% Tue Apr 25 17:25:53 2000
% Input layer: (9, 9)
% Output layer: (1, 81)
% Fanout size: (1, 5)
% Fanout spacing: (1, 1)
% Specified fanout weights
Connect(efd2, ea2c) {
From: (1, 1) {
([ 1,80] 0.001533) ([ 1,81] 0.001109) ([ 1, 1] 0.001895) ([ 1, 2] 0.001622) ([ 1, 3] 0.000877)
}
From: (1, 2) {
([ 1,81] 0.001164) ([ 1, 1] 0.000934) ([ 1, 2] 0.001736) ([ 1, 3] 0.001716) ([ 1, 4] 0.001502)
}
From: (1, 3) {
([ 1, 1] 0.000853) ([ 1, 2] 0.001266) ([ 1, 3] 0.000832) ([ 1, 4] 0.001927) ([ 1, 5] 0.001639)
}
From: (1, 4) {
([ 1, 2] 0.001496) ([ 1, 3] 0.001954) ([ 1, 4] 0.002035) ([ 1, 5] 0.001269) ([ 1, 6] 0.001447)
}
From: (1, 5) {
([ 1, 3] 0.001488) ([ 1, 4] 0.000985) ([ 1, 5] 0.001167) ([ 1, 6] 0.001603) ([ 1, 7] 0.002039)
}
From: (1, 6) {
([ 1, 4] 0.001345) ([ 1, 5] 0.001223) ([ 1, 6] 0.001311) ([ 1, 7] 0.001893) ([ 1, 8] 0.001543)
}
From: (1, 7) {
([ 1, 5] 0.000797) ([ 1, 6] 0.001117) ([ 1, 7] 0.002033) ([ 1, 8] 0.001648) ([ 1, 9] 0.001485)
}
From: (1, 8) {
([ 1, 6] 0.001504) ([ 1, 7] 0.000886) ([ 1, 8] 0.001335) ([ 1, 9] 0.001891) ([ 1,10] 0.001928)
}
From: (1, 9) {
([ 1, 7] 0.002050) ([ 1, 8] 0.000774) ([ 1, 9] 0.000955) ([ 1,10] 0.001117) ([ 1,11] 0.000809)
}
From: (2, 1) {
([ 1, 8] 0.001619) ([ 1, 9] 0.002043) ([ 1,10] 0.000949) ([ 1,11] 0.001883) ([ 1,12] 0.000843)
}
From: (2, 2) {
([ 1, 9] 0.000729) ([ 1,10] 0.000772) ([ 1,11] 0.002056) ([ 1,12] 0.001469) ([ 1,13] 0.001007)
}
From: (2, 3) {
([ 1,10] 0.001245) ([ 1,11] 0.000703) ([ 1,12] 0.001123) ([ 1,13] 0.000995) ([ 1,14] 0.001853)
}
From: (2, 4) {
([ 1,11] 0.001426) ([ 1,12] 0.001118) ([ 1,13] 0.000803) ([ 1,14] 0.001516) ([ 1,15] 0.001611)
}
From: (2, 5) {
([ 1,12] 0.001755) ([ 1,13] 0.001925) ([ 1,14] 0.002087) ([ 1,15] 0.002046) ([ 1,16] 0.001981)
}
From: (2, 6) {
([ 1,13] 0.001529) ([ 1,14] 0.000702) ([ 1,15] 0.000961) ([ 1,16] 0.002001) ([ 1,17] 0.001883)
}
From: (2, 7) {
([ 1,14] 0.001985) ([ 1,15] 0.000961) ([ 1,16] 0.001217) ([ 1,17] 0.001769) ([ 1,18] 0.001585)
}
From: (2, 8) {
([ 1,15] 0.001524) ([ 1,16] 0.000789) ([ 1,17] 0.001988) ([ 1,18] 0.002033) ([ 1,19] 0.002038)
}
From: (2, 9) {
([ 1,16] 0.001360) ([ 1,17] 0.001631) ([ 1,18] 0.001878) ([ 1,19] 0.000734) ([ 1,20] 0.000726)
}
From: (3, 1) {
([ 1,17] 0.001276) ([ 1,18] 0.001668) ([ 1,19] 0.001385) ([ 1,20] 0.001364) ([ 1,21] 0.001205)
}
From: (3, 2) {
([ 1,18] 0.000779) ([ 1,19] 0.000767) ([ 1,20] 0.001637) ([ 1,21] 0.001993) ([ 1,22] 0.001607)
}
From: (3, 3) {
([ 1,19] 0.002030) ([ 1,20] 0.001520) ([ 1,21] 0.001579) ([ 1,22] 0.001761) ([ 1,23] 0.000797)
}
From: (3, 4) {
([ 1,20] 0.000909) ([ 1,21] 0.001546) ([ 1,22] 0.001673) ([ 1,23] 0.001570) ([ 1,24] 0.001858)
}
From: (3, 5) {
([ 1,21] 0.001890) ([ 1,22] 0.001098) ([ 1,23] 0.002092) ([ 1,24] 0.001402) ([ 1,25] 0.001171)
}
From: (3, 6) {
([ 1,22] 0.001984) ([ 1,23] 0.001823) ([ 1,24] 0.002010) ([ 1,25] 0.001662) ([ 1,26] 0.000984)
}
From: (3, 7) {
([ 1,23] 0.000981) ([ 1,24] 0.001490) ([ 1,25] 0.001533) ([ 1,26] 0.001752) ([ 1,27] 0.001694)
}
From: (3, 8) {
([ 1,24] 0.001054) ([ 1,25] 0.001204) ([ 1,26] 0.001049) ([ 1,27] 0.001057) ([ 1,28] 0.000919)
}
From: (3, 9) {
([ 1,25] 0.002010) ([ 1,26] 0.001456) ([ 1,27] 0.002007) ([ 1,28] 0.001790) ([ 1,29] 0.001613)
}
From: (4, 1) {
([ 1,26] 0.000830) ([ 1,27] 0.000754) ([ 1,28] 0.001919) ([ 1,29] 0.001184) ([ 1,30] 0.001936)
}
From: (4, 2) {
([ 1,27] 0.000989) ([ 1,28] 0.001895) ([ 1,29] 0.002064) ([ 1,30] 0.001295) ([ 1,31] 0.000954)
}
From: (4, 3) {
([ 1,28] 0.000775) ([ 1,29] 0.001989) ([ 1,30] 0.001268) ([ 1,31] 0.001465) ([ 1,32] 0.000889)
}
From: (4, 4) {
([ 1,29] 0.000826) ([ 1,30] 0.000892) ([ 1,31] 0.002074) ([ 1,32] 0.001789) ([ 1,33] 0.001545)
}
From: (4, 5) {
([ 1,30] 0.001875) ([ 1,31] 0.000761) ([ 1,32] 0.001866) ([ 1,33] 0.001194) ([ 1,34] 0.001506)
}
From: (4, 6) {
([ 1,31] 0.000972) ([ 1,32] 0.001930) ([ 1,33] 0.002016) ([ 1,34] 0.001433) ([ 1,35] 0.001867)
}
From: (4, 7) {
([ 1,32] 0.001229) ([ 1,33] 0.001463) ([ 1,34] 0.000900) ([ 1,35] 0.001233) ([ 1,36] 0.001219)
}
From: (4, 8) {
([ 1,33] 0.000829) ([ 1,34] 0.001713) ([ 1,35] 0.000750) ([ 1,36] 0.002069) ([ 1,37] 0.001644)
}
From: (4, 9) {
([ 1,34] 0.001731) ([ 1,35] 0.001683) ([ 1,36] 0.001832) ([ 1,37] 0.001493) ([ 1,38] 0.001241)
}
From: (5, 1) {
([ 1,35] 0.001681) ([ 1,36] 0.001733) ([ 1,37] 0.001152) ([ 1,38] 0.001806) ([ 1,39] 0.001167)
}
From: (5, 2) {
([ 1,36] 0.001280) ([ 1,37] 0.001248) ([ 1,38] 0.000998) ([ 1,39] 0.000758) ([ 1,40] 0.001128)
}
From: (5, 3) {
([ 1,37] 0.001249) ([ 1,38] 0.001975) ([ 1,39] 0.001966) ([ 1,40] 0.000738) ([ 1,41] 0.001695)
}
From: (5, 4) {
([ 1,38] 0.000949) ([ 1,39] 0.001388) ([ 1,40] 0.000997) ([ 1,41] 0.001187) ([ 1,42] 0.001230)
}
From: (5, 5) {
([ 1,39] 0.001563) ([ 1,40] 0.000982) ([ 1,41] 0.000717) ([ 1,42] 0.001929) ([ 1,43] 0.001224)
}
From: (5, 6) {
([ 1,40] 0.001215) ([ 1,41] 0.001132) ([ 1,42] 0.002093) ([ 1,43] 0.002058) ([ 1,44] 0.000727)
}
From: (5, 7) {
([ 1,41] 0.001369) ([ 1,42] 0.001159) ([ 1,43] 0.000996) ([ 1,44] 0.001246) ([ 1,45] 0.001509)
}
From: (5, 8) {
([ 1,42] 0.000775) ([ 1,43] 0.001029) ([ 1,44] 0.001296) ([ 1,45] 0.000921) ([ 1,46] 0.000841)
}
From: (5, 9) {
([ 1,43] 0.002057) ([ 1,44] 0.001702) ([ 1,45] 0.001350) ([ 1,46] 0.001289) ([ 1,47] 0.000834)
}
From: (6, 1) {
([ 1,44] 0.000924) ([ 1,45] 0.002049) ([ 1,46] 0.001985) ([ 1,47] 0.001766) ([ 1,48] 0.001656)
}
From: (6, 2) {
([ 1,45] 0.001390) ([ 1,46] 0.002092) ([ 1,47] 0.000862) ([ 1,48] 0.001538) ([ 1,49] 0.001653)
}
From: (6, 3) {
([ 1,46] 0.000828) ([ 1,47] 0.001829) ([ 1,48] 0.000733) ([ 1,49] 0.001185) ([ 1,50] 0.000736)
}
From: (6, 4) {
([ 1,47] 0.002021) ([ 1,48] 0.000806) ([ 1,49] 0.001391) ([ 1,50] 0.001302) ([ 1,51] 0.001640)
}
From: (6, 5) {
([ 1,48] 0.001353) ([ 1,49] 0.000904) ([ 1,50] 0.000818) ([ 1,51] 0.001281) ([ 1,52] 0.001393)
}
From: (6, 6) {
([ 1,49] 0.001720) ([ 1,50] 0.001398) ([ 1,51] 0.000815) ([ 1,52] 0.001227) ([ 1,53] 0.001970)
}
From: (6, 7) {
([ 1,50] 0.001599) ([ 1,51] 0.002041) ([ 1,52] 0.001124) ([ 1,53] 0.001824) ([ 1,54] 0.001190)
}
From: (6, 8) {
([ 1,51] 0.001877) ([ 1,52] 0.001592) ([ 1,53] 0.001093) ([ 1,54] 0.001470) ([ 1,55] 0.002054)
}
From: (6, 9) {
([ 1,52] 0.000894) ([ 1,53] 0.001518) ([ 1,54] 0.000871) ([ 1,55] 0.001593) ([ 1,56] 0.000997)
}
From: (7, 1) {
([ 1,53] 0.001972) ([ 1,54] 0.001971) ([ 1,55] 0.000780) ([ 1,56] 0.001714) ([ 1,57] 0.001620)
}
From: (7, 2) {
([ 1,54] 0.000855) ([ 1,55] 0.001794) ([ 1,56] 0.000799) ([ 1,57] 0.000725) ([ 1,58] 0.000799)
}
From: (7, 3) {
([ 1,55] 0.001191) ([ 1,56] 0.001845) ([ 1,57] 0.000970) ([ 1,58] 0.001006) ([ 1,59] 0.000904)
}
From: (7, 4) {
([ 1,56] 0.001302) ([ 1,57] 0.000802) ([ 1,58] 0.001831) ([ 1,59] 0.000998) ([ 1,60] 0.001108)
}
From: (7, 5) {
([ 1,57] 0.001283) ([ 1,58] 0.001943) ([ 1,59] 0.001907) ([ 1,60] 0.001396) ([ 1,61] 0.001548)
}
From: (7, 6) {
([ 1,58] 0.001911) ([ 1,59] 0.000834) ([ 1,60] 0.001602) ([ 1,61] 0.001937) ([ 1,62] 0.001976)
}
From: (7, 7) {
([ 1,59] 0.001457) ([ 1,60] 0.000918) ([ 1,61] 0.001480) ([ 1,62] 0.001298) ([ 1,63] 0.001258)
}
From: (7, 8) {
([ 1,60] 0.001451) ([ 1,61] 0.000754) ([ 1,62] 0.001739) ([ 1,63] 0.000787) ([ 1,64] 0.001100)
}
From: (7, 9) {
([ 1,61] 0.001733) ([ 1,62] 0.001046) ([ 1,63] 0.001410) ([ 1,64] 0.000890) ([ 1,65] 0.001797)
}
From: (8, 1) {
([ 1,62] 0.000963) ([ 1,63] 0.001001) ([ 1,64] 0.001632) ([ 1,65] 0.001040) ([ 1,66] 0.001306)
}
From: (8, 2) {
([ 1,63] 0.001291) ([ 1,64] 0.001209) ([ 1,65] 0.000734) ([ 1,66] 0.001552) ([ 1,67] 0.001716)
}
From: (8, 3) {
([ 1,64] 0.001589) ([ 1,65] 0.002011) ([ 1,66] 0.000919) ([ 1,67] 0.001583) ([ 1,68] 0.001182)
}
From: (8, 4) {
([ 1,65] 0.001287) ([ 1,66] 0.000710) ([ 1,67] 0.001341) ([ 1,68] 0.002064) ([ 1,69] 0.001170)
}
From: (8, 5) {
([ 1,66] 0.001792) ([ 1,67] 0.000896) ([ 1,68] 0.001582) ([ 1,69] 0.001827) ([ 1,70] 0.001588)
}
From: (8, 6) {
([ 1,67] 0.001846) ([ 1,68] 0.001650) ([ 1,69] 0.001406) ([ 1,70] 0.000925) ([ 1,71] 0.001866)
}
From: (8, 7) {
([ 1,68] 0.000721) ([ 1,69] 0.000720) ([ 1,70] 0.002090) ([ 1,71] 0.001619) ([ 1,72] 0.001511)
}
From: (8, 8) {
([ 1,69] 0.001811) ([ 1,70] 0.000890) ([ 1,71] 0.001460) ([ 1,72] 0.000711) ([ 1,73] 0.000800)
}
From: (8, 9) {
([ 1,70] 0.001209) ([ 1,71] 0.000967) ([ 1,72] 0.002097) ([ 1,73] 0.001456) ([ 1,74] 0.001305)
}
From: (9, 1) {
([ 1,71] 0.001434) ([ 1,72] 0.001090) ([ 1,73] 0.002063) ([ 1,74] 0.001030) ([ 1,75] 0.001747)
}
From: (9, 2) {
([ 1,72] 0.001918) ([ 1,73] 0.000781) ([ 1,74] 0.001440) ([ 1,75] 0.001013) ([ 1,76] 0.001593)
}
From: (9, 3) {
([ 1,73] 0.001460) ([ 1,74] 0.001080) ([ 1,75] 0.001185) ([ 1,76] 0.000764) ([ 1,77] 0.001433)
}
From: (9, 4) {
([ 1,74] 0.000969) ([ 1,75] 0.001402) ([ 1,76] 0.001236) ([ 1,77] 0.000788) ([ 1,78] 0.001655)
}
From: (9, 5) {
([ 1,75] 0.001291) ([ 1,76] 0.001665) ([ 1,77] 0.001557) ([ 1,78] 0.001711) ([ 1,79] 0.001722)
}
From: (9, 6) {
([ 1,76] 0.000781) ([ 1,77] 0.001649) ([ 1,78] 0.000899) ([ 1,79] 0.000994) ([ 1,80] 0.002076)
}
From: (9, 7) {
([ 1,77] 0.002049) ([ 1,78] 0.000889) ([ 1,79] 0.001289) ([ 1,80] 0.002039) ([ 1,81] 0.001787)
}
From: (9, 8) {
([ 1,78] 0.001579) ([ 1,79] 0.001521) ([ 1,80] 0.001493) ([ 1,81] 0.001889) ([ 1, 1] 0.001828)
}
From: (9, 9) {
([ 1,79] 0.001101) ([ 1,80] 0.002000) ([ 1,81] 0.001860) ([ 1, 1] 0.001818) ([ 1, 2] 0.001261)
}
}