||||
1635.73
|
||||
1682.84
|
||||
1658.59
|
||||
1666.68
|
||||
1653.35
|
||||
1631.44
|
||||
1658.96
|
||||
1583.73
|
||||
1556.05
|
||||
1454.99
|
||||
1423.97
|
||||
1382.31
|
||||
1327.67
|
||||
1234.96
|
||||
1254.89
|
||||
1010.67
|
||||
1109.24
|
||||
1087.42
|
||||
899.91
|
||||
1090.9
|
||||
1123.81
|
||||
951.13
|
||||
953.958
|
||||
932.108
|
||||
380.813
|
||||
404.799
|
||||
380.833
|
||||
295.744
|
||||
247.168
|
||||
168.476
|
||||
131.652
|
||||
151.406
|
||||
140.038
|
||||
189.298
|
||||
227.078
|
||||
253.7
|
||||
244.784
|
||||
215.506
|
||||
207.966
|
||||
179.739
|
||||
172.821
|
||||
190.098
|
||||
195.396
|
||||
186.309
|
||||
181.13
|
||||
181.276
|
||||
166.707
|
||||
142.912
|
||||
132.741
|
||||
114.992
|
||||
96.9037
|
||||
94.3765
|
||||
94.7705
|
||||
71.227
|
||||
58.484
|
||||
50.5034
|
||||
29.2184
|
||||
24.3638
|
||||
23.4008
|
||||
36.7779
|
||||
29.0434
|
||||
19.8887
|
||||
26.9714
|
||||
24.1813
|
||||
44.7115
|
||||
33.455
|
||||
86.3627
|
||||
136.977
|
||||
87.0056
|
||||
135.822
|
||||
103.095
|
||||
131.567
|
||||
189.172
|
||||
254.151
|
||||
271.029
|
||||
339.383
|
||||
345.53
|
||||
@@ -0,0 +1,169 @@
|
||||
3094.09 3565.81 546.796
|
||||
2060.06 3277.83 832.725
|
||||
1737.06 3193.73 907.107
|
||||
1590.58 3180.95 938.392
|
||||
1399.96 3150.11 989.721
|
||||
1315.05 3124.18 1015.92
|
||||
1253.58 3115.04 1025.15
|
||||
1210.44 3132.59 1031.96
|
||||
1167.43 3137.35 1034.75
|
||||
1149.54 3161.19 1036.74
|
||||
1141.46 3173.94 1039.12
|
||||
1079.41 3287.72 1045.66
|
||||
1049.18 3369.33 1048.69
|
||||
1059.76 3413.67 1052.31
|
||||
1040.87 3435.19 1053.18
|
||||
1043.81 3485.19 1053.52
|
||||
1020.61 3510.8 1053.44
|
||||
1011.69 3543.4 1056.73
|
||||
994.405 3553.97 1058.18
|
||||
994.807 3566.97 1059.22
|
||||
989.555 3585.72 1059.66
|
||||
993.84 3593.39 1059.69
|
||||
997.349 3596.26 1059.77
|
||||
1000.95 3616.09 1059.87
|
||||
963.828 3670.96 1059.92
|
||||
951.792 3692.42 1059.7
|
||||
933.836 3705.58 1059.74
|
||||
925.507 3708.01 1059.96
|
||||
929.542 3706.72 1059.98
|
||||
915.245 3703.74 1059.95
|
||||
919.279 3712.3 1059.94
|
||||
914.914 3720.61 1059.95
|
||||
906.442 3740.25 1059.97
|
||||
897.998 3724.43 1059.99
|
||||
889.822 3730.33 1059.96
|
||||
876.767 3734.33 1059.96
|
||||
881.179 3740.31 1059.94
|
||||
881.21 3730.45 1060
|
||||
863.476 3731.84 1059.99
|
||||
869.457 3717.82 1060
|
||||
873.945 3697.18 1060
|
||||
866.975 3695.23 1060
|
||||
858.173 3680.31 1060
|
||||
872.101 3670.31 1060
|
||||
879.234 3665.08 1059.98
|
||||
866.029 3641.67 1059.97
|
||||
838.889 3645.54 1059.97
|
||||
839.123 3646.43 1060
|
||||
833.906 3634.7 1059.99
|
||||
841.178 3621.72 1059.99
|
||||
852.092 3613.03 1060
|
||||
862.253 3626.77 1060
|
||||
880.778 3620.35 1060
|
||||
899.018 3608.44 1060
|
||||
911.743 3608.38 1060
|
||||
933.689 3606.59 1059.86
|
||||
941.582 3614.81 1059.94
|
||||
954.428 3610.27 1059.97
|
||||
936.288 3640.87 1059.98
|
||||
948.971 3644.35 1060
|
||||
932.201 3641.76 1060
|
||||
919.446 3649.85 1059.96
|
||||
922.411 3651.98 1059.93
|
||||
918.173 3649.06 1059.92
|
||||
923.888 3646.52 1059.92
|
||||
917.789 3697.66 1059.94
|
||||
910.289 3732.55 1059.49
|
||||
906.093 3742.2 1059.83
|
||||
904.388 3749.65 1059.89
|
||||
911.983 3757.4 1059.82
|
||||
917.156 3762.9 1059.91
|
||||
919.148 3767.56 1059.78
|
||||
924.24 3787.51 1059.62
|
||||
943.869 3804.67 1059.01
|
||||
962.526 3816.24 1058.24
|
||||
1000.76 3841.2 1055.01
|
||||
1042.43 3881.56 1048.57
|
||||
1076.4 3933.99 1043
|
||||
1167.92 4134.94 1013.16
|
||||
1353.59 4611.61 923.053
|
||||
1403.16 4917.63 822.023
|
||||
1380.83 4941.41 801.517
|
||||
1340.05 4942.52 772.07
|
||||
1316.57 4935.94 752.253
|
||||
1296.81 4929.06 730.829
|
||||
1293.55 4924.18 715.093
|
||||
1281.65 4926.3 719.413
|
||||
1269.55 4921.56 705.841
|
||||
1236.29 4919.68 713.097
|
||||
1206.79 4916.03 720.484
|
||||
1184.42 4906.24 717.844
|
||||
1168.53 4896.29 715.41
|
||||
1155.43 4884.81 714.864
|
||||
1135.29 4849.39 717.795
|
||||
1134.64 4808.12 718.897
|
||||
1152.21 4778.84 718.691
|
||||
1161.99 4759.03 718.061
|
||||
1171.85 4749.66 715.804
|
||||
1173.05 4743.95 715.029
|
||||
1178.52 4733.88 715.395
|
||||
1177.05 4727.27 716.278
|
||||
1180.78 4724.06 714.8
|
||||
1189.97 4720.75 712.398
|
||||
1193.54 4719.42 711.321
|
||||
1193.28 4719.44 713.134
|
||||
1197 4719.97 710.872
|
||||
1174.98 4665.39 717.933
|
||||
1170.53 4625.54 718.025
|
||||
1164 4574.43 718.145
|
||||
1164.6 4525.79 718.576
|
||||
1159.47 4484.47 716.927
|
||||
1244.19 4571.47 658.915
|
||||
1246.03 4546.95 658.452
|
||||
1280.25 4495.76 650.802
|
||||
1309.28 4454.5 648.036
|
||||
1252.33 4245.87 688.562
|
||||
1305.08 4292.94 667.442
|
||||
1349.2 4383.65 633.539
|
||||
1388.62 4555.33 576.971
|
||||
1391.72 4696.35 523.894
|
||||
1352.14 4747.59 480.345
|
||||
1316.82 4756.78 450.592
|
||||
1303.36 4705.81 439.868
|
||||
1236.31 4651.28 399.763
|
||||
1214.42 4588.7 389.983
|
||||
1205.54 4526.25 389.474
|
||||
1190.35 4466.28 385.122
|
||||
1177.22 4401.85 381.862
|
||||
1181.41 4363.79 383.433
|
||||
1174.44 4322.67 381.493
|
||||
1170.22 4293.63 380.642
|
||||
1167.98 4262.52 380.54
|
||||
1162.11 4223.23 380.332
|
||||
1161.33 4209.1 380.22
|
||||
1157.61 4118.7 380.268
|
||||
1151.42 4067.64 380.175
|
||||
1145.64 4009.64 380.117
|
||||
1140.9 3962.53 380.019
|
||||
1134.01 3904.83 379.991
|
||||
1133.18 3857.83 379.966
|
||||
1133.22 3757.14 380.007
|
||||
1133.15 3674.18 379.959
|
||||
1129.63 3613.8 380.001
|
||||
1135.94 3552.85 380.007
|
||||
1137.86 3494.76 380.011
|
||||
1136.64 3448.17 380.006
|
||||
1131.06 3395.08 379.992
|
||||
1130.18 3427.44 379.991
|
||||
1126.99 3433.63 379.999
|
||||
1129.09 3447.05 379.999
|
||||
1124.46 3430.93 380
|
||||
1118.33 3413.73 379.999
|
||||
1117.05 3408.43 380
|
||||
1123.75 3368.83 380
|
||||
1125.91 3294.89 380.009
|
||||
1122.43 3230.68 380
|
||||
1119.97 3171.8 380.004
|
||||
1113.44 3129.57 379.997
|
||||
1102 3098.87 379.981
|
||||
1098.79 3052.74 380.02
|
||||
1104.68 3010.31 380.013
|
||||
1094.21 2687.63 380.012
|
||||
1090.77 2455.07 380
|
||||
1098.61 2295.89 380
|
||||
1101.58 2148.68 380
|
||||
1100.86 2047.29 380
|
||||
1118.16 1910.65 380
|
||||
1125.97 1714.4 380
|
||||
e
|
||||
@@ -0,0 +1,134 @@
|
||||
1134.34 4683.17 1060
|
||||
1144.81 4665.09 1060
|
||||
1200.08 4641.44 1060
|
||||
1162.5 4620.46 1060
|
||||
1128.8 4672.42 1060
|
||||
1121.16 4708.27 1060
|
||||
1106.46 4752.17 1060
|
||||
1108.63 4795.94 1060
|
||||
1090.47 4784.82 1060
|
||||
1084.68 4831.83 1060
|
||||
1144.2 4788.74 1060
|
||||
1139.57 4821.24 1060
|
||||
1179.24 4857.11 1060
|
||||
1161.5 4883.71 1060
|
||||
1136.26 4839.96 1060
|
||||
1106.69 4821.32 1060
|
||||
1079.85 4835.55 1060
|
||||
1059.49 4820.62 1060
|
||||
1043.19 4878.4 1060
|
||||
1099.41 4900.78 1060
|
||||
1097.78 4816.25 1060
|
||||
1230.4 4647.67 1060
|
||||
1158.89 4621.03 1060
|
||||
1124.11 4400.17 1060
|
||||
1197.99 4370.62 1060
|
||||
1106.22 4438.03 1060
|
||||
1239.97 4599.85 1060
|
||||
960.088 5019.77 1060
|
||||
1004.11 4921.73 1060
|
||||
1029.21 4913.73 1060
|
||||
1047.08 4865.29 1060
|
||||
1045.17 4844.38 1060
|
||||
1040.12 4799.66 1060
|
||||
1040.29 4739.5 1060
|
||||
1387.93 4919.85 998.022
|
||||
1412.73 4919.78 984.092
|
||||
1549.06 4919.76 906.254
|
||||
1560.72 4872.79 908.17
|
||||
1552.1 4839.14 904.431
|
||||
1559.81 4801.03 900.108
|
||||
1560.04 4840.25 900.006
|
||||
1476.38 4960.02 846.247
|
||||
1432.08 4959.98 818.053
|
||||
1348.98 4963.45 764.589
|
||||
1346.58 4965.46 763.433
|
||||
1340.27 4926.22 681.635
|
||||
1373 4883.32 661.336
|
||||
1434.57 4919.53 627.177
|
||||
1465.88 4909 609.92
|
||||
1475.25 4902.57 605.026
|
||||
1463.89 4903.83 612.043
|
||||
1346.86 4906.31 663.046
|
||||
1425.43 4903.89 629.799
|
||||
1344.09 4891.46 662.163
|
||||
1336.3 4886.75 662.753
|
||||
1419.95 4887.88 628.372
|
||||
1431.36 4888.29 623.211
|
||||
1424.64 4869.31 624.149
|
||||
1330.04 4818.43 659.23
|
||||
1350.08 4828.72 655.263
|
||||
1411.83 4812.58 636.144
|
||||
1413.94 4794.04 631.541
|
||||
1458.75 4820.66 615.59
|
||||
1392.44 4786.06 639.646
|
||||
1425.44 4801.55 624.197
|
||||
1375.38 4747.59 646.843
|
||||
1411.95 4760.18 629.723
|
||||
1448.15 4759.82 623.257
|
||||
1453.72 4749.6 622.079
|
||||
1413.07 4703.09 638.517
|
||||
1456.86 4764.99 609.938
|
||||
1258.29 4562.26 684.36
|
||||
1423.2 4709.07 619.345
|
||||
1433.48 4729.2 619.356
|
||||
1333.34 4582.52 650.161
|
||||
1582.22 4781.52 591.132
|
||||
1508.09 4860.37 566.44
|
||||
1442.45 4720.95 609.662
|
||||
1398.45 4762.21 556.888
|
||||
1326.08 4774.1 520.751
|
||||
1138.67 4120.89 673.906
|
||||
1180.92 4277.09 471.232
|
||||
1203.02 4292.39 449.028
|
||||
1202.91 4230.79 437.129
|
||||
1218.38 4214.82 418.991
|
||||
1192.51 4111.13 414.216
|
||||
1211.57 4052.89 410.7
|
||||
1221.97 3945.74 409.432
|
||||
1195.29 3944.59 394.291
|
||||
1164.77 3885.57 386.419
|
||||
1151.32 3843.1 384.905
|
||||
1138.47 3775.36 380.735
|
||||
1143.3 3715.82 380.487
|
||||
1147.07 3676.82 380.232
|
||||
1156.07 3616.9 380.11
|
||||
1150.1 3576.32 380
|
||||
1155.52 3518.09 380
|
||||
1164.27 3434.7 380
|
||||
1158.96 3362.37 380
|
||||
1161.41 3304.07 380
|
||||
1159.9 3240.79 380
|
||||
1161.57 3175.3 380
|
||||
1156.1 3121.03 380
|
||||
1157.04 3077.94 380
|
||||
1152.13 3019.4 380
|
||||
1157.59 2972.51 380
|
||||
1161.44 2928 380
|
||||
1156.69 2862.71 380
|
||||
1155 2798.2 380
|
||||
1158.83 2762.37 380
|
||||
1144.66 2702.77 380
|
||||
1144.36 2646.12 380
|
||||
1142.92 2645.93 380
|
||||
1138.04 2583.11 380
|
||||
1138.61 2518.43 380
|
||||
1143.39 2467.52 380
|
||||
1146.03 2393.75 380
|
||||
1138.89 2324.12 380
|
||||
1142.99 2268.29 380
|
||||
1137.69 2203.06 380
|
||||
1140.31 2161.31 380
|
||||
1139.47 2085.79 380
|
||||
1133.5 2074.18 380
|
||||
1122.45 2061.37 380
|
||||
1126.29 1946.72 380
|
||||
1122.87 1931.22 380
|
||||
1131.92 1834.56 380
|
||||
1132.88 1800.87 380
|
||||
1122.33 1793.13 380
|
||||
1119.23 1795.64 380
|
||||
1133.4 1749.48 380
|
||||
1127.2 1752.98 380
|
||||
1132.7 1695.15 380
|
||||
e
|
||||
@@ -0,0 +1,15 @@
|
||||
210 2880 1060
|
||||
210 2880 1060
|
||||
1140 2880 1060
|
||||
1340 3180 1060
|
||||
1340 3680 890
|
||||
1340 4050 720
|
||||
1141.08 4050 720
|
||||
1141.08 3170 720
|
||||
1340 3170 720
|
||||
1340 3680 550
|
||||
1340 4070 380
|
||||
1140 4070 380
|
||||
1110 3030 380
|
||||
1160.04 1290 380
|
||||
e
|
||||
@@ -0,0 +1,16 @@
|
||||
set terminal eps size 3.4,2
|
||||
set output 'bergwerk_path3_galaxy_simple_interval6.eps'
|
||||
set termoption dashlength 0.5
|
||||
set ticslevel 0
|
||||
set view equal xy
|
||||
set zrange [0:2200]
|
||||
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||
set view 72,33
|
||||
unset border
|
||||
unset xtics
|
||||
unset ytics
|
||||
unset ztics
|
||||
splot \
|
||||
'floors.dat' skip 21 notitle with lines lc rgb '#777777', \
|
||||
'path_bergwerk_path3_galaxy_simple_interval6.dat' skip 21 notitle with lines lw 2.5 dashtype 2 lc rgb '#007700', \
|
||||
'est_norm_bergwerk_path3_galaxy_simple_interval6.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000099', 'est_smooth_bergwerk_path3_galaxy_simple_interval6.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000000'
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_dist_norm_bergwerk_path3_galaxy_simple_interval6.dat' with lines, \
|
||||
'err_dist_smooth_bergwerk_path3_galaxy_simple_interval6.dat' with lines
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_norm_bergwerk_path3_galaxy_simple_interval6.dat' with lines, \
|
||||
'err_smooth_bergwerk_path3_galaxy_simple_interval6.dat' with lines
|
||||
2297
tex/gfx/eval/interval_path3_bad/floors.dat
Normal file
2297
tex/gfx/eval/interval_path3_bad/floors.dat
Normal file
File diff suppressed because it is too large
Load Diff
15
tex/gfx/eval/interval_path3_bad/path3.dat
Normal file
15
tex/gfx/eval/interval_path3_bad/path3.dat
Normal file
@@ -0,0 +1,15 @@
|
||||
210 2880 1060
|
||||
210 2880 1060
|
||||
1140 2880 1060
|
||||
1340 3180 1060
|
||||
1340 3680 890
|
||||
1340 4050 720
|
||||
1141.08 4050 720
|
||||
1141.08 3170 720
|
||||
1340 3170 720
|
||||
1340 3680 550
|
||||
1340 4070 380
|
||||
1140 4070 380
|
||||
1110 3030 380
|
||||
1160.04 1290 380
|
||||
e
|
||||
4222
tex/gfx/eval/interval_path3_bad/path3_interval.eps
Normal file
4222
tex/gfx/eval/interval_path3_bad/path3_interval.eps
Normal file
File diff suppressed because it is too large
Load Diff
91
tex/gfx/eval/interval_path3_bad/path3_interval.tex
Normal file
91
tex/gfx/eval/interval_path3_bad/path3_interval.tex
Normal file
@@ -0,0 +1,91 @@
|
||||
% GNUPLOT: LaTeX picture with Postscript
|
||||
\begingroup
|
||||
\makeatletter
|
||||
\providecommand\color[2][]{%
|
||||
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||
Package color not loaded in conjunction with
|
||||
terminal option `colourtext'%
|
||||
}{See the gnuplot documentation for explanation.%
|
||||
}{Either use 'blacktext' in gnuplot or load the package
|
||||
color.sty in LaTeX.}%
|
||||
\renewcommand\color[2][]{}%
|
||||
}%
|
||||
\providecommand\includegraphics[2][]{%
|
||||
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||
Package graphicx or graphics not loaded%
|
||||
}{See the gnuplot documentation for explanation.%
|
||||
}{The gnuplot epslatex terminal needs graphicx.sty or graphics.sty.}%
|
||||
\renewcommand\includegraphics[2][]{}%
|
||||
}%
|
||||
\providecommand\rotatebox[2]{#2}%
|
||||
\@ifundefined{ifGPcolor}{%
|
||||
\newif\ifGPcolor
|
||||
\GPcolorfalse
|
||||
}{}%
|
||||
\@ifundefined{ifGPblacktext}{%
|
||||
\newif\ifGPblacktext
|
||||
\GPblacktexttrue
|
||||
}{}%
|
||||
% define a \g@addto@macro without @ in the name:
|
||||
\let\gplgaddtomacro\g@addto@macro
|
||||
% define empty templates for all commands taking text:
|
||||
\gdef\gplbacktext{}%
|
||||
\gdef\gplfronttext{}%
|
||||
\makeatother
|
||||
\ifGPblacktext
|
||||
% no textcolor at all
|
||||
\def\colorrgb#1{}%
|
||||
\def\colorgray#1{}%
|
||||
\else
|
||||
% gray or color?
|
||||
\ifGPcolor
|
||||
\def\colorrgb#1{\color[rgb]{#1}}%
|
||||
\def\colorgray#1{\color[gray]{#1}}%
|
||||
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT0\endcsname{\color[rgb]{1,0,0}}%
|
||||
\expandafter\def\csname LT1\endcsname{\color[rgb]{0,1,0}}%
|
||||
\expandafter\def\csname LT2\endcsname{\color[rgb]{0,0,1}}%
|
||||
\expandafter\def\csname LT3\endcsname{\color[rgb]{1,0,1}}%
|
||||
\expandafter\def\csname LT4\endcsname{\color[rgb]{0,1,1}}%
|
||||
\expandafter\def\csname LT5\endcsname{\color[rgb]{1,1,0}}%
|
||||
\expandafter\def\csname LT6\endcsname{\color[rgb]{0,0,0}}%
|
||||
\expandafter\def\csname LT7\endcsname{\color[rgb]{1,0.3,0}}%
|
||||
\expandafter\def\csname LT8\endcsname{\color[rgb]{0.5,0.5,0.5}}%
|
||||
\else
|
||||
% gray
|
||||
\def\colorrgb#1{\color{black}}%
|
||||
\def\colorgray#1{\color[gray]{#1}}%
|
||||
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT0\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT1\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT2\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT3\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT4\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT5\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT6\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT7\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT8\endcsname{\color{black}}%
|
||||
\fi
|
||||
\fi
|
||||
\setlength{\unitlength}{0.0500bp}%
|
||||
\ifx\gptboxheight\undefined%
|
||||
\newlength{\gptboxheight}%
|
||||
\newlength{\gptboxwidth}%
|
||||
\newsavebox{\gptboxtext}%
|
||||
\fi%
|
||||
\setlength{\fboxrule}{0.5pt}%
|
||||
\setlength{\fboxsep}{1pt}%
|
||||
\begin{picture}(4896.00,2014.00)%
|
||||
\gplgaddtomacro\gplbacktext{%
|
||||
}%
|
||||
\gplgaddtomacro\gplfronttext{%
|
||||
}%
|
||||
\gplbacktext
|
||||
\put(0,0){\includegraphics{path3_interval}}%
|
||||
\gplfronttext
|
||||
\end{picture}%
|
||||
\endgroup
|
||||
4
tex/gfx/eval/interval_path3_bad/startpoints_moved.dat
Normal file
4
tex/gfx/eval/interval_path3_bad/startpoints_moved.dat
Normal file
@@ -0,0 +1,4 @@
|
||||
1210 470 1060
|
||||
1060.18 4520 0
|
||||
180 2970 1060
|
||||
1070 470 1060
|
||||
19
tex/gfx/eval/interval_path3_bad/vis.gp
Normal file
19
tex/gfx/eval/interval_path3_bad/vis.gp
Normal file
@@ -0,0 +1,19 @@
|
||||
set terminal epslatex size 3.4,1.4
|
||||
set output "path3_interval.tex"
|
||||
set termoption dashlength 0.5
|
||||
set ticslevel 0
|
||||
set view equal xy
|
||||
set zrange [0:2200]
|
||||
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||
set view 72,33
|
||||
unset border
|
||||
unset xtics
|
||||
unset ytics
|
||||
unset ztics
|
||||
|
||||
|
||||
splot \
|
||||
'floors.dat' notitle with lines lc rgb '#777777', \
|
||||
'path3.dat' notitle with lines lw 1.0 dashtype 2 lc rgb '#000000', \
|
||||
'BS/est_norm_bergwerk_path3_galaxy_simple_interval6.dat' skip 21 notitle with lines lw 1.0 lc rgb '#00FF00', \
|
||||
'BS/est_smooth_bergwerk_path3_galaxy_simple_interval6.dat' skip 21 notitle with lines lw 1.0 lc rgb '#0000FF'
|
||||
Binary file not shown.
|
After Width: | Height: | Size: 23 KiB |
@@ -0,0 +1,266 @@
|
||||
96.2083
|
||||
86.9876
|
||||
79.8135
|
||||
93.8376
|
||||
106.724
|
||||
117.638
|
||||
123.914
|
||||
129.715
|
||||
134.391
|
||||
127.305
|
||||
132.957
|
||||
139.506
|
||||
151.567
|
||||
163.64
|
||||
162.451
|
||||
160.542
|
||||
164.549
|
||||
159.515
|
||||
162.429
|
||||
147.217
|
||||
151.605
|
||||
134.988
|
||||
124.38
|
||||
112.997
|
||||
111.698
|
||||
115.714
|
||||
104.51
|
||||
84.9707
|
||||
65.409
|
||||
39.3343
|
||||
18.6787
|
||||
2.01233
|
||||
34.8115
|
||||
50.331
|
||||
52.5467
|
||||
56.1661
|
||||
34.2367
|
||||
39.3456
|
||||
40.8266
|
||||
45.3735
|
||||
31.075
|
||||
28.9841
|
||||
23.9911
|
||||
28.2839
|
||||
19.6199
|
||||
22.7463
|
||||
5.89114
|
||||
17.5747
|
||||
20.8557
|
||||
21.0401
|
||||
25.9978
|
||||
15.481
|
||||
13.2837
|
||||
6.18938
|
||||
2.24871
|
||||
3.12487
|
||||
10.0346
|
||||
12.6489
|
||||
10.5436
|
||||
6.11766
|
||||
12.8629
|
||||
25.2999
|
||||
15.5366
|
||||
8.89489
|
||||
12.1874
|
||||
30.9013
|
||||
54.1958
|
||||
79.4472
|
||||
76.5189
|
||||
87.1239
|
||||
102.564
|
||||
128.695
|
||||
160.149
|
||||
204.043
|
||||
99.2366
|
||||
17.0595
|
||||
55.8214
|
||||
77.625
|
||||
100.443
|
||||
110.795
|
||||
90.6874
|
||||
72.8772
|
||||
55.1623
|
||||
45.8298
|
||||
43.3016
|
||||
43.5068
|
||||
45.7465
|
||||
58.4732
|
||||
62.5728
|
||||
25.4694
|
||||
8.89954
|
||||
3.27875
|
||||
1.47418
|
||||
5.56459
|
||||
21.8234
|
||||
38.5631
|
||||
49.639
|
||||
56.3565
|
||||
66.5868
|
||||
71.7407
|
||||
85.961
|
||||
96.6149
|
||||
103.229
|
||||
80.4202
|
||||
61.8943
|
||||
46.8952
|
||||
16.5907
|
||||
20.934
|
||||
55.4666
|
||||
85.409
|
||||
92.4077
|
||||
104.834
|
||||
134.647
|
||||
158.819
|
||||
189.564
|
||||
211.502
|
||||
223.625
|
||||
240.212
|
||||
271.614
|
||||
286.317
|
||||
296.108
|
||||
303.756
|
||||
322.849
|
||||
334.202
|
||||
344.31
|
||||
356.767
|
||||
355.582
|
||||
351.432
|
||||
347.759
|
||||
342.086
|
||||
331.461
|
||||
333.26
|
||||
330.422
|
||||
329.351
|
||||
323.183
|
||||
323.364
|
||||
332.477
|
||||
346.054
|
||||
352.353
|
||||
356.882
|
||||
358.799
|
||||
353.87
|
||||
351.09
|
||||
337.713
|
||||
324.702
|
||||
315.537
|
||||
302.652
|
||||
284.495
|
||||
268.721
|
||||
266.2
|
||||
258.133
|
||||
251.638
|
||||
247.839
|
||||
235.336
|
||||
220.503
|
||||
198.747
|
||||
170.562
|
||||
139.46
|
||||
119.684
|
||||
108.405
|
||||
98.1552
|
||||
88.5411
|
||||
91.4678
|
||||
81.482
|
||||
84.4336
|
||||
85.531
|
||||
81.9485
|
||||
90.8368
|
||||
96.5672
|
||||
94.9324
|
||||
93.1053
|
||||
96.9737
|
||||
107.136
|
||||
122.05
|
||||
122.318
|
||||
113.249
|
||||
102.694
|
||||
86.8617
|
||||
68.3941
|
||||
29.1692
|
||||
20.2185
|
||||
46.6948
|
||||
51.5182
|
||||
49.1499
|
||||
46.6131
|
||||
43.3019
|
||||
38.251
|
||||
32.8857
|
||||
22.1571
|
||||
22.0551
|
||||
22.0688
|
||||
7.88777
|
||||
11.6163
|
||||
19.9786
|
||||
37.641
|
||||
48.7171
|
||||
57.7709
|
||||
53.5544
|
||||
51.5524
|
||||
46.8372
|
||||
38.4254
|
||||
35.9567
|
||||
37.4055
|
||||
32.4092
|
||||
27.5631
|
||||
19.0097
|
||||
16.6392
|
||||
6.2974
|
||||
5.51668
|
||||
8.24092
|
||||
12.9418
|
||||
16.603
|
||||
14.7494
|
||||
19.0503
|
||||
19.007
|
||||
23.2637
|
||||
22.5684
|
||||
24.3163
|
||||
33.7423
|
||||
52.426
|
||||
73.9308
|
||||
102.335
|
||||
92.5374
|
||||
117.697
|
||||
185.585
|
||||
238.388
|
||||
222.892
|
||||
266.039
|
||||
251.814
|
||||
200.5
|
||||
155.293
|
||||
113.164
|
||||
130.454
|
||||
111.928
|
||||
80.6846
|
||||
76.2561
|
||||
81.46
|
||||
70.6758
|
||||
52.7725
|
||||
29.2822
|
||||
3.2661
|
||||
29.571
|
||||
54.0359
|
||||
64.7214
|
||||
79.3754
|
||||
88.1434
|
||||
72.9948
|
||||
68.3602
|
||||
64.2738
|
||||
71.9045
|
||||
91.0637
|
||||
121.256
|
||||
140.153
|
||||
145.885
|
||||
148.33
|
||||
163.42
|
||||
168.979
|
||||
185.599
|
||||
205.72
|
||||
223.594
|
||||
255.288
|
||||
284.608
|
||||
312.067
|
||||
343.315
|
||||
366.566
|
||||
396.245
|
||||
@@ -0,0 +1,266 @@
|
||||
6.3814
|
||||
11.6557
|
||||
1.33537
|
||||
11.1503
|
||||
28.2672
|
||||
6.99046
|
||||
8.34745
|
||||
11.5319
|
||||
9.00687
|
||||
6.1195
|
||||
19.4183
|
||||
25.7
|
||||
43.5165
|
||||
33.0117
|
||||
3.5271
|
||||
8.89171
|
||||
56.1177
|
||||
70.3724
|
||||
74.328
|
||||
87.7066
|
||||
121.398
|
||||
155.672
|
||||
124.738
|
||||
130.155
|
||||
136.867
|
||||
75.6172
|
||||
71.948
|
||||
87.7139
|
||||
81.1883
|
||||
90.4208
|
||||
79.1667
|
||||
72.1991
|
||||
60.5754
|
||||
45.5691
|
||||
35.6251
|
||||
42.8019
|
||||
41.0192
|
||||
55.7277
|
||||
74.106
|
||||
33.6461
|
||||
16.5669
|
||||
51.463
|
||||
93.9818
|
||||
20.6507
|
||||
21.1215
|
||||
24.2259
|
||||
6.34991
|
||||
10.5995
|
||||
5.39649
|
||||
4.22791
|
||||
11.5902
|
||||
15.3993
|
||||
14.6466
|
||||
16.0091
|
||||
9.11311
|
||||
5.02759
|
||||
0.588461
|
||||
9.87482
|
||||
8.93344
|
||||
5.86
|
||||
15.6437
|
||||
20.4743
|
||||
28.2667
|
||||
33.127
|
||||
37.999
|
||||
31.1143
|
||||
9.72636
|
||||
9.70026
|
||||
22.4465
|
||||
34.6671
|
||||
20.6297
|
||||
70.1397
|
||||
72.1086
|
||||
106.064
|
||||
89.7918
|
||||
80.1596
|
||||
72.8996
|
||||
80.3751
|
||||
86.7575
|
||||
82.5444
|
||||
97.8481
|
||||
99.1399
|
||||
100.29
|
||||
103.601
|
||||
68.4222
|
||||
52.1207
|
||||
28.1899
|
||||
14.9877
|
||||
12.2135
|
||||
9.72609
|
||||
5.03477
|
||||
8.12459
|
||||
9.93012
|
||||
8.45105
|
||||
18.6184
|
||||
13.6455
|
||||
33.9712
|
||||
45.2534
|
||||
36.9236
|
||||
13.9605
|
||||
14.5364
|
||||
37.196
|
||||
76.3887
|
||||
110.637
|
||||
147.64
|
||||
195.307
|
||||
245.559
|
||||
291.559
|
||||
333.716
|
||||
362.004
|
||||
341.835
|
||||
335.877
|
||||
335.193
|
||||
336.237
|
||||
332.913
|
||||
330.684
|
||||
333.871
|
||||
331.188
|
||||
336.467
|
||||
337.131
|
||||
344.385
|
||||
341.906
|
||||
336.186
|
||||
316.49
|
||||
309.901
|
||||
303.51
|
||||
290.818
|
||||
282.498
|
||||
292.242
|
||||
279.129
|
||||
286.536
|
||||
290.315
|
||||
305.164
|
||||
314.438
|
||||
315.999
|
||||
312.94
|
||||
317.256
|
||||
296.428
|
||||
305.203
|
||||
314.147
|
||||
316.766
|
||||
298.261
|
||||
291.386
|
||||
282.961
|
||||
273.428
|
||||
259.646
|
||||
252.42
|
||||
246.447
|
||||
239.623
|
||||
241.084
|
||||
197.906
|
||||
227.747
|
||||
182.782
|
||||
188.321
|
||||
177.844
|
||||
152.171
|
||||
119.107
|
||||
98.0317
|
||||
88.2802
|
||||
62.543
|
||||
10.8805
|
||||
12.6253
|
||||
54.4799
|
||||
38.1073
|
||||
45.7506
|
||||
30.8185
|
||||
24.2969
|
||||
27.3441
|
||||
22.1934
|
||||
26.9678
|
||||
19.6333
|
||||
19.0785
|
||||
23.2179
|
||||
19.1743
|
||||
13.7861
|
||||
5.08383
|
||||
16.8873
|
||||
28.0904
|
||||
41.8984
|
||||
60.8074
|
||||
62.944
|
||||
52.5836
|
||||
49.9475
|
||||
40.3106
|
||||
35.8893
|
||||
33.5291
|
||||
51.1701
|
||||
41.9391
|
||||
22.8205
|
||||
12.8485
|
||||
44.4979
|
||||
48.6373
|
||||
58.1999
|
||||
31.1172
|
||||
23.7096
|
||||
4.9184
|
||||
7.98548
|
||||
10.3153
|
||||
16.3799
|
||||
2.50147
|
||||
5.25609
|
||||
8.84229
|
||||
5.98055
|
||||
17.8114
|
||||
89.5852
|
||||
139.342
|
||||
173.733
|
||||
176.799
|
||||
166.983
|
||||
165.271
|
||||
168.272
|
||||
164.378
|
||||
173.087
|
||||
183.961
|
||||
164.498
|
||||
150.799
|
||||
141.731
|
||||
133.173
|
||||
123.463
|
||||
119.44
|
||||
119.685
|
||||
116.061
|
||||
115.409
|
||||
128.917
|
||||
119.451
|
||||
130.07
|
||||
125.787
|
||||
126.987
|
||||
119.852
|
||||
146.294
|
||||
144.4
|
||||
130.368
|
||||
150.48
|
||||
130.331
|
||||
111.878
|
||||
44.5395
|
||||
26.4728
|
||||
56.1404
|
||||
71.3238
|
||||
85.4607
|
||||
106.239
|
||||
114.4
|
||||
111.656
|
||||
112.059
|
||||
122.509
|
||||
131.173
|
||||
149.634
|
||||
152.927
|
||||
159.576
|
||||
180.701
|
||||
195.812
|
||||
200.949
|
||||
212.096
|
||||
212.611
|
||||
224.197
|
||||
233.827
|
||||
254.551
|
||||
269.805
|
||||
285.789
|
||||
310.983
|
||||
337.252
|
||||
353.254
|
||||
373.899
|
||||
395.072
|
||||
392.469
|
||||
396.001
|
||||
@@ -0,0 +1,266 @@
|
||||
538.881
|
||||
455.476
|
||||
381.655
|
||||
307.387
|
||||
238.291
|
||||
187.075
|
||||
147.616
|
||||
130.529
|
||||
144.173
|
||||
159.706
|
||||
194.872
|
||||
224.237
|
||||
254.832
|
||||
258.384
|
||||
247.821
|
||||
242.377
|
||||
249.834
|
||||
253.227
|
||||
256.384
|
||||
239.045
|
||||
242.189
|
||||
213.704
|
||||
221.787
|
||||
212.666
|
||||
227.924
|
||||
272.797
|
||||
279.753
|
||||
272.03
|
||||
284.815
|
||||
297.982
|
||||
340.748
|
||||
331.528
|
||||
293.707
|
||||
261.243
|
||||
222.628
|
||||
176.226
|
||||
172.264
|
||||
150.66
|
||||
129.343
|
||||
125.756
|
||||
113.794
|
||||
102.815
|
||||
108.782
|
||||
139.973
|
||||
127.297
|
||||
149.793
|
||||
94.8045
|
||||
86.0434
|
||||
69.5899
|
||||
67.0223
|
||||
73.4443
|
||||
99.0477
|
||||
118.577
|
||||
130.134
|
||||
126.9
|
||||
141.717
|
||||
164.922
|
||||
191.995
|
||||
230.604
|
||||
270.54
|
||||
291.848
|
||||
307.99
|
||||
309.688
|
||||
304.9
|
||||
304.772
|
||||
297.816
|
||||
288.875
|
||||
295.377
|
||||
302.187
|
||||
324.649
|
||||
346.222
|
||||
354.591
|
||||
359.137
|
||||
329.639
|
||||
238.307
|
||||
164.169
|
||||
153.868
|
||||
169.217
|
||||
186.276
|
||||
162.325
|
||||
119.032
|
||||
85.9258
|
||||
58.8603
|
||||
50.3295
|
||||
51.4362
|
||||
46.4747
|
||||
49.0161
|
||||
81.9072
|
||||
113.075
|
||||
131.325
|
||||
147.606
|
||||
176.52
|
||||
211.898
|
||||
203.242
|
||||
191.54
|
||||
162.43
|
||||
144.948
|
||||
132.621
|
||||
128.876
|
||||
125.087
|
||||
130.137
|
||||
135.605
|
||||
149.073
|
||||
157.552
|
||||
157.183
|
||||
153.061
|
||||
144.743
|
||||
131.786
|
||||
130.004
|
||||
149.233
|
||||
146.133
|
||||
124.471
|
||||
136.757
|
||||
161.496
|
||||
200.952
|
||||
232.047
|
||||
245.307
|
||||
266.629
|
||||
293.875
|
||||
302.45
|
||||
312.945
|
||||
324.607
|
||||
345.042
|
||||
352.997
|
||||
362.047
|
||||
373.205
|
||||
366.404
|
||||
364.17
|
||||
359.813
|
||||
354.948
|
||||
340.942
|
||||
341.747
|
||||
343.625
|
||||
344.332
|
||||
340.68
|
||||
341.752
|
||||
354.197
|
||||
370.234
|
||||
369.532
|
||||
374.496
|
||||
373.849
|
||||
372.198
|
||||
373.127
|
||||
355.748
|
||||
345.859
|
||||
339.137
|
||||
322.863
|
||||
300.184
|
||||
281.927
|
||||
277.185
|
||||
269.187
|
||||
258.571
|
||||
249.393
|
||||
236.788
|
||||
221.077
|
||||
201.758
|
||||
174.927
|
||||
142.192
|
||||
120.549
|
||||
108.494
|
||||
99.0347
|
||||
91.2488
|
||||
91.9596
|
||||
82.0161
|
||||
84.6909
|
||||
89.809
|
||||
84.2764
|
||||
90.8154
|
||||
97.2612
|
||||
98.5649
|
||||
97.0304
|
||||
105.929
|
||||
122.417
|
||||
151.805
|
||||
176.899
|
||||
211.784
|
||||
247.694
|
||||
273.341
|
||||
282.225
|
||||
207.4
|
||||
162.579
|
||||
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|
||||
53.0865
|
||||
49.1622
|
||||
46.628
|
||||
44.2361
|
||||
39.7341
|
||||
32.9655
|
||||
37.5976
|
||||
70.0028
|
||||
117.116
|
||||
156.594
|
||||
169.514
|
||||
165.193
|
||||
153.671
|
||||
141.521
|
||||
131.686
|
||||
112.889
|
||||
94.4578
|
||||
74.3412
|
||||
50.0284
|
||||
35.5055
|
||||
58.7356
|
||||
99.6844
|
||||
151.969
|
||||
197.945
|
||||
234.561
|
||||
279.98
|
||||
342.245
|
||||
409.784
|
||||
475.354
|
||||
540.283
|
||||
601.582
|
||||
659.207
|
||||
657.909
|
||||
654.223
|
||||
646.172
|
||||
597.07
|
||||
561.778
|
||||
550.329
|
||||
528.653
|
||||
505.474
|
||||
522.307
|
||||
504.791
|
||||
408.724
|
||||
398.602
|
||||
438.803
|
||||
533.363
|
||||
538.69
|
||||
504.41
|
||||
458.92
|
||||
407.208
|
||||
430.839
|
||||
397.997
|
||||
315.172
|
||||
245.875
|
||||
217.882
|
||||
222.117
|
||||
236.579
|
||||
260.718
|
||||
302.75
|
||||
352.621
|
||||
411.181
|
||||
464.554
|
||||
476.51
|
||||
478.556
|
||||
469.731
|
||||
467.259
|
||||
473.215
|
||||
490.228
|
||||
472.152
|
||||
441.736
|
||||
414.723
|
||||
385.234
|
||||
364.932
|
||||
349.986
|
||||
335.565
|
||||
324.98
|
||||
311.962
|
||||
308.243
|
||||
309.124
|
||||
313.799
|
||||
327.181
|
||||
349.18
|
||||
367.783
|
||||
396.469
|
||||
@@ -0,0 +1,266 @@
|
||||
728.654
|
||||
684.11
|
||||
650.116
|
||||
606.854
|
||||
574.054
|
||||
560.879
|
||||
547.598
|
||||
537.336
|
||||
710.516
|
||||
678.502
|
||||
643.417
|
||||
611.879
|
||||
622.031
|
||||
623.388
|
||||
607.385
|
||||
561.492
|
||||
561.527
|
||||
559.962
|
||||
572.287
|
||||
558.801
|
||||
509.054
|
||||
728.478
|
||||
672.965
|
||||
675.187
|
||||
626.208
|
||||
576.607
|
||||
551.755
|
||||
505.136
|
||||
485.855
|
||||
464.475
|
||||
429.301
|
||||
386.85
|
||||
348.352
|
||||
332.262
|
||||
321.508
|
||||
280.599
|
||||
292.288
|
||||
303.409
|
||||
253.968
|
||||
209.297
|
||||
290.997
|
||||
387.512
|
||||
391.564
|
||||
516.09
|
||||
491.652
|
||||
439.17
|
||||
389.66
|
||||
318.294
|
||||
261.329
|
||||
202.979
|
||||
143.795
|
||||
81.9132
|
||||
46.2462
|
||||
33.0976
|
||||
9.08501
|
||||
14.3451
|
||||
28.5962
|
||||
37.8321
|
||||
44.4675
|
||||
67.6702
|
||||
77.9107
|
||||
99.3611
|
||||
87.7784
|
||||
118.546
|
||||
154.347
|
||||
178.166
|
||||
158.821
|
||||
179.913
|
||||
202.898
|
||||
189.694
|
||||
130.865
|
||||
130.373
|
||||
92.7167
|
||||
132.562
|
||||
225.059
|
||||
281.056
|
||||
324.865
|
||||
367.092
|
||||
378.628
|
||||
364.957
|
||||
358.923
|
||||
334.447
|
||||
315.44
|
||||
279.63
|
||||
276.295
|
||||
285.881
|
||||
303.314
|
||||
322.786
|
||||
334.729
|
||||
355.917
|
||||
357.01
|
||||
367.217
|
||||
383.845
|
||||
359.064
|
||||
323.612
|
||||
299.983
|
||||
292.638
|
||||
288.835
|
||||
289.584
|
||||
284.415
|
||||
276.405
|
||||
267.692
|
||||
271.938
|
||||
273.159
|
||||
277.371
|
||||
293.993
|
||||
313.277
|
||||
327.363
|
||||
341.751
|
||||
367.047
|
||||
350.839
|
||||
341.496
|
||||
339.921
|
||||
339.045
|
||||
341.085
|
||||
341.961
|
||||
346.337
|
||||
344.735
|
||||
358.454
|
||||
361.6
|
||||
374.341
|
||||
374.24
|
||||
377.214
|
||||
368.878
|
||||
369.186
|
||||
368.322
|
||||
350.696
|
||||
341.078
|
||||
342.363
|
||||
326.005
|
||||
335.141
|
||||
331.902
|
||||
336.5
|
||||
350.096
|
||||
346.957
|
||||
350.115
|
||||
337.139
|
||||
324.904
|
||||
350.134
|
||||
377.572
|
||||
414.147
|
||||
425.728
|
||||
416.099
|
||||
391.573
|
||||
356.883
|
||||
347.583
|
||||
340.738
|
||||
338.542
|
||||
337.368
|
||||
330.099
|
||||
300.969
|
||||
345.308
|
||||
332.051
|
||||
377.905
|
||||
351.552
|
||||
330.043
|
||||
324.349
|
||||
315.559
|
||||
326.081
|
||||
368.166
|
||||
463.063
|
||||
394.186
|
||||
361.571
|
||||
481.569
|
||||
460.6
|
||||
416.225
|
||||
351.631
|
||||
306.37
|
||||
254.305
|
||||
213.63
|
||||
170.168
|
||||
140.631
|
||||
109.255
|
||||
62.4683
|
||||
32.3648
|
||||
27.566
|
||||
29.5528
|
||||
34.0851
|
||||
46.9155
|
||||
69.0661
|
||||
82.0708
|
||||
126.463
|
||||
113.693
|
||||
103.223
|
||||
110.751
|
||||
112.816
|
||||
158.875
|
||||
209.373
|
||||
209.098
|
||||
280.794
|
||||
418.737
|
||||
432.905
|
||||
429.93
|
||||
447.027
|
||||
440.88
|
||||
406.402
|
||||
359.321
|
||||
326.943
|
||||
298.37
|
||||
299.62
|
||||
286.769
|
||||
277.937
|
||||
256.824
|
||||
247.076
|
||||
401.162
|
||||
421.965
|
||||
364.583
|
||||
312.163
|
||||
245.056
|
||||
200.608
|
||||
174.987
|
||||
187.804
|
||||
207.585
|
||||
259.484
|
||||
232.366
|
||||
203.407
|
||||
182.296
|
||||
160.042
|
||||
135.868
|
||||
124.321
|
||||
119.886
|
||||
116.507
|
||||
115.397
|
||||
129.522
|
||||
126.068
|
||||
150.7
|
||||
154.54
|
||||
176.27
|
||||
188.367
|
||||
222.857
|
||||
239.652
|
||||
228.421
|
||||
184.863
|
||||
190.699
|
||||
200.827
|
||||
270.061
|
||||
297.919
|
||||
349.781
|
||||
382.107
|
||||
407.465
|
||||
451.817
|
||||
490.586
|
||||
512.291
|
||||
535.074
|
||||
524.103
|
||||
493.06
|
||||
486.799
|
||||
463.308
|
||||
454.431
|
||||
451.406
|
||||
415.618
|
||||
399.077
|
||||
375.575
|
||||
363.698
|
||||
362.75
|
||||
359.601
|
||||
348.547
|
||||
347.736
|
||||
342.21
|
||||
342.636
|
||||
355.039
|
||||
364.105
|
||||
378.77
|
||||
396.474
|
||||
392.581
|
||||
396.296
|
||||
@@ -0,0 +1,302 @@
|
||||
3172.23 3553.71 542.991
|
||||
2209.3 3126.25 811.977
|
||||
1838.25 2860.95 893.858
|
||||
1673.06 2667.15 925.227
|
||||
1497.56 2452.37 953.835
|
||||
1382.29 2276.09 974.525
|
||||
1262.44 2105.82 989.317
|
||||
1126.51 1985.39 1000.31
|
||||
1054.71 1875.21 1015.35
|
||||
999.311 1802.9 1025.19
|
||||
979.274 1760.82 1035.29
|
||||
960.618 1735.45 1040.28
|
||||
920.773 1704.4 1045.05
|
||||
910.888 1690.32 1048.03
|
||||
902.81 1666.48 1049.65
|
||||
892.503 1652.13 1052.5
|
||||
869.355 1630.01 1054.42
|
||||
854.958 1616.42 1055.3
|
||||
854.929 1610.7 1056.62
|
||||
856.906 1604.7 1057.22
|
||||
861.167 1604.29 1057.76
|
||||
875.009 1598.57 1058.12
|
||||
881.267 1597.1 1058.72
|
||||
886.534 1597.87 1058.8
|
||||
881.189 1582.15 1058.7
|
||||
877.809 1565.63 1057.71
|
||||
885.818 1552.02 1058.32
|
||||
894.723 1537.98 1059.02
|
||||
893.636 1522.23 1059.79
|
||||
907.369 1506.71 1059.89
|
||||
930.143 1503.52 1059.89
|
||||
958.587 1493.93 1059.89
|
||||
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|
||||
991.803 1456.42 1059.98
|
||||
1031.2 1461.05 1060
|
||||
1043.99 1463.92 1060
|
||||
1053.04 1453.71 1060
|
||||
1060.27 1452.22 1060
|
||||
1046.23 1445.11 1060
|
||||
1033.32 1438.26 1060
|
||||
1022.37 1442.58 1060
|
||||
1016.24 1449.53 1060
|
||||
1010.29 1456.3 1060
|
||||
1005.72 1461.19 1060
|
||||
1012.79 1489.35 1060
|
||||
1007.06 1515.65 1060
|
||||
1000.5 1554.8 1060
|
||||
988.434 1598.89 1060
|
||||
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|
||||
977.607 1761.73 1060
|
||||
979.516 1839.24 1060
|
||||
975.539 1906.33 1060
|
||||
980.487 1959.32 1060
|
||||
977.582 2017.79 1060
|
||||
992.79 2089.07 1060
|
||||
988.395 2149.2 1060
|
||||
1005.01 2233.05 1060
|
||||
1015.76 2275.3 1059.99
|
||||
1027.01 2340.22 1059.96
|
||||
1028.39 2384.47 1059.66
|
||||
1024.35 2397.02 1059.05
|
||||
1035.57 2445.1 1057.66
|
||||
1055.14 2506.97 1055.97
|
||||
1074.94 2550.95 1055.9
|
||||
1101.01 2596.35 1056.89
|
||||
1122.31 2621.6 1057.61
|
||||
1141.49 2699.93 1058.65
|
||||
1174.76 2809.38 1059.49
|
||||
1189.9 2914.16 1059.04
|
||||
1192.07 3024.27 1058.02
|
||||
1196.06 3142.97 1056.76
|
||||
1173.85 3211.44 1054.89
|
||||
1179.12 3305.49 1056.57
|
||||
1180.28 3398.89 1056.89
|
||||
1185.26 3474.04 1056.78
|
||||
1170.66 3552.88 1056.89
|
||||
1168.68 3636.61 1057.42
|
||||
1163.67 3698.85 1058.64
|
||||
1168.26 3737.36 1059.18
|
||||
1159.61 3820.04 1059.35
|
||||
1161.89 3867.34 1059.47
|
||||
1141.68 3991.28 1059.5
|
||||
1122.65 4071.36 1059.38
|
||||
1120.07 4159.36 1059.2
|
||||
1119.2 4231.62 1058.85
|
||||
1114.91 4296.7 1059.25
|
||||
1125.62 4337.03 1058.74
|
||||
1126.85 4359.98 1058.37
|
||||
1145.53 4385.97 1057.34
|
||||
1141.66 4428.46 1058.5
|
||||
1141.54 4452.74 1059.05
|
||||
1134.2 4470.16 1059.4
|
||||
1132.43 4483.05 1059.63
|
||||
1134.52 4482.78 1059.66
|
||||
1150.93 4480.32 1059.89
|
||||
1159.51 4497.53 1059.95
|
||||
1174.95 4519.71 1059.96
|
||||
1167.11 4534.04 1059.99
|
||||
1162.37 4548.92 1059.97
|
||||
1167.11 4561.52 1059.92
|
||||
1188.18 4578.05 1059.89
|
||||
1214.06 4596.89 1059.69
|
||||
1239.72 4598.86 1059.46
|
||||
1239.54 4621.24 1058.7
|
||||
1249.79 4617.56 1057.54
|
||||
1264.57 4611.73 1055.71
|
||||
1291.11 4614.44 1053.03
|
||||
1322.96 4616.44 1049.7
|
||||
1379.2 4639.59 1032.24
|
||||
1447.3 4742.1 983.92
|
||||
1503.58 4838.63 928.509
|
||||
1513.09 4876.98 898.814
|
||||
1509.89 4895.34 886.499
|
||||
1511.55 4913.8 871.344
|
||||
1516.42 4931.34 861.835
|
||||
1521.24 4951.41 861.425
|
||||
1515.18 4970.37 861.418
|
||||
1503.36 4988.47 855.072
|
||||
1508.3 4997.35 854.055
|
||||
1480.92 4998.91 841.073
|
||||
1436.26 4997.5 820.323
|
||||
1371.67 4994.36 787.895
|
||||
1300.91 4981.83 756.522
|
||||
1240.4 4964.28 736.252
|
||||
1204.84 4939.16 725.507
|
||||
1188.09 4906.76 721.724
|
||||
1180.41 4866.7 720.442
|
||||
1181.42 4824.1 719.985
|
||||
1184.92 4784.37 719.669
|
||||
1201.82 4749.47 719.712
|
||||
1218.52 4735.3 719.388
|
||||
1229.58 4709.57 719.62
|
||||
1236.34 4692.05 719.57
|
||||
1246.56 4670.09 719.668
|
||||
1251.68 4646.48 719.721
|
||||
1265.95 4619.56 719.695
|
||||
1276.57 4590.24 719.912
|
||||
1298.6 4563.15 719.944
|
||||
1314.88 4540.2 719.954
|
||||
1321.79 4521.89 719.92
|
||||
1324.1 4506.78 719.891
|
||||
1315.37 4475.68 719.962
|
||||
1299.41 4439.64 719.957
|
||||
1295.67 4404.54 719.989
|
||||
1360.37 4374.59 719.977
|
||||
1417.84 4367.74 719.983
|
||||
1438.15 4355.17 720.01
|
||||
1461.85 4325.39 720
|
||||
1474.73 4301.22 720
|
||||
1503.53 4270.44 720.008
|
||||
1541.24 4248.51 720.042
|
||||
1602.13 4236.45 720.057
|
||||
1653.08 4219.83 720.026
|
||||
1722.42 4188.43 720.024
|
||||
1803.36 4173.7 720.045
|
||||
1865.14 4163.96 720.044
|
||||
1917.69 4156.31 720.02
|
||||
1976.33 4137.15 720.02
|
||||
2050.99 4125.83 719.999
|
||||
2118.64 4115.7 720
|
||||
2187.06 4103.23 719.999
|
||||
2275.09 4104.43 720.003
|
||||
2338.36 4108.62 719.997
|
||||
2414.24 4111.62 719.998
|
||||
2485.05 4116.61 720
|
||||
2573.72 4126.4 720
|
||||
2649.78 4123.93 719.999
|
||||
2704.47 4126.2 720
|
||||
2771.52 4126.6 720
|
||||
2836.96 4132.22 719.999
|
||||
2906.87 4131.34 720.001
|
||||
2968.94 4121.61 720
|
||||
3032.18 4107.4 719.999
|
||||
3126.33 4100.24 720
|
||||
3197.62 4095.03 719.999
|
||||
3278.25 4092.32 720
|
||||
3339.83 4096.71 720
|
||||
3402.44 4098.83 720
|
||||
3490.29 4111.36 720
|
||||
3555.31 4123.82 720
|
||||
3622.86 4132.27 720
|
||||
3707.21 4144.35 720.002
|
||||
3797.05 4161.66 719.999
|
||||
3879.82 4176.63 720
|
||||
3960.87 4178.43 720
|
||||
4034.29 4185.77 719.998
|
||||
4123.67 4191.38 720.001
|
||||
4228.71 4194.19 720.001
|
||||
4302.62 4206.02 720
|
||||
4385.91 4220.01 720.001
|
||||
4462.64 4231.83 719.999
|
||||
4533.99 4245.38 720.003
|
||||
4591.47 4264.82 719.999
|
||||
4643.95 4273.78 719.999
|
||||
4697.96 4273.6 719.999
|
||||
4743.33 4274.43 719.993
|
||||
4798.21 4272.38 719.993
|
||||
4870.84 4253.73 719.93
|
||||
4934.09 4250.33 719.441
|
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|
||||
5093.57 4211.83 718.552
|
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5149.34 4203.72 718.442
|
||||
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|
||||
5239.39 4184.3 717.581
|
||||
5273.66 4187.37 716.522
|
||||
5321.38 4192.3 714.336
|
||||
5353.94 4190.88 712.319
|
||||
5386.98 4183.44 711.986
|
||||
5404.45 4169.52 712.722
|
||||
5415.43 4170 711.472
|
||||
5411.05 4178.75 709.671
|
||||
5411.15 4188.77 705.88
|
||||
5423.13 4203.18 695.929
|
||||
5453 4219.87 679.155
|
||||
5558.27 4251.5 622.923
|
||||
5641.6 4266.62 578.395
|
||||
5764.78 4289.87 512.367
|
||||
5819.7 4294.49 482.855
|
||||
5860.92 4293.59 462.737
|
||||
5890.53 4294.67 449.994
|
||||
5909.44 4298.52 445.467
|
||||
5938.46 4300.32 437.189
|
||||
5981.94 4302.84 423.336
|
||||
6040.96 4300.59 408.778
|
||||
6110.41 4296.66 396.14
|
||||
6187.14 4300.3 388.535
|
||||
6255.94 4285.64 383.955
|
||||
6323.42 4270.58 381.434
|
||||
6391.15 4260.27 380.559
|
||||
6447.84 4242.46 380.147
|
||||
6503.96 4231.32 380.035
|
||||
6561.84 4222.3 380.026
|
||||
6614.54 4226.47 380
|
||||
6667.06 4228.8 380
|
||||
6718.44 4233.24 380
|
||||
6765.71 4242.23 380.001
|
||||
6808.85 4244.67 380.001
|
||||
6832.06 4242.66 380.001
|
||||
6856.07 4247.67 380
|
||||
6872.88 4252.44 379.911
|
||||
6897.23 4261.38 379.578
|
||||
6933.4 4263.85 378.852
|
||||
6959.17 4274.35 377.44
|
||||
6968.4 4278.13 376.588
|
||||
6974.02 4287.15 376.277
|
||||
6981.49 4291.02 375.502
|
||||
6988.34 4295.03 373.186
|
||||
6999.36 4292.01 371.565
|
||||
7013.66 4295.27 368.702
|
||||
7023 4289.99 365.113
|
||||
7029.62 4299.02 366.61
|
||||
7040.9 4295.26 363.591
|
||||
7093.95 4286.35 357.477
|
||||
7132.07 4269.05 348.226
|
||||
7145.21 4247.43 338.96
|
||||
7169.88 4230.28 325.319
|
||||
7193.91 4203.69 312.113
|
||||
7188.97 4214.03 315.172
|
||||
7209.9 4193.38 300.453
|
||||
7303.14 4145.2 252.481
|
||||
7315.26 4117.36 202.203
|
||||
7285.27 4116.61 167.022
|
||||
7211.65 4153.15 146.166
|
||||
7209.52 4130.91 125.082
|
||||
7239 4081.78 104.462
|
||||
7273.09 4014.19 89.4711
|
||||
7314.43 3944.68 73.9608
|
||||
7302.7 3954.61 86.8834
|
||||
7333.82 3915.09 90.2041
|
||||
7396.9 3824.64 80.5401
|
||||
7448.46 3726.44 58.7798
|
||||
7471.44 3658.52 39.0148
|
||||
7466.79 3618.97 23.0811
|
||||
7451.64 3588.23 10.8706
|
||||
7428.78 3581.42 5.29624
|
||||
7397.96 3603.15 2.53634
|
||||
7370.56 3635.54 0.889619
|
||||
7346.01 3675.81 0.304065
|
||||
7335.28 3716.37 0.0732422
|
||||
7320.63 3752.45 0.0320799
|
||||
7311.88 3785.12 0.019986
|
||||
7327.01 3813.01 0
|
||||
7331.67 3833.86 0
|
||||
7335.75 3856.69 0
|
||||
7328.11 3882.55 0
|
||||
7308.95 3889.82 0
|
||||
7278.75 3889.11 0
|
||||
7259.89 3892.71 0
|
||||
7254.12 3896.57 0
|
||||
7251.67 3911.11 0
|
||||
7236.58 3924.9 0
|
||||
7231.06 3944.88 0
|
||||
7214.43 3960.29 0
|
||||
7194.3 3966.37 0
|
||||
7176.43 3982 0
|
||||
7144.73 3981.87 0
|
||||
7115.39 3978.62 0
|
||||
7087.95 3982.55 0
|
||||
7056.68 3985.72 0
|
||||
7033.45 3990.54 0
|
||||
7003.77 4011.81 0
|
||||
e
|
||||
@@ -0,0 +1,267 @@
|
||||
1136.71 1662.31 1060
|
||||
1150.49 1690.64 1060
|
||||
1141.25 1729.1 1060
|
||||
1128.99 1759.12 1060
|
||||
1111.8 1798.54 1060
|
||||
1146.99 1857.96 1060
|
||||
1148.25 1916.6 1060
|
||||
1149.72 1978.98 1060
|
||||
1131.45 2224.14 1060
|
||||
1136.16 2264.4 1060
|
||||
1159.05 2301.27 1060
|
||||
1165.69 2341.71 1060
|
||||
1183.51 2424.26 1060
|
||||
1107.09 2499.07 1060
|
||||
1136.47 2556.3 1060
|
||||
1148.64 2582.3 1060
|
||||
1196.11 2653.12 1060
|
||||
1210.37 2711.51 1060
|
||||
1214.33 2783.6 1060
|
||||
1227.68 2829.29 1060
|
||||
1261.39 2832.44 1060
|
||||
1295.62 3110.38 1060
|
||||
1264.59 3120.35 1060
|
||||
1270.15 3182.91 1060
|
||||
1276.83 3194.27 1060
|
||||
1215.48 3215.73 1060
|
||||
1211.94 3251.66 1060
|
||||
1227.64 3262.87 1060
|
||||
1221.19 3307.22 1060
|
||||
1230.4 3347.35 1060
|
||||
1218.88 3383.87 1060
|
||||
1211.88 3411.56 1060
|
||||
1200.54 3444.07 1060
|
||||
1185.53 3499.72 1060
|
||||
1175.47 3560.26 1060
|
||||
1182.71 3587.33 1060
|
||||
1180.96 3669.67 1060
|
||||
1195.28 3749.19 1053.08
|
||||
1213.57 3764.67 1051.11
|
||||
1173.11 3797.99 1060
|
||||
1124.21 3952.99 1060
|
||||
1088.74 4119.42 1060
|
||||
1046.2 4185.18 1060
|
||||
1119.63 4390.14 1060
|
||||
1119.49 4437.04 1060
|
||||
1117.11 4454.1 1060
|
||||
1138.18 4475.72 1060
|
||||
1154.43 4473.6 1060
|
||||
1151.07 4487.13 1060
|
||||
1150.4 4498.04 1060
|
||||
1159.84 4508.15 1060
|
||||
1163.99 4513.34 1060
|
||||
1164.29 4518.99 1060
|
||||
1168.52 4542.95 1060
|
||||
1163.23 4554.82 1060
|
||||
1162.3 4579.41 1060
|
||||
1160.35 4604.01 1060
|
||||
1154.54 4636.53 1060
|
||||
1159.57 4667.87 1060
|
||||
1164.85 4683.19 1060
|
||||
1158.56 4714.58 1060
|
||||
1156.21 4733.41 1060
|
||||
1153.63 4777.09 1060
|
||||
1149.4 4781.99 1059.93
|
||||
1145.15 4787.27 1060
|
||||
1154.12 4802.6 1060
|
||||
1209.7 4831.28 1055.64
|
||||
1226.06 4848.8 1050.7
|
||||
1242.29 4861.46 1048.01
|
||||
1298.9 4862.75 1048.42
|
||||
1383.05 4857.9 1000.59
|
||||
1434.2 4910.1 971.585
|
||||
1512.06 4909.76 924.158
|
||||
1516.31 4930.98 884.137
|
||||
1458.64 4952.53 840.188
|
||||
1407.66 4959.93 804.702
|
||||
1360.12 4967.79 773.808
|
||||
1316.95 4960.06 760.001
|
||||
1312.7 4953.81 756.934
|
||||
1303.81 4958.15 752.772
|
||||
1276.03 4942.25 750.314
|
||||
1273.92 4913.67 751.524
|
||||
1275.44 4877.9 750.53
|
||||
1279.6 4881.12 748.494
|
||||
1243.56 4883.91 745.259
|
||||
1229.58 4842.32 735.865
|
||||
1206.85 4806.05 728.566
|
||||
1194.05 4764.9 724.304
|
||||
1191.68 4733.47 722.22
|
||||
1189.63 4698.4 720.97
|
||||
1184.32 4689.43 720.453
|
||||
1188.1 4673.74 720.164
|
||||
1189.49 4652.27 720.089
|
||||
1188.21 4628.58 720
|
||||
1198.57 4616.69 720
|
||||
1193.64 4593.42 720
|
||||
1213.97 4555.12 720
|
||||
1225.18 4526.82 720
|
||||
1237.59 4496.65 720
|
||||
1247.73 4472.76 720
|
||||
1232.4 4445.88 720
|
||||
1232.83 4423.01 720
|
||||
1213.77 4383.64 720
|
||||
1202.05 4349.36 720
|
||||
1185.52 4312.42 720
|
||||
1194.35 4264.75 720
|
||||
1202.21 4214.44 720
|
||||
1197.2 4168.49 720
|
||||
1233.32 4126.31 720.009
|
||||
1298.78 4098.02 720.019
|
||||
1383.55 4118.18 720
|
||||
1433.02 4124.17 720
|
||||
1494.27 4124.82 720
|
||||
1547.96 4123.79 720
|
||||
1644.56 4127.11 720
|
||||
1723.91 4129.34 720
|
||||
1795.24 4126.13 720.041
|
||||
1864.75 4128.87 720
|
||||
1958.46 4123.57 720
|
||||
2031.64 4122.88 720.052
|
||||
2113.43 4115.66 720
|
||||
2184.53 4118.1 720
|
||||
2269.2 4123.83 720
|
||||
2354.13 4143.46 720
|
||||
2430.06 4149.33 719.999
|
||||
2503.14 4155.04 720
|
||||
2557.3 4167.19 720.001
|
||||
2625.46 4174.87 720
|
||||
2685.48 4164.53 720
|
||||
2748.83 4177.09 719.999
|
||||
2827.88 4168.88 720
|
||||
2887.07 4164.53 720
|
||||
2940.98 4149.19 720
|
||||
3026.12 4139.12 720
|
||||
3088.28 4136.92 720
|
||||
3174.68 4139.15 719.999
|
||||
3205.36 4134.55 720
|
||||
3297.46 4154.58 720
|
||||
3409.91 4144.68 720
|
||||
3521.11 4134.63 720
|
||||
3650.48 4130.78 720
|
||||
3759.75 4148.28 720
|
||||
3826.41 4154.5 720
|
||||
3873.38 4162.52 720
|
||||
3904.47 4171.72 720
|
||||
3978.78 4184.76 720
|
||||
4049.02 4191.34 720
|
||||
4125.34 4196.55 720
|
||||
4202.92 4202.71 720
|
||||
4264.09 4200.63 719.999
|
||||
4338.08 4243.08 720
|
||||
4438.55 4207.41 720
|
||||
4519.68 4235.97 720
|
||||
4628.22 4206.95 720
|
||||
4668.67 4208.91 720
|
||||
4724.81 4223.05 720
|
||||
4801.49 4240.48 720
|
||||
4865.99 4248.21 720
|
||||
4942.56 4241.64 720
|
||||
5057.67 4243.22 720.001
|
||||
5230.12 4269.21 708.555
|
||||
5223.35 4270.3 702.044
|
||||
5260.25 4333.98 692.9
|
||||
5439.85 4307.29 676.734
|
||||
5479.24 4318.94 663.128
|
||||
5495.55 4304.57 652.868
|
||||
5492.23 4292.39 656.434
|
||||
5501.46 4297.67 653.849
|
||||
5497.16 4289.15 654.304
|
||||
5503.44 4297.64 652.447
|
||||
5507.37 4286 650.034
|
||||
5523.97 4288.99 643.419
|
||||
5538.69 4297.36 637.355
|
||||
5539.8 4287.37 639.462
|
||||
5556.45 4280.37 630.691
|
||||
5596.93 4284.13 608.111
|
||||
5636.96 4294.16 585.41
|
||||
5675.95 4299.14 563.344
|
||||
5720.25 4306.37 538.292
|
||||
5773.59 4318.06 508.088
|
||||
5823.04 4317.72 479.96
|
||||
5904.87 4297.46 435.984
|
||||
5921.96 4297.65 429.918
|
||||
5947.74 4295.51 426.686
|
||||
5992.84 4311.61 424.891
|
||||
6032.2 4313.39 425.531
|
||||
6113.25 4315.41 420.321
|
||||
6193.25 4313.57 404.684
|
||||
6223.72 4295.26 395.588
|
||||
6323.63 4269.15 380.529
|
||||
6488.28 4235.5 380
|
||||
6529.58 4231.37 380.001
|
||||
6580.21 4222.21 380
|
||||
6673.08 4248.88 380
|
||||
6739.09 4256.87 380
|
||||
6777.47 4278.46 380
|
||||
6802.7 4287.86 380
|
||||
6841.93 4290.09 380
|
||||
6885.61 4296.34 380
|
||||
6960.26 4281.18 380
|
||||
7019.66 4277.45 380
|
||||
7083.11 4271.76 380
|
||||
7134.21 4276.94 380
|
||||
7196.82 4262.54 380
|
||||
7413.36 4195.74 349.592
|
||||
7492.65 4152.21 324.89
|
||||
7487.94 4121.7 308.453
|
||||
7496.37 4119.8 305.274
|
||||
7490.04 4128.69 309.537
|
||||
7497.45 4131.1 308.304
|
||||
7505.01 4128.6 306.76
|
||||
7515.65 4110.53 300.073
|
||||
7506.99 4113.27 299.385
|
||||
7489.54 4118 292.928
|
||||
7516.07 4111.64 289.005
|
||||
7529.56 4108.71 291.189
|
||||
7538.47 4100.47 290.599
|
||||
7547.07 4097.24 288.78
|
||||
7556.78 4099.75 289.969
|
||||
7560.86 4093.01 286.694
|
||||
7560.86 4092.86 282.918
|
||||
7564.24 4080.65 280.74
|
||||
7564.95 4046.13 264.551
|
||||
7552.13 4009.41 239.585
|
||||
7562.06 3958.1 213.649
|
||||
7551.78 3899.69 183.992
|
||||
7557.24 3862.67 161.417
|
||||
7556.68 3805.93 134.899
|
||||
7565.14 3758.24 110.933
|
||||
7539.47 3711.15 84.5454
|
||||
7530.6 3668.62 61.5789
|
||||
7517.31 3664.48 56.8512
|
||||
7534.85 3673.63 66.7111
|
||||
7516.2 3660.66 58.9737
|
||||
7502.22 3636.79 45.332
|
||||
7418.26 3656.47 40.6101
|
||||
7391.31 3652.67 24.8489
|
||||
7346.39 3679.37 16.6169
|
||||
7329.33 3704.4 8.93997
|
||||
7314.69 3705.49 4.46373
|
||||
7293.78 3731.33 2.11471
|
||||
7285.61 3759.19 0.894122
|
||||
7288.36 3766.35 0.425533
|
||||
7287.94 3769.09 0.0130702
|
||||
7277.5 3777.26 0
|
||||
7268.83 3768.91 0
|
||||
7250.37 3783.05 0
|
||||
7247.08 3784.78 0
|
||||
7240.42 3798.03 0
|
||||
7219.3 3807.01 0
|
||||
7204.2 3793.14 0
|
||||
7199.08 3809.15 0
|
||||
7187.91 3812.33 0
|
||||
7187.39 3835.11 0
|
||||
7175.82 3862.87 0
|
||||
7166.17 3888.61 0
|
||||
7145.47 3893.06 0
|
||||
7130.2 3912.89 0
|
||||
7114.21 3920.08 0
|
||||
7089.03 3913.65 0
|
||||
7062.75 3918.49 0
|
||||
7046.75 3934.69 0
|
||||
7026.12 3944.86 0
|
||||
7004.93 3955.33 0
|
||||
7007.53 3969.91 0
|
||||
7004.02 3982.38 0
|
||||
e
|
||||
@@ -0,0 +1,22 @@
|
||||
1140 530 1060
|
||||
1140 530 1060
|
||||
1140 2100 1060
|
||||
1140 2880 1060
|
||||
1140 4442.21 1060
|
||||
1190 4840 1060
|
||||
1660 4840 890
|
||||
1660 5040 890
|
||||
1180 5040 720
|
||||
1180 4840 720
|
||||
1180 4460 720
|
||||
2350 4460 720
|
||||
4440 4440 720
|
||||
5183.26 4280 720
|
||||
5800 4280 550
|
||||
6110 4280 380
|
||||
7680 4280 380
|
||||
7680 3860 190
|
||||
7680 3400 0
|
||||
7400 3400 0
|
||||
7400 4030 0
|
||||
e
|
||||
@@ -0,0 +1,16 @@
|
||||
set terminal eps size 3.4,2
|
||||
set output 'bergwerk_path4_nexus_simple_interval0.eps'
|
||||
set termoption dashlength 0.5
|
||||
set ticslevel 0
|
||||
set view equal xy
|
||||
set zrange [0:2200]
|
||||
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||
set view 72,33
|
||||
unset border
|
||||
unset xtics
|
||||
unset ytics
|
||||
unset ztics
|
||||
splot \
|
||||
'floors.dat' skip 21 notitle with lines lc rgb '#777777', \
|
||||
'path_bergwerk_path4_nexus_simple_interval0.dat' skip 21 notitle with lines lw 2.5 dashtype 2 lc rgb '#007700', \
|
||||
'est_norm_bergwerk_path4_nexus_simple_interval0.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000099', 'est_smooth_bergwerk_path4_nexus_simple_interval0.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000000'
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_dist_norm_bergwerk_path4_nexus_simple_interval0.dat' with lines, \
|
||||
'err_dist_smooth_bergwerk_path4_nexus_simple_interval0.dat' with lines
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_norm_bergwerk_path4_nexus_simple_interval0.dat' with lines, \
|
||||
'err_smooth_bergwerk_path4_nexus_simple_interval0.dat' with lines
|
||||
@@ -0,0 +1,266 @@
|
||||
280.83
|
||||
259.519
|
||||
270.11
|
||||
305.57
|
||||
297.671
|
||||
278.847
|
||||
275.177
|
||||
272.243
|
||||
270.505
|
||||
159.271
|
||||
255.776
|
||||
240.824
|
||||
265.139
|
||||
191.371
|
||||
163.823
|
||||
188.918
|
||||
262.488
|
||||
231.587
|
||||
141.046
|
||||
70.3458
|
||||
138.528
|
||||
54.0982
|
||||
17.144
|
||||
73.1162
|
||||
7.35081
|
||||
14.739
|
||||
100.988
|
||||
142.444
|
||||
177.675
|
||||
179.129
|
||||
181.597
|
||||
179.353
|
||||
164.751
|
||||
151.847
|
||||
108.332
|
||||
93.0558
|
||||
15.1449
|
||||
87.0055
|
||||
47.0377
|
||||
33.8147
|
||||
18.7235
|
||||
40.5453
|
||||
81.0842
|
||||
68.535
|
||||
12.6163
|
||||
3.29209
|
||||
18.7958
|
||||
30.0498
|
||||
27.9045
|
||||
29.7407
|
||||
35.9467
|
||||
40.0363
|
||||
27.9728
|
||||
66.4151
|
||||
54.5027
|
||||
57.1212
|
||||
78.0375
|
||||
81.536
|
||||
87.963
|
||||
59.8928
|
||||
64.3674
|
||||
5.08394
|
||||
93.4695
|
||||
141.941
|
||||
111.493
|
||||
56.0441
|
||||
177.561
|
||||
174.474
|
||||
111.83
|
||||
117.701
|
||||
113.116
|
||||
182.381
|
||||
195.345
|
||||
165.077
|
||||
47.8535
|
||||
15.8964
|
||||
30.3128
|
||||
46.4112
|
||||
68.2759
|
||||
63.8144
|
||||
55.7028
|
||||
41.0437
|
||||
22.5258
|
||||
22.8183
|
||||
15.2214
|
||||
26.0069
|
||||
18.7829
|
||||
22.3889
|
||||
42.4908
|
||||
31.4646
|
||||
24.572
|
||||
26.8127
|
||||
21.8721
|
||||
22.417
|
||||
66.4967
|
||||
80.9051
|
||||
88.9881
|
||||
56.6815
|
||||
28.3843
|
||||
3.80163
|
||||
26.0747
|
||||
21.5548
|
||||
44.4516
|
||||
48.7832
|
||||
53.3745
|
||||
61.788
|
||||
95.7748
|
||||
131.034
|
||||
173.618
|
||||
175.456
|
||||
162.726
|
||||
243.703
|
||||
264.288
|
||||
294.129
|
||||
321.493
|
||||
369.82
|
||||
352.039
|
||||
384.243
|
||||
391.006
|
||||
375.34
|
||||
381.212
|
||||
410.833
|
||||
412.343
|
||||
410.22
|
||||
398.086
|
||||
394.055
|
||||
391.913
|
||||
377.089
|
||||
365.191
|
||||
355.188
|
||||
349.433
|
||||
353.227
|
||||
302.377
|
||||
309.032
|
||||
338.072
|
||||
354.709
|
||||
342.785
|
||||
366.041
|
||||
375.175
|
||||
377.89
|
||||
377.534
|
||||
365.997
|
||||
359.071
|
||||
363.52
|
||||
355.176
|
||||
353.69
|
||||
309.02
|
||||
284.954
|
||||
272.545
|
||||
227.603
|
||||
226.336
|
||||
233.885
|
||||
222.796
|
||||
196.946
|
||||
167.693
|
||||
139.033
|
||||
112.817
|
||||
92.5764
|
||||
63.2386
|
||||
44.0349
|
||||
29.1876
|
||||
19.4417
|
||||
12.076
|
||||
20.0011
|
||||
149.225
|
||||
156.187
|
||||
71.0289
|
||||
147.981
|
||||
154.608
|
||||
56.836
|
||||
176.305
|
||||
198.295
|
||||
219.246
|
||||
252.494
|
||||
243.936
|
||||
95.9175
|
||||
229.859
|
||||
189.164
|
||||
138.865
|
||||
38.9175
|
||||
24.0096
|
||||
44.5632
|
||||
49.6827
|
||||
50.2173
|
||||
50.3577
|
||||
50.482
|
||||
48.9806
|
||||
47.0448
|
||||
39.7432
|
||||
46.9815
|
||||
48.875
|
||||
66.6391
|
||||
91.5831
|
||||
110.285
|
||||
133.518
|
||||
139.705
|
||||
157.522
|
||||
159.043
|
||||
159.748
|
||||
154.251
|
||||
152.11
|
||||
142.775
|
||||
130.176
|
||||
112.609
|
||||
88.2892
|
||||
83.3177
|
||||
69.2412
|
||||
68.4434
|
||||
71.6248
|
||||
69.0161
|
||||
52.1135
|
||||
53.6031
|
||||
54.3351
|
||||
43.8931
|
||||
40.3521
|
||||
31.8861
|
||||
69.1586
|
||||
106.227
|
||||
144.896
|
||||
115.44
|
||||
193.841
|
||||
160.4
|
||||
149.77
|
||||
227.089
|
||||
205.013
|
||||
200.303
|
||||
211.52
|
||||
240.97
|
||||
132.966
|
||||
152.744
|
||||
104.75
|
||||
95.4867
|
||||
136.806
|
||||
125.505
|
||||
147.539
|
||||
145.932
|
||||
114.928
|
||||
64.0341
|
||||
8.22558
|
||||
38.8861
|
||||
69.8527
|
||||
98.4924
|
||||
119.401
|
||||
0.779383
|
||||
130.905
|
||||
146.226
|
||||
132.796
|
||||
130.391
|
||||
132.789
|
||||
148.394
|
||||
175.21
|
||||
219.536
|
||||
249.304
|
||||
273.819
|
||||
292.165
|
||||
307.194
|
||||
286.4
|
||||
314.402
|
||||
339.932
|
||||
366.622
|
||||
419.315
|
||||
457.888
|
||||
472.824
|
||||
509.402
|
||||
509.186
|
||||
456.937
|
||||
@@ -0,0 +1,266 @@
|
||||
117.424
|
||||
111.885
|
||||
99.748
|
||||
193.808
|
||||
154.081
|
||||
168.332
|
||||
171.102
|
||||
151.936
|
||||
176.131
|
||||
151.785
|
||||
136.182
|
||||
126.219
|
||||
155.747
|
||||
151.273
|
||||
138.137
|
||||
140.927
|
||||
142
|
||||
154.111
|
||||
147.141
|
||||
143.559
|
||||
127.707
|
||||
85.2009
|
||||
110.922
|
||||
133.453
|
||||
85.3415
|
||||
58.7186
|
||||
33.2309
|
||||
19.2056
|
||||
5.76704
|
||||
10.5864
|
||||
29.2212
|
||||
74.1888
|
||||
114.614
|
||||
89.8088
|
||||
96.9644
|
||||
96.1406
|
||||
64.4171
|
||||
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|
||||
104.355
|
||||
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|
||||
21.306
|
||||
39.4213
|
||||
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|
||||
88.0611
|
||||
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|
||||
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||||
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|
||||
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|
||||
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|
||||
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|
||||
6.45027
|
||||
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|
||||
17.3323
|
||||
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|
||||
17.1867
|
||||
13.9431
|
||||
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|
||||
2.44088
|
||||
18.1551
|
||||
28.5372
|
||||
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|
||||
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||||
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|
||||
33.1072
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||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
172.125
|
||||
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|
||||
219.247
|
||||
246.388
|
||||
241.896
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
67.4315
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
11.3442
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
101.136
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
147.559
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
236.319
|
||||
272.425
|
||||
275.666
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
314.636
|
||||
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|
||||
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|
||||
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|
||||
332.471
|
||||
321.448
|
||||
324.101
|
||||
327.385
|
||||
337.599
|
||||
326.124
|
||||
317.745
|
||||
318.364
|
||||
328.322
|
||||
316.448
|
||||
294.921
|
||||
285.003
|
||||
290.391
|
||||
285.505
|
||||
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|
||||
265.761
|
||||
270.048
|
||||
259.633
|
||||
229.213
|
||||
207.03
|
||||
186.542
|
||||
152
|
||||
103.296
|
||||
124.967
|
||||
92.6135
|
||||
98.1527
|
||||
106.462
|
||||
64.9952
|
||||
111.895
|
||||
101.456
|
||||
95.618
|
||||
92.4487
|
||||
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|
||||
105.408
|
||||
128.612
|
||||
104.401
|
||||
168.458
|
||||
91.3697
|
||||
133.3
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102.611
|
||||
111.575
|
||||
91.3252
|
||||
60.7365
|
||||
23.05
|
||||
17.5781
|
||||
49.7221
|
||||
48.0178
|
||||
43.5164
|
||||
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||||
26.3204
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||||
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||||
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20.7866
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|
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|
||||
1.64732
|
||||
38.2982
|
||||
10.0293
|
||||
41.6281
|
||||
49.1627
|
||||
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|
||||
17.2088
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||||
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|
||||
12.7831
|
||||
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|
||||
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||||
35.4618
|
||||
17.0626
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||||
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||||
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||||
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||||
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||||
27.0209
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||||
42.9718
|
||||
72.607
|
||||
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|
||||
130.143
|
||||
112.348
|
||||
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|
||||
145.208
|
||||
237.989
|
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180.783
|
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|
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|
||||
136.956
|
||||
52.3889
|
||||
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|
||||
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|
||||
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|
||||
66.1355
|
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||||
61.5888
|
||||
36.6973
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||||
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|
||||
44.9579
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
81.5203
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
148.566
|
||||
166.923
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||||
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|
||||
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||||
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|
||||
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|
||||
203.821
|
||||
233.968
|
||||
269.908
|
||||
301.093
|
||||
351.362
|
||||
377.11
|
||||
423.211
|
||||
437.931
|
||||
480.277
|
||||
456.937
|
||||
@@ -0,0 +1,266 @@
|
||||
620.98
|
||||
551.757
|
||||
462.799
|
||||
403.447
|
||||
355.921
|
||||
304.986
|
||||
281.399
|
||||
272.862
|
||||
274.322
|
||||
161.678
|
||||
258.276
|
||||
242.367
|
||||
272.166
|
||||
192.241
|
||||
165.677
|
||||
196.107
|
||||
266.493
|
||||
231.641
|
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190.251
|
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181.385
|
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180.433
|
||||
138.868
|
||||
119.865
|
||||
100.953
|
||||
21.6589
|
||||
39.0561
|
||||
108.535
|
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144.091
|
||||
179.565
|
||||
182.639
|
||||
182.518
|
||||
181.928
|
||||
164.73
|
||||
159.611
|
||||
142.128
|
||||
160.597
|
||||
124.107
|
||||
103.153
|
||||
98.5245
|
||||
75.4403
|
||||
198.479
|
||||
49.1407
|
||||
210.661
|
||||
181.09
|
||||
46.5639
|
||||
16.5984
|
||||
240.174
|
||||
184.74
|
||||
31.8194
|
||||
67.9428
|
||||
117.04
|
||||
166.56
|
||||
218.422
|
||||
105.078
|
||||
202
|
||||
247.854
|
||||
281.985
|
||||
320.486
|
||||
353.813
|
||||
394.247
|
||||
358.353
|
||||
267.076
|
||||
333.933
|
||||
330.465
|
||||
412
|
||||
180.805
|
||||
177.656
|
||||
175.442
|
||||
200.696
|
||||
225.743
|
||||
274.435
|
||||
210.127
|
||||
222.23
|
||||
196.787
|
||||
209.877
|
||||
159.021
|
||||
133.055
|
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|
||||
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|
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102.954
|
||||
122.912
|
||||
40.9046
|
||||
22.5181
|
||||
62.2681
|
||||
42.0868
|
||||
29.4447
|
||||
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|
||||
61.2051
|
||||
78.8832
|
||||
180.516
|
||||
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|
||||
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|
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|
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|
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|
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|
||||
316.259
|
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|
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|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
419.889
|
||||
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|
||||
397.495
|
||||
389.954
|
||||
381.051
|
||||
368.043
|
||||
355.629
|
||||
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|
||||
484.552
|
||||
353.581
|
||||
377.26
|
||||
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|
||||
405.214
|
||||
418.839
|
||||
390.51
|
||||
396.987
|
||||
403.046
|
||||
399.581
|
||||
439.586
|
||||
389.924
|
||||
358.071
|
||||
357.768
|
||||
322.299
|
||||
301.646
|
||||
285.003
|
||||
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|
||||
226.396
|
||||
237.226
|
||||
225.565
|
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197.301
|
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|
||||
156.599
|
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169.52
|
||||
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|
||||
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|
||||
233.158
|
||||
239.497
|
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248.912
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|
||||
32.1548
|
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|
||||
230.248
|
||||
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|
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182.873
|
||||
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|
||||
67.4128
|
||||
183.153
|
||||
199.481
|
||||
219.463
|
||||
253.201
|
||||
252.584
|
||||
156.508
|
||||
304.203
|
||||
294.417
|
||||
267.542
|
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140.269
|
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|
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|
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||||
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|
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106.347
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110.704
|
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89.3702
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||||
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|
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48.1575
|
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66.633
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153.122
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157.744
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174.005
|
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155.59
|
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|
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155.557
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185.169
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233.824
|
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286.842
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359.468
|
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447.031
|
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493.775
|
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601.588
|
||||
707.779
|
||||
809.046
|
||||
841.86
|
||||
901.682
|
||||
949.668
|
||||
936.293
|
||||
965.383
|
||||
835.287
|
||||
719.083
|
||||
626.328
|
||||
681.689
|
||||
565.516
|
||||
576.362
|
||||
586.209
|
||||
401.661
|
||||
205.226
|
||||
284.453
|
||||
394.59
|
||||
477.773
|
||||
295.19
|
||||
416.824
|
||||
256.483
|
||||
259.088
|
||||
421.684
|
||||
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|
||||
184.351
|
||||
156.414
|
||||
181.77
|
||||
228.229
|
||||
281.653
|
||||
328.685
|
||||
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|
||||
421.128
|
||||
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|
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|
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506.801
|
||||
491.589
|
||||
455.94
|
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437.351
|
||||
422.682
|
||||
405.934
|
||||
372.402
|
||||
354.041
|
||||
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|
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|
||||
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||||
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|
||||
332.582
|
||||
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|
||||
359.528
|
||||
367.361
|
||||
419.464
|
||||
458.192
|
||||
475.917
|
||||
516.148
|
||||
511.061
|
||||
573.316
|
||||
@@ -0,0 +1,266 @@
|
||||
518.412
|
||||
425.261
|
||||
326.486
|
||||
298.801
|
||||
211.912
|
||||
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|
||||
171.109
|
||||
170.63
|
||||
230.792
|
||||
224.13
|
||||
288.553
|
||||
351.02
|
||||
364.206
|
||||
330.969
|
||||
322.385
|
||||
275.364
|
||||
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|
||||
262.173
|
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241.023
|
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237.77
|
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241.588
|
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150.491
|
||||
216.136
|
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205.69
|
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232.425
|
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211.568
|
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219.355
|
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177.706
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252.916
|
||||
236.653
|
||||
286.774
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||||
249.286
|
||||
196.997
|
||||
186.064
|
||||
111.679
|
||||
99.5061
|
||||
127.194
|
||||
94.7422
|
||||
106.938
|
||||
73.4432
|
||||
103.807
|
||||
41.2637
|
||||
100.195
|
||||
107.562
|
||||
54.2748
|
||||
97.4202
|
||||
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|
||||
119.567
|
||||
95.8631
|
||||
19.6062
|
||||
23.464
|
||||
49.4644
|
||||
109.764
|
||||
88.7956
|
||||
96.9615
|
||||
100.193
|
||||
175.89
|
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||||
251.415
|
||||
273.874
|
||||
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|
||||
355.678
|
||||
349.575
|
||||
285.091
|
||||
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|
||||
326.388
|
||||
318.907
|
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319.953
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||||
322.726
|
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345.086
|
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|
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|
||||
350.695
|
||||
314.642
|
||||
274.535
|
||||
248.926
|
||||
228.473
|
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|
||||
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|
||||
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|
||||
107.771
|
||||
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|
||||
73.5292
|
||||
59.737
|
||||
60.3524
|
||||
56.1306
|
||||
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|
||||
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|
||||
145.426
|
||||
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|
||||
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|
||||
260.823
|
||||
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|
||||
289.496
|
||||
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|
||||
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|
||||
211.433
|
||||
204.068
|
||||
202.519
|
||||
236.791
|
||||
195.991
|
||||
239.3
|
||||
217.64
|
||||
218.642
|
||||
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|
||||
156.356
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
147.512
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
353.277
|
||||
354.918
|
||||
364.547
|
||||
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|
||||
341.546
|
||||
318.564
|
||||
326.681
|
||||
298.877
|
||||
322.553
|
||||
299.855
|
||||
332.146
|
||||
341.785
|
||||
334.685
|
||||
324.14
|
||||
324.078
|
||||
327.836
|
||||
339.699
|
||||
332.694
|
||||
319.417
|
||||
320.641
|
||||
329.352
|
||||
316.982
|
||||
296.211
|
||||
286.391
|
||||
290.896
|
||||
285.604
|
||||
295.227
|
||||
268.812
|
||||
277.834
|
||||
263.427
|
||||
236.236
|
||||
222.485
|
||||
198.181
|
||||
162.73
|
||||
112.632
|
||||
141.725
|
||||
94.8152
|
||||
102.069
|
||||
115.545
|
||||
70.8669
|
||||
125.521
|
||||
106.59
|
||||
95.6344
|
||||
93.7307
|
||||
82.4764
|
||||
109.146
|
||||
132.491
|
||||
114.008
|
||||
180.642
|
||||
147.778
|
||||
198.808
|
||||
234.807
|
||||
292.861
|
||||
301.746
|
||||
278.329
|
||||
165.016
|
||||
172.701
|
||||
64.7356
|
||||
84.1097
|
||||
99.3167
|
||||
92.0525
|
||||
84.052
|
||||
26.9929
|
||||
32.2076
|
||||
88.7821
|
||||
141.4
|
||||
203.215
|
||||
245.515
|
||||
274.778
|
||||
267.304
|
||||
246.971
|
||||
208.958
|
||||
205.662
|
||||
188.426
|
||||
172.955
|
||||
139.41
|
||||
108.195
|
||||
67.7867
|
||||
45.8357
|
||||
51.6295
|
||||
68.0287
|
||||
114.284
|
||||
167.574
|
||||
218.434
|
||||
368.725
|
||||
337.698
|
||||
382.462
|
||||
520.636
|
||||
536.566
|
||||
597.791
|
||||
582.433
|
||||
608.383
|
||||
597.216
|
||||
602.992
|
||||
497.511
|
||||
566.865
|
||||
460.716
|
||||
486.759
|
||||
460.242
|
||||
446.664
|
||||
310.956
|
||||
274.452
|
||||
270.432
|
||||
372.161
|
||||
392.846
|
||||
402.42
|
||||
306.372
|
||||
310.877
|
||||
420.758
|
||||
272.264
|
||||
254.046
|
||||
236.111
|
||||
233.868
|
||||
232.97
|
||||
256.706
|
||||
306.789
|
||||
369.006
|
||||
436.466
|
||||
490.23
|
||||
540.416
|
||||
551.13
|
||||
552.479
|
||||
541.602
|
||||
521.211
|
||||
509.055
|
||||
495.352
|
||||
473.32
|
||||
465.342
|
||||
434.881
|
||||
396.606
|
||||
393.657
|
||||
365.81
|
||||
347.414
|
||||
344.876
|
||||
365.843
|
||||
359.153
|
||||
374.596
|
||||
390.534
|
||||
427.452
|
||||
440.849
|
||||
480.56
|
||||
573.316
|
||||
@@ -0,0 +1,3 @@
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(0.779383) max(509.402) range(508.622) med(132.966) avg(157.834) stdDev(122.702)
|
||||
|
||||
@@ -0,0 +1,3 @@
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(1.64732) max(480.277) range(478.629) med(92.6135) avg(123.81) stdDev(106.566)
|
||||
|
||||
33
tex/gfx/eval/interval_path4_comp/FBS/errorsFilter.txt
Normal file
33
tex/gfx/eval/interval_path4_comp/FBS/errorsFilter.txt
Normal file
@@ -0,0 +1,33 @@
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(22.4569) max(896.679) range(874.222) med(229.915) avg(253.558) stdDev(148.806)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(20.3559) max(978.395) range(958.039) med(293.856) avg(308.187) stdDev(173.032)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(18.5533) max(950.416) range(931.863) med(252.967) avg(281.274) stdDev(175.877)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(12.7084) max(753.186) range(740.478) med(302.71) avg(310.683) stdDev(151.091)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(19.3323) max(866.433) range(847.101) med(219.556) avg(262.924) stdDev(168.527)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(14.8271) max(835.468) range(820.641) med(197.089) avg(263.402) stdDev(192.066)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(9.36192) max(1523.67) range(1514.31) med(337.395) avg(418.436) stdDev(344.388)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(33.0687) max(940.122) range(907.053) med(334.747) avg(359.277) stdDev(190.616)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(28.2722) max(789.772) range(761.5) med(294.357) avg(311.753) stdDev(180.08)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(25.5883) max(1199) range(1173.41) med(256.046) avg(303.625) stdDev(209.128)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(12.175) max(965.383) range(953.208) med(248.912) avg(280.228) stdDev(174.025)
|
||||
|
||||
33
tex/gfx/eval/interval_path4_comp/FBS/errorsSmoothing.txt
Normal file
33
tex/gfx/eval/interval_path4_comp/FBS/errorsSmoothing.txt
Normal file
@@ -0,0 +1,33 @@
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(3.01866) max(838.495) range(835.476) med(229.192) avg(256.129) stdDev(147.851)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(11.7485) max(623.175) range(611.426) med(256.539) avg(258.209) stdDev(143.685)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(10.8065) max(617.3) range(606.494) med(240.561) avg(249.075) stdDev(133.516)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(6.52684) max(615.587) range(609.061) med(249.36) avg(270.375) stdDev(152.946)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(15.7728) max(843.815) range(828.042) med(221.484) avg(266.537) stdDev(166.017)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(14.3586) max(736.602) range(722.243) med(196.84) avg(249.76) stdDev(177.026)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(7.20355) max(1862.48) range(1855.28) med(345.352) avg(437.122) stdDev(371.989)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(16.0122) max(665.096) range(649.084) med(280.552) avg(296.061) stdDev(114.127)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(9.58475) max(834.272) range(824.687) med(316.695) avg(311.238) stdDev(169.696)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(19.4866) max(1041) range(1021.51) med(252.964) avg(275.305) stdDev(167.263)
|
||||
|
||||
fixedIntervallSimpleTransPath4
|
||||
cnt(266) min(19.6062) max(608.383) range(588.777) med(248.84) avg(256.267) stdDev(132.954)
|
||||
|
||||
@@ -0,0 +1,302 @@
|
||||
3273.17 3591.77 553.515
|
||||
1981.03 3019.64 885.615
|
||||
1277.06 2439.21 975.346
|
||||
1041.65 1979.06 987.424
|
||||
863.428 1780.46 998.011
|
||||
785.022 1663.46 1017.87
|
||||
816.333 1625.92 1057.94
|
||||
841.245 1579.37 1060
|
||||
839.256 1540.51 1060
|
||||
824.979 1787.71 1060
|
||||
851.125 1858.59 1060
|
||||
800.652 1809.71 1060
|
||||
676.628 1761.19 1060
|
||||
621.934 1753.95 1060
|
||||
597.867 1747.2 1060
|
||||
595.001 1758.34 1060
|
||||
590.659 1752.09 1060
|
||||
602.147 1737.52 1060
|
||||
631.719 1739.02 1060
|
||||
595.169 1709.86 1060
|
||||
601.632 1702.44 1060
|
||||
674.276 1702.91 1060
|
||||
741.033 1713.57 1060
|
||||
810.268 1721.83 1060
|
||||
650.038 1662.42 1060
|
||||
655.251 1649.12 1060
|
||||
708.351 1636.83 1060
|
||||
905.076 1628.22 1060
|
||||
757.166 1587.96 1060
|
||||
931.281 1588.94 1060
|
||||
1004.33 1574.98 1060
|
||||
1036.6 1546.15 1060
|
||||
649.396 1522.75 1060
|
||||
893.63 1515.29 1060
|
||||
1122.59 1543.94 1060
|
||||
859.186 1487.52 1060
|
||||
880.536 1493.56 1060
|
||||
869.892 1454.79 1060
|
||||
834.446 1415.82 1060
|
||||
842.404 1420.41 1060
|
||||
861.223 1420.81 1060
|
||||
864.824 1427.92 1060
|
||||
867.803 1460.77 1060
|
||||
869.503 1468.02 1060
|
||||
980.729 1613.7 1060
|
||||
884.305 1621.72 1060
|
||||
899.194 1702.91 1060
|
||||
874.862 1742.3 1060
|
||||
948.629 1858.29 1060
|
||||
976.179 1973.66 1060
|
||||
951.082 2073.49 1060
|
||||
877.537 2048.23 1060
|
||||
908.413 2160.99 1060
|
||||
998.984 2343.87 1060
|
||||
1069.77 2444.65 1059.66
|
||||
1001.57 2453.8 1060
|
||||
1086.19 2526.74 1060
|
||||
1123.04 2577.67 1060
|
||||
1066.91 2590.03 1060
|
||||
1132.67 2603.57 1060
|
||||
1154.29 2607.74 1060
|
||||
1240.98 2664.84 1060
|
||||
1282.37 2743.22 1060
|
||||
1317.57 2801.54 1060
|
||||
1319.13 2856.11 1060
|
||||
1321.51 2942.73 1060
|
||||
1319.33 3000.82 1059.89
|
||||
1304.62 3107.11 1060
|
||||
1291.77 3220.01 1060
|
||||
1248.29 3332.76 1059.75
|
||||
1232.91 3441 1060
|
||||
1125.09 3503.46 1058.12
|
||||
1226.86 3506.58 1060
|
||||
1186.88 3608.41 1060
|
||||
1173.4 3658.97 1060
|
||||
1121.31 3860.02 1060
|
||||
1180.52 3707.5 1060
|
||||
1221.07 3610.58 1060
|
||||
1208.5 3706.81 1060
|
||||
1128.55 3990.95 1060
|
||||
1136.72 3999.26 1060
|
||||
1122.14 4325.57 1060
|
||||
1110.69 4338.03 1060
|
||||
1112.31 4210.36 1060
|
||||
1110.26 4234.24 1059.56
|
||||
1104.54 4254.19 1058.7
|
||||
1100.19 4273.32 1056.8
|
||||
1112.2 4261.22 1057.04
|
||||
1206.36 4427.84 1057.3
|
||||
1085.78 4364.65 1060
|
||||
1082.9 4357.49 1060
|
||||
1062.04 4369.44 1060
|
||||
1058.49 4370.67 1060
|
||||
1052.17 4377.74 1060
|
||||
1199.8 4355.77 1060
|
||||
1204.32 4430.64 1060
|
||||
1150.78 4562.99 1060
|
||||
1058.68 4544.63 1060
|
||||
1017.6 4606.52 1059.85
|
||||
1036.69 4513.82 1059.89
|
||||
1227.88 4692.87 1059.76
|
||||
1373.06 4673.56 1059.52
|
||||
1400.59 4680.57 1059.19
|
||||
1288.33 4725.85 1058.52
|
||||
1295.59 4727.13 1057.3
|
||||
1287.11 4706.51 1055.23
|
||||
1469.36 4680.2 1052.43
|
||||
1505.61 4669.11 1046.48
|
||||
1536.62 4696.4 1021.21
|
||||
1457.18 4793.41 974.971
|
||||
1509.71 4835.26 928.425
|
||||
1548.71 4849.59 899.697
|
||||
1568.83 4874.84 890.416
|
||||
1589.3 4904.33 891.366
|
||||
1596.4 4944.96 887.929
|
||||
1604.54 4918.2 884.875
|
||||
1559.56 5003.53 874.066
|
||||
1522.6 5025.97 859.985
|
||||
1541.46 5035.27 871.682
|
||||
1491.91 5033.89 844.832
|
||||
1433.95 5015.36 818.775
|
||||
1353.62 5024.98 770.051
|
||||
1304.99 5025.53 746.173
|
||||
1261.25 5001.67 729.397
|
||||
1211.21 4878.25 720.975
|
||||
1204.39 4972.3 719.941
|
||||
1206.74 4846.81 719.915
|
||||
1201.85 4911.03 719.844
|
||||
1202.3 4893.74 719.805
|
||||
1246.48 4716.77 719.894
|
||||
1260.88 4776.2 719.341
|
||||
1288.74 4548.8 719.816
|
||||
1310.23 4516.62 719.931
|
||||
1379.35 4487.72 719.829
|
||||
1386.78 4463.78 719.843
|
||||
1392.16 4434.57 719.933
|
||||
1306.65 4438.47 720.001
|
||||
1366.61 4416.02 719.935
|
||||
1351.24 4411.4 719.982
|
||||
1216.76 4406.63 719.947
|
||||
1183.15 4398.55 719.982
|
||||
1150.58 4370.55 719.986
|
||||
1139.16 4337.18 720
|
||||
1164.54 4288.2 719.999
|
||||
1543.94 4284.54 719.985
|
||||
1622.1 4297.27 719.999
|
||||
1310.01 4216.31 719.999
|
||||
1336.62 4195.73 720
|
||||
1355.54 4165.91 720
|
||||
1416.19 4138.53 720.001
|
||||
1461.05 4090.2 720.001
|
||||
1599.95 4107.98 719.999
|
||||
1654.48 4075.8 720.003
|
||||
1749.07 4069.02 720.001
|
||||
1897.88 4084.66 720.002
|
||||
1966.23 4078.8 719.999
|
||||
1794.21 4049.17 719.999
|
||||
1900.98 4047.67 719.999
|
||||
1966.63 4049.79 720
|
||||
2097.04 4061.92 719.998
|
||||
2205.36 4065.98 720
|
||||
2296.74 4068.12 720.003
|
||||
2334.52 4082.93 720
|
||||
2397.66 4094.34 720
|
||||
2483.19 4103.52 720
|
||||
2587.31 4108.29 720
|
||||
2639.92 4103.99 719.997
|
||||
2420.5 4157.01 720.001
|
||||
2700.37 4147.6 720.004
|
||||
2777.3 4117.87 720
|
||||
2923.61 4099.84 720
|
||||
2874.95 4112.18 720
|
||||
2960.03 4088.11 720.001
|
||||
3129.21 4077.36 720
|
||||
3189.41 4074.06 720.001
|
||||
3241.94 4073.94 720.001
|
||||
3294.85 4084.98 720.002
|
||||
3275.14 4092.06 720.001
|
||||
3460.83 4085.84 719.999
|
||||
3628.42 4092.63 720.001
|
||||
3692.94 4093.44 720
|
||||
3911.18 4136.04 719.997
|
||||
3991.87 4159.34 719.999
|
||||
4048.5 4171.22 720
|
||||
4025.73 4216.35 719.996
|
||||
4102.73 4216.97 720.002
|
||||
4223.08 4208.19 720.001
|
||||
4292.53 4218.66 720.005
|
||||
4316.94 4244.28 720.001
|
||||
4352.5 4273.17 720.001
|
||||
4386.18 4301.48 719.997
|
||||
4389.51 4327.75 719.998
|
||||
4421.23 4347.87 720
|
||||
4453.4 4372.43 720
|
||||
4482.98 4385.71 720.001
|
||||
4539.22 4389.24 720.001
|
||||
4592.03 4388.12 719.998
|
||||
4893.69 4330.47 719.999
|
||||
4939.33 4351.97 719.92
|
||||
5160.9 4132.61 719.967
|
||||
5232.23 4124.35 719.919
|
||||
5241.82 4210.65 719.715
|
||||
5314.61 4136.19 719.855
|
||||
5351.91 4131.92 719.616
|
||||
5339.7 4240.81 719.553
|
||||
5402.69 4113.44 719.411
|
||||
5423.18 4092.05 719.346
|
||||
5458.67 4070.65 711.61
|
||||
5478.78 4038.21 713.953
|
||||
5479.51 4046.07 709.977
|
||||
5466.43 4203.9 702.451
|
||||
5438.9 4057.19 708.07
|
||||
5457.04 4096.68 692.768
|
||||
5496.78 4145.22 668.099
|
||||
5624.12 4241.26 596.331
|
||||
5684.4 4287.31 558.574
|
||||
5760.84 4286.33 515.249
|
||||
5783.89 4279.2 502.182
|
||||
5814.54 4277.81 484.828
|
||||
5824.92 4279.67 478.926
|
||||
5830.21 4282.1 475.936
|
||||
5853.04 4277.97 465.108
|
||||
5902.52 4265.37 442.818
|
||||
5993.37 4245.19 422.274
|
||||
6049.72 4234.11 401.626
|
||||
6117.53 4232.14 389.899
|
||||
6192.87 4213.55 382.488
|
||||
6276.93 4188.46 380.089
|
||||
6340.05 4169.84 380
|
||||
6410.56 4146.61 380
|
||||
6439.76 4140.39 380.001
|
||||
6524.3 4122.6 380
|
||||
6578.3 4121.04 379.999
|
||||
6626.08 4120.31 379.999
|
||||
6663.02 4125.81 380
|
||||
6700.31 4127.89 380.001
|
||||
6726.01 4137.28 380
|
||||
6745.7 4149.83 380
|
||||
6745.44 4167.4 379.94
|
||||
6749.37 4191.86 379.884
|
||||
6744.62 4196.69 379.334
|
||||
6725.75 4210.9 378.995
|
||||
6750.04 4211.89 376.541
|
||||
6713.31 4208.46 377.564
|
||||
6679.29 4211.32 377.315
|
||||
6649.31 4228.16 377.598
|
||||
6688.22 4227.08 371.544
|
||||
6700.72 4226.65 369.736
|
||||
6723.92 4239.93 363.168
|
||||
6743.81 4245.06 359.819
|
||||
6714.92 4250.33 368.362
|
||||
6844.9 4215.08 356.161
|
||||
6961.05 4179.62 345.373
|
||||
7053.78 4143.59 331.312
|
||||
7000.85 4174.62 332.863
|
||||
7114.57 4102.11 302.989
|
||||
7108.23 4135.46 310.766
|
||||
7104.7 4146.31 312.618
|
||||
7283.86 4078.62 275.067
|
||||
7479.79 4013.83 211.162
|
||||
7415.02 4056.16 197.093
|
||||
7326.88 4104.4 181.358
|
||||
7258.73 4127.09 165.622
|
||||
7398.55 3939.13 132.944
|
||||
7305.6 4021.84 120.066
|
||||
7439.44 3865.28 97.0373
|
||||
7440 3851.76 86.7006
|
||||
7332.09 3992.04 118.748
|
||||
7459.16 3844.75 110.679
|
||||
7512.15 3764.13 95.8004
|
||||
7528.12 3662.76 69.8681
|
||||
7504 3632.67 48.9046
|
||||
7459.42 3584.71 23.652
|
||||
7405.31 3571.16 6.06233
|
||||
7361.27 3591.29 0.344684
|
||||
7330.18 3627.58 0
|
||||
7301.56 3651.27 0
|
||||
7280.62 3680.41 0
|
||||
7400.51 3610.97 0
|
||||
7269.11 3743.96 0
|
||||
7253.77 3752.95 0
|
||||
7267.25 3757.07 0
|
||||
7269.61 3768.51 0
|
||||
7267.21 3776.31 0
|
||||
7251.65 3771.83 0
|
||||
7224.8 3755.15 0
|
||||
7180.49 3742.12 0
|
||||
7150.72 3741.65 0
|
||||
7126.19 3747.28 0
|
||||
7107.84 3784.37 0
|
||||
7092.83 3794.21 0
|
||||
7113.62 3824.05 0
|
||||
7085.61 3838.45 0
|
||||
7060.07 3848.93 0
|
||||
7033.39 3793.21 0
|
||||
6980.69 3818.87 0
|
||||
6942.11 3829.7 0
|
||||
6927.18 3829.99 0
|
||||
6890.61 3838.77 0
|
||||
6890.82 3916.7 0
|
||||
6827.37 4026.26 0
|
||||
e
|
||||
@@ -0,0 +1,267 @@
|
||||
1022.61 1438.61 1060
|
||||
1028.19 1416.91 1060
|
||||
1040.43 1389.92 1060
|
||||
946.236 1379.83 1060
|
||||
985.922 1370.66 1060
|
||||
971.672 1385.13 1060
|
||||
968.908 1371.54 1060
|
||||
988.173 1363.86 1060
|
||||
963.946 1364.44 1060
|
||||
988.342 1420.88 1060
|
||||
1003.92 1403.68 1060
|
||||
1013.86 1402.8 1060
|
||||
984.313 1474.5 1060
|
||||
988.755 1582.16 1060
|
||||
1001.87 1657.64 1060
|
||||
999.085 1784.3 1060
|
||||
998.003 1873.22 1060
|
||||
985.889 1943.89 1060
|
||||
992.944 2025.2 1060
|
||||
996.443 2087.87 1059.46
|
||||
1012.38 2132.94 1059.34
|
||||
1054.98 2274.55 1058.73
|
||||
1029.17 2273.46 1058.6
|
||||
1006.6 2363.86 1056.45
|
||||
1054.71 2366.99 1057.95
|
||||
1081.55 2440.79 1056.19
|
||||
1106.98 2487.77 1058.13
|
||||
1158.5 2588.69 1056.2
|
||||
1137.12 2575.3 1059.04
|
||||
1130.21 2655.32 1057.75
|
||||
1169.16 2676.6 1058.17
|
||||
1214.11 2793.45 1057.25
|
||||
1254.41 2940.68 1057.25
|
||||
1229.59 3007.59 1055.11
|
||||
1236.86 3185.27 1055.94
|
||||
1235.97 3284.07 1055.62
|
||||
1204.14 3270.52 1055.61
|
||||
1230.33 3422.72 1055.49
|
||||
1244.22 3498.15 1056
|
||||
1213.1 3585.62 1055.81
|
||||
1160.77 3764.02 1055.27
|
||||
1179.28 3723.11 1056.65
|
||||
1211.81 3735.15 1059.99
|
||||
1227.82 3812.34 1059.24
|
||||
1194.07 3941.21 1059.35
|
||||
1205.46 3943.38 1058.86
|
||||
1150.82 4157.5 1059.6
|
||||
1143.79 4275.14 1059.3
|
||||
1138.85 4321.89 1059.65
|
||||
1147.8 4313.29 1059.09
|
||||
1145.95 4388.34 1058.08
|
||||
1151.54 4387.06 1056.32
|
||||
1156.13 4368.18 1055.77
|
||||
1167.19 4429.11 1056.97
|
||||
1159.1 4457.9 1059.8
|
||||
1160.42 4493.19 1059.69
|
||||
1147.94 4457.22 1059.57
|
||||
1146.16 4482.56 1059.76
|
||||
1160.01 4459 1059.7
|
||||
1172.93 4475.63 1060
|
||||
1203.76 4518.88 1059.97
|
||||
1215.48 4472.76 1059.95
|
||||
1205.58 4490.64 1059.97
|
||||
1188.45 4562.58 1059.88
|
||||
1173.06 4516.77 1059.88
|
||||
1218.06 4534.14 1059.74
|
||||
1261.64 4542.03 1059.65
|
||||
1285.1 4548.15 1059.58
|
||||
1313.59 4551.34 1059.01
|
||||
1325.77 4540.24 1059.06
|
||||
1338.3 4558.06 1058.47
|
||||
1375.47 4557.91 1056.91
|
||||
1403.42 4562.99 1053.62
|
||||
1444.23 4608.45 1042.43
|
||||
1438.18 4707.03 1016.25
|
||||
1430.56 4819.14 971.893
|
||||
1454.01 4842.73 949.213
|
||||
1523.94 4866.43 900.669
|
||||
1550.02 4893.42 886.123
|
||||
1540.53 4943.43 872.369
|
||||
1545.25 4947.72 876.621
|
||||
1512.71 4973.09 862.554
|
||||
1491.82 4976.99 848.075
|
||||
1463.37 4989.11 836.069
|
||||
1442.72 4983.49 832.09
|
||||
1404.21 4987.54 810.528
|
||||
1346.36 4983.93 778.208
|
||||
1285.22 4961.85 751.748
|
||||
1233.67 4926.36 734.834
|
||||
1200.55 4876.7 725.571
|
||||
1191 4837.19 722.781
|
||||
1186.25 4780.66 721.184
|
||||
1191.5 4722.78 720.627
|
||||
1202.25 4698.92 720.52
|
||||
1210.22 4705.23 719.602
|
||||
1218.05 4698.58 719.208
|
||||
1249.2 4645.99 719.97
|
||||
1267.56 4627.77 719.814
|
||||
1281.13 4604.99 719.734
|
||||
1342.3 4576.57 719.869
|
||||
1322.93 4583.17 719.809
|
||||
1347.76 4514.79 719.982
|
||||
1354.71 4523.69 719.906
|
||||
1372.99 4518.88 719.943
|
||||
1371.43 4482.93 720.019
|
||||
1316.87 4482.8 720
|
||||
1338.89 4453.02 720
|
||||
1263.61 4432.25 720
|
||||
1286.12 4358.51 720
|
||||
1428.38 4342.76 720
|
||||
1494.78 4373.26 720
|
||||
1430.64 4335.84 720
|
||||
1432.39 4312.58 720
|
||||
1479.15 4299.71 720
|
||||
1480.81 4242.61 720
|
||||
1544 4249.11 720
|
||||
1630.54 4241.05 720.008
|
||||
1690.88 4223.7 720
|
||||
1761.49 4187.63 719.999
|
||||
1768.32 4184.34 720.009
|
||||
1885.38 4189.16 720.034
|
||||
1886.09 4162.43 719.999
|
||||
1950.29 4156.55 720
|
||||
2019.45 4149.95 720
|
||||
2089.79 4136 720
|
||||
2199.25 4118.69 720.026
|
||||
2234.54 4119.11 720
|
||||
2325.35 4128.42 720
|
||||
2445.39 4123.08 720
|
||||
2537.85 4142.42 720
|
||||
2601.28 4135.13 720
|
||||
2680.75 4161.41 720
|
||||
2728.02 4141.73 720
|
||||
2834.54 4157.88 720
|
||||
2880.37 4129.1 720
|
||||
2958.98 4117.41 720
|
||||
3052.1 4120.87 720
|
||||
3122.07 4131.18 720.02
|
||||
3241.51 4127.39 720
|
||||
3293.87 4123.59 720
|
||||
3345.76 4112.86 719.999
|
||||
3389.88 4123.91 720
|
||||
3496.11 4131.31 720
|
||||
3564.15 4130 720
|
||||
3648.52 4119.24 720
|
||||
3727.72 4130.42 720
|
||||
3847.54 4150.76 720
|
||||
3921.11 4159.96 720
|
||||
3982.07 4153.98 720
|
||||
4047.29 4158.29 720
|
||||
4150.68 4150.29 720
|
||||
4223.45 4176.31 719.999
|
||||
4321.91 4171.1 720
|
||||
4373.86 4181.03 720
|
||||
4436.52 4206.35 720
|
||||
4506.63 4213.9 720
|
||||
4557.83 4223.86 720
|
||||
4618.12 4246.17 719.999
|
||||
4676.35 4283.46 720
|
||||
4755.17 4244.34 720
|
||||
4778.19 4272.49 720
|
||||
4845.45 4252.35 720
|
||||
4921.32 4227.51 720.001
|
||||
4974.66 4258.45 719.693
|
||||
5054.31 4193.33 719.643
|
||||
5095.9 4195.19 719.222
|
||||
5128.04 4194.1 718.062
|
||||
5218.7 4187.83 716.544
|
||||
5255.87 4198.88 714.676
|
||||
5270.48 4175.67 711.55
|
||||
5315.35 4153.97 709.954
|
||||
5348.31 4179.32 703.076
|
||||
5377.15 4114.48 698.972
|
||||
5373.43 4193.25 697.343
|
||||
5391.79 4151.68 699.876
|
||||
5376.04 4183.78 703.832
|
||||
5363.65 4173.35 704.184
|
||||
5392.06 4192.67 690.164
|
||||
5452.97 4224.3 670.687
|
||||
5595.42 4257.98 599.964
|
||||
5631.33 4272.6 580.683
|
||||
5840.61 4287 471.663
|
||||
5892.5 4286.68 445.051
|
||||
5940.47 4292.15 425.407
|
||||
5966.72 4295.6 420.058
|
||||
5993.99 4283.36 413.868
|
||||
5958.17 4290.78 436.133
|
||||
6013.38 4282.18 422.745
|
||||
6102.74 4280.75 403.594
|
||||
6184.57 4293.33 395.452
|
||||
6274.76 4264.98 389.175
|
||||
6344.9 4274.04 385.154
|
||||
6428.47 4263.89 382.289
|
||||
6490.75 4235.74 380.748
|
||||
6541.64 4234.88 380.17
|
||||
6574.2 4230.99 380
|
||||
6648.66 4266.18 380
|
||||
6703.04 4265.83 380
|
||||
6760.31 4290.58 380
|
||||
6800.05 4278.92 380
|
||||
6834.18 4241.95 380
|
||||
6872.33 4269.97 380
|
||||
6897.01 4321.43 380
|
||||
6933.99 4328.96 380
|
||||
6954.84 4288.51 379.709
|
||||
6981.19 4296.33 379.14
|
||||
7000.11 4289.5 377.694
|
||||
7020.94 4290.75 376.367
|
||||
6941.94 4276.63 375.344
|
||||
7046.11 4284.59 373.992
|
||||
7075.86 4314.34 371.992
|
||||
7007.97 4289.7 367.885
|
||||
7066.21 4322.55 361.629
|
||||
7075.16 4274.21 359.954
|
||||
7099.18 4295.98 353.195
|
||||
7074.73 4290.12 362.123
|
||||
7086.96 4271.69 354.297
|
||||
7083.09 4259.76 342.229
|
||||
7189.9 4233.7 324.205
|
||||
7123.11 4226.34 321.136
|
||||
7226.68 4176.75 300.807
|
||||
7209.71 4190.18 312.689
|
||||
7239.14 4169.52 304.037
|
||||
7260.79 4164.92 291.505
|
||||
7379.37 4065.29 233.429
|
||||
7414.44 4002.12 180.203
|
||||
7421.15 3966.98 152.458
|
||||
7329.55 3999.65 127.403
|
||||
7312.84 3982.34 104.495
|
||||
7308.27 3979.88 101.696
|
||||
7398.66 3809.45 52.2437
|
||||
7390.86 3791.08 45.8161
|
||||
7314.14 3956.34 93.7551
|
||||
7416.58 3747.31 69.0215
|
||||
7440.88 3743.47 51.9395
|
||||
7460.46 3733.62 62.1428
|
||||
7459.09 3683.08 40.8226
|
||||
7456.24 3628.68 24.8971
|
||||
7433.45 3612.51 14.9301
|
||||
7395.16 3636.65 9.27812
|
||||
7355.2 3671.2 3.69032
|
||||
7330.44 3728.77 2.34411
|
||||
7321.94 3770.99 1.25847
|
||||
7321.66 3809.48 0.656793
|
||||
7317.58 3846.03 0.451407
|
||||
7318.54 3877.78 0
|
||||
7332.85 3895.82 0
|
||||
7312.01 3884.11 0
|
||||
7309.61 3886.43 0
|
||||
7293.71 3880.4 0
|
||||
7251.45 3875.94 0
|
||||
7233.1 3898.72 0
|
||||
7230.44 3902.83 0
|
||||
7217.3 3892.04 0
|
||||
7213.05 3924.11 0
|
||||
7196.46 3919.37 0
|
||||
7196.2 3936.3 0
|
||||
7166.04 3946.88 0
|
||||
7130.09 3978.8 0
|
||||
7098.91 3965.59 0
|
||||
7048.66 3937.45 0
|
||||
7022.89 3947.97 0
|
||||
6976.8 3944.34 0
|
||||
6962.07 3972.66 0
|
||||
6919.73 3943.76 0
|
||||
6827.37 4026.26 0
|
||||
e
|
||||
Binary file not shown.
|
After Width: | Height: | Size: 70 KiB |
2297
tex/gfx/eval/interval_path4_comp/FBS/floors.dat
Normal file
2297
tex/gfx/eval/interval_path4_comp/FBS/floors.dat
Normal file
File diff suppressed because it is too large
Load Diff
@@ -0,0 +1,22 @@
|
||||
1140 530 1060
|
||||
1140 530 1060
|
||||
1140 2100 1060
|
||||
1140 2880 1060
|
||||
1140 4442.21 1060
|
||||
1190 4840 1060
|
||||
1660 4840 890
|
||||
1660 5040 890
|
||||
1180 5040 720
|
||||
1180 4840 720
|
||||
1180 4460 720
|
||||
2350 4460 720
|
||||
4440 4440 720
|
||||
5183.26 4280 720
|
||||
5800 4280 550
|
||||
6110 4280 380
|
||||
7680 4280 380
|
||||
7680 3860 190
|
||||
7680 3400 0
|
||||
7400 3400 0
|
||||
7400 4030 0
|
||||
e
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_dist_norm_fixedIntervallSimpleTransPath4.dat' with lines, \
|
||||
'err_dist_smooth_fixedIntervallSimpleTransPath4.dat' with lines
|
||||
@@ -0,0 +1,3 @@
|
||||
plot \
|
||||
'err_norm_fixedIntervallSimpleTransPath4.dat' with lines, \
|
||||
'err_smooth_fixedIntervallSimpleTransPath4.dat' with lines
|
||||
@@ -0,0 +1,16 @@
|
||||
set terminal eps size 3.4,2
|
||||
set output 'fixedIntervallSimpleTransPath4.eps'
|
||||
set termoption dashlength 0.5
|
||||
set ticslevel 0
|
||||
set view equal xy
|
||||
set zrange [0:2200]
|
||||
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||
set view 72,33
|
||||
unset border
|
||||
unset xtics
|
||||
unset ytics
|
||||
unset ztics
|
||||
splot \
|
||||
'floors.dat' skip 21 notitle with lines lc rgb '#777777', \
|
||||
'path_fixedIntervallSimpleTransPath4.dat' skip 21 notitle with lines lw 2.5 dashtype 2 lc rgb '#007700', \
|
||||
'est_norm_fixedIntervallSimpleTransPath4.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000099', 'est_smooth_fixedIntervallSimpleTransPath4.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000000'
|
||||
22
tex/gfx/eval/interval_path4_comp/path4.dat
Normal file
22
tex/gfx/eval/interval_path4_comp/path4.dat
Normal file
@@ -0,0 +1,22 @@
|
||||
1140 530 1060
|
||||
1140 530 1060
|
||||
1140 2100 1060
|
||||
1140 2880 1060
|
||||
1140 4442.21 1060
|
||||
1190 4840 1060
|
||||
1660 4840 890
|
||||
1660 5040 890
|
||||
1180 5040 720
|
||||
1180 4840 720
|
||||
1180 4460 720
|
||||
2350 4460 720
|
||||
4440 4440 720
|
||||
5183.26 4280 720
|
||||
5800 4280 550
|
||||
6110 4280 380
|
||||
7680 4280 380
|
||||
7680 3860 190
|
||||
7680 3400 0
|
||||
7400 3400 0
|
||||
7400 4030 0
|
||||
e
|
||||
4460
tex/gfx/eval/interval_path4_comp/path4_interval.eps
Normal file
4460
tex/gfx/eval/interval_path4_comp/path4_interval.eps
Normal file
File diff suppressed because it is too large
Load Diff
91
tex/gfx/eval/interval_path4_comp/path4_interval.tex
Normal file
91
tex/gfx/eval/interval_path4_comp/path4_interval.tex
Normal file
@@ -0,0 +1,91 @@
|
||||
% GNUPLOT: LaTeX picture with Postscript
|
||||
\begingroup
|
||||
\makeatletter
|
||||
\providecommand\color[2][]{%
|
||||
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||
Package color not loaded in conjunction with
|
||||
terminal option `colourtext'%
|
||||
}{See the gnuplot documentation for explanation.%
|
||||
}{Either use 'blacktext' in gnuplot or load the package
|
||||
color.sty in LaTeX.}%
|
||||
\renewcommand\color[2][]{}%
|
||||
}%
|
||||
\providecommand\includegraphics[2][]{%
|
||||
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||
Package graphicx or graphics not loaded%
|
||||
}{See the gnuplot documentation for explanation.%
|
||||
}{The gnuplot epslatex terminal needs graphicx.sty or graphics.sty.}%
|
||||
\renewcommand\includegraphics[2][]{}%
|
||||
}%
|
||||
\providecommand\rotatebox[2]{#2}%
|
||||
\@ifundefined{ifGPcolor}{%
|
||||
\newif\ifGPcolor
|
||||
\GPcolorfalse
|
||||
}{}%
|
||||
\@ifundefined{ifGPblacktext}{%
|
||||
\newif\ifGPblacktext
|
||||
\GPblacktexttrue
|
||||
}{}%
|
||||
% define a \g@addto@macro without @ in the name:
|
||||
\let\gplgaddtomacro\g@addto@macro
|
||||
% define empty templates for all commands taking text:
|
||||
\gdef\gplbacktext{}%
|
||||
\gdef\gplfronttext{}%
|
||||
\makeatother
|
||||
\ifGPblacktext
|
||||
% no textcolor at all
|
||||
\def\colorrgb#1{}%
|
||||
\def\colorgray#1{}%
|
||||
\else
|
||||
% gray or color?
|
||||
\ifGPcolor
|
||||
\def\colorrgb#1{\color[rgb]{#1}}%
|
||||
\def\colorgray#1{\color[gray]{#1}}%
|
||||
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT0\endcsname{\color[rgb]{1,0,0}}%
|
||||
\expandafter\def\csname LT1\endcsname{\color[rgb]{0,1,0}}%
|
||||
\expandafter\def\csname LT2\endcsname{\color[rgb]{0,0,1}}%
|
||||
\expandafter\def\csname LT3\endcsname{\color[rgb]{1,0,1}}%
|
||||
\expandafter\def\csname LT4\endcsname{\color[rgb]{0,1,1}}%
|
||||
\expandafter\def\csname LT5\endcsname{\color[rgb]{1,1,0}}%
|
||||
\expandafter\def\csname LT6\endcsname{\color[rgb]{0,0,0}}%
|
||||
\expandafter\def\csname LT7\endcsname{\color[rgb]{1,0.3,0}}%
|
||||
\expandafter\def\csname LT8\endcsname{\color[rgb]{0.5,0.5,0.5}}%
|
||||
\else
|
||||
% gray
|
||||
\def\colorrgb#1{\color{black}}%
|
||||
\def\colorgray#1{\color[gray]{#1}}%
|
||||
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT0\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT1\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT2\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT3\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT4\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT5\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT6\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT7\endcsname{\color{black}}%
|
||||
\expandafter\def\csname LT8\endcsname{\color{black}}%
|
||||
\fi
|
||||
\fi
|
||||
\setlength{\unitlength}{0.0500bp}%
|
||||
\ifx\gptboxheight\undefined%
|
||||
\newlength{\gptboxheight}%
|
||||
\newlength{\gptboxwidth}%
|
||||
\newsavebox{\gptboxtext}%
|
||||
\fi%
|
||||
\setlength{\fboxrule}{0.5pt}%
|
||||
\setlength{\fboxsep}{1pt}%
|
||||
\begin{picture}(4896.00,2014.00)%
|
||||
\gplgaddtomacro\gplbacktext{%
|
||||
}%
|
||||
\gplgaddtomacro\gplfronttext{%
|
||||
}%
|
||||
\gplbacktext
|
||||
\put(0,0){\includegraphics{path4_interval}}%
|
||||
\gplfronttext
|
||||
\end{picture}%
|
||||
\endgroup
|
||||
4
tex/gfx/eval/interval_path4_comp/startpoints_moved.dat
Normal file
4
tex/gfx/eval/interval_path4_comp/startpoints_moved.dat
Normal file
@@ -0,0 +1,4 @@
|
||||
1210 470 1060
|
||||
1060.18 4520 0
|
||||
180 2970 1060
|
||||
1070 470 1060
|
||||
18
tex/gfx/eval/interval_path4_comp/vis.gp
Normal file
18
tex/gfx/eval/interval_path4_comp/vis.gp
Normal file
@@ -0,0 +1,18 @@
|
||||
set terminal epslatex size 3.4,1.4
|
||||
set output "path4_interval.tex"
|
||||
set termoption dashlength 0.5
|
||||
set ticslevel 0
|
||||
set view equal xy
|
||||
set zrange [0:2200]
|
||||
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||
set view 72,33
|
||||
unset border
|
||||
unset xtics
|
||||
unset ytics
|
||||
unset ztics
|
||||
|
||||
splot \
|
||||
'FBS/floors.dat' notitle with lines lc rgb '#777777', \
|
||||
'path4.dat' notitle with lines lw 1.0 dashtype 2 lc rgb '#000000', \
|
||||
'FBS/est_smooth_fixedIntervallSimpleTransPath4.dat' skip 21 notitle with lines lw 1.0 lc rgb '#FF0000', \
|
||||
'BS/est_smooth_bergwerk_path4_nexus_simple_interval0.dat' skip 21 notitle with lines lw 1.0 lc rgb '#0000FF'
|
||||
Reference in New Issue
Block a user