# size N = 128 # number of samples: 1342177280 # sparse NxN matrix # format: row column probability # missing entries connected to (1,1) are 1.0 # missing entries connected to (N,N) are 0.0 1 30 0.999999999254942 1 31 0.999999999254942 1 32 0.9999999970197677 1 33 0.9999999925494194 1 34 0.9999999836087227 1 35 0.9999999471008778 1 36 0.9999998658895493 1 37 0.9999996185302734 1 38 0.9999990046024323 1 39 0.999997579306364 1 40 0.9999941669404506 1 41 0.9999865792691708 1 42 0.9999706253409386 1 43 0.9999374151229858 1 44 0.9998708240687847 1 45 0.9997419260442257 1 46 0.9995017781853676 1 47 0.9990684628486634 1 48 0.9983129322528839 1 49 0.9970369875431061 1 50 0.9949557021260261 1 51 0.9916641719639301 1 52 0.9866327479481697 1 53 0.979179947078228 1 54 0.9684930272400379 1 55 0.9536509297788143 1 56 0.9336840532720089 1 57 0.9076569721102714 1 58 0.8747785784304142 1 59 0.8345340989530087 1 60 0.7867788024246692 1 61 0.7318621128797531 1 62 0.6706350237131119 1 63 0.6044746935367584 1 64 0.5351797752082348 1 65 0.46479886025190353 1 66 0.3954955317080021 1 67 0.3293431110680103 1 68 0.2681113310158253 1 69 0.21320389956235886 1 70 0.16544914990663528 1 71 0.12520097941160202 1 72 0.09232592582702637 1 73 0.06630426719784732 1 74 0.04633207246661186 1 75 0.031495075672864914 1 76 0.020813985913991973 1 77 0.013363806903362252 1 78 0.00833286046981807 1 79 0.005043055117130324 1 80 0.002961593866348311 1 81 0.0016870945692062378 1 82 0.0009306311607361062 1 83 0.0004971735179424286 1 84 0.00025774314999582604 1 85 0.0001294568181038347 1 86 6.271228194232314e-05 1 87 2.9240548610642847e-05 1 88 1.3352185487702783e-05 1 89 5.814433097883764e-06 1 90 2.4460256099478883e-06 1 91 1.0192394256369752e-06 1 92 4.172325134277344e-07 1 93 1.5273690223693848e-07 1 94 5.21540641784668e-08 1 95 2.2351741790771484e-08 1 96 1.043081288010228e-08 1 97 2.9802322831784522e-09 1 98 1.4901161415892261e-09 1 99 7.450580152834618e-10 1 100 7.450580152834618e-10 1 101 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0.01771867647767067 2 69 0.010050670802593253 2 70 0.005435159057378791 2 71 0.0027981854975223097 2 72 0.0013687789440155473 2 73 0.000636465847492218 2 74 0.0002808123826980591 2 75 0.00011736452579502732 2 76 4.6505033969856946e-05 2 77 1.7485022544838635e-05 2 78 6.104260683037488e-06 2 79 2.023577690080103e-06 2 80 6.578862666861696e-07 2 81 1.780688763108884e-07 2 82 4.9173831895288345e-08 2 83 1.4156103178564194e-08 2 84 2.235174156872688e-09 3 26 0.999999999254942 3 27 0.9999999970197677 3 28 0.9999999858438968 3 29 0.9999999560415744 3 30 0.9999998554587364 3 31 0.9999995633959771 3 32 0.9999987281858921 3 33 0.999996543675661 3 34 0.9999907895922661 3 35 0.9999767236411572 3 36 0.9999435476958751 3 37 0.9998690091073513 3 38 0.9997089564800262 3 39 0.9993794113397598 3 40 0.9987279325723648 3 41 0.9974955461919308 3 42 0.9952609561383724 3 43 0.9913791827857494 3 44 0.9849118158221245 3 45 0.9746041983366013 3 46 0.9588705413043499 3 47 0.9358760997653007 3 48 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8.516609668729469e-05 5 62 2.4552643299147192e-05 5 63 6.3925981521606445e-06 5 64 1.5363097191078978e-06 5 65 2.9504299159377467e-07 5 66 5.289912219375026e-08 5 67 8.19563861220729e-09 5 68 1.4901161415892261e-09 6 20 0.999999999254942 6 21 0.9999999985098839 6 22 0.9999999932944774 6 23 0.9999999605119229 6 24 0.9999998509883881 6 25 0.9999994903802871 6 26 0.9999983571469784 6 27 0.9999948427081108 6 28 0.9999849520623684 6 29 0.9999581471085548 6 30 0.9998901635408401 6 31 0.9997259192168713 6 32 0.999350318312645 6 33 0.9985376231372356 6 34 0.9968746669590474 6 35 0.9936436876654625 6 36 0.9876984909176827 6 37 0.9773543149232864 6 38 0.9603170648217201 6 39 0.9338082931935787 6 40 0.8948855750262737 6 41 0.8410195179283619 6 42 0.7709040656685829 6 43 0.6851487949490547 6 44 0.5868796564638614 6 45 0.48155082836747165 6 46 0.3762747041881085 6 47 0.27839619219303136 6 48 0.19393323659896855 6 49 0.12653455734252927 6 50 0.07694376558065419 6 51 0.04338412284851079 6 52 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