;experiment: 0;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (1000+2322)*p1^8 - (6*1000+5972)*p1^7 + (16*1000+9815)*p1^6 - (24*1000+12027)*p1^5 + (22*1000+11102)*p1^4 - (14*1000+6277)*p1^3 + (8*1000+2455)*p1^2 - (4*1000+355)*p1 + 1000 ) / ( 2*1000*p1^8 - 12*1000*p1^7 + 34*1000*p1^6 - 54*1000*p1^5 + 52*1000*p1^4 - 32*1000*p1^3 + 18*1000*p1^2 - 8*1000*p1 + 2*1000 ) for the parameter intervals below: 0.9, 0.30985931516056314, 0.3162764680975388, 51, 1.366 0.91, 0.3096511844116963, 0.3164565934505698, 51, 2.61 0.92, 0.30941695645324124, 0.3166582799262176, 51, 3.426 0.93, 0.30915009383894193, 0.316886799680101, 51, 4.187 0.9400000000000001, 0.3088409020387066, 0.3171499839402279, 51, 4.972 0.9500000000000001, 0.30847154381317493, 0.317462464512701, 51, 5.799 0.9600000000000001, 0.30802403831543346, 0.3178383014187248, 51, 6.616 0.9700000000000001, 0.3074515659278438, 0.3183157647037466, 51, 7.439 0.9800000000000001, 0.30666115247789366, 0.3189713996614005, 51, 8.128 0.9900000000000001, 0.305387665027961, 0.3200325857338085, 51, 8.798 ;experiment: 1;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (1000+2322)*p1^8 - (6*1000+5972)*p1^7 + (16*1000+9815)*p1^6 - (24*1000+12027)*p1^5 + (22*1000+11102)*p1^4 - (14*1000+6277)*p1^3 + (8*1000+2455)*p1^2 - (4*1000+355)*p1 + 1000 ) / ( 2*1000*p1^8 - 12*1000*p1^7 + 34*1000*p1^6 - 54*1000*p1^5 + 52*1000*p1^4 - 32*1000*p1^3 + 18*1000*p1^2 - 8*1000*p1 + 2*1000 ) for the parameter intervals below: 0.9, 0.31362899579259296, 0.31555589431288117, 51, 0.636 0.91, 0.3135637691169108, 0.3156167048899052, 51, 1.262 0.92, 0.3134935859853175, 0.3156818512752672, 51, 1.913 0.93, 0.31341312872478333, 0.31575623630657845, 51, 2.549 0.9400000000000001, 0.3133191568751474, 0.31584271549561965, 51, 3.329 0.9500000000000001, 0.3132063911179555, 0.3159459284465263, 51, 3.909 0.9600000000000001, 0.3130664704279417, 0.3160731479230959, 51, 4.489 0.9700000000000001, 0.3128802206680149, 0.31624109552547935, 51, 5.083 0.9800000000000001, 0.31261765122562857, 0.3164750502064516, 51, 5.685 0.9900000000000001, 0.31215836330828567, 0.31687674909426716, 51, 6.332 ;experiment: 2;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (1000+2322)*p1^8 - (6*1000+5972)*p1^7 + (16*1000+9815)*p1^6 - (24*1000+12027)*p1^5 + (22*1000+11102)*p1^4 - (14*1000+6277)*p1^3 + (8*1000+2455)*p1^2 - (4*1000+355)*p1 + 1000 ) / ( 2*1000*p1^8 - 12*1000*p1^7 + 34*1000*p1^6 - 54*1000*p1^5 + 52*1000*p1^4 - 32*1000*p1^3 + 18*1000*p1^2 - 8*1000*p1 + 2*1000 ) for the parameter intervals below: 0.9, 0.31326805609288993, 0.3144162190765295, 51, 0.565 0.91, 0.3132316540285218, 0.31445140391066123, 51, 1.157 0.92, 0.31318740915364335, 0.314494123990502, 51, 1.868 0.93, 0.3131403147199658, 0.31453948043016144, 51, 2.436 0.9400000000000001, 0.3130853508975788, 0.31459230337401384, 51, 3.003 0.9500000000000001, 0.3130195231339106, 0.3146554088244706, 51, 3.572 0.9600000000000001, 0.31293770794857206, 0.3147336025163483, 51, 4.119 0.9700000000000001, 0.3128276073544847, 0.3148384386480309, 51, 4.683 0.9800000000000001, 0.3126744361463989, 0.31498345957670354, 51, 5.396 0.9900000000000001, 0.3124068904312607, 0.31523459628063444, 51, 5.958 ;experiment: 3;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (1000+2322)*p1^8 - (6*1000+5972)*p1^7 + (16*1000+9815)*p1^6 - (24*1000+12027)*p1^5 + (22*1000+11102)*p1^4 - (14*1000+6277)*p1^3 + (8*1000+2455)*p1^2 - (4*1000+355)*p1 + 1000 ) / ( 2*1000*p1^8 - 12*1000*p1^7 + 34*1000*p1^6 - 54*1000*p1^5 + 52*1000*p1^4 - 32*1000*p1^3 + 18*1000*p1^2 - 8*1000*p1 + 2*1000 ) for the parameter intervals below: 0.9, 0.313351910137582, 0.3141678840864569, 51, 0.563 0.91, 0.3133263580361676, 0.3141928409249131, 51, 1.112 0.92, 0.31329750854093585, 0.314220987151721, 51, 1.67 0.93, 0.3132644641830442, 0.3142531854184452, 51, 2.228 0.9400000000000001, 0.31322566616476594, 0.3142909363066276, 51, 2.937 0.9500000000000001, 0.31317925019204734, 0.3143360215243261, 51, 3.5 0.9600000000000001, 0.31311860086591436, 0.31439482316397244, 51, 4.051 0.9700000000000001, 0.3130434472452526, 0.3144674638981157, 51, 4.612 0.9800000000000001, 0.31293579421312406, 0.31457113438327255, 51, 5.188 0.9900000000000001, 0.31274423923438127, 0.3147545188445916, 51, 5.769 ;experiment: 4;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (2000+2322)*p1^8 - (6*2000+5972)*p1^7 + (16*2000+9815)*p1^6 - (24*2000+12027)*p1^5 + (22*2000+11102)*p1^4 - (14*2000+6277)*p1^3 + (8*2000+2455)*p1^2 - (4*2000+355)*p1 + 2000 ) / ( 2*2000*p1^8 - 12*2000*p1^7 + 34*2000*p1^6 - 54*2000*p1^5 + 52*2000*p1^4 - 32*2000*p1^3 + 18*2000*p1^2 - 8*2000*p1 + 2*2000 ) for the parameter intervals below: 0.9, 0.15780097830659123, 0.1587788635894683, 51, 0.714 0.91, 0.1578009783065442, 0.15883523861627333, 51, 1.27 0.92, 0.15780097831039336, 0.15889974330726098, 51, 1.821 0.93, 0.15780097831818354, 0.15897455027105978, 51, 2.383 0.9400000000000001, 0.15780097832659506, 0.15906290660809172, 51, 2.941 0.9500000000000001, 0.157800978310536, 0.15917077642742, 51, 3.504 0.9600000000000001, 0.15780097832812393, 0.15930462213373853, 51, 4.2 0.9700000000000001, 0.15780097830660936, 0.15948083788807135, 51, 4.759 0.9800000000000001, 0.15780097831786716, 0.15973344435139902, 51, 5.31 0.9900000000000001, 0.1578009783084273, 0.160166325572235, 51, 5.874 ;experiment: 5;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (2000+2322)*p1^8 - (6*2000+5972)*p1^7 + (16*2000+9815)*p1^6 - (24*2000+12027)*p1^5 + (22*2000+11102)*p1^4 - (14*2000+6277)*p1^3 + (8*2000+2455)*p1^2 - (4*2000+355)*p1 + 2000 ) / ( 2*2000*p1^8 - 12*2000*p1^7 + 34*2000*p1^6 - 54*2000*p1^5 + 52*2000*p1^4 - 32*2000*p1^3 + 18*2000*p1^2 - 8*2000*p1 + 2*2000 ) for the parameter intervals below: 0.9, 0.1581036981477367, 0.15856553407853824, 51, 0.572 0.91, 0.15809119199543545, 0.15858275650154713, 51, 1.136 0.92, 0.1580779873065342, 0.158601370655047, 51, 1.86 0.93, 0.1580631741341536, 0.15862282992076734, 51, 2.429 0.9400000000000001, 0.1580463170690515, 0.1586480508391155, 51, 2.978 0.9500000000000001, 0.15802672976283877, 0.15867853141280322, 51, 3.541 0.9600000000000001, 0.15800341513174432, 0.1587166620409882, 51, 4.101 0.9700000000000001, 0.15797411950256618, 0.15876793192535651, 51, 4.66 0.9800000000000001, 0.15793629696119615, 0.1588410814002077, 51, 5.379 0.9900000000000001, 0.15788040564999972, 0.15897122239634903, 51, 5.938 ;experiment: 6;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (2000+2322)*p1^8 - (6*2000+5972)*p1^7 + (16*2000+9815)*p1^6 - (24*2000+12027)*p1^5 + (22*2000+11102)*p1^4 - (14*2000+6277)*p1^3 + (8*2000+2455)*p1^2 - (4*2000+355)*p1 + 2000 ) / ( 2*2000*p1^8 - 12*2000*p1^7 + 34*2000*p1^6 - 54*2000*p1^5 + 52*2000*p1^4 - 32*2000*p1^3 + 18*2000*p1^2 - 8*2000*p1 + 2*2000 ) for the parameter intervals below: 0.9, 0.15803735362347393, 0.158271642389888, 51, 0.558 0.91, 0.1580310565600069, 0.15827985156185054, 51, 1.103 0.92, 0.15802350217086958, 0.15828989642853186, 51, 1.66 0.93, 0.15801558182375616, 0.1583006538106292, 51, 2.216 0.9400000000000001, 0.15800649641725384, 0.15831330152136466, 51, 2.926 0.9500000000000001, 0.15799584171242764, 0.158328578513825, 51, 3.48 0.9600000000000001, 0.1579829469997701, 0.15834775857739805, 51, 4.039 0.9700000000000001, 0.15796621062344082, 0.15837390378525937, 51, 4.594 0.9800000000000001, 0.15794412473268205, 0.15841087087416497, 51, 5.152 0.9900000000000001, 0.15790898542469198, 0.15847703612305367, 51, 5.71 ;experiment: 7;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (2000+2322)*p1^8 - (6*2000+5972)*p1^7 + (16*2000+9815)*p1^6 - (24*2000+12027)*p1^5 + (22*2000+11102)*p1^4 - (14*2000+6277)*p1^3 + (8*2000+2455)*p1^2 - (4*2000+355)*p1 + 2000 ) / ( 2*2000*p1^8 - 12*2000*p1^7 + 34*2000*p1^6 - 54*2000*p1^5 + 52*2000*p1^4 - 32*2000*p1^3 + 18*2000*p1^2 - 8*2000*p1 + 2*2000 ) for the parameter intervals below: 0.9, 0.1580521377503792, 0.1582153688454207, 51, 0.699 0.91, 0.1580475917642198, 0.1582208905642357, 51, 1.257 0.92, 0.15804250221455915, 0.15822715408098287, 51, 1.816 0.93, 0.15803672900242452, 0.1582343661148575, 51, 2.37 0.9400000000000001, 0.1580300277960781, 0.15824288517876306, 51, 2.922 0.9500000000000001, 0.15802212106742217, 0.15825314840236873, 51, 3.467 0.9600000000000001, 0.1580119721076191, 0.15826667874737846, 51, 4.169 0.9700000000000001, 0.15799968530728017, 0.1582836178220253, 51, 4.726 0.9800000000000001, 0.15798265002773637, 0.15830821752313834, 51, 5.283 0.9900000000000001, 0.1579540151106695, 0.15835293576264275, 51, 5.837 ;experiment: 8;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (3000+2322)*p1^8 - (6*3000+5972)*p1^7 + (16*3000+9815)*p1^6 - (24*3000+12027)*p1^5 + (22*3000+11102)*p1^4 - (14*3000+6277)*p1^3 + (8*3000+2455)*p1^2 - (4*3000+355)*p1 + 3000 ) / ( 2*3000*p1^8 - 12*3000*p1^7 + 34*3000*p1^6 - 54*3000*p1^5 + 52*3000*p1^4 - 32*3000*p1^3 + 18*3000*p1^2 - 8*3000*p1 + 2*3000 ) for the parameter intervals below: 0.9, 0.10621901427758511, 0.1071608739188634, 51, 0.557 0.91, 0.10621901426261803, 0.1072558271618857, 51, 1.268 0.92, 0.10621901426362056, 0.10737006662276458, 51, 1.814 0.93, 0.10621901426182735, 0.107510269601883, 51, 2.369 0.9400000000000001, 0.10621901428899874, 0.10768696624517181, 51, 2.923 0.9500000000000001, 0.1062190142803483, 0.1079197141100663, 51, 3.481 0.9600000000000001, 0.10621901430857014, 0.10823653464858536, 51, 4.035 0.9700000000000001, 0.10621901432758933, 0.10870513773291163, 51, 4.742 0.9800000000000001, 0.10621901430997652, 0.10949307572941695, 51, 5.297 0.9900000000000001, 0.10621901426671261, 0.11124195844964078, 51, 5.849 ;experiment: 9;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (3000+2322)*p1^8 - (6*3000+5972)*p1^7 + (16*3000+9815)*p1^6 - (24*3000+12027)*p1^5 + (22*3000+11102)*p1^4 - (14*3000+6277)*p1^3 + (8*3000+2455)*p1^2 - (4*3000+355)*p1 + 3000 ) / ( 2*3000*p1^8 - 12*3000*p1^7 + 34*3000*p1^6 - 54*3000*p1^5 + 52*3000*p1^4 - 32*3000*p1^3 + 18*3000*p1^2 - 8*3000*p1 + 2*3000 ) for the parameter intervals below: 0.9, 0.10621901426758815, 0.10626193226612003, 51, 0.552 0.91, 0.1062190142761335, 0.10626699962161133, 51, 1.106 0.92, 0.10621901429258727, 0.10627278774693764, 51, 1.664 0.93, 0.10621901432363628, 0.10627985593727779, 51, 2.259 0.9400000000000001, 0.10621901429069451, 0.10628870380035206, 51, 2.962 0.9500000000000001, 0.10621901426219633, 0.10630017597779971, 51, 3.508 0.9600000000000001, 0.10621901426117099, 0.10631573003301055, 51, 4.06 0.9700000000000001, 0.10621901426154803, 0.10633875244741754, 51, 4.612 0.9800000000000001, 0.1062190142627431, 0.1063758455397176, 51, 5.168 0.9900000000000001, 0.10621901426870452, 0.10645441976390421, 51, 5.726 ;experiment: 10;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (3000+2322)*p1^8 - (6*3000+5972)*p1^7 + (16*3000+9815)*p1^6 - (24*3000+12027)*p1^5 + (22*3000+11102)*p1^4 - (14*3000+6277)*p1^3 + (8*3000+2455)*p1^2 - (4*3000+355)*p1 + 3000 ) / ( 2*3000*p1^8 - 12*3000*p1^7 + 34*3000*p1^6 - 54*3000*p1^5 + 52*3000*p1^4 - 32*3000*p1^3 + 18*3000*p1^2 - 8*3000*p1 + 2*3000 ) for the parameter intervals below: 0.9, 0.10622345016100898, 0.1062937861336686, 51, 0.697 0.91, 0.10622266744558229, 0.1062975240705041, 51, 1.277 0.92, 0.10622182057454127, 0.1063021998432776, 51, 1.831 0.93, 0.10622104493745317, 0.10630733752501885, 51, 2.383 0.9400000000000001, 0.10622030090381354, 0.10631354492381337, 51, 2.944 0.9500000000000001, 0.10621963507694268, 0.1063212812385993, 51, 3.499 0.9600000000000001, 0.10621914393108112, 0.1063313600168348, 51, 4.21 0.9700000000000001, 0.10621901429481674, 0.10634574504642741, 51, 4.762 0.9800000000000001, 0.1062190142787367, 0.10636735426144578, 51, 5.317 0.9900000000000001, 0.1062190142649649, 0.10640968375583677, 51, 5.866 ;experiment: 11;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (3000+2322)*p1^8 - (6*3000+5972)*p1^7 + (16*3000+9815)*p1^6 - (24*3000+12027)*p1^5 + (22*3000+11102)*p1^4 - (14*3000+6277)*p1^3 + (8*3000+2455)*p1^2 - (4*3000+355)*p1 + 3000 ) / ( 2*3000*p1^8 - 12*3000*p1^7 + 34*3000*p1^6 - 54*3000*p1^5 + 52*3000*p1^4 - 32*3000*p1^3 + 18*3000*p1^2 - 8*3000*p1 + 2*3000 ) for the parameter intervals below: 0.9, 0.10623119709840688, 0.10628554695464472, 51, 0.547 0.91, 0.10623024044400989, 0.10628800300690484, 51, 1.1 0.92, 0.10622920972407111, 0.10629083343910221, 51, 1.8 0.93, 0.10622809301365929, 0.10629415060888536, 51, 2.351 0.9400000000000001, 0.10622686813614153, 0.10629814833984666, 51, 2.908 0.9500000000000001, 0.106225524028384, 0.10630307802588214, 51, 3.463 0.9600000000000001, 0.106223963941848, 0.1063097625215218, 51, 4.01 0.9700000000000001, 0.10622233579666307, 0.10631843132795853, 51, 4.564 0.9800000000000001, 0.10622057856976008, 0.10633160196594126, 51, 5.259 0.9900000000000001, 0.10621907473532985, 0.10635727373609737, 51, 5.818 ;experiment: 12;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (4000+2322)*p1^8 - (6*4000+5972)*p1^7 + (16*4000+9815)*p1^6 - (24*4000+12027)*p1^5 + (22*4000+11102)*p1^4 - (14*4000+6277)*p1^3 + (8*4000+2455)*p1^2 - (4*4000+355)*p1 + 4000 ) / ( 2*4000*p1^8 - 12*4000*p1^7 + 34*4000*p1^6 - 54*4000*p1^5 + 52*4000*p1^4 - 32*4000*p1^3 + 18*4000*p1^2 - 8*4000*p1 + 2*4000 ) for the parameter intervals below: 0.9, 0.08003006133543328, 0.08182356876365264, 51, 0.562 0.91, 0.08002452695567912, 0.0819564075056583, 51, 1.124 0.92, 0.08002046224465992, 0.08211420539395645, 51, 1.68 0.93, 0.08001842363052789, 0.08230529157225093, 51, 2.301 0.9400000000000001, 0.08001833289916613, 0.08254272427098157, 51, 3.091 0.9500000000000001, 0.08001833289089891, 0.0828507353971782, 51, 3.651 0.9600000000000001, 0.08001833288487728, 0.08326309669023205, 51, 4.231 0.9700000000000001, 0.08001833288122162, 0.08386183420854576, 51, 4.801 0.9800000000000001, 0.08001833288199753, 0.08484706613585731, 51, 5.356 0.9900000000000001, 0.08001833291428806, 0.08697374512735165, 51, 6.056 ;experiment: 13;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (4000+2322)*p1^8 - (6*4000+5972)*p1^7 + (16*4000+9815)*p1^6 - (24*4000+12027)*p1^5 + (22*4000+11102)*p1^4 - (14*4000+6277)*p1^3 + (8*4000+2455)*p1^2 - (4*4000+355)*p1 + 4000 ) / ( 2*4000*p1^8 - 12*4000*p1^7 + 34*4000*p1^6 - 54*4000*p1^5 + 52*4000*p1^4 - 32*4000*p1^3 + 18*4000*p1^2 - 8*4000*p1 + 2*4000 ) for the parameter intervals below: 0.9, 0.0800703539613676, 0.08034104932531028, 51, 0.558 0.91, 0.08006578230736454, 0.08035490343469734, 51, 1.105 0.92, 0.08006113034493849, 0.08037018796714167, 51, 1.664 0.93, 0.08005612672785939, 0.08038819683884109, 51, 2.224 0.9400000000000001, 0.08005071851086637, 0.0804098971660025, 51, 2.78 0.9500000000000001, 0.08004483289594462, 0.0804368990852815, 51, 3.481 0.9600000000000001, 0.08003841909993553, 0.08047188748364605, 51, 4.038 0.9700000000000001, 0.08003135012529469, 0.08052106891984444, 51, 4.59 0.9800000000000001, 0.08002409699708303, 0.08059561982897995, 51, 5.155 0.9900000000000001, 0.08001845305659301, 0.08074142682085651, 51, 5.708 ;experiment: 14;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (4000+2322)*p1^8 - (6*4000+5972)*p1^7 + (16*4000+9815)*p1^6 - (24*4000+12027)*p1^5 + (22*4000+11102)*p1^4 - (14*4000+6277)*p1^3 + (8*4000+2455)*p1^2 - (4*4000+355)*p1 + 4000 ) / ( 2*4000*p1^8 - 12*4000*p1^7 + 34*4000*p1^6 - 54*4000*p1^5 + 52*4000*p1^4 - 32*4000*p1^3 + 18*4000*p1^2 - 8*4000*p1 + 2*4000 ) for the parameter intervals below: 0.9, 0.08019935404656847, 0.08042200238876852, 51, 0.554 0.91, 0.08019407538744584, 0.08043075782574899, 51, 1.247 0.92, 0.08018778264754553, 0.0804415486794818, 51, 1.807 0.93, 0.08018124050086492, 0.08045321537564962, 51, 2.36 0.9400000000000001, 0.08017380059503927, 0.08046706917709008, 51, 2.914 0.9500000000000001, 0.0801651633585043, 0.08048400100168443, 51, 3.462 0.9600000000000001, 0.08015483660792477, 0.08050556652536738, 51, 4.021 0.9700000000000001, 0.08014163635387604, 0.0805355122579193, 51, 4.722 0.9800000000000001, 0.08012457652289527, 0.0805789690258265, 51, 5.279 0.9900000000000001, 0.08009825604426288, 0.0806600329214094, 51, 5.837 ;experiment: 15;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (4000+2322)*p1^8 - (6*4000+5972)*p1^7 + (16*4000+9815)*p1^6 - (24*4000+12027)*p1^5 + (22*4000+11102)*p1^4 - (14*4000+6277)*p1^3 + (8*4000+2455)*p1^2 - (4*4000+355)*p1 + 4000 ) / ( 2*4000*p1^8 - 12*4000*p1^7 + 34*4000*p1^6 - 54*4000*p1^5 + 52*4000*p1^4 - 32*4000*p1^3 + 18*4000*p1^2 - 8*4000*p1 + 2*4000 ) for the parameter intervals below: 0.9, 0.08023911122489964, 0.08040225155677738, 51, 0.551 0.91, 0.08023491538389532, 0.08040820862824612, 51, 1.108 0.92, 0.08023023754561509, 0.08041499905137318, 51, 1.649 0.93, 0.0802249564630597, 0.08042286141211685, 51, 2.301 0.9400000000000001, 0.08021885961483163, 0.08043220861173268, 51, 3.009 0.9500000000000001, 0.08021171184139231, 0.08044355650511001, 51, 3.583 0.9600000000000001, 0.08020260653908291, 0.08045865772847213, 51, 4.144 0.9700000000000001, 0.08019169478397949, 0.08047780433829592, 51, 4.704 0.9800000000000001, 0.08017675909307079, 0.08050607793504165, 51, 5.263 0.9900000000000001, 0.08015214422167, 0.08055890304881079, 51, 5.847 ;experiment: 16;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (5000+2322)*p1^8 - (6*5000+5972)*p1^7 + (16*5000+9815)*p1^6 - (24*5000+12027)*p1^5 + (22*5000+11102)*p1^4 - (14*5000+6277)*p1^3 + (8*5000+2455)*p1^2 - (4*5000+355)*p1 + 5000 ) / ( 2*5000*p1^8 - 12*5000*p1^7 + 34*5000*p1^6 - 54*5000*p1^5 + 52*5000*p1^4 - 32*5000*p1^3 + 18*5000*p1^2 - 8*5000*p1 + 2*5000 ) for the parameter intervals below: 0.9, 0.064280300884626, 0.06662118567052726, 51, 0.723 0.91, 0.06426242571569576, 0.06677675571192242, 51, 1.282 0.92, 0.06424462133588854, 0.06696068865667072, 51, 1.844 0.93, 0.06422720062563284, 0.06718230475447222, 51, 2.397 0.9400000000000001, 0.06421066020880863, 0.06745617908646602, 51, 2.957 0.9500000000000001, 0.06419580243905078, 0.06780934816944391, 51, 3.52 0.9600000000000001, 0.0641844253931509, 0.06827903391521684, 51, 4.08 0.9700000000000001, 0.06417984995678529, 0.06895585209392639, 51, 4.791 0.9800000000000001, 0.06417984995314677, 0.07005946037972204, 51, 5.336 0.9900000000000001, 0.06417984995562118, 0.07241281713397814, 51, 5.897 ;experiment: 17;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (5000+2322)*p1^8 - (6*5000+5972)*p1^7 + (16*5000+9815)*p1^6 - (24*5000+12027)*p1^5 + (22*5000+11102)*p1^4 - (14*5000+6277)*p1^3 + (8*5000+2455)*p1^2 - (4*5000+355)*p1 + 5000 ) / ( 2*5000*p1^8 - 12*5000*p1^7 + 34*5000*p1^6 - 54*5000*p1^5 + 52*5000*p1^4 - 32*5000*p1^3 + 18*5000*p1^2 - 8*5000*p1 + 2*5000 ) for the parameter intervals below: 0.9, 0.06437131793792968, 0.06478851956082343, 51, 0.553 0.91, 0.06436238746852965, 0.06480764572255047, 51, 1.109 0.92, 0.0643530822829151, 0.06482862809926132, 51, 1.666 0.93, 0.06434278608927739, 0.06485320137977842, 51, 2.214 0.9400000000000001, 0.06433125204521618, 0.06488261318539286, 51, 2.771 0.9500000000000001, 0.06431809319257101, 0.0649189329497689, 51, 3.473 0.9600000000000001, 0.06430277051172399, 0.06496558195402573, 51, 4.028 0.9700000000000001, 0.06428403376528453, 0.06503045880329975, 51, 4.583 0.9800000000000001, 0.06426070011645901, 0.06512748440253541, 51, 5.133 0.9900000000000001, 0.06422790637759859, 0.06531363105502741, 51, 5.695 ;experiment: 18;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (5000+2322)*p1^8 - (6*5000+5972)*p1^7 + (16*5000+9815)*p1^6 - (24*5000+12027)*p1^5 + (22*5000+11102)*p1^4 - (14*5000+6277)*p1^3 + (8*5000+2455)*p1^2 - (4*5000+355)*p1 + 5000 ) / ( 2*5000*p1^8 - 12*5000*p1^7 + 34*5000*p1^6 - 54*5000*p1^5 + 52*5000*p1^4 - 32*5000*p1^3 + 18*5000*p1^2 - 8*5000*p1 + 2*5000 ) for the parameter intervals below: 0.9, 0.06458489637790503, 0.06489893214182481, 51, 0.562 0.91, 0.06457692015256618, 0.06491069807889888, 51, 1.258 0.92, 0.06456735989134746, 0.06492515798120585, 51, 1.818 0.93, 0.06455735783891174, 0.06494074208602922, 51, 2.37 0.9400000000000001, 0.06454590040977538, 0.06495918372905944, 51, 2.926 0.9500000000000001, 0.06453248032743743, 0.06498163285953755, 51, 3.484 0.9600000000000001, 0.06451625221402692, 0.06501009043048653, 51, 4.04 0.9700000000000001, 0.06449518286759903, 0.0650493725848161, 51, 4.735 0.9800000000000001, 0.06446731765264016, 0.06510593788445383, 51, 5.285 0.9900000000000001, 0.06442250002850276, 0.06521024242075266, 51, 5.842 ;experiment: 19;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (5000+2322)*p1^8 - (6*5000+5972)*p1^7 + (16*5000+9815)*p1^6 - (24*5000+12027)*p1^5 + (22*5000+11102)*p1^4 - (14*5000+6277)*p1^3 + (8*5000+2455)*p1^2 - (4*5000+355)*p1 + 5000 ) / ( 2*5000*p1^8 - 12*5000*p1^7 + 34*5000*p1^6 - 54*5000*p1^5 + 52*5000*p1^4 - 32*5000*p1^3 + 18*5000*p1^2 - 8*5000*p1 + 2*5000 ) for the parameter intervals below: 0.9, 0.06464385970079589, 0.06487227431805566, 51, 0.556 0.91, 0.06463772034782783, 0.06488033200105234, 51, 1.111 0.92, 0.06463085423854108, 0.06488949841873516, 51, 1.666 0.93, 0.06462307453270112, 0.06490008789405449, 51, 2.214 0.9400000000000001, 0.06461405450204658, 0.06491264477486378, 51, 2.769 0.9500000000000001, 0.06460342452919636, 0.06492784359264742, 51, 3.482 0.9600000000000001, 0.06458979209742405, 0.0649479948526419, 51, 4.038 0.9700000000000001, 0.06457331017637198, 0.06497342814449854, 51, 4.594 0.9800000000000001, 0.06455046740705683, 0.06501076351650222, 51, 5.154 0.9900000000000001, 0.06451198591347584, 0.06507988063643894, 51, 5.712 ;experiment: 20;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (6000+2322)*p1^8 - (6*6000+5972)*p1^7 + (16*6000+9815)*p1^6 - (24*6000+12027)*p1^5 + (22*6000+11102)*p1^4 - (14*6000+6277)*p1^3 + (8*6000+2455)*p1^2 - (4*6000+355)*p1 + 6000 ) / ( 2*6000*p1^8 - 12*6000*p1^7 + 34*6000*p1^6 - 54*6000*p1^5 + 52*6000*p1^4 - 32*6000*p1^3 + 18*6000*p1^2 - 8*6000*p1 + 2*6000 ) for the parameter intervals below: 0.9, 0.053780460584087246, 0.05648626360844049, 51, 0.563 0.91, 0.0537543353934106, 0.05665698784943161, 51, 1.273 0.92, 0.05372738556129029, 0.05685834416514721, 51, 1.842 0.93, 0.053699717331697636, 0.05710031354261681, 51, 2.403 0.9400000000000001, 0.05367152171999848, 0.05739848229678767, 51, 2.966 0.9500000000000001, 0.05364298437056558, 0.05778175668429032, 51, 3.53 0.9600000000000001, 0.0536154972163479, 0.05828965873187564, 51, 4.093 0.9700000000000001, 0.05359089290381143, 0.059018530684180066, 51, 4.801 0.9800000000000001, 0.053574804572715004, 0.060201056542297376, 51, 5.352 0.9900000000000001, 0.053573777551755686, 0.06270553180506236, 51, 5.909 ;experiment: 21;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (6000+2322)*p1^8 - (6*6000+5972)*p1^7 + (16*6000+9815)*p1^6 - (24*6000+12027)*p1^5 + (22*6000+11102)*p1^4 - (14*6000+6277)*p1^3 + (8*6000+2455)*p1^2 - (4*6000+355)*p1 + 6000 ) / ( 2*6000*p1^8 - 12*6000*p1^7 + 34*6000*p1^6 - 54*6000*p1^5 + 52*6000*p1^4 - 32*6000*p1^3 + 18*6000*p1^2 - 8*6000*p1 + 2*6000 ) for the parameter intervals below: 0.9, 0.05390529392230816, 0.05442016638450039, 51, 0.554 0.91, 0.05389345757597297, 0.054442807247784705, 51, 1.109 0.92, 0.053881050241567224, 0.05446758818734261, 51, 1.655 0.93, 0.05386722566355748, 0.054496537740402834, 51, 2.211 0.9400000000000001, 0.05385160773478391, 0.05453109053165263, 51, 2.918 0.9500000000000001, 0.053833600056989936, 0.05457362219276168, 51, 3.474 0.9600000000000001, 0.0538123381195839, 0.05462804493427917, 51, 4.05 0.9700000000000001, 0.053785822858609514, 0.05470338539226932, 51, 4.61 0.9800000000000001, 0.0537517688627097, 0.05481539411824127, 51, 5.174 0.9900000000000001, 0.053700871264404954, 0.05502843387780974, 51, 5.729 ;experiment: 22;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (6000+2322)*p1^8 - (6*6000+5972)*p1^7 + (16*6000+9815)*p1^6 - (24*6000+12027)*p1^5 + (22*6000+11102)*p1^4 - (14*6000+6277)*p1^3 + (8*6000+2455)*p1^2 - (4*6000+355)*p1 + 6000 ) / ( 2*6000*p1^8 - 12*6000*p1^7 + 34*6000*p1^6 - 54*6000*p1^5 + 52*6000*p1^4 - 32*6000*p1^3 + 18*6000*p1^2 - 8*6000*p1 + 2*6000 ) for the parameter intervals below: 0.9, 0.054175257932128205, 0.05455021864386427, 51, 0.576 0.91, 0.05416548332931198, 0.05456399158099831, 51, 1.272 0.92, 0.05415374472055156, 0.054580897515687544, 51, 1.821 0.93, 0.054141436064275184, 0.054599093226281675, 51, 2.377 0.9400000000000001, 0.05412730028626447, 0.05462059343037021, 51, 2.935 0.9500000000000001, 0.05411069164006148, 0.05464672076477075, 51, 3.491 0.9600000000000001, 0.05409052928476412, 0.05467977303390029, 51, 4.046 0.9700000000000001, 0.054064213876748146, 0.054725279469412885, 51, 4.639 0.9800000000000001, 0.05402914507247018, 0.05479058379020799, 51, 5.306 0.9900000000000001, 0.053971996017998354, 0.054910382086979945, 51, 6.097 ;experiment: 23;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (6000+2322)*p1^8 - (6*6000+5972)*p1^7 + (16*6000+9815)*p1^6 - (24*6000+12027)*p1^5 + (22*6000+11102)*p1^4 - (14*6000+6277)*p1^3 + (8*6000+2455)*p1^2 - (4*6000+355)*p1 + 6000 ) / ( 2*6000*p1^8 - 12*6000*p1^7 + 34*6000*p1^6 - 54*6000*p1^5 + 52*6000*p1^4 - 32*6000*p1^3 + 18*6000*p1^2 - 8*6000*p1 + 2*6000 ) for the parameter intervals below: 0.9, 0.05424702535139308, 0.05451895615890992, 51, 0.556 0.91, 0.05423959032378242, 0.05452841424958735, 51, 1.115 0.92, 0.05423126536715747, 0.054539164663643204, 51, 1.656 0.93, 0.05422181991246302, 0.054551572215346046, 51, 2.213 0.9400000000000001, 0.05421085109352135, 0.05456626888361731, 51, 2.765 0.9500000000000001, 0.05419789965439968, 0.0545840349843387, 51, 3.478 0.9600000000000001, 0.05418124913631774, 0.05460755293542282, 51, 4.024 0.9700000000000001, 0.05416105377129962, 0.05463717734863342, 51, 4.584 0.9800000000000001, 0.054132939616380576, 0.054680553904145404, 51, 5.142 0.9900000000000001, 0.05408521370801197, 0.05476053236152559, 51, 5.699 ;experiment: 24;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (7000+2322)*p1^8 - (6*7000+5972)*p1^7 + (16*7000+9815)*p1^6 - (24*7000+12027)*p1^5 + (22*7000+11102)*p1^4 - (14*7000+6277)*p1^3 + (8*7000+2455)*p1^2 - (4*7000+355)*p1 + 7000 ) / ( 2*7000*p1^8 - 12*7000*p1^7 + 34*7000*p1^6 - 54*7000*p1^5 + 52*7000*p1^4 - 32*7000*p1^3 + 18*7000*p1^2 - 8*7000*p1 + 2*7000 ) for the parameter intervals below: 0.9, 0.046280574655132724, 0.04924703356409346, 51, 0.563 0.91, 0.04624855659177737, 0.04942858223336633, 51, 1.116 0.92, 0.04621507429372308, 0.049642383814057306, 51, 1.811 0.93, 0.04618008640745778, 0.049898891248437986, 51, 2.368 0.9400000000000001, 0.046143565656565286, 0.05021441316130438, 51, 2.924 0.9500000000000001, 0.04610528493793165, 0.05061919133775077, 51, 3.477 0.9600000000000001, 0.046066279787319114, 0.051154390743774564, 51, 4.036 0.9700000000000001, 0.0460272063070964, 0.051920443962931995, 51, 4.596 0.9800000000000001, 0.04599200060883914, 0.053159339515566104, 51, 5.156 0.9900000000000001, 0.04597545308317711, 0.0557717565701221, 51, 5.866 ;experiment: 25;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (7000+2322)*p1^8 - (6*7000+5972)*p1^7 + (16*7000+9815)*p1^6 - (24*7000+12027)*p1^5 + (22*7000+11102)*p1^4 - (14*7000+6277)*p1^3 + (8*7000+2455)*p1^2 - (4*7000+355)*p1 + 7000 ) / ( 2*7000*p1^8 - 12*7000*p1^7 + 34*7000*p1^6 - 54*7000*p1^5 + 52*7000*p1^4 - 32*7000*p1^3 + 18*7000*p1^2 - 8*7000*p1 + 2*7000 ) for the parameter intervals below: 0.9, 0.046429562482579775, 0.047014199829982666, 51, 0.551 0.91, 0.04641565050986059, 0.047039351194381275, 51, 1.127 0.92, 0.04640102735488871, 0.047066845393115044, 51, 1.687 0.93, 0.046384682502327385, 0.04709892085513409, 51, 2.243 0.9400000000000001, 0.046366147513044804, 0.04713714577898082, 51, 2.792 0.9500000000000001, 0.04634467638871594, 0.04718411450918409, 51, 3.349 0.9600000000000001, 0.04631917212519618, 0.04724408992017248, 51, 3.904 0.9700000000000001, 0.04628710078241247, 0.04732690438439059, 51, 4.633 0.9800000000000001, 0.04624538939574624, 0.047449615343744, 51, 5.194 0.9900000000000001, 0.04618156046926565, 0.04768186446551004, 51, 5.747 ;experiment: 26;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (7000+2322)*p1^8 - (6*7000+5972)*p1^7 + (16*7000+9815)*p1^6 - (24*7000+12027)*p1^5 + (22*7000+11102)*p1^4 - (14*7000+6277)*p1^3 + (8*7000+2455)*p1^2 - (4*7000+355)*p1 + 7000 ) / ( 2*7000*p1^8 - 12*7000*p1^7 + 34*7000*p1^6 - 54*7000*p1^5 + 52*7000*p1^4 - 32*7000*p1^3 + 18*7000*p1^2 - 8*7000*p1 + 2*7000 ) for the parameter intervals below: 0.9, 0.04673980189943226, 0.0471582804310353, 51, 0.561 0.91, 0.04672874274127196, 0.04717348693964086, 51, 1.113 0.92, 0.0467154481699804, 0.04719214004031728, 51, 1.67 0.93, 0.04670149193953671, 0.04721220118360384, 51, 2.216 0.9400000000000001, 0.04668544305518419, 0.04723588607416329, 51, 2.916 0.9500000000000001, 0.04666655686336587, 0.04726464069708234, 51, 3.474 0.9600000000000001, 0.04664358433528868, 0.04730097489348001, 51, 4.034 0.9700000000000001, 0.046613521740425594, 0.04735092724412513, 51, 4.583 0.9800000000000001, 0.04657330751520617, 0.047422473722886535, 51, 5.143 0.9900000000000001, 0.046507350296210025, 0.04755333899143027, 51, 5.7 ;experiment: 27;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (7000+2322)*p1^8 - (6*7000+5972)*p1^7 + (16*7000+9815)*p1^6 - (24*7000+12027)*p1^5 + (22*7000+11102)*p1^4 - (14*7000+6277)*p1^3 + (8*7000+2455)*p1^2 - (4*7000+355)*p1 + 7000 ) / ( 2*7000*p1^8 - 12*7000*p1^7 + 34*7000*p1^6 - 54*7000*p1^5 + 52*7000*p1^4 - 32*7000*p1^3 + 18*7000*p1^2 - 8*7000*p1 + 2*7000 ) for the parameter intervals below: 0.9, 0.04682071510182055, 0.0471237289023766, 51, 0.695 0.91, 0.04681235459232283, 0.04713418728425588, 51, 1.25 0.92, 0.046802987601885115, 0.047146069124291014, 51, 1.807 0.93, 0.046792352326576685, 0.04715977530198348, 51, 2.36 0.9400000000000001, 0.04677999151600386, 0.0471760003898685, 51, 2.916 0.9500000000000001, 0.046765381886686254, 0.04719560026411905, 51, 3.474 0.9600000000000001, 0.04674657559267061, 0.04722152299455264, 51, 4.024 0.9700000000000001, 0.046723727767676713, 0.047254141065872494, 51, 4.582 0.9800000000000001, 0.04669184833733016, 0.047301832752459486, 51, 5.28 0.9900000000000001, 0.04663751927553695, 0.04738956930801512, 51, 5.84 ;experiment: 28;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (8000+2322)*p1^8 - (6*8000+5972)*p1^7 + (16*8000+9815)*p1^6 - (24*8000+12027)*p1^5 + (22*8000+11102)*p1^4 - (14*8000+6277)*p1^3 + (8*8000+2455)*p1^2 - (4*8000+355)*p1 + 8000 ) / ( 2*8000*p1^8 - 12*8000*p1^7 + 34*8000*p1^6 - 54*8000*p1^5 + 52*8000*p1^4 - 32*8000*p1^3 + 18*8000*p1^2 - 8*8000*p1 + 2*8000 ) for the parameter intervals below: 0.9, 0.04065566020841654, 0.04381761103083584, 51, 0.552 0.91, 0.040619222490553684, 0.04400727802132026, 51, 1.112 0.92, 0.040580840843044766, 0.044230413550741574, 51, 1.671 0.93, 0.04054036321427753, 0.044497824527802335, 51, 2.236 0.9400000000000001, 0.04049759860898816, 0.04482636130969189, 51, 2.789 0.9500000000000001, 0.04045201036345944, 0.045247267327845835, 51, 3.37 0.9600000000000001, 0.04040436266999678, 0.04580293975269813, 51, 4.09 0.9700000000000001, 0.04035458662139927, 0.04659687892199547, 51, 4.652 0.9800000000000001, 0.040304856590050966, 0.04787805174551819, 51, 5.218 0.9900000000000001, 0.04026664144804605, 0.05057142514391665, 51, 5.786 ;experiment: 29;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (8000+2322)*p1^8 - (6*8000+5972)*p1^7 + (16*8000+9815)*p1^6 - (24*8000+12027)*p1^5 + (22*8000+11102)*p1^4 - (14*8000+6277)*p1^3 + (8*8000+2455)*p1^2 - (4*8000+355)*p1 + 8000 ) / ( 2*8000*p1^8 - 12*8000*p1^7 + 34*8000*p1^6 - 54*8000*p1^5 + 52*8000*p1^4 - 32*8000*p1^3 + 18*8000*p1^2 - 8*8000*p1 + 2*8000 ) for the parameter intervals below: 0.9, 0.04082276390278067, 0.04145972491409516, 51, 0.549 0.91, 0.04080729521027582, 0.04148675915432871, 51, 1.103 0.92, 0.040791010189881856, 0.0415162882974437, 51, 1.664 0.93, 0.04077277513140443, 0.04155070819118376, 51, 2.367 0.9400000000000001, 0.0407520523467424, 0.041591687214477556, 51, 2.915 0.9500000000000001, 0.040727983637511594, 0.04164198374650134, 51, 3.473 0.9600000000000001, 0.040699297629407244, 0.04170612365959496, 51, 4.029 0.9700000000000001, 0.04066305922526476, 0.04179454362848291, 51, 4.584 0.9800000000000001, 0.04061560479552282, 0.04192528126287097, 51, 5.144 0.9900000000000001, 0.040542077372910906, 0.04217193740628447, 51, 5.698 ;experiment: 30;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (8000+2322)*p1^8 - (6*8000+5972)*p1^7 + (16*8000+9815)*p1^6 - (24*8000+12027)*p1^5 + (22*8000+11102)*p1^4 - (14*8000+6277)*p1^3 + (8*8000+2455)*p1^2 - (4*8000+355)*p1 + 8000 ) / ( 2*8000*p1^8 - 12*8000*p1^7 + 34*8000*p1^6 - 54*8000*p1^5 + 52*8000*p1^4 - 32*8000*p1^3 + 18*8000*p1^2 - 8*8000*p1 + 2*8000 ) for the parameter intervals below: 0.9, 0.04116320987490955, 0.04161432677141343, 51, 0.551 0.91, 0.04115118730024679, 0.041630608458620905, 51, 1.251 0.92, 0.041136725757052996, 0.04165057193378922, 51, 1.806 0.93, 0.0411215338459801, 0.04167203215159894, 51, 2.353 0.9400000000000001, 0.04110405013187842, 0.04169735555700906, 51, 2.91 0.9500000000000001, 0.04108345578084085, 0.041728080646313684, 51, 3.466 0.9600000000000001, 0.041058375623183006, 0.04176687628816557, 51, 4.02 0.9700000000000001, 0.04102550263818214, 0.04182016307515854, 51, 4.568 0.9800000000000001, 0.04098142934725961, 0.041896391172399815, 51, 5.127 0.9900000000000001, 0.040908866004866075, 0.04203555666976677, 51, 5.83 ;experiment: 31;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (8000+2322)*p1^8 - (6*8000+5972)*p1^7 + (16*8000+9815)*p1^6 - (24*8000+12027)*p1^5 + (22*8000+11102)*p1^4 - (14*8000+6277)*p1^3 + (8*8000+2455)*p1^2 - (4*8000+355)*p1 + 8000 ) / ( 2*8000*p1^8 - 12*8000*p1^7 + 34*8000*p1^6 - 54*8000*p1^5 + 52*8000*p1^4 - 32*8000*p1^3 + 18*8000*p1^2 - 8*8000*p1 + 2*8000 ) for the parameter intervals below: 0.9, 0.04125098241464121, 0.04157730845997711, 51, 0.563 0.91, 0.041241927793727644, 0.04158851706025885, 51, 1.108 0.92, 0.04123177927792953, 0.041601247469778904, 51, 1.661 0.93, 0.04122025163716287, 0.041615927616961944, 51, 2.215 0.9400000000000001, 0.04120684683286717, 0.04163329901955975, 51, 2.767 0.9500000000000001, 0.041190993560903694, 0.041654274223953715, 51, 3.324 0.9600000000000001, 0.04117057043493513, 0.04168200053889821, 51, 3.872 0.9700000000000001, 0.04114573326495886, 0.04171686385380182, 51, 4.577 0.9800000000000001, 0.041111029878036616, 0.041767791888694734, 51, 5.136 0.9900000000000001, 0.0410517484511834, 0.041861347017882744, 51, 5.695 ;experiment: 32;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (9000+2322)*p1^8 - (6*9000+5972)*p1^7 + (16*9000+9815)*p1^6 - (24*9000+12027)*p1^5 + (22*9000+11102)*p1^4 - (14*9000+6277)*p1^3 + (8*9000+2455)*p1^2 - (4*9000+355)*p1 + 9000 ) / ( 2*9000*p1^8 - 12*9000*p1^7 + 34*9000*p1^6 - 54*9000*p1^5 + 52*9000*p1^4 - 32*9000*p1^3 + 18*9000*p1^2 - 8*9000*p1 + 2*9000 ) for the parameter intervals below: 0.9, 0.036280726749858966, 0.03959472683829849, 51, 0.557 0.91, 0.03624085152293263, 0.03979070807861564, 51, 1.118 0.92, 0.03619865927029563, 0.04002110334594014, 51, 1.678 0.93, 0.036153911841803436, 0.0402969948561971, 51, 2.237 0.9400000000000001, 0.03610629090531763, 0.04063565431399414, 51, 2.788 0.9500000000000001, 0.03605501902775673, 0.04106910420903177, 51, 3.497 0.9600000000000001, 0.03600064935652495, 0.04164070009297159, 51, 4.058 0.9700000000000001, 0.03594256147587995, 0.04245632833460229, 51, 4.632 0.9800000000000001, 0.03588168765763315, 0.04377038347992353, 51, 5.188 0.9900000000000001, 0.03582590214302725, 0.046526722923535296, 51, 5.74 ;experiment: 33;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (9000+2322)*p1^8 - (6*9000+5972)*p1^7 + (16*9000+9815)*p1^6 - (24*9000+12027)*p1^5 + (22*9000+11102)*p1^4 - (14*9000+6277)*p1^3 + (8*9000+2455)*p1^2 - (4*9000+355)*p1 + 9000 ) / ( 2*9000*p1^8 - 12*9000*p1^7 + 34*9000*p1^6 - 54*9000*p1^5 + 52*9000*p1^4 - 32*9000*p1^3 + 18*9000*p1^2 - 8*9000*p1 + 2*9000 ) for the parameter intervals below: 0.9, 0.03646192056293812, 0.03713957775729539, 51, 0.557 0.91, 0.036445241088378634, 0.03716807645650902, 51, 1.255 0.92, 0.03642766350598867, 0.037199188334145074, 51, 1.81 0.93, 0.03640795828735433, 0.03723543167477709, 51, 2.368 0.9400000000000001, 0.036385533884059906, 0.037278552775418104, 51, 2.917 0.9500000000000001, 0.03635944483102149, 0.03733143759774733, 51, 3.48 0.9600000000000001, 0.03632828413268212, 0.03739881656803358, 51, 4.036 0.9700000000000001, 0.036288804680818486, 0.037491596373886875, 51, 4.598 0.9800000000000001, 0.03623688343979229, 0.037628576977749476, 51, 5.149 0.9900000000000001, 0.03615581274241342, 0.03788643858244325, 51, 5.855 ;experiment: 34;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (9000+2322)*p1^8 - (6*9000+5972)*p1^7 + (16*9000+9815)*p1^6 - (24*9000+12027)*p1^5 + (22*9000+11102)*p1^4 - (14*9000+6277)*p1^3 + (8*9000+2455)*p1^2 - (4*9000+355)*p1 + 9000 ) / ( 2*9000*p1^8 - 12*9000*p1^7 + 34*9000*p1^6 - 54*9000*p1^5 + 52*9000*p1^4 - 32*9000*p1^3 + 18*9000*p1^2 - 8*9000*p1 + 2*9000 ) for the parameter intervals below: 0.9, 0.03682586052250248, 0.03730236281392965, 51, 0.556 0.91, 0.03681308862388977, 0.03731948075116142, 51, 1.11 0.92, 0.036797719435886056, 0.037340463406489485, 51, 1.66 0.93, 0.036781566439882646, 0.03736301179336905, 51, 2.22 0.9400000000000001, 0.03676296674708199, 0.037389609599222086, 51, 2.775 0.9500000000000001, 0.03674104382776791, 0.03742186727349555, 51, 3.341 0.9600000000000001, 0.03671432440265903, 0.03746257737292131, 51, 3.888 0.9700000000000001, 0.03667926555866226, 0.03751845761040842, 51, 4.586 0.9800000000000001, 0.036632190772188634, 0.03759832696645952, 51, 5.14 0.9900000000000001, 0.036554489333823124, 0.037743948197362126, 51, 5.695 ;experiment: 35;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (9000+2322)*p1^8 - (6*9000+5972)*p1^7 + (16*9000+9815)*p1^6 - (24*9000+12027)*p1^5 + (22*9000+11102)*p1^4 - (14*9000+6277)*p1^3 + (8*9000+2455)*p1^2 - (4*9000+355)*p1 + 9000 ) / ( 2*9000*p1^8 - 12*9000*p1^7 + 34*9000*p1^6 - 54*9000*p1^5 + 52*9000*p1^4 - 32*9000*p1^3 + 18*9000*p1^2 - 8*9000*p1 + 2*9000 ) for the parameter intervals below: 0.9, 0.036918968102388594, 0.03726342589366525, 51, 0.558 0.91, 0.036909373617043245, 0.03727521799714944, 51, 1.104 0.92, 0.03689861724818591, 0.037288608405157325, 51, 1.656 0.93, 0.036886395545395315, 0.037304046084168124, 51, 2.214 0.9400000000000001, 0.03687217874598066, 0.03732230906487493, 51, 2.913 0.9500000000000001, 0.03685535819640449, 0.037344353970490324, 51, 3.457 0.9600000000000001, 0.03683367753447535, 0.0373734830733884, 51, 4.011 0.9700000000000001, 0.036807293096176835, 0.037410092688858455, 51, 4.566 0.9800000000000001, 0.03677039329858998, 0.03746353788354546, 51, 5.126 0.9900000000000001, 0.036707260032238516, 0.03756161857000184, 51, 5.676 ;experiment: 36;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (10000+2322)*p1^8 - (6*10000+5972)*p1^7 + (16*10000+9815)*p1^6 - (24*10000+12027)*p1^5 + (22*10000+11102)*p1^4 - (14*10000+6277)*p1^3 + (8*10000+2455)*p1^2 - (4*10000+355)*p1 + 10000 ) / ( 2*10000*p1^8 - 12*10000*p1^7 + 34*10000*p1^6 - 54*10000*p1^5 + 52*10000*p1^4 - 32*10000*p1^3 + 18*10000*p1^2 - 8*10000*p1 + 2*10000 ) for the parameter intervals below: 0.9, 0.03278077998301332, 0.0362164194842697, 51, 0.562 0.91, 0.03273815474883655, 0.03641745212445003, 51, 1.119 0.92, 0.03269291401209776, 0.03665365518209838, 51, 1.698 0.93, 0.032644750743825994, 0.03693633111891334, 51, 2.249 0.9400000000000001, 0.032593244742380345, 0.03728308871743552, 51, 2.982 0.9500000000000001, 0.03253742595919485, 0.03772657371397884, 51, 3.552 0.9600000000000001, 0.03247767870574787, 0.03831090836519144, 51, 4.104 0.9700000000000001, 0.03241289643553176, 0.03914388786468522, 51, 4.667 0.9800000000000001, 0.032343022857897724, 0.04048424886744985, 51, 5.231 0.9900000000000001, 0.032273308200889854, 0.04329096114723013, 51, 5.805 ;experiment: 37;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (10000+2322)*p1^8 - (6*10000+5972)*p1^7 + (16*10000+9815)*p1^6 - (24*10000+12027)*p1^5 + (22*10000+11102)*p1^4 - (14*10000+6277)*p1^3 + (8*10000+2455)*p1^2 - (4*10000+355)*p1 + 10000 ) / ( 2*10000*p1^8 - 12*10000*p1^7 + 34*10000*p1^6 - 54*10000*p1^5 + 52*10000*p1^4 - 32*10000*p1^3 + 18*10000*p1^2 - 8*10000*p1 + 2*10000 ) for the parameter intervals below: 0.9, 0.032973245891063305, 0.03368346003185339, 51, 0.554 0.91, 0.032955597790859686, 0.033713130298254505, 51, 1.112 0.92, 0.03293698615887167, 0.03374550836350502, 51, 1.662 0.93, 0.03291610481211446, 0.03378321046165183, 51, 2.219 0.9400000000000001, 0.03289231911391699, 0.03382804522417206, 51, 2.929 0.9500000000000001, 0.03286461378582585, 0.03388300067874621, 51, 3.481 0.9600000000000001, 0.032831473335303195, 0.03395297089478485, 51, 4.039 0.9700000000000001, 0.03278940104526034, 0.03404923857020943, 51, 4.599 0.9800000000000001, 0.03273390635521081, 0.034191213549649935, 51, 5.15 0.9900000000000001, 0.032646801038013644, 0.0344580395233705, 51, 5.713 ;experiment: 38;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (10000+2322)*p1^8 - (6*10000+5972)*p1^7 + (16*10000+9815)*p1^6 - (24*10000+12027)*p1^5 + (22*10000+11102)*p1^4 - (14*10000+6277)*p1^3 + (8*10000+2455)*p1^2 - (4*10000+355)*p1 + 10000 ) / ( 2*10000*p1^8 - 12*10000*p1^7 + 34*10000*p1^6 - 54*10000*p1^5 + 52*10000*p1^4 - 32*10000*p1^3 + 18*10000*p1^2 - 8*10000*p1 + 2*10000 ) for the parameter intervals below: 0.9, 0.033355981040576625, 0.03385279164794283, 51, 0.556 0.91, 0.033342609682803316, 0.03387057858519645, 51, 1.105 0.92, 0.03332651437895404, 0.03389237658464976, 51, 1.657 0.93, 0.03330959251500491, 0.033915795506787624, 51, 2.356 0.9400000000000001, 0.033290100039244666, 0.033943412832992494, 51, 2.913 0.9500000000000001, 0.03326711426530919, 0.03397689657523924, 51, 3.454 0.9600000000000001, 0.0332390834262374, 0.034019138240727505, 51, 4.01 0.9700000000000001, 0.03320227589504445, 0.03407709323860607, 51, 4.652 0.9800000000000001, 0.033152799912131686, 0.034159875601711895, 51, 5.242 0.9900000000000001, 0.033070987996989126, 0.03431066141943854, 51, 5.801 ;experiment: 39;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (10000+2322)*p1^8 - (6*10000+5972)*p1^7 + (16*10000+9815)*p1^6 - (24*10000+12027)*p1^5 + (22*10000+11102)*p1^4 - (14*10000+6277)*p1^3 + (8*10000+2455)*p1^2 - (4*10000+355)*p1 + 10000 ) / ( 2*10000*p1^8 - 12*10000*p1^7 + 34*10000*p1^6 - 54*10000*p1^5 + 52*10000*p1^4 - 32*10000*p1^3 + 18*10000*p1^2 - 8*10000*p1 + 2*10000 ) for the parameter intervals below: 0.9, 0.033453356652588535, 0.033812319840615564, 51, 0.559 0.91, 0.03344333027569172, 0.03382457874666126, 51, 1.106 0.92, 0.0334320876243919, 0.03383849715345899, 51, 1.661 0.93, 0.03341931067198471, 0.03385454085793101, 51, 2.22 0.9400000000000001, 0.0334044442764731, 0.033873517101124774, 51, 2.766 0.9500000000000001, 0.03338684990480514, 0.03389641776772238, 51, 3.471 0.9600000000000001, 0.033364163214105166, 0.03392666910098356, 51, 4.027 0.9700000000000001, 0.03333654096115374, 0.033964675756904004, 51, 4.575 0.9800000000000001, 0.033297884035030534, 0.03402013467942641, 51, 5.135 0.9900000000000001, 0.033231669297084196, 0.03412183581169742, 51, 5.682 ;experiment: 40;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (11000+2322)*p1^8 - (6*11000+5972)*p1^7 + (16*11000+9815)*p1^6 - (24*11000+12027)*p1^5 + (22*11000+11102)*p1^4 - (14*11000+6277)*p1^3 + (8*11000+2455)*p1^2 - (4*11000+355)*p1 + 11000 ) / ( 2*11000*p1^8 - 12*11000*p1^7 + 34*11000*p1^6 - 54*11000*p1^5 + 52*11000*p1^4 - 32*11000*p1^3 + 18*11000*p1^2 - 8*11000*p1 + 2*11000 ) for the parameter intervals below: 0.9, 0.029917187173775957, 0.03345234983097566, 51, 0.561 0.91, 0.02987231193366847, 0.03365751543468095, 51, 1.123 0.92, 0.029824576982661718, 0.03389847032077481, 51, 1.677 0.93, 0.02977361893638805, 0.034186697152044004, 51, 2.234 0.9400000000000001, 0.029718934245433627, 0.03454008050206947, 51, 2.784 0.9500000000000001, 0.029659395266736454, 0.03499177603620826, 51, 3.503 0.9600000000000001, 0.029595248173291684, 0.035586533315189, 51, 4.064 0.9700000000000001, 0.0295249886752461, 0.036433709298391306, 51, 4.628 0.9800000000000001, 0.029447720889029735, 0.03779559327542506, 51, 5.209 0.9900000000000001, 0.029366635798339567, 0.04064351969388961, 51, 5.772 ;experiment: 41;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (11000+2322)*p1^8 - (6*11000+5972)*p1^7 + (16*11000+9815)*p1^6 - (24*11000+12027)*p1^5 + (22*11000+11102)*p1^4 - (14*11000+6277)*p1^3 + (8*11000+2455)*p1^2 - (4*11000+355)*p1 + 11000 ) / ( 2*11000*p1^8 - 12*11000*p1^7 + 34*11000*p1^6 - 54*11000*p1^5 + 52*11000*p1^4 - 32*11000*p1^3 + 18*11000*p1^2 - 8*11000*p1 + 2*11000 ) for the parameter intervals below: 0.9, 0.030118875704984224, 0.03085572734739944, 51, 0.544 0.91, 0.03010043509288969, 0.030886356168773547, 51, 1.107 0.92, 0.030080977420321692, 0.03091977020570987, 51, 1.651 0.93, 0.030059133786918442, 0.030958665832731314, 51, 2.208 0.9400000000000001, 0.03003423430197998, 0.031004902682243624, 51, 2.83 0.9500000000000001, 0.030005206567030526, 0.03106155229047005, 51, 3.384 0.9600000000000001, 0.029970446319263506, 0.031133642616673136, 51, 4.119 0.9700000000000001, 0.029926252616167374, 0.031232764003565488, 51, 4.681 0.9800000000000001, 0.029867834195095998, 0.03137882529029623, 51, 5.231 0.9900000000000001, 0.029775791461690057, 0.03165298574776635, 51, 5.788 ;experiment: 42;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (11000+2322)*p1^8 - (6*11000+5972)*p1^7 + (16*11000+9815)*p1^6 - (24*11000+12027)*p1^5 + (22*11000+11102)*p1^4 - (14*11000+6277)*p1^3 + (8*11000+2455)*p1^2 - (4*11000+355)*p1 + 11000 ) / ( 2*11000*p1^8 - 12*11000*p1^7 + 34*11000*p1^6 - 54*11000*p1^5 + 52*11000*p1^4 - 32*11000*p1^3 + 18*11000*p1^2 - 8*11000*p1 + 2*11000 ) for the parameter intervals below: 0.9, 0.030516988737183354, 0.031030415239407444, 51, 0.547 0.91, 0.03050312691282584, 0.031048749540313305, 51, 1.107 0.92, 0.03048643751419128, 0.031071214639507894, 51, 1.718 0.93, 0.03046888657646781, 0.03109534581776449, 51, 2.268 0.9400000000000001, 0.030448663641923918, 0.031123797296987013, 51, 2.831 0.9500000000000001, 0.03042480825965961, 0.03115828418575756, 51, 3.534 0.9600000000000001, 0.030395704445528512, 0.031201778950750027, 51, 4.079 0.9700000000000001, 0.030357466170267983, 0.031261431479860644, 51, 4.635 0.9800000000000001, 0.030306025572086157, 0.031346597212369355, 51, 5.182 0.9900000000000001, 0.030220850539576807, 0.03150160860113796, 51, 5.736 ;experiment: 43;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (11000+2322)*p1^8 - (6*11000+5972)*p1^7 + (16*11000+9815)*p1^6 - (24*11000+12027)*p1^5 + (22*11000+11102)*p1^4 - (14*11000+6277)*p1^3 + (8*11000+2455)*p1^2 - (4*11000+355)*p1 + 11000 ) / ( 2*11000*p1^8 - 12*11000*p1^7 + 34*11000*p1^6 - 54*11000*p1^5 + 52*11000*p1^4 - 32*11000*p1^3 + 18*11000*p1^2 - 8*11000*p1 + 2*11000 ) for the parameter intervals below: 0.9, 0.03061785637547908, 0.030988687615393546, 51, 0.553 0.91, 0.03060747663277172, 0.031001328450807324, 51, 1.097 0.92, 0.030595836114016686, 0.031015678856616092, 51, 1.648 0.93, 0.03058260486646417, 0.03103221840010146, 51, 2.196 0.9400000000000001, 0.030567206983240367, 0.03105177822169487, 51, 2.751 0.9500000000000001, 0.030548979484406196, 0.031075379056364247, 51, 3.303 0.9600000000000001, 0.030525469679259537, 0.031106548578104267, 51, 3.851 0.9700000000000001, 0.030496834668860707, 0.031145698267121602, 51, 4.593 0.9800000000000001, 0.030456740092119402, 0.03120280478514495, 51, 5.26 0.9900000000000001, 0.03038800415014003, 0.03130746810035702, 51, 5.833 ;experiment: 44;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (12000+2322)*p1^8 - (6*12000+5972)*p1^7 + (16*12000+9815)*p1^6 - (24*12000+12027)*p1^5 + (22*12000+11102)*p1^4 - (14*12000+6277)*p1^3 + (8*12000+2455)*p1^2 - (4*12000+355)*p1 + 12000 ) / ( 2*12000*p1^8 - 12*12000*p1^7 + 34*12000*p1^6 - 54*12000*p1^5 + 52*12000*p1^4 - 32*12000*p1^3 + 18*12000*p1^2 - 8*12000*p1 + 2*12000 ) for the parameter intervals below: 0.9, 0.027530859832743327, 0.031148958453229354, 51, 0.559 0.91, 0.02748410958769206, 0.03135756819320619, 51, 1.108 0.92, 0.027434296124797964, 0.03160248293633786, 51, 1.67 0.93, 0.02738100909685759, 0.0318953355129857, 51, 2.233 0.9400000000000001, 0.027323675497978376, 0.03225424032259694, 51, 2.786 0.9500000000000001, 0.027261036356350007, 0.03271277797140098, 51, 3.347 0.9600000000000001, 0.027193222729580135, 0.03331622077352043, 51, 3.895 0.9700000000000001, 0.027118398875009317, 0.03417522715981148, 51, 4.457 0.9800000000000001, 0.02703496059089011, 0.035555046948736874, 51, 5.021 0.9900000000000001, 0.026944405733696324, 0.038437318482773146, 51, 5.575 ;experiment: 45;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (12000+2322)*p1^8 - (6*12000+5972)*p1^7 + (16*12000+9815)*p1^6 - (24*12000+12027)*p1^5 + (22*12000+11102)*p1^4 - (14*12000+6277)*p1^3 + (8*12000+2455)*p1^2 - (4*12000+355)*p1 + 12000 ) / ( 2*12000*p1^8 - 12*12000*p1^7 + 34*12000*p1^6 - 54*12000*p1^5 + 52*12000*p1^4 - 32*12000*p1^3 + 18*12000*p1^2 - 8*12000*p1 + 2*12000 ) for the parameter intervals below: 0.9, 0.027740233883252283, 0.028499283443691417, 51, 0.712 0.91, 0.027721132844581296, 0.028530711060871964, 51, 1.262 0.92, 0.02770097013819662, 0.02856498840754567, 51, 1.821 0.93, 0.02767832459925387, 0.02860487864196364, 51, 2.38 0.9400000000000001, 0.027652496958699594, 0.028652283897302053, 51, 2.925 0.9500000000000001, 0.027622367218035102, 0.028710345300241507, 51, 3.483 0.9600000000000001, 0.02758625713923169, 0.028784202384910872, 51, 4.029 0.9700000000000001, 0.02754029559192262, 0.0288857018646955, 51, 4.588 0.9800000000000001, 0.027479440728334616, 0.029035168407503097, 51, 5.14 0.9900000000000001, 0.027383283481418497, 0.02931544093476221, 51, 5.699 ;experiment: 46;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (12000+2322)*p1^8 - (6*12000+5972)*p1^7 + (16*12000+9815)*p1^6 - (24*12000+12027)*p1^5 + (22*12000+11102)*p1^4 - (14*12000+6277)*p1^3 + (8*12000+2455)*p1^2 - (4*12000+355)*p1 + 12000 ) / ( 2*12000*p1^8 - 12*12000*p1^7 + 34*12000*p1^6 - 54*12000*p1^5 + 52*12000*p1^4 - 32*12000*p1^3 + 18*12000*p1^2 - 8*12000*p1 + 2*12000 ) for the parameter intervals below: 0.9, 0.028151161817689757, 0.028678434898961526, 51, 0.555 0.91, 0.028136891271178483, 0.02869722533624686, 51, 1.098 0.92, 0.02811970679355588, 0.028720246351891077, 51, 1.807 0.93, 0.02810163162768812, 0.028744971076913962, 51, 2.354 0.9400000000000001, 0.028080799977489374, 0.028774117683650072, 51, 2.91 0.9500000000000001, 0.02805621992162006, 0.028809440527856764, 51, 3.459 0.9600000000000001, 0.028026221961604803, 0.02885397954243334, 51, 4.016 0.9700000000000001, 0.027986791399619012, 0.02891504668090709, 51, 4.591 0.9800000000000001, 0.027933713622047125, 0.02900219855458763, 51, 5.146 0.9900000000000001, 0.02784573599173482, 0.0291607312525542, 51, 5.709 ;experiment: 47;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (12000+2322)*p1^8 - (6*12000+5972)*p1^7 + (16*12000+9815)*p1^6 - (24*12000+12027)*p1^5 + (22*12000+11102)*p1^4 - (14*12000+6277)*p1^3 + (8*12000+2455)*p1^2 - (4*12000+355)*p1 + 12000 ) / ( 2*12000*p1^8 - 12*12000*p1^7 + 34*12000*p1^6 - 54*12000*p1^5 + 52*12000*p1^4 - 32*12000*p1^3 + 18*12000*p1^2 - 8*12000*p1 + 2*12000 ) for the parameter intervals below: 0.9, 0.028254939477887018, 0.028635660761043093, 51, 0.556 0.91, 0.028244265263670076, 0.028648619870930037, 51, 1.109 0.92, 0.028232293188701765, 0.028663330275914563, 51, 1.653 0.93, 0.02821868336186377, 0.02868028301857582, 51, 2.209 0.9400000000000001, 0.0282028425722107, 0.028700329155502927, 51, 2.757 0.9500000000000001, 0.028184087467407238, 0.028724513463566977, 51, 3.464 0.9600000000000001, 0.028159891733552343, 0.028756448142372465, 51, 4.021 0.9700000000000001, 0.028130412758618172, 0.028796550358972033, 51, 4.565 0.9800000000000001, 0.02808912013969192, 0.028855029873246316, 51, 5.122 0.9900000000000001, 0.028018283194353573, 0.02896216167424087, 51, 5.672 ;experiment: 48;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (13000+2322)*p1^8 - (6*13000+5972)*p1^7 + (16*13000+9815)*p1^6 - (24*13000+12027)*p1^5 + (22*13000+11102)*p1^4 - (14*13000+6277)*p1^3 + (8*13000+2455)*p1^2 - (4*13000+355)*p1 + 13000 ) / ( 2*13000*p1^8 - 12*13000*p1^7 + 34*13000*p1^6 - 54*13000*p1^5 + 52*13000*p1^4 - 32*13000*p1^3 + 18*13000*p1^2 - 8*13000*p1 + 2*13000 ) for the parameter intervals below: 0.9, 0.025511659774947914, 0.029199934979749882, 51, 0.564 0.91, 0.025463322987253328, 0.029411458988878914, 51, 1.115 0.92, 0.025411750783531452, 0.029659724380273946, 51, 1.675 0.93, 0.025356493078791825, 0.02995649104916942, 51, 2.226 0.9400000000000001, 0.025296918096282196, 0.030320067863043382, 51, 2.785 0.9500000000000001, 0.02523165573987378, 0.030784394993488163, 51, 3.346 0.9600000000000001, 0.025160739661823774, 0.03139518708441577, 51, 3.896 0.9700000000000001, 0.0250820536594231, 0.03226420381178385, 51, 4.621 0.9800000000000001, 0.024993388236953344, 0.033659200056926575, 51, 5.171 0.9900000000000001, 0.02489497578183079, 0.03657053284259598, 51, 5.736 ;experiment: 49;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (13000+2322)*p1^8 - (6*13000+5972)*p1^7 + (16*13000+9815)*p1^6 - (24*13000+12027)*p1^5 + (22*13000+11102)*p1^4 - (14*13000+6277)*p1^3 + (8*13000+2455)*p1^2 - (4*13000+355)*p1 + 13000 ) / ( 2*13000*p1^8 - 12*13000*p1^7 + 34*13000*p1^6 - 54*13000*p1^5 + 52*13000*p1^4 - 32*13000*p1^3 + 18*13000*p1^2 - 8*13000*p1 + 2*13000 ) for the parameter intervals below: 0.9, 0.025727536957169905, 0.02650536937132105, 51, 0.554 0.91, 0.0257078770960117, 0.026537472892648625, 51, 1.102 0.92, 0.025687117822552404, 0.02657248073217695, 51, 1.657 0.93, 0.025663793748155105, 0.02661321255746944, 51, 2.205 0.9400000000000001, 0.02563718074515419, 0.02666160646389058, 51, 2.761 0.9500000000000001, 0.02560611853811294, 0.026720862462356106, 51, 3.311 0.9600000000000001, 0.025568866294589807, 0.026796214496498695, 51, 3.869 0.9700000000000001, 0.025521408879100142, 0.026899726208728526, 51, 4.42 0.9800000000000001, 0.025458492410307603, 0.027052074122060486, 51, 4.981 0.9900000000000001, 0.025358853651957867, 0.02733751840068169, 51, 5.701 ;experiment: 50;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (13000+2322)*p1^8 - (6*13000+5972)*p1^7 + (16*13000+9815)*p1^6 - (24*13000+12027)*p1^5 + (22*13000+11102)*p1^4 - (14*13000+6277)*p1^3 + (8*13000+2455)*p1^2 - (4*13000+355)*p1 + 13000 ) / ( 2*13000*p1^8 - 12*13000*p1^7 + 34*13000*p1^6 - 54*13000*p1^5 + 52*13000*p1^4 - 32*13000*p1^3 + 18*13000*p1^2 - 8*13000*p1 + 2*13000 ) for the parameter intervals below: 0.9, 0.02614930827042436, 0.026688297687815096, 51, 0.545 0.91, 0.026134691882091183, 0.026707474086648485, 51, 1.1 0.92, 0.02611708849147897, 0.026730965493138387, 51, 1.643 0.93, 0.02609856974795048, 0.026756192450039927, 51, 2.196 0.9400000000000001, 0.02607722303066068, 0.0267859272415941, 51, 2.744 0.9500000000000001, 0.02605202978943351, 0.026821957432710597, 51, 3.299 0.9600000000000001, 0.026021275244438983, 0.026867380043089112, 51, 3.85 0.9700000000000001, 0.02598083582445598, 0.026929644158713368, 51, 4.407 0.9800000000000001, 0.025926372741243955, 0.027018476613387632, 51, 4.964 0.9900000000000001, 0.025836023682023257, 0.027179988880674445, 51, 5.511 ;experiment: 51;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (13000+2322)*p1^8 - (6*13000+5972)*p1^7 + (16*13000+9815)*p1^6 - (24*13000+12027)*p1^5 + (22*13000+11102)*p1^4 - (14*13000+6277)*p1^3 + (8*13000+2455)*p1^2 - (4*13000+355)*p1 + 13000 ) / ( 2*13000*p1^8 - 12*13000*p1^7 + 34*13000*p1^6 - 54*13000*p1^5 + 52*13000*p1^4 - 32*13000*p1^3 + 18*13000*p1^2 - 8*13000*p1 + 2*13000 ) for the parameter intervals below: 0.9, 0.026255548256848754, 0.026644638038128877, 51, 0.554 0.91, 0.02624462487443217, 0.0266578664571865, 51, 1.099 0.92, 0.02623237225189732, 0.026672881476858392, 51, 1.802 0.93, 0.026218442088741783, 0.026690183849594123, 51, 2.345 0.9400000000000001, 0.02620222653211088, 0.026710641484108684, 51, 2.898 0.9500000000000001, 0.026183024991484026, 0.026735319500430826, 51, 3.445 0.9600000000000001, 0.02615824885641619, 0.02676790161983083, 51, 3.998 0.9700000000000001, 0.026128055757640975, 0.026808809821304173, 51, 4.554 0.9800000000000001, 0.02608574941071721, 0.026868451101638737, 51, 5.097 0.9900000000000001, 0.0260131346933024, 0.026977671621373323, 51, 5.655 ;experiment: 52;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (14000+2322)*p1^8 - (6*14000+5972)*p1^7 + (16*14000+9815)*p1^6 - (24*14000+12027)*p1^5 + (22*14000+11102)*p1^4 - (14*14000+6277)*p1^3 + (8*14000+2455)*p1^2 - (4*14000+355)*p1 + 14000 ) / ( 2*14000*p1^8 - 12*14000*p1^7 + 34*14000*p1^6 - 54*14000*p1^5 + 52*14000*p1^4 - 32*14000*p1^3 + 18*14000*p1^2 - 8*14000*p1 + 2*14000 ) for the parameter intervals below: 0.9, 0.023780916868265178, 0.02752934343105593, 51, 0.553 0.91, 0.023731220186875634, 0.027743365385173132, 51, 1.108 0.92, 0.023678140491014545, 0.02799450276079337, 51, 1.661 0.93, 0.023621193634738163, 0.02829462436589603, 51, 2.219 0.9400000000000001, 0.023559697466260136, 0.02866220575485458, 51, 2.934 0.9500000000000001, 0.023492186640035197, 0.02913149529813143, 51, 3.49 0.9600000000000001, 0.023418611318033758, 0.029748586779468286, 51, 4.047 0.9700000000000001, 0.023336614903206737, 0.030626183799188696, 51, 4.598 0.9800000000000001, 0.02324376884082851, 0.032034188435372625, 51, 5.164 0.9900000000000001, 0.02313820421556249, 0.03497043086530206, 51, 5.716 ;experiment: 53;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (14000+2322)*p1^8 - (6*14000+5972)*p1^7 + (16*14000+9815)*p1^6 - (24*14000+12027)*p1^5 + (22*14000+11102)*p1^4 - (14*14000+6277)*p1^3 + (8*14000+2455)*p1^2 - (4*14000+355)*p1 + 14000 ) / ( 2*14000*p1^8 - 12*14000*p1^7 + 34*14000*p1^6 - 54*14000*p1^5 + 52*14000*p1^4 - 32*14000*p1^3 + 18*14000*p1^2 - 8*14000*p1 + 2*14000 ) for the parameter intervals below: 0.9, 0.024002368163388126, 0.024796300166432597, 51, 0.556 0.91, 0.023982229311525292, 0.02482898303417037, 51, 1.104 0.92, 0.023960958694859515, 0.02486461701043238, 51, 1.66 0.93, 0.02393705301864086, 0.024906070199330572, 51, 2.221 0.9400000000000001, 0.023909766847830714, 0.024955311520967464, 51, 2.771 0.9500000000000001, 0.023877905383897956, 0.02501559145845205, 51, 3.33 0.9600000000000001, 0.023839674142038126, 0.02509222487786026, 51, 3.882 0.9700000000000001, 0.023790934553823286, 0.025197461360755423, 51, 4.59 0.9800000000000001, 0.023726250994852448, 0.025352279020255136, 51, 5.134 0.9900000000000001, 0.023623628083847433, 0.0256421562286112, 51, 5.688 ;experiment: 54;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (14000+2322)*p1^8 - (6*14000+5972)*p1^7 + (16*14000+9815)*p1^6 - (24*14000+12027)*p1^5 + (22*14000+11102)*p1^4 - (14*14000+6277)*p1^3 + (8*14000+2455)*p1^2 - (4*14000+355)*p1 + 14000 ) / ( 2*14000*p1^8 - 12*14000*p1^7 + 34*14000*p1^6 - 54*14000*p1^5 + 52*14000*p1^4 - 32*14000*p1^3 + 18*14000*p1^2 - 8*14000*p1 + 2*14000 ) for the parameter intervals below: 0.9, 0.024433433801339336, 0.024982465792547662, 51, 0.555 0.91, 0.024418520977159384, 0.02500197301556616, 51, 1.101 0.92, 0.024400558518268955, 0.02502586761420652, 51, 1.662 0.93, 0.02438165956531782, 0.02505152505557587, 51, 2.211 0.9400000000000001, 0.02435987136195077, 0.025081764005546073, 51, 2.769 0.9500000000000001, 0.0243341525332712, 0.02511840049401223, 51, 3.315 0.9600000000000001, 0.024302749486866924, 0.025164580472223072, 51, 3.871 0.9700000000000001, 0.024261445331458204, 0.025227870568262083, 51, 4.418 0.9800000000000001, 0.02420579484341636, 0.025318143520928323, 51, 4.978 0.9900000000000001, 0.02411341313083939, 0.025482209704777627, 51, 5.695 ;experiment: 55;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (14000+2322)*p1^8 - (6*14000+5972)*p1^7 + (16*14000+9815)*p1^6 - (24*14000+12027)*p1^5 + (22*14000+11102)*p1^4 - (14*14000+6277)*p1^3 + (8*14000+2455)*p1^2 - (4*14000+355)*p1 + 14000 ) / ( 2*14000*p1^8 - 12*14000*p1^7 + 34*14000*p1^6 - 54*14000*p1^5 + 52*14000*p1^4 - 32*14000*p1^3 + 18*14000*p1^2 - 8*14000*p1 + 2*14000 ) for the parameter intervals below: 0.9, 0.024541784353100077, 0.024938047132774997, 51, 0.552 0.91, 0.0245306473979408, 0.024951506388263968, 51, 1.104 0.92, 0.02451815430606499, 0.024966782506238842, 51, 1.65 0.93, 0.024503949568921633, 0.024984384561895192, 51, 2.206 0.9400000000000001, 0.024487412783451405, 0.025005194908629513, 51, 2.75 0.9500000000000001, 0.02446782858355227, 0.025030296103457528, 51, 3.306 0.9600000000000001, 0.024442554961728306, 0.0250634331719375, 51, 3.851 0.9700000000000001, 0.02441174975680644, 0.025105032217592353, 51, 4.409 0.9800000000000001, 0.024368574500164705, 0.025165669297404145, 51, 4.956 0.9900000000000001, 0.024294435978117465, 0.02527668014748635, 51, 5.51 ;experiment: 56;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (15000+2322)*p1^8 - (6*15000+5972)*p1^7 + (16*15000+9815)*p1^6 - (24*15000+12027)*p1^5 + (22*15000+11102)*p1^4 - (14*15000+6277)*p1^3 + (8*15000+2455)*p1^2 - (4*15000+355)*p1 + 15000 ) / ( 2*15000*p1^8 - 12*15000*p1^7 + 34*15000*p1^6 - 54*15000*p1^5 + 52*15000*p1^4 - 32*15000*p1^3 + 18*15000*p1^2 - 8*15000*p1 + 2*15000 ) for the parameter intervals below: 0.9, 0.022280939682475527, 0.02608149742218629, 51, 0.563 0.91, 0.022230064426550566, 0.026297684261959924, 51, 1.115 0.92, 0.022175678237500048, 0.0265513106905755, 51, 1.827 0.93, 0.02211726744988713, 0.026854339907059745, 51, 2.375 0.9400000000000001, 0.022054106253572573, 0.027225391927758778, 51, 2.933 0.9500000000000001, 0.02198464675350857, 0.02769898222882338, 51, 3.481 0.9600000000000001, 0.021908766753413852, 0.02832153318184774, 51, 4.042 0.9700000000000001, 0.021823901314484827, 0.029206566454939104, 51, 4.607 0.9800000000000001, 0.021727179487450368, 0.03062584503002626, 51, 5.158 0.9900000000000001, 0.02161566776591951, 0.03358367581831447, 51, 5.721 ;experiment: 57;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (15000+2322)*p1^8 - (6*15000+5972)*p1^7 + (16*15000+9815)*p1^6 - (24*15000+12027)*p1^5 + (22*15000+11102)*p1^4 - (14*15000+6277)*p1^3 + (8*15000+2455)*p1^2 - (4*15000+355)*p1 + 15000 ) / ( 2*15000*p1^8 - 12*15000*p1^7 + 34*15000*p1^6 - 54*15000*p1^5 + 52*15000*p1^4 - 32*15000*p1^3 + 18*15000*p1^2 - 8*15000*p1 + 2*15000 ) for the parameter intervals below: 0.9, 0.02250722187543975, 0.023315106855528366, 51, 0.548 0.91, 0.022486667898301116, 0.023348291823491154, 51, 1.104 0.92, 0.022464954117521127, 0.02338446845158695, 51, 1.653 0.93, 0.022440544386393996, 0.023426546822276476, 51, 2.217 0.9400000000000001, 0.0224126748034827, 0.023476522570432694, 51, 2.784 0.9500000000000001, 0.0223801206502437, 0.023537689921739217, 51, 3.5 0.9600000000000001, 0.02234104094315977, 0.02361543387503933, 51, 4.066 0.9700000000000001, 0.022291190138584663, 0.02372216515917873, 51, 4.613 0.9800000000000001, 0.022224975101461188, 0.023879123265354227, 51, 5.169 0.9900000000000001, 0.022119765924822093, 0.02417284234615302, 51, 5.723 ;experiment: 58;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (15000+2322)*p1^8 - (6*15000+5972)*p1^7 + (16*15000+9815)*p1^6 - (24*15000+12027)*p1^5 + (22*15000+11102)*p1^4 - (14*15000+6277)*p1^3 + (8*15000+2455)*p1^2 - (4*15000+355)*p1 + 15000 ) / ( 2*15000*p1^8 - 12*15000*p1^7 + 34*15000*p1^6 - 54*15000*p1^5 + 52*15000*p1^4 - 32*15000*p1^3 + 18*15000*p1^2 - 8*15000*p1 + 2*15000 ) for the parameter intervals below: 0.9, 0.022946342594801127, 0.023504078149981563, 51, 0.554 0.91, 0.02293117285955167, 0.023523872087295162, 51, 1.099 0.92, 0.022912899208156087, 0.023548116119132278, 51, 1.655 0.93, 0.022893670740369132, 0.023574146647039017, 51, 2.202 0.9400000000000001, 0.022871499915734658, 0.023604822534305826, 51, 2.756 0.9500000000000001, 0.02284532557793218, 0.023641984480474252, 51, 3.315 0.9600000000000001, 0.02281336049697464, 0.02368882084413966, 51, 3.859 0.9700000000000001, 0.02277130690419289, 0.023753000123204797, 51, 4.579 0.9800000000000001, 0.022714627331961855, 0.023844521507464696, 51, 5.126 0.9900000000000001, 0.02262048398648237, 0.024010801085666524, 51, 5.681 ;experiment: 59;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (15000+2322)*p1^8 - (6*15000+5972)*p1^7 + (16*15000+9815)*p1^6 - (24*15000+12027)*p1^5 + (22*15000+11102)*p1^4 - (14*15000+6277)*p1^3 + (8*15000+2455)*p1^2 - (4*15000+355)*p1 + 15000 ) / ( 2*15000*p1^8 - 12*15000*p1^7 + 34*15000*p1^6 - 54*15000*p1^5 + 52*15000*p1^4 - 32*15000*p1^3 + 18*15000*p1^2 - 8*15000*p1 + 2*15000 ) for the parameter intervals below: 0.9, 0.023056522303185462, 0.023459001681469586, 51, 0.541 0.91, 0.023045200251648572, 0.023472660995198343, 51, 1.096 0.92, 0.02303249875301022, 0.023488163398367092, 51, 1.65 0.93, 0.023018056051744184, 0.023506025179223084, 51, 2.197 0.9400000000000001, 0.023001240867948008, 0.023527141209880274, 51, 2.754 0.9500000000000001, 0.022981325030007903, 0.023552609159413908, 51, 3.297 0.9600000000000001, 0.022955620253000204, 0.023586227183764182, 51, 3.852 0.9700000000000001, 0.022924284556079953, 0.023628424961038882, 51, 4.397 0.9800000000000001, 0.02288035624435343, 0.02368992506706473, 51, 4.951 0.9900000000000001, 0.022804897091621323, 0.023802487536784798, 51, 5.501 ;experiment: 60;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (16000+2322)*p1^8 - (6*16000+5972)*p1^7 + (16*16000+9815)*p1^6 - (24*16000+12027)*p1^5 + (22*16000+11102)*p1^4 - (14*16000+6277)*p1^3 + (8*16000+2455)*p1^2 - (4*16000+355)*p1 + 16000 ) / ( 2*16000*p1^8 - 12*16000*p1^7 + 34*16000*p1^6 - 54*16000*p1^5 + 52*16000*p1^4 - 32*16000*p1^3 + 18*16000*p1^2 - 8*16000*p1 + 2*16000 ) for the parameter intervals below: 0.9, 0.020968459644907, 0.02481463216442502, 51, 0.715 0.91, 0.020916553136263925, 0.025032713279148803, 51, 1.277 0.92, 0.020861023765673992, 0.025288517629134137, 51, 1.823 0.93, 0.020801332038146714, 0.02559409100557854, 51, 2.381 0.9400000000000001, 0.020736713942470147, 0.02596817982904881, 51, 2.928 0.9500000000000001, 0.020665549352799222, 0.026445533293179398, 51, 3.491 0.9600000000000001, 0.020587652759373215, 0.02707286128393014, 51, 4.045 0.9700000000000001, 0.020500276924355583, 0.02796440127872164, 51, 4.609 0.9800000000000001, 0.020400161496589086, 0.0293935445503489, 51, 5.192 0.9900000000000001, 0.020283447556574345, 0.032370265152200296, 51, 5.746 ;experiment: 61;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (16000+2322)*p1^8 - (6*16000+5972)*p1^7 + (16*16000+9815)*p1^6 - (24*16000+12027)*p1^5 + (22*16000+11102)*p1^4 - (14*16000+6277)*p1^3 + (8*16000+2455)*p1^2 - (4*16000+355)*p1 + 16000 ) / ( 2*16000*p1^8 - 12*16000*p1^7 + 34*16000*p1^6 - 54*16000*p1^5 + 52*16000*p1^4 - 32*16000*p1^3 + 18*16000*p1^2 - 8*16000*p1 + 2*16000 ) for the parameter intervals below: 0.9, 0.02119896887348641, 0.022019062708488017, 51, 0.556 0.91, 0.02117805166173166, 0.022052687014144177, 51, 1.107 0.92, 0.02115595011235314, 0.02208933846259643, 51, 1.823 0.93, 0.02113109933318071, 0.022131963867355314, 51, 2.38 0.9400000000000001, 0.021102719264677654, 0.02218258223871681, 51, 2.929 0.9500000000000001, 0.021069559008297045, 0.022244526077111696, 51, 3.486 0.9600000000000001, 0.021029736894143884, 0.022323241747569635, 51, 4.03 0.9700000000000001, 0.020978913775251542, 0.022431280982799954, 51, 4.59 0.9800000000000001, 0.02091135869474233, 0.022590111979816918, 51, 5.145 0.9900000000000001, 0.02080388653567185, 0.022887192699000684, 51, 5.7 ;experiment: 62;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (16000+2322)*p1^8 - (6*16000+5972)*p1^7 + (16*16000+9815)*p1^6 - (24*16000+12027)*p1^5 + (22*16000+11102)*p1^4 - (14*16000+6277)*p1^3 + (8*16000+2455)*p1^2 - (4*16000+355)*p1 + 16000 ) / ( 2*16000*p1^8 - 12*16000*p1^7 + 34*16000*p1^6 - 54*16000*p1^5 + 52*16000*p1^4 - 32*16000*p1^3 + 18*16000*p1^2 - 8*16000*p1 + 2*16000 ) for the parameter intervals below: 0.9, 0.021645137789079047, 0.02221048896273503, 51, 0.543 0.91, 0.02162974325664541, 0.022230533775057293, 51, 1.1 0.92, 0.02161119731180673, 0.022255083560942274, 51, 1.655 0.93, 0.021591680518539755, 0.02228144053957057, 51, 2.203 0.9400000000000001, 0.021569174900295526, 0.022312498746968123, 51, 2.928 0.9500000000000001, 0.021542601992010156, 0.022350120468628096, 51, 3.474 0.9600000000000001, 0.02151014513081479, 0.022397531169566633, 51, 4.029 0.9700000000000001, 0.0214674357803358, 0.022462488483779255, 51, 4.575 0.9800000000000001, 0.021409855759440963, 0.022555102245682735, 51, 5.134 0.9900000000000001, 0.021314170985169283, 0.02272331854394613, 51, 5.69 ;experiment: 63;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (16000+2322)*p1^8 - (6*16000+5972)*p1^7 + (16*16000+9815)*p1^6 - (24*16000+12027)*p1^5 + (22*16000+11102)*p1^4 - (14*16000+6277)*p1^3 + (8*16000+2455)*p1^2 - (4*16000+355)*p1 + 16000 ) / ( 2*16000*p1^8 - 12*16000*p1^7 + 34*16000*p1^6 - 54*16000*p1^5 + 52*16000*p1^4 - 32*16000*p1^3 + 18*16000*p1^2 - 8*16000*p1 + 2*16000 ) for the parameter intervals below: 0.9, 0.02175691800951032, 0.0221648369115744, 51, 0.54 0.91, 0.021745433998641713, 0.022178671276266288, 51, 1.093 0.92, 0.02173255014408737, 0.02219437167898069, 51, 1.639 0.93, 0.021717899224214254, 0.022212460719384697, 51, 2.196 0.9400000000000001, 0.021700840441883685, 0.02223384422347436, 51, 2.742 0.9500000000000001, 0.02168063442066063, 0.02225963308337492, 51, 3.298 0.9600000000000001, 0.021654552382862284, 0.022293671944111682, 51, 4.006 0.9700000000000001, 0.02162275250544709, 0.022336393611557603, 51, 4.552 0.9800000000000001, 0.021578165270520557, 0.022398648865523455, 51, 5.11 0.9900000000000001, 0.021501550565939696, 0.022512569002418718, 51, 5.655 ;experiment: 64;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (17000+2322)*p1^8 - (6*17000+5972)*p1^7 + (16*17000+9815)*p1^6 - (24*17000+12027)*p1^5 + (22*17000+11102)*p1^4 - (14*17000+6277)*p1^3 + (8*17000+2455)*p1^2 - (4*17000+355)*p1 + 17000 ) / ( 2*17000*p1^8 - 12*17000*p1^7 + 34*17000*p1^6 - 54*17000*p1^5 + 52*17000*p1^4 - 32*17000*p1^3 + 18*17000*p1^2 - 8*17000*p1 + 2*17000 ) for the parameter intervals below: 0.9, 0.019810389023525776, 0.023696809878165803, 51, 0.562 0.91, 0.01975757258601382, 0.023916562411960645, 51, 1.112 0.92, 0.019701034525829695, 0.02417428845727555, 51, 1.672 0.93, 0.019640212557196956, 0.024482106680742084, 51, 2.227 0.9400000000000001, 0.019574308962087596, 0.024858875036069948, 51, 2.777 0.9500000000000001, 0.019501639881581573, 0.025339548938199362, 51, 3.34 0.9600000000000001, 0.019421963941100732, 0.025971091962237708, 51, 3.893 0.9700000000000001, 0.01933237305071111, 0.02686837318205774, 51, 4.451 0.9800000000000001, 0.019229251798923798, 0.028306220597691265, 51, 5.006 0.9900000000000001, 0.01910795851479157, 0.03129960868209862, 51, 5.72 ;experiment: 65;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (17000+2322)*p1^8 - (6*17000+5972)*p1^7 + (16*17000+9815)*p1^6 - (24*17000+12027)*p1^5 + (22*17000+11102)*p1^4 - (14*17000+6277)*p1^3 + (8*17000+2455)*p1^2 - (4*17000+355)*p1 + 17000 ) / ( 2*17000*p1^8 - 12*17000*p1^7 + 34*17000*p1^6 - 54*17000*p1^5 + 52*17000*p1^4 - 32*17000*p1^3 + 18*17000*p1^2 - 8*17000*p1 + 2*17000 ) for the parameter intervals below: 0.9, 0.02004462798941117, 0.02087549434345409, 51, 0.544 0.91, 0.020023390276523938, 0.02090950630001624, 51, 1.099 0.92, 0.020000946578382583, 0.02094657670760521, 51, 1.658 0.93, 0.019975706639166025, 0.02098968478948231, 51, 2.203 0.9400000000000001, 0.019946876142203803, 0.02104087018131692, 51, 2.764 0.9500000000000001, 0.019913181088929716, 0.021103499155382358, 51, 3.309 0.9600000000000001, 0.01987270390971806, 0.021183072223332967, 51, 3.866 0.9700000000000001, 0.019821022866426785, 0.021292265533055285, 51, 4.415 0.9800000000000001, 0.019752285394695587, 0.021452749080813825, 51, 4.974 0.9900000000000001, 0.019642816486422066, 0.021752795951513006, 51, 5.534 ;experiment: 66;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (17000+2322)*p1^8 - (6*17000+5972)*p1^7 + (16*17000+9815)*p1^6 - (24*17000+12027)*p1^5 + (22*17000+11102)*p1^4 - (14*17000+6277)*p1^3 + (8*17000+2455)*p1^2 - (4*17000+355)*p1 + 17000 ) / ( 2*17000*p1^8 - 12*17000*p1^7 + 34*17000*p1^6 - 54*17000*p1^5 + 52*17000*p1^4 - 32*17000*p1^3 + 18*17000*p1^2 - 8*17000*p1 + 2*17000 ) for the parameter intervals below: 0.9, 0.020497015901677514, 0.02106908673869597, 51, 0.543 0.91, 0.020481423018785725, 0.021089352911317503, 51, 1.249 0.92, 0.0204626368150258, 0.02111417248018717, 51, 1.798 0.93, 0.0204428656169252, 0.021140817503570632, 51, 2.35 0.9400000000000001, 0.020420064592555184, 0.021172213052260372, 51, 2.892 0.9500000000000001, 0.02039314000443083, 0.021210240458176263, 51, 3.442 0.9600000000000001, 0.020360249219498788, 0.02125815792729671, 51, 4.0 0.9700000000000001, 0.02031696125928742, 0.0213238017431093, 51, 4.545 0.9800000000000001, 0.020258586724865406, 0.021417379367642583, 51, 5.104 0.9900000000000001, 0.020161541866363618, 0.021587304536544945, 51, 5.65 ;experiment: 67;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (17000+2322)*p1^8 - (6*17000+5972)*p1^7 + (16*17000+9815)*p1^6 - (24*17000+12027)*p1^5 + (22*17000+11102)*p1^4 - (14*17000+6277)*p1^3 + (8*17000+2455)*p1^2 - (4*17000+355)*p1 + 17000 ) / ( 2*17000*p1^8 - 12*17000*p1^7 + 34*17000*p1^6 - 54*17000*p1^5 + 52*17000*p1^4 - 32*17000*p1^3 + 18*17000*p1^2 - 8*17000*p1 + 2*17000 ) for the parameter intervals below: 0.9, 0.020610208338622354, 0.02102292682049241, 51, 0.556 0.91, 0.020598581422462646, 0.021036915641912835, 51, 1.102 0.92, 0.020585536665626035, 0.02105279075011116, 51, 1.656 0.93, 0.020570702023452146, 0.02107108031364445, 51, 2.199 0.9400000000000001, 0.020553428301238665, 0.021092699823704417, 51, 2.907 0.9500000000000001, 0.020532966235937804, 0.021118771839812294, 51, 3.463 0.9600000000000001, 0.020506551320974748, 0.02115318202677042, 51, 4.003 0.9700000000000001, 0.02047434187253362, 0.021196365950247372, 51, 4.559 0.9800000000000001, 0.02042917323478376, 0.02125928751121784, 51, 5.104 0.9900000000000001, 0.020351538925630863, 0.021374405589745214, 51, 5.66 ;experiment: 68;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (18000+2322)*p1^8 - (6*18000+5972)*p1^7 + (16*18000+9815)*p1^6 - (24*18000+12027)*p1^5 + (22*18000+11102)*p1^4 - (14*18000+6277)*p1^3 + (8*18000+2455)*p1^2 - (4*18000+355)*p1 + 18000 ) / ( 2*18000*p1^8 - 12*18000*p1^7 + 34*18000*p1^6 - 54*18000*p1^5 + 52*18000*p1^4 - 32*18000*p1^3 + 18*18000*p1^2 - 8*18000*p1 + 2*18000 ) for the parameter intervals below: 0.9, 0.018780992915629357, 0.022703190068158144, 51, 0.558 0.91, 0.018727367652454193, 0.022924428307795276, 51, 1.135 0.92, 0.0186699329793014, 0.023183862526734336, 51, 1.696 0.93, 0.01860810635191116, 0.023493676169774186, 51, 2.251 0.9400000000000001, 0.018541060090634616, 0.023872826331199404, 51, 2.812 0.9500000000000001, 0.01846705368494764, 0.024356451733771805, 51, 3.362 0.9600000000000001, 0.018385796102638602, 0.024991741454068076, 51, 4.077 0.9700000000000001, 0.018294236274136667, 0.025894125985025062, 51, 4.628 0.9800000000000001, 0.018188595186951765, 0.027339710417550796, 51, 5.188 0.9900000000000001, 0.018063078884383903, 0.030347914042008615, 51, 5.747 ;experiment: 69;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (18000+2322)*p1^8 - (6*18000+5972)*p1^7 + (16*18000+9815)*p1^6 - (24*18000+12027)*p1^5 + (22*18000+11102)*p1^4 - (14*18000+6277)*p1^3 + (8*18000+2455)*p1^2 - (4*18000+355)*p1 + 18000 ) / ( 2*18000*p1^8 - 12*18000*p1^7 + 34*18000*p1^6 - 54*18000*p1^5 + 52*18000*p1^4 - 32*18000*p1^3 + 18*18000*p1^2 - 8*18000*p1 + 2*18000 ) for the parameter intervals below: 0.9, 0.019018547203567528, 0.019858989130086744, 51, 0.545 0.91, 0.018997024600782446, 0.019893345665234596, 51, 1.103 0.92, 0.018974276770406896, 0.01993078848094595, 51, 1.649 0.93, 0.018948690911154406, 0.0199743256091521, 51, 2.204 0.9400000000000001, 0.018919460033338466, 0.020026015019186317, 51, 2.762 0.9500000000000001, 0.018885289605050183, 0.02008925300273587, 51, 3.309 0.9600000000000001, 0.01884423014578167, 0.020169588201790007, 51, 3.871 0.9700000000000001, 0.018791786503026934, 0.02027980735550476, 51, 4.423 0.9800000000000001, 0.018721998016877624, 0.02044175983725661, 51, 5.133 0.9900000000000001, 0.018610754220422476, 0.020744443287078262, 51, 5.681 ;experiment: 70;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (18000+2322)*p1^8 - (6*18000+5972)*p1^7 + (16*18000+9815)*p1^6 - (24*18000+12027)*p1^5 + (22*18000+11102)*p1^4 - (14*18000+6277)*p1^3 + (8*18000+2455)*p1^2 - (4*18000+355)*p1 + 18000 ) / ( 2*18000*p1^8 - 12*18000*p1^7 + 34*18000*p1^6 - 54*18000*p1^5 + 52*18000*p1^4 - 32*18000*p1^3 + 18*18000*p1^2 - 8*18000*p1 + 2*18000 ) for the parameter intervals below: 0.9, 0.01947646311287726, 0.020054506983993352, 51, 0.552 0.91, 0.019460693918465992, 0.02007496992132938, 51, 1.095 0.92, 0.01944169415122165, 0.020100029297293008, 51, 1.649 0.93, 0.019421696815490476, 0.020126930360457262, 51, 2.203 0.9400000000000001, 0.01939863320789823, 0.020158625768075335, 51, 2.745 0.9500000000000001, 0.01937139601547428, 0.02019701378221878, 51, 3.302 0.9600000000000001, 0.019338119520552078, 0.020245381711943747, 51, 3.849 0.9700000000000001, 0.01929431724057661, 0.02031163575140223, 51, 4.403 0.9800000000000001, 0.019235236471906177, 0.02040607014271613, 51, 4.95 0.9900000000000001, 0.01913698264964747, 0.020577514307744595, 51, 5.513 ;experiment: 71;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (18000+2322)*p1^8 - (6*18000+5972)*p1^7 + (16*18000+9815)*p1^6 - (24*18000+12027)*p1^5 + (22*18000+11102)*p1^4 - (14*18000+6277)*p1^3 + (8*18000+2455)*p1^2 - (4*18000+355)*p1 + 18000 ) / ( 2*18000*p1^8 - 12*18000*p1^7 + 34*18000*p1^6 - 54*18000*p1^5 + 52*18000*p1^4 - 32*18000*p1^3 + 18*18000*p1^2 - 8*18000*p1 + 2*18000 ) for the parameter intervals below: 0.9, 0.019590910853383756, 0.020007895628419137, 51, 0.702 0.91, 0.01957915691030021, 0.02002202174471165, 51, 1.245 0.92, 0.019565969129216626, 0.020038052146671145, 51, 1.799 0.93, 0.01955097117833177, 0.02005651995298647, 51, 2.34 0.9400000000000001, 0.019533506398441286, 0.020078349246129244, 51, 2.894 0.9500000000000001, 0.01951281673840983, 0.020104672956643654, 51, 3.436 0.9600000000000001, 0.01948610593263059, 0.020139413211356705, 51, 3.995 0.9700000000000001, 0.01945353242105668, 0.02018300802908464, 51, 4.539 0.9800000000000001, 0.019407846980796156, 0.020246521862946055, 51, 5.096 0.9900000000000001, 0.01932930635646739, 0.020362704778479877, 51, 5.643 ;experiment: 72;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (19000+2322)*p1^8 - (6*19000+5972)*p1^7 + (16*19000+9815)*p1^6 - (24*19000+12027)*p1^5 + (22*19000+11102)*p1^4 - (14*19000+6277)*p1^3 + (8*19000+2455)*p1^2 - (4*19000+355)*p1 + 19000 ) / ( 2*19000*p1^8 - 12*19000*p1^7 + 34*19000*p1^6 - 54*19000*p1^5 + 52*19000*p1^4 - 32*19000*p1^3 + 18*19000*p1^2 - 8*19000*p1 + 2*19000 ) for the parameter intervals below: 0.9, 0.017859954292774326, 0.021814161817097343, 51, 0.563 0.91, 0.01780560534348224, 0.02203672937248973, 51, 1.123 0.92, 0.017747368437669487, 0.022297691957301736, 51, 1.677 0.93, 0.01768464290507294, 0.022609290975753978, 51, 2.386 0.9400000000000001, 0.017616574258283297, 0.022990572226840304, 51, 2.935 0.9500000000000001, 0.01754137129848385, 0.023476838445600636, 51, 3.495 0.9600000000000001, 0.017458698562958536, 0.024115480473073287, 51, 4.042 0.9700000000000001, 0.017365377052993864, 0.02502243112451945, 51, 4.602 0.9800000000000001, 0.017257379074026566, 0.026474938151110617, 51, 5.164 0.9900000000000001, 0.017128186203857396, 0.02949639778508652, 51, 5.716 ;experiment: 73;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (19000+2322)*p1^8 - (6*19000+5972)*p1^7 + (16*19000+9815)*p1^6 - (24*19000+12027)*p1^5 + (22*19000+11102)*p1^4 - (14*19000+6277)*p1^3 + (8*19000+2455)*p1^2 - (4*19000+355)*p1 + 19000 ) / ( 2*19000*p1^8 - 12*19000*p1^7 + 34*19000*p1^6 - 54*19000*p1^5 + 52*19000*p1^4 - 32*19000*p1^3 + 18*19000*p1^2 - 8*19000*p1 + 2*19000 ) for the parameter intervals below: 0.9, 0.01810047492149357, 0.018949484465496397, 51, 0.558 0.91, 0.018078697417223618, 0.018984149307800288, 51, 1.108 0.92, 0.018055677468533694, 0.019021925330780027, 51, 1.678 0.93, 0.018029782101881147, 0.019065846342537607, 51, 2.236 0.9400000000000001, 0.01800019298856321, 0.019117986716227414, 51, 2.797 0.9500000000000001, 0.017965597224735497, 0.01918176960299706, 51, 3.513 0.9600000000000001, 0.017924016778050646, 0.01926278670882836, 51, 4.071 0.9700000000000001, 0.0178708908094594, 0.019373923722956682, 51, 4.629 0.9800000000000001, 0.01780016194198849, 0.01953719051407243, 51, 5.179 0.9900000000000001, 0.01768733008768704, 0.019842233008376484, 51, 5.734 ;experiment: 74;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (19000+2322)*p1^8 - (6*19000+5972)*p1^7 + (16*19000+9815)*p1^6 - (24*19000+12027)*p1^5 + (22*19000+11102)*p1^4 - (14*19000+6277)*p1^3 + (8*19000+2455)*p1^2 - (4*19000+355)*p1 + 19000 ) / ( 2*19000*p1^8 - 12*19000*p1^7 + 34*19000*p1^6 - 54*19000*p1^5 + 52*19000*p1^4 - 32*19000*p1^3 + 18*19000*p1^2 - 8*19000*p1 + 2*19000 ) for the parameter intervals below: 0.9, 0.01856333693342095, 0.019146725098209083, 51, 0.544 0.91, 0.01854740998660105, 0.019167364088179432, 51, 1.101 0.92, 0.01852821913624117, 0.019192638028388463, 51, 1.658 0.93, 0.018508019466838613, 0.019219768179777583, 51, 2.204 0.9400000000000001, 0.018484720916361278, 0.019251731882226238, 51, 2.765 0.9500000000000001, 0.018457204025353495, 0.01929044254583764, 51, 3.308 0.9600000000000001, 0.018423582421492977, 0.019339213519261017, 51, 3.864 0.9700000000000001, 0.018379319960676155, 0.01940601354829731, 51, 4.409 0.9800000000000001, 0.01831960729820683, 0.019501214520412757, 51, 5.122 0.9900000000000001, 0.018220271771533073, 0.019674017787237572, 51, 5.668 ;experiment: 75;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (19000+2322)*p1^8 - (6*19000+5972)*p1^7 + (16*19000+9815)*p1^6 - (24*19000+12027)*p1^5 + (22*19000+11102)*p1^4 - (14*19000+6277)*p1^3 + (8*19000+2455)*p1^2 - (4*19000+355)*p1 + 19000 ) / ( 2*19000*p1^8 - 12*19000*p1^7 + 34*19000*p1^6 - 54*19000*p1^5 + 52*19000*p1^4 - 32*19000*p1^3 + 18*19000*p1^2 - 8*19000*p1 + 2*19000 ) for the parameter intervals below: 0.9, 0.018678907840279698, 0.01909970982498614, 51, 0.552 0.91, 0.01866704024152363, 0.019113958784056192, 51, 1.105 0.92, 0.018653724491376103, 0.019130128133066613, 51, 1.645 0.93, 0.018638580422170436, 0.019148755419765864, 51, 2.198 0.9400000000000001, 0.01862094469593868, 0.019170772413565074, 51, 2.744 0.9500000000000001, 0.018600051398515893, 0.019197321324337786, 51, 3.298 0.9600000000000001, 0.018573075848324103, 0.019232356902827884, 51, 3.847 0.9700000000000001, 0.018540176596049247, 0.019276319362779282, 51, 4.405 0.9800000000000001, 0.018494028753545232, 0.019340363125020167, 51, 4.963 0.9900000000000001, 0.018414677215637613, 0.019457498789450394, 51, 5.509 ;experiment: 76;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (20000+2322)*p1^8 - (6*20000+5972)*p1^7 + (16*20000+9815)*p1^6 - (24*20000+12027)*p1^5 + (22*20000+11102)*p1^4 - (14*20000+6277)*p1^3 + (8*20000+2455)*p1^2 - (4*20000+355)*p1 + 20000 ) / ( 2*20000*p1^8 - 12*20000*p1^7 + 34*20000*p1^6 - 54*20000*p1^5 + 52*20000*p1^4 - 32*20000*p1^3 + 18*20000*p1^2 - 8*20000*p1 + 2*20000 ) for the parameter intervals below: 0.9, 0.01703101953220543, 0.02101403639114421, 51, 0.717 0.91, 0.0169760192654094, 0.02123780033071481, 51, 1.267 0.92, 0.016917060350202365, 0.021500138444813577, 51, 1.829 0.93, 0.016853525802920755, 0.021813344301132704, 51, 2.388 0.9400000000000001, 0.01678453700916801, 0.022196543532920266, 51, 2.937 0.9500000000000001, 0.016708257150667562, 0.02268518648624732, 51, 3.496 0.9600000000000001, 0.016624310777248175, 0.023326845590177094, 51, 4.047 0.9700000000000001, 0.016529403753963626, 0.02423790575006653, 51, 4.608 0.9800000000000001, 0.01641928457239748, 0.025696643111314407, 51, 5.166 0.9900000000000001, 0.01628678248838785, 0.028730033153856582, 51, 5.732 ;experiment: 77;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (20000+2322)*p1^8 - (6*20000+5972)*p1^7 + (16*20000+9815)*p1^6 - (24*20000+12027)*p1^5 + (22*20000+11102)*p1^4 - (14*20000+6277)*p1^3 + (8*20000+2455)*p1^2 - (4*20000+355)*p1 + 20000 ) / ( 2*20000*p1^8 - 12*20000*p1^7 + 34*20000*p1^6 - 54*20000*p1^5 + 52*20000*p1^4 - 32*20000*p1^3 + 18*20000*p1^2 - 8*20000*p1 + 2*20000 ) for the parameter intervals below: 0.9, 0.01727420986762916, 0.01813093026736769, 51, 0.559 0.91, 0.017252202952022795, 0.018165872586107207, 51, 1.105 0.92, 0.017228938096848365, 0.01820394849562653, 51, 1.816 0.93, 0.017202764173534255, 0.018248215002590423, 51, 2.37 0.9400000000000001, 0.017172852648265503, 0.01830076124356131, 51, 2.927 0.9500000000000001, 0.01713787408245421, 0.018365034543233134, 51, 3.475 0.9600000000000001, 0.017095824747092488, 0.01844666536516632, 51, 4.031 0.9700000000000001, 0.01704208468524731, 0.018558628453664093, 51, 4.592 0.9800000000000001, 0.01697050947458517, 0.01872307812320702, 51, 5.141 0.9900000000000001, 0.016856248368222387, 0.019030243757543478, 51, 5.699 ;experiment: 78;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (20000+2322)*p1^8 - (6*20000+5972)*p1^7 + (16*20000+9815)*p1^6 - (24*20000+12027)*p1^5 + (22*20000+11102)*p1^4 - (14*20000+6277)*p1^3 + (8*20000+2455)*p1^2 - (4*20000+355)*p1 + 20000 ) / ( 2*20000*p1^8 - 12*20000*p1^7 + 34*20000*p1^6 - 54*20000*p1^5 + 52*20000*p1^4 - 32*20000*p1^3 + 18*20000*p1^2 - 8*20000*p1 + 2*20000 ) for the parameter intervals below: 0.9, 0.017741523371911917, 0.01832972140100012, 51, 0.549 0.91, 0.017725454447923547, 0.018350518838344893, 51, 1.106 0.92, 0.017706091622756014, 0.018375985886372934, 51, 1.657 0.93, 0.017685709853051665, 0.018403322217165258, 51, 2.218 0.9400000000000001, 0.017662199853979307, 0.01843552738496249, 51, 2.926 0.9500000000000001, 0.017634431234245893, 0.01847452843309183, 51, 3.466 0.9600000000000001, 0.01760049903234248, 0.01852366214584695, 51, 4.027 0.9700000000000001, 0.017555822408767, 0.018590953565502624, 51, 4.631 0.9800000000000001, 0.017495541041879073, 0.01868684446033899, 51, 5.224 0.9900000000000001, 0.017395231981229078, 0.01886087091878273, 51, 5.776 ;experiment: 79;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (20000+2322)*p1^8 - (6*20000+5972)*p1^7 + (16*20000+9815)*p1^6 - (24*20000+12027)*p1^5 + (22*20000+11102)*p1^4 - (14*20000+6277)*p1^3 + (8*20000+2455)*p1^2 - (4*20000+355)*p1 + 20000 ) / ( 2*20000*p1^8 - 12*20000*p1^7 + 34*20000*p1^6 - 54*20000*p1^5 + 52*20000*p1^4 - 32*20000*p1^3 + 18*20000*p1^2 - 8*20000*p1 + 2*20000 ) for the parameter intervals below: 0.9, 0.01785810512848419, 0.018282342601895166, 51, 0.558 0.91, 0.017846135239624337, 0.018296702119467274, 51, 1.106 0.92, 0.017832704317319478, 0.018312996520822456, 51, 1.662 0.93, 0.017817428741624838, 0.018331767339868237, 51, 2.219 0.9400000000000001, 0.01779963916368769, 0.018353953264255794, 51, 2.771 0.9500000000000001, 0.017778562592610684, 0.01838070485525899, 51, 3.329 0.9600000000000001, 0.01775134877244622, 0.018416006225155088, 51, 3.881 0.9700000000000001, 0.017718156353544286, 0.018460299563107258, 51, 4.615 0.9800000000000001, 0.01767159234901706, 0.018524820260886938, 51, 5.171 0.9900000000000001, 0.01759151098888952, 0.018642813399324904, 51, 5.725 ;experiment: 80;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (21000+2322)*p1^8 - (6*21000+5972)*p1^7 + (16*21000+9815)*p1^6 - (24*21000+12027)*p1^5 + (22*21000+11102)*p1^4 - (14*21000+6277)*p1^3 + (8*21000+2455)*p1^2 - (4*21000+355)*p1 + 21000 ) / ( 2*21000*p1^8 - 12*21000*p1^7 + 34*21000*p1^6 - 54*21000*p1^5 + 52*21000*p1^4 - 32*21000*p1^3 + 18*21000*p1^2 - 8*21000*p1 + 2*21000 ) for the parameter intervals below: 0.9, 0.016281030939309476, 0.020290113386709288, 51, 0.561 0.91, 0.016225441385243563, 0.020514959769106694, 51, 1.111 0.92, 0.01616582922344437, 0.020778542409704184, 51, 1.671 0.93, 0.016101562710496647, 0.021093202071714175, 51, 2.235 0.9400000000000001, 0.01603174140282505, 0.02147813661937169, 51, 2.798 0.9500000000000001, 0.015954487207401252, 0.021968929951591297, 51, 3.359 0.9600000000000001, 0.01586938849493919, 0.022613318791367593, 51, 3.914 0.9700000000000001, 0.015773046959603684, 0.023528097077941176, 51, 4.511 0.9800000000000001, 0.015661008594729325, 0.02499247140864037, 51, 5.064 0.9900000000000001, 0.015525512215338686, 0.028036655630362495, 51, 5.787 ;experiment: 81;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (21000+2322)*p1^8 - (6*21000+5972)*p1^7 + (16*21000+9815)*p1^6 - (24*21000+12027)*p1^5 + (22*21000+11102)*p1^4 - (14*21000+6277)*p1^3 + (8*21000+2455)*p1^2 - (4*21000+355)*p1 + 21000 ) / ( 2*21000*p1^8 - 12*21000*p1^7 + 34*21000*p1^6 - 54*21000*p1^5 + 52*21000*p1^4 - 32*21000*p1^3 + 18*21000*p1^2 - 8*21000*p1 + 2*21000 ) for the parameter intervals below: 0.9, 0.01652663672365457, 0.01739033361191377, 51, 0.55 0.91, 0.016504422245411675, 0.017425526980766246, 51, 1.122 0.92, 0.01648093580818101, 0.01746387421620586, 51, 1.691 0.93, 0.016454509857413684, 0.017508453314061926, 51, 2.242 0.9400000000000001, 0.016424306626092015, 0.017561366768296522, 51, 2.815 0.9500000000000001, 0.016388981715627665, 0.017626083774876, 51, 3.363 0.9600000000000001, 0.016346508147654083, 0.017708269863755212, 51, 3.926 0.9700000000000001, 0.016292212477626255, 0.017820980352877838, 51, 4.476 0.9800000000000001, 0.016219871527888122, 0.01798650024575699, 51, 5.044 0.9900000000000001, 0.016104317288709563, 0.018295586816312322, 51, 5.612 ;experiment: 82;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (21000+2322)*p1^8 - (6*21000+5972)*p1^7 + (16*21000+9815)*p1^6 - (24*21000+12027)*p1^5 + (22*21000+11102)*p1^4 - (14*21000+6277)*p1^3 + (8*21000+2455)*p1^2 - (4*21000+355)*p1 + 21000 ) / ( 2*21000*p1^8 - 12*21000*p1^7 + 34*21000*p1^6 - 54*21000*p1^5 + 52*21000*p1^4 - 32*21000*p1^3 + 18*21000*p1^2 - 8*21000*p1 + 2*21000 ) for the parameter intervals below: 0.9, 0.016997977768643136, 0.01759052757971806, 51, 0.55 0.91, 0.016981780389120134, 0.017611468374209856, 51, 1.245 0.92, 0.016962261967699864, 0.017637110138836763, 51, 1.801 0.93, 0.01694171544057684, 0.017664633012898872, 51, 2.35 0.9400000000000001, 0.016918014130871552, 0.01769705664933852, 51, 2.904 0.9500000000000001, 0.01689001775657513, 0.017736320426322706, 51, 3.459 0.9600000000000001, 0.016855804537393954, 0.017785782331803304, 51, 4.014 0.9700000000000001, 0.01681075319513429, 0.017853518342974793, 51, 4.574 0.9800000000000001, 0.01674995728615175, 0.017950033453608603, 51, 5.136 0.9900000000000001, 0.01664876740905176, 0.018125166609226223, 51, 5.692 ;experiment: 83;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (21000+2322)*p1^8 - (6*21000+5972)*p1^7 + (16*21000+9815)*p1^6 - (24*21000+12027)*p1^5 + (22*21000+11102)*p1^4 - (14*21000+6277)*p1^3 + (8*21000+2455)*p1^2 - (4*21000+355)*p1 + 21000 ) / ( 2*21000*p1^8 - 12*21000*p1^7 + 34*21000*p1^6 - 54*21000*p1^5 + 52*21000*p1^4 - 32*21000*p1^3 + 18*21000*p1^2 - 8*21000*p1 + 2*21000 ) for the parameter intervals below: 0.9, 0.017115474103527567, 0.017542819876242434, 51, 0.566 0.91, 0.017103411666480245, 0.017557279422933496, 51, 1.118 0.92, 0.017089876540791454, 0.017573686966886604, 51, 1.681 0.93, 0.017074481983036325, 0.017592587648533442, 51, 2.232 0.9400000000000001, 0.017056553205935843, 0.01761492641488129, 51, 2.937 0.9500000000000001, 0.017035310815838152, 0.017641861383237943, 51, 3.489 0.9600000000000001, 0.01700788141808217, 0.017677403231066955, 51, 4.044 0.9700000000000001, 0.016974423753182328, 0.017721995934830995, 51, 4.598 0.9800000000000001, 0.016927483221112195, 0.01778694814571842, 51, 5.159 0.9900000000000001, 0.016846741545643435, 0.017905717093975378, 51, 5.725 ;experiment: 84;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (22000+2322)*p1^8 - (6*22000+5972)*p1^7 + (16*22000+9815)*p1^6 - (24*22000+12027)*p1^5 + (22*22000+11102)*p1^4 - (14*22000+6277)*p1^3 + (8*22000+2455)*p1^2 - (4*22000+355)*p1 + 22000 ) / ( 2*22000*p1^8 - 12*22000*p1^7 + 34*22000*p1^6 - 54*22000*p1^5 + 52*22000*p1^4 - 32*22000*p1^3 + 18*22000*p1^2 - 8*22000*p1 + 2*22000 ) for the parameter intervals below: 0.9, 0.015599223127586975, 0.019632001564496876, 51, 0.56 0.91, 0.015543097857822843, 0.0198578319858297, 51, 1.122 0.92, 0.015482891835482453, 0.0201225460141519, 51, 1.684 0.93, 0.01541795989920316, 0.020438527317698716, 51, 2.24 0.9400000000000001, 0.01534738176069454, 0.020825039425236665, 51, 2.804 0.9500000000000001, 0.01526924180443623, 0.021317787647361437, 51, 3.361 0.9600000000000001, 0.015183095511021332, 0.021964658065175533, 51, 4.084 0.9700000000000001, 0.015085449873821526, 0.02288281646691862, 51, 4.637 0.9800000000000001, 0.014971666796849727, 0.024352315315301583, 51, 5.202 0.9900000000000001, 0.014833448130858759, 0.027406312427185955, 51, 5.759 ;experiment: 85;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (22000+2322)*p1^8 - (6*22000+5972)*p1^7 + (16*22000+9815)*p1^6 - (24*22000+12027)*p1^5 + (22*22000+11102)*p1^4 - (14*22000+6277)*p1^3 + (8*22000+2455)*p1^2 - (4*22000+355)*p1 + 22000 ) / ( 2*22000*p1^8 - 12*22000*p1^7 + 34*22000*p1^6 - 54*22000*p1^5 + 52*22000*p1^4 - 32*22000*p1^3 + 18*22000*p1^2 - 8*22000*p1 + 2*22000 ) for the parameter intervals below: 0.9, 0.015847024774589564, 0.016717063925141537, 51, 0.564 0.91, 0.015824621603037367, 0.016752485521366305, 51, 1.125 0.92, 0.015800933727574358, 0.01679107941672945, 51, 1.673 0.93, 0.01577427866093464, 0.016835942688127825, 51, 2.232 0.9400000000000001, 0.01574381024229677, 0.0168891899725975, 51, 2.788 0.9500000000000001, 0.01570817047305749, 0.01695431034909642, 51, 3.349 0.9600000000000001, 0.015665311239072013, 0.017037001226108957, 51, 3.904 0.9700000000000001, 0.015610510470700941, 0.017150391170343077, 51, 4.463 0.9800000000000001, 0.015537473394528885, 0.01731688399352999, 51, 5.026 0.9900000000000001, 0.015420743580061116, 0.01762771686974043, 51, 5.583 ;experiment: 86;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (22000+2322)*p1^8 - (6*22000+5972)*p1^7 + (16*22000+9815)*p1^6 - (24*22000+12027)*p1^5 + (22*22000+11102)*p1^4 - (14*22000+6277)*p1^3 + (8*22000+2455)*p1^2 - (4*22000+355)*p1 + 22000 ) / ( 2*22000*p1^8 - 12*22000*p1^7 + 34*22000*p1^6 - 54*22000*p1^5 + 52*22000*p1^4 - 32*22000*p1^3 + 18*22000*p1^2 - 8*22000*p1 + 2*22000 ) for the parameter intervals below: 0.9, 0.016322027220215723, 0.01691853319673225, 51, 0.705 0.91, 0.01630571306293454, 0.016939604315904043, 51, 1.25 0.92, 0.016286053190376133, 0.016965404913801985, 51, 1.898 0.93, 0.016265356883783912, 0.01699309737265516, 51, 2.534 0.9400000000000001, 0.016241481655317826, 0.0170257196169585, 51, 3.083 0.9500000000000001, 0.01621327823142025, 0.017065222238350226, 51, 3.653 0.9600000000000001, 0.01617880954198799, 0.0171149825008567, 51, 4.202 0.9700000000000001, 0.016133417546380268, 0.017183122686129294, 51, 4.763 0.9800000000000001, 0.01607215387185536, 0.01728020526567124, 51, 5.318 0.9900000000000001, 0.015970163252523973, 0.017456344509631398, 51, 5.884 ;experiment: 87;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (22000+2322)*p1^8 - (6*22000+5972)*p1^7 + (16*22000+9815)*p1^6 - (24*22000+12027)*p1^5 + (22*22000+11102)*p1^4 - (14*22000+6277)*p1^3 + (8*22000+2455)*p1^2 - (4*22000+355)*p1 + 22000 ) / ( 2*22000*p1^8 - 12*22000*p1^7 + 34*22000*p1^6 - 54*22000*p1^5 + 52*22000*p1^4 - 32*22000*p1^3 + 18*22000*p1^2 - 8*22000*p1 + 2*22000 ) for the parameter intervals below: 0.9, 0.016440354989929386, 0.016870526489283156, 51, 0.558 0.91, 0.0164282084181647, 0.01688507697154007, 51, 1.107 0.92, 0.016414578562130234, 0.016901587372400145, 51, 1.805 0.93, 0.0163990758388646, 0.01692060611095499, 51, 2.351 0.9400000000000001, 0.01638102051706966, 0.016943083824541235, 51, 2.94 0.9500000000000001, 0.016359627382409994, 0.016970185499580615, 51, 3.493 0.9600000000000001, 0.016332002005022033, 0.017005945963715005, 51, 4.049 0.9700000000000001, 0.016298303207398737, 0.017050810818215457, 51, 4.609 0.9800000000000001, 0.016251020377561105, 0.017116155313745746, 51, 5.171 0.9900000000000001, 0.016169678415418495, 0.01723562954365661, 51, 5.74 ;experiment: 88;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (23000+2322)*p1^8 - (6*23000+5972)*p1^7 + (16*23000+9815)*p1^6 - (24*23000+12027)*p1^5 + (22*23000+11102)*p1^4 - (14*23000+6277)*p1^3 + (8*23000+2455)*p1^2 - (4*23000+355)*p1 + 23000 ) / ( 2*23000*p1^8 - 12*23000*p1^7 + 34*23000*p1^6 - 54*23000*p1^5 + 52*23000*p1^4 - 32*23000*p1^3 + 18*23000*p1^2 - 8*23000*p1 + 2*23000 ) for the parameter intervals below: 0.9, 0.01497670295166643, 0.019031116857256346, 51, 0.561 0.91, 0.014920088550177934, 0.019257845748922673, 51, 1.132 0.92, 0.01485934030734665, 0.019523592783428613, 51, 1.69 0.93, 0.01479380081062824, 0.019840780803160492, 51, 2.272 0.9400000000000001, 0.014722531652661243, 0.020228733291460875, 51, 2.977 0.9500000000000001, 0.014643582958249227, 0.020723266413063594, 51, 3.55 0.9600000000000001, 0.014556480177879028, 0.021372402619523695, 51, 4.112 0.9700000000000001, 0.014457643838975813, 0.022293647213376518, 51, 4.665 0.9800000000000001, 0.01434226776400804, 0.023767824969208262, 51, 5.231 0.9900000000000001, 0.014201563367146081, 0.026830781676459595, 51, 5.791 ;experiment: 89;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (23000+2322)*p1^8 - (6*23000+5972)*p1^7 + (16*23000+9815)*p1^6 - (24*23000+12027)*p1^5 + (22*23000+11102)*p1^4 - (14*23000+6277)*p1^3 + (8*23000+2455)*p1^2 - (4*23000+355)*p1 + 23000 ) / ( 2*23000*p1^8 - 12*23000*p1^7 + 34*23000*p1^6 - 54*23000*p1^5 + 52*23000*p1^4 - 32*23000*p1^3 + 18*23000*p1^2 - 8*23000*p1 + 2*23000 ) for the parameter intervals below: 0.9, 0.015226509516745422, 0.016102339428520983, 51, 0.564 0.91, 0.015203934060000507, 0.016137969406260864, 51, 1.127 0.92, 0.01518006226267148, 0.01617678851285967, 51, 1.678 0.93, 0.01515319800328363, 0.016221911247059368, 51, 2.252 0.9400000000000001, 0.015122487457093992, 0.01627546333304798, 51, 2.808 0.9500000000000001, 0.0150865602081016, 0.01634095200381829, 51, 3.375 0.9600000000000001, 0.015043348844281997, 0.016424103774345715, 51, 3.926 0.9700000000000001, 0.014988086899159779, 0.016538114090637913, 51, 4.64 0.9800000000000001, 0.014914414229287224, 0.01670549524149607, 51, 5.207 0.9900000000000001, 0.014796611063469564, 0.017017922570694635, 51, 5.762 ;experiment: 90;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (23000+2322)*p1^8 - (6*23000+5972)*p1^7 + (16*23000+9815)*p1^6 - (24*23000+12027)*p1^5 + (22*23000+11102)*p1^4 - (14*23000+6277)*p1^3 + (8*23000+2455)*p1^2 - (4*23000+355)*p1 + 23000 ) / ( 2*23000*p1^8 - 12*23000*p1^7 + 34*23000*p1^6 - 54*23000*p1^5 + 52*23000*p1^4 - 32*23000*p1^3 + 18*23000*p1^2 - 8*23000*p1 + 2*23000 ) for the parameter intervals below: 0.9, 0.01570485498034893, 0.0163049731079209, 51, 0.557 0.91, 0.015688434199897267, 0.016326163219189997, 51, 1.109 0.92, 0.015668645176296254, 0.01635210883877146, 51, 1.676 0.93, 0.015647812114535305, 0.016379956135910256, 51, 2.23 0.9400000000000001, 0.015623778090684094, 0.016412759717824705, 51, 2.788 0.9500000000000001, 0.015595385621496781, 0.01645248041454989, 51, 3.344 0.9600000000000001, 0.015560683676616775, 0.016502513089991806, 51, 3.894 0.9700000000000001, 0.015514980649688419, 0.016571022303794012, 51, 4.457 0.9800000000000001, 0.015453289884888014, 0.016668623007117342, 51, 5.015 0.9900000000000001, 0.015350568153086684, 0.016845680853478984, 51, 5.579 ;experiment: 91;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (23000+2322)*p1^8 - (6*23000+5972)*p1^7 + (16*23000+9815)*p1^6 - (24*23000+12027)*p1^5 + (22*23000+11102)*p1^4 - (14*23000+6277)*p1^3 + (8*23000+2455)*p1^2 - (4*23000+355)*p1 + 23000 ) / ( 2*23000*p1^8 - 12*23000*p1^7 + 34*23000*p1^6 - 54*23000*p1^5 + 52*23000*p1^4 - 32*23000*p1^3 + 18*23000*p1^2 - 8*23000*p1 + 2*23000 ) for the parameter intervals below: 0.9, 0.01582394188620993, 0.016256693396845132, 51, 0.552 0.91, 0.015811718495790272, 0.016271326907224392, 51, 1.254 0.92, 0.015798002146830255, 0.01628793122091311, 51, 1.82 0.93, 0.015782400663752534, 0.016307057750557272, 51, 2.371 0.9400000000000001, 0.015764229801150026, 0.016329662329011493, 51, 2.928 0.9500000000000001, 0.015742699030150083, 0.016356916214502748, 51, 3.473 0.9600000000000001, 0.015714894714838466, 0.016392876284829612, 51, 4.08 0.9700000000000001, 0.015680975752552215, 0.01643798962478513, 51, 4.669 0.9800000000000001, 0.015633380389972126, 0.016503692293251954, 51, 5.225 0.9900000000000001, 0.015551490339995762, 0.016623810475973687, 51, 5.784 ;experiment: 92;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (24000+2322)*p1^8 - (6*24000+5972)*p1^7 + (16*24000+9815)*p1^6 - (24*24000+12027)*p1^5 + (22*24000+11102)*p1^4 - (14*24000+6277)*p1^3 + (8*24000+2455)*p1^2 - (4*24000+355)*p1 + 24000 ) / ( 2*24000*p1^8 - 12*24000*p1^7 + 34*24000*p1^6 - 54*24000*p1^5 + 52*24000*p1^4 - 32*24000*p1^3 + 18*24000*p1^2 - 8*24000*p1 + 2*24000 ) for the parameter intervals below: 0.9, 0.014406059457071624, 0.018480305875622494, 51, 0.555 0.91, 0.014348996684835105, 0.018707858365090556, 51, 1.119 0.92, 0.014287751406553336, 0.0189745523219309, 51, 1.675 0.93, 0.014221654979436553, 0.01929284649816915, 51, 2.378 0.9400000000000001, 0.014149752386965071, 0.019682119335500906, 51, 2.94 0.9500000000000001, 0.01407006234924494, 0.020178288614958673, 51, 3.497 0.9600000000000001, 0.013982082789165623, 0.020829501794342484, 51, 4.061 0.9700000000000001, 0.01388215497370159, 0.021753575397629638, 51, 4.619 0.9800000000000001, 0.01376531865056319, 0.023232042151958062, 51, 5.183 0.9900000000000001, 0.013622335529918452, 0.026303211821628158, 51, 5.743 ;experiment: 93;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (24000+2322)*p1^8 - (6*24000+5972)*p1^7 + (16*24000+9815)*p1^6 - (24*24000+12027)*p1^5 + (22*24000+11102)*p1^4 - (14*24000+6277)*p1^3 + (8*24000+2455)*p1^2 - (4*24000+355)*p1 + 24000 ) / ( 2*24000*p1^8 - 12*24000*p1^7 + 34*24000*p1^6 - 54*24000*p1^5 + 52*24000*p1^4 - 32*24000*p1^3 + 18*24000*p1^2 - 8*24000*p1 + 2*24000 ) for the parameter intervals below: 0.9, 0.014657703863724343, 0.015538841973284373, 51, 0.556 0.91, 0.014634970478884396, 0.01557466296741588, 51, 1.107 0.92, 0.014610930086512108, 0.015613688517646914, 51, 1.666 0.93, 0.01458387406710365, 0.0156590490927449, 51, 2.23 0.9400000000000001, 0.014552941570656123, 0.015712880580127625, 51, 2.785 0.9500000000000001, 0.014516750798557162, 0.015778706853982864, 51, 3.482 0.9600000000000001, 0.01447321664905663, 0.01586228111022933, 51, 4.027 0.9700000000000001, 0.014417531958580473, 0.01597686010090771, 51, 4.591 0.9800000000000001, 0.014343276661148614, 0.016145055552133428, 51, 5.145 0.9900000000000001, 0.014224489589925775, 0.016458944463238444, 51, 5.708 ;experiment: 94;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (24000+2322)*p1^8 - (6*24000+5972)*p1^7 + (16*24000+9815)*p1^6 - (24*24000+12027)*p1^5 + (22*24000+11102)*p1^4 - (14*24000+6277)*p1^3 + (8*24000+2455)*p1^2 - (4*24000+355)*p1 + 24000 ) / ( 2*24000*p1^8 - 12*24000*p1^7 + 34*24000*p1^6 - 54*24000*p1^5 + 52*24000*p1^4 - 32*24000*p1^3 + 18*24000*p1^2 - 8*24000*p1 + 2*24000 ) for the parameter intervals below: 0.9, 0.015139113760468321, 0.015742543026509865, 51, 0.559 0.91, 0.015122595242110355, 0.015763842213869405, 51, 1.105 0.92, 0.015102687830057483, 0.01578992076999342, 51, 1.726 0.93, 0.015081729409392385, 0.01581791000222924, 51, 2.275 0.9400000000000001, 0.015057549823101556, 0.015850879810288265, 51, 2.841 0.9500000000000001, 0.015028984062400169, 0.015890800409399483, 51, 3.393 0.9600000000000001, 0.014994068300025419, 0.015941082796697825, 51, 3.951 0.9700000000000001, 0.014948080161055264, 0.016009930286651562, 51, 4.506 0.9800000000000001, 0.014885997896835597, 0.016108005936779794, 51, 5.071 0.9900000000000001, 0.014782605978603591, 0.01628590583533866, 51, 5.805 ;experiment: 95;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (24000+2322)*p1^8 - (6*24000+5972)*p1^7 + (16*24000+9815)*p1^6 - (24*24000+12027)*p1^5 + (22*24000+11102)*p1^4 - (14*24000+6277)*p1^3 + (8*24000+2455)*p1^2 - (4*24000+355)*p1 + 24000 ) / ( 2*24000*p1^8 - 12*24000*p1^7 + 34*24000*p1^6 - 54*24000*p1^5 + 52*24000*p1^4 - 32*24000*p1^3 + 18*24000*p1^2 - 8*24000*p1 + 2*24000 ) for the parameter intervals below: 0.9, 0.015258896541133151, 0.01569401306210796, 51, 0.545 0.91, 0.015246602733614185, 0.01570872268160052, 51, 1.112 0.92, 0.015232807099473075, 0.015725413082049954, 51, 1.659 0.93, 0.015217115086564701, 0.01574463842019214, 51, 2.216 0.9400000000000001, 0.015198838311555935, 0.015767359291444866, 51, 2.764 0.9500000000000001, 0.015177181373911849, 0.015794752703183135, 51, 3.321 0.9600000000000001, 0.015149213032169642, 0.015830895745848443, 51, 3.881 0.9700000000000001, 0.015115092252276342, 0.015876236864140757, 51, 4.433 0.9800000000000001, 0.015067210401348416, 0.015942267857798228, 51, 4.993 0.9900000000000001, 0.014984817937525468, 0.01606297633059646, 51, 5.548 ;experiment: 96;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (25000+2322)*p1^8 - (6*25000+5972)*p1^7 + (16*25000+9815)*p1^6 - (24*25000+12027)*p1^5 + (22*25000+11102)*p1^4 - (14*25000+6277)*p1^3 + (8*25000+2455)*p1^2 - (4*25000+355)*p1 + 25000 ) / ( 2*25000*p1^8 - 12*25000*p1^7 + 34*25000*p1^6 - 54*25000*p1^5 + 52*25000*p1^4 - 32*25000*p1^3 + 18*25000*p1^2 - 8*25000*p1 + 2*25000 ) for the parameter intervals below: 0.9, 0.013881067442044814, 0.017973559772518022, 51, 0.57 0.91, 0.013823592168720773, 0.018201869971967436, 51, 1.124 0.92, 0.013761889617823026, 0.018469435097357365, 51, 1.687 0.93, 0.013695280814740227, 0.018788746937577046, 51, 2.398 0.9400000000000001, 0.013622795462523606, 0.01917923449601594, 51, 2.954 0.9500000000000001, 0.013542423388960098, 0.019676909040699415, 51, 3.52 0.9600000000000001, 0.013453637191548814, 0.0203300330351739, 51, 4.072 0.9700000000000001, 0.013352705217649788, 0.021256709327141222, 51, 4.631 0.9800000000000001, 0.013234525466195836, 0.022739121960086428, 51, 5.191 0.9900000000000001, 0.013089445804621649, 0.02581784755518118, 51, 5.756 ;experiment: 97;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (25000+2322)*p1^8 - (6*25000+5972)*p1^7 + (16*25000+9815)*p1^6 - (24*25000+12027)*p1^5 + (22*25000+11102)*p1^4 - (14*25000+6277)*p1^3 + (8*25000+2455)*p1^2 - (4*25000+355)*p1 + 25000 ) / ( 2*25000*p1^8 - 12*25000*p1^7 + 34*25000*p1^6 - 54*25000*p1^5 + 52*25000*p1^4 - 32*25000*p1^3 + 18*25000*p1^2 - 8*25000*p1 + 2*25000 ) for the parameter intervals below: 0.9, 0.01413440266294186, 0.015020424314469387, 51, 0.568 0.91, 0.014111523984256559, 0.015056421043678494, 51, 1.123 0.92, 0.014087328484444444, 0.01509563652205219, 51, 1.685 0.93, 0.014060096045817008, 0.015141215910776653, 51, 2.236 0.9400000000000001, 0.01402895935513671, 0.015195304447440914, 51, 2.797 0.9500000000000001, 0.013992526141779291, 0.015261441316130346, 51, 3.349 0.9600000000000001, 0.013948695029449324, 0.015345404259241129, 51, 4.049 0.9700000000000001, 0.013892621413246015, 0.015460506430355889, 51, 4.6 0.9800000000000001, 0.01381783009846098, 0.01562945103791808, 51, 5.161 0.9900000000000001, 0.013698137834264516, 0.015944684604377538, 51, 5.721 ;experiment: 98;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (25000+2322)*p1^8 - (6*25000+5972)*p1^7 + (16*25000+9815)*p1^6 - (24*25000+12027)*p1^5 + (22*25000+11102)*p1^4 - (14*25000+6277)*p1^3 + (8*25000+2455)*p1^2 - (4*25000+355)*p1 + 25000 ) / ( 2*25000*p1^8 - 12*25000*p1^7 + 34*25000*p1^6 - 54*25000*p1^5 + 52*25000*p1^4 - 32*25000*p1^3 + 18*25000*p1^2 - 8*25000*p1 + 2*25000 ) for the parameter intervals below: 0.9, 0.014618631838180738, 0.015225107351611764, 51, 0.546 0.91, 0.014602023400948034, 0.01524650688897446, 51, 1.102 0.92, 0.014582007071517687, 0.015272707746718196, 51, 1.649 0.93, 0.014560933320660979, 0.015300827559241538, 51, 2.207 0.9400000000000001, 0.014536619816925635, 0.015333950295355302, 51, 2.758 0.9500000000000001, 0.014507894628031986, 0.015374054804661776, 51, 3.319 0.9600000000000001, 0.014472782153563917, 0.015424566926870189, 51, 3.872 0.9700000000000001, 0.01442653171151273, 0.015493725630881002, 51, 4.432 0.9800000000000001, 0.014364089267826442, 0.015592238232065793, 51, 5.154 0.9900000000000001, 0.014260080778077097, 0.015770912818650125, 51, 5.71 ;experiment: 99;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (25000+2322)*p1^8 - (6*25000+5972)*p1^7 + (16*25000+9815)*p1^6 - (24*25000+12027)*p1^5 + (22*25000+11102)*p1^4 - (14*25000+6277)*p1^3 + (8*25000+2455)*p1^2 - (4*25000+355)*p1 + 25000 ) / ( 2*25000*p1^8 - 12*25000*p1^7 + 34*25000*p1^6 - 54*25000*p1^5 + 52*25000*p1^4 - 32*25000*p1^3 + 18*25000*p1^2 - 8*25000*p1 + 2*25000 ) for the parameter intervals below: 0.9, 0.014739054823664156, 0.015176347154151398, 51, 0.558 0.91, 0.014726696232412231, 0.015191126794028209, 51, 1.104 0.92, 0.014712827655903935, 0.015207896394293662, 51, 1.668 0.93, 0.01469705235555193, 0.015227212636256203, 51, 2.214 0.9400000000000001, 0.014678678141129954, 0.015250040496883556, 51, 2.773 0.9500000000000001, 0.014656905130169495, 0.015277562272767414, 51, 3.322 0.9600000000000001, 0.01462878588411434, 0.015313873649987467, 51, 3.879 0.9700000000000001, 0.014594479432023516, 0.015359424324347809, 51, 4.444 0.9800000000000001, 0.01454633401181396, 0.015425757377179643, 51, 5.0 0.9900000000000001, 0.014463479327251703, 0.01554700891685168, 51, 5.576 ;experiment: 100;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (26000+2322)*p1^8 - (6*26000+5972)*p1^7 + (16*26000+9815)*p1^6 - (24*26000+12027)*p1^5 + (22*26000+11102)*p1^4 - (14*26000+6277)*p1^3 + (8*26000+2455)*p1^2 - (4*26000+355)*p1 + 26000 ) / ( 2*26000*p1^8 - 12*26000*p1^7 + 34*26000*p1^6 - 54*26000*p1^5 + 52*26000*p1^4 - 32*26000*p1^3 + 18*26000*p1^2 - 8*26000*p1 + 2*26000 ) for the parameter intervals below: 0.9, 0.013396459428171154, 0.017505794138883205, 51, 0.561 0.91, 0.013338603384616133, 0.01773480376292842, 51, 1.128 0.92, 0.013276478735918177, 0.01800317304390012, 51, 1.684 0.93, 0.013209396970404136, 0.018323424266260647, 51, 2.389 0.9400000000000001, 0.013136373686118424, 0.01871503310572457, 51, 2.952 0.9500000000000001, 0.013055372041005724, 0.019214097126000487, 51, 3.516 0.9600000000000001, 0.012965841255285477, 0.01986898494978868, 51, 4.104 0.9700000000000001, 0.012863982365909604, 0.02079806372361599, 51, 4.656 0.9800000000000001, 0.012744562526781418, 0.02228411870605187, 51, 5.221 0.9900000000000001, 0.01259754671994325, 0.025369819001539076, 51, 5.788 ;experiment: 101;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (26000+2322)*p1^8 - (6*26000+5972)*p1^7 + (16*26000+9815)*p1^6 - (24*26000+12027)*p1^5 + (22*26000+11102)*p1^4 - (14*26000+6277)*p1^3 + (8*26000+2455)*p1^2 - (4*26000+355)*p1 + 26000 ) / ( 2*26000*p1^8 - 12*26000*p1^7 + 34*26000*p1^6 - 54*26000*p1^5 + 52*26000*p1^4 - 32*26000*p1^3 + 18*26000*p1^2 - 8*26000*p1 + 2*26000 ) for the parameter intervals below: 0.9, 0.013651355400683053, 0.014541884937101247, 51, 0.555 0.91, 0.01362834260460015, 0.014578043883303466, 51, 1.111 0.92, 0.013604003928688782, 0.014617434679963235, 51, 1.673 0.93, 0.013576608641553902, 0.014663216050497247, 51, 2.238 0.9400000000000001, 0.013545283463885706, 0.014717541863421866, 51, 2.79 0.9500000000000001, 0.013508626458598698, 0.014783965435038893, 51, 3.351 0.9600000000000001, 0.01346452122673637, 0.01486828716602237, 51, 3.9 0.9700000000000001, 0.013408088602168931, 0.01498387227292391, 51, 4.614 0.9800000000000001, 0.013332802502134039, 0.015153508409412118, 51, 5.165 0.9900000000000001, 0.013212274675195361, 0.015469983196197143, 51, 5.727 ;experiment: 102;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (26000+2322)*p1^8 - (6*26000+5972)*p1^7 + (16*26000+9815)*p1^6 - (24*26000+12027)*p1^5 + (22*26000+11102)*p1^4 - (14*26000+6277)*p1^3 + (8*26000+2455)*p1^2 - (4*26000+355)*p1 + 26000 ) / ( 2*26000*p1^8 - 12*26000*p1^7 + 34*26000*p1^6 - 54*26000*p1^5 + 52*26000*p1^4 - 32*26000*p1^3 + 18*26000*p1^2 - 8*26000*p1 + 2*26000 ) for the parameter intervals below: 0.9, 0.014138186986835876, 0.01474747442093661, 51, 0.557 0.91, 0.014121495547566788, 0.014768966589070884, 51, 1.106 0.92, 0.01410137867902051, 0.01479528034061481, 51, 1.666 0.93, 0.01408019846952367, 0.014823520688791935, 51, 2.214 0.9400000000000001, 0.014055761349686786, 0.014856784589260659, 51, 2.779 0.9500000000000001, 0.0140268889963069, 0.014897058861827453, 51, 3.325 0.9600000000000001, 0.013991594941443662, 0.014947783047028219, 51, 3.883 0.9700000000000001, 0.013945102373473557, 0.015017229025555509, 51, 4.434 0.9800000000000001, 0.013882327456434805, 0.015116144966178758, 51, 4.998 0.9900000000000001, 0.013777749823745845, 0.015295534649398593, 51, 5.707 ;experiment: 103;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (26000+2322)*p1^8 - (6*26000+5972)*p1^7 + (16*26000+9815)*p1^6 - (24*26000+12027)*p1^5 + (22*26000+11102)*p1^4 - (14*26000+6277)*p1^3 + (8*26000+2455)*p1^2 - (4*26000+355)*p1 + 26000 ) / ( 2*26000*p1^8 - 12*26000*p1^7 + 34*26000*p1^6 - 54*26000*p1^5 + 52*26000*p1^4 - 32*26000*p1^3 + 18*26000*p1^2 - 8*26000*p1 + 2*26000 ) for the parameter intervals below: 0.9, 0.01425920093061385, 0.014698501700651397, 51, 0.549 0.91, 0.01424678253899497, 0.014713345974729036, 51, 1.108 0.92, 0.014232846631071366, 0.014730188682520233, 51, 1.654 0.93, 0.014216994450002678, 0.014749588835701, 51, 2.218 0.9400000000000001, 0.014198530291505938, 0.014772515455748475, 51, 2.769 0.9500000000000001, 0.014176650135948812, 0.014800155721614439, 51, 3.323 0.9600000000000001, 0.014148391593601827, 0.014836622484578938, 51, 3.88 0.9700000000000001, 0.014113913751788566, 0.01488236659530716, 51, 4.441 0.9800000000000001, 0.01406552503686017, 0.014948978471993812, 51, 5.002 0.9900000000000001, 0.013982243686998535, 0.015070731304163093, 51, 5.548 ;experiment: 104;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (27000+2322)*p1^8 - (6*27000+5972)*p1^7 + (16*27000+9815)*p1^6 - (24*27000+12027)*p1^5 + (22*27000+11102)*p1^4 - (14*27000+6277)*p1^3 + (8*27000+2455)*p1^2 - (4*27000+355)*p1 + 27000 ) / ( 2*27000*p1^8 - 12*27000*p1^7 + 34*27000*p1^6 - 54*27000*p1^5 + 52*27000*p1^4 - 32*27000*p1^3 + 18*27000*p1^2 - 8*27000*p1 + 2*27000 ) for the parameter intervals below: 0.9, 0.012947748304217651, 0.017072677811444077, 51, 0.56 0.91, 0.012889539695630404, 0.01730233505085635, 51, 1.113 0.92, 0.012827024215634954, 0.017571448920330367, 51, 1.82 0.93, 0.012759504521946626, 0.01789256994096712, 51, 2.375 0.9400000000000001, 0.012685983152406887, 0.018285217003601147, 51, 2.936 0.9500000000000001, 0.012604398570676743, 0.01878556757535206, 51, 3.5 0.9600000000000001, 0.012514178351343025, 0.019442088574433268, 51, 4.05 0.9700000000000001, 0.012411461206888443, 0.02037339186849816, 51, 4.621 0.9800000000000001, 0.012290893138434036, 0.021862819396760606, 51, 5.184 0.9900000000000001, 0.012142083271475429, 0.024954977748166962, 51, 5.754 ;experiment: 105;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (27000+2322)*p1^8 - (6*27000+5972)*p1^7 + (16*27000+9815)*p1^6 - (24*27000+12027)*p1^5 + (22*27000+11102)*p1^4 - (14*27000+6277)*p1^3 + (8*27000+2455)*p1^2 - (4*27000+355)*p1 + 27000 ) / ( 2*27000*p1^8 - 12*27000*p1^7 + 34*27000*p1^6 - 54*27000*p1^5 + 52*27000*p1^4 - 32*27000*p1^3 + 18*27000*p1^2 - 8*27000*p1 + 2*27000 ) for the parameter intervals below: 0.9, 0.013204089417108605, 0.014098792921017582, 51, 0.553 0.91, 0.013180952438251571, 0.014135102068143397, 51, 1.115 0.92, 0.013156481191881666, 0.014174655196548014, 51, 1.665 0.93, 0.013128935119087977, 0.014220623587277059, 51, 2.233 0.9400000000000001, 0.013097435416431413, 0.014275169100441807, 51, 2.792 0.9500000000000001, 0.013060571196395856, 0.014341858137730501, 51, 3.343 0.9600000000000001, 0.013016212150149361, 0.014426512079708749, 51, 4.055 0.9700000000000001, 0.012959447110430967, 0.014542544349374792, 51, 4.608 0.9800000000000001, 0.012883702875904427, 0.014712820790426717, 51, 5.169 0.9900000000000001, 0.012762401379760015, 0.01503044485529101, 51, 5.724 ;experiment: 106;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (27000+2322)*p1^8 - (6*27000+5972)*p1^7 + (16*27000+9815)*p1^6 - (24*27000+12027)*p1^5 + (22*27000+11102)*p1^4 - (14*27000+6277)*p1^3 + (8*27000+2455)*p1^2 - (4*27000+355)*p1 + 27000 ) / ( 2*27000*p1^8 - 12*27000*p1^7 + 34*27000*p1^6 - 54*27000*p1^5 + 52*27000*p1^4 - 32*27000*p1^3 + 18*27000*p1^2 - 8*27000*p1 + 2*27000 ) for the parameter intervals below: 0.9, 0.01369333064300051, 0.01430522170734843, 51, 0.554 0.91, 0.01367656234999215, 0.014326799644716203, 51, 1.108 0.92, 0.013656352389669323, 0.01435321792756075, 51, 1.652 0.93, 0.013635073607360122, 0.014381569882820003, 51, 2.211 0.9400000000000001, 0.01361052202816981, 0.014414964491025866, 51, 2.762 0.9500000000000001, 0.013581513411375803, 0.014455395951793064, 51, 3.323 0.9600000000000001, 0.013546051226517973, 0.014506316491618456, 51, 3.874 0.9700000000000001, 0.01349933446788119, 0.01457602846506735, 51, 4.429 0.9800000000000001, 0.0134362517051458, 0.01467531786813353, 51, 4.98 0.9900000000000001, 0.013331147088254515, 0.01485536967787109, 51, 5.541 ;experiment: 107;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (27000+2322)*p1^8 - (6*27000+5972)*p1^7 + (16*27000+9815)*p1^6 - (24*27000+12027)*p1^5 + (22*27000+11102)*p1^4 - (14*27000+6277)*p1^3 + (8*27000+2455)*p1^2 - (4*27000+355)*p1 + 27000 ) / ( 2*27000*p1^8 - 12*27000*p1^7 + 34*27000*p1^6 - 54*27000*p1^5 + 52*27000*p1^4 - 32*27000*p1^3 + 18*27000*p1^2 - 8*27000*p1 + 2*27000 ) for the parameter intervals below: 0.9, 0.013814891770384013, 0.014256052206672002, 51, 0.706 0.91, 0.013802418008052666, 0.014270956327231351, 51, 1.258 0.92, 0.013788419756225929, 0.014287866727175472, 51, 1.813 0.93, 0.01377249638930846, 0.014307344575926704, 51, 2.364 0.9400000000000001, 0.013753948949261015, 0.01433036263988424, 51, 2.92 0.9500000000000001, 0.013731969585745024, 0.014358112618694989, 51, 3.464 0.9600000000000001, 0.013703582065348881, 0.014394723257346764, 51, 4.024 0.9700000000000001, 0.013668945529349838, 0.014440646475826019, 51, 4.585 0.9800000000000001, 0.013620331541531593, 0.014507516522748218, 51, 5.131 0.9900000000000001, 0.013536655131209982, 0.014629733514636563, 51, 5.69 ;experiment: 108;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (28000+2322)*p1^8 - (6*28000+5972)*p1^7 + (16*28000+9815)*p1^6 - (24*28000+12027)*p1^5 + (22*28000+11102)*p1^4 - (14*28000+6277)*p1^3 + (8*28000+2455)*p1^2 - (4*28000+355)*p1 + 28000 ) / ( 2*28000*p1^8 - 12*28000*p1^7 + 34*28000*p1^6 - 54*28000*p1^5 + 52*28000*p1^4 - 32*28000*p1^3 + 18*28000*p1^2 - 8*28000*p1 + 2*28000 ) for the parameter intervals below: 0.9, 0.012531087974832291, 0.016670498364536334, 51, 0.557 0.91, 0.012472551984425866, 0.016900756961075698, 51, 1.12 0.92, 0.012409673589659402, 0.017170562234159997, 51, 1.674 0.93, 0.012341747248376406, 0.017492490924625338, 51, 2.245 0.9400000000000001, 0.012267763371105847, 0.017886102051631117, 51, 2.808 0.9500000000000001, 0.012185637491086332, 0.018387647278321467, 51, 3.527 0.9600000000000001, 0.012094777083391912, 0.019045684797316914, 51, 4.093 0.9700000000000001, 0.011991262987800129, 0.019979053717317345, 51, 4.648 0.9800000000000001, 0.0118696287063971, 0.021471612895274647, 51, 5.215 0.9900000000000001, 0.01171915281190475, 0.02456976801289204, 51, 5.773 ;experiment: 109;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (28000+2322)*p1^8 - (6*28000+5972)*p1^7 + (16*28000+9815)*p1^6 - (24*28000+12027)*p1^5 + (22*28000+11102)*p1^4 - (14*28000+6277)*p1^3 + (8*28000+2455)*p1^2 - (4*28000+355)*p1 + 28000 ) / ( 2*28000*p1^8 - 12*28000*p1^7 + 34*28000*p1^6 - 54*28000*p1^5 + 52*28000*p1^4 - 32*28000*p1^3 + 18*28000*p1^2 - 8*28000*p1 + 2*28000 ) for the parameter intervals below: 0.9, 0.01278877100378957, 0.013687350334657076, 51, 0.56 0.91, 0.012765518712356509, 0.01372379895406516, 51, 1.111 0.92, 0.012740924364842875, 0.013763502819090558, 51, 1.667 0.93, 0.012713238276796917, 0.013809644871427341, 51, 2.219 0.9400000000000001, 0.012681576515223893, 0.013864394391960785, 51, 2.781 0.9500000000000001, 0.012644519881491881, 0.01393132993308801, 51, 3.331 0.9600000000000001, 0.0125999251504591, 0.014016292356702164, 51, 3.894 0.9700000000000001, 0.01254285143953047, 0.014132739848937339, 51, 4.602 0.9800000000000001, 0.01246668179440731, 0.014303610858509194, 51, 5.151 0.9900000000000001, 0.012344661891138545, 0.014622302110163826, 51, 5.711 ;experiment: 110;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (28000+2322)*p1^8 - (6*28000+5972)*p1^7 + (16*28000+9815)*p1^6 - (24*28000+12027)*p1^5 + (22*28000+11102)*p1^4 - (14*28000+6277)*p1^3 + (8*28000+2455)*p1^2 - (4*28000+355)*p1 + 28000 ) / ( 2*28000*p1^8 - 12*28000*p1^7 + 34*28000*p1^6 - 54*28000*p1^5 + 52*28000*p1^4 - 32*28000*p1^3 + 18*28000*p1^2 - 8*28000*p1 + 2*28000 ) for the parameter intervals below: 0.9, 0.013280249752295716, 0.013894558473303347, 51, 0.549 0.91, 0.013263410095100965, 0.013916216053530786, 51, 1.106 0.92, 0.013243113692414649, 0.013942731401150894, 51, 1.66 0.93, 0.01322174337820814, 0.013971186991559902, 51, 2.217 0.9400000000000001, 0.013197085515332172, 0.01400470297123796, 51, 2.769 0.9500000000000001, 0.01316795036822551, 0.01404528039247792, 51, 3.341 0.9600000000000001, 0.01313233206265792, 0.014096383261594606, 51, 3.901 0.9700000000000001, 0.013085407126974978, 0.014166342230329304, 51, 4.454 0.9800000000000001, 0.013022038507518898, 0.014265978419948708, 51, 5.016 0.9900000000000001, 0.012916444548154996, 0.01444664506145054, 51, 5.566 ;experiment: 111;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (28000+2322)*p1^8 - (6*28000+5972)*p1^7 + (16*28000+9815)*p1^6 - (24*28000+12027)*p1^5 + (22*28000+11102)*p1^4 - (14*28000+6277)*p1^3 + (8*28000+2455)*p1^2 - (4*28000+355)*p1 + 28000 ) / ( 2*28000*p1^8 - 12*28000*p1^7 + 34*28000*p1^6 - 54*28000*p1^5 + 52*28000*p1^4 - 32*28000*p1^3 + 18*28000*p1^2 - 8*28000*p1 + 2*28000 ) for the parameter intervals below: 0.9, 0.013402318978740559, 0.013845206247975429, 51, 0.699 0.91, 0.013389793800750503, 0.01386016594026826, 51, 1.244 0.92, 0.013375737658154687, 0.013877139197210535, 51, 1.798 0.93, 0.01335974819009244, 0.01389668919185006, 51, 2.344 0.9400000000000001, 0.013341123417175412, 0.013919792168006807, 51, 2.901 0.9500000000000001, 0.013319051931982897, 0.013947644023128002, 51, 3.448 0.9600000000000001, 0.01329054464625739, 0.013984388260630674, 51, 4.007 0.9700000000000001, 0.013255760751371068, 0.014030477793449795, 51, 4.566 0.9800000000000001, 0.0132069375815841, 0.014097587569875726, 51, 5.114 0.9900000000000001, 0.013122894329404909, 0.014220235567219705, 51, 5.674 ;experiment: 112;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (29000+2322)*p1^8 - (6*29000+5972)*p1^7 + (16*29000+9815)*p1^6 - (24*29000+12027)*p1^5 + (22*29000+11102)*p1^4 - (14*29000+6277)*p1^3 + (8*29000+2455)*p1^2 - (4*29000+355)*p1 + 29000 ) / ( 2*29000*p1^8 - 12*29000*p1^7 + 34*29000*p1^6 - 54*29000*p1^5 + 52*29000*p1^4 - 32*29000*p1^3 + 18*29000*p1^2 - 8*29000*p1 + 2*29000 ) for the parameter intervals below: 0.9, 0.012143162840576486, 0.01629605543120683, 51, 0.552 0.91, 0.012084322046411996, 0.016526873911969036, 51, 1.12 0.92, 0.012021105765475753, 0.01679732290565502, 51, 1.672 0.93, 0.011952800821260079, 0.017120003564580422, 51, 2.236 0.9400000000000001, 0.011878386333342324, 0.017514512268758595, 51, 2.79 0.9500000000000001, 0.01179575648595055, 0.01801716976039927, 51, 3.507 0.9600000000000001, 0.011704300040817133, 0.01867661921172589, 51, 4.068 0.9700000000000001, 0.011600043956236357, 0.019611911300702445, 51, 4.62 0.9800000000000001, 0.01147741699381099, 0.02110738615251298, 51, 5.185 0.9900000000000001, 0.011325389871584124, 0.02421112446625749, 51, 5.738 ;experiment: 113;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (29000+2322)*p1^8 - (6*29000+5972)*p1^7 + (16*29000+9815)*p1^6 - (24*29000+12027)*p1^5 + (22*29000+11102)*p1^4 - (14*29000+6277)*p1^3 + (8*29000+2455)*p1^2 - (4*29000+355)*p1 + 29000 ) / ( 2*29000*p1^8 - 12*29000*p1^7 + 34*29000*p1^6 - 54*29000*p1^5 + 52*29000*p1^4 - 32*29000*p1^3 + 18*29000*p1^2 - 8*29000*p1 + 2*29000 ) for the parameter intervals below: 0.9, 0.012402095239665786, 0.013304283099077753, 51, 0.557 0.91, 0.012378735588247291, 0.013340861571993304, 51, 1.107 0.92, 0.012354026629323138, 0.013380705778008954, 51, 1.667 0.93, 0.012326210182250481, 0.013427009515292345, 51, 2.218 0.9400000000000001, 0.012294397538235895, 0.01348194897371837, 51, 2.783 0.9500000000000001, 0.012257161760717438, 0.013549114018419855, 51, 3.346 0.9600000000000001, 0.012212347599025616, 0.013634363649076315, 51, 3.9 0.9700000000000001, 0.012154986504555884, 0.013751197727840869, 51, 4.626 0.9800000000000001, 0.012078420787495284, 0.01392262230120666, 51, 5.175 0.9900000000000001, 0.011955732022425758, 0.014242307140562191, 51, 5.737 ;experiment: 114;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (29000+2322)*p1^8 - (6*29000+5972)*p1^7 + (16*29000+9815)*p1^6 - (24*29000+12027)*p1^5 + (22*29000+11102)*p1^4 - (14*29000+6277)*p1^3 + (8*29000+2455)*p1^2 - (4*29000+355)*p1 + 29000 ) / ( 2*29000*p1^8 - 12*29000*p1^7 + 34*29000*p1^6 - 54*29000*p1^5 + 52*29000*p1^4 - 32*29000*p1^3 + 18*29000*p1^2 - 8*29000*p1 + 2*29000 ) for the parameter intervals below: 0.9, 0.012895657198878632, 0.013512216841604216, 51, 0.548 0.91, 0.012878751099166818, 0.013533948572081275, 51, 1.109 0.92, 0.012858374215661186, 0.013560554290356052, 51, 1.659 0.93, 0.012836918682101206, 0.01358910636866303, 51, 2.218 0.9400000000000001, 0.012812161865447503, 0.013622735349365065, 51, 2.77 0.9500000000000001, 0.012782908914258394, 0.013663448664837841, 51, 3.337 0.9600000000000001, 0.012747145254926592, 0.01371472128881521, 51, 3.898 0.9700000000000001, 0.012700026499234166, 0.013784910218677168, 51, 4.449 0.9800000000000001, 0.012636391737314531, 0.013884869278536294, 51, 5.011 0.9900000000000001, 0.012530342183236008, 0.014066108349613226, 51, 5.563 ;experiment: 115;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (29000+2322)*p1^8 - (6*29000+5972)*p1^7 + (16*29000+9815)*p1^6 - (24*29000+12027)*p1^5 + (22*29000+11102)*p1^4 - (14*29000+6277)*p1^3 + (8*29000+2455)*p1^2 - (4*29000+355)*p1 + 29000 ) / ( 2*29000*p1^8 - 12*29000*p1^7 + 34*29000*p1^6 - 54*29000*p1^5 + 52*29000*p1^4 - 32*29000*p1^3 + 18*29000*p1^2 - 8*29000*p1 + 2*29000 ) for the parameter intervals below: 0.9, 0.013018199483073515, 0.013462694493325891, 51, 0.556 0.91, 0.013005626435328916, 0.013477705924820314, 51, 1.105 0.92, 0.012991516394433187, 0.013494737703796755, 51, 1.805 0.93, 0.012975465383927628, 0.013514354868746562, 51, 2.35 0.9400000000000001, 0.012956768611443398, 0.013537536901091154, 51, 2.907 0.9500000000000001, 0.012934611357789668, 0.01356548360656465, 51, 3.461 0.9600000000000001, 0.01290599256641403, 0.013602352229206242, 51, 4.016 0.9700000000000001, 0.012871071475321771, 0.013648596606411687, 51, 4.566 0.9800000000000001, 0.012822053549910681, 0.013715929579270827, 51, 5.122 0.9900000000000001, 0.012737668755312853, 0.01383897885755515, 51, 5.682 ;experiment: 116;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (30000+2322)*p1^8 - (6*30000+5972)*p1^7 + (16*30000+9815)*p1^6 - (24*30000+12027)*p1^5 + (22*30000+11102)*p1^4 - (14*30000+6277)*p1^3 + (8*30000+2455)*p1^2 - (4*30000+355)*p1 + 30000 ) / ( 2*30000*p1^8 - 12*30000*p1^7 + 34*30000*p1^6 - 54*30000*p1^5 + 52*30000*p1^4 - 32*30000*p1^3 + 18*30000*p1^2 - 8*30000*p1 + 2*30000 ) for the parameter intervals below: 0.9, 0.011781099381935705, 0.01594657536010238, 51, 0.557 0.91, 0.01172197410426662, 0.016177916399468983, 51, 1.126 0.92, 0.011658442462903103, 0.01644896619905044, 51, 1.682 0.93, 0.011589784155950716, 0.01677234869520656, 51, 2.246 0.9400000000000001, 0.011514967764763523, 0.017167695138081373, 51, 2.801 0.9500000000000001, 0.011431867547823727, 0.017671390743668504, 51, 3.507 0.9600000000000001, 0.011339854801080679, 0.018332157998504236, 51, 4.063 0.9700000000000001, 0.011234906193442832, 0.01926924504519192, 51, 4.627 0.9800000000000001, 0.011111352728731415, 0.020767441192602088, 51, 5.179 0.9900000000000001, 0.010957877708531056, 0.023876390489399067, 51, 5.745 ;experiment: 117;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (30000+2322)*p1^8 - (6*30000+5972)*p1^7 + (16*30000+9815)*p1^6 - (24*30000+12027)*p1^5 + (22*30000+11102)*p1^4 - (14*30000+6277)*p1^3 + (8*30000+2455)*p1^2 - (4*30000+355)*p1 + 30000 ) / ( 2*30000*p1^8 - 12*30000*p1^7 + 34*30000*p1^6 - 54*30000*p1^5 + 52*30000*p1^4 - 32*30000*p1^3 + 18*30000*p1^2 - 8*30000*p1 + 2*30000 ) for the parameter intervals below: 0.9, 0.012041197859816962, 0.012946753679204554, 51, 0.56 0.91, 0.012017738005743616, 0.01298345334872445, 51, 1.11 0.92, 0.011992922076173517, 0.013023428539667039, 51, 1.674 0.93, 0.011964983960671709, 0.013069883182899656, 51, 2.226 0.9400000000000001, 0.0119330304930492, 0.013124999916692203, 51, 2.785 0.9500000000000001, 0.011895627514662192, 0.013192379164729118, 51, 3.339 0.9600000000000001, 0.011850608551021814, 0.013277896855291302, 51, 3.898 0.9700000000000001, 0.011792979231910096, 0.01339509174814851, 51, 4.452 0.9800000000000001, 0.011716043847710769, 0.013567032981058515, 51, 5.014 0.9900000000000001, 0.011592730811627117, 0.013887645168933068, 51, 5.567 ;experiment: 118;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (30000+2322)*p1^8 - (6*30000+5972)*p1^7 + (16*30000+9815)*p1^6 - (24*30000+12027)*p1^5 + (22*30000+11102)*p1^4 - (14*30000+6277)*p1^3 + (8*30000+2455)*p1^2 - (4*30000+355)*p1 + 30000 ) / ( 2*30000*p1^8 - 12*30000*p1^7 + 34*30000*p1^6 - 54*30000*p1^5 + 52*30000*p1^4 - 32*30000*p1^3 + 18*30000*p1^2 - 8*30000*p1 + 2*30000 ) for the parameter intervals below: 0.9, 0.012536704149025774, 0.013155364652020229, 51, 0.724 0.91, 0.012519736036298051, 0.013177165589394592, 51, 1.28 0.92, 0.01249928403735791, 0.013203855653614599, 51, 1.831 0.93, 0.01247774896573427, 0.013232497787292168, 51, 2.39 0.9400000000000001, 0.012452899792223096, 0.013266232235617816, 51, 2.94 0.9500000000000001, 0.012423536890557111, 0.013307072385707474, 51, 3.498 0.9600000000000001, 0.012387637567709404, 0.013358503447553549, 51, 4.051 0.9700000000000001, 0.012340337913342362, 0.013428907007801813, 51, 4.612 0.9800000000000001, 0.012276454751792636, 0.013529167413216095, 51, 5.162 0.9900000000000001, 0.012169979975976127, 0.013710940751896479, 51, 5.725 ;experiment: 119;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (30000+2322)*p1^8 - (6*30000+5972)*p1^7 + (16*30000+9815)*p1^6 - (24*30000+12027)*p1^5 + (22*30000+11102)*p1^4 - (14*30000+6277)*p1^3 + (8*30000+2455)*p1^2 - (4*30000+355)*p1 + 30000 ) / ( 2*30000*p1^8 - 12*30000*p1^7 + 34*30000*p1^6 - 54*30000*p1^5 + 52*30000*p1^4 - 32*30000*p1^3 + 18*30000*p1^2 - 8*30000*p1 + 2*30000 ) for the parameter intervals below: 0.9, 0.012659687953784157, 0.013105683522321034, 51, 0.549 0.91, 0.012647070227603875, 0.013120743243737028, 51, 1.11 0.92, 0.01263290988162819, 0.013137829643275414, 51, 1.806 0.93, 0.012616801431504466, 0.01315750950051433, 51, 2.356 0.9400000000000001, 0.012598037459425037, 0.01318076531863383, 51, 2.914 0.9500000000000001, 0.01257580015521246, 0.013208800551104525, 51, 3.461 0.9600000000000001, 0.012547077291893131, 0.013245785266544016, 51, 4.025 0.9700000000000001, 0.012512028151007838, 0.013292174165173426, 51, 4.572 0.9800000000000001, 0.012462828453678182, 0.0133597154547072, 51, 5.135 0.9900000000000001, 0.012378124886158026, 0.01348313926186831, 51, 5.682 ;experiment: 120;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (31000+2322)*p1^8 - (6*31000+5972)*p1^7 + (16*31000+9815)*p1^6 - (24*31000+12027)*p1^5 + (22*31000+11102)*p1^4 - (14*31000+6277)*p1^3 + (8*31000+2455)*p1^2 - (4*31000+355)*p1 + 31000 ) / ( 2*31000*p1^8 - 12*31000*p1^7 + 34*31000*p1^6 - 54*31000*p1^5 + 52*31000*p1^4 - 32*31000*p1^3 + 18*31000*p1^2 - 8*31000*p1 + 2*31000 ) for the parameter intervals below: 0.9, 0.01144239485611208, 0.015619642390355504, 51, 0.565 0.91, 0.011383003448706474, 0.015851472274872613, 51, 1.12 0.92, 0.011319176792754492, 0.016123084118680332, 51, 1.681 0.93, 0.011250187920664035, 0.01644712317224403, 51, 2.247 0.9400000000000001, 0.011174995555444725, 0.016843253306155877, 51, 2.801 0.9500000000000001, 0.011091455315381811, 0.01734792005059945, 51, 3.514 0.9600000000000001, 0.010998922157458485, 0.01800992008936566, 51, 4.085 0.9700000000000001, 0.010893325705663717, 0.018948686290039027, 51, 4.653 0.9800000000000001, 0.010768905513007415, 0.020449428165587674, 51, 5.211 0.9900000000000001, 0.010614075933271216, 0.023563252252982534, 51, 5.781 ;experiment: 121;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (31000+2322)*p1^8 - (6*31000+5972)*p1^7 + (16*31000+9815)*p1^6 - (24*31000+12027)*p1^5 + (22*31000+11102)*p1^4 - (14*31000+6277)*p1^3 + (8*31000+2455)*p1^2 - (4*31000+355)*p1 + 31000 ) / ( 2*31000*p1^8 - 12*31000*p1^7 + 34*31000*p1^6 - 54*31000*p1^5 + 52*31000*p1^4 - 32*31000*p1^3 + 18*31000*p1^2 - 8*31000*p1 + 2*31000 ) for the parameter intervals below: 0.9, 0.011703584181893791, 0.012612290673515866, 51, 0.564 0.91, 0.011680030589855603, 0.012649103720506078, 51, 1.147 0.92, 0.011655114590968584, 0.012689201445735232, 51, 1.704 0.93, 0.01162706265661614, 0.012735797259050207, 51, 2.27 0.9400000000000001, 0.01159497745077729, 0.012791079831087009, 51, 2.832 0.9500000000000001, 0.011557418058674215, 0.012858659462890746, 51, 3.379 0.9600000000000001, 0.011512207506114994, 0.012944427919172045, 51, 3.945 0.9700000000000001, 0.011454327267178047, 0.013061960347794766, 51, 4.499 0.9800000000000001, 0.011377046065331704, 0.013234384907371173, 51, 5.2 0.9900000000000001, 0.011253149033781697, 0.013555864614828352, 51, 5.75 ;experiment: 122;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (31000+2322)*p1^8 - (6*31000+5972)*p1^7 + (16*31000+9815)*p1^6 - (24*31000+12027)*p1^5 + (22*31000+11102)*p1^4 - (14*31000+6277)*p1^3 + (8*31000+2455)*p1^2 - (4*31000+355)*p1 + 31000 ) / ( 2*31000*p1^8 - 12*31000*p1^7 + 34*31000*p1^6 - 54*31000*p1^5 + 52*31000*p1^4 - 32*31000*p1^3 + 18*31000*p1^2 - 8*31000*p1 + 2*31000 ) for the parameter intervals below: 0.9, 0.01220090936045032, 0.012821535184342668, 51, 0.554 0.91, 0.01218388323554686, 0.012843400863655506, 51, 1.103 0.92, 0.012163360967330705, 0.012870169832144143, 51, 1.662 0.93, 0.012141751489133339, 0.012898896211172415, 51, 2.216 0.9400000000000001, 0.012116815917272135, 0.012932729322755838, 51, 2.774 0.9500000000000001, 0.012087350158704947, 0.01297368812458551, 51, 3.333 0.9600000000000001, 0.012051323924831743, 0.013025267402501343, 51, 3.885 0.9700000000000001, 0.01200385504266855, 0.013095871746013859, 51, 4.446 0.9800000000000001, 0.011939739507270954, 0.013196414055336399, 51, 5.003 0.9900000000000001, 0.01183286694337866, 0.013378687192743068, 51, 5.566 ;experiment: 123;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (31000+2322)*p1^8 - (6*31000+5972)*p1^7 + (16*31000+9815)*p1^6 - (24*31000+12027)*p1^5 + (22*31000+11102)*p1^4 - (14*31000+6277)*p1^3 + (8*31000+2455)*p1^2 - (4*31000+355)*p1 + 31000 ) / ( 2*31000*p1^8 - 12*31000*p1^7 + 34*31000*p1^6 - 54*31000*p1^5 + 52*31000*p1^4 - 32*31000*p1^3 + 18*31000*p1^2 - 8*31000*p1 + 2*31000 ) for the parameter intervals below: 0.9, 0.01232430620057723, 0.012771705517187445, 51, 0.547 0.91, 0.01231164667844091, 0.012786810413041238, 51, 1.108 0.92, 0.012297439272872607, 0.012803947909242481, 51, 1.656 0.93, 0.012281277088916777, 0.01282368641410448, 51, 2.361 0.9400000000000001, 0.012262450252698193, 0.01284701125762494, 51, 2.907 0.9500000000000001, 0.012240138062475862, 0.012875129305675873, 51, 3.467 0.9600000000000001, 0.01221131784153528, 0.012912222624054346, 51, 4.03 0.9700000000000001, 0.01217614891213566, 0.01295874672014628, 51, 4.583 0.9800000000000001, 0.012126779170110489, 0.013026482886566096, 51, 5.143 0.9900000000000001, 0.012041777395659752, 0.013150257059451958, 51, 5.692 ;experiment: 124;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (32000+2322)*p1^8 - (6*32000+5972)*p1^7 + (16*32000+9815)*p1^6 - (24*32000+12027)*p1^5 + (22*32000+11102)*p1^4 - (14*32000+6277)*p1^3 + (8*32000+2455)*p1^2 - (4*32000+355)*p1 + 32000 ) / ( 2*32000*p1^8 - 12*32000*p1^7 + 34*32000*p1^6 - 54*32000*p1^5 + 52*32000*p1^4 - 32*32000*p1^3 + 18*32000*p1^2 - 8*32000*p1 + 2*32000 ) for the parameter intervals below: 0.9, 0.011124859363153205, 0.015313142731220336, 51, 0.566 0.91, 0.011065218459120396, 0.015545430908063075, 51, 1.118 0.92, 0.011001115226990137, 0.01581756966833091, 51, 1.684 0.93, 0.010931816450082442, 0.016142224244465153, 51, 2.239 0.9400000000000001, 0.010856271609212457, 0.016539089088726765, 51, 2.805 0.9500000000000001, 0.010772318847468189, 0.017044666275846686, 51, 3.376 0.9600000000000001, 0.010679297804062345, 0.01770782204954666, 51, 3.936 0.9700000000000001, 0.0105730939983755, 0.018648162457083672, 51, 4.66 0.9800000000000001, 0.01044786124827112, 0.020151290952763714, 51, 5.213 0.9900000000000001, 0.010291761703982745, 0.02326968515634155, 51, 5.785 ;experiment: 125;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (32000+2322)*p1^8 - (6*32000+5972)*p1^7 + (16*32000+9815)*p1^6 - (24*32000+12027)*p1^5 + (22*32000+11102)*p1^4 - (14*32000+6277)*p1^3 + (8*32000+2455)*p1^2 - (4*32000+355)*p1 + 32000 ) / ( 2*32000*p1^8 - 12*32000*p1^7 + 34*32000*p1^6 - 54*32000*p1^5 + 52*32000*p1^4 - 32*32000*p1^3 + 18*32000*p1^2 - 8*32000*p1 + 2*32000 ) for the parameter intervals below: 0.9, 0.01138707135883928, 0.012298731605684449, 51, 0.548 0.91, 0.011363429887460573, 0.01233565094404999, 51, 1.11 0.92, 0.011338420073590566, 0.01237586354517322, 51, 1.657 0.93, 0.011310261434065683, 0.012422591705440444, 51, 2.22 0.9400000000000001, 0.01127805272364745, 0.012478029750834283, 51, 2.771 0.9500000000000001, 0.011240346693688591, 0.01254579724241644, 51, 3.333 0.9600000000000001, 0.011194956526512204, 0.012631800791558057, 51, 3.881 0.9700000000000001, 0.011136841050241824, 0.012749649659959136, 51, 4.447 0.9800000000000001, 0.011059235644350544, 0.012922527338290555, 51, 5.014 0.9900000000000001, 0.010934791117052324, 0.013244820345357, 51, 5.563 ;experiment: 126;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (32000+2322)*p1^8 - (6*32000+5972)*p1^7 + (16*32000+9815)*p1^6 - (24*32000+12027)*p1^5 + (22*32000+11102)*p1^4 - (14*32000+6277)*p1^3 + (8*32000+2455)*p1^2 - (4*32000+355)*p1 + 32000 ) / ( 2*32000*p1^8 - 12*32000*p1^7 + 34*32000*p1^6 - 54*32000*p1^5 + 52*32000*p1^4 - 32*32000*p1^3 + 18*32000*p1^2 - 8*32000*p1 + 2*32000 ) for the parameter intervals below: 0.9, 0.011886101746164624, 0.012508570058398852, 51, 0.707 0.91, 0.011869021234845546, 0.012530496433276353, 51, 1.254 0.92, 0.011848433089182561, 0.012557339374518587, 51, 1.818 0.93, 0.011826753854819995, 0.012586144733557033, 51, 2.362 0.9400000000000001, 0.011801737284504283, 0.012620070341949825, 51, 2.925 0.9500000000000001, 0.011772175097593984, 0.012661140379785954, 51, 3.474 0.9600000000000001, 0.011736029884631913, 0.012712858610266291, 51, 4.031 0.9700000000000001, 0.011688402351414265, 0.012783651188089393, 51, 4.58 0.9800000000000001, 0.011624068965532659, 0.012884457782325958, 51, 5.142 0.9900000000000001, 0.011516823475320485, 0.01306719948103492, 51, 5.695 ;experiment: 127;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (32000+2322)*p1^8 - (6*32000+5972)*p1^7 + (16*32000+9815)*p1^6 - (24*32000+12027)*p1^5 + (22*32000+11102)*p1^4 - (14*32000+6277)*p1^3 + (8*32000+2455)*p1^2 - (4*32000+355)*p1 + 32000 ) / ( 2*32000*p1^8 - 12*32000*p1^7 + 34*32000*p1^6 - 54*32000*p1^5 + 52*32000*p1^4 - 32*32000*p1^3 + 18*32000*p1^2 - 8*32000*p1 + 2*32000 ) for the parameter intervals below: 0.9, 0.012009885806944039, 0.012458601137375623, 51, 0.564 0.91, 0.011997187101098539, 0.012473748384267425, 51, 1.116 0.92, 0.011982935577166712, 0.012490933783583522, 51, 1.676 0.93, 0.011966723017739527, 0.012510727270595646, 51, 2.228 0.9400000000000001, 0.01194783724639257, 0.012534116825430371, 51, 2.785 0.9500000000000001, 0.011925454850536601, 0.012562312513085736, 51, 3.333 0.9600000000000001, 0.011896543356823993, 0.012599507646718633, 51, 4.04 0.9700000000000001, 0.011861262125691207, 0.012646158490432885, 51, 4.597 0.9800000000000001, 0.011811732966760463, 0.012714077353935198, 51, 5.148 0.9900000000000001, 0.011726451623317022, 0.012838179994687147, 51, 5.71 ;experiment: 128;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (33000+2322)*p1^8 - (6*33000+5972)*p1^7 + (16*33000+9815)*p1^6 - (24*33000+12027)*p1^5 + (22*33000+11102)*p1^4 - (14*33000+6277)*p1^3 + (8*33000+2455)*p1^2 - (4*33000+355)*p1 + 33000 ) / ( 2*33000*p1^8 - 12*33000*p1^7 + 34*33000*p1^6 - 54*33000*p1^5 + 52*33000*p1^4 - 32*33000*p1^3 + 18*33000*p1^2 - 8*33000*p1 + 2*33000 ) for the parameter intervals below: 0.9, 0.010826568445524336, 0.01502521880900323, 51, 0.557 0.91, 0.010766693165875078, 0.015257937502880736, 51, 1.12 0.92, 0.010702330119757004, 0.015530571245276407, 51, 1.673 0.93, 0.010632740220139896, 0.01585580403958428, 51, 2.245 0.9400000000000001, 0.010556864265779661, 0.016253359066293355, 51, 2.796 0.9500000000000001, 0.010472523983670575, 0.01675979151774559, 51, 3.428 0.9600000000000001, 0.010379044623596123, 0.017424032981837475, 51, 4.081 0.9700000000000001, 0.010272270273345437, 0.018365852189762034, 51, 4.648 0.9800000000000001, 0.010146274211699252, 0.019871222661927552, 51, 5.206 0.9900000000000001, 0.009988981613337191, 0.022993910004950425, 51, 5.78 ;experiment: 129;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (33000+2322)*p1^8 - (6*33000+5972)*p1^7 + (16*33000+9815)*p1^6 - (24*33000+12027)*p1^5 + (22*33000+11102)*p1^4 - (14*33000+6277)*p1^3 + (8*33000+2455)*p1^2 - (4*33000+355)*p1 + 33000 ) / ( 2*33000*p1^8 - 12*33000*p1^7 + 34*33000*p1^6 - 54*33000*p1^5 + 52*33000*p1^4 - 32*33000*p1^3 + 18*33000*p1^2 - 8*33000*p1 + 2*33000 ) for the parameter intervals below: 0.9, 0.011089741131124119, 0.01200417611771993, 51, 0.704 0.91, 0.011066017106421291, 0.012041195305564766, 51, 1.255 0.92, 0.01104091916332487, 0.012081515820402866, 51, 1.816 0.93, 0.011012660285608033, 0.012128368306594984, 51, 2.369 0.9400000000000001, 0.010980335555737589, 0.012183952402715234, 51, 2.927 0.9500000000000001, 0.010942491775063854, 0.012251896368637527, 51, 3.477 0.9600000000000001, 0.010896932879008437, 0.01233812076258865, 51, 4.039 0.9700000000000001, 0.010838596422212323, 0.012456266892600579, 51, 4.59 0.9800000000000001, 0.010760686461004624, 0.012629570227942546, 51, 5.152 0.9900000000000001, 0.010635727619517591, 0.012952627243731996, 51, 5.703 ;experiment: 130;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (33000+2322)*p1^8 - (6*33000+5972)*p1^7 + (16*33000+9815)*p1^6 - (24*33000+12027)*p1^5 + (22*33000+11102)*p1^4 - (14*33000+6277)*p1^3 + (8*33000+2455)*p1^2 - (4*33000+355)*p1 + 33000 ) / ( 2*33000*p1^8 - 12*33000*p1^7 + 34*33000*p1^6 - 54*33000*p1^5 + 52*33000*p1^4 - 32*33000*p1^3 + 18*33000*p1^2 - 8*33000*p1 + 2*33000 ) for the parameter intervals below: 0.9, 0.01159037338122589, 0.012214572515842159, 51, 0.56 0.91, 0.011573241779636832, 0.012236555907767377, 51, 1.109 0.92, 0.011552591749103273, 0.012263468338567758, 51, 1.665 0.93, 0.011530846986223376, 0.012292347890951601, 51, 2.214 0.9400000000000001, 0.011505754326450112, 0.012326360390281475, 51, 2.905 0.9500000000000001, 0.011476101555341822, 0.012367534922549437, 51, 3.458 0.9600000000000001, 0.011439844574141534, 0.012419383684225153, 51, 4.013 0.9700000000000001, 0.011392068005083729, 0.012490353088218841, 51, 4.572 0.9800000000000001, 0.011327529971776861, 0.01259140795010441, 51, 5.123 0.9900000000000001, 0.011219934156838137, 0.012774589812461485, 51, 5.689 ;experiment: 131;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (33000+2322)*p1^8 - (6*33000+5972)*p1^7 + (16*33000+9815)*p1^6 - (24*33000+12027)*p1^5 + (22*33000+11102)*p1^4 - (14*33000+6277)*p1^3 + (8*33000+2455)*p1^2 - (4*33000+355)*p1 + 33000 ) / ( 2*33000*p1^8 - 12*33000*p1^7 + 34*33000*p1^6 - 54*33000*p1^5 + 52*33000*p1^4 - 32*33000*p1^3 + 18*33000*p1^2 - 8*33000*p1 + 2*33000 ) for the parameter intervals below: 0.9, 0.011714521194746391, 0.012164472780580925, 51, 0.547 0.91, 0.011701785679963156, 0.012179659811783738, 51, 1.109 0.92, 0.011687492711501189, 0.01219689021099566, 51, 1.654 0.93, 0.011671232829664372, 0.012216735347904272, 51, 2.217 0.9400000000000001, 0.011652291695014139, 0.012240185692157513, 51, 2.762 0.9500000000000001, 0.011629843348410659, 0.012268454313987568, 51, 3.324 0.9600000000000001, 0.011600846113609948, 0.012305745092251668, 51, 3.875 0.9700000000000001, 0.011565459386910991, 0.012352515001915074, 51, 4.588 0.9800000000000001, 0.011515780472709552, 0.012420605489948977, 51, 5.148 0.9900000000000001, 0.011430236503843281, 0.012545016691423582, 51, 5.71 ;experiment: 132;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (34000+2322)*p1^8 - (6*34000+5972)*p1^7 + (16*34000+9815)*p1^6 - (24*34000+12027)*p1^5 + (22*34000+11102)*p1^4 - (14*34000+6277)*p1^3 + (8*34000+2455)*p1^2 - (4*34000+355)*p1 + 34000 ) / ( 2*34000*p1^8 - 12*34000*p1^7 + 34*34000*p1^6 - 54*34000*p1^5 + 52*34000*p1^4 - 32*34000*p1^3 + 18*34000*p1^2 - 8*34000*p1 + 2*34000 ) for the parameter intervals below: 0.9, 0.010545824052461952, 0.014754231588091289, 51, 0.555 0.91, 0.010485728183995681, 0.014987355474470979, 51, 1.12 0.92, 0.010421120607067685, 0.01526045508240102, 51, 1.685 0.93, 0.010351256709607126, 0.015586232082047142, 51, 2.237 0.9400000000000001, 0.010275069119020434, 0.015984436692236967, 51, 2.801 0.9500000000000001, 0.01019036411186174, 0.016491674098355384, 51, 3.356 0.9600000000000001, 0.010096453394924761, 0.017156937388701776, 51, 3.922 0.9700000000000001, 0.009989142061553737, 0.01810014840875191, 51, 4.476 0.9800000000000001, 0.009862427589043416, 0.019607628976434633, 51, 5.044 0.9900000000000001, 0.009704012065944286, 0.022734356921289826, 51, 5.607 ;experiment: 133;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (34000+2322)*p1^8 - (6*34000+5972)*p1^7 + (16*34000+9815)*p1^6 - (24*34000+12027)*p1^5 + (22*34000+11102)*p1^4 - (14*34000+6277)*p1^3 + (8*34000+2455)*p1^2 - (4*34000+355)*p1 + 34000 ) / ( 2*34000*p1^8 - 12*34000*p1^7 + 34*34000*p1^6 - 54*34000*p1^5 + 52*34000*p1^4 - 32*34000*p1^3 + 18*34000*p1^2 - 8*34000*p1 + 2*34000 ) for the parameter intervals below: 0.9, 0.010809900916802085, 0.011726947423165946, 51, 0.72 0.91, 0.010786099194856324, 0.011764060586986378, 51, 1.273 0.92, 0.01076091830660416, 0.011804482667676667, 51, 1.834 0.93, 0.01073256508705777, 0.011851452166503549, 51, 2.388 0.9400000000000001, 0.010700131162410653, 0.011907173722135785, 51, 2.948 0.9500000000000001, 0.010662157734006346, 0.011975283781551509, 51, 3.496 0.9600000000000001, 0.010616440034298187, 0.012061716029439713, 51, 4.056 0.9700000000000001, 0.010557895595830131, 0.012180141935086201, 51, 4.612 0.9800000000000001, 0.010479698994327557, 0.012353845888789829, 51, 5.172 0.9900000000000001, 0.010354256092426474, 0.01267762197161389, 51, 5.737 ;experiment: 134;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (34000+2322)*p1^8 - (6*34000+5972)*p1^7 + (16*34000+9815)*p1^6 - (24*34000+12027)*p1^5 + (22*34000+11102)*p1^4 - (14*34000+6277)*p1^3 + (8*34000+2455)*p1^2 - (4*34000+355)*p1 + 34000 ) / ( 2*34000*p1^8 - 12*34000*p1^7 + 34*34000*p1^6 - 54*34000*p1^5 + 52*34000*p1^4 - 32*34000*p1^3 + 18*34000*p1^2 - 8*34000*p1 + 2*34000 ) for the parameter intervals below: 0.9, 0.011312040802463175, 0.011937868946377531, 51, 0.549 0.91, 0.011294861115914106, 0.011959906001406048, 51, 1.111 0.92, 0.011274152840791692, 0.011986883834140549, 51, 1.665 0.93, 0.011252346404012108, 0.01201583321555626, 51, 2.231 0.9400000000000001, 0.011227182130634781, 0.012049927494595273, 51, 2.784 0.9500000000000001, 0.011197444103808078, 0.012091200374560582, 51, 3.49 0.9600000000000001, 0.011161081928972198, 0.012143171989130057, 51, 4.037 0.9700000000000001, 0.011113165090888742, 0.012214307817753697, 51, 4.596 0.9800000000000001, 0.011048434448244708, 0.012315596343304749, 51, 5.15 0.9900000000000001, 0.010940508915916929, 0.012499192477335217, 51, 5.711 ;experiment: 135;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (34000+2322)*p1^8 - (6*34000+5972)*p1^7 + (16*34000+9815)*p1^6 - (24*34000+12027)*p1^5 + (22*34000+11102)*p1^4 - (14*34000+6277)*p1^3 + (8*34000+2455)*p1^2 - (4*34000+355)*p1 + 34000 ) / ( 2*34000*p1^8 - 12*34000*p1^7 + 34*34000*p1^6 - 54*34000*p1^5 + 52*34000*p1^4 - 32*34000*p1^3 + 18*34000*p1^2 - 8*34000*p1 + 2*34000 ) for the parameter intervals below: 0.9, 0.01143653097149997, 0.011887646091834327, 51, 0.551 0.91, 0.011423760813009089, 0.011902870567093625, 51, 1.107 0.92, 0.01140942883793521, 0.01192014331914829, 51, 1.658 0.93, 0.01139312441735987, 0.011940037067724948, 51, 2.22 0.9400000000000001, 0.011374131176069396, 0.011963544625545362, 51, 2.769 0.9500000000000001, 0.01135162075817832, 0.011991881891304434, 51, 3.328 0.9600000000000001, 0.011322542825881824, 0.012029262688047953, 51, 3.888 0.9700000000000001, 0.011287056809236256, 0.01207614465977704, 51, 4.441 0.9800000000000001, 0.011237236948893848, 0.012144396676783449, 51, 5.006 0.9900000000000001, 0.01115144580316321, 0.01226909828834915, 51, 5.556 ;experiment: 136;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (35000+2322)*p1^8 - (6*35000+5972)*p1^7 + (16*35000+9815)*p1^6 - (24*35000+12027)*p1^5 + (22*35000+11102)*p1^4 - (14*35000+6277)*p1^3 + (8*35000+2455)*p1^2 - (4*35000+355)*p1 + 35000 ) / ( 2*35000*p1^8 - 12*35000*p1^7 + 34*35000*p1^6 - 54*35000*p1^5 + 52*35000*p1^4 - 32*35000*p1^3 + 18*35000*p1^2 - 8*35000*p1 + 2*35000 ) for the parameter intervals below: 0.9, 0.010281122196146675, 0.014498729351231835, 51, 0.71 0.91, 0.010220818343938698, 0.01473223527625574, 51, 1.263 0.92, 0.010155980209388472, 0.015005774128833804, 51, 1.826 0.93, 0.010085857971104872, 0.015332064236370584, 51, 2.379 0.9400000000000001, 0.010009376552074954, 0.015730881310984685, 51, 2.962 0.9500000000000001, 0.009924327661297132, 0.016238877674358946, 51, 3.516 0.9600000000000001, 0.009830010236464208, 0.016905104400886266, 51, 4.084 0.9700000000000001, 0.009722192604720955, 0.01784962770094333, 51, 4.652 0.9800000000000001, 0.00959480077339646, 0.019359097787256644, 51, 5.224 0.9900000000000001, 0.009435326448150592, 0.02248963544241132, 51, 5.793 ;experiment: 137;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (35000+2322)*p1^8 - (6*35000+5972)*p1^7 + (16*35000+9815)*p1^6 - (24*35000+12027)*p1^5 + (22*35000+11102)*p1^4 - (14*35000+6277)*p1^3 + (8*35000+2455)*p1^2 - (4*35000+355)*p1 + 35000 ) / ( 2*35000*p1^8 - 12*35000*p1^7 + 34*35000*p1^6 - 54*35000*p1^5 + 52*35000*p1^4 - 32*35000*p1^3 + 18*35000*p1^2 - 8*35000*p1 + 2*35000 ) for the parameter intervals below: 0.9, 0.010546051571872049, 0.011465560368302301, 51, 0.549 0.91, 0.010522176592522265, 0.011502762138043347, 51, 1.114 0.92, 0.01049691749883854, 0.011543279980822467, 51, 1.668 0.93, 0.01046847532842688, 0.011590359805846995, 51, 2.37 0.9400000000000001, 0.01043593844870273, 0.011646210966158092, 51, 2.917 0.9500000000000001, 0.010397842781008625, 0.011714477628015956, 51, 3.479 0.9600000000000001, 0.010351975352143912, 0.01180110585246995, 51, 4.029 0.9700000000000001, 0.010293234816670488, 0.011919795546574614, 51, 4.591 0.9800000000000001, 0.01021476795431771, 0.012093877226158883, 51, 5.145 0.9900000000000001, 0.01008886865259834, 0.01241833128647392, 51, 5.702 ;experiment: 138;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (35000+2322)*p1^8 - (6*35000+5972)*p1^7 + (16*35000+9815)*p1^6 - (24*35000+12027)*p1^5 + (22*35000+11102)*p1^4 - (14*35000+6277)*p1^3 + (8*35000+2455)*p1^2 - (4*35000+355)*p1 + 35000 ) / ( 2*35000*p1^8 - 12*35000*p1^7 + 34*35000*p1^6 - 54*35000*p1^5 + 52*35000*p1^4 - 32*35000*p1^3 + 18*35000*p1^2 - 8*35000*p1 + 2*35000 ) for the parameter intervals below: 0.9, 0.01104961294248652, 0.011676977009454048, 51, 0.549 0.91, 0.01103238791868871, 0.011699064661122912, 51, 1.107 0.92, 0.011011624727244262, 0.011726104158539023, 51, 1.659 0.93, 0.010989760140785449, 0.011755119378756904, 51, 2.216 0.9400000000000001, 0.010964528346007776, 0.01178929076437565, 51, 2.767 0.9500000000000001, 0.010934709935217212, 0.0118306563721707, 51, 3.33 0.9600000000000001, 0.010898248577815954, 0.011882743819469433, 51, 3.88 0.9700000000000001, 0.010850199486079706, 0.011954036562744456, 51, 4.443 0.9800000000000001, 0.010785287240338875, 0.012055545399753247, 51, 5.157 0.9900000000000001, 0.010677050831617973, 0.012239532132785969, 51, 5.708 ;experiment: 139;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (35000+2322)*p1^8 - (6*35000+5972)*p1^7 + (16*35000+9815)*p1^6 - (24*35000+12027)*p1^5 + (22*35000+11102)*p1^4 - (14*35000+6277)*p1^3 + (8*35000+2455)*p1^2 - (4*35000+355)*p1 + 35000 ) / ( 2*35000*p1^8 - 12*35000*p1^7 + 34*35000*p1^6 - 54*35000*p1^5 + 52*35000*p1^4 - 32*35000*p1^3 + 18*35000*p1^2 - 8*35000*p1 + 2*35000 ) for the parameter intervals below: 0.9, 0.011174425903867654, 0.011626638071014803, 51, 0.557 0.91, 0.011161623081309566, 0.011641897850668778, 51, 1.103 0.92, 0.011147254328572984, 0.011659210535404878, 51, 1.661 0.93, 0.011130907914328395, 0.01167915011784199, 51, 2.211 0.9400000000000001, 0.011111865543922985, 0.0117027116198856, 51, 2.773 0.9500000000000001, 0.011089296601670198, 0.011731113607061167, 51, 3.323 0.9600000000000001, 0.011060142583163693, 0.011768579278369672, 51, 3.883 0.9700000000000001, 0.011024562950282694, 0.011815566908621835, 51, 4.436 0.9800000000000001, 0.01097461019786795, 0.01188397122437055, 51, 4.996 0.9900000000000001, 0.010888585999663008, 0.012008946651166233, 51, 5.552 ;experiment: 140;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (36000+2322)*p1^8 - (6*36000+5972)*p1^7 + (16*36000+9815)*p1^6 - (24*36000+12027)*p1^5 + (22*36000+11102)*p1^4 - (14*36000+6277)*p1^3 + (8*36000+2455)*p1^2 - (4*36000+355)*p1 + 36000 ) / ( 2*36000*p1^8 - 12*36000*p1^7 + 34*36000*p1^6 - 54*36000*p1^5 + 52*36000*p1^4 - 32*36000*p1^3 + 18*36000*p1^2 - 8*36000*p1 + 2*36000 ) for the parameter intervals below: 0.9, 0.010031125998514207, 0.014257421683088616, 51, 0.57 0.91, 0.009970625717216172, 0.014491288422386606, 51, 1.124 0.92, 0.009905569833805309, 0.014765242117130121, 51, 1.69 0.93, 0.009835203606962493, 0.015092016826565816, 51, 2.245 0.9400000000000001, 0.009758444683295108, 0.01549141233980159, 51, 2.949 0.9500000000000001, 0.009673071013542273, 0.016000125496143627, 51, 3.514 0.9600000000000001, 0.009578369475693639, 0.01666726213461609, 51, 4.07 0.9700000000000001, 0.009470073673265505, 0.017613024810234808, 51, 4.638 0.9800000000000001, 0.009342042114175587, 0.019124373886363948, 51, 5.194 0.9900000000000001, 0.00918156776956248, 0.02225850960124578, 51, 5.761 ;experiment: 141;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (36000+2322)*p1^8 - (6*36000+5972)*p1^7 + (16*36000+9815)*p1^6 - (24*36000+12027)*p1^5 + (22*36000+11102)*p1^4 - (14*36000+6277)*p1^3 + (8*36000+2455)*p1^2 - (4*36000+355)*p1 + 36000 ) / ( 2*36000*p1^8 - 12*36000*p1^7 + 34*36000*p1^6 - 54*36000*p1^5 + 52*36000*p1^4 - 32*36000*p1^3 + 18*36000*p1^2 - 8*36000*p1 + 2*36000 ) for the parameter intervals below: 0.9, 0.010296860523880461, 0.011218694816483554, 51, 0.551 0.91, 0.010272916356986649, 0.011255980269597197, 51, 1.114 0.92, 0.010247583402617952, 0.011296588554347531, 51, 1.664 0.93, 0.010219057223052861, 0.011343772576339227, 51, 2.228 0.9400000000000001, 0.01018642310797617, 0.011399746141068512, 51, 2.778 0.9500000000000001, 0.010148211992066275, 0.011468160705228214, 51, 3.339 0.9600000000000001, 0.010102203152331967, 0.011554974018668606, 51, 3.893 0.9700000000000001, 0.010043277414131503, 0.011673912846311368, 51, 4.458 0.9800000000000001, 0.009964555305420288, 0.011848351267009394, 51, 5.014 0.9900000000000001, 0.009838224959428014, 0.012173445639396565, 51, 5.729 ;experiment: 142;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (36000+2322)*p1^8 - (6*36000+5972)*p1^7 + (16*36000+9815)*p1^6 - (24*36000+12027)*p1^5 + (22*36000+11102)*p1^4 - (14*36000+6277)*p1^3 + (8*36000+2455)*p1^2 - (4*36000+355)*p1 + 36000 ) / ( 2*36000*p1^8 - 12*36000*p1^7 + 34*36000*p1^6 - 54*36000*p1^5 + 52*36000*p1^4 - 32*36000*p1^3 + 18*36000*p1^2 - 8*36000*p1 + 2*36000 ) for the parameter intervals below: 0.9, 0.010801764408062254, 0.011430579069026352, 51, 0.548 0.91, 0.010784496565753187, 0.01145271450641067, 51, 1.106 0.92, 0.010763681508890545, 0.011479812242694962, 51, 1.66 0.93, 0.010741762003295128, 0.01150888964400079, 51, 2.225 0.9400000000000001, 0.010716466438305249, 0.01154313385250196, 51, 2.801 0.9500000000000001, 0.010686572109327651, 0.011584587036582135, 51, 3.351 0.9600000000000001, 0.010650017079499875, 0.011636783881454579, 51, 3.91 0.9700000000000001, 0.010601843081532333, 0.011708224821899326, 51, 4.461 0.9800000000000001, 0.010536759321765487, 0.011809941730843068, 51, 5.024 0.9900000000000001, 0.01042822930755893, 0.011994297362933854, 51, 5.576 ;experiment: 143;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (36000+2322)*p1^8 - (6*36000+5972)*p1^7 + (16*36000+9815)*p1^6 - (24*36000+12027)*p1^5 + (22*36000+11102)*p1^4 - (14*36000+6277)*p1^3 + (8*36000+2455)*p1^2 - (4*36000+355)*p1 + 36000 ) / ( 2*36000*p1^8 - 12*36000*p1^7 + 34*36000*p1^6 - 54*36000*p1^5 + 52*36000*p1^4 - 32*36000*p1^3 + 18*36000*p1^2 - 8*36000*p1 + 2*36000 ) for the parameter intervals below: 0.9, 0.01092688222888301, 0.011380130495798758, 51, 0.559 0.91, 0.010914048556928506, 0.011395423618491229, 51, 1.103 0.92, 0.01089964506973013, 0.011412774017428056, 51, 1.81 0.93, 0.010883258994799442, 0.011432756887395833, 51, 2.358 0.9400000000000001, 0.010864170224672155, 0.011456369336759089, 51, 2.915 0.9500000000000001, 0.010841546009411392, 0.01148483244972109, 51, 3.466 0.9600000000000001, 0.01081232013170877, 0.011522378280342591, 51, 4.025 0.9700000000000001, 0.010776652083494397, 0.01156946569919754, 51, 4.574 0.9800000000000001, 0.010726573821900896, 0.011638013852646545, 51, 5.132 0.9900000000000001, 0.01064032951858274, 0.011763247882717721, 51, 5.698 ;experiment: 144;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (37000+2322)*p1^8 - (6*37000+5972)*p1^7 + (16*37000+9815)*p1^6 - (24*37000+12027)*p1^5 + (22*37000+11102)*p1^4 - (14*37000+6277)*p1^3 + (8*37000+2455)*p1^2 - (4*37000+355)*p1 + 37000 ) / ( 2*37000*p1^8 - 12*37000*p1^7 + 34*37000*p1^6 - 54*37000*p1^5 + 52*37000*p1^4 - 32*37000*p1^3 + 18*37000*p1^2 - 8*37000*p1 + 2*37000 ) for the parameter intervals below: 0.9, 0.009794643108862224, 0.014029157672680667, 51, 0.557 0.91, 0.009733957016263046, 0.0142633657227819, 51, 1.121 0.92, 0.009668695154196279, 0.01453771183579045, 51, 1.678 0.93, 0.009598098127369687, 0.014864944952423985, 51, 2.243 0.9400000000000001, 0.009521076699311945, 0.015264887637332771, 51, 2.796 0.9500000000000001, 0.009435395806207893, 0.01577427884107116, 51, 3.544 0.9600000000000001, 0.009340330918207901, 0.016442276207062748, 51, 4.137 0.9700000000000001, 0.009231582792161828, 0.01738921126497085, 51, 4.704 0.9800000000000001, 0.009102946085179866, 0.018902337763900105, 51, 5.26 0.9900000000000001, 0.008941525741034495, 0.022039877048792386, 51, 5.825 ;experiment: 145;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (37000+2322)*p1^8 - (6*37000+5972)*p1^7 + (16*37000+9815)*p1^6 - (24*37000+12027)*p1^5 + (22*37000+11102)*p1^4 - (14*37000+6277)*p1^3 + (8*37000+2455)*p1^2 - (4*37000+355)*p1 + 37000 ) / ( 2*37000*p1^8 - 12*37000*p1^7 + 34*37000*p1^6 - 54*37000*p1^5 + 52*37000*p1^4 - 32*37000*p1^3 + 18*37000*p1^2 - 8*37000*p1 + 2*37000 ) for the parameter intervals below: 0.9, 0.010061139262266797, 0.010985173348547688, 51, 0.549 0.91, 0.010037129647692777, 0.011022537961608325, 51, 1.109 0.92, 0.010011726825109282, 0.011063231799573187, 51, 1.659 0.93, 0.009983121177428481, 0.011110514386262807, 51, 2.225 0.9400000000000001, 0.009950395082966558, 0.01116660373895749, 51, 2.788 0.9500000000000001, 0.009912074759282305, 0.011235158210702251, 51, 3.341 0.9600000000000001, 0.009865932152508443, 0.011322146608313394, 51, 3.907 0.9700000000000001, 0.009806831222537924, 0.011441321102820269, 51, 4.46 0.9800000000000001, 0.009727867664569298, 0.011616096981328256, 51, 5.028 0.9900000000000001, 0.009601129573995327, 0.011941797054323296, 51, 5.581 ;experiment: 146;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (37000+2322)*p1^8 - (6*37000+5972)*p1^7 + (16*37000+9815)*p1^6 - (24*37000+12027)*p1^5 + (22*37000+11102)*p1^4 - (14*37000+6277)*p1^3 + (8*37000+2455)*p1^2 - (4*37000+355)*p1 + 37000 ) / ( 2*37000*p1^8 - 12*37000*p1^7 + 34*37000*p1^6 - 54*37000*p1^5 + 52*37000*p1^4 - 32*37000*p1^3 + 18*37000*p1^2 - 8*37000*p1 + 2*37000 ) for the parameter intervals below: 0.9, 0.010567313091716452, 0.011197499936188612, 51, 0.7 0.91, 0.010550004745412428, 0.011219680576278179, 51, 1.252 0.92, 0.010529140626665528, 0.011246833403380452, 51, 1.812 0.93, 0.01050716917053358, 0.011275969624638015, 51, 2.366 0.9400000000000001, 0.010481813282371457, 0.011310282719649218, 51, 2.93 0.9500000000000001, 0.010451847138892283, 0.011351818746158305, 51, 3.483 0.9600000000000001, 0.01041520350001201, 0.011404119075226664, 51, 4.04 0.9700000000000001, 0.010366911347504636, 0.011475700202184335, 51, 4.593 0.9800000000000001, 0.010301665344735911, 0.011577613935926136, 51, 5.152 0.9900000000000001, 0.010192857595609466, 0.011762318526587323, 51, 5.769 ;experiment: 147;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (37000+2322)*p1^8 - (6*37000+5972)*p1^7 + (16*37000+9815)*p1^6 - (24*37000+12027)*p1^5 + (22*37000+11102)*p1^4 - (14*37000+6277)*p1^3 + (8*37000+2455)*p1^2 - (4*37000+355)*p1 + 37000 ) / ( 2*37000*p1^8 - 12*37000*p1^7 + 34*37000*p1^6 - 54*37000*p1^5 + 52*37000*p1^4 - 32*37000*p1^3 + 18*37000*p1^2 - 8*37000*p1 + 2*37000 ) for the parameter intervals below: 0.9, 0.010692719293084569, 0.011146947654376583, 51, 0.56 0.91, 0.010679856439269695, 0.011162272317783911, 51, 1.126 0.92, 0.010665420095151245, 0.011179658392312592, 51, 1.679 0.93, 0.010648996503352383, 0.01119968220994831, 51, 2.38 0.9400000000000001, 0.010629863841595612, 0.011223342852722305, 51, 2.931 0.9500000000000001, 0.010607187341060198, 0.011251863787371605, 51, 3.493 0.9600000000000001, 0.010577893488440997, 0.011289485444366473, 51, 4.046 0.9700000000000001, 0.010542141804103275, 0.011336667257847563, 51, 4.638 0.9800000000000001, 0.010491944817604891, 0.011405351473990548, 51, 5.192 0.9900000000000001, 0.010405492306747565, 0.011530830128777267, 51, 5.757 ;experiment: 148;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (38000+2322)*p1^8 - (6*38000+5972)*p1^7 + (16*38000+9815)*p1^6 - (24*38000+12027)*p1^5 + (22*38000+11102)*p1^4 - (14*38000+6277)*p1^3 + (8*38000+2455)*p1^2 - (4*38000+355)*p1 + 38000 ) / ( 2*38000*p1^8 - 12*38000*p1^7 + 34*38000*p1^6 - 54*38000*p1^5 + 52*38000*p1^4 - 32*38000*p1^3 + 18*38000*p1^2 - 8*38000*p1 + 2*38000 ) for the parameter intervals below: 0.9, 0.009570606687084987, 0.013812907557556181, 51, 0.559 0.91, 0.009509744562730465, 0.014047438954735805, 51, 1.123 0.92, 0.009444287562988358, 0.01432215683241437, 51, 1.677 0.93, 0.009373471883544225, 0.014649824229553245, 51, 2.243 0.9400000000000001, 0.00929620176711828, 0.015050285287624691, 51, 2.801 0.9500000000000001, 0.009210229820310327, 0.015560318852055575, 51, 3.368 0.9600000000000001, 0.009114820705854326, 0.016229131644118776, 51, 4.07 0.9700000000000001, 0.009005644062695158, 0.01717717737998309, 51, 4.623 0.9800000000000001, 0.008876434057711985, 0.018691987753144127, 51, 5.189 0.9900000000000001, 0.008714117471949319, 0.02183275147278632, 51, 5.748 ;experiment: 149;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (38000+2322)*p1^8 - (6*38000+5972)*p1^7 + (16*38000+9815)*p1^6 - (24*38000+12027)*p1^5 + (22*38000+11102)*p1^4 - (14*38000+6277)*p1^3 + (8*38000+2455)*p1^2 - (4*38000+355)*p1 + 38000 ) / ( 2*38000*p1^8 - 12*38000*p1^7 + 34*38000*p1^6 - 54*38000*p1^5 + 52*38000*p1^4 - 32*38000*p1^3 + 18*38000*p1^2 - 8*38000*p1 + 2*38000 ) for the parameter intervals below: 0.9, 0.009837824382845339, 0.010763942484189533, 51, 0.558 0.91, 0.009813752765206522, 0.010801382090878818, 51, 1.111 0.92, 0.009788283751681314, 0.010842156979262847, 51, 1.676 0.93, 0.009759602818417869, 0.010889532943031776, 51, 2.226 0.9400000000000001, 0.009726789585589075, 0.010945731989590927, 51, 2.783 0.9500000000000001, 0.009688365801907992, 0.011014419005361138, 51, 3.336 0.9600000000000001, 0.009642096468466407, 0.011101573272187755, 51, 3.895 0.9700000000000001, 0.009582829567347266, 0.011220971030038824, 51, 4.478 0.9800000000000001, 0.009503637267974336, 0.01139606660541642, 51, 5.171 0.9900000000000001, 0.009376512893058143, 0.011722340500045713, 51, 5.744 ;experiment: 150;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (38000+2322)*p1^8 - (6*38000+5972)*p1^7 + (16*38000+9815)*p1^6 - (24*38000+12027)*p1^5 + (22*38000+11102)*p1^4 - (14*38000+6277)*p1^3 + (8*38000+2455)*p1^2 - (4*38000+355)*p1 + 38000 ) / ( 2*38000*p1^8 - 12*38000*p1^7 + 34*38000*p1^6 - 54*38000*p1^5 + 52*38000*p1^4 - 32*38000*p1^3 + 18*38000*p1^2 - 8*38000*p1 + 2*38000 ) for the parameter intervals below: 0.9, 0.010345201318333393, 0.010976688126134341, 51, 0.701 0.91, 0.010327854599823268, 0.010998911589836872, 51, 1.248 0.92, 0.010306944001401143, 0.011026116608241475, 51, 1.812 0.93, 0.01028492332896901, 0.011055308553660938, 51, 2.378 0.9400000000000001, 0.010259510292537738, 0.011089686909577793, 51, 2.928 0.9500000000000001, 0.010229476114268273, 0.011131301418389819, 51, 3.492 0.9600000000000001, 0.010192748529969861, 0.011183699785112643, 51, 4.039 0.9700000000000001, 0.010144344441584994, 0.011255413720347957, 51, 4.603 0.9800000000000001, 0.010078944734915309, 0.011357513919690906, 51, 5.158 0.9900000000000001, 0.009969873868502479, 0.011542549102681527, 51, 5.718 ;experiment: 151;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (38000+2322)*p1^8 - (6*38000+5972)*p1^7 + (16*38000+9815)*p1^6 - (24*38000+12027)*p1^5 + (22*38000+11102)*p1^4 - (14*38000+6277)*p1^3 + (8*38000+2455)*p1^2 - (4*38000+355)*p1 + 38000 ) / ( 2*38000*p1^8 - 12*38000*p1^7 + 34*38000*p1^6 - 54*38000*p1^5 + 52*38000*p1^4 - 32*38000*p1^3 + 18*38000*p1^2 - 8*38000*p1 + 2*38000 ) for the parameter intervals below: 0.9, 0.010470880722330957, 0.010926037594081579, 51, 0.549 0.91, 0.010457990222540256, 0.010941392138165333, 51, 1.109 0.92, 0.010443522750810598, 0.010958812010625048, 51, 1.662 0.93, 0.010427063616717332, 0.010978874620787423, 51, 2.219 0.9400000000000001, 0.010407889373419164, 0.011002580920476892, 51, 2.768 0.9500000000000001, 0.010385163339464761, 0.011031156633566113, 51, 3.475 0.9600000000000001, 0.0103558050895557, 0.011068850126076961, 51, 4.032 0.9700000000000001, 0.010319974170992351, 0.01111612136604561, 51, 4.582 0.9800000000000001, 0.010269664708273592, 0.011184934483683805, 51, 5.146 0.9900000000000001, 0.010183014948168291, 0.011310644888204272, 51, 5.692 ;experiment: 152;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (39000+2322)*p1^8 - (6*39000+5972)*p1^7 + (16*39000+9815)*p1^6 - (24*39000+12027)*p1^5 + (22*39000+11102)*p1^4 - (14*39000+6277)*p1^3 + (8*39000+2455)*p1^2 - (4*39000+355)*p1 + 39000 ) / ( 2*39000*p1^8 - 12*39000*p1^7 + 34*39000*p1^6 - 54*39000*p1^5 + 52*39000*p1^4 - 32*39000*p1^3 + 18*39000*p1^2 - 8*39000*p1 + 2*39000 ) for the parameter intervals below: 0.9, 0.009358059312581598, 0.013607747191926858, 51, 0.567 0.91, 0.009297030183737396, 0.013842585354278203, 51, 1.124 0.92, 0.00923138805338025, 0.014117655931776354, 51, 1.691 0.93, 0.009160364934275527, 0.014445735338625035, 51, 2.263 0.9400000000000001, 0.009082858882730065, 0.014846688186616672, 51, 2.83 0.9500000000000001, 0.008996610808049694, 0.015357331170171382, 51, 3.386 0.9600000000000001, 0.008900875119775525, 0.016026917571581766, 51, 3.96 0.9700000000000001, 0.008791291934737868, 0.016976017027558726, 51, 4.517 0.9800000000000001, 0.008661538031654686, 0.01849242492242718, 51, 5.221 0.9900000000000001, 0.008498371137093093, 0.021636247721186642, 51, 5.814 ;experiment: 153;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (39000+2322)*p1^8 - (6*39000+5972)*p1^7 + (16*39000+9815)*p1^6 - (24*39000+12027)*p1^5 + (22*39000+11102)*p1^4 - (14*39000+6277)*p1^3 + (8*39000+2455)*p1^2 - (4*39000+355)*p1 + 39000 ) / ( 2*39000*p1^8 - 12*39000*p1^7 + 34*39000*p1^6 - 54*39000*p1^5 + 52*39000*p1^4 - 32*39000*p1^3 + 18*39000*p1^2 - 8*39000*p1 + 2*39000 ) for the parameter intervals below: 0.9, 0.009625961548521725, 0.010554056792361119, 51, 0.551 0.91, 0.009601831107462462, 0.010591567546856468, 51, 1.118 0.92, 0.009576299297402838, 0.010632419329224783, 51, 1.67 0.93, 0.009547546939353006, 0.010679883881507046, 51, 2.231 0.9400000000000001, 0.009514651036794705, 0.0107361869965997, 51, 2.783 0.9500000000000001, 0.00947612909876029, 0.010804999759268241, 51, 3.345 0.9600000000000001, 0.009429739537449949, 0.010892311389197128, 51, 3.9 0.9700000000000001, 0.009370315176523446, 0.011011920960990114, 51, 4.46 0.9800000000000001, 0.00929090586607711, 0.011187319838529688, 51, 5.017 0.9900000000000001, 0.009163415016273746, 0.01151413812803655, 51, 5.579 ;experiment: 154;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (39000+2322)*p1^8 - (6*39000+5972)*p1^7 + (16*39000+9815)*p1^6 - (24*39000+12027)*p1^5 + (22*39000+11102)*p1^4 - (14*39000+6277)*p1^3 + (8*39000+2455)*p1^2 - (4*39000+355)*p1 + 39000 ) / ( 2*39000*p1^8 - 12*39000*p1^7 + 34*39000*p1^6 - 54*39000*p1^5 + 52*39000*p1^4 - 32*39000*p1^3 + 18*39000*p1^2 - 8*39000*p1 + 2*39000 ) for the parameter intervals below: 0.9, 0.010134479892307764, 0.010767199998644485, 51, 0.548 0.91, 0.010117096769392852, 0.01078946408987942, 51, 1.242 0.92, 0.01009614207486552, 0.010816718623109988, 51, 1.805 0.93, 0.010074074710049459, 0.01084596343504343, 51, 2.359 0.9400000000000001, 0.010048607456027762, 0.010880403705150045, 51, 2.922 0.9500000000000001, 0.010018508731931676, 0.010922092671532163, 51, 3.471 0.9600000000000001, 0.009981701507109718, 0.010974584048340348, 51, 4.033 0.9700000000000001, 0.00993319122314574, 0.011046423981169895, 51, 4.585 0.9800000000000001, 0.009867645694830778, 0.011148701083775785, 51, 5.148 0.9900000000000001, 0.009758325204321735, 0.011334049905642, 51, 5.701 ;experiment: 155;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (39000+2322)*p1^8 - (6*39000+5972)*p1^7 + (16*39000+9815)*p1^6 - (24*39000+12027)*p1^5 + (22*39000+11102)*p1^4 - (14*39000+6277)*p1^3 + (8*39000+2455)*p1^2 - (4*39000+355)*p1 + 39000 ) / ( 2*39000*p1^8 - 12*39000*p1^7 + 34*39000*p1^6 - 54*39000*p1^5 + 52*39000*p1^4 - 32*39000*p1^3 + 18*39000*p1^2 - 8*39000*p1 + 2*39000 ) for the parameter intervals below: 0.9, 0.010260418488535707, 0.01071645625482561, 51, 0.556 0.91, 0.010247501760514912, 0.010731839147245173, 51, 1.109 0.92, 0.01023300475746098, 0.010749291084409628, 51, 1.668 0.93, 0.010216511903757542, 0.010769390497734895, 51, 2.219 0.9400000000000001, 0.010197298211304101, 0.010793140112961397, 51, 2.922 0.9500000000000001, 0.01017452518410464, 0.010821767795341055, 51, 3.469 0.9600000000000001, 0.010145105839330863, 0.010859529439493181, 51, 4.03 0.9700000000000001, 0.010109199749839303, 0.010906885519974974, 51, 4.593 0.9800000000000001, 0.010058783578907634, 0.010975820928778473, 51, 5.144 0.9900000000000001, 0.009971946684897738, 0.011101751198427424, 51, 5.713 ;experiment: 156;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (40000+2322)*p1^8 - (6*40000+5972)*p1^7 + (16*40000+9815)*p1^6 - (24*40000+12027)*p1^5 + (22*40000+11102)*p1^4 - (14*40000+6277)*p1^3 + (8*40000+2455)*p1^2 - (4*40000+355)*p1 + 40000 ) / ( 2*40000*p1^8 - 12*40000*p1^7 + 34*40000*p1^6 - 54*40000*p1^5 + 52*40000*p1^4 - 32*40000*p1^3 + 18*40000*p1^2 - 8*40000*p1 + 2*40000 ) for the parameter intervals below: 0.9, 0.009156139306801175, 0.01341284484458011, 51, 0.557 0.91, 0.009094951523691514, 0.013647974433847004, 51, 1.126 0.92, 0.009029133519252525, 0.013923380076170194, 51, 1.679 0.93, 0.008957913332468136, 0.01425185089224437, 51, 2.242 0.9400000000000001, 0.008880183142560638, 0.014653270940661035, 51, 2.797 0.9500000000000001, 0.008793672746402728, 0.015164492872378718, 51, 3.386 0.9600000000000001, 0.00869762681299862, 0.01583481420267033, 51, 3.942 0.9700000000000001, 0.008587657413178984, 0.01678491469275613, 51, 4.514 0.9800000000000001, 0.008457386806896401, 0.01830284023324582, 51, 5.07 0.9900000000000001, 0.008293412093539893, 0.021449569157169127, 51, 5.785 ;experiment: 157;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (40000+2322)*p1^8 - (6*40000+5972)*p1^7 + (16*40000+9815)*p1^6 - (24*40000+12027)*p1^5 + (22*40000+11102)*p1^4 - (14*40000+6277)*p1^3 + (8*40000+2455)*p1^2 - (4*40000+355)*p1 + 40000 ) / ( 2*40000*p1^8 - 12*40000*p1^7 + 34*40000*p1^6 - 54*40000*p1^5 + 52*40000*p1^4 - 32*40000*p1^3 + 18*40000*p1^2 - 8*40000*p1 + 2*40000 ) for the parameter intervals below: 0.9, 0.009424691855912092, 0.010354665385123476, 51, 0.547 0.91, 0.009400505532604988, 0.010392243730033215, 51, 1.11 0.92, 0.00937491406583703, 0.010433168561688655, 51, 1.663 0.93, 0.00934609385424289, 0.010480717273057829, 51, 2.224 0.9400000000000001, 0.009313119415441018, 0.010537119253258695, 51, 2.784 0.9500000000000001, 0.009274504230767762, 0.010606051475478325, 51, 3.336 0.9600000000000001, 0.009228000452986506, 0.010693512600355313, 51, 3.897 0.9700000000000001, 0.009168426505242348, 0.010813323395392127, 51, 4.452 0.9800000000000001, 0.009088811034272658, 0.010989010409984859, 51, 5.019 0.9900000000000001, 0.008960972033328882, 0.011316345874629248, 51, 5.577 ;experiment: 158;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (40000+2322)*p1^8 - (6*40000+5972)*p1^7 + (16*40000+9815)*p1^6 - (24*40000+12027)*p1^5 + (22*40000+11102)*p1^4 - (14*40000+6277)*p1^3 + (8*40000+2455)*p1^2 - (4*40000+355)*p1 + 40000 ) / ( 2*40000*p1^8 - 12*40000*p1^7 + 34*40000*p1^6 - 54*40000*p1^5 + 52*40000*p1^4 - 32*40000*p1^3 + 18*40000*p1^2 - 8*40000*p1 + 2*40000 ) for the parameter intervals below: 0.9, 0.00993429453758106, 0.010568186277529796, 51, 0.563 0.91, 0.009916876830483992, 0.01059048896492015, 51, 1.113 0.92, 0.00989588024465799, 0.010617790537233308, 51, 1.81 0.93, 0.009873768522075867, 0.01064708557235581, 51, 2.359 0.9400000000000001, 0.0098482497613463, 0.01068158466094575, 51, 2.919 0.9500000000000001, 0.009818089718712598, 0.010723344362017776, 51, 3.471 0.9600000000000001, 0.009781206835395516, 0.01077592409840597, 51, 4.033 0.9700000000000001, 0.009732595665629746, 0.01084788372895143, 51, 4.582 0.9800000000000001, 0.009666911606751143, 0.010950328889655003, 51, 5.146 0.9900000000000001, 0.009557353973349053, 0.011135975668453042, 51, 5.706 ;experiment: 159;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (40000+2322)*p1^8 - (6*40000+5972)*p1^7 + (16*40000+9815)*p1^6 - (24*40000+12027)*p1^5 + (22*40000+11102)*p1^4 - (14*40000+6277)*p1^3 + (8*40000+2455)*p1^2 - (4*40000+355)*p1 + 40000 ) / ( 2*40000*p1^8 - 12*40000*p1^7 + 34*40000*p1^6 - 54*40000*p1^5 + 52*40000*p1^4 - 32*40000*p1^3 + 18*40000*p1^2 - 8*40000*p1 + 2*40000 ) for the parameter intervals below: 0.9, 0.010060479366432855, 0.010517353982534451, 51, 0.553 0.91, 0.010047537721591813, 0.010532763805869592, 51, 1.121 0.92, 0.010033012663781598, 0.01055024620450402, 51, 1.668 0.93, 0.010016487776446403, 0.010570380580837367, 51, 2.227 0.9400000000000001, 0.009997236607293819, 0.010594171345822339, 51, 2.779 0.9500000000000001, 0.009974418936512129, 0.01062284839902695, 51, 3.489 0.9600000000000001, 0.009944941551615587, 0.010660674787239985, 51, 4.042 0.9700000000000001, 0.00990896404973989, 0.010708111466206796, 51, 4.603 0.9800000000000001, 0.009858446506011314, 0.010777163051618075, 51, 5.152 0.9900000000000001, 0.009771431834794314, 0.0109033021931397, 51, 5.719 ;experiment: 160;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (41000+2322)*p1^8 - (6*41000+5972)*p1^7 + (16*41000+9815)*p1^6 - (24*41000+12027)*p1^5 + (22*41000+11102)*p1^4 - (14*41000+6277)*p1^3 + (8*41000+2455)*p1^2 - (4*41000+355)*p1 + 41000 ) / ( 2*41000*p1^8 - 12*41000*p1^7 + 34*41000*p1^6 - 54*41000*p1^5 + 52*41000*p1^4 - 32*41000*p1^3 + 18*41000*p1^2 - 8*41000*p1 + 2*41000 ) for the parameter intervals below: 0.9, 0.008964069057401223, 0.013227449928810172, 51, 0.554 0.91, 0.008902730359260053, 0.013462856729046204, 51, 1.121 0.92, 0.008836745059961472, 0.013738581091570045, 51, 1.674 0.93, 0.008765337418555827, 0.014067424223733943, 51, 2.239 0.9400000000000001, 0.008687394023862906, 0.014469288682315385, 51, 2.794 0.9500000000000001, 0.00860063410239532, 0.014981061320821738, 51, 3.363 0.9600000000000001, 0.008504293057772408, 0.015652081729803848, 51, 3.918 0.9700000000000001, 0.008393956282917362, 0.016603134423066216, 51, 4.483 0.9800000000000001, 0.008263194178468838, 0.018122503577683427, 51, 5.052 0.9900000000000001, 0.008098451029160587, 0.02127199686456675, 51, 5.611 ;experiment: 161;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (41000+2322)*p1^8 - (6*41000+5972)*p1^7 + (16*41000+9815)*p1^6 - (24*41000+12027)*p1^5 + (22*41000+11102)*p1^4 - (14*41000+6277)*p1^3 + (8*41000+2455)*p1^2 - (4*41000+355)*p1 + 41000 ) / ( 2*41000*p1^8 - 12*41000*p1^7 + 34*41000*p1^6 - 54*41000*p1^5 + 52*41000*p1^4 - 32*41000*p1^3 + 18*41000*p1^2 - 8*41000*p1 + 2*41000 ) for the parameter intervals below: 0.9, 0.009233240197089843, 0.010165000387996023, 51, 0.713 0.91, 0.009209000717497284, 0.010202643026227119, 51, 1.262 0.92, 0.009183352504106186, 0.010243637343786444, 51, 1.822 0.93, 0.00915446774889401, 0.0102912661089226, 51, 2.371 0.9400000000000001, 0.009121418604884149, 0.010347762131542733, 51, 2.931 0.9500000000000001, 0.009082714722189208, 0.01041680798602063, 51, 3.482 0.9600000000000001, 0.009036102299472163, 0.010504411313408568, 51, 4.044 0.9700000000000001, 0.008976386061826531, 0.010624413515922214, 51, 4.597 0.9800000000000001, 0.008896574486948848, 0.01080037461210175, 51, 5.158 0.9900000000000001, 0.008768404317843273, 0.011128202023826526, 51, 5.712 ;experiment: 162;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (41000+2322)*p1^8 - (6*41000+5972)*p1^7 + (16*41000+9815)*p1^6 - (24*41000+12027)*p1^5 + (22*41000+11102)*p1^4 - (14*41000+6277)*p1^3 + (8*41000+2455)*p1^2 - (4*41000+355)*p1 + 41000 ) / ( 2*41000*p1^8 - 12*41000*p1^7 + 34*41000*p1^6 - 54*41000*p1^5 + 52*41000*p1^4 - 32*41000*p1^3 + 18*41000*p1^2 - 8*41000*p1 + 2*41000 ) for the parameter intervals below: 0.9, 0.009743874322109316, 0.010378880542811263, 51, 0.561 0.91, 0.009726423717863666, 0.010401219943617429, 51, 1.111 0.92, 0.009705387284217009, 0.010428566260426887, 51, 1.669 0.93, 0.009683233367661337, 0.01045790906882163, 51, 2.221 0.9400000000000001, 0.009657665612744596, 0.010492464106700248, 51, 2.78 0.9500000000000001, 0.00962744724272397, 0.010534291091989792, 51, 3.332 0.9600000000000001, 0.009590492391565328, 0.010586954877737018, 51, 4.039 0.9700000000000001, 0.009541785257260548, 0.010659028367083346, 51, 4.586 0.9800000000000001, 0.00947596942540613, 0.010761633387930701, 51, 5.149 0.9900000000000001, 0.00936618621705925, 0.010947563589177112, 51, 5.696 ;experiment: 163;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (41000+2322)*p1^8 - (6*41000+5972)*p1^7 + (16*41000+9815)*p1^6 - (24*41000+12027)*p1^5 + (22*41000+11102)*p1^4 - (14*41000+6277)*p1^3 + (8*41000+2455)*p1^2 - (4*41000+355)*p1 + 41000 ) / ( 2*41000*p1^8 - 12*41000*p1^7 + 34*41000*p1^6 - 54*41000*p1^5 + 52*41000*p1^4 - 32*41000*p1^3 + 18*41000*p1^2 - 8*41000*p1 + 2*41000 ) for the parameter intervals below: 0.9, 0.009870293372235828, 0.010327964016208765, 51, 0.558 0.91, 0.009857328026029864, 0.010343399456757293, 51, 1.106 0.92, 0.009842776281988949, 0.010360910830934534, 51, 1.663 0.93, 0.009826220923635021, 0.010381078464763487, 51, 2.208 0.9400000000000001, 0.00980693410591851, 0.010404908372202596, 51, 2.774 0.9500000000000001, 0.009784073969290052, 0.01043363238790122, 51, 3.324 0.9600000000000001, 0.009754541375498822, 0.010471520361924638, 51, 3.905 0.9700000000000001, 0.009718495944769225, 0.010519033707747517, 51, 4.458 0.9800000000000001, 0.009667881973254017, 0.010588195802610457, 51, 5.017 0.9900000000000001, 0.009580698196887847, 0.010714533627136803, 51, 5.565 ;experiment: 164;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (42000+2322)*p1^8 - (6*42000+5972)*p1^7 + (16*42000+9815)*p1^6 - (24*42000+12027)*p1^5 + (22*42000+11102)*p1^4 - (14*42000+6277)*p1^3 + (8*42000+2455)*p1^2 - (4*42000+355)*p1 + 42000 ) / ( 2*42000*p1^8 - 12*42000*p1^7 + 34*42000*p1^6 - 54*42000*p1^5 + 52*42000*p1^4 - 32*42000*p1^3 + 18*42000*p1^2 - 8*42000*p1 + 2*42000 ) for the parameter intervals below: 0.9, 0.00878114501035422, 0.013050883342362173, 51, 0.713 0.91, 0.008719662583611591, 0.013286554153043594, 51, 1.269 0.92, 0.008653517955874827, 0.013562582058615982, 51, 1.834 0.93, 0.008581931786257236, 0.013891779777534807, 51, 2.393 0.9400000000000001, 0.008503785339388874, 0.014294067483887856, 51, 2.958 0.9500000000000001, 0.008416787774770914, 0.014806364605052082, 51, 3.515 0.9600000000000001, 0.008320165671844907, 0.015478050803265885, 51, 4.079 0.9700000000000001, 0.00820947901599983, 0.016430010356692795, 51, 4.634 0.9800000000000001, 0.00807824881806271, 0.017950754381908816, 51, 5.202 0.9900000000000001, 0.007912773804230323, 0.02110288039542291, 51, 5.761 ;experiment: 165;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (42000+2322)*p1^8 - (6*42000+5972)*p1^7 + (16*42000+9815)*p1^6 - (24*42000+12027)*p1^5 + (22*42000+11102)*p1^4 - (14*42000+6277)*p1^3 + (8*42000+2455)*p1^2 - (4*42000+355)*p1 + 42000 ) / ( 2*42000*p1^8 - 12*42000*p1^7 + 34*42000*p1^6 - 54*42000*p1^5 + 52*42000*p1^4 - 32*42000*p1^3 + 18*42000*p1^2 - 8*42000*p1 + 2*42000 ) for the parameter intervals below: 0.9, 0.009050905283925223, 0.009984367057397416, 51, 0.557 0.91, 0.009026615179298866, 0.010022070927362448, 51, 1.122 0.92, 0.009000912921503549, 0.010063131421977697, 51, 1.676 0.93, 0.008971966696181973, 0.01011083642879343, 51, 2.243 0.9400000000000001, 0.008938846404354397, 0.010167422015623099, 51, 2.797 0.9500000000000001, 0.008900058047353667, 0.010236576091299654, 51, 3.509 0.9600000000000001, 0.008853342153267453, 0.010324314849649806, 51, 4.056 0.9700000000000001, 0.00879349040143225, 0.010444499344998127, 51, 4.618 0.9800000000000001, 0.008713492060924413, 0.0106207214712597, 51, 5.169 0.9900000000000001, 0.008585006493570618, 0.01094901740401303, 51, 5.733 ;experiment: 166;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (42000+2322)*p1^8 - (6*42000+5972)*p1^7 + (16*42000+9815)*p1^6 - (24*42000+12027)*p1^5 + (22*42000+11102)*p1^4 - (14*42000+6277)*p1^3 + (8*42000+2455)*p1^2 - (4*42000+355)*p1 + 42000 ) / ( 2*42000*p1^8 - 12*42000*p1^7 + 34*42000*p1^6 - 54*42000*p1^5 + 52*42000*p1^4 - 32*42000*p1^3 + 18*42000*p1^2 - 8*42000*p1 + 2*42000 ) for the parameter intervals below: 0.9, 0.009562521735946117, 0.010198589366888213, 51, 0.548 0.91, 0.009545039801081498, 0.010220963732851973, 51, 1.105 0.92, 0.009523965417129706, 0.010248352663466673, 51, 1.655 0.93, 0.009501771315837338, 0.010277740970220245, 51, 2.219 0.9400000000000001, 0.0094761568997928, 0.010312349293133441, 51, 2.77 0.9500000000000001, 0.009445882979876767, 0.010354240358632165, 51, 3.332 0.9600000000000001, 0.009408859587920655, 0.010406984191385306, 51, 3.886 0.9700000000000001, 0.009360061058813094, 0.010479166117685915, 51, 4.449 0.9800000000000001, 0.009294119728886443, 0.01058192338628986, 51, 5.005 0.9900000000000001, 0.009184121687261562, 0.01076812351367653, 51, 5.713 ;experiment: 167;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (42000+2322)*p1^8 - (6*42000+5972)*p1^7 + (16*42000+9815)*p1^6 - (24*42000+12027)*p1^5 + (22*42000+11102)*p1^4 - (14*42000+6277)*p1^3 + (8*42000+2455)*p1^2 - (4*42000+355)*p1 + 42000 ) / ( 2*42000*p1^8 - 12*42000*p1^7 + 34*42000*p1^6 - 54*42000*p1^5 + 52*42000*p1^4 - 32*42000*p1^3 + 18*42000*p1^2 - 8*42000*p1 + 2*42000 ) for the parameter intervals below: 0.9, 0.009689163853953587, 0.010147592619707423, 51, 0.549 0.91, 0.009676175935019108, 0.010163052457602366, 51, 1.112 0.92, 0.009661598775519512, 0.010180591427537041, 51, 1.657 0.93, 0.009645014397151458, 0.010200790735170011, 51, 2.223 0.9400000000000001, 0.009625693628419143, 0.010224657921136806, 51, 2.771 0.9500000000000001, 0.009602793048127112, 0.010253426663017299, 51, 3.331 0.9600000000000001, 0.009573207874435191, 0.010291373290195072, 51, 3.88 0.9700000000000001, 0.009537097749559716, 0.010338959652071274, 51, 4.445 0.9800000000000001, 0.009486391942057214, 0.010408226994033784, 51, 4.997 0.9900000000000001, 0.009399047113170553, 0.010534754040464969, 51, 5.559 ;experiment: 168;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (43000+2322)*p1^8 - (6*43000+5972)*p1^7 + (16*43000+9815)*p1^6 - (24*43000+12027)*p1^5 + (22*43000+11102)*p1^4 - (14*43000+6277)*p1^3 + (8*43000+2455)*p1^2 - (4*43000+355)*p1 + 43000 ) / ( 2*43000*p1^8 - 12*43000*p1^7 + 34*43000*p1^6 - 54*43000*p1^5 + 52*43000*p1^4 - 32*43000*p1^3 + 18*43000*p1^2 - 8*43000*p1 + 2*43000 ) for the parameter intervals below: 0.9, 0.008606729058518106, 0.012882529155285727, 51, 0.579 0.91, 0.008545109588223571, 0.01311845169685463, 51, 1.148 0.92, 0.008478813042675294, 0.013394769027196069, 51, 1.704 0.93, 0.008407056648483605, 0.01372430484046111, 51, 2.271 0.9400000000000001, 0.008328716593728138, 0.014126996108644537, 51, 2.835 0.9500000000000001, 0.008241492439129066, 0.014639793317924709, 51, 3.543 0.9600000000000001, 0.00814460235037695, 0.015312114338425827, 51, 4.098 0.9700000000000001, 0.008033582087080143, 0.016264938572479057, 51, 4.664 0.9800000000000001, 0.007901905567442902, 0.01778699352082392, 51, 5.218 0.9900000000000001, 0.007735732710483164, 0.02094162980856358, 51, 5.785 ;experiment: 169;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (43000+2322)*p1^8 - (6*43000+5972)*p1^7 + (16*43000+9815)*p1^6 - (24*43000+12027)*p1^5 + (22*43000+11102)*p1^4 - (14*43000+6277)*p1^3 + (8*43000+2455)*p1^2 - (4*43000+355)*p1 + 43000 ) / ( 2*43000*p1^8 - 12*43000*p1^7 + 34*43000*p1^6 - 54*43000*p1^5 + 52*43000*p1^4 - 32*43000*p1^3 + 18*43000*p1^2 - 8*43000*p1 + 2*43000 ) for the parameter intervals below: 0.9, 0.008877051064397299, 0.009812135277059266, 51, 0.552 0.91, 0.00885271268939048, 0.009849897530773156, 51, 1.112 0.92, 0.00882695890088304, 0.009891021124437257, 51, 1.663 0.93, 0.008797954064525711, 0.009938798826810435, 51, 2.226 0.9400000000000001, 0.008764765934081214, 0.009995469812072768, 51, 2.789 0.9500000000000001, 0.008725897031814001, 0.010064727075402272, 51, 3.343 0.9600000000000001, 0.008679082478979831, 0.010152594965602309, 51, 3.898 0.9700000000000001, 0.008619101515938912, 0.010272953275047281, 51, 4.46 0.9800000000000001, 0.008538925096576668, 0.010449424290459098, 51, 5.029 0.9900000000000001, 0.008410138800660133, 0.01077816695256525, 51, 5.585 ;experiment: 170;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (43000+2322)*p1^8 - (6*43000+5972)*p1^7 + (16*43000+9815)*p1^6 - (24*43000+12027)*p1^5 + (22*43000+11102)*p1^4 - (14*43000+6277)*p1^3 + (8*43000+2455)*p1^2 - (4*43000+355)*p1 + 43000 ) / ( 2*43000*p1^8 - 12*43000*p1^7 + 34*43000*p1^6 - 54*43000*p1^5 + 52*43000*p1^4 - 32*43000*p1^3 + 18*43000*p1^2 - 8*43000*p1 + 2*43000 ) for the parameter intervals below: 0.9, 0.009389604153789845, 0.010026683827054942, 51, 0.705 0.91, 0.009372092345546187, 0.010049091531888571, 51, 1.251 0.92, 0.00935098177641921, 0.010076521094270152, 51, 1.815 0.93, 0.00932874935944821, 0.010105952783183367, 51, 2.358 0.9400000000000001, 0.00930309045255724, 0.010140611912757093, 51, 2.919 0.9500000000000001, 0.009272763566465496, 0.010182564077988251, 51, 3.47 0.9600000000000001, 0.009235674821653562, 0.01023538423463196, 51, 4.031 0.9700000000000001, 0.00918678914866551, 0.010307669554306889, 51, 4.581 0.9800000000000001, 0.009120728157789304, 0.010410571989374196, 51, 5.141 0.9900000000000001, 0.009010525275124675, 0.010597029488198286, 51, 5.695 ;experiment: 171;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (43000+2322)*p1^8 - (6*43000+5972)*p1^7 + (16*43000+9815)*p1^6 - (24*43000+12027)*p1^5 + (22*43000+11102)*p1^4 - (14*43000+6277)*p1^3 + (8*43000+2455)*p1^2 - (4*43000+355)*p1 + 43000 ) / ( 2*43000*p1^8 - 12*43000*p1^7 + 34*43000*p1^6 - 54*43000*p1^5 + 52*43000*p1^4 - 32*43000*p1^3 + 18*43000*p1^2 - 8*43000*p1 + 2*43000 ) for the parameter intervals below: 0.9, 0.009516458964428648, 0.009975610590485231, 51, 0.559 0.91, 0.009503449522660027, 0.00999109369096791, 51, 1.112 0.92, 0.009488848129814802, 0.010008658973132844, 51, 1.675 0.93, 0.009472236081200782, 0.010028888481369253, 51, 2.226 0.9400000000000001, 0.00945288294056845, 0.010052791211977528, 51, 2.926 0.9500000000000001, 0.00942994379771528, 0.010081602599755898, 51, 3.478 0.9600000000000001, 0.00940030848969826, 0.010119605152034918, 51, 4.039 0.9700000000000001, 0.009364136679708755, 0.010167261133865436, 51, 4.589 0.9800000000000001, 0.009313343307662104, 0.010236628827713565, 51, 5.147 0.9900000000000001, 0.009225844917065532, 0.01036333629503339, 51, 5.699 ;experiment: 172;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (44000+2322)*p1^8 - (6*44000+5972)*p1^7 + (16*44000+9815)*p1^6 - (24*44000+12027)*p1^5 + (22*44000+11102)*p1^4 - (14*44000+6277)*p1^3 + (8*44000+2455)*p1^2 - (4*44000+355)*p1 + 44000 ) / ( 2*44000*p1^8 - 12*44000*p1^7 + 34*44000*p1^6 - 54*44000*p1^5 + 52*44000*p1^4 - 32*44000*p1^3 + 18*44000*p1^2 - 8*44000*p1 + 2*44000 ) for the parameter intervals below: 0.9, 0.00844024110449333, 0.012721827431256782, 51, 0.564 0.91, 0.008378490819899186, 0.012957990261404782, 51, 1.114 0.92, 0.0083120492618956, 0.013234583860839732, 51, 1.679 0.93, 0.008240130380609887, 0.013564442400525352, 51, 2.233 0.9400000000000001, 0.008161605518323086, 0.0139675188868199, 51, 2.799 0.9500000000000001, 0.008074165073286389, 0.014480793452936916, 51, 3.356 0.9600000000000001, 0.007977019179885358, 0.015153720440170111, 51, 3.922 0.9700000000000001, 0.007865680473107674, 0.016107370051182658, 51, 4.48 0.9800000000000001, 0.007733577919124527, 0.017630676335239646, 51, 5.046 0.9900000000000001, 0.007566738922079423, 0.020787708793834545, 51, 5.602 ;experiment: 173;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (44000+2322)*p1^8 - (6*44000+5972)*p1^7 + (16*44000+9815)*p1^6 - (24*44000+12027)*p1^5 + (22*44000+11102)*p1^4 - (14*44000+6277)*p1^3 + (8*44000+2455)*p1^2 - (4*44000+355)*p1 + 44000 ) / ( 2*44000*p1^8 - 12*44000*p1^7 + 34*44000*p1^6 - 54*44000*p1^5 + 52*44000*p1^4 - 32*44000*p1^3 + 18*44000*p1^2 - 8*44000*p1 + 2*44000 ) for the parameter intervals below: 0.9, 0.008711099309391655, 0.009647732214011037, 51, 0.713 0.91, 0.008686714858113228, 0.009685550197662686, 51, 1.261 0.92, 0.008660911881199827, 0.009726734022238307, 51, 1.824 0.93, 0.008631851097943604, 0.00977458111582733, 51, 2.376 0.9400000000000001, 0.008598598212456884, 0.009831333617775379, 51, 2.939 0.9500000000000001, 0.008559652426069257, 0.00990068937840992, 51, 3.488 0.9600000000000001, 0.008512743698977403, 0.009988680530827184, 51, 4.047 0.9700000000000001, 0.008452639397967443, 0.01010920475373251, 51, 4.599 0.9800000000000001, 0.008372292994245889, 0.010285913345146227, 51, 5.159 0.9900000000000001, 0.008243219639245541, 0.010615082430726166, 51, 5.713 ;experiment: 174;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (44000+2322)*p1^8 - (6*44000+5972)*p1^7 + (16*44000+9815)*p1^6 - (24*44000+12027)*p1^5 + (22*44000+11102)*p1^4 - (14*44000+6277)*p1^3 + (8*44000+2455)*p1^2 - (4*44000+355)*p1 + 44000 ) / ( 2*44000*p1^8 - 12*44000*p1^7 + 34*44000*p1^6 - 54*44000*p1^5 + 52*44000*p1^4 - 32*44000*p1^3 + 18*44000*p1^2 - 8*44000*p1 + 2*44000 ) for the parameter intervals below: 0.9, 0.009224546461732814, 0.009862592175396537, 51, 0.565 0.91, 0.009207006137988583, 0.009885031703698154, 51, 1.114 0.92, 0.009185861028467655, 0.009912500050948717, 51, 1.687 0.93, 0.00916359203744106, 0.009941973150100807, 51, 2.254 0.9400000000000001, 0.009137890662015381, 0.009976680776944559, 51, 2.809 0.9500000000000001, 0.00910751321730027, 0.010018691264648142, 51, 3.519 0.9600000000000001, 0.009070362090216834, 0.010071584275911625, 51, 4.066 0.9700000000000001, 0.00902139323443433, 0.010143968289263935, 51, 4.628 0.9800000000000001, 0.008955218021739077, 0.010247009292320258, 51, 5.181 0.9900000000000001, 0.008844819608998144, 0.010433712463878766, 51, 5.746 ;experiment: 175;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (44000+2322)*p1^8 - (6*44000+5972)*p1^7 + (16*44000+9815)*p1^6 - (24*44000+12027)*p1^5 + (22*44000+11102)*p1^4 - (14*44000+6277)*p1^3 + (8*44000+2455)*p1^2 - (4*44000+355)*p1 + 44000 ) / ( 2*44000*p1^8 - 12*44000*p1^7 + 34*44000*p1^6 - 54*44000*p1^5 + 52*44000*p1^4 - 32*44000*p1^3 + 18*44000*p1^2 - 8*44000*p1 + 2*44000 ) for the parameter intervals below: 0.9, 0.009351604297154844, 0.009811445926230152, 51, 0.546 0.91, 0.009338574310860886, 0.009826951231906444, 51, 1.103 0.92, 0.00932394978618822, 0.009844541630291857, 51, 1.653 0.93, 0.009307311325063596, 0.009864799966379557, 51, 2.215 0.9400000000000001, 0.009287927283984306, 0.009888736625963788, 51, 2.764 0.9500000000000001, 0.009264951331414313, 0.00991758872118943, 51, 3.326 0.9600000000000001, 0.009235268167905092, 0.009955644656519115, 51, 3.878 0.9700000000000001, 0.009199037476667449, 0.010003367093763016, 51, 4.44 0.9800000000000001, 0.009148160520281954, 0.01007283057804678, 51, 4.992 0.9900000000000001, 0.009060515548056834, 0.010199710265305766, 51, 5.556 ;experiment: 176;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (45000+2322)*p1^8 - (6*45000+5972)*p1^7 + (16*45000+9815)*p1^6 - (24*45000+12027)*p1^5 + (22*45000+11102)*p1^4 - (14*45000+6277)*p1^3 + (8*45000+2455)*p1^2 - (4*45000+355)*p1 + 45000 ) / ( 2*45000*p1^8 - 12*45000*p1^7 + 34*45000*p1^6 - 54*45000*p1^5 + 52*45000*p1^4 - 32*45000*p1^3 + 18*45000*p1^2 - 8*45000*p1 + 2*45000 ) for the parameter intervals below: 0.9, 0.008281152615089668, 0.012568268006071871, 51, 0.557 0.91, 0.008219277330168695, 0.01280466044530477, 51, 1.27 0.92, 0.008152697204704502, 0.013081518035209608, 51, 1.822 0.93, 0.008080623057974481, 0.013411684957922913, 51, 2.384 0.9400000000000001, 0.008001921601825961, 0.013815129541521773, 51, 2.943 0.9500000000000001, 0.00791427447926161, 0.014328860248615991, 51, 3.511 0.9600000000000001, 0.007816884150302928, 0.015002366270725074, 51, 4.066 0.9700000000000001, 0.007705241153091021, 0.015956804575277872, 51, 4.632 0.9800000000000001, 0.0075727314996188065, 0.017481306580127007, 51, 5.193 0.9900000000000001, 0.0074052559531463105, 0.020640628713093145, 51, 5.759 ;experiment: 177;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (45000+2322)*p1^8 - (6*45000+5972)*p1^7 + (16*45000+9815)*p1^6 - (24*45000+12027)*p1^5 + (22*45000+11102)*p1^4 - (14*45000+6277)*p1^3 + (8*45000+2455)*p1^2 - (4*45000+355)*p1 + 45000 ) / ( 2*45000*p1^8 - 12*45000*p1^7 + 34*45000*p1^6 - 54*45000*p1^5 + 52*45000*p1^4 - 32*45000*p1^3 + 18*45000*p1^2 - 8*45000*p1 + 2*45000 ) for the parameter intervals below: 0.9, 0.008552523187942411, 0.009490635953763156, 51, 0.55 0.91, 0.00852809470822545, 0.009528507190470093, 51, 1.108 0.92, 0.008502244729058653, 0.009569748569029046, 51, 1.657 0.93, 0.00847313048543344, 0.009617661969776793, 51, 2.22 0.9400000000000001, 0.008439815722904108, 0.009674492365446112, 51, 2.771 0.9500000000000001, 0.00840079646946991, 0.00974394224572839, 51, 3.471 0.9600000000000001, 0.008353797753640112, 0.009832051182043326, 51, 4.023 0.9700000000000001, 0.008293575596353004, 0.009952733944473015, 51, 4.583 0.9800000000000001, 0.008213066763127556, 0.010129669552961545, 51, 5.141 0.9900000000000001, 0.008083719107228278, 0.010459246109859582, 51, 5.705 ;experiment: 178;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (45000+2322)*p1^8 - (6*45000+5972)*p1^7 + (16*45000+9815)*p1^6 - (24*45000+12027)*p1^5 + (22*45000+11102)*p1^4 - (14*45000+6277)*p1^3 + (8*45000+2455)*p1^2 - (4*45000+355)*p1 + 45000 ) / ( 2*45000*p1^8 - 12*45000*p1^7 + 34*45000*p1^6 - 54*45000*p1^5 + 52*45000*p1^4 - 32*45000*p1^3 + 18*45000*p1^2 - 8*45000*p1 + 2*45000 ) for the parameter intervals below: 0.9, 0.009066824667098735, 0.009705793486033412, 51, 0.55 0.91, 0.009049257095211927, 0.009728263423426663, 51, 1.109 0.92, 0.009028078980425092, 0.009755768831774902, 51, 1.66 0.93, 0.009005775040855833, 0.009785281500710199, 51, 2.221 0.9400000000000001, 0.008980033084386494, 0.009820035469388505, 51, 2.772 0.9500000000000001, 0.008949607328096718, 0.009862101687452792, 51, 3.33 0.9600000000000001, 0.00891239659128899, 0.009915064315357856, 51, 3.888 0.9700000000000001, 0.008863348249724514, 0.009987542635999436, 51, 4.451 0.9800000000000001, 0.008797063891737263, 0.01009071604846625, 51, 5.017 0.9900000000000001, 0.008686478639141036, 0.010277653973974116, 51, 5.573 ;experiment: 179;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (45000+2322)*p1^8 - (6*45000+5972)*p1^7 + (16*45000+9815)*p1^6 - (24*45000+12027)*p1^5 + (22*45000+11102)*p1^4 - (14*45000+6277)*p1^3 + (8*45000+2455)*p1^2 - (4*45000+355)*p1 + 45000 ) / ( 2*45000*p1^8 - 12*45000*p1^7 + 34*45000*p1^6 - 54*45000*p1^5 + 52*45000*p1^4 - 32*45000*p1^3 + 18*45000*p1^2 - 8*45000*p1 + 2*45000 ) for the parameter intervals below: 0.9, 0.009194076503982735, 0.009654577469272263, 51, 0.72 0.91, 0.009181026886254603, 0.009670103993245919, 51, 1.271 0.92, 0.009166380257832106, 0.009687718391578387, 51, 1.836 0.93, 0.009149716558091636, 0.009708004274278844, 51, 2.384 0.9400000000000001, 0.009130302989915604, 0.009731973354885789, 51, 2.944 0.9500000000000001, 0.009107291863611436, 0.009760864348335797, 51, 3.492 0.9600000000000001, 0.009077562971524395, 0.009798971294138517, 51, 4.057 0.9700000000000001, 0.009041276015984112, 0.009846757233220121, 51, 4.607 0.9800000000000001, 0.008990319190119883, 0.009916312250586787, 51, 5.166 0.9900000000000001, 0.008902534151004629, 0.010043356503564225, 51, 5.717 ;experiment: 180;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (46000+2322)*p1^8 - (6*46000+5972)*p1^7 + (16*46000+9815)*p1^6 - (24*46000+12027)*p1^5 + (22*46000+11102)*p1^4 - (14*46000+6277)*p1^3 + (8*46000+2455)*p1^2 - (4*46000+355)*p1 + 46000 ) / ( 2*46000*p1^8 - 12*46000*p1^7 + 34*46000*p1^6 - 54*46000*p1^5 + 52*46000*p1^4 - 32*46000*p1^3 + 18*46000*p1^2 - 8*46000*p1 + 2*46000 ) for the parameter intervals below: 0.9, 0.008128981016532309, 0.01242138507763809, 51, 0.57 0.91, 0.008066986166077551, 0.012657997142950999, 51, 1.124 0.92, 0.008000273497826093, 0.01293510724547783, 51, 1.692 0.93, 0.00792805083632214, 0.013265569143258984, 51, 2.248 0.9400000000000001, 0.007849180464307517, 0.01366936581993317, 51, 2.814 0.9500000000000001, 0.007761335650192851, 0.014183532835788671, 51, 3.37 0.9600000000000001, 0.007663711513314658, 0.014857592717343169, 51, 4.08 0.9700000000000001, 0.0075517774556868224, 0.01581278542441207, 51, 4.636 0.9800000000000001, 0.0074188784027007975, 0.01733843116219322, 51, 5.207 0.9900000000000001, 0.007250793968644626, 0.020499943418470494, 51, 5.764 ;experiment: 181;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (46000+2322)*p1^8 - (6*46000+5972)*p1^7 + (16*46000+9815)*p1^6 - (24*46000+12027)*p1^5 + (22*46000+11102)*p1^4 - (14*46000+6277)*p1^3 + (8*46000+2455)*p1^2 - (4*46000+355)*p1 + 46000 ) / ( 2*46000*p1^8 - 12*46000*p1^7 + 34*46000*p1^6 - 54*46000*p1^5 + 52*46000*p1^4 - 32*46000*p1^3 + 18*46000*p1^2 - 8*46000*p1 + 2*46000 ) for the parameter intervals below: 0.9, 0.008400841680469721, 0.009340369965699329, 51, 0.562 0.91, 0.0083763710865948, 0.00937829214011194, 51, 1.117 0.92, 0.008350476148750228, 0.009419588570305906, 51, 1.684 0.93, 0.00832131076911887, 0.009467565395292478, 51, 2.235 0.9400000000000001, 0.008287936819854222, 0.00952447029800015, 51, 2.796 0.9500000000000001, 0.008248847293592208, 0.009594010205770312, 51, 3.353 0.9600000000000001, 0.00820176250158004, 0.009682231804945129, 51, 3.917 0.9700000000000001, 0.008141427612196784, 0.009803066213878789, 51, 4.474 0.9800000000000001, 0.00806076341162418, 0.00998021896913083, 51, 5.039 0.9900000000000001, 0.007931153380949778, 0.010310185281205236, 51, 5.595 ;experiment: 182;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (46000+2322)*p1^8 - (6*46000+5972)*p1^7 + (16*46000+9815)*p1^6 - (24*46000+12027)*p1^5 + (22*46000+11102)*p1^4 - (14*46000+6277)*p1^3 + (8*46000+2455)*p1^2 - (4*46000+355)*p1 + 46000 ) / ( 2*46000*p1^8 - 12*46000*p1^7 + 34*46000*p1^6 - 54*46000*p1^5 + 52*46000*p1^4 - 32*46000*p1^3 + 18*46000*p1^2 - 8*46000*p1 + 2*46000 ) for the parameter intervals below: 0.9, 0.008915960341799492, 0.00955581213098928, 51, 0.559 0.91, 0.00889836670647013, 0.009578311155342101, 51, 1.27 0.92, 0.008877157021428413, 0.00960585201343414, 51, 1.819 0.93, 0.00885481965281664, 0.009635402531727242, 51, 2.382 0.9400000000000001, 0.008829038879698005, 0.00967020082737839, 51, 2.933 0.9500000000000001, 0.008798566912337392, 0.00971232035274788, 51, 3.493 0.9600000000000001, 0.008761299157532461, 0.009765349570479134, 51, 4.044 0.9700000000000001, 0.008712174786091353, 0.00983791809809548, 51, 4.605 0.9800000000000001, 0.008645786028254467, 0.00994121816304493, 51, 5.154 0.9900000000000001, 0.008535022059279371, 0.010128380635802545, 51, 5.713 ;experiment: 183;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (46000+2322)*p1^8 - (6*46000+5972)*p1^7 + (16*46000+9815)*p1^6 - (24*46000+12027)*p1^5 + (22*46000+11102)*p1^4 - (14*46000+6277)*p1^3 + (8*46000+2455)*p1^2 - (4*46000+355)*p1 + 46000 ) / ( 2*46000*p1^8 - 12*46000*p1^7 + 34*46000*p1^6 - 54*46000*p1^5 + 52*46000*p1^4 - 32*46000*p1^3 + 18*46000*p1^2 - 8*46000*p1 + 2*46000 ) for the parameter intervals below: 0.9, 0.009043397745296307, 0.009504529380009414, 51, 0.549 0.91, 0.009030329349673558, 0.009520076199746933, 51, 1.107 0.92, 0.00901566157853732, 0.009537713554548653, 51, 1.655 0.93, 0.008998973737508652, 0.009558025786181378, 51, 2.214 0.9400000000000001, 0.00897953192602666, 0.009582025878200694, 51, 2.762 0.9500000000000001, 0.008956487155281186, 0.009610954078649715, 51, 3.326 0.9600000000000001, 0.008926714522812993, 0.00964910981707522, 51, 3.877 0.9700000000000001, 0.00889037374924462, 0.009696956497048017, 51, 4.593 0.9800000000000001, 0.008839340526487726, 0.009766599067801399, 51, 5.141 0.9900000000000001, 0.008751421510344899, 0.009893800731465391, 51, 5.713 ;experiment: 184;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (47000+2322)*p1^8 - (6*47000+5972)*p1^7 + (16*47000+9815)*p1^6 - (24*47000+12027)*p1^5 + (22*47000+11102)*p1^4 - (14*47000+6277)*p1^3 + (8*47000+2455)*p1^2 - (4*47000+355)*p1 + 47000 ) / ( 2*47000*p1^8 - 12*47000*p1^7 + 34*47000*p1^6 - 54*47000*p1^5 + 52*47000*p1^4 - 32*47000*p1^3 + 18*47000*p1^2 - 8*47000*p1 + 2*47000 ) for the parameter intervals below: 0.9, 0.007983284805147636, 0.012280752486581222, 51, 0.56 0.91, 0.007921175477054641, 0.012517574832184028, 51, 1.127 0.92, 0.00785433590613343, 0.012794926702116913, 51, 1.692 0.93, 0.007781971049634756, 0.013125671022832696, 51, 2.259 0.9400000000000001, 0.007702938949663182, 0.013529804809899348, 51, 2.811 0.9500000000000001, 0.00761490485640516, 0.014044389568186683, 51, 3.385 0.9600000000000001, 0.0075170568608775275, 0.014718979740701662, 51, 3.943 0.9700000000000001, 0.00740484412838199, 0.01567489474805053, 51, 4.512 0.9800000000000001, 0.007271572246075712, 0.017201635549278827, 51, 5.084 0.9900000000000001, 0.007102904821553573, 0.02036524473213082, 51, 5.658 ;experiment: 185;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (47000+2322)*p1^8 - (6*47000+5972)*p1^7 + (16*47000+9815)*p1^6 - (24*47000+12027)*p1^5 + (22*47000+11102)*p1^4 - (14*47000+6277)*p1^3 + (8*47000+2455)*p1^2 - (4*47000+355)*p1 + 47000 ) / ( 2*47000*p1^8 - 12*47000*p1^7 + 34*47000*p1^6 - 54*47000*p1^5 + 52*47000*p1^4 - 32*47000*p1^3 + 18*47000*p1^2 - 8*47000*p1 + 2*47000 ) for the parameter intervals below: 0.9, 0.008255614705229983, 0.009196498275001705, 51, 0.556 0.91, 0.008231103789287736, 0.009234469219555074, 51, 1.264 0.92, 0.008205165805900675, 0.00927581835876078, 51, 1.816 0.93, 0.008175951466263955, 0.00932385590908409, 51, 2.379 0.9400000000000001, 0.00814252084884954, 0.00938083214831787, 51, 2.925 0.9500000000000001, 0.008103364040091826, 0.009450458252621896, 51, 3.49 0.9600000000000001, 0.008056196834714483, 0.009538787720490546, 51, 4.042 0.9700000000000001, 0.007995754010346178, 0.009659767322884353, 51, 4.606 0.9800000000000001, 0.00791494105380074, 0.009837127984612084, 51, 5.159 0.9900000000000001, 0.007785079813236323, 0.010167467466534338, 51, 5.723 ;experiment: 186;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (47000+2322)*p1^8 - (6*47000+5972)*p1^7 + (16*47000+9815)*p1^6 - (24*47000+12027)*p1^5 + (22*47000+11102)*p1^4 - (14*47000+6277)*p1^3 + (8*47000+2455)*p1^2 - (4*47000+355)*p1 + 47000 ) / ( 2*47000*p1^8 - 12*47000*p1^7 + 34*47000*p1^6 - 54*47000*p1^5 + 52*47000*p1^4 - 32*47000*p1^3 + 18*47000*p1^2 - 8*47000*p1 + 2*47000 ) for the parameter intervals below: 0.9, 0.008771515775020796, 0.009412212961267305, 51, 0.551 0.91, 0.008753897185332723, 0.00943473983483384, 51, 1.111 0.92, 0.008732657273451771, 0.009462314634172277, 51, 1.663 0.93, 0.008710287898312134, 0.00949190139121345, 51, 2.219 0.9400000000000001, 0.008684469960315407, 0.009526742127580267, 51, 2.769 0.9500000000000001, 0.008653953748313016, 0.009568912691857199, 51, 3.33 0.9600000000000001, 0.0086166314018059, 0.009622005665808613, 51, 3.881 0.9700000000000001, 0.008567434235799247, 0.009694660561805617, 51, 4.582 0.9800000000000001, 0.00850094552066783, 0.00979808188976561, 51, 5.137 0.9900000000000001, 0.008390010440261263, 0.009985459354574447, 51, 5.701 ;experiment: 187;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (47000+2322)*p1^8 - (6*47000+5972)*p1^7 + (16*47000+9815)*p1^6 - (24*47000+12027)*p1^5 + (22*47000+11102)*p1^4 - (14*47000+6277)*p1^3 + (8*47000+2455)*p1^2 - (4*47000+355)*p1 + 47000 ) / ( 2*47000*p1^8 - 12*47000*p1^7 + 34*47000*p1^6 - 54*47000*p1^5 + 52*47000*p1^4 - 32*47000*p1^3 + 18*47000*p1^2 - 8*47000*p1 + 2*47000 ) for the parameter intervals below: 0.9, 0.008899130848678844, 0.009360866315820972, 51, 0.547 0.91, 0.008886044474225837, 0.009376432567672828, 51, 1.107 0.92, 0.008871356460064107, 0.009394091902072247, 51, 1.658 0.93, 0.008854645505036089, 0.009414429361407786, 51, 2.216 0.9400000000000001, 0.00883517665208763, 0.009438459145206067, 51, 2.763 0.9500000000000001, 0.008812099668583142, 0.009467422969375815, 51, 3.324 0.9600000000000001, 0.008782285157025489, 0.009505625424145797, 51, 3.879 0.9700000000000001, 0.008745892855556249, 0.009553530260286934, 51, 4.437 0.9800000000000001, 0.00869478648683826, 0.009623256658749203, 51, 4.986 0.9900000000000001, 0.00860673919482126, 0.009750609034772604, 51, 5.547 ;experiment: 188;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (48000+2322)*p1^8 - (6*48000+5972)*p1^7 + (16*48000+9815)*p1^6 - (24*48000+12027)*p1^5 + (22*48000+11102)*p1^4 - (14*48000+6277)*p1^3 + (8*48000+2455)*p1^2 - (4*48000+355)*p1 + 48000 ) / ( 2*48000*p1^8 - 12*48000*p1^7 + 34*48000*p1^6 - 54*48000*p1^5 + 52*48000*p1^4 - 32*48000*p1^3 + 18*48000*p1^2 - 8*48000*p1 + 2*48000 ) for the parameter intervals below: 0.9, 0.007843659269235774, 0.012145979586819712, 51, 0.704 0.91, 0.007781440233407653, 0.012383003451035664, 51, 1.257 0.92, 0.00771447904742949, 0.01266058701473004, 51, 1.825 0.93, 0.007641977920725529, 0.012991601990762863, 51, 2.38 0.9400000000000001, 0.007562790831459921, 0.01339605884195356, 51, 2.949 0.9500000000000001, 0.007474575345690922, 0.013911043936735493, 51, 3.506 0.9600000000000001, 0.007376512818956663, 0.014586142304752825, 51, 4.073 0.9700000000000001, 0.007264033023050116, 0.015542749516538017, 51, 4.628 0.9800000000000001, 0.007130403845980835, 0.017070539753568658, 51, 5.19 0.9900000000000001, 0.006961177710340123, 0.020236158491055284, 51, 5.751 ;experiment: 189;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (48000+2322)*p1^8 - (6*48000+5972)*p1^7 + (16*48000+9815)*p1^6 - (24*48000+12027)*p1^5 + (22*48000+11102)*p1^4 - (14*48000+6277)*p1^3 + (8*48000+2455)*p1^2 - (4*48000+355)*p1 + 48000 ) / ( 2*48000*p1^8 - 12*48000*p1^7 + 34*48000*p1^6 - 54*48000*p1^5 + 52*48000*p1^4 - 32*48000*p1^3 + 18*48000*p1^2 - 8*48000*p1 + 2*48000 ) for the parameter intervals below: 0.9, 0.008116438853957452, 0.009058621238082556, 51, 0.559 0.91, 0.008091889296034622, 0.009096638920687551, 51, 1.113 0.92, 0.008065910060670383, 0.009138038572698392, 51, 1.675 0.93, 0.008036648801028012, 0.009186134318134958, 51, 2.224 0.9400000000000001, 0.008003163876636752, 0.009243178921541273, 51, 2.925 0.9500000000000001, 0.007963942588821596, 0.009312887630853544, 51, 3.476 0.9600000000000001, 0.007916696403968318, 0.009401320472887111, 51, 4.041 0.9700000000000001, 0.00785615014190603, 0.009522439219013528, 51, 4.595 0.9800000000000001, 0.007775194627554329, 0.009699999124448884, 51, 5.164 0.9900000000000001, 0.007645092644178654, 0.01003069622747596, 51, 5.72 ;experiment: 190;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (48000+2322)*p1^8 - (6*48000+5972)*p1^7 + (16*48000+9815)*p1^6 - (24*48000+12027)*p1^5 + (22*48000+11102)*p1^4 - (14*48000+6277)*p1^3 + (8*48000+2455)*p1^2 - (4*48000+355)*p1 + 48000 ) / ( 2*48000*p1^8 - 12*48000*p1^7 + 34*48000*p1^6 - 54*48000*p1^5 + 52*48000*p1^4 - 32*48000*p1^3 + 18*48000*p1^2 - 8*48000*p1 + 2*48000 ) for the parameter intervals below: 0.9, 0.008633089731858433, 0.009274597090285473, 51, 0.562 0.91, 0.008615447227576567, 0.009297150652681831, 51, 1.114 0.92, 0.00859417834830746, 0.009324757979044014, 51, 1.674 0.93, 0.008571778300245345, 0.009354379464887742, 51, 2.225 0.9400000000000001, 0.008545924745907645, 0.009389260873607655, 51, 2.785 0.9500000000000001, 0.008515366132788579, 0.009431480350171424, 51, 3.339 0.9600000000000001, 0.008477991469236272, 0.009484634423832104, 51, 3.9 0.9700000000000001, 0.008428724541773116, 0.009557372089524384, 51, 4.451 0.9800000000000001, 0.00836214003422902, 0.009660909627873528, 51, 5.154 0.9900000000000001, 0.008251040972037708, 0.009848493126732073, 51, 5.707 ;experiment: 191;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (48000+2322)*p1^8 - (6*48000+5972)*p1^7 + (16*48000+9815)*p1^6 - (24*48000+12027)*p1^5 + (22*48000+11102)*p1^4 - (14*48000+6277)*p1^3 + (8*48000+2455)*p1^2 - (4*48000+355)*p1 + 48000 ) / ( 2*48000*p1^8 - 12*48000*p1^7 + 34*48000*p1^6 - 54*48000*p1^5 + 52*48000*p1^4 - 32*48000*p1^3 + 18*48000*p1^2 - 8*48000*p1 + 2*48000 ) for the parameter intervals below: 0.9, 0.008760875072757612, 0.009223189212642115, 51, 0.559 0.91, 0.00874777146858568, 0.009238774086936335, 51, 1.107 0.92, 0.008733064054860124, 0.009256454485116788, 51, 1.67 0.93, 0.008716330948914334, 0.009276816121000302, 51, 2.23 0.9400000000000001, 0.008696836181228828, 0.009300874359414974, 51, 2.778 0.9500000000000001, 0.00867372832716249, 0.009329872322989484, 51, 3.336 0.9600000000000001, 0.008643873681477461, 0.009368119547586143, 51, 3.885 0.9700000000000001, 0.00860743199910653, 0.00941608011672483, 51, 4.448 0.9800000000000001, 0.008556255532176388, 0.00948588685007302, 51, 4.998 0.9900000000000001, 0.00846808530911005, 0.009613383658775428, 51, 5.564 ;experiment: 192;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (49000+2322)*p1^8 - (6*49000+5972)*p1^7 + (16*49000+9815)*p1^6 - (24*49000+12027)*p1^5 + (22*49000+11102)*p1^4 - (14*49000+6277)*p1^3 + (8*49000+2455)*p1^2 - (4*49000+355)*p1 + 49000 ) / ( 2*49000*p1^8 - 12*49000*p1^7 + 34*49000*p1^6 - 54*49000*p1^5 + 52*49000*p1^4 - 32*49000*p1^3 + 18*49000*p1^2 - 8*49000*p1 + 2*49000 ) for the parameter intervals below: 0.9, 0.007709732734789179, 0.012016707621742947, 51, 0.56 0.91, 0.007647408469091229, 0.012253924779319938, 51, 1.166 0.92, 0.007580330631936458, 0.012531730579888913, 51, 1.854 0.93, 0.007507698797078361, 0.012863005164079648, 51, 2.566 0.9400000000000001, 0.007428363044612859, 0.013267771893104428, 51, 3.12 0.9500000000000001, 0.0073399735701088755, 0.01378314098411897, 51, 3.683 0.9600000000000001, 0.007241705268543727, 0.014458726804964607, 51, 4.234 0.9700000000000001, 0.007128969309771201, 0.015415997967943742, 51, 4.804 0.9800000000000001, 0.006994997421396881, 0.016944794806661494, 51, 5.359 0.9900000000000001, 0.006825235368247156, 0.020112341076145443, 51, 5.93 ;experiment: 193;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (49000+2322)*p1^8 - (6*49000+5972)*p1^7 + (16*49000+9815)*p1^6 - (24*49000+12027)*p1^5 + (22*49000+11102)*p1^4 - (14*49000+6277)*p1^3 + (8*49000+2455)*p1^2 - (4*49000+355)*p1 + 49000 ) / ( 2*49000*p1^8 - 12*49000*p1^7 + 34*49000*p1^6 - 54*49000*p1^5 + 52*49000*p1^4 - 32*49000*p1^3 + 18*49000*p1^2 - 8*49000*p1 + 2*49000 ) for the parameter intervals below: 0.9, 0.007982943649677736, 0.008926371835323932, 51, 0.552 0.91, 0.007958357026998517, 0.008964434348304965, 51, 1.112 0.92, 0.007932338223408155, 0.009005882451373234, 51, 1.66 0.93, 0.00790303195886338, 0.009054034016612299, 51, 2.226 0.9400000000000001, 0.007869494944106029, 0.009111144193813979, 51, 2.776 0.9500000000000001, 0.007830211809029748, 0.009180932136502548, 51, 3.339 0.9600000000000001, 0.00778288986835519, 0.009269464133349113, 51, 3.889 0.9700000000000001, 0.0077222443905471, 0.009390716343872093, 51, 4.595 0.9800000000000001, 0.007641152137072536, 0.00956846736061943, 51, 5.148 0.9900000000000001, 0.007510819237122302, 0.009899507487970916, 51, 5.713 ;experiment: 194;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (49000+2322)*p1^8 - (6*49000+5972)*p1^7 + (16*49000+9815)*p1^6 - (24*49000+12027)*p1^5 + (22*49000+11102)*p1^4 - (14*49000+6277)*p1^3 + (8*49000+2455)*p1^2 - (4*49000+355)*p1 + 49000 ) / ( 2*49000*p1^8 - 12*49000*p1^7 + 34*49000*p1^6 - 54*49000*p1^5 + 52*49000*p1^4 - 32*49000*p1^3 + 18*49000*p1^2 - 8*49000*p1 + 2*49000 ) for the parameter intervals below: 0.9, 0.008500313731276275, 0.00914259819362662, 51, 0.547 0.91, 0.008482648288504353, 0.009165177355515032, 51, 1.109 0.92, 0.008461351624191562, 0.009192815881270208, 51, 1.665 0.93, 0.00843892215516144, 0.009222470678410344, 51, 2.225 0.9400000000000001, 0.008413034438209883, 0.009257391099390739, 51, 2.773 0.9500000000000001, 0.008382435154634152, 0.009299657491819267, 51, 3.335 0.9600000000000001, 0.008345010309424588, 0.009352870171325755, 51, 3.887 0.9700000000000001, 0.008295676467910792, 0.009425687228360038, 51, 4.452 0.9800000000000001, 0.008229000077849494, 0.009529336233814328, 51, 5.006 0.9900000000000001, 0.00811774372700483, 0.009717117357168967, 51, 5.573 ;experiment: 195;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (49000+2322)*p1^8 - (6*49000+5972)*p1^7 + (16*49000+9815)*p1^6 - (24*49000+12027)*p1^5 + (22*49000+11102)*p1^4 - (14*49000+6277)*p1^3 + (8*49000+2455)*p1^2 - (4*49000+355)*p1 + 49000 ) / ( 2*49000*p1^8 - 12*49000*p1^7 + 34*49000*p1^6 - 54*49000*p1^5 + 52*49000*p1^4 - 32*49000*p1^3 + 18*49000*p1^2 - 8*49000*p1 + 2*49000 ) for the parameter intervals below: 0.9, 0.00862826238972844, 0.009091131583060666, 51, 0.551 0.91, 0.008615142259095175, 0.009106734319698143, 51, 1.25 0.92, 0.00860041623762249, 0.0091244349219141, 51, 1.802 0.93, 0.008583661884881924, 0.00914481974754711, 51, 2.363 0.9400000000000001, 0.008564142260200492, 0.009168905279169762, 51, 2.931 0.9500000000000001, 0.008541004795595762, 0.009197935988700542, 51, 3.496 0.9600000000000001, 0.008511111653914239, 0.009236226155786858, 51, 4.059 0.9700000000000001, 0.008474622606183714, 0.009284240183105698, 51, 4.604 0.9800000000000001, 0.008423378902192382, 0.009354123972364918, 51, 5.165 0.9900000000000001, 0.008335090765673249, 0.009481759318535468, 51, 5.721 ;experiment: 196;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (50000+2322)*p1^8 - (6*50000+5972)*p1^7 + (16*50000+9815)*p1^6 - (24*50000+12027)*p1^5 + (22*50000+11102)*p1^4 - (14*50000+6277)*p1^3 + (8*50000+2455)*p1^2 - (4*50000+355)*p1 + 50000 ) / ( 2*50000*p1^8 - 12*50000*p1^7 + 34*50000*p1^6 - 54*50000*p1^5 + 52*50000*p1^4 - 32*50000*p1^3 + 18*50000*p1^2 - 8*50000*p1 + 2*50000 ) for the parameter intervals below: 0.9, 0.007581163261721425, 0.011892606535266744, 51, 0.57 0.91, 0.00751873797534942, 0.01213000925447351, 51, 1.128 0.92, 0.00745154815306512, 0.012408028402442043, 51, 1.699 0.93, 0.007378790838378116, 0.012739552210465747, 51, 2.251 0.9400000000000001, 0.007299312369238676, 0.013144616422209836, 51, 2.816 0.9500000000000001, 0.007210755865550124, 0.013660354149605827, 51, 3.375 0.9600000000000001, 0.0071122900201491725, 0.014336407925168465, 51, 4.091 0.9700000000000001, 0.006999308145021149, 0.015294316481293256, 51, 4.647 0.9800000000000001, 0.006865007253795858, 0.016824079657631934, 51, 5.214 0.9900000000000001, 0.006694730709774884, 0.019993476357833394, 51, 5.779 ;experiment: 197;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (50000+2322)*p1^8 - (6*50000+5972)*p1^7 + (16*50000+9815)*p1^6 - (24*50000+12027)*p1^5 + (22*50000+11102)*p1^4 - (14*50000+6277)*p1^3 + (8*50000+2455)*p1^2 - (4*50000+355)*p1 + 50000 ) / ( 2*50000*p1^8 - 12*50000*p1^7 + 34*50000*p1^6 - 54*50000*p1^5 + 52*50000*p1^4 - 32*50000*p1^3 + 18*50000*p1^2 - 8*50000*p1 + 2*50000 ) for the parameter intervals below: 0.9, 0.007854788253568697, 0.008799412408675654, 51, 0.563 0.91, 0.007830166048720787, 0.008837517958818208, 51, 1.117 0.92, 0.0078041092596369075, 0.008879012574899977, 51, 1.683 0.93, 0.007774759790385407, 0.008927217727150568, 51, 2.229 0.9400000000000001, 0.007741172768876118, 0.008984390855196357, 51, 2.864 0.9500000000000001, 0.007701830260431123, 0.009054254861926762, 51, 3.443 0.9600000000000001, 0.0076544355941645485, 0.009142882047393726, 51, 4.005 0.9700000000000001, 0.007593694869240523, 0.009264262383737466, 51, 4.561 0.9800000000000001, 0.0075124713462114846, 0.009442196867340918, 51, 5.123 0.9900000000000001, 0.0073819167663501896, 0.009773566298045567, 51, 5.68 ;experiment: 198;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (50000+2322)*p1^8 - (6*50000+5972)*p1^7 + (16*50000+9815)*p1^6 - (24*50000+12027)*p1^5 + (22*50000+11102)*p1^4 - (14*50000+6277)*p1^3 + (8*50000+2455)*p1^2 - (4*50000+355)*p1 + 50000 ) / ( 2*50000*p1^8 - 12*50000*p1^7 + 34*50000*p1^6 - 54*50000*p1^5 + 52*50000*p1^4 - 32*50000*p1^3 + 18*50000*p1^2 - 8*50000*p1 + 2*50000 ) for the parameter intervals below: 0.9, 0.008372848770714737, 0.009015879252835238, 51, 0.561 0.91, 0.008355161306996105, 0.009038482990234934, 51, 1.114 0.92, 0.008333837969039288, 0.009066151467406771, 51, 1.82 0.93, 0.00831138025587927, 0.009095838243392041, 51, 2.371 0.9400000000000001, 0.008285459742820522, 0.009130796116141912, 51, 2.933 0.9500000000000001, 0.008254821415605875, 0.00917310754780226, 51, 3.485 0.9600000000000001, 0.00821734839600531, 0.009226376488917973, 51, 4.047 0.9700000000000001, 0.008167950317001366, 0.009299269761638933, 51, 4.601 0.9800000000000001, 0.008101185719725672, 0.009403025775519179, 51, 5.167 0.9900000000000001, 0.007989778371773839, 0.009590996618387238, 51, 5.716 ;experiment: 199;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (50000+2322)*p1^8 - (6*50000+5972)*p1^7 + (16*50000+9815)*p1^6 - (24*50000+12027)*p1^5 + (22*50000+11102)*p1^4 - (14*50000+6277)*p1^3 + (8*50000+2455)*p1^2 - (4*50000+355)*p1 + 50000 ) / ( 2*50000*p1^8 - 12*50000*p1^7 + 34*50000*p1^6 - 54*50000*p1^5 + 52*50000*p1^4 - 32*50000*p1^3 + 18*50000*p1^2 - 8*50000*p1 + 2*50000 ) for the parameter intervals below: 0.9, 0.008500954214022567, 0.008964356258663639, 51, 0.56 0.91, 0.008487818217983792, 0.008979976143148929, 51, 1.13 0.92, 0.008473074333074428, 0.008997696141239481, 51, 1.678 0.93, 0.00845629958341025, 0.009018103229032045, 51, 2.237 0.9400000000000001, 0.008436756096015918, 0.009042214962135423, 51, 2.788 0.9500000000000001, 0.008413590205291702, 0.009071277107782062, 51, 3.503 0.9600000000000001, 0.008383660107449845, 0.009109608499655655, 51, 4.106 0.9700000000000001, 0.008347125588979975, 0.009157673846828538, 51, 4.68 0.9800000000000001, 0.008295817337409894, 0.009227631609763446, 51, 5.238 0.9900000000000001, 0.008207416003973438, 0.009355399951902921, 51, 5.803 ;experiment: 200;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (51000+2322)*p1^8 - (6*51000+5972)*p1^7 + (16*51000+9815)*p1^6 - (24*51000+12027)*p1^5 + (22*51000+11102)*p1^4 - (14*51000+6277)*p1^3 + (8*51000+2455)*p1^2 - (4*51000+355)*p1 + 51000 ) / ( 2*51000*p1^8 - 12*51000*p1^7 + 34*51000*p1^6 - 54*51000*p1^5 + 52*51000*p1^4 - 32*51000*p1^3 + 18*51000*p1^2 - 8*51000*p1 + 2*51000 ) for the parameter intervals below: 0.9, 0.007457635728773046, 0.011773372158065362, 51, 0.565 0.91, 0.0073951133833220235, 0.01201095316197215, 51, 1.133 0.92, 0.0073278159674809214, 0.0122891772907762, 51, 1.687 0.93, 0.007254938093743056, 0.012620940549148531, 51, 2.259 0.9400000000000001, 0.007175322504666355, 0.013026290577624871, 51, 2.856 0.9500000000000001, 0.007086605521952573, 0.013542382485075503, 51, 3.426 0.9600000000000001, 0.0069879498795339, 0.01421888586418854, 51, 3.997 0.9700000000000001, 0.006874731731835298, 0.015177406817651293, 51, 4.567 0.9800000000000001, 0.006740114739826666, 0.016708098436016096, 51, 5.124 0.9900000000000001, 0.006569343871780389, 0.019879273001021578, 51, 5.692 ;experiment: 201;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (51000+2322)*p1^8 - (6*51000+5972)*p1^7 + (16*51000+9815)*p1^6 - (24*51000+12027)*p1^5 + (22*51000+11102)*p1^4 - (14*51000+6277)*p1^3 + (8*51000+2455)*p1^2 - (4*51000+355)*p1 + 51000 ) / ( 2*51000*p1^8 - 12*51000*p1^7 + 34*51000*p1^6 - 54*51000*p1^5 + 52*51000*p1^4 - 32*51000*p1^3 + 18*51000*p1^2 - 8*51000*p1 + 2*51000 ) for the parameter intervals below: 0.9, 0.00773165855926781, 0.00867743178307082, 51, 0.553 0.91, 0.007707002167632431, 0.008715578682643596, 51, 1.256 0.92, 0.007680908882679255, 0.008757117987700765, 51, 1.807 0.93, 0.00765151790302369, 0.008805374625512473, 51, 2.372 0.9400000000000001, 0.007617882835811059, 0.008862608235741793, 51, 2.921 0.9500000000000001, 0.007578483282364244, 0.008932545323609915, 51, 3.482 0.9600000000000001, 0.0075310187424926815, 0.009021263964808107, 51, 4.035 0.9700000000000001, 0.007470186505632214, 0.009142767402431608, 51, 4.595 0.9800000000000001, 0.007388836860872032, 0.009320878158114184, 51, 5.153 0.9900000000000001, 0.007258069294427559, 0.009652563978313336, 51, 5.716 ;experiment: 202;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (51000+2322)*p1^8 - (6*51000+5972)*p1^7 + (16*51000+9815)*p1^6 - (24*51000+12027)*p1^5 + (22*51000+11102)*p1^4 - (14*51000+6277)*p1^3 + (8*51000+2455)*p1^2 - (4*51000+355)*p1 + 51000 ) / ( 2*51000*p1^8 - 12*51000*p1^7 + 34*51000*p1^6 - 54*51000*p1^5 + 52*51000*p1^4 - 32*51000*p1^3 + 18*51000*p1^2 - 8*51000*p1 + 2*51000 ) for the parameter intervals below: 0.9, 0.008250382436058658, 0.008894129682272052, 51, 0.553 0.91, 0.008232673814956622, 0.00891675703143584, 51, 1.111 0.92, 0.008211324849382168, 0.008944454285460118, 51, 1.661 0.93, 0.008188839999707742, 0.008974171786218673, 51, 2.228 0.9400000000000001, 0.008162887976660049, 0.009009165642040625, 51, 2.937 0.9500000000000001, 0.008132212136929558, 0.009051520346686222, 51, 3.489 0.9600000000000001, 0.008094692832131928, 0.009104843343075212, 51, 4.049 0.9700000000000001, 0.008045233034757647, 0.00917780984263568, 51, 4.607 0.9800000000000001, 0.007978383689371368, 0.009281668668525924, 51, 5.168 0.9900000000000001, 0.007866831265767538, 0.009469821790931976, 51, 5.721 ;experiment: 203;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (51000+2322)*p1^8 - (6*51000+5972)*p1^7 + (16*51000+9815)*p1^6 - (24*51000+12027)*p1^5 + (22*51000+11102)*p1^4 - (14*51000+6277)*p1^3 + (8*51000+2455)*p1^2 - (4*51000+355)*p1 + 51000 ) / ( 2*51000*p1^8 - 12*51000*p1^7 + 34*51000*p1^6 - 54*51000*p1^5 + 52*51000*p1^4 - 32*51000*p1^3 + 18*51000*p1^2 - 8*51000*p1 + 2*51000 ) for the parameter intervals below: 0.9, 0.0083786385157933, 0.008842552515614393, 51, 0.56 0.91, 0.00836548727652538, 0.008858188875485068, 51, 1.109 0.92, 0.00835072622870417, 0.008875927508827743, 51, 1.67 0.93, 0.008333931881995268, 0.00889635598575392, 51, 2.218 0.9400000000000001, 0.00831436546768017, 0.008920492892826353, 51, 2.779 0.9500000000000001, 0.008291172265590405, 0.008949585241802064, 51, 3.329 0.9600000000000001, 0.008261206660848865, 0.00898795624180685, 51, 3.893 0.9700000000000001, 0.008224628454802749, 0.009036070896288292, 51, 4.443 0.9800000000000001, 0.008173258186929487, 0.009106099731971528, 51, 5.007 0.9900000000000001, 0.008084748095672566, 0.009233995854551135, 51, 5.559 ;experiment: 204;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (52000+2322)*p1^8 - (6*52000+5972)*p1^7 + (16*52000+9815)*p1^6 - (24*52000+12027)*p1^5 + (22*52000+11102)*p1^4 - (14*52000+6277)*p1^3 + (8*52000+2455)*p1^2 - (4*52000+355)*p1 + 52000 ) / ( 2*52000*p1^8 - 12*52000*p1^7 + 34*52000*p1^6 - 54*52000*p1^5 + 52*52000*p1^4 - 32*52000*p1^3 + 18*52000*p1^2 - 8*52000*p1 + 2*52000 ) for the parameter intervals below: 0.9, 0.007338859254787071, 0.011658723718449272, 51, 0.722 0.91, 0.007276243583295638, 0.011896476149954071, 51, 1.279 0.92, 0.007208842712113422, 0.012174897375712906, 51, 1.847 0.93, 0.007135848916211691, 0.012506890874808704, 51, 2.402 0.9400000000000001, 0.007056101481036768, 0.012912515727064854, 51, 2.974 0.9500000000000001, 0.006967230191570326, 0.013428948192256027, 51, 3.533 0.9600000000000001, 0.006868392052019251, 0.01410588388247704, 51, 4.102 0.9700000000000001, 0.006754946719151312, 0.015064993679530117, 51, 4.656 0.9800000000000001, 0.006620025784090878, 0.016596578030615514, 51, 5.226 0.9900000000000001, 0.006448779595930741, 0.019769462081010273, 51, 5.796 ;experiment: 205;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (52000+2322)*p1^8 - (6*52000+5972)*p1^7 + (16*52000+9815)*p1^6 - (24*52000+12027)*p1^5 + (22*52000+11102)*p1^4 - (14*52000+6277)*p1^3 + (8*52000+2455)*p1^2 - (4*52000+355)*p1 + 52000 ) / ( 2*52000*p1^8 - 12*52000*p1^7 + 34*52000*p1^6 - 54*52000*p1^5 + 52*52000*p1^4 - 32*52000*p1^3 + 18*52000*p1^2 - 8*52000*p1 + 2*52000 ) for the parameter intervals below: 0.9, 0.007613264622438646, 0.00856014271998977, 51, 0.553 0.91, 0.00758857535889462, 0.008598329378632728, 51, 1.116 0.92, 0.007562446981756971, 0.00863991165385585, 51, 1.67 0.93, 0.007533016088254275, 0.008688217797013266, 51, 2.37 0.9400000000000001, 0.0074993348232509785, 0.008745509563187776, 51, 2.926 0.9500000000000001, 0.007459880418840854, 0.008815516921380552, 51, 3.49 0.9600000000000001, 0.007412348692808689, 0.008904323500784477, 51, 4.044 0.9700000000000001, 0.007351428463703089, 0.009025945305022678, 51, 4.61 0.9800000000000001, 0.0072699575480470215, 0.009204225553087392, 51, 5.166 0.9900000000000001, 0.007138985186813875, 0.009536215593957075, 51, 5.731 ;experiment: 206;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (52000+2322)*p1^8 - (6*52000+5972)*p1^7 + (16*52000+9815)*p1^6 - (24*52000+12027)*p1^5 + (22*52000+11102)*p1^4 - (14*52000+6277)*p1^3 + (8*52000+2455)*p1^2 - (4*52000+355)*p1 + 52000 ) / ( 2*52000*p1^8 - 12*52000*p1^7 + 34*52000*p1^6 - 54*52000*p1^5 + 52*52000*p1^4 - 32*52000*p1^3 + 18*52000*p1^2 - 8*52000*p1 + 2*52000 ) for the parameter intervals below: 0.9, 0.008132626345042655, 0.008777062787498693, 51, 0.568 0.91, 0.008114897380304334, 0.008799712840282348, 51, 1.129 0.92, 0.008093523772789242, 0.00882743776435542, 51, 1.683 0.93, 0.008071012830311027, 0.008857184808169005, 51, 2.245 0.9400000000000001, 0.008045030509200093, 0.008892213263094475, 51, 2.795 0.9500000000000001, 0.008014318599744353, 0.008934609576384006, 51, 3.355 0.9600000000000001, 0.007976754789944992, 0.008987984548995626, 51, 3.907 0.9700000000000001, 0.00792723564798134, 0.0090610214589755, 51, 4.607 0.9800000000000001, 0.00786030481402923, 0.009164979142574052, 51, 5.156 0.9900000000000001, 0.007748612894609617, 0.009353307533761762, 51, 5.719 ;experiment: 207;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (52000+2322)*p1^8 - (6*52000+5972)*p1^7 + (16*52000+9815)*p1^6 - (24*52000+12027)*p1^5 + (22*52000+11102)*p1^4 - (14*52000+6277)*p1^3 + (8*52000+2455)*p1^2 - (4*52000+355)*p1 + 52000 ) / ( 2*52000*p1^8 - 12*52000*p1^7 + 34*52000*p1^6 - 54*52000*p1^5 + 52*52000*p1^4 - 32*52000*p1^3 + 18*52000*p1^2 - 8*52000*p1 + 2*52000 ) for the parameter intervals below: 0.9, 0.008261027267496399, 0.008725433531913717, 51, 0.549 0.91, 0.008247861371274827, 0.008741085733500038, 51, 1.112 0.92, 0.008233083820657875, 0.008758842285353808, 51, 1.662 0.93, 0.008216270630635179, 0.008779291328753644, 51, 2.222 0.9400000000000001, 0.008196682171202957, 0.008803452441568107, 51, 2.77 0.9500000000000001, 0.008173462708183253, 0.008832573832206512, 51, 3.332 0.9600000000000001, 0.008143462962195158, 0.008870982916952192, 51, 3.881 0.9700000000000001, 0.008106842748861597, 0.008919144982309458, 51, 4.443 0.9800000000000001, 0.00805541284993165, 0.008989242157170006, 51, 4.991 0.9900000000000001, 0.007966798183847865, 0.0091172611455596, 51, 5.555 ;experiment: 208;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (53000+2322)*p1^8 - (6*53000+5972)*p1^7 + (16*53000+9815)*p1^6 - (24*53000+12027)*p1^5 + (22*53000+11102)*p1^4 - (14*53000+6277)*p1^3 + (8*53000+2455)*p1^2 - (4*53000+355)*p1 + 53000 ) / ( 2*53000*p1^8 - 12*53000*p1^7 + 34*53000*p1^6 - 54*53000*p1^5 + 52*53000*p1^4 - 32*53000*p1^3 + 18*53000*p1^2 - 8*53000*p1 + 2*53000 ) for the parameter intervals below: 0.9, 0.007224564911892081, 0.011548401635045655, 51, 0.563 0.91, 0.00716185943610234, 0.011786319025181298, 51, 1.132 0.92, 0.007094359013549446, 0.012064929910276407, 51, 1.689 0.93, 0.007021253669903812, 0.01239714496176054, 51, 2.422 0.9400000000000001, 0.0069413793639579195, 0.012803034267089604, 51, 2.977 0.9500000000000001, 0.00685235959064093, 0.013319794438788824, 51, 3.544 0.9600000000000001, 0.006753345840634977, 0.013997146126489292, 51, 4.103 0.9700000000000001, 0.006639681895629537, 0.014956822546622985, 51, 4.671 0.9800000000000001, 0.006504468487057534, 0.016489265942399207, 51, 5.227 0.9900000000000001, 0.006332764907494367, 0.019663794969302737, 51, 5.797 ;experiment: 209;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (53000+2322)*p1^8 - (6*53000+5972)*p1^7 + (16*53000+9815)*p1^6 - (24*53000+12027)*p1^5 + (22*53000+11102)*p1^4 - (14*53000+6277)*p1^3 + (8*53000+2455)*p1^2 - (4*53000+355)*p1 + 53000 ) / ( 2*53000*p1^8 - 12*53000*p1^7 + 34*53000*p1^6 - 54*53000*p1^5 + 52*53000*p1^4 - 32*53000*p1^3 + 18*53000*p1^2 - 8*53000*p1 + 2*53000 ) for the parameter intervals below: 0.9, 0.007499338381341253, 0.008447279659289124, 51, 0.549 0.91, 0.007474617486331739, 0.00848550457665636, 51, 1.109 0.92, 0.0074484553412511294, 0.00852712820053236, 51, 1.664 0.93, 0.007418986040077046, 0.008575481980908154, 51, 2.225 0.9400000000000001, 0.007385260320597297, 0.008632829708467007, 51, 2.78 0.9500000000000001, 0.007345753135069721, 0.008702904685274144, 51, 3.344 0.9600000000000001, 0.007298156758205647, 0.008791795884458865, 51, 3.895 0.9700000000000001, 0.0072371518573156575, 0.00891353158864647, 51, 4.456 0.9800000000000001, 0.0071555642470272, 0.009091974933157557, 51, 5.167 0.9900000000000001, 0.007024394819108308, 0.009424257714667065, 51, 5.724 ;experiment: 210;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (53000+2322)*p1^8 - (6*53000+5972)*p1^7 + (16*53000+9815)*p1^6 - (24*53000+12027)*p1^5 + (22*53000+11102)*p1^4 - (14*53000+6277)*p1^3 + (8*53000+2455)*p1^2 - (4*53000+355)*p1 + 53000 ) / ( 2*53000*p1^8 - 12*53000*p1^7 + 34*53000*p1^6 - 54*53000*p1^5 + 52*53000*p1^4 - 32*53000*p1^3 + 18*53000*p1^2 - 8*53000*p1 + 2*53000 ) for the parameter intervals below: 0.9, 0.008019313880103785, 0.008664413511395509, 51, 0.56 0.91, 0.008001565339413019, 0.008687085411060187, 51, 1.112 0.92, 0.007980168019840373, 0.008714836961030346, 51, 1.675 0.93, 0.007957631969194462, 0.008744612433063476, 51, 2.231 0.9400000000000001, 0.007931620493343372, 0.00877967418146964, 51, 2.798 0.9500000000000001, 0.007900873875280138, 0.008822110533262451, 51, 3.352 0.9600000000000001, 0.007863267239917027, 0.008875535520731925, 51, 3.914 0.9700000000000001, 0.007813690992784414, 0.008948640184135822, 51, 4.47 0.9800000000000001, 0.0077466817453032705, 0.009052692994959465, 51, 5.034 0.9900000000000001, 0.007634855594059056, 0.009241190041015255, 51, 5.592 ;experiment: 211;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (53000+2322)*p1^8 - (6*53000+5972)*p1^7 + (16*53000+9815)*p1^6 - (24*53000+12027)*p1^5 + (22*53000+11102)*p1^4 - (14*53000+6277)*p1^3 + (8*53000+2455)*p1^2 - (4*53000+355)*p1 + 53000 ) / ( 2*53000*p1^8 - 12*53000*p1^7 + 34*53000*p1^6 - 54*53000*p1^5 + 52*53000*p1^4 - 32*53000*p1^3 + 18*53000*p1^2 - 8*53000*p1 + 2*53000 ) for the parameter intervals below: 0.9, 0.008147854179514098, 0.008612734132503679, 51, 0.563 0.91, 0.00813467417943251, 0.008628401578005557, 51, 1.113 0.92, 0.008119880748764767, 0.008646175372197607, 51, 1.675 0.93, 0.008103049426497274, 0.008666644205981393, 51, 2.226 0.9400000000000001, 0.008083439753840122, 0.00869082861111053, 51, 2.938 0.9500000000000001, 0.008060195020865966, 0.008719977947500807, 51, 3.489 0.9600000000000001, 0.008030162421979133, 0.008758423679826852, 51, 4.056 0.9700000000000001, 0.0079935017865429, 0.008806631366968135, 51, 4.611 0.9800000000000001, 0.007942014506782266, 0.008876794302174957, 51, 5.178 0.9900000000000001, 0.007853299212090008, 0.009004931519924647, 51, 5.738 ;experiment: 212;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (54000+2322)*p1^8 - (6*54000+5972)*p1^7 + (16*54000+9815)*p1^6 - (24*54000+12027)*p1^5 + (22*54000+11102)*p1^4 - (14*54000+6277)*p1^3 + (8*54000+2455)*p1^2 - (4*54000+355)*p1 + 54000 ) / ( 2*54000*p1^8 - 12*54000*p1^7 + 34*54000*p1^6 - 54*54000*p1^5 + 52*54000*p1^4 - 32*54000*p1^3 + 18*54000*p1^2 - 8*54000*p1 + 2*54000 ) for the parameter intervals below: 0.9, 0.00711450369280985, 0.011442165554729352, 51, 0.57 0.91, 0.007051711738804162, 0.01168024179391809, 51, 1.124 0.92, 0.006984115451972028, 0.01195903531393076, 51, 1.692 0.93, 0.006910902691980845, 0.012291463712160368, 51, 2.246 0.9400000000000001, 0.006830906214180968, 0.012697607676001714, 51, 2.816 0.9500000000000001, 0.006741743456407374, 0.013214683416933293, 51, 3.374 0.9600000000000001, 0.006642560600044877, 0.013892435694797386, 51, 3.942 0.9700000000000001, 0.006528686139641394, 0.014852657751972278, 51, 4.498 0.9800000000000001, 0.0063931910899147106, 0.016385928375969392, 51, 5.065 0.9900000000000001, 0.006221047052051065, 0.019562041454324382, 51, 5.627 ;experiment: 213;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (54000+2322)*p1^8 - (6*54000+5972)*p1^7 + (16*54000+9815)*p1^6 - (24*54000+12027)*p1^5 + (22*54000+11102)*p1^4 - (14*54000+6277)*p1^3 + (8*54000+2455)*p1^2 - (4*54000+355)*p1 + 54000 ) / ( 2*54000*p1^8 - 12*54000*p1^7 + 34*54000*p1^6 - 54*54000*p1^5 + 52*54000*p1^4 - 32*54000*p1^3 + 18*54000*p1^2 - 8*54000*p1 + 2*54000 ) for the parameter intervals below: 0.9, 0.007389631630652, 0.008338596711950301, 51, 0.57 0.91, 0.0073648802757184445, 0.008376858471052042, 51, 1.126 0.92, 0.00733868561335381, 0.0084185219121478, 51, 1.843 0.93, 0.007309179327019352, 0.008466921565401573, 51, 2.399 0.9400000000000001, 0.007275410799522525, 0.008524323181697347, 51, 2.967 0.9500000000000001, 0.007235852787737829, 0.008594463272727195, 51, 3.52 0.9600000000000001, 0.007188194154514366, 0.008683435957627276, 51, 4.084 0.9700000000000001, 0.007127107717831451, 0.008805281343248197, 51, 4.637 0.9800000000000001, 0.0070454077349326625, 0.00898388174359445, 51, 5.206 0.9900000000000001, 0.006914048539094591, 0.009316446423502144, 51, 5.76 ;experiment: 214;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (54000+2322)*p1^8 - (6*54000+5972)*p1^7 + (16*54000+9815)*p1^6 - (24*54000+12027)*p1^5 + (22*54000+11102)*p1^4 - (14*54000+6277)*p1^3 + (8*54000+2455)*p1^2 - (4*54000+355)*p1 + 54000 ) / ( 2*54000*p1^8 - 12*54000*p1^7 + 34*54000*p1^6 - 54*54000*p1^5 + 52*54000*p1^4 - 32*54000*p1^3 + 18*54000*p1^2 - 8*54000*p1 + 2*54000 ) for the parameter intervals below: 0.9, 0.007910198173124558, 0.008555936430703508, 51, 0.567 0.91, 0.007892430781517678, 0.008578629368105035, 51, 1.119 0.92, 0.007871010628115243, 0.00860640655782845, 51, 1.686 0.93, 0.007848450399230378, 0.008636209405181582, 51, 2.252 0.9400000000000001, 0.007822410848442382, 0.008671303213976965, 51, 2.804 0.9500000000000001, 0.007791630807278533, 0.008713778121369664, 51, 3.37 0.9600000000000001, 0.007753982932481241, 0.008767251271292843, 51, 3.922 0.9700000000000001, 0.007704351695185957, 0.00884042117873364, 51, 4.485 0.9800000000000001, 0.007637266938385357, 0.008944565593552285, 51, 5.039 0.9900000000000001, 0.007525311526862631, 0.009133225047999084, 51, 5.755 ;experiment: 215;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (54000+2322)*p1^8 - (6*54000+5972)*p1^7 + (16*54000+9815)*p1^6 - (24*54000+12027)*p1^5 + (22*54000+11102)*p1^4 - (14*54000+6277)*p1^3 + (8*54000+2455)*p1^2 - (4*54000+355)*p1 + 54000 ) / ( 2*54000*p1^8 - 12*54000*p1^7 + 34*54000*p1^6 - 54*54000*p1^5 + 52*54000*p1^4 - 32*54000*p1^3 + 18*54000*p1^2 - 8*54000*p1 + 2*54000 ) for the parameter intervals below: 0.9, 0.00803887268738252, 0.008504208784922059, 51, 0.547 0.91, 0.00802567910580461, 0.008519890909750565, 51, 1.112 0.92, 0.008010870383235651, 0.008537681307680857, 51, 1.659 0.93, 0.007994021600286425, 0.008558169198868319, 51, 2.222 0.9400000000000001, 0.007974391500081342, 0.008582376033634409, 51, 2.779 0.9500000000000001, 0.007951122433079418, 0.008611552280746114, 51, 3.336 0.9600000000000001, 0.007921058198067914, 0.00865003330333582, 51, 3.897 0.9700000000000001, 0.007884358637641403, 0.008698284922567452, 51, 4.446 0.9800000000000001, 0.007832816102268068, 0.008768511182547501, 51, 5.015 0.9900000000000001, 0.00774400390595282, 0.008896762250796709, 51, 5.571 ;experiment: 216;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (55000+2322)*p1^8 - (6*55000+5972)*p1^7 + (16*55000+9815)*p1^6 - (24*55000+12027)*p1^5 + (22*55000+11102)*p1^4 - (14*55000+6277)*p1^3 + (8*55000+2455)*p1^2 - (4*55000+355)*p1 + 55000 ) / ( 2*55000*p1^8 - 12*55000*p1^7 + 34*55000*p1^6 - 54*55000*p1^5 + 52*55000*p1^4 - 32*55000*p1^3 + 18*55000*p1^2 - 8*55000*p1 + 2*55000 ) for the parameter intervals below: 0.9, 0.007008444699872471, 0.011339792604608621, 51, 0.572 0.91, 0.006945569412316853, 0.011578021916518366, 51, 1.127 0.92, 0.006877880747177488, 0.011856991430177741, 51, 1.693 0.93, 0.006804564476889253, 0.012189625417091702, 51, 2.247 0.9400000000000001, 0.006724450269849531, 0.012596014779138135, 51, 2.812 0.9500000000000001, 0.0066351497270567515, 0.013113394614052615, 51, 3.371 0.9600000000000001, 0.006535803913659743, 0.013791532915168188, 51, 3.942 0.9700000000000001, 0.0064217265929651796, 0.01475228076803436, 51, 4.515 0.9800000000000001, 0.006285960143579092, 0.016286348539227308, 51, 5.074 0.9900000000000001, 0.006113391657298992, 0.019463988067164033, 51, 5.802 ;experiment: 217;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (55000+2322)*p1^8 - (6*55000+5972)*p1^7 + (16*55000+9815)*p1^6 - (24*55000+12027)*p1^5 + (22*55000+11102)*p1^4 - (14*55000+6277)*p1^3 + (8*55000+2455)*p1^2 - (4*55000+355)*p1 + 55000 ) / ( 2*55000*p1^8 - 12*55000*p1^7 + 34*55000*p1^6 - 54*55000*p1^5 + 52*55000*p1^4 - 32*55000*p1^3 + 18*55000*p1^2 - 8*55000*p1 + 2*55000 ) for the parameter intervals below: 0.9, 0.007283914216352429, 0.008233865871785451, 51, 0.55 0.91, 0.00725913350912839, 0.00827216313292273, 51, 1.123 0.92, 0.00723290751192549, 0.008313864943342348, 51, 1.675 0.93, 0.00720336558534515, 0.00836230880136745, 51, 2.239 0.9400000000000001, 0.007169555806488204, 0.008419762346811204, 51, 2.794 0.9500000000000001, 0.007129948816670717, 0.008489965184271857, 51, 3.354 0.9600000000000001, 0.007082230190956351, 0.008579016391770838, 51, 3.908 0.9700000000000001, 0.007021065183422123, 0.008700967470409372, 51, 4.473 0.9800000000000001, 0.0069392569141892525, 0.008879719215471028, 51, 5.027 0.9900000000000001, 0.006807714851083206, 0.0092125555429255, 51, 5.592 ;experiment: 218;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (55000+2322)*p1^8 - (6*55000+5972)*p1^7 + (16*55000+9815)*p1^6 - (24*55000+12027)*p1^5 + (22*55000+11102)*p1^4 - (14*55000+6277)*p1^3 + (8*55000+2455)*p1^2 - (4*55000+355)*p1 + 55000 ) / ( 2*55000*p1^8 - 12*55000*p1^7 + 34*55000*p1^6 - 54*55000*p1^5 + 52*55000*p1^4 - 32*55000*p1^3 + 18*55000*p1^2 - 8*55000*p1 + 2*55000 ) for the parameter intervals below: 0.9, 0.00780505031003499, 0.008451403971128141, 51, 0.549 0.91, 0.007787264752999415, 0.008474117181257344, 51, 1.113 0.92, 0.007765822596085861, 0.008501919078378318, 51, 1.665 0.93, 0.007743239068173065, 0.008531748305588277, 51, 2.214 0.9400000000000001, 0.0077171724633564405, 0.008566873008940623, 51, 2.779 0.9500000000000001, 0.0076863602144760165, 0.008609385069906368, 51, 3.333 0.9600000000000001, 0.00764867259986274, 0.00866290463092119, 51, 4.059 0.9700000000000001, 0.007598988372047017, 0.00873613740989049, 51, 4.621 0.9800000000000001, 0.0075318308517161574, 0.008840370097649852, 51, 5.186 0.9900000000000001, 0.007419750880292517, 0.009029186054727327, 51, 5.741 ;experiment: 219;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (55000+2322)*p1^8 - (6*55000+5972)*p1^7 + (16*55000+9815)*p1^6 - (24*55000+12027)*p1^5 + (22*55000+11102)*p1^4 - (14*55000+6277)*p1^3 + (8*55000+2455)*p1^2 - (4*55000+355)*p1 + 55000 ) / ( 2*55000*p1^8 - 12*55000*p1^7 + 34*55000*p1^6 - 54*55000*p1^5 + 52*55000*p1^4 - 32*55000*p1^3 + 18*55000*p1^2 - 8*55000*p1 + 2*55000 ) for the parameter intervals below: 0.9, 0.0079338541586002, 0.008399629813617186, 51, 0.561 0.91, 0.007920647489400972, 0.008415326083979111, 51, 1.114 0.92, 0.00790582403099895, 0.008433132481870328, 51, 1.675 0.93, 0.007888958422305362, 0.008453638737465475, 51, 2.229 0.9400000000000001, 0.007869308637367836, 0.00847786718624929, 51, 2.788 0.9500000000000001, 0.007846016121212872, 0.008507069365509797, 51, 3.336 0.9600000000000001, 0.007815921400482205, 0.00854558439508079, 51, 3.899 0.9700000000000001, 0.007779184330521546, 0.008593878348872267, 51, 4.446 0.9800000000000001, 0.007727588548827578, 0.008664165630908494, 51, 5.002 0.9900000000000001, 0.007638682974584727, 0.008792526409635097, 51, 5.563 ;experiment: 220;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (56000+2322)*p1^8 - (6*56000+5972)*p1^7 + (16*56000+9815)*p1^6 - (24*56000+12027)*p1^5 + (22*56000+11102)*p1^4 - (14*56000+6277)*p1^3 + (8*56000+2455)*p1^2 - (4*56000+355)*p1 + 56000 ) / ( 2*56000*p1^8 - 12*56000*p1^7 + 34*56000*p1^6 - 54*56000*p1^5 + 52*56000*p1^4 - 32*56000*p1^3 + 18*56000*p1^2 - 8*56000*p1 + 2*56000 ) for the parameter intervals below: 0.9, 0.0069061735281154045, 0.011241075831276258, 51, 0.558 0.91, 0.006843217883203185, 0.011479452749027536, 51, 1.126 0.92, 0.006775440138983579, 0.011758591970843873, 51, 1.68 0.93, 0.006702024055195095, 0.012091424203988572, 51, 2.398 0.9400000000000001, 0.006621796323529988, 0.012498050200017952, 51, 2.95 0.9500000000000001, 0.006532362916612323, 0.013015723268418227, 51, 3.517 0.9600000000000001, 0.006432859966070782, 0.013694233806239459, 51, 4.072 0.9700000000000001, 0.0063185870300988736, 0.014655488676382875, 51, 4.645 0.9800000000000001, 0.0061825588738963315, 0.016190325125226588, 51, 5.203 0.9900000000000001, 0.0060095810917764345, 0.019369436586686706, 51, 5.776 ;experiment: 221;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (56000+2322)*p1^8 - (6*56000+5972)*p1^7 + (16*56000+9815)*p1^6 - (24*56000+12027)*p1^5 + (22*56000+11102)*p1^4 - (14*56000+6277)*p1^3 + (8*56000+2455)*p1^2 - (4*56000+355)*p1 + 56000 ) / ( 2*56000*p1^8 - 12*56000*p1^7 + 34*56000*p1^6 - 54*56000*p1^5 + 52*56000*p1^4 - 32*56000*p1^3 + 18*56000*p1^2 - 8*56000*p1 + 2*56000 ) for the parameter intervals below: 0.9, 0.007181972423993025, 0.008132875418768828, 51, 0.544 0.91, 0.007157163412771891, 0.008171206914011825, 51, 1.098 0.92, 0.007130907199834783, 0.008212945723420871, 51, 1.657 0.93, 0.007101330905874042, 0.008261432207476953, 51, 2.212 0.9400000000000001, 0.007067481348919807, 0.008318935827455723, 51, 2.775 0.9500000000000001, 0.007027827130285925, 0.008389199170405743, 51, 3.331 0.9600000000000001, 0.006980050654671373, 0.008478326096124604, 51, 3.899 0.9700000000000001, 0.006918809882381843, 0.008600379093029548, 51, 4.451 0.9800000000000001, 0.00683689719418276, 0.008779276777635719, 51, 5.014 0.9900000000000001, 0.006705178794786483, 0.009112375050938861, 51, 5.571 ;experiment: 222;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (56000+2322)*p1^8 - (6*56000+5972)*p1^7 + (16*56000+9815)*p1^6 - (24*56000+12027)*p1^5 + (22*56000+11102)*p1^4 - (14*56000+6277)*p1^3 + (8*56000+2455)*p1^2 - (4*56000+355)*p1 + 56000 ) / ( 2*56000*p1^8 - 12*56000*p1^7 + 34*56000*p1^6 - 54*56000*p1^5 + 52*56000*p1^4 - 32*56000*p1^3 + 18*56000*p1^2 - 8*56000*p1 + 2*56000 ) for the parameter intervals below: 0.9, 0.0077036577277715375, 0.00835060481368193, 51, 0.708 0.91, 0.007685854654072466, 0.008373337572511866, 51, 1.261 0.92, 0.007664391279485604, 0.008401163294623327, 51, 1.821 0.93, 0.007641785284652591, 0.008431017959552412, 51, 2.374 0.9400000000000001, 0.007615692592022168, 0.008466172454083657, 51, 2.936 0.9500000000000001, 0.007584849285703137, 0.00850872034171151, 51, 3.491 0.9600000000000001, 0.007547123350552014, 0.008562284656280122, 51, 4.053 0.9700000000000001, 0.007497388024731262, 0.008635578061365671, 51, 4.607 0.9800000000000001, 0.007430160339571329, 0.008739895869459155, 51, 5.167 0.9900000000000001, 0.007317960256813259, 0.008928862739788266, 51, 5.718 ;experiment: 223;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (56000+2322)*p1^8 - (6*56000+5972)*p1^7 + (16*56000+9815)*p1^6 - (24*56000+12027)*p1^5 + (22*56000+11102)*p1^4 - (14*56000+6277)*p1^3 + (8*56000+2455)*p1^2 - (4*56000+355)*p1 + 56000 ) / ( 2*56000*p1^8 - 12*56000*p1^7 + 34*56000*p1^6 - 54*56000*p1^5 + 52*56000*p1^4 - 32*56000*p1^3 + 18*56000*p1^2 - 8*56000*p1 + 2*56000 ) for the parameter intervals below: 0.9, 0.007832586291559604, 0.00829878580557466, 51, 0.56 0.91, 0.007819367002154637, 0.00831449571626942, 51, 1.105 0.92, 0.007804529334198821, 0.008332317542698846, 51, 1.668 0.93, 0.007787647500680227, 0.008352841506828974, 51, 2.217 0.9400000000000001, 0.007767978734038369, 0.00837709079769743, 51, 2.781 0.9500000000000001, 0.007744663606197737, 0.008406317982961507, 51, 3.33 0.9600000000000001, 0.007714539488522642, 0.008444865804978254, 51, 4.043 0.9700000000000001, 0.007677766248654564, 0.008493200581378518, 51, 4.593 0.9800000000000001, 0.007626119122294269, 0.008563546706112266, 51, 5.154 0.9900000000000001, 0.007537123505050741, 0.008692013277086883, 51, 5.708 ;experiment: 224;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (57000+2322)*p1^8 - (6*57000+5972)*p1^7 + (16*57000+9815)*p1^6 - (24*57000+12027)*p1^5 + (22*57000+11102)*p1^4 - (14*57000+6277)*p1^3 + (8*57000+2455)*p1^2 - (4*57000+355)*p1 + 57000 ) / ( 2*57000*p1^8 - 12*57000*p1^7 + 34*57000*p1^6 - 54*57000*p1^5 + 52*57000*p1^4 - 32*57000*p1^3 + 18*57000*p1^2 - 8*57000*p1 + 2*57000 ) for the parameter intervals below: 0.9, 0.006807490818524806, 0.011145822804376633, 51, 0.572 0.91, 0.0067444576358136445, 0.011384342148815929, 51, 1.141 0.92, 0.006676593938093026, 0.01166364512411775, 51, 1.694 0.93, 0.006603081543035739, 0.011996668647486735, 51, 2.259 0.9400000000000001, 0.006522744270063301, 0.012403522974549995, 51, 2.81 0.9500000000000001, 0.006433182660919574, 0.012921478987542354, 51, 3.375 0.9600000000000001, 0.0063335280868182285, 0.013600348701132744, 51, 3.933 0.9700000000000001, 0.0062190663992617665, 0.014562092798471234, 51, 4.499 0.9800000000000001, 0.006082785718940451, 0.016097670953822384, 51, 5.054 0.9900000000000001, 0.005909412996382561, 0.01927820270201747, 51, 5.762 ;experiment: 225;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (57000+2322)*p1^8 - (6*57000+5972)*p1^7 + (16*57000+9815)*p1^6 - (24*57000+12027)*p1^5 + (22*57000+11102)*p1^4 - (14*57000+6277)*p1^3 + (8*57000+2455)*p1^2 - (4*57000+355)*p1 + 57000 ) / ( 2*57000*p1^8 - 12*57000*p1^7 + 34*57000*p1^6 - 54*57000*p1^5 + 52*57000*p1^4 - 32*57000*p1^3 + 18*57000*p1^2 - 8*57000*p1 + 2*57000 ) for the parameter intervals below: 0.9, 0.007083607536627768, 0.008035428490420443, 51, 0.552 0.91, 0.007058771214534018, 0.008073793018571997, 51, 1.121 0.92, 0.007032485846062195, 0.008115567528758336, 51, 1.677 0.93, 0.007002876390594903, 0.008164095143198104, 51, 2.241 0.9400000000000001, 0.006968988451264806, 0.008221647080711134, 51, 2.797 0.9500000000000001, 0.006929288660965938, 0.00829196880614746, 51, 3.362 0.9600000000000001, 0.006881456365270583, 0.008381168793308039, 51, 3.914 0.9700000000000001, 0.006820142486644735, 0.008503320132398918, 51, 4.485 0.9800000000000001, 0.006738129043303175, 0.008682358635865294, 51, 5.05 0.9900000000000001, 0.006606240494851071, 0.009015709663935726, 51, 5.603 ;experiment: 226;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (57000+2322)*p1^8 - (6*57000+5972)*p1^7 + (16*57000+9815)*p1^6 - (24*57000+12027)*p1^5 + (22*57000+11102)*p1^4 - (14*57000+6277)*p1^3 + (8*57000+2455)*p1^2 - (4*57000+355)*p1 + 57000 ) / ( 2*57000*p1^8 - 12*57000*p1^7 + 34*57000*p1^6 - 54*57000*p1^5 + 52*57000*p1^4 - 32*57000*p1^3 + 18*57000*p1^2 - 8*57000*p1 + 2*57000 ) for the parameter intervals below: 0.9, 0.007605822779973884, 0.008253342468774752, 51, 0.564 0.91, 0.0075880028042293055, 0.008276094090387539, 51, 1.117 0.92, 0.007566518956454471, 0.008303942801525905, 51, 1.82 0.93, 0.007543891283011448, 0.008333822011623037, 51, 2.372 0.9400000000000001, 0.007517773417929539, 0.008369005252027729, 51, 2.931 0.9500000000000001, 0.00748690014390426, 0.008411587709242352, 51, 3.482 0.9600000000000001, 0.007449137232796064, 0.008465195207063578, 51, 4.044 0.9700000000000001, 0.007399352601885876, 0.008538547111031252, 51, 4.6 0.9800000000000001, 0.007332057213818939, 0.008642947052784476, 51, 5.161 0.9900000000000001, 0.007219741234157329, 0.008832059541162838, 51, 5.715 ;experiment: 227;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (57000+2322)*p1^8 - (6*57000+5972)*p1^7 + (16*57000+9815)*p1^6 - (24*57000+12027)*p1^5 + (22*57000+11102)*p1^4 - (14*57000+6277)*p1^3 + (8*57000+2455)*p1^2 - (4*57000+355)*p1 + 57000 ) / ( 2*57000*p1^8 - 12*57000*p1^7 + 34*57000*p1^6 - 54*57000*p1^5 + 52*57000*p1^4 - 32*57000*p1^3 + 18*57000*p1^2 - 8*57000*p1 + 2*57000 ) for the parameter intervals below: 0.9, 0.007734871683012175, 0.008201480183778274, 51, 0.562 0.91, 0.007721640216212359, 0.008217203256200626, 51, 1.113 0.92, 0.00770678883728966, 0.008235039969811163, 51, 1.677 0.93, 0.007689891348232617, 0.008255581021127566, 51, 2.244 0.9400000000000001, 0.007670204265914439, 0.00827985042277989, 51, 2.809 0.9500000000000001, 0.0076468673197815215, 0.008309101736643428, 51, 3.363 0.9600000000000001, 0.007616714836633709, 0.008347681200493293, 51, 3.924 0.9700000000000001, 0.007579906695973065, 0.008396055367134028, 51, 4.473 0.9800000000000001, 0.007528210026517421, 0.008466458269904914, 51, 5.043 0.9900000000000001, 0.007439127525675883, 0.008595026921120286, 51, 5.595 ;experiment: 228;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (58000+2322)*p1^8 - (6*58000+5972)*p1^7 + (16*58000+9815)*p1^6 - (24*58000+12027)*p1^5 + (22*58000+11102)*p1^4 - (14*58000+6277)*p1^3 + (8*58000+2455)*p1^2 - (4*58000+355)*p1 + 58000 ) / ( 2*58000*p1^8 - 12*58000*p1^7 + 34*58000*p1^6 - 54*58000*p1^5 + 52*58000*p1^4 - 32*58000*p1^3 + 18*58000*p1^2 - 8*58000*p1 + 2*58000 ) for the parameter intervals below: 0.9, 0.006712210960987355, 0.011053854364611966, 51, 0.723 0.91, 0.00664910291419617, 0.011292511224472647, 51, 1.277 0.92, 0.00658115622689092, 0.011571972306591172, 51, 1.845 0.93, 0.006507550841636751, 0.011905180523967223, 51, 2.4 0.9400000000000001, 0.006427107804648416, 0.01231225530858092, 51, 2.966 0.9500000000000001, 0.006337422414043763, 0.01283048450945539, 51, 3.52 0.9600000000000001, 0.006237621444782133, 0.01350970101344533, 51, 4.086 0.9700000000000001, 0.00612297751431515, 0.01447191746807316, 51, 4.643 0.9800000000000001, 0.005986453017604896, 0.016008211753845297, 51, 5.21 0.9900000000000001, 0.005812698967796781, 0.019190114813369567, 51, 5.768 ;experiment: 229;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (58000+2322)*p1^8 - (6*58000+5972)*p1^7 + (16*58000+9815)*p1^6 - (24*58000+12027)*p1^5 + (22*58000+11102)*p1^4 - (14*58000+6277)*p1^3 + (8*58000+2455)*p1^2 - (4*58000+355)*p1 + 58000 ) / ( 2*58000*p1^8 - 12*58000*p1^7 + 34*58000*p1^6 - 54*58000*p1^5 + 52*58000*p1^4 - 32*58000*p1^3 + 18*58000*p1^2 - 8*58000*p1 + 2*58000 ) for the parameter intervals below: 0.9, 0.006988634541929437, 0.007941341800978741, 51, 0.564 0.91, 0.006963771850716436, 0.007979738222975348, 51, 1.117 0.92, 0.006937458332075696, 0.008021547202879138, 51, 1.683 0.93, 0.006907816858600808, 0.008070114529410151, 51, 2.235 0.9400000000000001, 0.006873891860425911, 0.00812771311833514, 51, 2.79 0.9500000000000001, 0.006834148069900512, 0.008198091213071468, 51, 3.355 0.9600000000000001, 0.0067862618789525314, 0.008287361742311303, 51, 3.911 0.9700000000000001, 0.006724877414894289, 0.008409608032480174, 51, 4.624 0.9800000000000001, 0.006642766690726769, 0.008588782498985452, 51, 5.179 0.9900000000000001, 0.006510713860428977, 0.008922377566137592, 51, 5.745 ;experiment: 230;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (58000+2322)*p1^8 - (6*58000+5972)*p1^7 + (16*58000+9815)*p1^6 - (24*58000+12027)*p1^5 + (22*58000+11102)*p1^4 - (14*58000+6277)*p1^3 + (8*58000+2455)*p1^2 - (4*58000+355)*p1 + 58000 ) / ( 2*58000*p1^8 - 12*58000*p1^7 + 34*58000*p1^6 - 54*58000*p1^5 + 52*58000*p1^4 - 32*58000*p1^3 + 18*58000*p1^2 - 8*58000*p1 + 2*58000 ) for the parameter intervals below: 0.9, 0.007511361451063559, 0.008159433997831827, 51, 0.551 0.91, 0.007493525156104827, 0.008182203831786196, 51, 1.112 0.92, 0.007472021541110836, 0.008210074739225972, 51, 1.665 0.93, 0.007449372936597916, 0.008239977648103601, 51, 2.229 0.9400000000000001, 0.007423230767079672, 0.008275188643146136, 51, 2.776 0.9500000000000001, 0.007392328558720474, 0.008317804477891419, 51, 3.34 0.9600000000000001, 0.007354529946685506, 0.008371453669889443, 51, 3.892 0.9700000000000001, 0.007304697710861849, 0.008444862055538894, 51, 4.455 0.9800000000000001, 0.007237336954470403, 0.008549341298753257, 51, 5.007 0.9900000000000001, 0.007124909074353009, 0.008738594383868866, 51, 5.569 ;experiment: 231;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (58000+2322)*p1^8 - (6*58000+5972)*p1^7 + (16*58000+9815)*p1^6 - (24*58000+12027)*p1^5 + (22*58000+11102)*p1^4 - (14*58000+6277)*p1^3 + (8*58000+2455)*p1^2 - (4*58000+355)*p1 + 58000 ) / ( 2*58000*p1^8 - 12*58000*p1^7 + 34*58000*p1^6 - 54*58000*p1^5 + 52*58000*p1^4 - 32*58000*p1^3 + 18*58000*p1^2 - 8*58000*p1 + 2*58000 ) for the parameter intervals below: 0.9, 0.007640526543725442, 0.008107529928250238, 51, 0.55 0.91, 0.007627283319443258, 0.008123265708546532, 51, 1.111 0.92, 0.00761241870234063, 0.008141116795989523, 51, 1.666 0.93, 0.007595506097595826, 0.008161674345275557, 51, 2.232 0.9400000000000001, 0.00757580133117129, 0.008185963164239309, 51, 2.935 0.9500000000000001, 0.007552443319104221, 0.00821523777467975, 51, 3.487 0.9600000000000001, 0.007522263448601176, 0.008253847789265517, 51, 4.063 0.9700000000000001, 0.007485421610628166, 0.008302259987860607, 51, 4.617 0.9800000000000001, 0.007433677106457057, 0.00837271771081004, 51, 5.183 0.9900000000000001, 0.00734451071800356, 0.008501384922254508, 51, 5.737 ;experiment: 232;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (59000+2322)*p1^8 - (6*59000+5972)*p1^7 + (16*59000+9815)*p1^6 - (24*59000+12027)*p1^5 + (22*59000+11102)*p1^4 - (14*59000+6277)*p1^3 + (8*59000+2455)*p1^2 - (4*59000+355)*p1 + 59000 ) / ( 2*59000*p1^8 - 12*59000*p1^7 + 34*59000*p1^6 - 54*59000*p1^5 + 52*59000*p1^4 - 32*59000*p1^3 + 18*59000*p1^2 - 8*59000*p1 + 2*59000 ) for the parameter intervals below: 0.9, 0.006620160929129151, 0.01096500349907663, 51, 0.574 0.91, 0.006556980556021706, 0.011203793212821049, 51, 1.131 0.92, 0.006488953692338061, 0.011483407042201152, 51, 1.698 0.93, 0.006415258469103279, 0.01181679369277083, 51, 2.256 0.9400000000000001, 0.006334713253312992, 0.012224081461799438, 51, 2.822 0.9500000000000001, 0.006244908277232343, 0.012742574589947576, 51, 3.381 0.9600000000000001, 0.006144965875357399, 0.013422126128726942, 51, 3.948 0.9700000000000001, 0.006030145879707333, 0.014384798928537846, 51, 4.501 0.9800000000000001, 0.00589338583156622, 0.015921785069121744, 51, 5.071 0.9900000000000001, 0.005719263375781443, 0.01910501295484642, 51, 5.631 ;experiment: 233;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (59000+2322)*p1^8 - (6*59000+5972)*p1^7 + (16*59000+9815)*p1^6 - (24*59000+12027)*p1^5 + (22*59000+11102)*p1^4 - (14*59000+6277)*p1^3 + (8*59000+2455)*p1^2 - (4*59000+355)*p1 + 59000 ) / ( 2*59000*p1^8 - 12*59000*p1^7 + 34*59000*p1^6 - 54*59000*p1^5 + 52*59000*p1^4 - 32*59000*p1^3 + 18*59000*p1^2 - 8*59000*p1 + 2*59000 ) for the parameter intervals below: 0.9, 0.006896880970782782, 0.007850444490841968, 51, 0.551 0.91, 0.006871992804318075, 0.007888871725535946, 51, 1.259 0.92, 0.006845652089748942, 0.007930714006691247, 51, 1.818 0.93, 0.006815979683624744, 0.007979319699141863, 51, 2.382 0.9400000000000001, 0.0067820188828349665, 0.008036963358075485, 51, 2.938 0.9500000000000001, 0.006742232583615712, 0.008107395911285249, 51, 3.503 0.9600000000000001, 0.0066942943243762, 0.008196734591349328, 51, 4.056 0.9700000000000001, 0.0066328416676124866, 0.008319072613915058, 51, 4.623 0.9800000000000001, 0.006550636960274559, 0.008498378434540283, 51, 5.179 0.9900000000000001, 0.006418425417005065, 0.008832209268266772, 51, 5.742 ;experiment: 234;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (59000+2322)*p1^8 - (6*59000+5972)*p1^7 + (16*59000+9815)*p1^6 - (24*59000+12027)*p1^5 + (22*59000+11102)*p1^4 - (14*59000+6277)*p1^3 + (8*59000+2455)*p1^2 - (4*59000+355)*p1 + 59000 ) / ( 2*59000*p1^8 - 12*59000*p1^7 + 34*59000*p1^6 - 54*59000*p1^5 + 52*59000*p1^4 - 32*59000*p1^3 + 18*59000*p1^2 - 8*59000*p1 + 2*59000 ) for the parameter intervals below: 0.9, 0.007420102201102039, 0.008068708864886044, 51, 0.548 0.91, 0.0074022501401210805, 0.00809149629381447, 51, 1.113 0.92, 0.0073807274279818385, 0.008119388645139525, 51, 1.661 0.93, 0.0073580586019298885, 0.008149314449448766, 51, 2.224 0.9400000000000001, 0.007331892951854477, 0.008184552258295787, 51, 2.777 0.9500000000000001, 0.007300962789981837, 0.008227200339129069, 51, 3.329 0.9600000000000001, 0.007263129687225913, 0.00828088981194158, 51, 3.893 0.9700000000000001, 0.007213251460212869, 0.008354352764636187, 51, 4.445 0.9800000000000001, 0.007145827551371457, 0.008458908621129874, 51, 5.156 0.9900000000000001, 0.007033291564033549, 0.00864829753699114, 51, 5.713 ;experiment: 235;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (59000+2322)*p1^8 - (6*59000+5972)*p1^7 + (16*59000+9815)*p1^6 - (24*59000+12027)*p1^5 + (22*59000+11102)*p1^4 - (14*59000+6277)*p1^3 + (8*59000+2455)*p1^2 - (4*59000+355)*p1 + 59000 ) / ( 2*59000*p1^8 - 12*59000*p1^7 + 34*59000*p1^6 - 54*59000*p1^5 + 52*59000*p1^4 - 32*59000*p1^3 + 18*59000*p1^2 - 8*59000*p1 + 2*59000 ) for the parameter intervals below: 0.9, 0.007549379544755749, 0.008016764427146897, 51, 0.563 0.91, 0.007536124961545851, 0.008032512484541315, 51, 1.116 0.92, 0.007521247555016517, 0.008050377458569553, 51, 1.679 0.93, 0.007504320346981546, 0.00807095094657343, 51, 2.229 0.9400000000000001, 0.007484598495913666, 0.008095258524630462, 51, 2.79 0.9500000000000001, 0.00746122013200609, 0.008124555641936534, 51, 3.337 0.9600000000000001, 0.0074310138025372105, 0.008163195171638715, 51, 3.897 0.9700000000000001, 0.007394139409533185, 0.00821164411296983, 51, 4.448 0.9800000000000001, 0.00734234869216093, 0.00828215479778384, 51, 5.008 0.9900000000000001, 0.007253101259743419, 0.008410917228436949, 51, 5.561 ;experiment: 236;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( 12*p1^10 - 427*p1^9 + (60000+2322)*p1^8 - (6*60000+5972)*p1^7 + (16*60000+9815)*p1^6 - (24*60000+12027)*p1^5 + (22*60000+11102)*p1^4 - (14*60000+6277)*p1^3 + (8*60000+2455)*p1^2 - (4*60000+355)*p1 + 60000 ) / ( 2*60000*p1^8 - 12*60000*p1^7 + 34*60000*p1^6 - 54*60000*p1^5 + 52*60000*p1^4 - 32*60000*p1^3 + 18*60000*p1^2 - 8*60000*p1 + 2*60000 ) for the parameter intervals below: 0.9, 0.006531179231668692, 0.010879114329059646, 51, 0.572 0.91, 0.006467928943121357, 0.01111803246822247, 51, 1.128 0.92, 0.0063998245756052416, 0.011397793953289749, 51, 1.695 0.93, 0.006326042508983924, 0.011731353089280491, 51, 2.249 0.9400000000000001, 0.006245398520359397, 0.012138846743242938, 51, 2.967 0.9500000000000001, 0.006155477944980514, 0.012657595001090524, 51, 3.525 0.9600000000000001, 0.006055398824917017, 0.013337470406834683, 51, 4.09 0.9700000000000001, 0.005940408632917442, 0.01430058434031805, 51, 4.657 0.9800000000000001, 0.005803420885062533, 0.015838239273890005, 51, 5.221 0.9900000000000001, 0.005628942298760291, 0.019022747824940754, 51, 5.792 ;experiment: 237;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( 12*p1^10 - 427*p1^9 + (60000+2322)*p1^8 - (6*60000+5972)*p1^7 + (16*60000+9815)*p1^6 - (24*60000+12027)*p1^5 + (22*60000+11102)*p1^4 - (14*60000+6277)*p1^3 + (8*60000+2455)*p1^2 - (4*60000+355)*p1 + 60000 ) / ( 2*60000*p1^8 - 12*60000*p1^7 + 34*60000*p1^6 - 54*60000*p1^5 + 52*60000*p1^4 - 32*60000*p1^3 + 18*60000*p1^2 - 8*60000*p1 + 2*60000 ) for the parameter intervals below: 0.9, 0.006808185852005994, 0.0077625770910421926, 51, 0.549 0.91, 0.0067832730594663505, 0.007801034111342237, 51, 1.113 0.92, 0.0067569060554997125, 0.007842908583707313, 51, 1.665 0.93, 0.006727203747812041, 0.007891551363213537, 51, 2.232 0.9400000000000001, 0.006693208337832449, 0.007949238589824026, 51, 2.787 0.9500000000000001, 0.006653380946872067, 0.008019723786226144, 51, 3.357 0.9600000000000001, 0.006605392354951169, 0.008109128345418447, 51, 3.909 0.9700000000000001, 0.006543873778573433, 0.008231555042634568, 51, 4.477 0.9800000000000001, 0.006461578220836176, 0.008410987838910424, 51, 5.033 0.9900000000000001, 0.0063292132550286165, 0.008745046580324047, 51, 5.608 ;experiment: 238;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( 12*p1^10 - 427*p1^9 + (60000+2322)*p1^8 - (6*60000+5972)*p1^7 + (16*60000+9815)*p1^6 - (24*60000+12027)*p1^5 + (22*60000+11102)*p1^4 - (14*60000+6277)*p1^3 + (8*60000+2455)*p1^2 - (4*60000+355)*p1 + 60000 ) / ( 2*60000*p1^8 - 12*60000*p1^7 + 34*60000*p1^6 - 54*60000*p1^5 + 52*60000*p1^4 - 32*60000*p1^3 + 18*60000*p1^2 - 8*60000*p1 + 2*60000 ) for the parameter intervals below: 0.9, 0.007331884926136106, 0.00798100790303933, 51, 0.555 0.91, 0.007314017624670139, 0.008003812340442232, 51, 1.271 0.92, 0.0072924764519592625, 0.008031725420853682, 51, 1.828 0.93, 0.00726978807841574, 0.008061673357418513, 51, 2.396 0.9400000000000001, 0.007243599730467095, 0.008096937086272887, 51, 2.955 0.9500000000000001, 0.007212642546867822, 0.008139616338326409, 51, 3.509 0.9600000000000001, 0.007174776103076349, 0.008193344749259562, 51, 4.076 0.9700000000000001, 0.0071248534179175335, 0.008266860450100087, 51, 4.628 0.9800000000000001, 0.007057368461708244, 0.008371490366092969, 51, 5.197 0.9900000000000001, 0.006944727970724726, 0.00856101058501027, 51, 5.749 ;experiment: 239;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( 12*p1^10 - 427*p1^9 + (60000+2322)*p1^8 - (6*60000+5972)*p1^7 + (16*60000+9815)*p1^6 - (24*60000+12027)*p1^5 + (22*60000+11102)*p1^4 - (14*60000+6277)*p1^3 + (8*60000+2455)*p1^2 - (4*60000+355)*p1 + 60000 ) / ( 2*60000*p1^8 - 12*60000*p1^7 + 34*60000*p1^6 - 54*60000*p1^5 + 52*60000*p1^4 - 32*60000*p1^3 + 18*60000*p1^2 - 8*60000*p1 + 2*60000 ) for the parameter intervals below: 0.9, 0.0074612707790810496, 0.007929024442746986, 51, 0.565 0.91, 0.007448005215580189, 0.007944784368004762, 51, 1.116 0.92, 0.007433115445936953, 0.007962662765730263, 51, 1.679 0.93, 0.0074161741213846066, 0.007983251661160875, 51, 2.231 0.9400000000000001, 0.007396435755161996, 0.008007577373011299, 51, 2.797 0.9500000000000001, 0.0073730377178138524, 0.00803689624695191, 51, 3.344 0.9600000000000001, 0.007342805811339818, 0.0080755643079337, 51, 3.909 0.9700000000000001, 0.007305899948473768, 0.008124048767242553, 51, 4.459 0.9800000000000001, 0.007254064558341878, 0.008194610648528436, 51, 5.175 0.9900000000000001, 0.007164738783426596, 0.008323465124411473, 51, 5.737 ;experiment: 240;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 1000 ) / (p1^3 ) for the parameter intervals below: 0.9, 1495.5432127915567, 2037.4381410786893, 51, 0.429 0.91, 1481.6328919627897, 2057.85613856037, 51, 0.848 0.92, 1466.0790966221716, 2081.1883848448847, 51, 1.266 0.93, 1448.4761139685406, 2108.257503728325, 51, 1.705 0.9400000000000001, 1428.217986779532, 2140.3160589529734, 51, 2.123 0.9500000000000001, 1404.1670275774788, 2179.6808848481573, 51, 2.542 0.9600000000000001, 1375.2071896479595, 2229.1094085840073, 51, 2.973 0.9700000000000001, 1338.2921478417659, 2295.533101922211, 51, 3.394 0.9800000000000001, 1287.1773830117968, 2394.4522321788804, 51, 3.826 0.9900000000000001, 1202.5113296511406, 2578.803339765606, 51, 4.249 ;experiment: 241;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 1000 ) / (p1^3 ) for the parameter intervals below: 0.9, 1551.4571707802017, 1704.7176753769825, 51, 0.415 0.91, 1546.718067786147, 1710.0408406994611, 51, 0.844 0.92, 1541.645799507348, 1715.7806789099734, 51, 1.267 0.93, 1535.8599663812977, 1722.3766204488018, 51, 1.696 0.9400000000000001, 1529.140774496003, 1730.102422235649, 51, 2.111 0.9500000000000001, 1521.1311711959515, 1739.4053624623014, 51, 2.529 0.9600000000000001, 1511.2721333510576, 1750.9986290433671, 51, 2.959 0.9700000000000001, 1498.277410191583, 1766.5200439697644, 51, 3.381 0.9800000000000001, 1480.2086645170239, 1788.5844499175244, 51, 3.797 0.9900000000000001, 1449.2499814996731, 1827.7351605273961, 51, 4.394 ;experiment: 242;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 1000 ) / (p1^3 ) for the parameter intervals below: 0.9, 1641.2582417013186, 1734.3137456124366, 51, 0.416 0.91, 1638.4528315073028, 1737.3181387795535, 51, 0.846 0.92, 1635.0498336672497, 1740.9748403538385, 51, 1.261 0.93, 1631.4406426360622, 1744.873162205997, 51, 1.678 0.9400000000000001, 1627.242181307781, 1749.4309626652569, 51, 2.102 0.9500000000000001, 1622.233183404846, 1754.9012608077885, 51, 2.525 0.9600000000000001, 1616.036486603785, 1761.7180863925926, 51, 2.939 0.9700000000000001, 1607.7451456762965, 1770.9237953690365, 51, 3.37 0.9800000000000001, 1596.305883542818, 1783.7939236829918, 51, 3.783 0.9900000000000001, 1576.5736548359885, 1806.458896233363, 51, 4.213 ;experiment: 243;T = : 1000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 1000 ) / (p1^3 ) for the parameter intervals below: 0.9, 1661.129675758395, 1727.4069282764983, 51, 0.412 0.91, 1659.12689136393, 1729.5095372293715, 51, 0.829 0.92, 1656.8697396067837, 1731.8856272658866, 51, 1.256 0.93, 1654.2896754970852, 1734.6100344128777, 51, 1.671 0.9400000000000001, 1651.2674142196815, 1737.8126940673433, 51, 2.096 0.9500000000000001, 1647.6618033545356, 1741.6497587057904, 51, 2.512 0.9600000000000001, 1642.9653991516295, 1746.6727082392167, 51, 2.928 0.9700000000000001, 1637.1731121076016, 1752.9116855725476, 51, 3.357 0.9800000000000001, 1628.9241069845718, 1761.8777799691536, 51, 3.773 0.9900000000000001, 1614.3807341350107, 1777.9194837636924, 51, 4.346 ;experiment: 244;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 2000 ) / (p1^3 ) for the parameter intervals below: 0.9, 3258.8252587914058, 4327.416753351031, 51, 0.42 0.91, 3231.5502974018355, 4367.877758457051, 51, 0.84 0.92, 3201.063643315071, 4414.1287781761, 51, 1.272 0.93, 3166.574353433911, 4467.80707721922, 51, 1.693 0.9400000000000001, 3126.9014793910733, 4531.406377016329, 51, 2.113 0.9500000000000001, 3079.8271853940196, 4609.539181503049, 51, 2.545 0.9600000000000001, 3023.1836864083357, 4707.705916410163, 51, 2.969 0.9700000000000001, 2951.0435612307624, 4839.725599901832, 51, 3.4 0.9800000000000001, 2851.2754187254086, 5036.533476099856, 51, 3.819 0.9900000000000001, 2686.3481771066945, 5403.912848136327, 51, 4.241 ;experiment: 245;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 2000 ) / (p1^3 ) for the parameter intervals below: 0.9, 3368.5493457324924, 3669.993665374724, 51, 0.428 0.91, 3359.2439948224664, 3680.480756251091, 51, 0.845 0.92, 3349.2855704376943, 3691.7899555631157, 51, 1.264 0.93, 3337.927600032588, 3704.7874995750212, 51, 1.694 0.9400000000000001, 3324.7392691811233, 3720.01359090607, 51, 2.115 0.9500000000000001, 3309.0207991074617, 3738.350933845804, 51, 2.545 0.9600000000000001, 3289.6769036176056, 3761.2073853348998, 51, 2.962 0.9700000000000001, 3264.187456065241, 3791.8161498093496, 51, 3.381 0.9800000000000001, 3228.7582245591266, 3835.3431977608416, 51, 3.816 0.9900000000000001, 3168.0902678951716, 3912.620118900376, 51, 4.237 ;experiment: 246;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 2000 ) / (p1^3 ) for the parameter intervals below: 0.9, 3545.0592761436346, 3728.314267952914, 51, 0.585 0.91, 3539.539927177169, 3734.2364509650097, 51, 1.0 0.92, 3532.8453210777498, 3741.4449079227334, 51, 1.419 0.93, 3525.7455987197654, 3749.1302259674317, 51, 1.849 0.9400000000000001, 3517.4873860192265, 3758.116392119504, 51, 2.263 0.9500000000000001, 3507.6358345345016, 3768.9026664303283, 51, 2.678 0.9600000000000001, 3495.4497964652232, 3782.3455688936133, 51, 3.102 0.9700000000000001, 3479.1470755140585, 3800.502123538457, 51, 3.525 0.9800000000000001, 3456.659561407034, 3825.891286349816, 51, 3.955 0.9900000000000001, 3417.8826939479823, 3870.617558331648, 51, 4.369 ;experiment: 247;T = : 2000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 2000 ) / (p1^3 ) for the parameter intervals below: 0.9, 3584.163409507603, 3714.7010245652627, 51, 0.415 0.91, 3580.2214920739166, 3718.8450463205622, 51, 0.843 0.92, 3575.7791179820174, 3723.52827302139, 51, 1.259 0.93, 3570.7014617109485, 3728.898289673594, 51, 1.678 0.9400000000000001, 3564.753888834838, 3735.211338434462, 51, 2.106 0.9500000000000001, 3557.6588149494255, 3742.7754298162804, 51, 2.524 0.9600000000000001, 3548.418086304342, 3752.678120521393, 51, 2.956 0.9700000000000001, 3537.022321322005, 3764.9795143582483, 51, 3.374 0.9800000000000001, 3520.79558189969, 3782.6605081745106, 51, 3.793 0.9900000000000001, 3492.193968331002, 3814.3019079504948, 51, 4.224 ;experiment: 248;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 3000 ) / (p1^3 ) for the parameter intervals below: 0.9, 5022.107304791255, 6617.395365623372, 51, 0.423 0.91, 4981.467702840881, 6677.899378353732, 51, 0.843 0.92, 4936.04819000797, 6747.069171507315, 51, 1.277 0.93, 4884.672592899281, 6827.356650710115, 51, 1.7 0.9400000000000001, 4825.584972002615, 6922.496695079684, 51, 2.288 0.9500000000000001, 4755.48734321056, 7039.397478157939, 51, 2.711 0.9600000000000001, 4671.160183168712, 7186.302424236319, 51, 3.133 0.9700000000000001, 4563.794974619759, 7383.918097881454, 51, 3.575 0.9800000000000001, 4415.37345443902, 7678.61472002083, 51, 3.999 0.9900000000000001, 4170.185024562248, 8229.022356507046, 51, 4.422 ;experiment: 249;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 3000 ) / (p1^3 ) for the parameter intervals below: 0.9, 5185.641520684783, 5635.269655372465, 51, 0.429 0.91, 5171.769921858786, 5650.920671802721, 51, 0.848 0.92, 5156.92534136804, 5667.799232216257, 51, 1.267 0.93, 5139.995233683879, 5687.1983787012405, 51, 1.702 0.9400000000000001, 5120.337763866244, 5709.924759576491, 51, 2.132 0.9500000000000001, 5096.910427018972, 5737.296505229307, 51, 2.564 0.9600000000000001, 5068.081673884153, 5771.416141626432, 51, 2.98 0.9700000000000001, 5030.097501938899, 5817.112255648934, 51, 3.398 0.9800000000000001, 4977.307784601229, 5882.101945604159, 51, 3.828 0.9900000000000001, 4886.93055429067, 5997.505077273356, 51, 4.257 ;experiment: 250;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 3000 ) / (p1^3 ) for the parameter intervals below: 0.9, 5448.86031058595, 5722.3147902933915, 51, 0.418 0.91, 5440.627022847035, 5731.154763150465, 51, 0.846 0.92, 5430.64080848825, 5741.914975491628, 51, 1.267 0.93, 5420.050554803469, 5753.387289728866, 51, 1.687 0.9400000000000001, 5407.732590730672, 5766.801821573751, 51, 2.111 0.9500000000000001, 5393.038485664158, 5782.904072052868, 51, 2.532 0.9600000000000001, 5374.863106326662, 5802.973051394633, 51, 3.118 0.9700000000000001, 5350.549005351821, 5830.080451707878, 51, 3.536 0.9800000000000001, 5317.013239271249, 5867.98864901664, 51, 3.955 0.9900000000000001, 5259.191733059976, 5934.776220429933, 51, 4.386 ;experiment: 251;T = : 3000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 3000 ) / (p1^3 ) for the parameter intervals below: 0.9, 5507.19714325681, 5701.995120854027, 51, 0.414 0.91, 5501.3160927839035, 5708.180555411753, 51, 0.83 0.92, 5494.688496357252, 5715.170918776893, 51, 1.263 0.93, 5487.113247924812, 5723.18654493431, 51, 1.696 0.9400000000000001, 5478.240363449995, 5732.609982801581, 51, 2.113 0.9500000000000001, 5467.6558265443155, 5743.90110092677, 51, 2.542 0.9600000000000001, 5453.870773457054, 5758.6835328035695, 51, 2.957 0.9700000000000001, 5436.8715305364085, 5777.047343143949, 51, 3.385 0.9800000000000001, 5412.667056814808, 5803.443236379867, 51, 3.805 0.9900000000000001, 5370.007202526994, 5850.684332137297, 51, 4.232 ;experiment: 252;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 4000 ) / (p1^3 ) for the parameter intervals below: 0.9, 6785.389350791104, 8907.373977895712, 51, 0.433 0.91, 6731.385108279927, 8987.920998250413, 51, 0.854 0.92, 6671.03273670087, 9080.00956483853, 51, 1.274 0.93, 6602.770832364652, 9186.906224201011, 51, 1.705 0.9400000000000001, 6524.268464614156, 9313.58701314304, 51, 2.126 0.9500000000000001, 6431.147501027101, 9469.255774812831, 51, 2.551 0.9600000000000001, 6319.136679929088, 9664.898932062475, 51, 2.984 0.9700000000000001, 6176.546388008756, 9928.110595861075, 51, 3.409 0.9800000000000001, 5979.471490152632, 10320.695963941806, 51, 3.846 0.9900000000000001, 5654.021872017802, 11054.131864877767, 51, 4.267 ;experiment: 253;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 4000 ) / (p1^3 ) for the parameter intervals below: 0.9, 7002.733695637074, 7600.545645370207, 51, 0.42 0.91, 6984.295848895105, 7621.36058735435, 51, 1.011 0.92, 6964.565112298386, 7643.8085088694, 51, 1.428 0.93, 6942.062867335168, 7669.60925782746, 51, 1.847 0.9400000000000001, 6915.9362585513645, 7699.835928246911, 51, 2.28 0.9500000000000001, 6884.8000549304825, 7736.242076612809, 51, 2.705 0.9600000000000001, 6846.486444150701, 7781.624897917965, 51, 3.206 0.9700000000000001, 6796.007547812557, 7842.4083614885185, 51, 3.663 0.9800000000000001, 6725.857344643332, 7928.8606934474765, 51, 4.081 0.9900000000000001, 6605.770840686168, 8082.3900356463355, 51, 4.51 ;experiment: 254;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 4000 ) / (p1^3 ) for the parameter intervals below: 0.9, 7352.661345028266, 7716.315312633869, 51, 0.415 0.91, 7341.714118516901, 7728.073075335922, 51, 0.83 0.92, 7328.436295898749, 7742.385043060523, 51, 1.261 0.93, 7314.355510887172, 7757.6443534903, 51, 1.679 0.9400000000000001, 7297.977795442118, 7775.487251027998, 51, 2.096 0.9500000000000001, 7278.441136793813, 7796.905477675407, 51, 2.528 0.9600000000000001, 7254.2764161881005, 7823.600533895654, 51, 2.946 0.9700000000000001, 7221.950935189582, 7859.658779877298, 51, 3.362 0.9800000000000001, 7177.366917135465, 7910.086011683465, 51, 3.791 0.9900000000000001, 7100.50077217197, 7998.934882528219, 51, 4.211 ;experiment: 255;T = : 4000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 4000 ) / (p1^3 ) for the parameter intervals below: 0.9, 7430.230877006017, 7689.289217142791, 51, 0.429 0.91, 7422.410693493891, 7697.516064502944, 51, 0.845 0.92, 7413.597874732485, 7706.813564532396, 51, 1.263 0.93, 7403.5250341386745, 7717.474800195027, 51, 1.842 0.9400000000000001, 7391.726838065152, 7730.0086271687, 51, 2.258 0.9500000000000001, 7377.652838139205, 7745.02677203726, 51, 2.674 0.9600000000000001, 7359.323460609767, 7764.688945085745, 51, 3.103 0.9700000000000001, 7336.720739750813, 7789.1151719296495, 51, 3.52 0.9800000000000001, 7304.538531729927, 7824.225964585224, 51, 3.947 0.9900000000000001, 7247.820436722985, 7887.0667563240995, 51, 4.366 ;experiment: 256;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 5000 ) / (p1^3 ) for the parameter intervals below: 0.9, 8548.671396790955, 11197.352590168053, 51, 0.421 0.91, 8481.302513718972, 11297.942618147094, 51, 0.853 0.92, 8406.01728339377, 11412.949958169746, 51, 1.274 0.93, 8320.869071830022, 11546.455797691906, 51, 1.735 0.9400000000000001, 8222.951957225696, 11704.677331206396, 51, 2.18 0.9500000000000001, 8106.807658843641, 11899.114071467722, 51, 2.604 0.9600000000000001, 7967.113176689465, 12143.49543988863, 51, 3.036 0.9700000000000001, 7789.297801397752, 12472.303093840696, 51, 3.47 0.9800000000000001, 7543.569525866243, 12962.777207862779, 51, 3.893 0.9900000000000001, 7137.858719473355, 13879.241373248487, 51, 4.329 ;experiment: 257;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 5000 ) / (p1^3 ) for the parameter intervals below: 0.9, 8819.825870589364, 9565.82163536795, 51, 0.417 0.91, 8796.821775931425, 9591.80050290598, 51, 0.838 0.92, 8772.204883228733, 9619.817785522542, 51, 1.266 0.93, 8744.130500986459, 9652.020136953679, 51, 1.685 0.9400000000000001, 8711.534753236485, 9689.747096917332, 51, 2.109 0.9500000000000001, 8672.689682841992, 9735.187647996312, 51, 2.566 0.9600000000000001, 8624.891214417248, 9791.833654209498, 51, 2.986 0.9700000000000001, 8561.917593686216, 9867.704467328103, 51, 3.414 0.9800000000000001, 8474.406904685433, 9975.619441290793, 51, 4.007 0.9900000000000001, 8324.611127081667, 10167.274994019315, 51, 4.429 ;experiment: 258;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 5000 ) / (p1^3 ) for the parameter intervals below: 0.9, 9256.46237947058, 9710.315834974348, 51, 0.427 0.91, 9242.801214186768, 9724.991387521377, 51, 0.842 0.92, 9226.23178330925, 9742.855110629418, 51, 1.26 0.93, 9208.660466970874, 9761.901417251735, 51, 1.689 0.9400000000000001, 9188.223000153564, 9784.172680482247, 51, 2.105 0.9500000000000001, 9163.843787923468, 9810.906883297948, 51, 2.522 0.9600000000000001, 9133.689726049539, 9844.228016396673, 51, 2.951 0.9700000000000001, 9093.352865027344, 9889.237108046718, 51, 3.369 0.9800000000000001, 9037.72059499968, 9952.18337435029, 51, 3.79 0.9900000000000001, 8941.809811283963, 10063.093544626503, 51, 4.222 ;experiment: 259;T = : 5000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 5000 ) / (p1^3 ) for the parameter intervals below: 0.9, 9353.264610755226, 9676.583313431556, 51, 0.417 0.91, 9343.505294203878, 9686.851573594133, 51, 0.849 0.92, 9332.50725310772, 9698.4562102879, 51, 1.264 0.93, 9319.936820352537, 9711.763055455742, 51, 1.682 0.9400000000000001, 9305.213312680307, 9727.407271535818, 51, 2.114 0.9500000000000001, 9287.649849734094, 9746.15244314775, 51, 2.53 0.9600000000000001, 9264.776147762479, 9770.694357367922, 51, 2.948 0.9700000000000001, 9236.569948965218, 9801.18300071535, 51, 3.386 0.9800000000000001, 9196.410006645045, 9845.008692790581, 51, 3.809 0.9900000000000001, 9125.633670918975, 9923.449180510903, 51, 4.227 ;experiment: 260;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 6000 ) / (p1^3 ) for the parameter intervals below: 0.9, 10311.953442790804, 13487.331202440395, 51, 0.437 0.91, 10231.219919158018, 13607.964238043774, 51, 0.859 0.92, 10141.00183008667, 13745.89035150096, 51, 1.453 0.93, 10038.967311295391, 13906.005371182802, 51, 1.873 0.9400000000000001, 9921.635449837238, 14095.767649269752, 51, 2.29 0.9500000000000001, 9782.46781666018, 14328.972368122613, 51, 2.725 0.9600000000000001, 9615.089673449842, 14622.091947714785, 51, 3.149 0.9700000000000001, 9402.049214786748, 15016.495591820318, 51, 3.57 0.9800000000000001, 9107.667561579854, 15604.858451783753, 51, 4.003 0.9900000000000001, 8621.69556692891, 16704.350881619208, 51, 4.424 ;experiment: 261;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 6000 ) / (p1^3 ) for the parameter intervals below: 0.9, 10636.918045541655, 11531.097625365692, 51, 0.416 0.91, 10609.347702967745, 11562.24041845761, 51, 0.848 0.92, 10579.844654159078, 11595.827062175684, 51, 1.265 0.93, 10546.198134637749, 11634.431016079898, 51, 1.695 0.9400000000000001, 10507.133247921605, 11679.658265587752, 51, 2.11 0.9500000000000001, 10460.579310753503, 11734.133219379815, 51, 2.531 0.9600000000000001, 10403.295984683797, 11802.042410501032, 51, 2.96 0.9700000000000001, 10327.827639559873, 11893.000573167688, 51, 3.378 0.9800000000000001, 10222.956464727537, 12022.37818913411, 51, 3.798 0.9900000000000001, 10043.451413477165, 12252.159952392294, 51, 4.229 ;experiment: 262;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 6000 ) / (p1^3 ) for the parameter intervals below: 0.9, 11160.263413912895, 11704.316357314825, 51, 0.417 0.91, 11143.888309856633, 11721.909699706834, 51, 0.834 0.92, 11124.02727071975, 11743.325178198313, 51, 1.261 0.93, 11102.965423054578, 11766.15848101317, 51, 1.68 0.9400000000000001, 11078.46820486501, 11792.858109936493, 51, 2.099 0.9500000000000001, 11049.246439053124, 11824.908288920487, 51, 2.529 0.9600000000000001, 11013.103035910977, 11864.855498897696, 51, 2.946 0.9700000000000001, 10964.754794865106, 11918.81543621614, 51, 3.544 0.9800000000000001, 10898.074272863896, 11994.280737017114, 51, 3.958 0.9900000000000001, 10783.118850395957, 12127.252206724788, 51, 4.377 ;experiment: 263;T = : 6000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 6000 ) / (p1^3 ) for the parameter intervals below: 0.9, 11276.298344504434, 11663.87740972032, 51, 0.428 0.91, 11264.599894913865, 11676.187082685325, 51, 0.844 0.92, 11251.416631482954, 11690.098856043403, 51, 1.26 0.93, 11236.348606566402, 11706.051310716457, 51, 1.689 0.9400000000000001, 11218.699787295463, 11724.805915902938, 51, 2.101 0.9500000000000001, 11197.646861328985, 11747.27811425824, 51, 2.519 0.9600000000000001, 11170.228834915191, 11776.699769650097, 51, 2.953 0.9700000000000001, 11136.419158179622, 11813.25082950105, 51, 3.372 0.9800000000000001, 11088.281481560163, 11865.791420995938, 51, 3.789 0.9900000000000001, 11003.446905114966, 11959.831604697703, 51, 4.22 ;experiment: 264;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 7000 ) / (p1^3 ) for the parameter intervals below: 0.9, 12075.235488790653, 15777.309814712737, 51, 0.425 0.91, 11981.137324597064, 15917.985857940455, 51, 0.861 0.92, 11875.986376779569, 16078.830744832176, 51, 1.283 0.93, 11757.065550760763, 16265.554944673697, 51, 1.705 0.9400000000000001, 11620.31894244878, 16486.857967333108, 51, 2.144 0.9500000000000001, 11458.127974476722, 16758.830664777506, 51, 2.566 0.9600000000000001, 11263.066170210217, 17100.68845554094, 51, 2.986 0.9700000000000001, 11014.800628175746, 17560.68808979994, 51, 3.422 0.9800000000000001, 10671.765597293466, 18246.93969570473, 51, 3.843 0.9900000000000001, 10105.532414384463, 19529.46038998993, 51, 4.266 ;experiment: 265;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 7000 ) / (p1^3 ) for the parameter intervals below: 0.9, 12454.010220493945, 13496.373615363433, 51, 0.588 0.91, 12421.873630004064, 13532.680334009241, 51, 1.007 0.92, 12387.484425089426, 13571.836338828825, 51, 1.441 0.93, 12348.265768289039, 13616.841895206118, 51, 1.857 0.9400000000000001, 12302.731742606726, 13669.569434258174, 51, 2.29 0.9500000000000001, 12248.468938665013, 13733.078790763318, 51, 2.725 0.9600000000000001, 12181.700754950345, 13812.251166792563, 51, 3.145 0.9700000000000001, 12093.73768543353, 13918.296679007273, 51, 3.568 0.9800000000000001, 11971.506024769638, 14069.136936977427, 51, 4.004 0.9900000000000001, 11762.291699872663, 14337.044910765275, 51, 4.429 ;experiment: 266;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 7000 ) / (p1^3 ) for the parameter intervals below: 0.9, 13064.064448355211, 13698.316879655302, 51, 0.416 0.91, 13044.975405526498, 13718.82801189229, 51, 0.842 0.92, 13021.82275813025, 13743.795245767207, 51, 1.267 0.93, 12997.270379138281, 13770.415544774603, 51, 1.696 0.9400000000000001, 12968.713409576456, 13801.543539390741, 51, 2.111 0.9500000000000001, 12934.649090182778, 13838.909694543026, 51, 2.529 0.9600000000000001, 12892.516345772416, 13885.482981398716, 51, 2.956 0.9700000000000001, 12836.156724702869, 13948.39376438556, 51, 3.374 0.9800000000000001, 12758.427950728112, 14036.378099683938, 51, 3.793 0.9900000000000001, 12624.427889507951, 14191.410868823074, 51, 4.224 ;experiment: 267;T = : 7000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 7000 ) / (p1^3 ) for the parameter intervals below: 0.9, 13199.332078253641, 13651.171506009083, 51, 0.418 0.91, 13185.694495623851, 13665.522591776515, 51, 0.837 0.92, 13170.326009858189, 13681.741501798908, 51, 1.422 0.93, 13152.760392780265, 13700.339565977174, 51, 1.836 0.9400000000000001, 13132.186261910621, 13722.204560270056, 51, 2.264 0.9500000000000001, 13107.643872923876, 13748.40378536873, 51, 2.683 0.9600000000000001, 13075.681522067904, 13782.705181932273, 51, 3.101 0.9700000000000001, 13036.268367394025, 13825.31865828675, 51, 3.532 0.9800000000000001, 12980.152956475282, 13886.574149201295, 51, 3.947 0.9900000000000001, 12881.260139310958, 13996.214028884506, 51, 4.368 ;experiment: 268;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 8000 ) / (p1^3 ) for the parameter intervals below: 0.9, 13838.517534790502, 18067.288426985077, 51, 0.436 0.91, 13731.05473003611, 18228.007477837135, 51, 0.855 0.92, 13610.970923472469, 18411.771138163393, 51, 1.28 0.93, 13475.163790226132, 18625.104518164593, 51, 1.716 0.9400000000000001, 13319.00243506032, 18877.948285396462, 51, 2.137 0.9500000000000001, 13133.788132293263, 19188.688961432395, 51, 2.575 0.9600000000000001, 12911.042666970594, 19579.284963367096, 51, 2.996 0.9700000000000001, 12627.552041564742, 20104.88058777956, 51, 3.416 0.9800000000000001, 12235.863633007079, 20889.0209396257, 51, 3.85 0.9900000000000001, 11589.369261840016, 22354.56989836065, 51, 4.272 ;experiment: 269;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 8000 ) / (p1^3 ) for the parameter intervals below: 0.9, 14271.102395446236, 15461.649605361175, 51, 0.418 0.91, 14234.399557040384, 15503.12024956087, 51, 0.856 0.92, 14195.124196019771, 15547.845615481969, 51, 1.279 0.93, 14150.333401940328, 15599.252774332337, 51, 1.701 0.9400000000000001, 14098.330237291846, 15659.480602928594, 51, 2.288 0.9500000000000001, 14036.358566576522, 15732.02436214682, 51, 2.705 0.9600000000000001, 13960.105525216892, 15822.459923084096, 51, 3.134 0.9700000000000001, 13859.647731307188, 15943.592784846858, 51, 3.552 0.9800000000000001, 13720.055584811742, 16115.895684820744, 51, 3.971 0.9900000000000001, 13481.131986268161, 16421.929869138254, 51, 4.403 ;experiment: 270;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 8000 ) / (p1^3 ) for the parameter intervals below: 0.9, 14967.865482797526, 15692.317401995779, 51, 0.416 0.91, 14946.062501196366, 15715.746324077745, 51, 0.84 0.92, 14919.61824554075, 15744.265313336104, 51, 1.258 0.93, 14891.575335221985, 15774.672608536039, 51, 1.686 0.9400000000000001, 14858.958614287902, 15810.228968844987, 51, 2.108 0.9500000000000001, 14820.051741312434, 15852.911100165567, 51, 2.527 0.9600000000000001, 14771.929655633854, 15906.110463899737, 51, 2.955 0.9700000000000001, 14707.55865454063, 15977.972092554981, 51, 3.373 0.9800000000000001, 14618.781628592327, 16078.475462350763, 51, 3.802 0.9900000000000001, 14465.736928619945, 16255.569530921359, 51, 4.223 ;experiment: 271;T = : 8000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 8000 ) / (p1^3 ) for the parameter intervals below: 0.9, 15122.365812002849, 15638.465602297847, 51, 0.428 0.91, 15106.789096333838, 15654.858100867705, 51, 0.848 0.92, 15089.235388233423, 15673.38414755441, 51, 1.264 0.93, 15069.172178994128, 15694.62782123789, 51, 1.698 0.9400000000000001, 15045.672736525778, 15719.603204637175, 51, 2.114 0.9500000000000001, 15017.640884518765, 15749.52945647922, 51, 2.7 0.9600000000000001, 14981.134209220616, 15788.71059421445, 51, 3.117 0.9700000000000001, 14936.117576608429, 15837.38648707245, 51, 3.533 0.9800000000000001, 14872.0244313904, 15907.356877406652, 51, 3.963 0.9900000000000001, 14759.07337350695, 16032.596453071308, 51, 4.38 ;experiment: 272;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 9000 ) / (p1^3 ) for the parameter intervals below: 0.9, 15601.799580790354, 20357.267039257422, 51, 0.436 0.91, 15480.972135475155, 20538.029097733815, 51, 0.854 0.92, 15345.955470165369, 20744.711531494606, 51, 1.273 0.93, 15193.262029691503, 20984.65409165549, 51, 1.702 0.9400000000000001, 15017.685927671862, 21269.03860345982, 51, 2.12 0.9500000000000001, 14809.448290109802, 21618.547258087285, 51, 2.539 0.9600000000000001, 14559.01916373097, 22057.88147119325, 51, 2.966 0.9700000000000001, 14240.303454953739, 22649.07308575918, 51, 3.389 0.9800000000000001, 13799.96166872069, 23531.102183546678, 51, 3.825 0.9900000000000001, 13073.206109295572, 25179.679406731368, 51, 4.248 ;experiment: 273;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 9000 ) / (p1^3 ) for the parameter intervals below: 0.9, 16088.194570398526, 17426.925595358916, 51, 0.42 0.91, 16046.9254840767, 17473.5601651125, 51, 0.85 0.92, 16002.763966950117, 17523.85489213511, 51, 1.269 0.93, 15952.401035591622, 17581.663653458556, 51, 1.698 0.9400000000000001, 15893.928731976968, 17649.391771599014, 51, 2.12 0.9500000000000001, 15824.248194488035, 17730.969933530323, 51, 2.535 0.9600000000000001, 15738.510295483442, 17832.66867937563, 51, 3.12 0.9700000000000001, 15625.55777718085, 17968.888890686445, 51, 3.539 0.9800000000000001, 15468.605144853844, 18162.65443266406, 51, 3.971 0.9900000000000001, 15199.972272663661, 18506.814827511233, 51, 4.391 ;experiment: 274;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 9000 ) / (p1^3 ) for the parameter intervals below: 0.9, 16871.666517239843, 17686.317924336257, 51, 0.414 0.91, 16847.14959686623, 17712.664636263205, 51, 0.844 0.92, 16817.413732951252, 17744.735380904996, 51, 1.258 0.93, 16785.880291305686, 17778.929672297476, 51, 1.675 0.9400000000000001, 16749.203818999347, 17818.914398299232, 51, 2.104 0.9500000000000001, 16705.45439244209, 17866.912505788107, 51, 2.522 0.9600000000000001, 16651.342965495292, 17926.737946400757, 51, 2.955 0.9700000000000001, 16578.96058437839, 18007.550420724405, 51, 3.374 0.9800000000000001, 16479.135306456545, 18120.572825017585, 51, 3.794 0.9900000000000001, 16307.045967731936, 18319.728193019648, 51, 4.222 ;experiment: 275;T = : 9000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 9000 ) / (p1^3 ) for the parameter intervals below: 0.9, 17045.399545752054, 17625.75969858661, 51, 0.417 0.91, 17027.883697043828, 17644.193609958897, 51, 0.849 0.92, 17008.144766608657, 17665.026793309913, 51, 1.263 0.93, 16985.583965207992, 17688.916076498605, 51, 1.679 0.9400000000000001, 16959.159211140934, 17717.001849004293, 51, 2.106 0.9500000000000001, 16927.637896113654, 17750.65512758971, 51, 2.526 0.9600000000000001, 16886.58689637333, 17794.716006496627, 51, 3.108 0.9700000000000001, 16835.96678582283, 17849.45431585815, 51, 3.523 0.9800000000000001, 16763.89590630552, 17928.139605612007, 51, 3.937 0.9900000000000001, 16636.88660770294, 18068.978877258112, 51, 4.365 ;experiment: 276;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 10000 ) / (p1^3 ) for the parameter intervals below: 0.9, 17365.0816267902, 22647.245651529764, 51, 0.424 0.91, 17230.889540914202, 22848.050717630496, 51, 0.846 0.92, 17080.94001685827, 23077.651924825823, 51, 1.273 0.93, 16911.360269156874, 23344.203665146386, 51, 1.694 0.9400000000000001, 16716.369420283405, 23660.128921523174, 51, 2.127 0.9500000000000001, 16485.10844792634, 24048.405554742178, 51, 2.548 0.9600000000000001, 16206.995660491348, 24536.477979019408, 51, 2.967 0.9700000000000001, 15853.054868342735, 25193.265583738805, 51, 3.399 0.9800000000000001, 15364.059704434303, 26173.183427467655, 51, 3.821 0.9900000000000001, 14557.042956751126, 28004.788915102086, 51, 4.256 ;experiment: 277;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 10000 ) / (p1^3 ) for the parameter intervals below: 0.9, 17905.286745350815, 19392.201585356655, 51, 0.418 0.91, 17859.45141111302, 19444.00008066413, 51, 0.838 0.92, 17810.403737880464, 19499.864168788252, 51, 1.271 0.93, 17754.46866924291, 19564.074532584775, 51, 1.691 0.9400000000000001, 17689.52722666209, 19639.302940269434, 51, 2.119 0.9500000000000001, 17612.137822399545, 19729.915504913824, 51, 2.538 0.9600000000000001, 17516.91506574999, 19842.877435667164, 51, 2.957 0.9700000000000001, 17391.467823054507, 19994.18499652603, 51, 3.403 0.9800000000000001, 17217.154704895947, 20209.413180507378, 51, 3.825 0.9900000000000001, 16918.81255905916, 20591.699785884215, 51, 4.414 ;experiment: 278;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 10000 ) / (p1^3 ) for the parameter intervals below: 0.9, 18775.46755168216, 19680.318446676734, 51, 0.424 0.91, 18748.2366925361, 19709.58294844866, 51, 0.841 0.92, 18715.209220361754, 19745.20544847389, 51, 1.272 0.93, 18680.185247389392, 19783.18673605891, 51, 1.69 0.9400000000000001, 18639.449023710793, 19827.59982775348, 51, 2.108 0.9500000000000001, 18590.85704357175, 19880.913911410647, 51, 2.537 0.9600000000000001, 18530.756275356733, 19947.365428901776, 51, 2.955 0.9700000000000001, 18450.36251421615, 20037.128748893825, 51, 3.372 0.9800000000000001, 18339.48898432076, 20162.67018768441, 51, 3.798 0.9900000000000001, 18148.35500684393, 20383.886855117933, 51, 4.214 ;experiment: 279;T = : 10000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 10000 ) / (p1^3 ) for the parameter intervals below: 0.9, 18968.433279501263, 19613.053794875374, 51, 0.432 0.91, 18948.978297753813, 19633.529119050087, 51, 0.883 0.92, 18927.054144983893, 19656.669439065416, 51, 1.338 0.93, 18901.995751421855, 19683.204331759323, 51, 1.813 0.9400000000000001, 18872.64568575609, 19714.40049337141, 51, 2.288 0.9500000000000001, 18837.634907708547, 19751.7807987002, 51, 2.753 0.9600000000000001, 18792.039583526042, 19800.7214187788, 51, 3.239 0.9700000000000001, 18735.815995037236, 19861.52214464385, 51, 3.693 0.9800000000000001, 18655.767381220638, 19948.92233381736, 51, 4.129 0.9900000000000001, 18514.69984189893, 20105.361301444915, 51, 4.55 ;experiment: 280;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 11000 ) / (p1^3 ) for the parameter intervals below: 0.9, 19128.363672790052, 24937.2242638021, 51, 0.425 0.91, 18980.806946353245, 25158.072337527177, 51, 1.016 0.92, 18815.92456355117, 25410.592318157036, 51, 1.433 0.93, 18629.458508622243, 25703.75323863728, 51, 1.853 0.9400000000000001, 18415.052912894946, 26051.21923958653, 51, 2.285 0.9500000000000001, 18160.76860574288, 26478.263851397067, 51, 2.706 0.9600000000000001, 17854.972157251723, 27015.074486845562, 51, 3.127 0.9700000000000001, 17465.806281731733, 27737.458081718425, 51, 3.557 0.9800000000000001, 16928.157740147915, 28815.264671388628, 51, 3.98 0.9900000000000001, 16040.87980420668, 30829.89842347281, 51, 4.413 ;experiment: 281;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 11000 ) / (p1^3 ) for the parameter intervals below: 0.9, 19722.37892030311, 21357.477575354398, 51, 0.414 0.91, 19671.97733814934, 21414.43999621576, 51, 0.832 0.92, 19618.04350881081, 21475.873445441393, 51, 1.263 0.93, 19556.5363028942, 21546.485411710994, 51, 1.679 0.9400000000000001, 19485.12572134721, 21629.214108939857, 51, 2.099 0.9500000000000001, 19400.027450311056, 21728.86107629733, 51, 2.53 0.9600000000000001, 19295.319836016537, 21853.086191958697, 51, 2.95 0.9700000000000001, 19157.377868928164, 22019.481102365615, 51, 3.369 0.9800000000000001, 18965.70426493805, 22256.171928350697, 51, 3.795 0.9900000000000001, 18637.652845454657, 22676.584744257194, 51, 4.218 ;experiment: 282;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 11000 ) / (p1^3 ) for the parameter intervals below: 0.9, 20679.268586124475, 21674.31896901721, 51, 0.431 0.91, 20649.323788205962, 21706.501260634115, 51, 0.845 0.92, 20613.004707772252, 21745.675516042786, 51, 1.263 0.93, 20574.490203473095, 21787.443799820343, 51, 1.846 0.9400000000000001, 20529.69422842224, 21836.285257207728, 51, 2.26 0.9500000000000001, 20476.259694701403, 21894.915317033185, 51, 2.677 0.9600000000000001, 20410.16958521817, 21967.9929114028, 51, 3.107 0.9700000000000001, 20321.764444053915, 22066.707077063245, 51, 3.525 0.9800000000000001, 20199.842662184976, 22204.767550351233, 51, 3.942 0.9900000000000001, 19989.664045955924, 22448.04551721622, 51, 4.372 ;experiment: 283;T = : 11000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 11000 ) / (p1^3 ) for the parameter intervals below: 0.9, 20891.46701325047, 21600.34789116414, 51, 0.418 0.91, 20870.0728984638, 21622.86462814128, 51, 0.834 0.92, 20845.963523359125, 21648.31208482092, 51, 1.259 0.93, 20818.407537635718, 21677.49258702004, 51, 1.674 0.9400000000000001, 20786.132160371246, 21711.79913773853, 51, 2.102 0.9500000000000001, 20747.631919303436, 21752.906469810692, 51, 2.517 0.9600000000000001, 20697.492270678755, 21806.726831060976, 51, 2.933 0.9700000000000001, 20635.66520425164, 21873.589973429553, 51, 3.364 0.9800000000000001, 20547.638856135756, 21969.70506202272, 51, 3.781 0.9900000000000001, 20392.51307609492, 22141.743725631717, 51, 4.203 ;experiment: 284;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 12000 ) / (p1^3 ) for the parameter intervals below: 0.9, 20891.6457187899, 27227.202876074443, 51, 0.434 0.91, 20730.72435179229, 27468.09395742386, 51, 0.853 0.92, 20550.90911024407, 27743.532711488253, 51, 1.275 0.93, 20347.556748087613, 28063.302812128175, 51, 1.708 0.9400000000000001, 20113.736405506486, 28442.309557649885, 51, 2.13 0.9500000000000001, 19836.428763559423, 28908.12214805196, 51, 2.713 0.9600000000000001, 19502.9486540121, 29493.670994671716, 51, 3.133 0.9700000000000001, 19078.55769512073, 30281.650579698045, 51, 3.553 0.9800000000000001, 18492.255775861526, 31457.345915309605, 51, 3.983 0.9900000000000001, 17524.716651662235, 33655.00793184353, 51, 4.405 ;experiment: 285;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 12000 ) / (p1^3 ) for the parameter intervals below: 0.9, 21539.471095255398, 23322.75356535214, 51, 0.422 0.91, 21484.50326518566, 23384.879911767388, 51, 0.852 0.92, 21425.683279741155, 23451.88272209454, 51, 1.271 0.93, 21358.603936545493, 23528.896290837216, 51, 1.691 0.9400000000000001, 21280.72421603233, 23619.125277610277, 51, 2.117 0.9500000000000001, 21187.917078222566, 23727.80664768083, 51, 2.537 0.9600000000000001, 21073.724606283085, 23863.29494825023, 51, 2.97 0.9700000000000001, 20923.287914801822, 24044.7772082052, 51, 3.388 0.9800000000000001, 20714.25382498015, 24302.930676194013, 51, 3.808 0.9900000000000001, 20356.493131850155, 24761.469702630173, 51, 4.242 ;experiment: 286;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 12000 ) / (p1^3 ) for the parameter intervals below: 0.9, 22583.069620566792, 23668.319491357688, 51, 0.414 0.91, 22550.41088387583, 23703.419572819574, 51, 0.829 0.92, 22510.800195182754, 23746.14558361168, 51, 1.259 0.93, 22468.795159556797, 23791.70086358178, 51, 1.68 0.9400000000000001, 22419.939433133684, 23844.970686661974, 51, 2.111 0.9500000000000001, 22361.662345831057, 23908.916722655726, 51, 2.531 0.9600000000000001, 22289.58289507961, 23988.620393903817, 51, 2.958 0.9700000000000001, 22193.166373891676, 24096.285405232666, 51, 3.549 0.9800000000000001, 22060.19634004919, 24246.864913018057, 51, 3.966 0.9900000000000001, 21830.97308506792, 24512.204179314504, 51, 4.385 ;experiment: 287;T = : 12000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 12000 ) / (p1^3 ) for the parameter intervals below: 0.9, 22814.500746999678, 23587.641987452902, 51, 0.435 0.91, 22791.16749917379, 23612.20013723247, 51, 0.852 0.92, 22764.87290173436, 23639.95473057642, 51, 1.269 0.93, 22734.81932384958, 23671.780842280754, 51, 1.693 0.9400000000000001, 22699.618634986404, 23709.19778210565, 51, 2.104 0.9500000000000001, 22657.628930898325, 23754.032140921183, 51, 2.527 0.9600000000000001, 22602.944957831467, 23812.732243343155, 51, 2.943 0.9700000000000001, 22535.514413466044, 23885.657802215253, 51, 3.36 0.9800000000000001, 22439.510331050875, 23990.487790228075, 51, 3.788 0.9900000000000001, 22270.326310290915, 24178.12614981852, 51, 4.205 ;experiment: 288;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 13000 ) / (p1^3 ) for the parameter intervals below: 0.9, 22654.92776478975, 29517.181488346785, 51, 0.421 0.91, 22480.641757231337, 29778.11557732054, 51, 0.854 0.92, 22285.89365693697, 30076.473104819466, 51, 1.274 0.93, 22065.654987552985, 30422.85238561907, 51, 1.765 0.9400000000000001, 21812.419898118027, 30833.399875713243, 51, 2.301 0.9500000000000001, 21512.088921375962, 31337.98044470685, 51, 2.731 0.9600000000000001, 21150.925150772477, 31972.267502497874, 51, 3.167 0.9700000000000001, 20691.309108509726, 32825.843077677666, 51, 3.589 0.9800000000000001, 20056.353811575136, 34099.42715923058, 51, 4.012 0.9900000000000001, 19008.55349911779, 36480.11744021425, 51, 4.605 ;experiment: 289;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 13000 ) / (p1^3 ) for the parameter intervals below: 0.9, 23356.563270207687, 25288.02955534988, 51, 0.416 0.91, 23297.02919222198, 25355.319827319017, 51, 0.837 0.92, 23233.3230506715, 25427.89199874768, 51, 1.265 0.93, 23160.67157019678, 25511.307169963435, 51, 1.684 0.9400000000000001, 23076.32271071745, 25609.036446280697, 51, 2.114 0.9500000000000001, 22975.806706134077, 25726.752219064332, 51, 2.53 0.9600000000000001, 22852.129376549634, 25873.503704541763, 51, 2.948 0.9700000000000001, 22689.19796067548, 26070.073314044785, 51, 3.376 0.9800000000000001, 22462.803385022253, 26349.68942403733, 51, 3.795 0.9900000000000001, 22075.333418245653, 26846.35466100315, 51, 4.218 ;experiment: 290;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 13000 ) / (p1^3 ) for the parameter intervals below: 0.9, 24486.870655009105, 25662.320013698165, 51, 0.426 0.91, 24451.497979545697, 25700.33788500503, 51, 0.843 0.92, 24408.59568259325, 25746.615651180575, 51, 1.26 0.93, 24363.1001156405, 25795.957927343214, 51, 1.684 0.9400000000000001, 24310.18463784513, 25853.65611611622, 51, 2.1 0.9500000000000001, 24247.064996960715, 25922.918128278267, 51, 2.534 0.9600000000000001, 24168.996204941046, 26009.24787640484, 51, 2.948 0.9700000000000001, 24064.568303729437, 26125.863733402086, 51, 3.368 0.9800000000000001, 23920.550017913407, 26288.962275684884, 51, 3.801 0.9900000000000001, 23672.28212417991, 26576.36284141279, 51, 4.218 ;experiment: 291;T = : 13000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 13000 ) / (p1^3 ) for the parameter intervals below: 0.9, 24737.534480748887, 25574.936083741668, 51, 0.416 0.91, 24712.262099883774, 25601.53564632366, 51, 1.021 0.92, 24683.782280109594, 25631.597376331927, 51, 1.479 0.93, 24651.231110063443, 25666.069097541473, 51, 1.944 0.9400000000000001, 24613.10510960156, 25706.596426472766, 51, 2.396 0.9500000000000001, 24567.625942493214, 25755.157812031674, 51, 2.846 0.9600000000000001, 24508.39764498418, 25818.73765562533, 51, 3.318 0.9700000000000001, 24435.36362268045, 25897.725631000954, 51, 3.774 0.9800000000000001, 24331.381805965993, 26011.270518433434, 51, 4.241 0.9900000000000001, 24148.139544486905, 26214.508574005322, 51, 4.715 ;experiment: 292;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 14000 ) / (p1^3 ) for the parameter intervals below: 0.9, 24418.209810789598, 31807.160100619127, 51, 0.477 0.91, 24230.559162670383, 32088.13719721722, 51, 0.969 0.92, 24020.87820362987, 32409.413498150683, 51, 1.458 0.93, 23783.753227018355, 32782.401959109964, 51, 1.957 0.9400000000000001, 23511.103390729568, 33224.4901937766, 51, 2.468 0.9500000000000001, 23187.749079192505, 33767.83874136174, 51, 2.964 0.9600000000000001, 22798.901647532854, 34450.86401032403, 51, 3.472 0.9700000000000001, 22304.060521898722, 35370.03557565729, 51, 3.992 0.9800000000000001, 21620.45184728875, 36741.50840315155, 51, 4.493 0.9900000000000001, 20492.390346573342, 39305.22694858497, 51, 5.011 ;experiment: 293;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 14000 ) / (p1^3 ) for the parameter intervals below: 0.9, 25173.65544515998, 27253.305545347623, 51, 0.499 0.91, 25109.555119258297, 27325.759742870647, 51, 1.02 0.92, 25040.96282160185, 27403.90127540082, 51, 1.707 0.93, 24962.739203848072, 27493.718049089654, 51, 2.206 0.9400000000000001, 24871.92120540257, 27598.947614951117, 51, 2.718 0.9500000000000001, 24763.696334045588, 27725.697790447837, 51, 3.217 0.9600000000000001, 24630.534146816182, 27883.712460833296, 51, 3.717 0.9700000000000001, 24455.10800654914, 28095.36941988437, 51, 4.222 0.9800000000000001, 24211.35294506436, 28396.448171880646, 51, 4.723 0.9900000000000001, 23794.173704641154, 28931.239619376134, 51, 5.206 ;experiment: 294;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 14000 ) / (p1^3 ) for the parameter intervals below: 0.9, 26390.67168945142, 27656.320536038646, 51, 0.485 0.91, 26352.58507521556, 27697.256197190483, 51, 0.963 0.92, 26306.391170003753, 27747.085718749473, 51, 1.457 0.93, 26257.405071724203, 27800.214991104647, 51, 1.937 0.9400000000000001, 26200.429842556576, 27862.341545570467, 51, 2.429 0.9500000000000001, 26132.46764809037, 27936.919533900807, 51, 2.939 0.9600000000000001, 26048.409514802486, 28029.875358905858, 51, 3.435 0.9700000000000001, 25935.9702335672, 28155.44206157151, 51, 3.932 0.9800000000000001, 25780.903695777622, 28331.059638351708, 51, 4.451 0.9900000000000001, 25513.591163291905, 28640.521503511074, 51, 4.947 ;experiment: 295;T = : 14000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 14000 ) / (p1^3 ) for the parameter intervals below: 0.9, 26660.568214498093, 27562.23018003043, 51, 0.509 0.91, 26633.356700593762, 27590.87115541485, 51, 0.955 0.92, 26602.69165848483, 27623.24002208743, 51, 1.4 0.93, 26567.642896277306, 27660.357352802188, 51, 2.001 0.9400000000000001, 26526.591584216716, 27703.995070839886, 51, 2.421 0.9500000000000001, 26477.622954088107, 27756.283483142164, 51, 2.841 0.9600000000000001, 26413.85033213689, 27824.743067907504, 51, 3.278 0.9700000000000001, 26335.212831894853, 27909.793459786655, 51, 3.697 0.9800000000000001, 26223.253280881112, 28032.05324663879, 51, 4.129 0.9900000000000001, 26025.9527786829, 28250.890998192124, 51, 4.549 ;experiment: 296;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 15000 ) / (p1^3 ) for the parameter intervals below: 0.9, 26181.49185678945, 34097.138712891465, 51, 0.418 0.91, 25980.47656810943, 34398.1588171139, 51, 0.85 0.92, 25755.862750322765, 34742.3538914819, 51, 1.268 0.93, 25501.851466483724, 35141.95153260086, 51, 1.693 0.9400000000000001, 25209.78688334111, 35615.58051183995, 51, 2.122 0.9500000000000001, 24863.409237009044, 36197.69703801663, 51, 2.546 0.9600000000000001, 24446.87814429323, 36929.46051815018, 51, 2.969 0.9700000000000001, 23916.81193528772, 37914.228073636914, 51, 3.403 0.9800000000000001, 23184.54988300236, 39383.58964707253, 51, 3.826 0.9900000000000001, 21976.227194028896, 42130.33645695569, 51, 4.262 ;experiment: 297;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 15000 ) / (p1^3 ) for the parameter intervals below: 0.9, 26990.74762011227, 29218.581535345365, 51, 0.42 0.91, 26922.081046294617, 29296.19965842228, 51, 0.839 0.92, 26848.602592532196, 29379.910552053963, 51, 1.269 0.93, 26764.806837499364, 29476.128928215872, 51, 1.69 0.9400000000000001, 26667.51970008769, 29588.858783621537, 51, 2.107 0.9500000000000001, 26551.5859619571, 29724.64336183134, 51, 2.538 0.9600000000000001, 26408.93891708273, 29893.92121712483, 51, 2.956 0.9700000000000001, 26221.018052422798, 30120.665525723954, 51, 3.377 0.9800000000000001, 25959.90250510646, 30443.206919723965, 51, 3.815 0.9900000000000001, 25513.013991036652, 31016.124577749113, 51, 4.233 ;experiment: 298;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 15000 ) / (p1^3 ) for the parameter intervals below: 0.9, 28294.472723893738, 29650.321058379122, 51, 0.593 0.91, 28253.672170885427, 29694.174509375942, 51, 1.007 0.92, 28204.186657414255, 29747.555786318368, 51, 1.424 0.93, 28151.71002780791, 29804.472054866084, 51, 1.853 0.9400000000000001, 28090.67504726802, 29871.026975024717, 51, 2.27 0.9500000000000001, 28017.870299220027, 29950.920939523345, 51, 2.687 0.9600000000000001, 27927.822824663923, 30050.50284140688, 51, 3.12 0.9700000000000001, 27807.37216340496, 30185.02038974093, 51, 3.538 0.9800000000000001, 27641.257373641838, 30373.15700101853, 51, 3.958 0.9900000000000001, 27354.9002024039, 30704.68016560936, 51, 4.387 ;experiment: 299;T = : 15000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 15000 ) / (p1^3 ) for the parameter intervals below: 0.9, 28583.601948247302, 29549.524276319196, 51, 0.412 0.91, 28554.45130130375, 29580.20666450604, 51, 0.826 0.92, 28521.601036860062, 29614.882667842932, 51, 1.251 0.93, 28484.05468249117, 29654.645608062903, 51, 1.663 0.9400000000000001, 28440.078058831874, 29701.393715207003, 51, 2.08 0.9500000000000001, 28387.619965682996, 29757.40915425265, 51, 2.509 0.9600000000000001, 28319.303019289604, 29830.748480189683, 51, 2.925 0.9700000000000001, 28235.062041109257, 29921.861288572356, 51, 3.341 0.9800000000000001, 28115.12475579623, 30052.835974844147, 51, 3.773 0.9900000000000001, 27903.76601287889, 30287.273422378927, 51, 4.195 ;experiment: 300;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 16000 ) / (p1^3 ) for the parameter intervals below: 0.9, 27944.773902789297, 36387.11732516381, 51, 0.423 0.91, 27730.393973548475, 36708.18043701058, 51, 0.855 0.92, 27490.847297015665, 37075.29428481311, 51, 1.271 0.93, 27219.949705949097, 37501.50110609176, 51, 1.692 0.9400000000000001, 26908.47037595265, 38006.670829903305, 51, 2.126 0.9500000000000001, 26539.069394825583, 38627.555334671524, 51, 2.547 0.9600000000000001, 26094.854641053604, 39408.05702597634, 51, 2.97 0.9700000000000001, 25529.563348676715, 40458.42057161653, 51, 3.562 0.9800000000000001, 24748.647918715975, 42025.670890993504, 51, 3.983 0.9900000000000001, 23460.06404148445, 44955.44596532641, 51, 4.405 ;experiment: 301;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 16000 ) / (p1^3 ) for the parameter intervals below: 0.9, 28807.83979506456, 31183.857525343108, 51, 0.43 0.91, 28734.606973330938, 31266.63957397391, 51, 0.846 0.92, 28656.24236346254, 31355.919828707105, 51, 1.266 0.93, 28566.87447115065, 31458.53980734209, 51, 1.696 0.9400000000000001, 28463.11819477281, 31578.76995229196, 51, 2.114 0.9500000000000001, 28339.47558986861, 31723.58893321484, 51, 2.532 0.9600000000000001, 28187.343687349276, 31904.12997341636, 51, 2.964 0.9700000000000001, 27986.928098296456, 32145.96163156354, 51, 3.383 0.9800000000000001, 27708.45206514856, 32489.96566756728, 51, 3.805 0.9900000000000001, 27231.85427743215, 33101.009536122096, 51, 4.234 ;experiment: 302;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 16000 ) / (p1^3 ) for the parameter intervals below: 0.9, 30198.27375833605, 31644.3215807196, 51, 0.415 0.91, 30154.759266555295, 31691.092821561397, 51, 0.83 0.92, 30101.982144824753, 31748.025853887262, 51, 1.258 0.93, 30046.01498389161, 31808.729118627518, 51, 1.676 0.9400000000000001, 29980.920251979467, 31879.712404478963, 51, 2.094 0.9500000000000001, 29903.27295034968, 31964.922345145886, 51, 2.522 0.9600000000000001, 29807.236134525363, 32071.1303239079, 51, 2.941 0.9700000000000001, 29678.774093242722, 32214.59871791035, 51, 3.36 0.9800000000000001, 29501.611051506054, 32415.254363685355, 51, 3.791 0.9900000000000001, 29196.20924151589, 32768.838827707645, 51, 4.212 ;experiment: 303;T = : 16000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 16000 ) / (p1^3 ) for the parameter intervals below: 0.9, 30506.635681996508, 31536.81837260796, 51, 0.42 0.91, 30475.545902013735, 31569.54217359723, 51, 1.004 0.92, 30440.510415235298, 31606.525313598435, 51, 1.42 0.93, 30400.46646870503, 31648.93386332362, 51, 1.844 0.9400000000000001, 30353.56453344703, 31698.792359574123, 51, 2.255 0.9500000000000001, 30297.616977277885, 31758.534825363142, 51, 2.675 0.9600000000000001, 30224.755706442316, 31836.753892471857, 51, 3.106 0.9700000000000001, 30134.91125032366, 31933.929117358053, 51, 3.521 0.9800000000000001, 30006.99623071135, 32073.618703049502, 51, 3.935 0.9900000000000001, 29781.57924707488, 32323.655846565725, 51, 4.365 ;experiment: 304;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 17000 ) / (p1^3 ) for the parameter intervals below: 0.9, 29708.055948789148, 38677.09593743615, 51, 0.423 0.91, 29480.311378987517, 39018.20205690727, 51, 0.844 0.92, 29225.83184370857, 39408.23467814433, 51, 1.277 0.93, 28938.04794541447, 39861.05067958265, 51, 1.7 0.9400000000000001, 28607.153868564194, 40397.76114796666, 51, 2.122 0.9500000000000001, 28214.729552642126, 41057.41363132642, 51, 2.557 0.9600000000000001, 27742.83113781398, 41886.6535338025, 51, 2.976 0.9700000000000001, 27142.31476206571, 43002.613069596155, 51, 3.413 0.9800000000000001, 26312.74595442958, 44667.75213491447, 51, 3.834 0.9900000000000001, 24943.900888940003, 47780.55547369713, 51, 4.256 ;experiment: 305;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 17000 ) / (p1^3 ) for the parameter intervals below: 0.9, 30624.93197001685, 33149.13351534085, 51, 0.429 0.91, 30547.132900367254, 33237.07948952553, 51, 0.848 0.92, 30463.882134392887, 33331.92910536025, 51, 1.269 0.93, 30368.942104801943, 33440.950686468306, 51, 1.856 0.9400000000000001, 30258.71668945793, 33568.68112096238, 51, 2.273 0.9500000000000001, 30127.365217780116, 33722.53450459834, 51, 2.703 0.9600000000000001, 29965.74845761582, 33914.33872970789, 51, 3.119 0.9700000000000001, 29752.838144170113, 34171.257737403124, 51, 3.539 0.9800000000000001, 29457.001625190664, 34536.7244154106, 51, 3.967 0.9900000000000001, 28950.694563827652, 35185.89449449508, 51, 4.385 ;experiment: 306;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 17000 ) / (p1^3 ) for the parameter intervals below: 0.9, 32102.074792778363, 33638.322103060076, 51, 0.426 0.91, 32055.846362225155, 33688.011133746855, 51, 0.839 0.92, 31999.77763223525, 33748.49592145615, 51, 1.27 0.93, 31940.319939975314, 33812.98618238895, 51, 1.685 0.9400000000000001, 31871.16545669091, 33888.39783393322, 51, 2.104 0.9500000000000001, 31788.675601479335, 33978.92375076842, 51, 2.531 0.9600000000000001, 31686.649444386803, 34091.75780640892, 51, 2.948 0.9700000000000001, 31550.176023080487, 34244.17704607976, 51, 3.385 0.9800000000000001, 31361.964729370266, 34457.351726352186, 51, 3.827 0.9900000000000001, 31037.51828062789, 34832.99748980593, 51, 4.263 ;experiment: 307;T = : 17000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 17000 ) / (p1^3 ) for the parameter intervals below: 0.9, 32429.66941574572, 33524.112468896725, 51, 0.419 0.91, 32396.640502723723, 33558.87768268842, 51, 0.839 0.92, 32359.41979361053, 33598.16795935394, 51, 1.426 0.93, 32316.878254918895, 33643.22211858434, 51, 1.841 0.9400000000000001, 32267.051008062186, 33696.19100394124, 51, 2.268 0.9500000000000001, 32207.61398887278, 33759.66049647363, 51, 2.676 0.9600000000000001, 32130.208393595025, 33842.75930475403, 51, 3.091 0.9700000000000001, 32034.760459538065, 33945.99694614376, 51, 3.516 0.9800000000000001, 31898.867705626468, 34094.40143125486, 51, 3.934 0.9900000000000001, 31659.392481270872, 34360.03827075253, 51, 4.361 ;experiment: 308;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 18000 ) / (p1^3 ) for the parameter intervals below: 0.9, 31471.337994788995, 40967.07454970849, 51, 0.423 0.91, 31230.228784426563, 41328.22367680395, 51, 0.85 0.92, 30960.81639040147, 41741.17507147554, 51, 1.271 0.93, 30656.14618487984, 42220.60025307354, 51, 1.692 0.9400000000000001, 30305.837361175738, 42788.85146603001, 51, 2.121 0.9500000000000001, 29890.389710458665, 43487.2719279813, 51, 2.542 0.9600000000000001, 29390.807634574358, 44365.25004162866, 51, 2.977 0.9700000000000001, 28755.066175454707, 45546.80556757577, 51, 3.401 0.9800000000000001, 27876.843990143192, 47309.83337883545, 51, 3.823 0.9900000000000001, 26427.737736395557, 50605.66498206785, 51, 4.256 ;experiment: 309;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 18000 ) / (p1^3 ) for the parameter intervals below: 0.9, 32442.024144969142, 35114.40950533859, 51, 0.418 0.91, 32359.658827403575, 35207.51940507716, 51, 1.002 0.92, 32271.521905323232, 35307.93838201339, 51, 1.421 0.93, 32171.009738453235, 35423.361565594525, 51, 1.848 0.9400000000000001, 32054.31518414305, 35558.5922896328, 51, 2.264 0.9500000000000001, 31915.254845691627, 35721.48007598184, 51, 2.685 0.9600000000000001, 31744.15322788237, 35924.54748599942, 51, 3.116 0.9700000000000001, 31518.74819004377, 36196.553843242706, 51, 3.534 0.9800000000000001, 31205.551185232765, 36583.48316325391, 51, 3.964 0.9900000000000001, 30669.53485022315, 37270.77945286805, 51, 4.383 ;experiment: 310;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 18000 ) / (p1^3 ) for the parameter intervals below: 0.9, 34005.875827220676, 35632.32262540055, 51, 0.427 0.91, 33956.93345789502, 35684.92944593231, 51, 0.838 0.92, 33897.57311964575, 35748.96598902505, 51, 1.256 0.93, 33834.62489605902, 35817.243246150385, 51, 1.684 0.9400000000000001, 33761.410661402355, 35897.08326338746, 51, 2.102 0.9500000000000001, 33674.07825260899, 35992.925156390964, 51, 2.531 0.9600000000000001, 33566.06275424824, 36112.38528890994, 51, 2.947 0.9700000000000001, 33421.57795291825, 36273.75537424919, 51, 3.366 0.9800000000000001, 33222.31840723448, 36499.449089019006, 51, 3.795 0.9900000000000001, 32878.82731973988, 36897.156151904215, 51, 4.215 ;experiment: 311;T = : 18000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 18000 ) / (p1^3 ) for the parameter intervals below: 0.9, 34352.703149494926, 35511.40656518549, 51, 0.578 0.91, 34317.73510343371, 35548.21319177961, 51, 0.995 0.92, 34278.329171985766, 35589.810605109444, 51, 1.423 0.93, 34233.29004113276, 35637.51037384505, 51, 1.837 0.9400000000000001, 34180.53748267734, 35693.58964830836, 51, 2.251 0.9500000000000001, 34117.61100046767, 35760.78616758412, 51, 2.678 0.9600000000000001, 34035.661080747734, 35848.7647170362, 51, 3.095 0.9700000000000001, 33934.60966875247, 35958.06477492946, 51, 3.528 0.9800000000000001, 33790.73918054158, 36115.184159460216, 51, 3.946 0.9900000000000001, 33537.205715466866, 36396.42069493933, 51, 4.377 ;experiment: 312;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 19000 ) / (p1^3 ) for the parameter intervals below: 0.9, 33234.62004078885, 43257.05316198083, 51, 0.42 0.91, 32980.146189865605, 43638.24529670063, 51, 0.844 0.92, 32695.80093709437, 44074.11546480676, 51, 1.284 0.93, 32374.244424345212, 44580.14982656444, 51, 1.707 0.9400000000000001, 32004.52085378728, 45179.94178409337, 51, 2.138 0.9500000000000001, 31566.049868275204, 45917.130224636196, 51, 2.558 0.9600000000000001, 31038.784131334734, 46843.846549454815, 51, 2.979 0.9700000000000001, 30367.817588843707, 48090.998065555395, 51, 3.56 0.9800000000000001, 29440.942025856806, 49951.91462275642, 51, 3.98 0.9900000000000001, 27911.57458385111, 53430.77449043857, 51, 4.409 ;experiment: 313;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 19000 ) / (p1^3 ) for the parameter intervals below: 0.9, 34259.11631992143, 37079.68549533633, 51, 0.415 0.91, 34172.18475443989, 37177.95932062879, 51, 0.843 0.92, 34079.16167625358, 37283.94765866653, 51, 1.263 0.93, 33973.077372104526, 37405.772444720744, 51, 1.682 0.9400000000000001, 33849.913678828176, 37548.50345830322, 51, 2.114 0.9500000000000001, 33703.14447360314, 37720.425647365344, 51, 2.532 0.9600000000000001, 33522.55799814892, 37934.756242290954, 51, 2.959 0.9700000000000001, 33284.65823591743, 38221.849949082294, 51, 3.376 0.9800000000000001, 32954.10074527487, 38630.24191109723, 51, 3.798 0.9900000000000001, 32388.375136618648, 39355.664411241036, 51, 4.232 ;experiment: 314;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 19000 ) / (p1^3 ) for the parameter intervals below: 0.9, 35909.67686166299, 37626.32314774103, 51, 0.416 0.91, 35858.020553564886, 37681.847758117765, 51, 0.846 0.92, 35795.36860705625, 37749.43605659394, 51, 1.262 0.93, 35728.92985214272, 37821.50030991182, 51, 1.695 0.9400000000000001, 35651.655866113804, 37905.76869284171, 51, 2.116 0.9500000000000001, 35559.48090373865, 38006.926562013505, 51, 2.531 0.9600000000000001, 35445.47606410968, 38133.01277141096, 51, 3.114 0.9700000000000001, 35292.97988275601, 38303.33370241861, 51, 3.531 0.9800000000000001, 35082.6720850987, 38541.546451685834, 51, 3.959 0.9900000000000001, 34720.13635885188, 38961.3148140025, 51, 4.374 ;experiment: 315;T = : 19000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 19000 ) / (p1^3 ) for the parameter intervals below: 0.9, 36275.736883244135, 37498.70066147425, 51, 0.414 0.91, 36238.829704143696, 37537.5487008708, 51, 0.841 0.92, 36197.238550361, 37581.45325086494, 51, 1.258 0.93, 36149.701827346624, 37631.79862910577, 51, 1.683 0.9400000000000001, 36094.0239572925, 37690.98829267548, 51, 2.099 0.9500000000000001, 36027.60801206256, 37761.91183869461, 51, 2.527 0.9600000000000001, 35941.113767900446, 37854.770129318385, 51, 2.942 0.9700000000000001, 35834.45887796687, 37970.13260371516, 51, 3.44 0.9800000000000001, 35682.6106554567, 38135.96688766557, 51, 3.966 0.9900000000000001, 35415.01894966285, 38432.80311912613, 51, 4.386 ;experiment: 316;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 20000 ) / (p1^3 ) for the parameter intervals below: 0.9, 34997.902086788694, 45547.03177425318, 51, 0.431 0.91, 34730.06359530465, 45948.26691659731, 51, 0.853 0.92, 34430.785483787266, 46407.055858137974, 51, 1.274 0.93, 34092.34266381058, 46939.69940005533, 51, 1.705 0.9400000000000001, 33703.204346398816, 47571.03210215673, 51, 2.125 0.9500000000000001, 33241.71002609174, 48346.98852129109, 51, 2.717 0.9600000000000001, 32686.76062809511, 49322.443057280965, 51, 3.14 0.9700000000000001, 31980.569002232703, 50635.19056353502, 51, 3.572 0.9800000000000001, 31005.040061570417, 52593.9958666774, 51, 3.992 0.9900000000000001, 29395.411431306664, 56255.883998809295, 51, 4.412 ;experiment: 317;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 20000 ) / (p1^3 ) for the parameter intervals below: 0.9, 36076.208494873725, 39044.961485334075, 51, 0.428 0.91, 35984.710681476216, 39148.39923618042, 51, 0.847 0.92, 35886.80144718393, 39259.95693531967, 51, 1.277 0.93, 35775.14500575581, 39388.18332384696, 51, 1.692 0.9400000000000001, 35645.51217351329, 39538.41462697364, 51, 2.114 0.9500000000000001, 35491.03410151465, 39719.37121874885, 51, 2.541 0.9600000000000001, 35300.96276841546, 39944.96499858249, 51, 2.959 0.9700000000000001, 35050.568281791086, 40247.146054921875, 51, 3.392 0.9800000000000001, 34702.65030531697, 40677.00065894055, 51, 3.811 0.9900000000000001, 34107.215423014146, 41440.54936961402, 51, 4.24 ;experiment: 318;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 20000 ) / (p1^3 ) for the parameter intervals below: 0.9, 37813.47789610531, 39620.3236700815, 51, 0.418 0.91, 37759.10764923476, 39678.76607030322, 51, 0.833 0.92, 37693.16409446675, 39749.90612416284, 51, 1.257 0.93, 37623.23480822642, 39825.75737367325, 51, 1.677 0.9400000000000001, 37541.901070825246, 39914.45412229595, 51, 2.272 0.9500000000000001, 37444.883554868306, 40020.927967636046, 51, 2.687 0.9600000000000001, 37324.88937397112, 40153.64025391198, 51, 3.105 0.9700000000000001, 37164.38181259377, 40332.91203058803, 51, 3.532 0.9800000000000001, 36943.02576296291, 40583.643814352654, 51, 3.951 0.9900000000000001, 36561.44539796387, 41025.473476100786, 51, 4.38 ;experiment: 319;T = : 20000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 20000 ) / (p1^3 ) for the parameter intervals below: 0.9, 38198.770616993344, 39485.994757763016, 51, 0.419 0.91, 38159.92430485368, 39526.884209961994, 51, 0.847 0.92, 38116.14792873623, 39573.09589662045, 51, 1.259 0.93, 38066.11361356048, 39626.08688436649, 51, 1.674 0.9400000000000001, 38007.510431907656, 39688.3869370426, 51, 2.098 0.9500000000000001, 37937.60502365745, 39763.0375098051, 51, 2.512 0.9600000000000001, 37846.56645505316, 39860.77554160056, 51, 2.945 0.9700000000000001, 37734.30808718128, 39982.20043250086, 51, 3.361 0.9800000000000001, 37574.48213037182, 40156.74961587093, 51, 3.778 0.9900000000000001, 37292.832183858845, 40469.18554331293, 51, 4.211 ;experiment: 320;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 21000 ) / (p1^3 ) for the parameter intervals below: 0.9, 36761.18413278854, 47837.010386525515, 51, 0.423 0.91, 36479.9810007437, 48258.288536493994, 51, 0.854 0.92, 36165.77003048017, 48739.99625146919, 51, 1.275 0.93, 35810.44090327595, 49299.24897354623, 51, 1.864 0.9400000000000001, 35401.887839010364, 49962.12242022008, 51, 2.285 0.9500000000000001, 34917.370183908286, 50776.84681794598, 51, 2.705 0.9600000000000001, 34334.737124855485, 51801.03956510712, 51, 3.143 0.9700000000000001, 33593.320415621696, 53179.383061514636, 51, 3.581 0.9800000000000001, 32569.138097284027, 55236.07711059837, 51, 4.016 0.9900000000000001, 30879.248278762218, 59080.993507180014, 51, 4.441 ;experiment: 321;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 21000 ) / (p1^3 ) for the parameter intervals below: 0.9, 37893.300669826014, 41010.237475331814, 51, 0.421 0.91, 37797.23660851253, 41118.839151732056, 51, 0.851 0.92, 37694.44121811427, 41235.96621197282, 51, 1.272 0.93, 37577.2126394071, 41370.59420297318, 51, 1.701 0.9400000000000001, 37441.11066819842, 41528.32579564406, 51, 2.118 0.9500000000000001, 37278.92372942616, 41718.31679013235, 51, 2.548 0.9600000000000001, 37079.36753868201, 41955.17375487402, 51, 2.965 0.9700000000000001, 36816.47832766474, 42272.442160761464, 51, 3.387 0.9800000000000001, 36451.19986535908, 42723.759406783865, 51, 3.821 0.9900000000000001, 35826.055709409644, 43525.43432798699, 51, 4.245 ;experiment: 322;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 21000 ) / (p1^3 ) for the parameter intervals below: 0.9, 39717.278930547625, 41614.324192421984, 51, 0.427 0.91, 39660.19474490462, 41675.684382488675, 51, 0.841 0.92, 39590.95958187725, 41750.37619173173, 51, 1.261 0.93, 39517.539764310124, 41830.01443743469, 51, 1.834 0.9400000000000001, 39432.146275536696, 41923.1395517502, 51, 2.251 0.9500000000000001, 39330.28620599796, 42034.92937325859, 51, 2.679 0.9600000000000001, 39204.30268383255, 42174.267736413, 51, 3.096 0.9700000000000001, 39035.78374243153, 42362.49035875745, 51, 3.587 0.9800000000000001, 38803.37944082713, 42625.74117701948, 51, 4.014 0.9900000000000001, 38402.75443707586, 43089.63213819907, 51, 4.432 ;experiment: 323;T = : 21000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 21000 ) / (p1^3 ) for the parameter intervals below: 0.9, 40121.804350742554, 41473.28885405178, 51, 0.429 0.91, 40081.01890556367, 41516.21971905318, 51, 0.842 0.92, 40035.05730711146, 41564.738542375955, 51, 1.268 0.93, 39982.52539977435, 41620.3751396272, 51, 1.683 0.9400000000000001, 39920.996906522814, 41685.78558140972, 51, 2.111 0.9500000000000001, 39847.60203525234, 41764.16318091559, 51, 2.529 0.9600000000000001, 39752.01914220587, 41866.780953882735, 51, 2.947 0.9700000000000001, 39634.15729639568, 41994.26826128656, 51, 3.379 0.9800000000000001, 39466.35360528694, 42177.53234407629, 51, 3.798 0.9900000000000001, 39170.64541805484, 42505.56796749974, 51, 4.233 ;experiment: 324;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 22000 ) / (p1^3 ) for the parameter intervals below: 0.9, 38524.466178788396, 50126.98899879785, 51, 0.419 0.91, 38229.89840618274, 50568.310156390675, 51, 0.842 0.92, 37900.754577173066, 51072.9366448004, 51, 1.424 0.93, 37528.53914274132, 51658.79854703713, 51, 1.843 0.9400000000000001, 37100.571331621904, 52353.21273828344, 51, 2.272 0.9500000000000001, 36593.03034172483, 53206.70511460087, 51, 2.697 0.9600000000000001, 35982.71362161586, 54279.63607293328, 51, 3.13 0.9700000000000001, 35206.071829010696, 55723.57555949426, 51, 3.549 0.9800000000000001, 34133.23613299764, 57878.15835451935, 51, 3.97 0.9900000000000001, 32363.08512621777, 61906.10301555073, 51, 4.407 ;experiment: 325;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 22000 ) / (p1^3 ) for the parameter intervals below: 0.9, 39710.392844778304, 42975.51346532955, 51, 0.415 0.91, 39609.762535548856, 43089.279067283685, 51, 0.855 0.92, 39502.08098904462, 43211.97548862596, 51, 1.325 0.93, 39379.28027305839, 43353.0050820994, 51, 1.748 0.9400000000000001, 39236.70916288353, 43518.23696431448, 51, 2.191 0.9500000000000001, 39066.81335733767, 43717.26236151585, 51, 2.608 0.9600000000000001, 38857.77230894856, 43965.38251116555, 51, 3.042 0.9700000000000001, 38582.3883735384, 44297.738266601045, 51, 3.469 0.9800000000000001, 38199.749425401176, 44770.518154627185, 51, 4.048 0.9900000000000001, 37544.89599580514, 45610.319286359976, 51, 4.469 ;experiment: 326;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 22000 ) / (p1^3 ) for the parameter intervals below: 0.9, 41621.07996498994, 43608.32471476246, 51, 0.417 0.91, 41561.281840574484, 43672.60269467413, 51, 0.846 0.92, 41488.75506928775, 43750.846259300626, 51, 1.295 0.93, 41411.844720393834, 43834.271501196126, 51, 1.725 0.9400000000000001, 41322.39148024814, 43931.82498120445, 51, 2.141 0.9500000000000001, 41215.688857127614, 44048.93077888113, 51, 2.569 0.9600000000000001, 41083.71599369399, 44194.895218914025, 51, 2.995 0.9700000000000001, 40907.1856722693, 44392.06868692687, 51, 3.415 0.9800000000000001, 40663.73311869134, 44667.83853968631, 51, 3.841 0.9900000000000001, 40244.06347618786, 45153.790800297356, 51, 4.263 ;experiment: 327;T = : 22000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 22000 ) / (p1^3 ) for the parameter intervals below: 0.9, 42044.838084491756, 43460.58295034055, 51, 0.423 0.91, 42002.11350627366, 43505.555228144374, 51, 0.837 0.92, 41953.9666854867, 43556.381188131454, 51, 1.254 0.93, 41898.93718598821, 43614.66339488792, 51, 1.683 0.9400000000000001, 41834.48338113797, 43683.18422577684, 51, 2.101 0.9500000000000001, 41757.59904684723, 43765.28885202608, 51, 2.528 0.9600000000000001, 41657.47182935858, 43872.78636616491, 51, 2.946 0.9700000000000001, 41534.00650561009, 44006.33609007226, 51, 3.363 0.9800000000000001, 41358.22508020206, 44198.31507228164, 51, 3.942 0.9900000000000001, 41048.458652250825, 44541.950391686536, 51, 4.36 ;experiment: 328;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 23000 ) / (p1^3 ) for the parameter intervals below: 0.9, 40287.74822478824, 52416.9676110702, 51, 0.429 0.91, 39979.81581162179, 52878.331776287356, 51, 0.853 0.92, 39635.73912386597, 53405.87703813162, 51, 1.283 0.93, 39246.63738220669, 54018.34812052802, 51, 1.705 0.9400000000000001, 38799.254824233445, 54744.30305634679, 51, 2.128 0.9500000000000001, 38268.690499541364, 55636.56341125576, 51, 2.56 0.9600000000000001, 37630.69011837624, 56758.23258075943, 51, 2.98 0.9700000000000001, 36818.823242399696, 58267.768057473884, 51, 3.415 0.9800000000000001, 35697.334168711255, 60520.23959844032, 51, 3.837 0.9900000000000001, 33846.92197367333, 64731.21252392145, 51, 4.263 ;experiment: 329;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 23000 ) / (p1^3 ) for the parameter intervals below: 0.9, 41527.48501973059, 44940.7894553273, 51, 0.43 0.91, 41422.28846258517, 45059.718982835315, 51, 0.85 0.92, 41309.72075997497, 45187.9847652791, 51, 1.283 0.93, 41181.347906709685, 45335.415961225626, 51, 1.7 0.9400000000000001, 41032.30765756866, 45508.1481329849, 51, 2.132 0.9500000000000001, 40854.702985249176, 45716.20793289936, 51, 2.551 0.9600000000000001, 40636.17707921511, 45975.591267457086, 51, 2.971 0.9700000000000001, 40348.29841941206, 46323.034372440634, 51, 3.554 0.9800000000000001, 39948.29898544328, 46817.2769024705, 51, 3.974 0.9900000000000001, 39263.73628220064, 47695.20424473295, 51, 4.403 ;experiment: 330;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 23000 ) / (p1^3 ) for the parameter intervals below: 0.9, 43524.88099943226, 45602.32523710294, 51, 0.417 0.91, 43462.368936244355, 45669.52100685959, 51, 0.848 0.92, 43386.550556698254, 45751.31632686952, 51, 1.262 0.93, 43306.14967647754, 45838.52856495756, 51, 1.68 0.9400000000000001, 43212.63668495959, 45940.510410658695, 51, 2.108 0.9500000000000001, 43101.09150825727, 46062.93218450366, 51, 2.524 0.9600000000000001, 42963.12930355543, 46215.522701415044, 51, 2.95 0.9700000000000001, 42778.58760210706, 46421.64701509629, 51, 3.369 0.9800000000000001, 42524.08679655556, 46709.93590235313, 51, 3.789 0.9900000000000001, 42085.37251529985, 47217.94946239564, 51, 4.217 ;experiment: 331;T = : 23000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 23000 ) / (p1^3 ) for the parameter intervals below: 0.9, 43967.871818240965, 45447.877046629306, 51, 0.42 0.91, 43923.20810698364, 45494.89073723556, 51, 0.849 0.92, 43872.876063861935, 45548.02383388696, 51, 1.265 0.93, 43815.348972202075, 45608.951650148636, 51, 1.693 0.9400000000000001, 43747.96985575312, 45680.58287014395, 51, 2.106 0.9500000000000001, 43667.59605844212, 45766.41452313657, 51, 2.524 0.9600000000000001, 43562.924516511295, 45878.791778447085, 51, 2.956 0.9700000000000001, 43433.85571482449, 46018.403918857955, 51, 3.374 0.9800000000000001, 43250.096555117176, 46219.097800487, 51, 3.957 0.9900000000000001, 42926.27188644682, 46578.33281587334, 51, 4.374 ;experiment: 332;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 24000 ) / (p1^3 ) for the parameter intervals below: 0.9, 42051.03027078809, 54706.94622334254, 51, 0.422 0.91, 41729.733217060835, 55188.35339618404, 51, 0.856 0.92, 41370.723670558866, 55738.817431462834, 51, 1.277 0.93, 40964.735621672065, 56377.89769401892, 51, 1.714 0.9400000000000001, 40497.938316844986, 57135.393374410145, 51, 2.137 0.9500000000000001, 39944.35065735791, 58066.42170791065, 51, 2.561 0.9600000000000001, 39278.666615136615, 59236.82908858559, 51, 2.996 0.9700000000000001, 38431.57465578869, 60811.9605554535, 51, 3.418 0.9800000000000001, 37261.43220442486, 63162.320842361296, 51, 3.853 0.9900000000000001, 35330.75882112888, 67556.32203229217, 51, 4.276 ;experiment: 333;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 24000 ) / (p1^3 ) for the parameter intervals below: 0.9, 43344.57719468288, 46906.06544532504, 51, 0.421 0.91, 43234.81438962149, 47030.158898386944, 51, 0.854 0.92, 43117.36053090531, 47163.994041932245, 51, 1.276 0.93, 42983.41554036098, 47317.826840351845, 51, 1.697 0.9400000000000001, 42827.906152253774, 47498.059301655325, 51, 2.128 0.9500000000000001, 42642.59261316069, 47715.153504282855, 51, 2.545 0.9600000000000001, 42414.581849481656, 47985.80002374862, 51, 2.977 0.9700000000000001, 42114.20846528572, 48348.33047828022, 51, 3.396 0.9800000000000001, 41696.84854548538, 48864.03565031382, 51, 3.817 0.9900000000000001, 40982.57656859614, 49780.089203105934, 51, 4.405 ;experiment: 334;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 24000 ) / (p1^3 ) for the parameter intervals below: 0.9, 45428.682033874575, 47596.32575944342, 51, 0.413 0.91, 45363.45603191422, 47666.43931904505, 51, 0.829 0.92, 45284.34604410875, 47751.786394438415, 51, 1.261 0.93, 45200.45463256124, 47842.78562871899, 51, 1.681 0.9400000000000001, 45102.88188967103, 47949.195840112945, 51, 2.115 0.9500000000000001, 44986.49415938692, 48076.9335901262, 51, 2.534 0.9600000000000001, 44842.542613416874, 48236.15018391606, 51, 2.961 0.9700000000000001, 44649.98953194482, 48451.22534326571, 51, 3.401 0.9800000000000001, 44384.440474419775, 48752.033265019956, 51, 3.82 0.9900000000000001, 43926.68155441184, 49282.10812449393, 51, 4.253 ;experiment: 335;T = : 24000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 24000 ) / (p1^3 ) for the parameter intervals below: 0.9, 45890.905551990174, 47435.17114291807, 51, 0.415 0.91, 45844.302707693634, 47484.226246326754, 51, 0.833 0.92, 45791.78544223717, 47539.66647964246, 51, 1.259 0.93, 45731.760758415934, 47603.23990540935, 51, 1.674 0.9400000000000001, 45661.45633036828, 47677.98151451108, 51, 2.094 0.9500000000000001, 45577.59307003701, 47767.540194247056, 51, 2.521 0.9600000000000001, 45468.37720366401, 47884.79719072926, 51, 2.939 0.9700000000000001, 45333.70492403889, 48030.471747643656, 51, 3.368 0.9800000000000001, 45141.968030032294, 48239.88052869236, 51, 3.789 0.9900000000000001, 44804.08512064281, 48614.71524006014, 51, 4.207 ;experiment: 336;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 25000 ) / (p1^3 ) for the parameter intervals below: 0.9, 43814.31231678794, 56996.92483561488, 51, 0.588 0.91, 43479.65062249988, 57498.37501608072, 51, 1.011 0.92, 43105.70821725177, 58071.75782479405, 51, 1.442 0.93, 42682.833861137435, 58737.44726750981, 51, 1.862 0.9400000000000001, 42196.62180945653, 59526.48369247351, 51, 2.289 0.9500000000000001, 41620.01081517445, 60496.28000456554, 51, 2.724 0.9600000000000001, 40926.64311189699, 61715.42559641175, 51, 3.149 0.9700000000000001, 40044.32606917769, 63356.153053433125, 51, 3.581 0.9800000000000001, 38825.530240138476, 65804.40208628227, 51, 4.004 0.9900000000000001, 36814.595668584436, 70381.43154066289, 51, 4.433 ;experiment: 337;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 25000 ) / (p1^3 ) for the parameter intervals below: 0.9, 45161.66936963517, 48871.341435322785, 51, 0.427 0.91, 45047.340316657814, 49000.59881393857, 51, 0.845 0.92, 44925.00030183566, 49140.00331858538, 51, 1.266 0.93, 44785.48317401227, 49300.237719478064, 51, 1.697 0.9400000000000001, 44623.5046469389, 49487.970470325745, 51, 2.119 0.9500000000000001, 44430.4822410722, 49714.09907566636, 51, 2.552 0.9600000000000001, 44192.986619748204, 49996.00878004015, 51, 2.971 0.9700000000000001, 43880.11851115938, 50373.626584119804, 51, 3.392 0.9800000000000001, 43445.398105527485, 50910.79439815714, 51, 3.822 0.9900000000000001, 42701.41685499164, 51864.974161478916, 51, 4.246 ;experiment: 338;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 25000 ) / (p1^3 ) for the parameter intervals below: 0.9, 47332.48306831689, 49590.32628178389, 51, 0.577 0.91, 47264.54312758408, 49663.3576312305, 51, 0.993 0.92, 47182.14153151925, 49752.25646200731, 51, 1.409 0.93, 47094.75958864494, 49847.04269248043, 51, 1.841 0.9400000000000001, 46993.12709438248, 49957.88126956719, 51, 2.258 0.9500000000000001, 46871.896810516584, 50090.93499574874, 51, 2.678 0.9600000000000001, 46721.95592327831, 50256.77766641708, 51, 3.107 0.9700000000000001, 46521.39146178258, 50480.80367143513, 51, 3.526 0.9800000000000001, 46244.79415228399, 50794.130627686776, 51, 3.956 0.9900000000000001, 45767.990593523835, 51346.26678659221, 51, 4.37 ;experiment: 339;T = : 25000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 25000 ) / (p1^3 ) for the parameter intervals below: 0.9, 47813.93928573938, 49422.46523920684, 51, 0.414 0.91, 47765.39730840362, 49473.56175541794, 51, 0.842 0.92, 47710.6948206124, 49531.309125397966, 51, 1.256 0.93, 47648.1725446298, 49597.52816067007, 51, 1.685 0.9400000000000001, 47574.94280498344, 49675.38015887819, 51, 2.098 0.9500000000000001, 47487.5900816319, 49768.66586535755, 51, 2.512 0.9600000000000001, 47373.82989081672, 49890.80260301144, 51, 2.943 0.9700000000000001, 47233.554133253296, 50042.53957642936, 51, 3.364 0.9800000000000001, 47033.83950494741, 50260.663256897715, 51, 3.794 0.9900000000000001, 46681.8983548388, 50651.09766424695, 51, 4.214 ;experiment: 340;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 26000 ) / (p1^3 ) for the parameter intervals below: 0.9, 45577.59436278779, 59286.90344788722, 51, 0.42 0.91, 45229.56802793893, 59808.3966359774, 51, 1.008 0.92, 44840.692763944666, 60404.69821812526, 51, 1.427 0.93, 44400.932100602804, 61096.996841000706, 51, 1.846 0.9400000000000001, 43895.30530206807, 61917.57401053686, 51, 2.279 0.9500000000000001, 43295.670972990985, 62926.13830122043, 51, 2.701 0.9600000000000001, 42574.61960865737, 64194.0221042379, 51, 3.134 0.9700000000000001, 41657.07748256668, 65900.34555141274, 51, 3.554 0.9800000000000001, 40389.62827585209, 68446.48333020325, 51, 3.975 0.9900000000000001, 38298.43251603999, 73206.54104903362, 51, 4.411 ;experiment: 341;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 26000 ) / (p1^3 ) for the parameter intervals below: 0.9, 46978.76154458746, 50836.617425320524, 51, 0.416 0.91, 46859.86624369413, 50971.0387294902, 51, 0.843 0.92, 46732.640072766, 51116.01259523853, 51, 1.262 0.93, 46587.55080766355, 51282.64859860428, 51, 1.681 0.9400000000000001, 46419.103141624015, 51477.881638996165, 51, 2.109 0.9500000000000001, 46218.37186898371, 51713.044647049865, 51, 2.529 0.9600000000000001, 45971.39139001475, 52006.217536331686, 51, 2.947 0.9700000000000001, 45646.02855703304, 52398.92268995939, 51, 3.375 0.9800000000000001, 45193.94766556959, 52957.55314600045, 51, 3.794 0.9900000000000001, 44420.25714138714, 53949.85911985189, 51, 4.225 ;experiment: 342;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 26000 ) / (p1^3 ) for the parameter intervals below: 0.9, 49236.2841027592, 51584.32680412437, 51, 0.416 0.91, 49165.63022325395, 51660.27594341596, 51, 0.834 0.92, 49079.937018929755, 51752.726529576204, 51, 1.411 0.93, 48989.064544728644, 51851.29975624186, 51, 1.827 0.9400000000000001, 48883.37229909392, 51966.56669902144, 51, 2.254 0.9500000000000001, 48757.29946164624, 52104.936401371284, 51, 2.669 0.9600000000000001, 48601.36923313975, 52277.40514891811, 51, 3.089 0.9700000000000001, 48392.79339162034, 52510.38199960456, 51, 3.517 0.9800000000000001, 48105.147830148206, 52836.227990353604, 51, 3.934 0.9900000000000001, 47609.29963263583, 53410.4254486905, 51, 4.353 ;experiment: 343;T = : 26000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 26000 ) / (p1^3 ) for the parameter intervals below: 0.9, 49736.973019488585, 51409.7593354956, 51, 0.423 0.91, 49686.4919091136, 51462.897264509134, 51, 0.839 0.92, 49629.60419898764, 51522.95177115347, 51, 1.266 0.93, 49564.58433084366, 51591.81641593078, 51, 1.694 0.9400000000000001, 49488.4292795986, 51672.77880324531, 51, 2.111 0.9500000000000001, 49397.58709322679, 51769.79153646804, 51, 2.548 0.9600000000000001, 49279.28257796943, 51896.808015293616, 51, 2.966 0.9700000000000001, 49133.403342467696, 52054.60740521506, 51, 3.386 0.9800000000000001, 48925.71097986253, 52281.44598510307, 51, 3.814 0.9900000000000001, 48559.71158903479, 52687.480088433746, 51, 4.236 ;experiment: 344;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 27000 ) / (p1^3 ) for the parameter intervals below: 0.9, 47340.87640878764, 61576.882060159565, 51, 0.431 0.91, 46979.48543337797, 62118.41825587408, 51, 0.852 0.92, 46575.67731063757, 62737.63861145648, 51, 1.275 0.93, 46119.03034006817, 63456.546414491604, 51, 1.855 0.9400000000000001, 45593.98879467961, 64308.664328600215, 51, 2.275 0.9500000000000001, 44971.33113080753, 65355.996597875324, 51, 2.709 0.9600000000000001, 44222.596105417746, 66672.61861206406, 51, 3.129 0.9700000000000001, 43269.82889595568, 68444.53804939237, 51, 3.552 0.9800000000000001, 41953.7263115657, 71088.56457412422, 51, 3.985 0.9900000000000001, 39782.26936349554, 76031.65055740434, 51, 4.411 ;experiment: 345;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 27000 ) / (p1^3 ) for the parameter intervals below: 0.9, 48795.85371953976, 52801.89341531826, 51, 0.418 0.91, 48672.39217073045, 52941.47864504183, 51, 0.846 0.92, 48540.27984369635, 53092.02187189167, 51, 1.264 0.93, 48389.618441314844, 53265.0594777305, 51, 1.695 0.9400000000000001, 48214.70163630914, 53467.792807666585, 51, 2.115 0.9500000000000001, 48006.26149689522, 53711.99021843336, 51, 2.531 0.9600000000000001, 47749.7961602813, 54016.42629262322, 51, 2.962 0.9700000000000001, 47411.938602906695, 54424.21879579897, 51, 3.382 0.9800000000000001, 46942.49722561169, 55004.31189384377, 51, 3.816 0.9900000000000001, 46139.09742778264, 56034.744078224874, 51, 4.235 ;experiment: 346;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 27000 ) / (p1^3 ) for the parameter intervals below: 0.9, 51140.08513720152, 53578.327326464845, 51, 0.421 0.91, 51066.71731892382, 53657.19425560142, 51, 0.861 0.92, 50977.73250634025, 53753.1965971451, 51, 1.279 0.93, 50883.36950081235, 53855.556820003294, 51, 1.861 0.9400000000000001, 50773.61750380537, 53975.25212847569, 51, 2.281 0.9500000000000001, 50642.70211277589, 54118.937806993825, 51, 2.717 0.9600000000000001, 50480.78254300119, 54298.032631419126, 51, 3.148 0.9700000000000001, 50264.1953214581, 54539.96032777397, 51, 3.565 0.9800000000000001, 49965.50150801242, 54878.325353020424, 51, 3.981 0.9900000000000001, 49450.608671747825, 55474.58411078878, 51, 4.416 ;experiment: 347;T = : 27000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 27000 ) / (p1^3 ) for the parameter intervals below: 0.9, 51660.006753237794, 53397.05343178436, 51, 0.417 0.91, 51607.586509823595, 53452.23277360033, 51, 0.848 0.92, 51548.51357736287, 53514.59441690897, 51, 1.264 0.93, 51480.996117057526, 53586.1046711915, 51, 1.68 0.9400000000000001, 51401.915754213755, 53670.17744761243, 51, 2.107 0.9500000000000001, 51307.58410482168, 53770.91720757853, 51, 2.522 0.9600000000000001, 51184.735265122144, 53902.81342757579, 51, 2.956 0.9700000000000001, 51033.252551682104, 54066.67523400076, 51, 3.374 0.9800000000000001, 50817.58245477765, 54302.228713308425, 51, 3.793 0.9900000000000001, 50437.524823230786, 54723.86251262055, 51, 4.224 ;experiment: 348;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 28000 ) / (p1^3 ) for the parameter intervals below: 0.9, 49104.15845478749, 63866.8606724319, 51, 0.421 0.91, 48729.40283881702, 64428.43987577076, 51, 0.842 0.92, 48310.661857330466, 65070.579004787694, 51, 1.28 0.93, 47837.12857953354, 65816.0959879825, 51, 1.704 0.9400000000000001, 47292.67228729115, 66699.75464666357, 51, 2.288 0.9500000000000001, 46646.99128862407, 67785.85489453022, 51, 2.708 0.9600000000000001, 45870.57260217812, 69151.21511989021, 51, 3.133 0.9700000000000001, 44882.580309344674, 70988.73054737199, 51, 3.579 0.9800000000000001, 43517.82434727931, 73730.64581804519, 51, 4.002 0.9900000000000001, 41266.1062109511, 78856.76006577506, 51, 4.439 ;experiment: 349;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 28000 ) / (p1^3 ) for the parameter intervals below: 0.9, 50612.94589449205, 54767.16940531601, 51, 0.418 0.91, 50484.91809776677, 54911.91856059346, 51, 0.838 0.92, 50347.9196146267, 55068.03114854481, 51, 1.267 0.93, 50191.686074966135, 55247.47035685672, 51, 1.686 0.9400000000000001, 50010.300130994256, 55457.703976337005, 51, 2.104 0.9500000000000001, 49794.15112480673, 55710.93578981687, 51, 2.537 0.9600000000000001, 49528.20093054785, 56026.63504891475, 51, 2.956 0.9700000000000001, 49177.84864878035, 56449.51490163856, 51, 3.385 0.9800000000000001, 48691.046785653794, 57051.07064168709, 51, 3.803 0.9900000000000001, 47857.93771417814, 58119.62903659786, 51, 4.223 ;experiment: 350;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 28000 ) / (p1^3 ) for the parameter intervals below: 0.9, 53043.88617164383, 55572.327848805326, 51, 0.428 0.91, 52967.80441459368, 55654.11256778687, 51, 0.845 0.92, 52875.52799375075, 55753.666664713994, 51, 1.273 0.93, 52777.67445689605, 55859.813883764735, 51, 1.692 0.9400000000000001, 52663.86270851681, 55983.93755792993, 51, 2.111 0.9500000000000001, 52528.10476390555, 56132.939212616366, 51, 2.693 0.9600000000000001, 52360.19585286263, 56318.660113920145, 51, 3.109 0.9700000000000001, 52135.59725129587, 56569.5386559434, 51, 3.523 0.9800000000000001, 51825.85518587664, 56920.42271568725, 51, 3.957 0.9900000000000001, 51291.917710859816, 57538.74277288707, 51, 4.374 ;experiment: 351;T = : 28000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 28000 ) / (p1^3 ) for the parameter intervals below: 0.9, 53583.040486987, 55384.34752807313, 51, 0.43 0.91, 53528.68111053358, 55441.568282691514, 51, 0.849 0.92, 53467.422955738104, 55506.23706266448, 51, 1.265 0.93, 53397.40790327139, 55580.392926452216, 51, 1.692 0.9400000000000001, 53315.402228828905, 55667.57609197955, 51, 2.102 0.9500000000000001, 53217.58111641657, 55772.04287868902, 51, 2.53 0.9600000000000001, 53090.18795227486, 55908.818839857966, 51, 2.948 0.9700000000000001, 52933.101760896505, 56078.74306278646, 51, 3.366 0.9800000000000001, 52709.45392969277, 56323.01144151379, 51, 3.801 0.9900000000000001, 52315.33805742677, 56760.24493680735, 51, 4.219 ;experiment: 352;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 29000 ) / (p1^3 ) for the parameter intervals below: 0.9, 50867.440500787336, 66156.83928470424, 51, 0.42 0.91, 50479.320244256065, 66738.46149566743, 51, 0.846 0.92, 50045.64640402336, 67403.51939811891, 51, 1.265 0.93, 49555.22681899891, 68175.64556147339, 51, 1.701 0.9400000000000001, 48991.35577990269, 69090.84496472693, 51, 2.12 0.9500000000000001, 48322.65144644061, 70215.7131911851, 51, 2.541 0.9600000000000001, 47518.5490989385, 71629.81162771636, 51, 3.134 0.9700000000000001, 46495.331722733674, 73532.9230453516, 51, 3.557 0.9800000000000001, 45081.922382992925, 76372.72706196617, 51, 3.989 0.9900000000000001, 42749.94305840665, 81681.86957414578, 51, 4.411 ;experiment: 353;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 29000 ) / (p1^3 ) for the parameter intervals below: 0.9, 52430.03806944434, 56732.44539531375, 51, 0.417 0.91, 52297.44402480309, 56882.35847614509, 51, 0.845 0.92, 52155.55938555704, 57044.040425197956, 51, 1.265 0.93, 51993.75370861743, 57229.88123598294, 51, 1.681 0.9400000000000001, 51805.89862567938, 57447.615145007425, 51, 2.108 0.9500000000000001, 51582.04075271824, 57709.88136120037, 51, 2.526 0.9600000000000001, 51306.6057008144, 58036.843805206285, 51, 2.954 0.9700000000000001, 50943.75869465401, 58474.81100747814, 51, 3.372 0.9800000000000001, 50439.59634569589, 59097.8293895304, 51, 3.792 0.9900000000000001, 49576.778000573635, 60204.51399497083, 51, 4.22 ;experiment: 354;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 29000 ) / (p1^3 ) for the parameter intervals below: 0.9, 54947.68720608615, 57566.3283711458, 51, 0.418 0.91, 54868.89151026355, 57651.03087997233, 51, 0.845 0.92, 54773.32348116125, 57754.13673228289, 51, 1.265 0.93, 54671.97941297975, 57864.07094752617, 51, 1.682 0.9400000000000001, 54554.10791322826, 57992.62298738418, 51, 2.113 0.9500000000000001, 54413.5074150352, 58146.9406182389, 51, 2.532 0.9600000000000001, 54239.60916272406, 58339.28759642117, 51, 2.947 0.9700000000000001, 54006.99918113363, 58599.116984112814, 51, 3.532 0.9800000000000001, 53686.20886374085, 58962.52007835408, 51, 3.95 0.9900000000000001, 53133.226749971815, 59602.90143498535, 51, 4.378 ;experiment: 355;T = : 29000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 29000 ) / (p1^3 ) for the parameter intervals below: 0.9, 55506.07422073621, 57371.641624361895, 51, 0.413 0.91, 55449.775711243565, 57430.90379178271, 51, 0.832 0.92, 55386.33233411334, 57497.879708419976, 51, 1.259 0.93, 55313.81968948525, 57574.68118171293, 51, 1.678 0.9400000000000001, 55228.88870344406, 57664.97473634667, 51, 2.107 0.9500000000000001, 55127.57812801146, 57773.16854979951, 51, 2.522 0.9600000000000001, 54995.64063942757, 57914.82425214014, 51, 2.939 0.9700000000000001, 54832.95097011091, 58090.81089157216, 51, 3.368 0.9800000000000001, 54601.32540460789, 58343.79416971914, 51, 3.784 0.9900000000000001, 54193.151291622766, 58796.627360994156, 51, 4.205 ;experiment: 356;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 30000 ) / (p1^3 ) for the parameter intervals below: 0.9, 52630.72254678719, 68446.81789697659, 51, 0.433 0.91, 52229.23764969511, 69048.48311556411, 51, 0.852 0.92, 51780.630950716266, 69736.45979145012, 51, 1.285 0.93, 51273.32505846428, 70535.19513496429, 51, 1.708 0.9400000000000001, 50690.03927251423, 71481.93528279028, 51, 2.131 0.9500000000000001, 49998.31160425715, 72645.57148784, 51, 2.569 0.9600000000000001, 49166.52559569888, 74108.40813554253, 51, 2.992 0.9700000000000001, 48108.08313612267, 76077.11554333124, 51, 3.581 0.9800000000000001, 46646.02041870653, 79014.80830588714, 51, 4.003 0.9900000000000001, 44233.779905862204, 84506.9790825165, 51, 4.423 ;experiment: 357;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 30000 ) / (p1^3 ) for the parameter intervals below: 0.9, 54247.13024439663, 58697.72138531149, 51, 0.428 0.91, 54109.969951839405, 58852.79839169672, 51, 0.847 0.92, 53963.19915648739, 59020.049701851094, 51, 1.277 0.93, 53795.82134226872, 59212.29211510916, 51, 1.694 0.9400000000000001, 53601.4971203645, 59437.526313677845, 51, 2.115 0.9500000000000001, 53369.930380629754, 59708.82693258387, 51, 2.542 0.9600000000000001, 53085.01047108095, 60047.05256149782, 51, 2.96 0.9700000000000001, 52709.66874052767, 60500.10711331773, 51, 3.379 0.9800000000000001, 52188.145905738, 61144.58813737372, 51, 3.809 0.9900000000000001, 51295.61828696913, 62289.398953343814, 51, 4.229 ;experiment: 358;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 30000 ) / (p1^3 ) for the parameter intervals below: 0.9, 56851.488240528466, 59560.32889348628, 51, 0.428 0.91, 56769.978605933415, 59647.94919215779, 51, 0.843 0.92, 56671.118968571755, 59754.60679985178, 51, 1.265 0.93, 56566.284369063455, 59868.3280112876, 51, 1.696 0.9400000000000001, 56444.3531179397, 60001.30841683843, 51, 2.113 0.9500000000000001, 56298.91006616486, 60160.94202386144, 51, 2.53 0.9600000000000001, 56119.0224725855, 60359.91507892219, 51, 2.961 0.9700000000000001, 55878.40111097139, 60628.69531228224, 51, 3.379 0.9800000000000001, 55546.56254160507, 61004.6174410209, 51, 3.965 0.9900000000000001, 54974.535789083806, 61667.06009708364, 51, 4.383 ;experiment: 359;T = : 30000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 30000 ) / (p1^3 ) for the parameter intervals below: 0.9, 57429.10795448542, 59358.935720650654, 51, 0.414 0.91, 57370.87031195356, 59420.239300873895, 51, 0.844 0.92, 57305.241712488576, 59489.52235417548, 51, 1.259 0.93, 57230.23147569912, 59568.969436973646, 51, 1.686 0.9400000000000001, 57142.37517805922, 59662.37338071378, 51, 2.103 0.9500000000000001, 57037.57513960635, 59774.29422091, 51, 2.519 0.9600000000000001, 56901.09332658028, 59920.829664422316, 51, 2.947 0.9700000000000001, 56732.80017932531, 60102.87872035786, 51, 3.365 0.9800000000000001, 56493.196879523006, 60364.5768979245, 51, 3.793 0.9900000000000001, 56070.96452581876, 60833.009785180955, 51, 4.21 ;experiment: 360;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 31000 ) / (p1^3 ) for the parameter intervals below: 0.9, 54394.00459278704, 70736.79650924893, 51, 0.421 0.91, 53979.15505513416, 71358.5047354608, 51, 0.851 0.92, 53515.61549740916, 72069.40018478133, 51, 1.271 0.93, 52991.42329792966, 72894.74470845518, 51, 1.693 0.9400000000000001, 52388.72276512577, 73873.02560085364, 51, 2.125 0.9500000000000001, 51673.97176207369, 75075.42978449489, 51, 2.548 0.9600000000000001, 50814.502092459246, 76587.00464336868, 51, 2.979 0.9700000000000001, 49720.83454951167, 78621.30804131085, 51, 3.4 0.9800000000000001, 48210.118454420146, 81656.88954980813, 51, 3.82 0.9900000000000001, 45717.61675331776, 87332.08859088722, 51, 4.262 ;experiment: 361;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 31000 ) / (p1^3 ) for the parameter intervals below: 0.9, 56064.22241934892, 60662.997375309234, 51, 0.415 0.91, 55922.49587887573, 60823.23830724835, 51, 0.998 0.92, 55770.83892741773, 60996.05897850424, 51, 1.417 0.93, 55597.88897592, 61194.70299423538, 51, 1.833 0.9400000000000001, 55397.09561504962, 61427.437482348265, 51, 2.264 0.9500000000000001, 55157.82000854126, 61707.772503967375, 51, 2.68 0.9600000000000001, 54863.415241347495, 62057.26131778935, 51, 3.1 0.9700000000000001, 54475.578786401325, 62525.40321915731, 51, 3.528 0.9800000000000001, 53936.6954657801, 63191.34688521704, 51, 3.95 0.9900000000000001, 53014.45857336463, 64374.28391171679, 51, 4.373 ;experiment: 362;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 31000 ) / (p1^3 ) for the parameter intervals below: 0.9, 58755.28927497078, 61554.32941582676, 51, 0.424 0.91, 58671.06570160328, 61644.86750434324, 51, 0.839 0.92, 58568.91445598225, 61755.07686742068, 51, 1.254 0.93, 58460.58932514716, 61872.585075049035, 51, 1.682 0.9400000000000001, 58334.59832265115, 62009.99384629267, 51, 2.098 0.9500000000000001, 58184.31271729452, 62174.94342948398, 51, 2.524 0.9600000000000001, 57998.43578244694, 62380.54256142321, 51, 2.947 0.9700000000000001, 57749.80304080915, 62658.273640451655, 51, 3.384 0.9800000000000001, 57406.91621946928, 63046.714803687726, 51, 3.821 0.9900000000000001, 56815.8448281958, 63731.218759181924, 51, 4.241 ;experiment: 363;T = : 31000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 31000 ) / (p1^3 ) for the parameter intervals below: 0.9, 59352.141688234624, 61346.22981693942, 51, 0.42 0.91, 59291.96491266354, 61409.57480996509, 51, 0.85 0.92, 59224.15109086381, 61481.16499993099, 51, 1.274 0.93, 59146.64326191298, 61563.257692234365, 51, 1.69 0.9400000000000001, 59055.86165267438, 61659.77202508091, 51, 2.264 0.9500000000000001, 58947.57215120124, 61775.41989202049, 51, 2.68 0.9600000000000001, 58806.546013732994, 61926.8350767045, 51, 3.098 0.9700000000000001, 58632.64938853972, 62114.94654914356, 51, 3.529 0.9800000000000001, 58385.068354438125, 62385.35962612985, 51, 3.944 0.9900000000000001, 57948.77776001475, 62869.39220936776, 51, 4.362 ;experiment: 364;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 32000 ) / (p1^3 ) for the parameter intervals below: 0.9, 56157.286638786885, 73026.77512152126, 51, 0.434 0.91, 55729.0724605732, 73668.52635535748, 51, 0.854 0.92, 55250.600044102066, 74402.34057811255, 51, 1.277 0.93, 54709.52153739503, 75254.29428194607, 51, 1.708 0.9400000000000001, 54087.40625773731, 76264.115918917, 51, 2.131 0.9500000000000001, 53349.63191989023, 77505.28808114977, 51, 2.56 0.9600000000000001, 52462.47858921962, 79065.60115119483, 51, 2.978 0.9700000000000001, 51333.58596290066, 81165.50053929047, 51, 3.398 0.9800000000000001, 49774.21649013376, 84298.9707937291, 51, 3.834 0.9900000000000001, 47201.45360077331, 90157.19809925793, 51, 4.257 ;experiment: 365;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 32000 ) / (p1^3 ) for the parameter intervals below: 0.9, 57881.314594301206, 62628.27336530697, 51, 0.417 0.91, 57735.021805912045, 62793.67822279998, 51, 0.846 0.92, 57578.47869834808, 62972.06825515738, 51, 1.261 0.93, 57399.956609571294, 63177.113873361595, 51, 1.678 0.9400000000000001, 57192.69410973474, 63417.348651018685, 51, 2.109 0.9500000000000001, 56945.709636452775, 63706.71807535088, 51, 2.524 0.9600000000000001, 56641.820011614036, 64067.470074080884, 51, 2.943 0.9700000000000001, 56241.48883227498, 64550.6993249969, 51, 3.515 0.9800000000000001, 55685.2450258222, 65238.10563306035, 51, 3.934 0.9900000000000001, 54733.29885976013, 66459.16887008978, 51, 4.353 ;experiment: 366;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 32000 ) / (p1^3 ) for the parameter intervals below: 0.9, 60659.0903094131, 63548.32993816723, 51, 0.425 0.91, 60572.15279727314, 63641.785816528696, 51, 0.839 0.92, 60466.70994339275, 63755.54693498957, 51, 1.257 0.93, 60354.89428123087, 63876.84213881047, 51, 1.685 0.9400000000000001, 60224.843527362595, 64018.67927574692, 51, 2.101 0.9500000000000001, 60069.71536842417, 64188.94483510652, 51, 2.531 0.9600000000000001, 59877.84909230838, 64401.17004392423, 51, 2.946 0.9700000000000001, 59621.20497064691, 64687.85196862108, 51, 3.365 0.9800000000000001, 59267.2698973335, 65088.812166354546, 51, 3.798 0.9900000000000001, 58657.153867307796, 65795.37742128021, 51, 4.216 ;experiment: 367;T = : 32000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 32000 ) / (p1^3 ) for the parameter intervals below: 0.9, 61275.17542198383, 63333.523913228186, 51, 0.422 0.91, 61213.059513373526, 63398.91031905628, 51, 0.85 0.92, 61143.06046923904, 63472.80764568649, 51, 1.266 0.93, 61063.055048126844, 63557.54594749508, 51, 1.682 0.9400000000000001, 60969.34812728954, 63657.17066944802, 51, 2.109 0.9500000000000001, 60857.56916279613, 63776.54556313098, 51, 2.524 0.9600000000000001, 60711.998700885706, 63932.84048898667, 51, 2.942 0.9700000000000001, 60532.49859775412, 64127.01437792926, 51, 3.371 0.9800000000000001, 60276.93982935324, 64406.142354335214, 51, 3.791 0.9900000000000001, 59826.59099421074, 64905.77463355456, 51, 4.213 ;experiment: 368;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 33000 ) / (p1^3 ) for the parameter intervals below: 0.9, 57920.56868478673, 75316.75373379361, 51, 0.594 0.91, 57478.989866012256, 75978.54797525416, 51, 1.013 0.92, 56985.584590794955, 76735.28097144376, 51, 1.435 0.93, 56427.61977686039, 77613.84385543698, 51, 1.868 0.9400000000000001, 55786.08975034885, 78655.20623698035, 51, 2.289 0.9500000000000001, 55025.29207770678, 79935.14637780467, 51, 2.726 0.9600000000000001, 54110.45508598, 81544.197659021, 51, 3.145 0.9700000000000001, 52946.337376289666, 83709.6930372701, 51, 3.566 0.9800000000000001, 51338.31452584737, 86941.05203765006, 51, 3.999 0.9900000000000001, 48685.29044822886, 92982.30760762867, 51, 4.422 ;experiment: 369;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 33000 ) / (p1^3 ) for the parameter intervals below: 0.9, 59698.406769253495, 64593.54935530472, 51, 0.417 0.91, 59547.54773294837, 64764.118138351616, 51, 0.845 0.92, 59386.11846927843, 64948.07753181053, 51, 1.262 0.93, 59202.024243222586, 65159.524752487814, 51, 1.681 0.9400000000000001, 58988.29260441986, 65407.25981968911, 51, 2.11 0.9500000000000001, 58733.599264364275, 65705.66364673438, 51, 2.526 0.9600000000000001, 58420.224781880584, 66077.67883037242, 51, 2.942 0.9700000000000001, 58007.39887814864, 66575.9954308365, 51, 3.374 0.9800000000000001, 57433.79458586431, 67284.86438090366, 51, 3.794 0.9900000000000001, 56452.13914615562, 68544.05382846275, 51, 4.214 ;experiment: 370;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 33000 ) / (p1^3 ) for the parameter intervals below: 0.9, 62562.891343855415, 65542.33046050771, 51, 0.428 0.91, 62473.23989294302, 65638.70412871415, 51, 0.843 0.92, 62364.505430803256, 65756.01700255847, 51, 1.261 0.93, 62249.19923731458, 65881.0992025719, 51, 1.845 0.9400000000000001, 62115.08873207405, 66027.36470520117, 51, 2.259 0.9500000000000001, 61955.118019553825, 66202.94624072906, 51, 2.683 0.9600000000000001, 61757.26240216983, 66421.79752642525, 51, 3.1 0.9700000000000001, 61492.60690048467, 66717.4302967905, 51, 3.532 0.9800000000000001, 61127.62357519772, 67130.90952902137, 51, 3.95 0.9900000000000001, 60498.46290641979, 67859.53608337848, 51, 4.368 ;experiment: 371;T = : 33000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 33000 ) / (p1^3 ) for the parameter intervals below: 0.9, 63198.20915573304, 65320.81800951695, 51, 0.424 0.91, 63134.15411408351, 65388.245828147476, 51, 0.835 0.92, 63061.969847614266, 65464.45029144199, 51, 1.262 0.93, 62979.466834340696, 65551.8342027558, 51, 1.673 0.9400000000000001, 62882.834601904695, 65654.56931381515, 51, 2.091 0.9500000000000001, 62767.56617439102, 65777.67123424148, 51, 2.529 0.9600000000000001, 62617.45138803842, 65938.84590126885, 51, 3.069 0.9700000000000001, 62432.34780696852, 66139.08220671497, 51, 3.547 0.9800000000000001, 62168.81130426837, 66426.92508254058, 51, 3.966 0.9900000000000001, 61704.40422840673, 66942.15705774137, 51, 4.389 ;experiment: 372;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 34000 ) / (p1^3 ) for the parameter intervals below: 0.9, 59683.85073078658, 77606.73234606595, 51, 0.432 0.91, 59228.9072714513, 78288.56959515084, 51, 0.854 0.92, 58720.56913748786, 79068.22136477497, 51, 1.439 0.93, 58145.71801632576, 79973.39342892788, 51, 1.854 0.9400000000000001, 57484.7732429604, 81046.29655504371, 51, 2.283 0.9500000000000001, 56700.95223552332, 82365.00467445956, 51, 2.704 0.9600000000000001, 55758.43158274038, 84022.79416684715, 51, 3.123 0.9700000000000001, 54559.08878967866, 86253.88553524972, 51, 3.553 0.9800000000000001, 52902.41256156098, 89583.13328157105, 51, 3.974 0.9900000000000001, 50169.12729568441, 95807.41711599939, 51, 4.41 ;experiment: 373;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 34000 ) / (p1^3 ) for the parameter intervals below: 0.9, 61515.49894420579, 66558.82534530247, 51, 0.414 0.91, 61360.07365998469, 66734.55805390325, 51, 0.844 0.92, 61193.75824020877, 66924.08680846367, 51, 1.26 0.93, 61004.09187687388, 67141.93563161403, 51, 1.68 0.9400000000000001, 60783.89109910498, 67397.17098835953, 51, 2.107 0.9500000000000001, 60521.48889227579, 67704.60921811788, 51, 2.525 0.9600000000000001, 60198.62955214713, 68087.88758666394, 51, 2.955 0.9700000000000001, 59773.3089240223, 68601.29153667607, 51, 3.371 0.9800000000000001, 59182.344145906405, 69331.62312874699, 51, 3.794 0.9900000000000001, 58170.97943255112, 70628.93878683573, 51, 4.222 ;experiment: 374;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 34000 ) / (p1^3 ) for the parameter intervals below: 0.9, 64466.69237829773, 67536.3309828482, 51, 0.419 0.91, 64374.326988612884, 67635.6224408996, 51, 1.001 0.92, 64262.300918213754, 67756.48707012736, 51, 1.415 0.93, 64143.50419339828, 67885.35626633333, 51, 1.843 0.9400000000000001, 64005.33393678549, 68036.05013465541, 51, 2.26 0.9500000000000001, 63840.52067068348, 68216.94764635159, 51, 2.674 0.9600000000000001, 63636.67571203126, 68442.42500892626, 51, 3.099 0.9700000000000001, 63364.00883032244, 68747.00862495993, 51, 3.516 0.9800000000000001, 62987.97725306194, 69173.0068916882, 51, 3.945 0.9900000000000001, 62339.77194553178, 69923.69474547677, 51, 4.363 ;experiment: 375;T = : 34000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 34000 ) / (p1^3 ) for the parameter intervals below: 0.9, 65121.24288948225, 67308.11210580572, 51, 0.417 0.91, 65055.2487147935, 67377.58133723866, 51, 0.846 0.92, 64980.879225989505, 67456.09293719749, 51, 1.262 0.93, 64895.87862055456, 67546.12245801651, 51, 1.691 0.9400000000000001, 64796.321076519846, 67651.96795818227, 51, 2.105 0.9500000000000001, 64677.563185985906, 67778.79690535196, 51, 2.521 0.9600000000000001, 64522.90407519113, 67944.85131355103, 51, 2.952 0.9700000000000001, 64332.19701618292, 68151.15003550067, 51, 3.368 0.9800000000000001, 64060.68277918349, 68447.70781074594, 51, 3.942 0.9900000000000001, 63582.217462602726, 68978.53948192816, 51, 4.358 ;experiment: 376;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 35000 ) / (p1^3 ) for the parameter intervals below: 0.9, 61447.13277678643, 79896.7109583383, 51, 0.431 0.91, 60978.82467689035, 80598.59121504752, 51, 0.853 0.92, 60455.553684180755, 81401.16175810619, 51, 1.273 0.93, 59863.81625579113, 82332.94300241877, 51, 1.705 0.9400000000000001, 59183.45673557194, 83437.38687310705, 51, 2.125 0.9500000000000001, 58376.612393339856, 84794.86297111445, 51, 2.561 0.9600000000000001, 57406.408079500754, 86501.3906746733, 51, 2.986 0.9700000000000001, 56171.84020306766, 88798.07803322935, 51, 3.436 0.9800000000000001, 54466.510597274595, 92225.21452549202, 51, 3.859 0.9900000000000001, 51652.964143139965, 98632.5266243701, 51, 4.285 ;experiment: 377;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 35000 ) / (p1^3 ) for the parameter intervals below: 0.9, 63332.59111915808, 68524.1013353002, 51, 0.43 0.91, 63172.59958702101, 68704.99796945488, 51, 0.851 0.92, 63001.39801113912, 68900.09608511682, 51, 1.285 0.93, 62806.15951052517, 69124.34651074026, 51, 1.7 0.9400000000000001, 62579.4895937901, 69387.08215702996, 51, 2.12 0.9500000000000001, 62309.378520187296, 69703.55478950139, 51, 2.55 0.9600000000000001, 61977.03432241368, 70098.09634295548, 51, 2.971 0.9700000000000001, 61539.218969895956, 70626.58764251566, 51, 3.555 0.9800000000000001, 60930.89370594851, 71378.3818765903, 51, 3.972 0.9900000000000001, 59889.819718946615, 72713.8237452087, 51, 4.405 ;experiment: 378;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 35000 ) / (p1^3 ) for the parameter intervals below: 0.9, 66370.49341274005, 69530.33150518867, 51, 0.415 0.91, 66275.41408428275, 69632.54075308506, 51, 0.829 0.92, 66160.09640562425, 69756.95713769626, 51, 1.256 0.93, 66037.80914948198, 69889.61333009477, 51, 1.674 0.9400000000000001, 65895.57914149694, 70044.73556410967, 51, 2.102 0.9500000000000001, 65725.92332181314, 70230.94905197414, 51, 2.521 0.9600000000000001, 65516.0890218927, 70463.0524914273, 51, 2.936 0.9700000000000001, 65235.4107601602, 70776.58695312934, 51, 3.368 0.9800000000000001, 64848.33093092615, 71215.10425435503, 51, 3.788 0.9900000000000001, 64181.08098464378, 71987.85340757505, 51, 4.219 ;experiment: 379;T = : 35000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 35000 ) / (p1^3 ) for the parameter intervals below: 0.9, 67044.27662323146, 69295.40620209448, 51, 0.416 0.91, 66976.34331550349, 69366.91684632986, 51, 0.836 0.92, 66899.78860436473, 69447.735582953, 51, 1.262 0.93, 66812.29040676843, 69540.41071327723, 51, 1.678 0.9400000000000001, 66709.807551135, 69649.36660254939, 51, 2.105 0.9500000000000001, 66587.5601975808, 69779.92257646246, 51, 2.521 0.9600000000000001, 66428.35676234384, 69950.8567258332, 51, 3.108 0.9700000000000001, 66232.04622539732, 70163.21786428637, 51, 3.525 0.9800000000000001, 65952.5542540986, 70468.49053895129, 51, 3.94 0.9900000000000001, 65460.03069679871, 71014.92190611496, 51, 4.365 ;experiment: 380;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 36000 ) / (p1^3 ) for the parameter intervals below: 0.9, 63210.414822786275, 82186.68957061063, 51, 0.421 0.91, 62728.742082329394, 82908.6128349442, 51, 0.861 0.92, 62190.53823087366, 83734.1021514374, 51, 1.283 0.93, 61581.914495256504, 84692.49257590967, 51, 1.717 0.9400000000000001, 60882.14022818348, 85828.47719117042, 51, 2.137 0.9500000000000001, 60052.2725511564, 87224.72126776935, 51, 2.56 0.9600000000000001, 59054.38457626113, 88979.98718249946, 51, 2.991 0.9700000000000001, 57784.59161645666, 91342.27053120897, 51, 3.414 0.9800000000000001, 56030.6086329882, 94867.29576941299, 51, 3.845 0.9900000000000001, 53136.80099059552, 101457.63613274082, 51, 4.264 ;experiment: 381;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 36000 ) / (p1^3 ) for the parameter intervals below: 0.9, 65149.68329411037, 70489.37732529794, 51, 0.43 0.91, 64985.125514057334, 70675.43788500651, 51, 0.846 0.92, 64809.03778206946, 70876.10536176995, 51, 1.262 0.93, 64608.22714417646, 71106.75738986647, 51, 1.831 0.9400000000000001, 64375.088088475226, 71376.99332570037, 51, 2.249 0.9500000000000001, 64097.26814809881, 71702.5003608849, 51, 2.678 0.9600000000000001, 63755.43909268023, 72108.30509924701, 51, 3.096 0.9700000000000001, 63305.12901576961, 72651.88374835525, 51, 3.526 0.9800000000000001, 62679.443265990616, 73425.14062443361, 51, 3.946 0.9900000000000001, 61608.66000534212, 74798.7087035817, 51, 4.366 ;experiment: 382;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 36000 ) / (p1^3 ) for the parameter intervals below: 0.9, 68274.29444718237, 71524.33202752915, 51, 0.428 0.91, 68176.50117995261, 71629.45906527052, 51, 0.842 0.92, 68057.89189303476, 71757.42720526515, 51, 1.271 0.93, 67932.11410556568, 71893.8703938562, 51, 1.692 0.9400000000000001, 67785.82434620839, 72053.42099356391, 51, 2.107 0.9500000000000001, 67611.3259729428, 72244.95045759667, 51, 2.535 0.9600000000000001, 67395.50233175413, 72483.67997392832, 51, 2.95 0.9700000000000001, 67106.81268999795, 72806.16528129876, 51, 3.381 0.9800000000000001, 66708.68460879037, 73257.20161702184, 51, 3.8 0.9900000000000001, 66022.39002375577, 74052.01206967334, 51, 4.23 ;experiment: 383;T = : 36000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 36000 ) / (p1^3 ) for the parameter intervals below: 0.9, 68967.31035698067, 71282.70029838324, 51, 0.416 0.91, 68897.43791621347, 71356.25235542105, 51, 0.833 0.92, 68818.69798273998, 71439.3782287085, 51, 1.413 0.93, 68728.70219298228, 71534.69896853794, 51, 1.828 0.9400000000000001, 68623.29402575016, 71646.7652469165, 51, 2.253 0.9500000000000001, 68497.55720917569, 71781.04824757295, 51, 2.675 0.9600000000000001, 68333.80944949656, 71956.86213811538, 51, 3.109 0.9700000000000001, 68131.89543461172, 72175.28569307207, 51, 3.526 0.9800000000000001, 67844.42572901373, 72489.27326715665, 51, 3.948 0.9900000000000001, 67337.8439309947, 73051.30433030176, 51, 4.376 ;experiment: 384;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 37000 ) / (p1^3 ) for the parameter intervals below: 0.9, 64973.69686878613, 84476.66818288298, 51, 0.43 0.91, 64478.65948776843, 85218.63445484088, 51, 0.861 0.92, 63925.522777566555, 86067.04254476863, 51, 1.283 0.93, 63300.01273472187, 87052.04214940056, 51, 1.715 0.9400000000000001, 62580.82372079502, 88219.56750923378, 51, 2.134 0.9500000000000001, 61727.93270897294, 89654.57956442423, 51, 2.556 0.9600000000000001, 60702.36107302151, 91458.58369032561, 51, 2.988 0.9700000000000001, 59397.34302984565, 93886.46302918858, 51, 3.408 0.9800000000000001, 57594.706668701816, 97509.37701333397, 51, 3.984 0.9900000000000001, 54620.63783805107, 104282.74564111156, 51, 4.404 ;experiment: 385;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 37000 ) / (p1^3 ) for the parameter intervals below: 0.9, 66966.77546906266, 72454.65331529568, 51, 0.416 0.91, 66797.65144109365, 72645.87780055814, 51, 0.848 0.92, 66616.67755299981, 72852.1146384231, 51, 1.27 0.93, 66410.29477782774, 73089.1682689927, 51, 1.704 0.9400000000000001, 66170.68658316035, 73366.9044943708, 51, 2.125 0.9500000000000001, 65885.15777601032, 73701.44593226838, 51, 2.557 0.9600000000000001, 65533.84386294678, 74118.51385553855, 51, 2.974 0.9700000000000001, 65071.03906164327, 74677.17985419484, 51, 3.396 0.9800000000000001, 64427.992826032714, 75471.89937227694, 51, 3.823 0.9900000000000001, 63327.50029173762, 76883.59366195467, 51, 4.242 ;experiment: 386;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 37000 ) / (p1^3 ) for the parameter intervals below: 0.9, 70178.09548162468, 73518.33254986964, 51, 0.427 0.91, 70077.58827562249, 73626.37737745598, 51, 0.845 0.92, 69955.68738044525, 73757.89727283404, 51, 1.275 0.93, 69826.41906164939, 73898.12745761764, 51, 1.694 0.9400000000000001, 69676.06955091983, 74062.10642301815, 51, 2.111 0.9500000000000001, 69496.72862407245, 74258.95186321922, 51, 2.538 0.9600000000000001, 69274.91564161557, 74504.30745642933, 51, 2.958 0.9700000000000001, 68978.21461983572, 74835.74360946818, 51, 3.537 0.9800000000000001, 68569.03828665458, 75299.29897968867, 51, 3.952 0.9900000000000001, 67863.69906286776, 76116.17073177162, 51, 4.367 ;experiment: 387;T = : 37000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 37000 ) / (p1^3 ) for the parameter intervals below: 0.9, 70890.34409072988, 73269.994394672, 51, 0.428 0.91, 70818.53251692346, 73345.58786451224, 51, 0.843 0.92, 70737.60736111521, 73431.02087446401, 51, 1.267 0.93, 70645.11397919615, 73528.98722379866, 51, 1.681 0.9400000000000001, 70536.78050036532, 73644.16389128362, 51, 2.097 0.9500000000000001, 70407.55422077057, 73782.17391868343, 51, 2.523 0.9600000000000001, 70239.26213664927, 73962.86755039755, 51, 2.94 0.9700000000000001, 70031.74464382614, 74187.35352185777, 51, 3.365 0.9800000000000001, 69736.29720392884, 74510.055995362, 51, 3.781 0.9900000000000001, 69215.6571651907, 75087.68675448858, 51, 4.211 ;experiment: 388;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 38000 ) / (p1^3 ) for the parameter intervals below: 0.9, 66736.97891478597, 86766.64679515532, 51, 0.421 0.91, 66228.57689320749, 87528.65607473756, 51, 0.839 0.92, 65660.50732425945, 88399.98293809984, 51, 1.27 0.93, 65018.11097418724, 89411.59172289146, 51, 1.695 0.9400000000000001, 64279.50721340656, 90610.65782729712, 51, 2.127 0.9500000000000001, 63403.59286678948, 92084.43786107912, 51, 2.55 0.9600000000000001, 62350.337569781885, 93937.18019815176, 51, 2.971 0.9700000000000001, 61010.09444323465, 96430.65552716822, 51, 3.556 0.9800000000000001, 59158.80470441543, 100151.45825725494, 51, 3.978 0.9900000000000001, 56104.474685506626, 107107.85514948228, 51, 4.411 ;experiment: 389;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 38000 ) / (p1^3 ) for the parameter intervals below: 0.9, 68783.86764401496, 74419.92930529344, 51, 0.42 0.91, 68610.17736812997, 74616.31771610977, 51, 0.848 0.92, 68424.31732393015, 74828.12391507624, 51, 1.268 0.93, 68212.36241147904, 75071.57914811891, 51, 1.687 0.9400000000000001, 67966.28507784546, 75356.81566304121, 51, 2.114 0.9500000000000001, 67673.04740392182, 75700.39150365189, 51, 2.533 0.9600000000000001, 67312.24863321333, 76128.72261183008, 51, 2.963 0.9700000000000001, 66836.94910751694, 76702.47596003441, 51, 3.384 0.9800000000000001, 66176.54238607481, 77518.65812012025, 51, 3.805 0.9900000000000001, 65046.34057813312, 78968.47862032765, 51, 4.237 ;experiment: 390;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 38000 ) / (p1^3 ) for the parameter intervals below: 0.9, 72081.89651606699, 75512.33307221011, 51, 0.417 0.91, 71978.67537129235, 75623.29568964144, 51, 0.844 0.92, 71853.48286785575, 75758.36734040294, 51, 1.261 0.93, 71720.7240177331, 75902.38452137908, 51, 1.69 0.9400000000000001, 71566.31475563128, 76070.79185247241, 51, 2.106 0.9500000000000001, 71382.1312752021, 76272.95326884175, 51, 2.522 0.9600000000000001, 71154.32895147701, 76524.93493893035, 51, 3.109 0.9700000000000001, 70849.61654967349, 76865.32193763761, 51, 3.544 0.9800000000000001, 70429.3919645188, 77341.3963423555, 51, 3.983 0.9900000000000001, 69705.00810197975, 78180.3293938699, 51, 4.407 ;experiment: 391;T = : 38000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 38000 ) / (p1^3 ) for the parameter intervals below: 0.9, 72813.37782447907, 75257.28849096077, 51, 0.416 0.91, 72739.62711763346, 75334.92337360344, 51, 0.842 0.92, 72656.51673949044, 75422.6635202195, 51, 1.259 0.93, 72561.52576541001, 75523.27547905938, 51, 1.686 0.9400000000000001, 72450.26697498048, 75641.56253565074, 51, 2.101 0.9500000000000001, 72317.55123236547, 75783.29958979393, 51, 2.526 0.9600000000000001, 72144.71482380199, 75968.87296267973, 51, 2.944 0.9700000000000001, 71931.59385304054, 76199.42135064348, 51, 3.36 0.9800000000000001, 71628.16867884397, 76530.83872356736, 51, 3.784 0.9900000000000001, 71093.47039938669, 77124.06917867537, 51, 4.203 ;experiment: 392;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 39000 ) / (p1^3 ) for the parameter intervals below: 0.9, 68500.26096078583, 89056.62540742765, 51, 0.434 0.91, 67978.49429864653, 89838.67769463424, 51, 0.859 0.92, 67395.49187095236, 90732.92333143105, 51, 1.279 0.93, 66736.20921365262, 91771.14129638235, 51, 1.855 0.9400000000000001, 65978.1907060181, 93001.74814536049, 51, 2.342 0.9500000000000001, 65079.25302460602, 94514.29615773402, 51, 2.81 0.9600000000000001, 63998.31406654226, 96415.77670597793, 51, 3.235 0.9700000000000001, 62622.845856623644, 98974.84802514783, 51, 3.665 0.9800000000000001, 60722.90274012904, 102793.53950117591, 51, 4.087 0.9900000000000001, 57588.31153296218, 109932.964657853, 51, 4.51 ;experiment: 393;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 39000 ) / (p1^3 ) for the parameter intervals below: 0.9, 70600.95981896724, 76385.20529529118, 51, 0.424 0.91, 70422.70329516628, 76586.7576316614, 51, 0.841 0.92, 70231.95709486051, 76804.13319172939, 51, 1.271 0.93, 70014.43004513033, 77053.99002724513, 51, 1.687 0.9400000000000001, 69761.88357253058, 77346.72683171164, 51, 2.117 0.9500000000000001, 69460.93703183334, 77699.3370750354, 51, 2.534 0.9600000000000001, 69090.65340347987, 78138.93136812162, 51, 2.954 0.9700000000000001, 68602.85915339059, 78727.772065874, 51, 3.385 0.9800000000000001, 67925.09194611693, 79565.41686796356, 51, 3.808 0.9900000000000001, 66765.18086452861, 81053.36357870064, 51, 4.24 ;experiment: 394;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 39000 ) / (p1^3 ) for the parameter intervals below: 0.9, 73985.69755050931, 77506.33359455058, 51, 0.419 0.91, 73879.76246696222, 77620.21400182688, 51, 0.84 0.92, 73751.27835526626, 77758.83740797183, 51, 1.414 0.93, 73615.02897381679, 77906.6415851405, 51, 1.828 0.9400000000000001, 73456.55996034273, 78079.47728192665, 51, 2.254 0.9500000000000001, 73267.53392633176, 78286.95467446429, 51, 2.671 0.9600000000000001, 73033.74226133846, 78545.56242143137, 51, 3.091 0.9700000000000001, 72721.01847951124, 78894.90026580702, 51, 3.567 0.9800000000000001, 72289.74564238302, 79383.49370502232, 51, 3.986 0.9900000000000001, 71546.31714109176, 80244.48805596819, 51, 4.425 ;experiment: 395;T = : 39000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 39000 ) / (p1^3 ) for the parameter intervals below: 0.9, 74736.41155822828, 77244.58258724953, 51, 0.416 0.91, 74660.72171834344, 77324.25888269462, 51, 0.845 0.92, 74575.42611786567, 77414.30616597501, 51, 1.259 0.93, 74477.93755162388, 77517.5637343201, 51, 1.676 0.9400000000000001, 74363.75344959564, 77638.96118001787, 51, 2.105 0.9500000000000001, 74227.54824396035, 77784.42526090442, 51, 2.525 0.9600000000000001, 74050.16751095469, 77974.87837496192, 51, 2.954 0.9700000000000001, 73831.44306225494, 78211.48917942918, 51, 3.404 0.9800000000000001, 73520.04015375908, 78551.62145177272, 51, 3.834 0.9900000000000001, 72971.28363358269, 79160.45160286217, 51, 4.263 ;experiment: 396;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 40000 ) / (p1^3 ) for the parameter intervals below: 0.9, 70263.54300678568, 91346.6040197, 51, 0.433 0.91, 69728.41170408558, 92148.69931453092, 51, 1.027 0.92, 69130.47641764526, 93065.86372476227, 51, 1.448 0.93, 68454.30745311799, 94130.69086987324, 51, 1.88 0.9400000000000001, 67676.87419862964, 95392.83846342383, 51, 2.301 0.9500000000000001, 66754.91318242256, 96944.1544543889, 51, 2.719 0.9600000000000001, 65646.29056330264, 98894.37321380408, 51, 3.152 0.9700000000000001, 64235.597270012644, 101519.04052312745, 51, 3.576 0.9800000000000001, 62287.00077584265, 105435.6207450969, 51, 4.011 0.9900000000000001, 59072.14838041773, 112758.07416622371, 51, 4.434 ;experiment: 397;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 40000 ) / (p1^3 ) for the parameter intervals below: 0.9, 72418.05199391954, 78350.48128528892, 51, 0.418 0.91, 72235.22922220262, 78557.19754721303, 51, 0.848 0.92, 72039.59686579085, 78780.14246838253, 51, 1.263 0.93, 71816.49767878161, 79036.40090637135, 51, 1.693 0.9400000000000001, 71557.48206721571, 79336.63800038207, 51, 2.112 0.9500000000000001, 71248.82665974485, 79698.2826464189, 51, 2.545 0.9600000000000001, 70869.05817374642, 80149.14012441314, 51, 2.963 0.9700000000000001, 70368.76919926425, 80753.06817171359, 51, 3.381 0.9800000000000001, 69673.64150615902, 81612.17561580689, 51, 3.962 0.9900000000000001, 68484.0211509241, 83138.24853707361, 51, 4.38 ;experiment: 398;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 40000 ) / (p1^3 ) for the parameter intervals below: 0.9, 75889.49858495162, 79500.33411689106, 51, 0.428 0.91, 75780.84956263208, 79617.13231401234, 51, 0.847 0.92, 75649.07384267675, 79759.30747554073, 51, 1.265 0.93, 75509.3339299005, 79910.89864890194, 51, 1.699 0.9400000000000001, 75346.80516505417, 80088.1627113809, 51, 2.118 0.9500000000000001, 75152.93657746141, 80300.95608008683, 51, 2.548 0.9600000000000001, 74913.1555711999, 80566.18990393239, 51, 2.966 0.9700000000000001, 74592.42040934901, 80924.47859397644, 51, 3.386 0.9800000000000001, 74150.09932024723, 81425.59106768914, 51, 3.815 0.9900000000000001, 73387.62618020375, 82308.64671806648, 51, 4.235 ;experiment: 399;T = : 40000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 40000 ) / (p1^3 ) for the parameter intervals below: 0.9, 76659.44529197749, 79231.8766835383, 51, 0.428 0.91, 76581.81631905343, 79313.59439178581, 51, 0.843 0.92, 76494.3354962409, 79405.94881173052, 51, 1.273 0.93, 76394.34933783775, 79511.85198958081, 51, 1.689 0.9400000000000001, 76277.2399242108, 79636.35982438498, 51, 2.107 0.9500000000000001, 76137.54525555525, 79785.55093201491, 51, 2.537 0.9600000000000001, 75955.62019810741, 79980.88378724409, 51, 2.954 0.9700000000000001, 75731.29227146934, 80223.55700821488, 51, 3.529 0.9800000000000001, 75411.9116286742, 80572.40417997807, 51, 3.944 0.9900000000000001, 74849.09686777867, 81196.83402704897, 51, 4.363 ;experiment: 400;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 41000 ) / (p1^3 ) for the parameter intervals below: 0.9, 72026.82505278553, 93636.58263197234, 51, 0.429 0.91, 71478.32910952462, 94458.7209344276, 51, 0.85 0.92, 70865.46096433816, 95398.80411809348, 51, 1.28 0.93, 70172.40569258336, 96490.24044336415, 51, 1.7 0.9400000000000001, 69375.55769124119, 97783.9287814872, 51, 2.124 0.9500000000000001, 68430.5733402391, 99374.0127510438, 51, 2.555 0.9600000000000001, 67294.26706006301, 101372.96972163023, 51, 2.977 0.9700000000000001, 65848.34868340164, 104063.23302110708, 51, 3.407 0.9800000000000001, 63851.098811556265, 108077.70198901786, 51, 3.828 0.9900000000000001, 60555.98522787329, 115583.18367459443, 51, 4.26 ;experiment: 401;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 41000 ) / (p1^3 ) for the parameter intervals below: 0.9, 74235.14416887182, 80315.75727528665, 51, 0.418 0.91, 74047.75514923893, 80527.63746276466, 51, 0.843 0.92, 73847.2366367212, 80756.15174503566, 51, 1.271 0.93, 73618.56531243291, 81018.81178549757, 51, 1.692 0.9400000000000001, 73353.08056190083, 81326.54916905248, 51, 2.121 0.9500000000000001, 73036.71628765635, 81697.2282178024, 51, 2.556 0.9600000000000001, 72647.46294401296, 82159.34888070468, 51, 3.132 0.9700000000000001, 72134.6792451379, 82778.36427755318, 51, 3.55 0.9800000000000001, 71422.19106620112, 83658.9343636502, 51, 3.972 0.9900000000000001, 70202.8614373196, 85223.13349544659, 51, 4.401 ;experiment: 402;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 41000 ) / (p1^3 ) for the parameter intervals below: 0.9, 77793.29961939395, 81494.33463923154, 51, 0.419 0.91, 77681.93665830194, 81614.0506261978, 51, 0.854 0.92, 77546.86933008725, 81759.77754310962, 51, 1.273 0.93, 77403.6388859842, 81915.15571266337, 51, 1.695 0.9400000000000001, 77237.05036976561, 82096.84814083515, 51, 2.122 0.9500000000000001, 77038.33922859107, 82314.95748570937, 51, 2.542 0.9600000000000001, 76792.56888106134, 82586.81738643341, 51, 2.97 0.9700000000000001, 76463.82233918677, 82954.05692214587, 51, 3.394 0.9800000000000001, 76010.45299811145, 83467.68843035596, 51, 3.814 0.9900000000000001, 75228.93521931574, 84372.80538016476, 51, 4.248 ;experiment: 403;T = : 41000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 41000 ) / (p1^3 ) for the parameter intervals below: 0.9, 78582.4790257267, 81219.17077982707, 51, 0.416 0.91, 78502.91091976341, 81302.929900877, 51, 0.844 0.92, 78413.24487461614, 81397.59145748602, 51, 1.262 0.93, 78310.7611240516, 81506.14024484152, 51, 1.842 0.9400000000000001, 78190.72639882595, 81633.7584687521, 51, 2.257 0.9500000000000001, 78047.54226715013, 81786.6766031254, 51, 2.673 0.9600000000000001, 77861.07288526012, 81986.88919952627, 51, 3.103 0.9700000000000001, 77631.14148068376, 82235.62483700058, 51, 3.532 0.9800000000000001, 77303.78310358932, 82593.18690818343, 51, 3.962 0.9900000000000001, 76726.91010197466, 83233.21645123578, 51, 4.381 ;experiment: 404;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 42000 ) / (p1^3 ) for the parameter intervals below: 0.9, 73790.10709878537, 95926.56124424469, 51, 0.421 0.91, 73228.24651496367, 96768.74255432429, 51, 0.851 0.92, 72600.44551103105, 97731.7445114247, 51, 1.27 0.93, 71890.50393204873, 98849.79001685504, 51, 1.701 0.9400000000000001, 71074.24118385273, 100175.01909955055, 51, 2.119 0.9500000000000001, 70106.23349805565, 101803.87104769869, 51, 2.555 0.9600000000000001, 68942.24355682339, 103851.5662294564, 51, 2.995 0.9700000000000001, 67461.10009679063, 106607.4255190867, 51, 3.419 0.9800000000000001, 65415.19684726987, 110719.78323293885, 51, 3.855 0.9900000000000001, 62039.82207532884, 118408.29318296515, 51, 4.279 ;experiment: 405;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 42000 ) / (p1^3 ) for the parameter intervals below: 0.9, 76052.23634382412, 82281.0332652844, 51, 0.434 0.91, 75860.28107627525, 82498.07737831629, 51, 0.854 0.92, 75654.87640765154, 82732.16102168881, 51, 1.277 0.93, 75420.6329460842, 83001.22266462378, 51, 1.857 0.9400000000000001, 75148.67905658594, 83316.4603377229, 51, 2.278 0.9500000000000001, 74824.60591556787, 83696.17378918591, 51, 2.706 0.9600000000000001, 74425.86771427952, 84169.55763699621, 51, 3.126 0.9700000000000001, 73900.58929101157, 84803.66038339275, 51, 3.556 0.9800000000000001, 73170.74062624323, 85705.69311149351, 51, 3.974 0.9900000000000001, 71921.7017237151, 87308.01845381958, 51, 4.399 ;experiment: 406;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 42000 ) / (p1^3 ) for the parameter intervals below: 0.9, 79697.10065383626, 83488.33516157202, 51, 0.428 0.91, 79583.02375397181, 83610.96893838326, 51, 0.847 0.92, 79444.66481749776, 83760.24761067852, 51, 1.278 0.93, 79297.9438420679, 83919.41277642481, 51, 1.694 0.9400000000000001, 79127.29557447706, 84105.5335702894, 51, 2.109 0.9500000000000001, 78923.74187972072, 84328.95889133192, 51, 2.537 0.9600000000000001, 78671.98219092278, 84607.44486893443, 51, 2.954 0.9700000000000001, 78335.22426902453, 84983.63525031529, 51, 3.383 0.9800000000000001, 77870.80667597566, 85509.78579302279, 51, 3.821 0.9900000000000001, 77070.24425842773, 86436.96404226305, 51, 4.252 ;experiment: 407;T = : 42000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 42000 ) / (p1^3 ) for the parameter intervals below: 0.9, 80505.51275947591, 83206.46487611583, 51, 0.414 0.91, 80424.0055204734, 83292.2654099682, 51, 0.833 0.92, 80332.15425299137, 83389.23410324153, 51, 1.411 0.93, 80227.17291026546, 83500.42850010224, 51, 1.828 0.9400000000000001, 80104.2128734411, 83631.15711311922, 51, 2.256 0.9500000000000001, 79957.53927874503, 83787.80227423589, 51, 2.669 0.9600000000000001, 79766.52557241284, 83992.89461180844, 51, 3.098 0.9700000000000001, 79530.99068989816, 84247.69266578628, 51, 3.517 0.9800000000000001, 79195.65457850443, 84613.96963638879, 51, 3.937 0.9900000000000001, 78604.72333617066, 85269.59887542258, 51, 4.37 ;experiment: 408;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 43000 ) / (p1^3 ) for the parameter intervals below: 0.9, 75553.38914478522, 98216.53985651702, 51, 0.419 0.91, 74978.16392040272, 99078.76417422097, 51, 0.849 0.92, 74335.43005772395, 100064.68490475591, 51, 1.271 0.93, 73608.6021715141, 101209.33959034593, 51, 1.694 0.9400000000000001, 72772.92467646427, 102566.1094176139, 51, 2.13 0.9500000000000001, 71781.89365587218, 104233.72934435357, 51, 2.552 0.9600000000000001, 70590.22005358376, 106330.16273728255, 51, 2.986 0.9700000000000001, 69073.85151017964, 109151.61801706631, 51, 3.408 0.9800000000000001, 66979.29488298348, 113361.86447685982, 51, 3.837 0.9900000000000001, 63523.658922784394, 121233.40269133587, 51, 4.273 ;experiment: 409;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 43000 ) / (p1^3 ) for the parameter intervals below: 0.9, 77869.3285187764, 84246.30925528213, 51, 0.42 0.91, 77672.80700331157, 84468.51729386792, 51, 1.001 0.92, 77462.5161785819, 84708.17029834195, 51, 1.419 0.93, 77222.7005797355, 84983.63354375001, 51, 1.85 0.9400000000000001, 76944.27755127107, 85306.37150639332, 51, 2.267 0.9500000000000001, 76612.49554347938, 85695.1193605694, 51, 2.684 0.9600000000000001, 76204.27248454606, 86179.76639328775, 51, 3.122 0.9700000000000001, 75666.49933688522, 86828.95648923234, 51, 3.549 0.9800000000000001, 74919.29018628533, 87752.45185933684, 51, 3.983 0.9900000000000001, 73640.54201011061, 89392.90341219255, 51, 4.403 ;experiment: 410;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 43000 ) / (p1^3 ) for the parameter intervals below: 0.9, 81600.90168827858, 85482.33568391249, 51, 0.418 0.91, 81484.11084964169, 85607.88725056872, 51, 0.844 0.92, 81342.46030490825, 85760.71767824741, 51, 1.263 0.93, 81192.2487981516, 85923.66984018624, 51, 1.694 0.9400000000000001, 81017.54077918851, 86114.21899974364, 51, 2.114 0.9500000000000001, 80809.14453085039, 86342.96029695445, 51, 2.548 0.9600000000000001, 80551.39550078422, 86628.07235143546, 51, 2.965 0.9700000000000001, 80206.6261988623, 87013.2135784847, 51, 3.386 0.9800000000000001, 79731.16035383988, 87551.88315568962, 51, 3.961 0.9900000000000001, 78911.55329753972, 88501.12270436133, 51, 4.379 ;experiment: 411;T = : 43000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 43000 ) / (p1^3 ) for the parameter intervals below: 0.9, 82428.54649322512, 85193.7589724046, 51, 0.428 0.91, 82345.10012118338, 85281.60091905938, 51, 0.841 0.92, 82251.0636313666, 85380.87674899702, 51, 1.26 0.93, 82143.58469647933, 85494.71675536296, 51, 1.689 0.9400000000000001, 82017.69934805625, 85628.55575748633, 51, 2.104 0.9500000000000001, 81867.53629033992, 85788.92794534638, 51, 2.531 0.9600000000000001, 81671.97825956554, 85998.90002409062, 51, 2.95 0.9700000000000001, 81430.83989911256, 86259.76049457198, 51, 3.381 0.9800000000000001, 81087.52605341955, 86634.75236459414, 51, 3.797 0.9900000000000001, 80482.53657036665, 87305.98129960938, 51, 4.218 ;experiment: 412;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 44000 ) / (p1^3 ) for the parameter intervals below: 0.9, 77316.67119078507, 100506.51846878936, 51, 0.43 0.91, 76728.08132584176, 101388.78579411765, 51, 0.848 0.92, 76070.41460441686, 102397.62529808712, 51, 1.283 0.93, 75326.70041097947, 103568.88916383684, 51, 1.704 0.9400000000000001, 74471.60816907581, 104957.19973567726, 51, 2.287 0.9500000000000001, 73457.55381368872, 106663.58764100847, 51, 2.708 0.9600000000000001, 72238.19655034415, 108808.7592451087, 51, 3.133 0.9700000000000001, 70686.60292356863, 111695.81051504595, 51, 3.564 0.9800000000000001, 68543.39291869709, 116003.94572078079, 51, 3.986 0.9900000000000001, 65007.49577023995, 124058.51219970659, 51, 4.42 ;experiment: 413;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 44000 ) / (p1^3 ) for the parameter intervals below: 0.9, 79686.4206937287, 86211.58524527989, 51, 0.421 0.91, 79485.33293034788, 86438.95720941955, 51, 0.855 0.92, 79270.15594951223, 86684.1795749951, 51, 1.271 0.93, 79024.76821338678, 86966.04442287624, 51, 1.689 0.9400000000000001, 78739.87604595619, 87296.28267506375, 51, 2.119 0.9500000000000001, 78400.3851713909, 87694.0649319529, 51, 2.537 0.9600000000000001, 77982.67725481262, 88189.97514957927, 51, 2.967 0.9700000000000001, 77432.40938275888, 88854.25259507193, 51, 3.388 0.9800000000000001, 76667.83974632743, 89799.21060718015, 51, 3.809 0.9900000000000001, 75359.38229650611, 91477.78837056553, 51, 4.237 ;experiment: 414;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 44000 ) / (p1^3 ) for the parameter intervals below: 0.9, 83504.70272272089, 87476.33620625298, 51, 0.42 0.91, 83385.19794531155, 87604.80556275418, 51, 0.99 0.92, 83240.25579231876, 87761.1877458163, 51, 1.407 0.93, 83086.55375423531, 87927.92690394768, 51, 1.82 0.9400000000000001, 82907.78598389996, 88122.9044291979, 51, 2.246 0.9500000000000001, 82694.54718198004, 88356.961702577, 51, 2.664 0.9600000000000001, 82430.80881064564, 88648.69983393648, 51, 3.095 0.9700000000000001, 82078.02812870005, 89042.79190665412, 51, 3.515 0.9800000000000001, 81591.5140317041, 89593.98051835645, 51, 3.945 0.9900000000000001, 80752.86233665171, 90565.28136645962, 51, 4.361 ;experiment: 415;T = : 44000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 44000 ) / (p1^3 ) for the parameter intervals below: 0.9, 84351.58022697433, 87181.05306869335, 51, 0.416 0.91, 84266.19472189336, 87270.93642815057, 51, 0.839 0.92, 84169.97300974185, 87372.51939475253, 51, 1.256 0.93, 84059.9964826932, 87489.00501062367, 51, 1.686 0.9400000000000001, 83931.18582267141, 87625.95440185345, 51, 2.101 0.9500000000000001, 83777.5333019348, 87790.05361645686, 51, 2.521 0.9600000000000001, 83577.43094671826, 88004.90543637279, 51, 2.95 0.9700000000000001, 83330.68910832696, 88271.82832335768, 51, 3.37 0.9800000000000001, 82979.39752833467, 88655.5350927995, 51, 3.795 0.9900000000000001, 82360.34980456263, 89342.36372379618, 51, 4.213 ;experiment: 416;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 45000 ) / (p1^3 ) for the parameter intervals below: 0.9, 79079.95323678492, 102796.49708106171, 51, 0.583 0.91, 78477.99873128081, 103698.80741401433, 51, 1.002 0.92, 77805.39915110976, 104730.56569141835, 51, 1.42 0.93, 77044.79865044483, 105928.43873732773, 51, 1.859 0.9400000000000001, 76170.29166168736, 107348.29005374061, 51, 2.28 0.9500000000000001, 75133.21397150526, 109093.44593766336, 51, 2.713 0.9600000000000001, 73886.17304710452, 111287.35575293486, 51, 3.135 0.9700000000000001, 72299.35433695762, 114240.00301302556, 51, 3.565 0.9800000000000001, 70107.4909544107, 118646.02696470177, 51, 3.988 0.9900000000000001, 66491.3326176955, 126883.62170807732, 51, 4.407 ;experiment: 417;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 45000 ) / (p1^3 ) for the parameter intervals below: 0.9, 81503.51286868099, 88176.86123527763, 51, 0.423 0.91, 81297.8588573842, 88409.39712497118, 51, 0.841 0.92, 81077.79572044258, 88660.18885164824, 51, 1.268 0.93, 80826.83584703806, 88948.45530200245, 51, 1.686 0.9400000000000001, 80535.47454064131, 89286.19384373416, 51, 2.104 0.9500000000000001, 80188.2747993024, 89693.01050333641, 51, 2.536 0.9600000000000001, 79761.08202507916, 90200.18390587081, 51, 2.957 0.9700000000000001, 79198.31942863255, 90879.54870091152, 51, 3.534 0.9800000000000001, 78416.38930636954, 91845.96935502347, 51, 3.951 0.9900000000000001, 77078.22258290161, 93562.67332893852, 51, 4.384 ;experiment: 418;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 45000 ) / (p1^3 ) for the parameter intervals below: 0.9, 85408.5037571632, 89470.33672859345, 51, 0.413 0.91, 85286.28504098141, 89601.72387493962, 51, 0.831 0.92, 85138.05127972926, 89761.6578133852, 51, 1.26 0.93, 84980.85871031901, 89932.18396770912, 51, 1.687 0.9400000000000001, 84798.03118861139, 90131.58985865214, 51, 2.119 0.9500000000000001, 84579.9498331097, 90370.96310819953, 51, 2.538 0.9600000000000001, 84310.22212050708, 90669.3273164375, 51, 2.972 0.9700000000000001, 83949.43005853782, 91072.37023482355, 51, 3.402 0.9800000000000001, 83451.86770956831, 91636.07788102326, 51, 3.819 0.9900000000000001, 82594.1713757637, 92629.4400285579, 51, 4.252 ;experiment: 419;T = : 45000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 45000 ) / (p1^3 ) for the parameter intervals below: 0.9, 86274.61396072354, 89168.34716498211, 51, 0.416 0.91, 86187.28932260336, 89260.27193724176, 51, 0.847 0.92, 86088.88238811708, 89364.16204050803, 51, 1.264 0.93, 85976.40826890705, 89483.2932658844, 51, 1.68 0.9400000000000001, 85844.67229728657, 89623.35304622058, 51, 2.254 0.9500000000000001, 85687.5303135297, 89791.17928756736, 51, 2.669 0.9600000000000001, 85482.88363387097, 90010.91084865497, 51, 3.101 0.9700000000000001, 85230.53831754136, 90283.89615214338, 51, 3.518 0.9800000000000001, 84871.26900324979, 90676.31782100485, 51, 3.948 0.9900000000000001, 84238.16303875863, 91378.746147983, 51, 4.362 ;experiment: 420;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 46000 ) / (p1^3 ) for the parameter intervals below: 0.9, 80843.23528278476, 105086.47569333404, 51, 0.423 0.91, 80227.91613671985, 106008.82903391101, 51, 0.852 0.92, 79540.38369780265, 107063.50608474956, 51, 1.273 0.93, 78762.8968899102, 108287.98831081862, 51, 1.706 0.9400000000000001, 77868.9751542989, 109739.38037180397, 51, 2.128 0.9500000000000001, 76808.8741293218, 111523.30423431825, 51, 2.551 0.9600000000000001, 75534.1495438649, 113765.95226076101, 51, 2.984 0.9700000000000001, 73912.10575034663, 116784.19551100518, 51, 3.405 0.9800000000000001, 71671.58899012432, 121288.10820862274, 51, 3.841 0.9900000000000001, 67975.16946515106, 129708.73121644804, 51, 4.264 ;experiment: 421;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 46000 ) / (p1^3 ) for the parameter intervals below: 0.9, 83320.60504363327, 90142.13722527536, 51, 0.571 0.91, 83110.38478442053, 90379.8370405228, 51, 0.988 0.92, 82885.43549137293, 90636.19812830137, 51, 1.403 0.93, 82628.90348068936, 90930.86618112867, 51, 1.831 0.9400000000000001, 82331.07303532642, 91276.10501240459, 51, 2.253 0.9500000000000001, 81976.16442721391, 91691.95607471991, 51, 2.68 0.9600000000000001, 81539.48679534571, 92210.39266216234, 51, 3.096 0.9700000000000001, 80964.2294745062, 92904.84480675109, 51, 3.515 0.9800000000000001, 80164.93886641164, 93892.7281028668, 51, 3.946 0.9900000000000001, 78797.06286929711, 95647.55828731149, 51, 4.363 ;experiment: 422;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 46000 ) / (p1^3 ) for the parameter intervals below: 0.9, 87312.30479160552, 91464.33725093392, 51, 0.425 0.91, 87187.37213665128, 91598.64218712508, 51, 0.839 0.92, 87035.84676713975, 91762.1278809541, 51, 1.27 0.93, 86875.16366640272, 91936.44103147055, 51, 1.687 0.9400000000000001, 86688.27639332284, 92140.27528810638, 51, 2.103 0.9500000000000001, 86465.35248423935, 92384.96451382207, 51, 2.533 0.9600000000000001, 86189.63543036852, 92689.95479893852, 51, 2.951 0.9700000000000001, 85820.83198837558, 93101.94856299297, 51, 3.381 0.9800000000000001, 85312.22138743252, 93678.17524369009, 51, 3.803 0.9900000000000001, 84435.48041487571, 94693.59869065619, 51, 4.22 ;experiment: 423;T = : 46000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 46000 ) / (p1^3 ) for the parameter intervals below: 0.9, 88197.64769447275, 91155.64126127088, 51, 0.573 0.91, 88108.38392331335, 91249.60744633296, 51, 0.984 0.92, 88007.79176649232, 91355.80468626354, 51, 1.411 0.93, 87892.82005512092, 91477.58152114511, 51, 1.828 0.9400000000000001, 87758.15877190173, 91620.7516905877, 51, 2.255 0.9500000000000001, 87597.52732512458, 91792.30495867785, 51, 2.67 0.9600000000000001, 87388.33632102369, 92016.91626093714, 51, 3.086 0.9700000000000001, 87130.38752675577, 92295.96398092908, 51, 3.513 0.9800000000000001, 86763.1404781649, 92697.10054921021, 51, 3.932 0.9900000000000001, 86115.97627295462, 93415.1285721698, 51, 4.368 ;experiment: 424;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 47000 ) / (p1^3 ) for the parameter intervals below: 0.9, 82606.51732878463, 107376.45430560638, 51, 0.423 0.91, 81977.8335421589, 108318.85065380769, 51, 0.849 0.92, 81275.36824449555, 109396.44647808078, 51, 1.279 0.93, 80480.99512937557, 110647.53788430951, 51, 1.704 0.9400000000000001, 79567.65864691044, 112130.47068986733, 51, 2.139 0.9500000000000001, 78484.53428713835, 113953.16253097315, 51, 2.569 0.9600000000000001, 77182.12604062527, 116244.54876858716, 51, 3.149 0.9700000000000001, 75524.85716373562, 119328.38800898481, 51, 3.57 0.9800000000000001, 73235.68702583793, 123930.18945254371, 51, 3.991 0.9900000000000001, 69459.00631260661, 132533.84072481876, 51, 4.426 ;experiment: 425;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 47000 ) / (p1^3 ) for the parameter intervals below: 0.9, 85137.69721858557, 92107.4132152731, 51, 0.416 0.91, 84922.91071145685, 92350.27695607443, 51, 0.84 0.92, 84693.07526230327, 92612.20740495452, 51, 1.257 0.93, 84430.97111434065, 92913.27706025488, 51, 1.677 0.9400000000000001, 84126.67153001155, 93266.016181075, 51, 2.106 0.9500000000000001, 83764.05405512542, 93690.90164610342, 51, 2.523 0.9600000000000001, 83317.89156561226, 94220.60141845387, 51, 2.95 0.9700000000000001, 82730.13952037986, 94930.14091259068, 51, 3.37 0.9800000000000001, 81913.48842645374, 95939.4868507101, 51, 3.797 0.9900000000000001, 80515.9031556926, 97732.44324568447, 51, 4.218 ;experiment: 426;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 47000 ) / (p1^3 ) for the parameter intervals below: 0.9, 89216.10582604783, 93458.3377732744, 51, 0.417 0.91, 89088.45923232114, 93595.56049931054, 51, 0.849 0.92, 88933.64225455026, 93762.59794852299, 51, 1.263 0.93, 88769.46862248643, 93940.69809523199, 51, 1.834 0.9400000000000001, 88578.52159803429, 94148.96071756062, 51, 2.25 0.9500000000000001, 88350.755135369, 94398.96591944461, 51, 2.679 0.9600000000000001, 88069.04874022996, 94710.58228143954, 51, 3.095 0.9700000000000001, 87692.23391821334, 95131.52689116239, 51, 3.514 0.9800000000000001, 87172.57506529674, 95720.27260635691, 51, 3.945 0.9900000000000001, 86276.7894539877, 96757.75735275447, 51, 4.363 ;experiment: 427;T = : 47000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 47000 ) / (p1^3 ) for the parameter intervals below: 0.9, 90120.68142822196, 93142.93535755965, 51, 0.43 0.91, 90029.47852402333, 93238.94295542415, 51, 0.845 0.92, 89926.70114486755, 93347.44733201904, 51, 1.326 0.93, 89809.23184133478, 93471.86977640582, 51, 1.849 0.9400000000000001, 89671.64524651688, 93618.15033495481, 51, 2.283 0.9500000000000001, 89507.52433671948, 93793.43062978834, 51, 2.71 0.9600000000000001, 89293.78900817639, 94022.92167321932, 51, 3.127 0.9700000000000001, 89030.23673597017, 94308.03180971478, 51, 3.555 0.9800000000000001, 88655.01195308003, 94717.88327741557, 51, 3.972 0.9900000000000001, 87993.7895071506, 95451.51099635659, 51, 4.403 ;experiment: 428;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 48000 ) / (p1^3 ) for the parameter intervals below: 0.9, 84369.79937478447, 109666.43291787873, 51, 0.42 0.91, 83727.75094759793, 110628.87227370437, 51, 0.842 0.92, 83010.35279118846, 111729.38687141199, 51, 1.426 0.93, 82199.09336884094, 113007.08745780041, 51, 1.847 0.9400000000000001, 81266.34213952198, 114521.56100793068, 51, 2.279 0.9500000000000001, 80160.19444495489, 116383.02082762803, 51, 2.699 0.9600000000000001, 78830.10253738565, 118723.14527641333, 51, 3.118 0.9700000000000001, 77137.60857712461, 121872.58050696443, 51, 3.549 0.9800000000000001, 74799.78506155155, 126572.2706964647, 51, 3.97 0.9900000000000001, 70942.84316006217, 135358.95023318948, 51, 4.402 ;experiment: 429;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 48000 ) / (p1^3 ) for the parameter intervals below: 0.9, 86954.78939353785, 94072.68920527084, 51, 0.414 0.91, 86735.43663849316, 94320.71687162606, 51, 0.841 0.92, 86500.71503323362, 94588.21668160766, 51, 1.258 0.93, 86233.03874799194, 94895.68793938111, 51, 1.677 0.9400000000000001, 85922.27002469667, 95255.92734974543, 51, 2.107 0.9500000000000001, 85551.94368303694, 95689.84721748692, 51, 2.527 0.9600000000000001, 85096.29633587881, 96230.8101747454, 51, 2.957 0.9700000000000001, 84496.04956625351, 96955.43701843027, 51, 3.376 0.9800000000000001, 83662.03798649585, 97986.24559855342, 51, 3.797 0.9900000000000001, 82234.7434420881, 99817.32820405744, 51, 4.226 ;experiment: 430;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 48000 ) / (p1^3 ) for the parameter intervals below: 0.9, 91119.90686049015, 95452.33829561489, 51, 0.416 0.91, 90989.546327991, 95592.478811496, 51, 0.995 0.92, 90831.43774196076, 95763.06801609189, 51, 1.411 0.93, 90663.77357857012, 95944.95515899341, 51, 1.841 0.9400000000000001, 90468.76680274574, 96157.64614701488, 51, 2.258 0.9500000000000001, 90236.15778649866, 96412.96732506715, 51, 2.679 0.9600000000000001, 89948.4620500914, 96731.20976394055, 51, 3.107 0.9700000000000001, 89563.6358480511, 97161.10521933182, 51, 3.527 0.9800000000000001, 89032.92874316096, 97762.36996902374, 51, 3.959 0.9900000000000001, 88118.0984930997, 98821.91601485276, 51, 4.375 ;experiment: 431;T = : 48000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 48000 ) / (p1^3 ) for the parameter intervals below: 0.9, 92043.71516197115, 95130.22945384841, 51, 0.418 0.91, 91950.57312473332, 95228.27846451533, 51, 0.845 0.92, 91845.61052324278, 95339.08997777454, 51, 1.259 0.93, 91725.64362754865, 95466.15803166653, 51, 1.685 0.9400000000000001, 91585.13172113204, 95615.54897932193, 51, 2.102 0.9500000000000001, 91417.52134831436, 95794.55630089882, 51, 2.519 0.9600000000000001, 91199.24169532911, 96028.92708550149, 51, 2.952 0.9700000000000001, 90930.08594518458, 96320.09963850048, 51, 3.369 0.9800000000000001, 90546.88342799514, 96738.66600562092, 51, 3.949 0.9900000000000001, 89871.6027413466, 97487.89342054339, 51, 4.369 ;experiment: 432;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 49000 ) / (p1^3 ) for the parameter intervals below: 0.9, 86133.08142078432, 111956.41153015108, 51, 0.432 0.91, 85477.66835303698, 112938.89389360105, 51, 0.854 0.92, 84745.33733788136, 114062.3272647432, 51, 1.274 0.93, 83917.19160830631, 115366.6370312913, 51, 1.703 0.9400000000000001, 82965.02563213352, 116912.65132599404, 51, 2.128 0.9500000000000001, 81835.85460277142, 118812.87912428293, 51, 2.578 0.9600000000000001, 80478.07903414602, 121201.74178423948, 51, 3.003 0.9700000000000001, 78750.3599905136, 124416.77300494404, 51, 3.439 0.9800000000000001, 76363.88309726516, 129214.35194038566, 51, 3.863 0.9900000000000001, 72426.68000751772, 138184.0597415602, 51, 4.284 ;experiment: 433;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 49000 ) / (p1^3 ) for the parameter intervals below: 0.9, 88771.88156849015, 96037.9651952686, 51, 0.428 0.91, 88547.96256552948, 96291.1567871777, 51, 0.847 0.92, 88308.35480416397, 96564.22595826081, 51, 1.282 0.93, 88035.10638164323, 96878.09881850732, 51, 1.7 0.9400000000000001, 87717.8685193818, 97245.83851841584, 51, 2.118 0.9500000000000001, 87339.83331094844, 97688.79278887041, 51, 2.692 0.9600000000000001, 86874.70110614535, 98241.01893103693, 51, 3.109 0.9700000000000001, 86261.95961212718, 98980.73312426986, 51, 3.54 0.9800000000000001, 85410.58754653795, 100033.00434639673, 51, 3.96 0.9900000000000001, 83953.5837284836, 101902.21316243043, 51, 4.397 ;experiment: 434;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 49000 ) / (p1^3 ) for the parameter intervals below: 0.9, 93023.70789493246, 97446.33881795536, 51, 0.418 0.91, 92890.63342366087, 97589.39712368145, 51, 0.837 0.92, 92729.23322937125, 97763.53808366078, 51, 1.265 0.93, 92558.07853465383, 97949.21222275485, 51, 1.681 0.9400000000000001, 92359.01200745718, 98166.33157646912, 51, 2.108 0.9500000000000001, 92121.56043762832, 98426.9687306897, 51, 2.524 0.9600000000000001, 91827.87535995284, 98751.83724644157, 51, 2.942 0.9700000000000001, 91435.03777788887, 99190.68354750123, 51, 3.373 0.9800000000000001, 90893.28242102517, 99804.46733169057, 51, 3.789 0.9900000000000001, 89959.40753221168, 100886.07467695104, 51, 4.22 ;experiment: 435;T = : 49000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 49000 ) / (p1^3 ) for the parameter intervals below: 0.9, 93966.74889572036, 97117.52355013718, 51, 0.416 0.91, 93871.6677254433, 97217.61397360652, 51, 0.842 0.92, 93764.51990161801, 97330.73262353004, 51, 1.256 0.93, 93642.0554137625, 97460.44628692725, 51, 1.675 0.9400000000000001, 93498.6181957472, 97612.94762368905, 51, 2.252 0.9500000000000001, 93327.51835990926, 97795.68197200932, 51, 2.673 0.9600000000000001, 93104.69438248182, 98034.93249778367, 51, 3.104 0.9700000000000001, 92829.93515439898, 98332.16746728618, 51, 3.519 0.9800000000000001, 92438.75490291027, 98759.44873382628, 51, 3.937 0.9900000000000001, 91749.4159755426, 99524.2758447302, 51, 4.366 ;experiment: 436;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 50000 ) / (p1^3 ) for the parameter intervals below: 0.9, 87896.36346678417, 114246.3901424234, 51, 0.423 0.91, 87227.58575847602, 115248.91551349773, 51, 0.855 0.92, 86480.32188457425, 116395.26765807442, 51, 1.277 0.93, 85635.28984777168, 117726.1866047822, 51, 1.709 0.9400000000000001, 84663.70912474506, 119303.74164405739, 51, 2.128 0.9500000000000001, 83511.51476058796, 121242.73742093782, 51, 2.551 0.9600000000000001, 82126.0555309064, 123680.33829206564, 51, 2.982 0.9700000000000001, 80363.11140390261, 126960.96550292367, 51, 3.406 0.9800000000000001, 77927.98113297876, 131856.43318430663, 51, 3.84 0.9900000000000001, 73910.51685497328, 141009.1692499309, 51, 4.264 ;experiment: 437;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 50000 ) / (p1^3 ) for the parameter intervals below: 0.9, 90588.97374344243, 98003.24118526634, 51, 0.417 0.91, 90360.4884925658, 98261.59670272932, 51, 0.857 0.92, 90115.99457509432, 98540.23523491394, 51, 1.272 0.93, 89837.17401529453, 98860.50969763355, 51, 1.849 0.9400000000000001, 89513.4670140669, 99235.74968708627, 51, 2.27 0.9500000000000001, 89127.72293885995, 99687.73836025392, 51, 2.699 0.9600000000000001, 88653.10587641191, 100251.22768732847, 51, 3.115 0.9700000000000001, 88027.86965800083, 101006.02923010943, 51, 3.539 0.9800000000000001, 87159.13710658005, 102079.76309424006, 51, 3.971 0.9900000000000001, 85672.4240148791, 103987.0981208034, 51, 4.389 ;experiment: 438;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 50000 ) / (p1^3 ) for the parameter intervals below: 0.9, 94927.50892937479, 99440.33934029583, 51, 0.43 0.91, 94791.72051933075, 99586.31543586691, 51, 0.844 0.92, 94627.02871678176, 99764.00815122967, 51, 1.263 0.93, 94452.38349073753, 99953.46928651628, 51, 1.692 0.9400000000000001, 94249.25721216862, 100175.01700592336, 51, 2.109 0.9500000000000001, 94006.96308875797, 100440.97013631223, 51, 2.539 0.9600000000000001, 93707.28866981428, 100772.46472894259, 51, 2.957 0.9700000000000001, 93306.43970772663, 101220.26187567065, 51, 3.39 0.9800000000000001, 92753.63609888939, 101846.56469435738, 51, 3.811 0.9900000000000001, 91800.71657132368, 102950.23333904933, 51, 4.231 ;experiment: 439;T = : 50000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 50000 ) / (p1^3 ) for the parameter intervals below: 0.9, 95889.78262946957, 99104.81764642594, 51, 0.428 0.91, 95792.76232615329, 99206.94948269772, 51, 0.842 0.92, 95683.42927999324, 99322.37526928555, 51, 1.424 0.93, 95558.46719997637, 99454.73454218797, 51, 1.839 0.9400000000000001, 95412.10467036236, 99610.34626805616, 51, 2.251 0.9500000000000001, 95237.51537150415, 99796.80764311981, 51, 2.679 0.9600000000000001, 95010.14706963454, 100040.93791006584, 51, 3.097 0.9700000000000001, 94729.78436361339, 100344.23529607189, 51, 3.526 0.9800000000000001, 94330.62637782538, 100780.23146203165, 51, 3.944 0.9900000000000001, 93627.22920973858, 101560.658268917, 51, 4.378 ;experiment: 440;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 51000 ) / (p1^3 ) for the parameter intervals below: 0.9, 89659.64551278402, 116536.36875469575, 51, 0.42 0.91, 88977.50316391507, 117558.93713339441, 51, 0.839 0.92, 88215.30643126715, 118728.20805140563, 51, 1.272 0.93, 87353.38808723705, 120085.7361782731, 51, 1.698 0.9400000000000001, 86362.3926173566, 121694.83196212075, 51, 2.13 0.9500000000000001, 85187.1749184045, 123672.5957175927, 51, 2.553 0.9600000000000001, 83774.03202766678, 126158.9347998918, 51, 2.977 0.9700000000000001, 81975.8628172916, 129505.15800090329, 51, 3.414 0.9800000000000001, 79492.07916869238, 134498.51442822762, 51, 3.837 0.9900000000000001, 75394.35370242882, 143834.27875830163, 51, 4.418 ;experiment: 441;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 51000 ) / (p1^3 ) for the parameter intervals below: 0.9, 92406.06591839473, 99968.51717526407, 51, 0.417 0.91, 92173.01441960213, 100232.03661828095, 51, 0.847 0.92, 91923.63434602466, 100516.24451156709, 51, 1.26 0.93, 91639.24164894581, 100842.92057675976, 51, 1.681 0.9400000000000001, 91309.06550875203, 101225.6608557567, 51, 2.108 0.9500000000000001, 90915.61256677147, 101686.68393163742, 51, 2.528 0.9600000000000001, 90431.51064667845, 102261.43644362, 51, 2.96 0.9700000000000001, 89793.77970387449, 103031.32533594902, 51, 3.381 0.9800000000000001, 88907.68666662215, 104126.52184208337, 51, 3.799 0.9900000000000001, 87391.2643012746, 106071.98307917638, 51, 4.227 ;experiment: 442;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 51000 ) / (p1^3 ) for the parameter intervals below: 0.9, 96831.3099638171, 101434.33986263632, 51, 0.419 0.91, 96692.80761500061, 101583.23374805237, 51, 0.844 0.92, 96524.82420419225, 101764.47821879857, 51, 1.26 0.93, 96346.68844682124, 101957.72635027772, 51, 1.677 0.9400000000000001, 96139.50241688007, 102183.70243537762, 51, 2.106 0.9500000000000001, 95892.36573988762, 102454.97154193478, 51, 2.525 0.9600000000000001, 95586.70197967572, 102793.09221144363, 51, 2.951 0.9700000000000001, 95177.84163756439, 103249.84020384007, 51, 3.37 0.9800000000000001, 94613.9897767536, 103888.66205702421, 51, 3.948 0.9900000000000001, 93642.02561043567, 105014.39200114761, 51, 4.365 ;experiment: 443;T = : 51000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 51000 ) / (p1^3 ) for the parameter intervals below: 0.9, 97812.81636321878, 101092.11174271471, 51, 0.416 0.91, 97713.85692686329, 101196.28499178891, 51, 0.844 0.92, 97602.33865836848, 101314.01791504105, 51, 1.26 0.93, 97474.87898619023, 101449.02279744869, 51, 1.69 0.9400000000000001, 97325.59114497752, 101607.74491242328, 51, 2.106 0.9500000000000001, 97147.51238309903, 101797.9333142303, 51, 2.524 0.9600000000000001, 96915.59975678724, 102046.94332234803, 51, 2.955 0.9700000000000001, 96629.63357282779, 102356.30312485759, 51, 3.369 0.9800000000000001, 96222.4978527405, 102801.014190237, 51, 3.794 0.9900000000000001, 95505.04244393458, 103597.0406931038, 51, 4.212 ;experiment: 444;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 52000 ) / (p1^3 ) for the parameter intervals below: 0.9, 91422.92755878386, 118826.3473669681, 51, 0.431 0.91, 90727.42056935412, 119868.9587532911, 51, 0.85 0.92, 89950.29097796004, 121061.14844473684, 51, 1.273 0.93, 89071.48632670243, 122445.285751764, 51, 1.704 0.9400000000000001, 88061.07610996814, 124085.92228018411, 51, 2.129 0.9500000000000001, 86862.83507622105, 126102.4540142476, 51, 2.561 0.9600000000000001, 85422.00852442715, 128637.53130771795, 51, 2.983 0.9700000000000001, 83588.6142306806, 132049.3504988829, 51, 3.406 0.9800000000000001, 81056.17720440599, 137140.5956721486, 51, 4.002 0.9900000000000001, 76878.19054988438, 146659.38826667235, 51, 4.425 ;experiment: 445;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 52000 ) / (p1^3 ) for the parameter intervals below: 0.9, 94223.15809334702, 101933.79316526181, 51, 0.432 0.91, 93985.54034663845, 102202.47653383258, 51, 0.848 0.92, 93731.274116955, 102492.25378822023, 51, 1.28 0.93, 93441.3092825971, 102825.33145588599, 51, 1.708 0.9400000000000001, 93104.66400343715, 103215.5720244271, 51, 2.133 0.9500000000000001, 92703.50219468297, 103685.62950302093, 51, 2.564 0.9600000000000001, 92209.91541694499, 104271.64519991154, 51, 2.982 0.9700000000000001, 91559.68974974814, 105056.62144178861, 51, 3.41 0.9800000000000001, 90656.23622666426, 106173.28058992668, 51, 3.829 0.9900000000000001, 89110.1045876701, 108156.86803754937, 51, 4.25 ;experiment: 446;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 52000 ) / (p1^3 ) for the parameter intervals below: 0.9, 98735.1109982594, 103428.3403849768, 51, 0.423 0.91, 98593.89471067047, 103580.15206023782, 51, 0.837 0.92, 98422.61969160275, 103764.94828636746, 51, 1.267 0.93, 98240.99340290493, 103961.98341403916, 51, 1.685 0.9400000000000001, 98029.74762159152, 104192.38786483186, 51, 2.117 0.9500000000000001, 97777.76839101728, 104468.97294755731, 51, 2.544 0.9600000000000001, 97466.11528953716, 104813.71969394464, 51, 2.962 0.9700000000000001, 97049.24356740215, 105279.4185320095, 51, 3.556 0.9800000000000001, 96474.34345461782, 105930.75941969104, 51, 3.976 0.9900000000000001, 95483.33464954767, 107078.5506632459, 51, 4.403 ;experiment: 447;T = : 52000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 52000 ) / (p1^3 ) for the parameter intervals below: 0.9, 99735.85009696799, 103079.40583900346, 51, 0.416 0.91, 99634.95152757327, 103185.6205008801, 51, 0.83 0.92, 99521.24803674371, 103305.66056079656, 51, 1.255 0.93, 99391.2907724041, 103443.3110527094, 51, 1.674 0.9400000000000001, 99239.07761959266, 103605.14355679041, 51, 2.101 0.9500000000000001, 99057.50939469393, 103799.05898534079, 51, 2.517 0.9600000000000001, 98821.05244393996, 104052.9487346302, 51, 2.946 0.9700000000000001, 98529.48278204219, 104368.37095364329, 51, 3.362 0.9800000000000001, 98114.36932765562, 104821.79691844236, 51, 3.778 0.9900000000000001, 97382.85567813057, 105633.4231172906, 51, 4.207 ;experiment: 448;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 53000 ) / (p1^3 ) for the parameter intervals below: 0.9, 93186.20960478371, 121116.32597924043, 51, 0.423 0.91, 92477.33797479316, 122178.98037318778, 51, 0.861 0.92, 91685.27552465296, 123394.08883806807, 51, 1.281 0.93, 90789.5845661678, 124804.83532525488, 51, 1.703 0.9400000000000001, 89759.75960257968, 126477.01259824746, 51, 2.271 0.9500000000000001, 88538.49523403759, 128532.31231090249, 51, 2.693 0.9600000000000001, 87069.98502118753, 131116.1278155441, 51, 3.127 0.9700000000000001, 85201.36564406959, 134593.54299686252, 51, 3.547 0.9800000000000001, 82620.2752401196, 139782.67691606955, 51, 3.979 0.9900000000000001, 78362.02739733993, 149484.49777504307, 51, 4.402 ;experiment: 449;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 53000 ) / (p1^3 ) for the parameter intervals below: 0.9, 96040.2502682993, 103899.06915525955, 51, 0.418 0.91, 95798.06627367476, 104172.91644938421, 51, 0.847 0.92, 95538.91388788536, 104468.26306487338, 51, 1.264 0.93, 95243.3769162484, 104807.7423350122, 51, 1.693 0.9400000000000001, 94900.26249812228, 105205.48319309753, 51, 2.109 0.9500000000000001, 94491.39182259448, 105684.57507440443, 51, 2.529 0.9600000000000001, 93988.32018721155, 106281.85395620306, 51, 2.962 0.9700000000000001, 93325.5997956218, 107081.9175476282, 51, 3.38 0.9800000000000001, 92404.78578670636, 108220.03933777001, 51, 3.81 0.9900000000000001, 90828.9448740656, 110241.75299592235, 51, 4.228 ;experiment: 450;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 53000 ) / (p1^3 ) for the parameter intervals below: 0.9, 100638.91203270173, 105422.34090731727, 51, 0.417 0.91, 100494.98180634034, 105577.07037242327, 51, 0.841 0.92, 100320.41517901326, 105765.41835393636, 51, 1.261 0.93, 100135.29835898864, 105966.24047780059, 51, 1.842 0.9400000000000001, 99919.99282630296, 106201.0732942861, 51, 2.26 0.9500000000000001, 99663.17104214693, 106482.97435317984, 51, 2.689 0.9600000000000001, 99345.52859939859, 106834.34717644566, 51, 3.105 0.9700000000000001, 98920.64549723991, 107308.99686017892, 51, 3.523 0.9800000000000001, 98334.69713248203, 107972.85678235786, 51, 3.952 0.9900000000000001, 97324.64368865966, 109142.70932534419, 51, 4.371 ;experiment: 451;T = : 53000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 53000 ) / (p1^3 ) for the parameter intervals below: 0.9, 101658.8838307172, 105066.69993529223, 51, 0.429 0.91, 101556.04612828325, 105174.95600997128, 51, 0.849 0.92, 101440.15741511896, 105297.30320655205, 51, 1.264 0.93, 101307.70255861797, 105437.59930797011, 51, 1.689 0.9400000000000001, 101152.56409420782, 105602.54220115753, 51, 2.106 0.9500000000000001, 100967.50640628881, 105800.18465645128, 51, 2.534 0.9600000000000001, 100726.50513109266, 106058.95414691238, 51, 2.952 0.9700000000000001, 100429.3319912566, 106380.43878242899, 51, 3.383 0.9800000000000001, 100006.24080257074, 106842.5796466477, 51, 3.802 0.9900000000000001, 99260.66891232655, 107669.80554147741, 51, 4.221 ;experiment: 452;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 54000 ) / (p1^3 ) for the parameter intervals below: 0.9, 94949.49165078356, 123406.30459151277, 51, 0.435 0.91, 94227.2553802322, 124489.00199308446, 51, 0.853 0.92, 93420.26007134585, 125727.02923139928, 51, 1.435 0.93, 92507.68280563317, 127164.38489874579, 51, 1.854 0.9400000000000001, 91458.44309519122, 128868.10291631082, 51, 2.271 0.9500000000000001, 90214.15539185413, 130962.17060755737, 51, 2.704 0.9600000000000001, 88717.9615179479, 133594.72432337026, 51, 3.125 0.9700000000000001, 86814.1170574586, 137137.73549484214, 51, 3.557 0.9800000000000001, 84184.37327583322, 142424.75815999054, 51, 3.978 0.9900000000000001, 79845.86424479549, 152309.6072834138, 51, 4.413 ;experiment: 453;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 54000 ) / (p1^3 ) for the parameter intervals below: 0.9, 97857.3424432516, 105864.34514525729, 51, 0.415 0.91, 97610.59220071108, 106143.35636493584, 51, 0.836 0.92, 97346.5536588157, 106444.27234152652, 51, 1.263 0.93, 97045.44454989968, 106790.15321413842, 51, 1.678 0.9400000000000001, 96695.86099280739, 107195.39436176795, 51, 2.119 0.9500000000000001, 96279.281450506, 107683.52064578794, 51, 2.536 0.9600000000000001, 95766.72495747809, 108292.0627124946, 51, 2.958 0.9700000000000001, 95091.50984149546, 109107.21365346777, 51, 3.387 0.9800000000000001, 94153.33534674846, 110266.79808561332, 51, 3.808 0.9900000000000001, 92547.78516046109, 112326.63795429532, 51, 4.238 ;experiment: 454;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 54000 ) / (p1^3 ) for the parameter intervals below: 0.9, 102542.71306714404, 107416.34142965774, 51, 0.416 0.91, 102396.0689020102, 107573.98868460873, 51, 0.996 0.92, 102218.21066642375, 107765.88842150525, 51, 1.412 0.93, 102029.60331507234, 107970.49754156203, 51, 1.828 0.9400000000000001, 101810.2380310144, 108209.75872374036, 51, 2.254 0.9500000000000001, 101548.5736932766, 108496.9757588024, 51, 2.668 0.9600000000000001, 101224.94190926003, 108854.97465894668, 51, 3.094 0.9700000000000001, 100792.04742707768, 109338.57518834833, 51, 3.512 0.9800000000000001, 100195.05081034625, 110014.95414502469, 51, 3.935 0.9900000000000001, 99165.95272777166, 111206.86798744247, 51, 4.366 ;experiment: 455;T = : 54000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 54000 ) / (p1^3 ) for the parameter intervals below: 0.9, 103581.9175644664, 107053.994031581, 51, 0.413 0.91, 103477.14072899324, 107164.29151906248, 51, 0.842 0.92, 103359.06679349419, 107288.94585230756, 51, 1.257 0.93, 103224.11434483182, 107431.88756323083, 51, 1.684 0.9400000000000001, 103066.05056882298, 107599.94084552464, 51, 2.103 0.9500000000000001, 102877.50341788371, 107801.31032756176, 51, 2.518 0.9600000000000001, 102631.95781824538, 108064.95955919455, 51, 2.948 0.9700000000000001, 102329.181200471, 108392.50661121469, 51, 3.366 0.9800000000000001, 101898.11227748585, 108863.36237485307, 51, 3.797 0.9900000000000001, 101138.48214652255, 109706.18796566421, 51, 4.214 ;experiment: 456;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 55000 ) / (p1^3 ) for the parameter intervals below: 0.9, 96712.77369678342, 125696.28320378512, 51, 0.421 0.91, 95977.17278567125, 126799.02361298114, 51, 1.007 0.92, 95155.24461803875, 128059.9696247305, 51, 1.425 0.93, 94225.78104509854, 129523.93447223668, 51, 1.857 0.9400000000000001, 93157.12658780276, 131259.19323437416, 51, 2.276 0.9500000000000001, 91889.81554967066, 133392.02890421226, 51, 2.706 0.9600000000000001, 90365.93801470828, 136073.3208311964, 51, 3.128 0.9700000000000001, 88426.86847084759, 139681.9279928218, 51, 3.549 0.9800000000000001, 85748.47131154683, 145066.83940391152, 51, 3.981 0.9900000000000001, 81329.70109225104, 155134.7167917845, 51, 4.404 ;experiment: 457;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 55000 ) / (p1^3 ) for the parameter intervals below: 0.9, 99674.43461820389, 107829.62113525505, 51, 0.423 0.91, 99423.1181277474, 108113.79628048747, 51, 0.84 0.92, 99154.19342974604, 108420.28161817965, 51, 1.26 0.93, 98847.51218355098, 108772.56409326463, 51, 1.688 0.9400000000000001, 98491.45948749251, 109185.30553043837, 51, 2.11 0.9500000000000001, 98067.17107841751, 109682.46621717143, 51, 2.543 0.9600000000000001, 97545.12972774464, 110302.27146878613, 51, 2.961 0.9700000000000001, 96857.41988736912, 111132.50975930736, 51, 3.392 0.9800000000000001, 95901.88490679057, 112313.55683345663, 51, 3.809 0.9900000000000001, 94266.62544685659, 114411.52291266831, 51, 4.231 ;experiment: 458;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 55000 ) / (p1^3 ) for the parameter intervals below: 0.9, 104446.51410158636, 109410.34195199823, 51, 0.581 0.91, 104297.15599768006, 109570.90699679419, 51, 0.994 0.92, 104116.00615383426, 109766.35848907415, 51, 1.42 0.93, 103923.90827115605, 109974.75460532345, 51, 1.835 0.9400000000000001, 103700.48323572586, 110218.4441531946, 51, 2.261 0.9500000000000001, 103433.97634440626, 110510.97716442493, 51, 2.675 0.9600000000000001, 103104.35521912147, 110875.6021414477, 51, 3.091 0.9700000000000001, 102663.44935691544, 111368.15351651776, 51, 3.517 0.9800000000000001, 102055.40448821046, 112057.0515076915, 51, 3.932 0.9900000000000001, 101007.26176688365, 113271.02664954076, 51, 4.36 ;experiment: 459;T = : 55000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 55000 ) / (p1^3 ) for the parameter intervals below: 0.9, 105504.95129821562, 109041.28812786976, 51, 0.415 0.91, 105398.23532970322, 109153.62702815367, 51, 0.832 0.92, 105277.97617186942, 109280.58849806307, 51, 1.26 0.93, 105140.52613104568, 109426.17581849155, 51, 1.678 0.9400000000000001, 104979.53704343813, 109597.33948989176, 51, 2.107 0.9500000000000001, 104787.50042947859, 109802.43599867226, 51, 2.522 0.9600000000000001, 104537.41050539809, 110070.96497147673, 51, 2.951 0.9700000000000001, 104229.03040968541, 110404.57444000039, 51, 3.368 0.9800000000000001, 103789.98375240098, 110884.14510305843, 51, 3.785 0.9900000000000001, 103016.29538071854, 111742.57038985101, 51, 4.369 ;experiment: 460;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 56000 ) / (p1^3 ) for the parameter intervals below: 0.9, 98476.05574278327, 127986.26181605746, 51, 0.418 0.91, 97727.0901911103, 129109.04523287782, 51, 0.85 0.92, 96890.22916473165, 130392.91001806171, 51, 1.271 0.93, 95943.87928456391, 131883.4840457276, 51, 1.692 0.9400000000000001, 94855.8100804143, 133650.28355243753, 51, 2.128 0.9500000000000001, 93565.4757074872, 135821.88720086718, 51, 2.564 0.9600000000000001, 92013.91451146865, 138551.91733902256, 51, 3.001 0.9700000000000001, 90039.61988423658, 142226.1204908014, 51, 3.425 0.9800000000000001, 87312.56934726043, 147708.92064783248, 51, 3.859 0.9900000000000001, 82813.5379397066, 157959.82630015523, 51, 4.28 ;experiment: 461;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 56000 ) / (p1^3 ) for the parameter intervals below: 0.9, 101491.52679315618, 109794.89712525278, 51, 0.416 0.91, 101235.64405478371, 110084.2361960391, 51, 0.844 0.92, 100961.8332006764, 110396.2908948328, 51, 1.265 0.93, 100649.57981720226, 110754.97497239086, 51, 1.696 0.9400000000000001, 100287.05798217763, 111175.21669910879, 51, 2.116 0.9500000000000001, 99855.06070632901, 111681.41178855493, 51, 2.536 0.9600000000000001, 99323.53449801118, 112312.48022507767, 51, 2.966 0.9700000000000001, 98623.32993324277, 113157.80586514695, 51, 3.385 0.9800000000000001, 97650.43446683267, 114360.31558129996, 51, 3.966 0.9900000000000001, 95985.46573325209, 116496.40787104129, 51, 4.4 ;experiment: 462;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 56000 ) / (p1^3 ) for the parameter intervals below: 0.9, 106350.31513602867, 111404.3424743387, 51, 0.499 0.91, 106198.24309334994, 111567.82530897965, 51, 0.949 0.92, 106013.80164124476, 111766.82855664304, 51, 1.367 0.93, 105818.21322723974, 111979.0116690849, 51, 1.79 0.9400000000000001, 105590.7284404373, 112227.12958264885, 51, 2.208 0.9500000000000001, 105319.37899553591, 112524.97857004747, 51, 2.636 0.9600000000000001, 104983.76852898291, 112896.22962394872, 51, 3.053 0.9700000000000001, 104534.8512867532, 113397.73184468718, 51, 3.471 0.9800000000000001, 103915.75816607468, 114099.14887035833, 51, 3.899 0.9900000000000001, 102848.57080599564, 115335.18531163904, 51, 4.318 ;experiment: 463;T = : 56000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 56000 ) / (p1^3 ) for the parameter intervals below: 0.9, 107427.98503196482, 111028.58222415853, 51, 0.426 0.91, 107319.32993041321, 111142.96253724486, 51, 0.844 0.92, 107196.88555024465, 111272.23114381857, 51, 1.261 0.93, 107056.93791725955, 111420.46407375227, 51, 1.689 0.9400000000000001, 106893.02351805329, 111594.73813425888, 51, 2.107 0.9500000000000001, 106697.49744107349, 111803.56166978275, 51, 2.533 0.9600000000000001, 106442.86319255081, 112076.9703837589, 51, 2.951 0.9700000000000001, 106128.87961889981, 112416.64226878609, 51, 3.369 0.9800000000000001, 105681.85522731609, 112904.92783126378, 51, 3.947 0.9900000000000001, 104894.10861491453, 113778.95281403781, 51, 4.364 ;experiment: 464;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 57000 ) / (p1^3 ) for the parameter intervals below: 0.9, 100239.33778878312, 130276.2404283298, 51, 0.44 0.91, 99477.00759654935, 131419.0668527745, 51, 0.91 0.92, 98625.21371142456, 132725.85041139292, 51, 1.344 0.93, 97661.97752402928, 134243.03361921848, 51, 1.774 0.9400000000000001, 96554.49357302584, 136041.3738705009, 51, 2.203 0.9500000000000001, 95241.13586530375, 138251.74549752206, 51, 2.637 0.9600000000000001, 93661.89100822904, 141030.5138468487, 51, 3.06 0.9700000000000001, 91652.37129762559, 144770.31298878102, 51, 3.496 0.9800000000000001, 88876.66738297405, 150351.00189175346, 51, 3.918 0.9900000000000001, 84297.37478716215, 160784.93580852594, 51, 4.36 ;experiment: 465;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 57000 ) / (p1^3 ) for the parameter intervals below: 0.9, 103308.61896810847, 111760.17311525052, 51, 0.414 0.91, 103048.16998182004, 112054.67611159073, 51, 0.831 0.92, 102769.47297160674, 112372.30017148594, 51, 1.265 0.93, 102451.64745085355, 112737.38585151709, 51, 1.688 0.9400000000000001, 102082.65647686276, 113165.12786777921, 51, 2.143 0.9500000000000001, 101642.95033424052, 113680.35735993844, 51, 2.562 0.9600000000000001, 101101.93926827774, 114322.6889813692, 51, 2.992 0.9700000000000001, 100389.23997911644, 115183.10197098654, 51, 3.577 0.9800000000000001, 99398.98402687476, 116407.07432914327, 51, 3.993 0.9900000000000001, 97704.30601964759, 118581.29282941426, 51, 4.423 ;experiment: 466;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 57000 ) / (p1^3 ) for the parameter intervals below: 0.9, 108254.116170471, 113398.34299667917, 51, 0.415 0.91, 108099.3301890198, 113564.74362116511, 51, 0.83 0.92, 107911.59712865525, 113767.29862421194, 51, 1.261 0.93, 107712.51818332345, 113983.26873284632, 51, 1.679 0.9400000000000001, 107480.97364514874, 114235.8150121031, 51, 2.107 0.9500000000000001, 107204.78164666556, 114538.97997567001, 51, 2.523 0.9600000000000001, 106863.18183884435, 114916.85710644974, 51, 2.94 0.9700000000000001, 106406.25321659097, 115427.3101728566, 51, 3.367 0.9800000000000001, 105776.1118439389, 116141.24623302516, 51, 3.785 0.9900000000000001, 104689.87984510763, 117399.34397373733, 51, 4.214 ;experiment: 467;T = : 57000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 57000 ) / (p1^3 ) for the parameter intervals below: 0.9, 109351.01876571402, 113015.87632044729, 51, 0.418 0.91, 109240.42453112321, 113132.29804633606, 51, 0.833 0.92, 109115.79492861989, 113263.87378957408, 51, 1.262 0.93, 108973.34970347342, 113414.75232901299, 51, 1.68 0.9400000000000001, 108806.50999266845, 113592.136778626, 51, 2.11 0.9500000000000001, 108607.49445266838, 113804.68734089324, 51, 2.528 0.9600000000000001, 108348.31587970351, 114082.97579604108, 51, 3.108 0.9700000000000001, 108028.72882811421, 114428.71009757179, 51, 3.525 0.9800000000000001, 107573.72670223122, 114925.71055946914, 51, 3.939 0.9900000000000001, 106771.92184911053, 115815.33523822462, 51, 4.367 ;experiment: 468;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 58000 ) / (p1^3 ) for the parameter intervals below: 0.9, 102002.61983478296, 132566.21904060215, 51, 0.422 0.91, 101226.92500198839, 133729.08847267117, 51, 0.858 0.92, 100360.19825811745, 135058.79080472415, 51, 1.279 0.93, 99380.07576349465, 136602.58319270937, 51, 1.702 0.9400000000000001, 98253.17706563738, 138432.46418856425, 51, 2.131 0.9500000000000001, 96916.79602312029, 140681.60379417695, 51, 2.552 0.9600000000000001, 95309.86750498941, 143509.1103546749, 51, 2.986 0.9700000000000001, 93265.12271101458, 147314.50548676064, 51, 3.411 0.9800000000000001, 90440.76541868766, 152993.08313567445, 51, 3.836 0.9900000000000001, 85781.2116346177, 163610.0453168967, 51, 4.271 ;experiment: 469;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 58000 ) / (p1^3 ) for the parameter intervals below: 0.9, 105125.71114306076, 113725.44910524826, 51, 0.418 0.91, 104860.69590885636, 114025.11602714236, 51, 0.85 0.92, 104577.11274253708, 114348.30944813909, 51, 1.266 0.93, 104253.71508450485, 114719.7967306433, 51, 1.684 0.9400000000000001, 103878.25497154787, 115155.03903644963, 51, 2.116 0.9500000000000001, 103430.83996215204, 115679.30293132194, 51, 2.532 0.9600000000000001, 102880.34403854428, 116332.89773766074, 51, 3.113 0.9700000000000001, 102155.1500249901, 117208.39807682611, 51, 3.528 0.9800000000000001, 101147.53358691688, 118453.83307698659, 51, 3.947 0.9900000000000001, 99423.14630604308, 120666.17778778725, 51, 4.376 ;experiment: 470;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 58000 ) / (p1^3 ) for the parameter intervals below: 0.9, 110157.9172049133, 115392.34351901966, 51, 0.417 0.91, 110000.41728468967, 115561.66193335055, 51, 0.847 0.92, 109809.39261606576, 115767.76869178083, 51, 1.263 0.93, 109606.82313940716, 115987.52579660776, 51, 1.683 0.9400000000000001, 109371.21884986019, 116244.50044155735, 51, 2.107 0.9500000000000001, 109090.18429779522, 116552.98138129256, 51, 2.523 0.9600000000000001, 108742.59514870579, 116937.48458895076, 51, 2.949 0.9700000000000001, 108277.65514642872, 117456.88850102601, 51, 3.368 0.9800000000000001, 107636.46552180311, 118183.34359569199, 51, 3.785 0.9900000000000001, 106531.18888421963, 119463.50263583561, 51, 4.216 ;experiment: 471;T = : 58000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 58000 ) / (p1^3 ) for the parameter intervals below: 0.9, 111274.05249946323, 115003.17041673606, 51, 0.417 0.91, 111161.51913183319, 115121.63355542724, 51, 0.844 0.92, 111034.70430699512, 115255.51643532957, 51, 1.259 0.93, 110889.76148968727, 115409.0405842737, 51, 1.675 0.9400000000000001, 110719.9964672836, 115589.53542299313, 51, 2.241 0.9500000000000001, 110517.49146426326, 115805.81301200372, 51, 2.653 0.9600000000000001, 110253.76856685623, 116088.98120832325, 51, 3.083 0.9700000000000001, 109928.57803732861, 116440.77792635749, 51, 3.501 0.9800000000000001, 109465.59817714633, 116946.4932876745, 51, 3.922 0.9900000000000001, 108649.73508330651, 117851.71766241142, 51, 4.351 ;experiment: 472;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 59000 ) / (p1^3 ) for the parameter intervals below: 0.9, 103765.90188078281, 134856.19765287449, 51, 0.422 0.91, 102976.84240742744, 136039.11009256786, 51, 0.854 0.92, 102095.18280481035, 137391.73119805535, 51, 1.272 0.93, 101098.17400296002, 138962.13276620026, 51, 1.704 0.9400000000000001, 99951.86055824893, 140823.55450662758, 51, 2.124 0.9500000000000001, 98592.45618093683, 143111.46209083183, 51, 2.547 0.9600000000000001, 96957.84400174979, 145987.70686250104, 51, 2.98 0.9700000000000001, 94877.87412440358, 149858.69798474025, 51, 3.401 0.9800000000000001, 92004.86345440127, 155635.1643795954, 51, 3.836 0.9900000000000001, 87265.04848207325, 166435.1548252674, 51, 4.256 ;experiment: 473;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 59000 ) / (p1^3 ) for the parameter intervals below: 0.9, 106942.80331801306, 115690.725095246, 51, 0.416 0.91, 106673.22183589268, 115995.55594269399, 51, 0.846 0.92, 106384.75251346742, 116324.31872479223, 51, 1.269 0.93, 106055.78271815613, 116702.20760976952, 51, 1.848 0.9400000000000001, 105673.85346623299, 117144.95020512005, 51, 2.269 0.9500000000000001, 105218.72959006355, 117678.24850270545, 51, 2.683 0.9600000000000001, 104658.74880881084, 118343.10649395226, 51, 3.108 0.9700000000000001, 103921.06007086375, 119233.6941826657, 51, 3.527 0.9800000000000001, 102896.08314695898, 120500.59182482991, 51, 3.963 0.9900000000000001, 101141.98659243858, 122751.06274616023, 51, 4.384 ;experiment: 474;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 59000 ) / (p1^3 ) for the parameter intervals below: 0.9, 112061.71823935563, 117386.34404136013, 51, 0.416 0.91, 111901.50438035953, 117558.58024553601, 51, 0.843 0.92, 111707.18810347626, 117768.23875934973, 51, 1.256 0.93, 111501.12809549086, 117991.7828603692, 51, 1.684 0.9400000000000001, 111261.46405457164, 118253.18587101159, 51, 2.099 0.9500000000000001, 110975.58694892487, 118566.98278691509, 51, 2.538 0.9600000000000001, 110622.00845856723, 118958.11207145179, 51, 2.969 0.9700000000000001, 110149.05707626649, 119486.46682919544, 51, 3.388 0.9800000000000001, 109496.81919966733, 120225.44095835881, 51, 3.818 0.9900000000000001, 108372.49792333163, 121527.6612979339, 51, 4.241 ;experiment: 475;T = : 59000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 59000 ) / (p1^3 ) for the parameter intervals below: 0.9, 113197.08623321244, 116990.46451302481, 51, 0.419 0.91, 113082.61373254318, 117110.96906451843, 51, 0.842 0.92, 112953.61368537035, 117247.15908108508, 51, 1.258 0.93, 112806.17327590114, 117403.32883953441, 51, 1.851 0.9400000000000001, 112633.48294189876, 117586.93406736024, 51, 2.264 0.9500000000000001, 112427.48847585816, 117806.93868311422, 51, 2.677 0.9600000000000001, 112159.22125400894, 118094.98662060543, 51, 3.108 0.9700000000000001, 111828.42724654303, 118452.8457551432, 51, 3.527 0.9800000000000001, 111357.46965206145, 118967.27601587985, 51, 3.956 0.9900000000000001, 110527.5483175025, 119888.10008659822, 51, 4.376 ;experiment: 476;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 1000 794 206 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 60000 ) / (p1^3 ) for the parameter intervals below: 0.9, 105529.18392678266, 137146.17626514682, 51, 0.425 0.91, 104726.75981286648, 138349.13171246453, 51, 0.855 0.92, 103830.16735150325, 139724.67159138658, 51, 1.273 0.93, 102816.27224242539, 141321.68233969115, 51, 1.703 0.9400000000000001, 101650.54405086047, 143214.64482469094, 51, 2.125 0.9500000000000001, 100268.11633875337, 145541.32038748672, 51, 2.558 0.9600000000000001, 98605.82049851016, 148466.3033703272, 51, 2.979 0.9700000000000001, 96490.62553779257, 152402.89048271987, 51, 3.402 0.9800000000000001, 93568.96149011489, 158277.24562351638, 51, 3.838 0.9900000000000001, 88748.88532952881, 169260.26433363813, 51, 4.267 ;experiment: 477;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 10000 8090 1910 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 60000 ) / (p1^3 ) for the parameter intervals below: 0.9, 108759.89549296534, 117656.00108524376, 51, 0.43 0.91, 108485.747762929, 117965.99585824562, 51, 0.847 0.92, 108192.39228439778, 118300.32800144536, 51, 1.264 0.93, 107857.85035180743, 118684.61848889574, 51, 1.698 0.9400000000000001, 107469.45196091812, 119134.86137379047, 51, 2.116 0.9500000000000001, 107006.61921797505, 119677.19407408895, 51, 2.704 0.9600000000000001, 106437.15357907738, 120353.3152502438, 51, 3.119 0.9700000000000001, 105686.97011673742, 121258.99028850529, 51, 3.536 0.9800000000000001, 104644.63270700107, 122547.35057267323, 51, 3.973 0.9900000000000001, 102860.82687883408, 124835.9477045332, 51, 4.39 ;experiment: 478;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 30000 24021 5979 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 60000 ) / (p1^3 ) for the parameter intervals below: 0.9, 113965.51927379794, 119380.34456370061, 51, 0.429 0.91, 113802.5914760294, 119555.49855772147, 51, 0.848 0.92, 113604.98359088675, 119768.70882691862, 51, 1.267 0.93, 113395.43305157457, 119996.03992413063, 51, 1.696 0.9400000000000001, 113151.70925928309, 120261.87130046583, 51, 2.113 0.9500000000000001, 112860.98960005453, 120580.98419253762, 51, 2.532 0.9600000000000001, 112501.42176842867, 120978.73955395281, 51, 2.959 0.9700000000000001, 112020.45900610424, 121516.04515736486, 51, 3.379 0.9800000000000001, 111357.17287753154, 122267.53832102563, 51, 3.8 0.9900000000000001, 110213.80696244362, 123591.81996003218, 51, 4.228 ;experiment: 479;T = : 60000;alpha range = : 0.90 0.99 0.01;observations: p 2 60000 47987 12013 Analysing ( -1000*p1^3 + 1035*p1^2 - 355*p1 + 60000 ) / (p1^3 ) for the parameter intervals below: 0.9, 115120.11996696165, 118977.75860931358, 51, 0.417 0.91, 115003.70833325316, 119100.30457360962, 51, 0.848 0.92, 114872.52306374558, 119238.80172684058, 51, 1.268 0.93, 114722.585062115, 119397.61709479513, 51, 1.685 0.9400000000000001, 114546.96941651392, 119584.33271172736, 51, 2.117 0.9500000000000001, 114337.48548745304, 119808.06435422471, 51, 2.535 0.9600000000000001, 114064.67394116166, 120100.9920328876, 51, 2.953 0.9700000000000001, 113728.27645575743, 120464.91358392888, 51, 3.537 0.9800000000000001, 113249.34112697656, 120988.05874408521, 51, 3.958 0.9900000000000001, 112405.3615516985, 121924.48251078502, 51, 4.385