ProgettoMartinelli2023/Fig_src/gnuplot/figs/02-measure-V-RangeStudy-Exp5_N1.tab

# Curve 0 of 3, 100 points
# Curve title: "1.1"
# x y type
 0 1.1  i
 870.707 1.1  i
 1741.41 1.1  i
 2612.12 1.1  i
 3482.83 1.1  i
 4353.54 1.1  i
 5224.24 1.1  i
 6094.95 1.1  i
 6965.66 1.1  i
 7836.36 1.1  i
 8707.07 1.1  i
 9577.78 1.1  i
 10448.5 1.1  i
 11319.2 1.1  i
 12189.9 1.1  i
 13060.6 1.1  i
 13931.3 1.1  i
 14802 1.1  i
 15672.7 1.1  i
 16543.4 1.1  i
 17414.1 1.1  i
 18284.8 1.1  i
 19155.6 1.1  i
 20026.3 1.1  i
 20897 1.1  i
 21767.7 1.1  i
 22638.4 1.1  i
 23509.1 1.1  i
 24379.8 1.1  i
 25250.5 1.1  i
 26121.2 1.1  i
 26991.9 1.1  i
 27862.6 1.1  i
 28733.3 1.1  i
 29604 1.1  i
 30474.7 1.1  i
 31345.5 1.1  i
 32216.2 1.1  i
 33086.9 1.1  i
 33957.6 1.1  i
 34828.3 1.1  i
 35699 1.1  i
 36569.7 1.1  i
 37440.4 1.1  i
 38311.1 1.1  i
 39181.8 1.1  i
 40052.5 1.1  i
 40923.2 1.1  i
 41793.9 1.1  i
 42664.6 1.1  i
 43535.4 1.1  i
 44406.1 1.1  i
 45276.8 1.1  i
 46147.5 1.1  i
 47018.2 1.1  i
 47888.9 1.1  i
 48759.6 1.1  i
 49630.3 1.1  i
 50501 1.1  i
 51371.7 1.1  i
 52242.4 1.1  i
 53113.1 1.1  i
 53983.8 1.1  i
 54854.5 1.1  i
 55725.3 1.1  i
 56596 1.1  i
 57466.7 1.1  i
 58337.4 1.1  i
 59208.1 1.1  i
 60078.8 1.1  i
 60949.5 1.1  i
 61820.2 1.1  i
 62690.9 1.1  i
 63561.6 1.1  i
 64432.3 1.1  i
 65303 1.1  i
 66173.7 1.1  i
 67044.4 1.1  i
 67915.2 1.1  i
 68785.9 1.1  i
 69656.6 1.1  i
 70527.3 1.1  i
 71398 1.1  i
 72268.7 1.1  i
 73139.4 1.1  i
 74010.1 1.1  i
 74880.8 1.1  i
 75751.5 1.1  i
 76622.2 1.1  i
 77492.9 1.1  i
 78363.6 1.1  i
 79234.3 1.1  i
 80105.1 1.1  i
 80975.8 1.1  i
 81846.5 1.1  i
 82717.2 1.1  i
 83587.9 1.1  i
 84458.6 1.1  i
 85329.3 1.1  i
 86200 1.1  i


# Curve 1 of 3, 145 points
# Curve title: "\(V_{50}\)"
# x y type
 0 0  o
 600 0.91309  i
 1200 0.91309  i
 1800 0.91309  i
 2400 0.91309  i
 3000 0.91309  i
 3600 0.91309  i
 4200 0.91309  i
 4800 0.91309  i
 5400 0.91309  i
 6000 0.91309  i
 6600 0.923828  i
 7200 0.923828  i
 7800 0.931167  i
 8400 0.931167  i
 9000 0.934205  i
 9600 0.934205  i
 10200 0.934094  i
 10800 0.934094  i
 11400 0.934644  i
 12000 0.93464  i
 12600 0.93453  i
 13200 0.934344  i
 13800 0.934896  i
 14400 0.936397  i
 15000 0.935475  i
 15600 0.934442  i
 16200 0.933819  i
 16800 0.933231  i
 17400 0.933231  i
 18000 0.917301  i
 18600 0.917818  i
 19200 0.917818  i
 19800 0.907644  i
 20400 0.907644  i
 21000 0.906055  i
 21600 0.906956  i
 22200 0.88306  i
 22800 0.884405  i
 23400 0.884405  i
 24000 0.884405  i
 24600 0.870591  i
 25200 0.870591  i
 25800 0.870591  i
 26400 0.868997  i
 27000 0.869908  i
 27600 0.869908  i
 28200 0.870098  i
 28800 0.851054  i
 29400 0.839974  i
 30000 0.839013  i
 30600 0.839013  i
 31200 0.837014  i
 31800 0.837014  i
 32400 0.837014  i
 33000 0.837014  i
 33600 0.837014  i
 34200 0.837683  i
 34800 0.837683  i
 35400 0.837639  i
 36000 0.826056  i
 36600 0.826112  i
 37200 0.825366  i
 37800 0.818363  i
 38400 0.817174  i
 39000 0.817174  i
 39600 0.816862  i
 40200 0.811927  i
 40800 0.811927  i
 41400 0.811846  i
 42000 0.808942  i
 42600 0.808931  i
 43200 0.808849  i
 43800 0.808038  i
 44400 0.808038  i
 45000 0.807866  i
 45600 0.807185  i
 46200 0.806594  i
 46800 0.805901  i
 47400 0.805901  i
 48000 0.805901  i
 48600 0.805901  i
 49200 0.804161  i
 49800 0.804161  i
 50400 0.804172  i
 51000 0.804346  i
 51600 0.804346  i
 52200 0.803651  i
 52800 0.80656  i
 53400 0.804893  i
 54000 0.804893  i
 54600 0.809728  i
 55200 0.808801  i
 55800 0.808111  i
 56400 0.808122  i
 57000 0.808294  i
 57600 0.808604  i
 58200 0.814972  i
 58800 0.814998  i
 59400 0.815771  i
 60000 0.816201  i
 60600 0.816201  i
 61200 0.816227  i
 61800 0.814306  i
 62400 0.826154  i
 63000 0.826154  i
 63600 0.824579  i
 64200 0.823737  i
 64800 0.823368  i
 65400 0.822112  i
 66000 0.834043  i
 66600 0.854924  i
 67200 0.855626  i
 67800 0.855626  i
 68400 0.855626  i
 69000 0.853828  i
 69600 0.853933  i
 70200 0.878648  i
 70800 0.879861  i
 71400 0.879969  i
 72000 0.879969  i
 72600 0.892397  i
 73200 0.891548  i
 73800 0.891548  i
 74400 0.892676  i
 75000 0.892676  i
 75600 0.892676  i
 76200 0.892676  i
 76800 0.893515  i
 77400 0.909482  i
 78000 0.909448  i
 78600 0.909448  i
 79200 0.909448  i
 79800 0.918575  i
 80400 0.9169  i
 81000 0.916814  i
 81600 0.916929  i
 82200 0.917044  i
 82800 0.917048  i
 83400 0.917048  i
 84000 0.914842  i
 84600 0.914842  i
 85200 0.913896  i
 85800 0.91657  i
 86400 0.916686  o


# Curve 2 of 3, 100 points
# Curve title: "0.9"
# x y type
 0 0.9  i
 870.707 0.9  i
 1741.41 0.9  i
 2612.12 0.9  i
 3482.83 0.9  i
 4353.54 0.9  i
 5224.24 0.9  i
 6094.95 0.9  i
 6965.66 0.9  i
 7836.36 0.9  i
 8707.07 0.9  i
 9577.78 0.9  i
 10448.5 0.9  i
 11319.2 0.9  i
 12189.9 0.9  i
 13060.6 0.9  i
 13931.3 0.9  i
 14802 0.9  i
 15672.7 0.9  i
 16543.4 0.9  i
 17414.1 0.9  i
 18284.8 0.9  i
 19155.6 0.9  i
 20026.3 0.9  i
 20897 0.9  i
 21767.7 0.9  i
 22638.4 0.9  i
 23509.1 0.9  i
 24379.8 0.9  i
 25250.5 0.9  i
 26121.2 0.9  i
 26991.9 0.9  i
 27862.6 0.9  i
 28733.3 0.9  i
 29604 0.9  i
 30474.7 0.9  i
 31345.5 0.9  i
 32216.2 0.9  i
 33086.9 0.9  i
 33957.6 0.9  i
 34828.3 0.9  i
 35699 0.9  i
 36569.7 0.9  i
 37440.4 0.9  i
 38311.1 0.9  i
 39181.8 0.9  i
 40052.5 0.9  i
 40923.2 0.9  i
 41793.9 0.9  i
 42664.6 0.9  i
 43535.4 0.9  i
 44406.1 0.9  i
 45276.8 0.9  i
 46147.5 0.9  i
 47018.2 0.9  i
 47888.9 0.9  i
 48759.6 0.9  i
 49630.3 0.9  i
 50501 0.9  i
 51371.7 0.9  i
 52242.4 0.9  i
 53113.1 0.9  i
 53983.8 0.9  i
 54854.5 0.9  i
 55725.3 0.9  i
 56596 0.9  i
 57466.7 0.9  i
 58337.4 0.9  i
 59208.1 0.9  i
 60078.8 0.9  i
 60949.5 0.9  i
 61820.2 0.9  i
 62690.9 0.9  i
 63561.6 0.9  i
 64432.3 0.9  i
 65303 0.9  i
 66173.7 0.9  i
 67044.4 0.9  i
 67915.2 0.9  i
 68785.9 0.9  i
 69656.6 0.9  i
 70527.3 0.9  i
 71398 0.9  i
 72268.7 0.9  i
 73139.4 0.9  i
 74010.1 0.9  i
 74880.8 0.9  i
 75751.5 0.9  i
 76622.2 0.9  i
 77492.9 0.9  i
 78363.6 0.9  i
 79234.3 0.9  i
 80105.1 0.9  i
 80975.8 0.9  i
 81846.5 0.9  i
 82717.2 0.9  i
 83587.9 0.9  i
 84458.6 0.9  i
 85329.3 0.9  i
 86200 0.9  i