% Mon Aug 3 15:42:52 2015
% Input layer: (9, 9)
% Output layer: (1, 81)
% Fanout size: (1, 5)
% Fanout spacing: (1, 1)
% Specified fanout weights
Connect(efd2, ea2d) {
From: (1, 1) {
([ 1,80] 0.000961) ([ 1,81] 0.001185) ([ 1, 1] 0.000890) ([ 1, 2] 0.000917) ([ 1, 3] 0.000844)
}
From: (1, 2) {
([ 1,81] 0.001580) ([ 1, 1] 0.001797) ([ 1, 2] 0.001352) ([ 1, 3] 0.001324) ([ 1, 4] 0.001671)
}
From: (1, 3) {
([ 1, 1] 0.001721) ([ 1, 2] 0.001635) ([ 1, 3] 0.001410) ([ 1, 4] 0.000789) ([ 1, 5] 0.001331)
}
From: (1, 4) {
([ 1, 2] 0.001597) ([ 1, 3] 0.001807) ([ 1, 4] 0.001969) ([ 1, 5] 0.002094) ([ 1, 6] 0.001290)
}
From: (1, 5) {
([ 1, 3] 0.001436) ([ 1, 4] 0.001425) ([ 1, 5] 0.002062) ([ 1, 6] 0.001941) ([ 1, 7] 0.001806)
}
From: (1, 6) {
([ 1, 4] 0.001350) ([ 1, 5] 0.001850) ([ 1, 6] 0.001634) ([ 1, 7] 0.000985) ([ 1, 8] 0.001183)
}
From: (1, 7) {
([ 1, 5] 0.000870) ([ 1, 6] 0.001185) ([ 1, 7] 0.001964) ([ 1, 8] 0.001843) ([ 1, 9] 0.001962)
}
From: (1, 8) {
([ 1, 6] 0.001861) ([ 1, 7] 0.001406) ([ 1, 8] 0.001801) ([ 1, 9] 0.002088) ([ 1,10] 0.001642)
}
From: (1, 9) {
([ 1, 7] 0.000808) ([ 1, 8] 0.001329) ([ 1, 9] 0.001026) ([ 1,10] 0.000812) ([ 1,11] 0.001714)
}
From: (2, 1) {
([ 1, 8] 0.000897) ([ 1, 9] 0.002091) ([ 1,10] 0.000965) ([ 1,11] 0.001018) ([ 1,12] 0.001865)
}
From: (2, 2) {
([ 1, 9] 0.001774) ([ 1,10] 0.001105) ([ 1,11] 0.001176) ([ 1,12] 0.001321) ([ 1,13] 0.001884)
}
From: (2, 3) {
([ 1,10] 0.001531) ([ 1,11] 0.001785) ([ 1,12] 0.000790) ([ 1,13] 0.002020) ([ 1,14] 0.001020)
}
From: (2, 4) {
([ 1,11] 0.001516) ([ 1,12] 0.001534) ([ 1,13] 0.001256) ([ 1,14] 0.000979) ([ 1,15] 0.001608)
}
From: (2, 5) {
([ 1,12] 0.001102) ([ 1,13] 0.000807) ([ 1,14] 0.000923) ([ 1,15] 0.001092) ([ 1,16] 0.000897)
}
From: (2, 6) {
([ 1,13] 0.001236) ([ 1,14] 0.002057) ([ 1,15] 0.001267) ([ 1,16] 0.000952) ([ 1,17] 0.001857)
}
From: (2, 7) {
([ 1,14] 0.000966) ([ 1,15] 0.001735) ([ 1,16] 0.000871) ([ 1,17] 0.001360) ([ 1,18] 0.001880)
}
From: (2, 8) {
([ 1,15] 0.001240) ([ 1,16] 0.000847) ([ 1,17] 0.000992) ([ 1,18] 0.000721) ([ 1,19] 0.001700)
}
From: (2, 9) {
([ 1,16] 0.001701) ([ 1,17] 0.000950) ([ 1,18] 0.000865) ([ 1,19] 0.000793) ([ 1,20] 0.001704)
}
From: (3, 1) {
([ 1,17] 0.001942) ([ 1,18] 0.002010) ([ 1,19] 0.001738) ([ 1,20] 0.001517) ([ 1,21] 0.001430)
}
From: (3, 2) {
([ 1,18] 0.001937) ([ 1,19] 0.000716) ([ 1,20] 0.000847) ([ 1,21] 0.001686) ([ 1,22] 0.001083)
}
From: (3, 3) {
([ 1,19] 0.001223) ([ 1,20] 0.000891) ([ 1,21] 0.001386) ([ 1,22] 0.001768) ([ 1,23] 0.000825)
}
From: (3, 4) {
([ 1,20] 0.001794) ([ 1,21] 0.001657) ([ 1,22] 0.001492) ([ 1,23] 0.000852) ([ 1,24] 0.000898)
}
From: (3, 5) {
([ 1,21] 0.001671) ([ 1,22] 0.001356) ([ 1,23] 0.001910) ([ 1,24] 0.000822) ([ 1,25] 0.002059)
}
From: (3, 6) {
([ 1,22] 0.000932) ([ 1,23] 0.000747) ([ 1,24] 0.001223) ([ 1,25] 0.001790) ([ 1,26] 0.001990)
}
From: (3, 7) {
([ 1,23] 0.001149) ([ 1,24] 0.001858) ([ 1,25] 0.001317) ([ 1,26] 0.000891) ([ 1,27] 0.001373)
}
From: (3, 8) {
([ 1,24] 0.001057) ([ 1,25] 0.001352) ([ 1,26] 0.002018) ([ 1,27] 0.001164) ([ 1,28] 0.000984)
}
From: (3, 9) {
([ 1,25] 0.002007) ([ 1,26] 0.001472) ([ 1,27] 0.001015) ([ 1,28] 0.001626) ([ 1,29] 0.001117)
}
From: (4, 1) {
([ 1,26] 0.001766) ([ 1,27] 0.001447) ([ 1,28] 0.001205) ([ 1,29] 0.001202) ([ 1,30] 0.001534)
}
From: (4, 2) {
([ 1,27] 0.000716) ([ 1,28] 0.001188) ([ 1,29] 0.001342) ([ 1,30] 0.001916) ([ 1,31] 0.001418)
}
From: (4, 3) {
([ 1,28] 0.000864) ([ 1,29] 0.000872) ([ 1,30] 0.000822) ([ 1,31] 0.001319) ([ 1,32] 0.001660)
}
From: (4, 4) {
([ 1,29] 0.001043) ([ 1,30] 0.002002) ([ 1,31] 0.001357) ([ 1,32] 0.001653) ([ 1,33] 0.001559)
}
From: (4, 5) {
([ 1,30] 0.001125) ([ 1,31] 0.001427) ([ 1,32] 0.001588) ([ 1,33] 0.000778) ([ 1,34] 0.001818)
}
From: (4, 6) {
([ 1,31] 0.001769) ([ 1,32] 0.001321) ([ 1,33] 0.001694) ([ 1,34] 0.001032) ([ 1,35] 0.001206)
}
From: (4, 7) {
([ 1,32] 0.000942) ([ 1,33] 0.002073) ([ 1,34] 0.001907) ([ 1,35] 0.000710) ([ 1,36] 0.000903)
}
From: (4, 8) {
([ 1,33] 0.001460) ([ 1,34] 0.001626) ([ 1,35] 0.001955) ([ 1,36] 0.001535) ([ 1,37] 0.001187)
}
From: (4, 9) {
([ 1,34] 0.001031) ([ 1,35] 0.001560) ([ 1,36] 0.002073) ([ 1,37] 0.002066) ([ 1,38] 0.001590)
}
From: (5, 1) {
([ 1,35] 0.001481) ([ 1,36] 0.001251) ([ 1,37] 0.001846) ([ 1,38] 0.001472) ([ 1,39] 0.002045)
}
From: (5, 2) {
([ 1,36] 0.001375) ([ 1,37] 0.001441) ([ 1,38] 0.001164) ([ 1,39] 0.001069) ([ 1,40] 0.001591)
}
From: (5, 3) {
([ 1,37] 0.001941) ([ 1,38] 0.001180) ([ 1,39] 0.001505) ([ 1,40] 0.001003) ([ 1,41] 0.001717)
}
From: (5, 4) {
([ 1,38] 0.001115) ([ 1,39] 0.001023) ([ 1,40] 0.000803) ([ 1,41] 0.001922) ([ 1,42] 0.001118)
}
From: (5, 5) {
([ 1,39] 0.000713) ([ 1,40] 0.001588) ([ 1,41] 0.000801) ([ 1,42] 0.001481) ([ 1,43] 0.001240)
}
From: (5, 6) {
([ 1,40] 0.001228) ([ 1,41] 0.001767) ([ 1,42] 0.001904) ([ 1,43] 0.001137) ([ 1,44] 0.001584)
}
From: (5, 7) {
([ 1,41] 0.000912) ([ 1,42] 0.000933) ([ 1,43] 0.001303) ([ 1,44] 0.001005) ([ 1,45] 0.001378)
}
From: (5, 8) {
([ 1,42] 0.002014) ([ 1,43] 0.001053) ([ 1,44] 0.001586) ([ 1,45] 0.001475) ([ 1,46] 0.000818)
}
From: (5, 9) {
([ 1,43] 0.001870) ([ 1,44] 0.000881) ([ 1,45] 0.001384) ([ 1,46] 0.001752) ([ 1,47] 0.001692)
}
From: (6, 1) {
([ 1,44] 0.001091) ([ 1,45] 0.001563) ([ 1,46] 0.001443) ([ 1,47] 0.001107) ([ 1,48] 0.001176)
}
From: (6, 2) {
([ 1,45] 0.001680) ([ 1,46] 0.000737) ([ 1,47] 0.001949) ([ 1,48] 0.000720) ([ 1,49] 0.000965)
}
From: (6, 3) {
([ 1,46] 0.000936) ([ 1,47] 0.001286) ([ 1,48] 0.000721) ([ 1,49] 0.001000) ([ 1,50] 0.000807)
}
From: (6, 4) {
([ 1,47] 0.001116) ([ 1,48] 0.000921) ([ 1,49] 0.001969) ([ 1,50] 0.001771) ([ 1,51] 0.001765)
}
From: (6, 5) {
([ 1,48] 0.001550) ([ 1,49] 0.001158) ([ 1,50] 0.001414) ([ 1,51] 0.001475) ([ 1,52] 0.001072)
}
From: (6, 6) {
([ 1,49] 0.001654) ([ 1,50] 0.000974) ([ 1,51] 0.001181) ([ 1,52] 0.001052) ([ 1,53] 0.001738)
}
From: (6, 7) {
([ 1,50] 0.001501) ([ 1,51] 0.001516) ([ 1,52] 0.001900) ([ 1,53] 0.001263) ([ 1,54] 0.002007)
}
From: (6, 8) {
([ 1,51] 0.001184) ([ 1,52] 0.001250) ([ 1,53] 0.000775) ([ 1,54] 0.001214) ([ 1,55] 0.001712)
}
From: (6, 9) {
([ 1,52] 0.001835) ([ 1,53] 0.000770) ([ 1,54] 0.001244) ([ 1,55] 0.001617) ([ 1,56] 0.000840)
}
From: (7, 1) {
([ 1,53] 0.001915) ([ 1,54] 0.001366) ([ 1,55] 0.001725) ([ 1,56] 0.000707) ([ 1,57] 0.001685)
}
From: (7, 2) {
([ 1,54] 0.001732) ([ 1,55] 0.001194) ([ 1,56] 0.001735) ([ 1,57] 0.000883) ([ 1,58] 0.001703)
}
From: (7, 3) {
([ 1,55] 0.001851) ([ 1,56] 0.000735) ([ 1,57] 0.000936) ([ 1,58] 0.000861) ([ 1,59] 0.001276)
}
From: (7, 4) {
([ 1,56] 0.002057) ([ 1,57] 0.001457) ([ 1,58] 0.000773) ([ 1,59] 0.000911) ([ 1,60] 0.002078)
}
From: (7, 5) {
([ 1,57] 0.000966) ([ 1,58] 0.001127) ([ 1,59] 0.000886) ([ 1,60] 0.001021) ([ 1,61] 0.000873)
}
From: (7, 6) {
([ 1,58] 0.001962) ([ 1,59] 0.001272) ([ 1,60] 0.001813) ([ 1,61] 0.001373) ([ 1,62] 0.001114)
}
From: (7, 7) {
([ 1,59] 0.000874) ([ 1,60] 0.000953) ([ 1,61] 0.001159) ([ 1,62] 0.001198) ([ 1,63] 0.001309)
}
From: (7, 8) {
([ 1,60] 0.001323) ([ 1,61] 0.000741) ([ 1,62] 0.001177) ([ 1,63] 0.001869) ([ 1,64] 0.001782)
}
From: (7, 9) {
([ 1,61] 0.001024) ([ 1,62] 0.000773) ([ 1,63] 0.000707) ([ 1,64] 0.000841) ([ 1,65] 0.001284)
}
From: (8, 1) {
([ 1,62] 0.001267) ([ 1,63] 0.002028) ([ 1,64] 0.001954) ([ 1,65] 0.001694) ([ 1,66] 0.001700)
}
From: (8, 2) {
([ 1,63] 0.000986) ([ 1,64] 0.000838) ([ 1,65] 0.000864) ([ 1,66] 0.000853) ([ 1,67] 0.000923)
}
From: (8, 3) {
([ 1,64] 0.001813) ([ 1,65] 0.001637) ([ 1,66] 0.001553) ([ 1,67] 0.000782) ([ 1,68] 0.000904)
}
From: (8, 4) {
([ 1,65] 0.002090) ([ 1,66] 0.001504) ([ 1,67] 0.000873) ([ 1,68] 0.001680) ([ 1,69] 0.001653)
}
From: (8, 5) {
([ 1,66] 0.001296) ([ 1,67] 0.001135) ([ 1,68] 0.001113) ([ 1,69] 0.001357) ([ 1,70] 0.001783)
}
From: (8, 6) {
([ 1,67] 0.001562) ([ 1,68] 0.001185) ([ 1,69] 0.001570) ([ 1,70] 0.001161) ([ 1,71] 0.001440)
}
From: (8, 7) {
([ 1,68] 0.001414) ([ 1,69] 0.000852) ([ 1,70] 0.001105) ([ 1,71] 0.000947) ([ 1,72] 0.001192)
}
From: (8, 8) {
([ 1,69] 0.000938) ([ 1,70] 0.000968) ([ 1,71] 0.002003) ([ 1,72] 0.001943) ([ 1,73] 0.001466)
}
From: (8, 9) {
([ 1,70] 0.001518) ([ 1,71] 0.001803) ([ 1,72] 0.001556) ([ 1,73] 0.001054) ([ 1,74] 0.001063)
}
From: (9, 1) {
([ 1,71] 0.001547) ([ 1,72] 0.001892) ([ 1,73] 0.000748) ([ 1,74] 0.000963) ([ 1,75] 0.001214)
}
From: (9, 2) {
([ 1,72] 0.000958) ([ 1,73] 0.001796) ([ 1,74] 0.001763) ([ 1,75] 0.000742) ([ 1,76] 0.001940)
}
From: (9, 3) {
([ 1,73] 0.000740) ([ 1,74] 0.001269) ([ 1,75] 0.000837) ([ 1,76] 0.001166) ([ 1,77] 0.001120)
}
From: (9, 4) {
([ 1,74] 0.000962) ([ 1,75] 0.000769) ([ 1,76] 0.001581) ([ 1,77] 0.001523) ([ 1,78] 0.001333)
}
From: (9, 5) {
([ 1,75] 0.001963) ([ 1,76] 0.001649) ([ 1,77] 0.001191) ([ 1,78] 0.001121) ([ 1,79] 0.001703)
}
From: (9, 6) {
([ 1,76] 0.001238) ([ 1,77] 0.001425) ([ 1,78] 0.000847) ([ 1,79] 0.001509) ([ 1,80] 0.001610)
}
From: (9, 7) {
([ 1,77] 0.001698) ([ 1,78] 0.000779) ([ 1,79] 0.001642) ([ 1,80] 0.001220) ([ 1,81] 0.001405)
}
From: (9, 8) {
([ 1,78] 0.001124) ([ 1,79] 0.001242) ([ 1,80] 0.001655) ([ 1,81] 0.001825) ([ 1, 1] 0.002100)
}
From: (9, 9) {
([ 1,79] 0.002045) ([ 1,80] 0.001100) ([ 1,81] 0.001680) ([ 1, 1] 0.001078) ([ 1, 2] 0.000898)
}
}
