Detailed report of processing gdv images in the gdv scientific laboratory program 050709

Detailed report of processing GDV images in the GDV Scientific Laboratory program Date and time of processing: 5/7/2009 4:05:18 PM The following GDV parameters of GDV images were calculated during processing: Area Average intensity Entropy intervals count Statistical comparison of 3 samples of dynamic GDV images is performed: Sample1 C:DVDATAEWater Studylaytons Water Study 042409DW 05.avi C:DVDATAEWater Studylaytons Water Study 042409DW 01.avi C:DVDATAEWater Studylaytons Water Study 042409DW 02.avi C:DVDATAEWater Studylaytons Water Study 042409DW 03.avi C:DVDATAEWater Studylaytons Water Study 042409DW 04.avi Sample2 C:DVDATAEWater Studylaytons Water Study 042409CU 05.avi C:DVDATAEWater Studylaytons Water Study 042409CU 01.avi C:DVDATAEWater Studylaytons Water Study 042409CU 02.avi C:DVDATAEWater Studylaytons Water Study 042409CU 03.avi C:DVDATAEWater Studylaytons Water Study 042409CU 04.avi Sample3 C:DVDATAEWater Studylaytons Water Study 042409MPU 05.avi C:DVDATAEWater Studylaytons Water Study 042409MPU 01.avi C:DVDATAEWater Studylaytons Water Study 042409MPU 02.avi C:DVDATAEWater Studylaytons Water Study 042409MPU 03.avi C:DVDATAEWater Studylaytons Water Study 042409MPU 04.avi Time series of GDV parameters: Area The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval Average intensity The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval Entropy intervals count The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval Trends of time series of GDV parameters: Area The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval Average intensity The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval Entropy intervals count The plots legend: Sample1 Mean + confidence interval Sample2 Mean + confidence interval Sample3 Mean + confidence interval The results of statistical comparison Statistical comparison of 3 independent samples performed. Used parametric test: ANOVA one way test ANOVA one way test Area By frame statistical comparison of time series RankOfSample1RankOfSample2RankOfSample3criterionp-valueframe 140163.5261.54.4460.1085frame 240163.5261.54.4460.1085frame 340163.5261.54.4460.1085frame 440162.5262.54.4760.1068frame 540163.5261.54.4460.1085frame 640161.5263.54.510.105frame 740167.5257.54.3680.1127frame 840164.5260.54.420.1099frame 940165.5259.54.3980.111frame 1040165.5259.54.3980.111frame 1140165.5259.54.3980.111frame 1240167.5257.54.3680.1127frame 1340162.5262.54.4760.1068frame 1440163.5261.54.4460.1085frame 1540167.5257.54.3680.1127frame 1640167.5257.54.3680.1127frame 17401672584.3740.1124frame 1840166.5258.54.3810.112frame 1940167.5257.54.3680.1127frame 2040167.5257.54.3680.1127frame 2140167.5257.54.3680.1127frame 2240167.5257.54.3680.1127frame 2340167.5257.54.3680.1127frame 2440164.5260.54.420.1099frame 2540167.5257.54.3680.1127frame 2640167.5257.54.3680.1127frame 2740167.5257.54.3680.1127frame 2840166.5258.54.3810.112frame 2940163.5261.54.4460.1085frame 3040167.5257.54.3680.1127frame 3140167.5257.54.3680.1127frame 3240165.5259.54.3980.111frame 3340167.5257.54.3680.1127frame 3440167.5257.54.3680.1127frame 3540167.5257.54.3680.1127frame 3640167.5257.54.3680.1127frame 3740167.5257.54.3680.1127frame 3840167.5257.54.3680.1127frame 3940167.5257.54.3680.1127frame 4040167.5257.54.3680.1127frame 4140167.5257.54.3680.1127frame 4240166.5258.54.3810.112frame 4340167.5257.54.3680.1127frame 4440167.5257.54.3680.1127frame 4540167.5257.54.3680.1127frame 4640167.5257.54.3680.1127frame 4740167.5257.54.3680.1127frame 4840167.5257.54.3680.1127frame 4940165.5259.54.3980.111frame 5040162.5262.54.4760.1068frame 5140167.5257.54.3680.1127frame 5240167.5257.54.3680.1127frame 5340166.5258.54.3810.112frame 5440166.5258.54.3810.112frame 5540165.5259.54.3980.111frame 5640167.5257.54.3680.1127frame 5740167.5257.54.3680.1127frame 5840167.5257.54.3680.1127frame 5940167.5257.54.3680.1127frame 6040167.5257.54.3680.1127frame 6140167.5257.54.3680.1127frame 6240167.5257.54.3680.1127frame 6340167.5257.54.3680.1127frame 6440167.5257.54.3680.1127frame 6540167.5257.54.3680.1127frame 6640167.5257.54.3680.1127frame 6740167.5257.54.3680.1127frame 6840163.5261.54.4460.1085frame 6940167.5257.54.3680.1127frame 7040166.5258.54.3810.112frame 7140167.5257.54.3680.1127frame 7240167.5257.54.3680.1127frame 7340167.5257.54.3680.1127frame 7440167.5257.54.3680.1127frame 75401612644.5290.104frame 7640167.5257.54.3680.1127frame 7740167.5257.54.3680.1127frame 7840167.5257.54.3680.1127frame 7940167.5257.54.3680.1127frame 8040167.5257.54.3680.1127frame 81401652604.4090.1105frame 8240167.5257.54.3680.1127frame 8340167.5257.54.3680.1127frame 8440167.5257.54.3680.1127frame 8540166.5258.54.3810.112frame 8640167.5257.54.3680.1127frame 8740167.5257.54.3680.1127frame 8840167.5257.54.3680.1127frame 8940167.5257.54.3680.1127frame 9040167.5257.54.3680.1127frame 9140167.5257.54.3680.1127frame 9240167.5257.54.3680.1127frame 9340167.5257.54.3680.1127frame 9440167.5257.54.3680.1127frame 9540167.5257.54.3680.1127frame 9640165.5259.54.3980.111frame 9740167.5257.54.3680.1127frame 9840167.5257.54.3680.1127frame 9940164.5260.54.420.1099frame 10040167.5257.54.3680.1127frame 10140167.5257.54.3680.1127frame 10240165.5259.54.3980.111frame 10340167.5257.54.3680.1127frame 10440167.5257.54.3680.1127frame 10540167.5257.54.3680.1127frame 10640167.5257.54.3680.1127frame 10740167.5257.54.3680.1127frame 10840167.5257.54.3680.1127frame 10940165.5259.54.3980.111frame 11040167.5257.54.3680.1127frame 11140167.5257.54.3680.1127frame 11240167.5257.54.3680.1127frame 11340167.5257.54.3680.1127frame 11440167.5257.54.3680.1127frame 11540167.5257.54.3680.1127frame 11640167.5257.54.3680.1127frame 11740167.5257.54.3680.1127frame 11840167.5257.54.3680.1127frame 11940167.5257.54.3680.1127frame 12040167.5257.54.3680.1127frame 12140167.5257.54.3680.1127frame 12240164.5260.54.420.1099frame 12340167.5257.54.3680.1127frame 12440167.5257.54.3680.1127frame 12540166.5258.54.3810.112frame 12640167.5257.54.3680.1127frame 12740167.5257.54.3680.1127frame 12840167.5257.54.3680.1127frame 12940164.5260.54.420.1099frame 13040167.5257.54.3680.1127frame 13140167.5257.54.3680.1127frame 13240167.5257.54.3680.1127frame 13340163.5261.54.4460.1085frame 13440166.5258.54.3810.112frame 13540166.5258.54.3810.112frame 13640167.5257.54.3680.1127frame 13740165.5259.54.3980.111frame 13840167.5257.54.3680.1127frame 13940167.5257.54.3680.1127frame 14040167.5257.54.3680.1127frame 14140167.5257.54.3680.1127frame 14240167.5257.54.3680.1127frame 14340166.5258.54.3810.112frame 14440167.5257.54.3680.1127frame 14540165.5259.54.3980.111frame 14640167.5257.54.3680.1127frame 14740167.5257.54.3680.1127frame 14840167.5257.54.3680.1127frame 14951164.5249.52.1770.3368frame 15077.5155232.500 Statistical comparison of time series characteristics By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 1.86507e-020 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 9.93592e-013 By ANOVA one way test samples are statistically dissimilar; p = 1.86507e-020 By ANOVA one way test samples are statistically dissimilar; p = 2.2312e-008 By ANOVA one way test samples are statistically dissimilar; p = 1.75251e-022 By ANOVA one way test samples are statistically dissimilar; p = 4.62229e-022 By ANOVA one way test samples are statistically dissimilar; p = 1.00285e-020 By ANOVA one way test samples have no statistically significant differences; p = 0.231245 By ANOVA one way test samples have no statistically significant differences; p = 0.235804 By ANOVA one way test samples are statistically dissimilar; p = 2.22285e-008 By ANOVA one way test samples have no statistically significant differences; p = 0.792295 By ANOVA one way test samples have no statistically significant differences; p = 0.711759 By ANOVA one way test samples have no statistically significant differences; p = 0.666705 By ANOVA one way test samples have no statistically significant differences; p = 0.699627 RankOfSample1RankOfSample2RankOfSample3criterionp-valueCount40404000Sum15654012.50.002269Min40404000Max15614410.820.00477Mean15654012.50.002269RMS1552539.380.009446Median15654012.50.00226925 percentile15654012.50.00226975 percentile15654012.50.002269Skewness5631333.860.1453Excess2449473.860.1453Confidence interval1552539.380.009446Time entropy35.54143.50.3350.8458Entropy intervals33.543.5430.6350.728Time fractality4742311.340.5118Fractality RMS3631532.660.2646 Statistical comparison of time series trends - Polynomial trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 7.87323e-012 By ANOVA one way test samples are statistically dissimilar; p = 0.047689 By ANOVA one way test samples are statistically dissimilar; p = 0.00697544 By ANOVA one way test samples are statistically dissimilar; p = 0.00172604 RankOfSample1RankOfSample2RankOfSample3criterionp-valueK015654012.50.002269K16426308.720.01303K21554519.420.00927K36527289.380.009446 Statistical comparison of time series trends - Exponential trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 1.15244e-012 By ANOVA one way test samples have no statistically significant differences; p = 0.898997 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA15614410.820.00477B4335420.380.827C40404000 Statistical comparison of time series trends - Power trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 8.10347e-007 By ANOVA one way test samples have no statistically significant differences; p = 0.859367 By ANOVA one way test samples have no statistically significant differences; p = 1 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA15604510.50.005535B3839430.140.9324C40404000 Average intensity By frame statistical comparison of time series RankOfSample1RankOfSample2RankOfSample3criterionp-valueframe 140142.5282.55.9810.05045frame 240142.5282.55.9810.05045frame 340142.5282.55.9810.05045frame 440142.5282.55.9810.05045frame 540142.5282.55.9810.05045frame 640142.5282.55.9810.05045frame 740142.5282.55.9810.05045frame 840142.5282.55.9810.05045frame 940142.5282.55.9810.05045frame 1040142.5282.55.9810.05045frame 1140142.5282.55.9810.05045frame 1240142.5282.55.9810.05045frame 1340142.5282.55.9810.05045frame 1440142.5282.55.9810.05045frame 1540142.5282.55.9810.05045frame 1640142.5282.55.9810.05045frame 1740142.5282.55.9810.05045frame 1840144.5280.55.7530.05651frame 1940142.5282.55.9810.05045frame 2040142.5282.55.9810.05045frame 2140147.5277.55.4440.06594frame 2240142.5282.55.9810.05045frame 2340142.5282.55.9810.05045frame 2440142.5282.55.9810.05045frame 2540142.5282.55.9810.05045frame 2640145.5279.55.6460.05962frame 2740142.5282.55.9810.05045frame 2840142.5282.55.9810.05045frame 2940143.5281.55.8650.05345frame 3040147.5277.55.4440.06594frame 3140142.5282.55.9810.05045frame 3240142.5282.55.9810.05045frame 3340144.5280.55.7530.05651frame 3440142.5282.55.9810.05045frame 3540142.5282.55.9810.05045frame 3640142.5282.55.9810.05045frame 3740142.5282.55.9810.05045frame 3840142.5282.55.9810.05045frame 3940142.5282.55.9810.05045frame 4040142.5282.55.9810.05045frame 4140142.5282.55.9810.05045frame 4240142.5282.55.9810.05045frame 4340142.5282.55.9810.05045frame 4440142.5282.55.9810.05045frame 4540142.5282.55.9810.05045frame 4640142.5282.55.9810.05045frame 4740142.5282.55.9810.05045frame 4840142.5282.55.9810.05045frame 4940142.5282.55.9810.05045frame 5040142.5282.55.9810.05045frame 5140142.5282.55.9810.05045frame 5240142.5282.55.9810.05045frame 5340142.5282.55.9810.05045frame 5440142.5282.55.9810.05045frame 5540142.5282.55.9810.05045frame 5640142.5282.55.9810.05045frame 5740142.5282.55.9810.05045frame 5840142.5282.55.9810.05045frame 5940142.5282.55.9810.05045frame 6040142.5282.55.9810.05045frame 6140142.5282.55.9810.05045frame 6240142.5282.55.9810.05045frame 6340142.5282.55.9810.05045frame 6440142.5282.55.9810.05045frame 6540142.5282.55.9810.05045frame 6640142.5282.55.9810.05045frame 6740142.5282.55.9810.05045frame 6840142.5282.55.9810.05045frame 6940142.5282.55.9810.05045frame 7040142.5282.55.9810.05045frame 7140142.5282.55.9810.05045frame 7240142.5282.55.9810.05045frame 7340142.5282.55.9810.05045frame 7440142.5282.55.9810.05045frame 7540142.5282.55.9810.05045frame 7640142.5282.55.9810.05045frame 7740142.5282.55.9810.05045frame 7840142.5282.55.9810.05045frame 7940142.5282.55.9810.05045frame 8040142.5282.55.9810.05045frame 8140142.5282.55.9810.05045frame 8240142.5282.55.9810.05045frame 8340142.5282.55.9810.05045frame 8440142.5282.55.9810.05045frame 8540142.5282.55.9810.05045frame 8640142.5282.55.9810.05045frame 8740142.5282.55.9810.05045frame 8840142.5282.55.9810.05045frame 8940142.5282.55.9810.05045frame 9040142.5282.55.9810.05045frame 9140142.5282.55.9810.05045frame 9240142.5282.55.9810.05045frame 9340142.5282.55.9810.05045frame 9440142.5282.55.9810.05045frame 9540142.5282.55.9810.05045frame 9640142.5282.55.9810.05045frame 9740142.5282.55.9810.05045frame 9840142.5282.55.9810.05045frame 9940142.5282.55.9810.05045frame 10040142.5282.55.9810.05045frame 10140142.5282.55.9810.05045frame 10240142.5282.55.9810.05045frame 10340142.5282.55.9810.05045frame 10440142.5282.55.9810.05045frame 10540142.5282.55.9810.05045frame 10640142.5282.55.9810.05045frame 10740142.5282.55.9810.05045frame 10840142.5282.55.9810.05045frame 10940142.5282.55.9810.05045frame 11040142.5282.55.9810.05045frame 11140142.5282.55.9810.05045frame 11240142.5282.55.9810.05045frame 11340142.5282.55.9810.05045frame 11440142.5282.55.9810.05045frame 11540142.5282.55.9810.05045frame 11640142.5282.55.9810.05045frame 11740142.5282.55.9810.05045frame 11840142.5282.55.9810.05045frame 11940142.5282.55.9810.05045frame 12040142.5282.55.9810.05045frame 12140142.5282.55.9810.05045frame 12240142.5282.55.9810.05045frame 12340142.5282.55.9810.05045frame 12440142.5282.55.9810.05045frame 12540142.5282.55.9810.05045frame 12640142.5282.55.9810.05045frame 12740142.5282.55.9810.05045frame 12840142.5282.55.9810.05045frame 12940142.5282.55.9810.05045frame 13040142.5282.55.9810.05045frame 13140142.5282.55.9810.05045frame 13240142.5282.55.9810.05045frame 13340142.5282.55.9810.05045frame 13440142.5282.55.9810.05045frame 13540142.5282.55.9810.05045frame 13640142.5282.55.9810.05045frame 13740142.5282.55.9810.05045frame 13840142.5282.55.9810.05045frame 13940142.5282.55.9810.05045frame 14040142.5282.55.9810.05045frame 14140142.5282.55.9810.05045frame 14240142.5282.55.9810.05045frame 14340142.5282.55.9810.05045frame 14440142.5282.55.9810.05045frame 14540142.5282.55.9810.05045frame 14640142.5282.55.9810.05045frame 14740142.5282.55.9810.05045frame 14840145.5279.55.6460.05962frame 14945156.5263.53.5550.1691frame 15077.5155232.500 Statistical comparison of time series characteristics By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 5.00912e-014 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 6.36692e-012 By ANOVA one way test samples are statistically dissimilar; p = 4.99036e-014 By ANOVA one way test samples are statistically dissimilar; p = 0.0034122 By ANOVA one way test samples are statistically dissimilar; p = 1.60971e-014 By ANOVA one way test samples are statistically dissimilar; p = 1.40604e-014 By ANOVA one way test samples are statistically dissimilar; p = 3.18221e-013 By ANOVA one way test samples have no statistically significant differences; p = 0.0539829 By ANOVA one way test samples have no statistically significant differences; p = 0.160095 By ANOVA one way test samples are statistically dissimilar; p = 0.00342502 By ANOVA one way test samples have no statistically significant differences; p = 0.389653 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples have no statistically significant differences; p = 0.0513256 By ANOVA one way test samples are statistically dissimilar; p = 0.0213214 RankOfSample1RankOfSample2RankOfSample3criterionp-valueCount40404000Sum15406512.50.002269Min40404000Max15406512.50.002269Mean15406512.50.002269RMS15406512.50.002269Median15406512.50.00226925 percentile15406512.50.00226975 percentile15406512.50.002269Skewness6024366.720.03493Excess2056446.720.03493Confidence interval15406512.50.002269Time entropy37.537.5450.3750.8291Entropy intervals40404000Time fractality6130296.620.03672Fractality RMS2241576.140.0466 Statistical comparison of time series trends - Polynomial trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 4.34806e-013 By ANOVA one way test samples have no statistically significant differences; p = 0.313187 By ANOVA one way test samples have no statistically significant differences; p = 0.186771 By ANOVA one way test samples have no statistically significant differences; p = 0.114221 RankOfSample1RankOfSample2RankOfSample3criterionp-valueK015406512.50.002269K13654303.120.2103K23431553.420.181K35347206.180.04569 Statistical comparison of time series trends - Exponential trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 3.49856e-010 By ANOVA one way test samples have no statistically significant differences; p = 0.196084 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA15406512.50.002269B6232267.440.02445C40404000 Statistical comparison of time series trends - Power trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 0.000289157 By ANOVA one way test samples have no statistically significant differences; p = 0.337876 By ANOVA one way test samples have no statistically significant differences; p = 1 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA15406512.50.002269B5536293.620.1638C40404000 Entropy intervals count By frame statistical comparison of time series RankOfSample1RankOfSample2RankOfSample3criterionp-valueframe 1115160.5189.55.2590.0723frame 2115160.5189.55.2590.0723frame 31131512014.1260.1272frame 4112.5142.52103.7980.1498frame 5115162.5187.55.4440.06594frame 61151621885.3960.06753frame 71131581944.5390.1035frame 81151601905.2150.07387frame 9111154.5199.53.8330.1472frame 101151521984.6650.09724frame 111151502004.570.1019frame 121151551954.8390.08912frame 13111153.5200.53.780.1512frame 14115155.5194.54.8720.0877frame 15115158.5191.55.0910.07861frame 16115159.5190.55.1730.07545frame 17113152.5199.54.1970.1228frame 18115157.5192.55.0130.08168frame 19115147.5202.54.4760.1068frame 20115152.5197.54.6910.09595frame 21115158.5191.55.0910.07861frame 221141541974.5230.1043frame 23115159.5190.55.1730.07545frame 241131651875.1620.07585frame 25115161.5188.55.3490.06912frame 261151502004.570.1019frame 271151551954.8390.08912frame 281141641875.3230.07frame 291111621924.370.1126frame 301151502004.570.1019frame 311151492014.5290.104frame 32114158.5192.54.830.0895frame 33115153.5196.54.7470.09333frame 341151581925.0520.08016frame 351131611914.780.09178frame 36115157.5192.55.0130.08168frame 371121571964.2230.1212frame 38105158.5201.52.7940.2475frame 39112162.5190.54.6620.09738frame 40112.5155197.54.2150.1217frame 41103.5167.51943.2210.1999frame 421151541964.7760.09196frame 431121641894.8040.09069frame 44113162.5189.54.9150.0858frame 451151601905.2150.07387frame 461091621943.8990.1425frame 471151541964.7760.09196frame 48115151.5198.54.6390.09845frame 491141601914.9520.08423frame 50112.5155.51974.2460.1198frame 511151601905.2150.07387frame 52115158.5191.55.0910.07861frame 531151621885.3960.06753frame 54115159.5190.55.1730.07545frame 55115153.5196.54.7470.09333frame 56113.5157194.54.5920.1008frame 571121581954.2930.1171frame 58115159.5190.55.1730.07545frame 59115154.5195.54.8070.09054frame 601151621885.3960.06753frame 611101681874.7250.09434frame 621151561944.9050.08621frame 63107.5158199.53.2710.195frame 641061562032.8460.2411frame 65115161.5188.55.3490.06912frame 66114.5152198.54.5390.1035frame 671151631875.4920.06435frame 681111661884.7560.09291frame 69111.5161.51924.4490.1083frame 70111.5165188.54.7780.0919frame 71110.5163191.54.3390.1144frame 72113164.5187.55.1110.07782frame 73112161.5191.54.5720.1018frame 741141621895.1290.07713frame 75109.5152203.53.3780.1849frame 761141502014.3240.1152frame 77115160.5189.55.2590.0723frame 781131541984.2770.118frame 791151531974.7180.09466frame 801151631875.4920.06435frame 81115159.5190.55.1730.07545frame 82115157.5192.55.0130.08168frame 831141551964.5840.1012frame 84115162.5187.55.4440.06594frame 85110.5155.51993.7760.1515frame 8698.5154.52121.50.4724frame 871151601905.2150.07387frame 881151541964.7760.09196frame 891151611895.3030.07071frame 90110.5149205.53.4840.1753frame 911151531974.7180.09466frame 92115157.5192.55.0130.08168frame 931151541964.7760.09196frame 94114.5156.51944.8110.09037frame 95114153.5197.54.4950.1058frame 961131571954.4670.1073frame 971151631875.4920.06435frame 98115157.5192.55.0130.08168frame 99114157.5193.54.7550.09297frame 100109.5157198.53.6420.162frame 101112161.5191.54.5720.1018frame 102115151.5198.54.6390.09845frame 1031151551954.8390.08912frame 1041151611895.3030.07071frame 105115158.5191.55.0910.07861frame 106115154.5195.54.8070.09054frame 107111.5155.51984.0070.135frame 1081141671845.6470.05957frame 109115161.5188.55.3490.06912frame 110110160.5194.54.0070.135frame 111109165.5190.54.220.1214frame 1121151511994.6150.09965frame 1131151591915.1310.07705frame 1141151581925.0520.08016frame 1151151511994.6150.09965frame 116115162.5187.55.4440.06594frame 117115158.5191.55.0910.07861frame 1181151591915.1310.07705frame 1191151611895.3030.07071frame 120115144.5205.54.3980.111frame 1211121641894.8040.09069frame 122103.5148.52132.1260.3455frame 123113.5157194.54.5920.1008frame 124113.5154197.54.40.111frame 125104167.5193.53.3220.19frame 126115164.5185.55.6460.05962frame 1271121472063.7580.1528frame 128111.5154199.53.9210.1409frame 1291111492053.5930.166frame 1301131541984.2770.118frame 131115160.5189.55.2590.0723frame 132104170.5190.53.640.1622frame 133112.5156196.54.2770.118frame 134114152.5198.54.4410.1087frame 1351151581925.0520.08016frame 1361151621885.3960.06753frame 1371141591924.870.08778frame 1381151571934.9760.08323frame 1391151611895.3030.07071frame 140115154.5195.54.8070.09054frame 141114163.5187.55.2730.07176frame 142115161.5188.55.3490.06912frame 143106.5158200.53.0630.2163frame 144114.5156.51944.8110.09037frame 145115160.5189.55.2590.0723frame 146115163.5186.55.5420.06276frame 147113154.5197.54.3060.1163frame 1481151541964.7760.09196frame 14969165.5230.50.33220.847frame 15077.5155232.500 Statistical comparison of time series characteristics By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 3.3511e-010 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 By ANOVA one way test samples are statistically dissimilar; p = 2.15502e-007 By ANOVA one way test samples are statistically dissimilar; p = 3.3511e-010 By ANOVA one way test samples are statistically dissimilar; p = 0.000184776 By ANOVA one way test samples are statistically dissimilar; p = 1.10921e-008 By ANOVA one way test samples are statistically dissimilar; p = 3.35643e-010 By ANOVA one way test samples are statistically dissimilar; p = 1.22946e-010 By ANOVA one way test samples are statistically dissimilar; p = 2.83017e-006 By ANOVA one way test samples are statistically dissimilar; p = 5.2729e-006 By ANOVA one way test samples are statistically dissimilar; p = 0.000184776 By ANOVA one way test samples are statistically dissimilar; p = 0.023663 By ANOVA one way test samples have no statistically significant differences; p = 0.328514 By ANOVA one way test samples are statistically dissimilar; p = 0.0401281 By ANOVA one way test samples have no statistically significant differences; p = 0.42089 RankOfSample1RankOfSample2RankOfSample3criterionp-valueCount40404000Sum65342110.220.00632Min40404000Max6532239.780.007791Mean65342110.220.00632RMS6526299.420.00927Median6531.523.59.6950.00811925 percentile6535.519.510.650.00514875 percentile65361910.820.00477Skewness1554519.420.00927Excess6529269.420.00927Confidence interval6526299.420.00927Time entropy6029316.020.04947Entropy intervals47.54032.51.1250.5698Time fractality2457395.460.06538Fractality RMS4938331.340.5118 Statistical comparison of time series trends - Polynomial trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 7.68605e-009 By ANOVA one way test samples have no statistically significant differences; p = 0.0696446 By ANOVA one way test samples have no statistically significant differences; p = 0.0973956 By ANOVA one way test samples have no statistically significant differences; p = 0.0817616 RankOfSample1RankOfSample2RankOfSample3criterionp-valueK06528279.380.009446K12656384.560.1024K25124454.020.1341K32657374.940.08475 Statistical comparison of time series trends - Exponential trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 1.33596e-009 By ANOVA one way test samples are statistically dissimilar; p = 0.00672018 By ANOVA one way test samples have no statistically significant differences; p = 0.999976 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA6531249.620.008417B1959428.060.018C40404000 Statistical comparison of time series trends - Power trend coefficients By ANOVA one way test samples are statistically dissimilar; p = 3.15515e-006 By ANOVA one way test samples have no statistically significant differences; p = 0.179899 By ANOVA one way test samples have no statistically significant differences; p = 1 RankOfSample1RankOfSample2RankOfSample3criterionp-valueA6526299.420.00927B2855373.780.1512C40404000

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