Hi Geoff, go and have some cold beer while I am trying to solve this very hard problem!
% remaining time: 2999 next slice time: 185
dis-1002_3_bs=off:bsr=unit_only:gsp=input_only:gs=on:lcm=reverse:nwc=3:ptb=off:ssec=off:sac=on:sgo=on:sio=off:spo=on:swb=on:sp=occurrence:urr=on:updr=off_168 on FEP017

WATCH: 0.00 CPU 0.01 WC
Refutation found. Thanks to Tanya!
% SZS status Theorem for FEP017
% SZS output start Proof for FEP017
9566. $false (1:0) [unit resulting resolution 9269,9268,8644_1]
8644_1. c2_1(X27) | c0_1(X27) (0:4) [global subsumption 8643_1,8215_1,1607,4862,1173,7007_1,6320,8357_1,8393_1,8361_1,5143_1,112,8302_1]
8302_1. ~hskp22 (1:1) [global subsumption 8282,1610,8227_1,7338_1,6595,1000,8269,3220,6602,8298_1]
8298_1. ~hskp0 (1:1) [global subsumption 8270,349,7091_1,8269,4436,361,5430,8200_1,7011,8231_1]
8231_1. c0_1(a606) | ~hskp16 (1:3) [global subsumption 6582,1000,6220,8200_1,8230_1,5213_1,7372_1]
7372_1. c0_1(a606) | hskp10 | ~hskp16 (1:4) [global subsumption 3787,1288,7371,531,5129,6698,1282,7007_1,1172,4033,4102]
4102. hskp14 | c0_1(a606) | hskp4 | ~hskp16 (1:5) [subsumption resolution 4076,167]
167. ~c2_1(a606) | ~hskp16 (0:3) [cnf transformation 5]
5. ((c1_1(a584) & ~c0_1(a584) & ~c2_1(a584) & ndr1_0) | ~hskp0) & (~hskp1 | (c2_1(a585) & ~c0_1(a585) & c1_1(a585) & ndr1_0)) & (~hskp3 | (c2_1(a587) & ~c1_1(a587) & c0_1(a587) & ndr1_0)) & ((ndr1_0 & ~c1_1(a599) & c3_1(a599) & c2_1(a599)) | ~hskp11) & (~hskp12 | (c0_1(a600) & ~c3_1(a600) & c2_1(a600) & ndr1_0)) & ((ndr1_0 & c0_1(a603) & ~c3_1(a603) & ~c1_1(a603)) | ~hskp14) & ((c1_1(a604) & ~c0_1(a604) & c3_1(a604) & ndr1_0) | ~hskp15) & ((ndr1_0 & c3_1(a607) & ~c2_1(a607) & ~c1_1(a607)) | ~hskp17) & ((c3_1(a610) & ~c0_1(a610) & ~c2_1(a610) & ndr1_0) | ~hskp18) & (~hskp19 | (~c1_1(a617) & ~c0_1(a617) & c2_1(a617) & ndr1_0)) & (~hskp21 | (~c2_1(a629) & ~c3_1(a629) & c0_1(a629) & ndr1_0)) & ((~c3_1(a633) & ~c0_1(a633) & c1_1(a633) & ndr1_0) | ~hskp22) & ((ndr1_0 & ~c1_1(a636) & ~c0_1(a636) & c3_1(a636)) | ~hskp23) & (~hskp25 | (~c1_1(a651) & ~c3_1(a651) & c2_1(a651) & ndr1_0)) & (~hskp26 | (c0_1(a583) & c2_1(a583) & c1_1(a583) & ndr1_0)) & ((c0_1(a678) & c2_1(a678) & c3_1(a678) & ndr1_0) | ~hskp29) & (hskp1 | ! [X0] : (~ndr1_0 | ~c3_1(X0) | ~c1_1(X0) | c0_1(X0)) | ! [X1] : (~ndr1_0 | c0_1(X1) | c3_1(X1) | c1_1(X1))) & (! [X2] : (~ndr1_0 | c1_1(X2) | ~c2_1(X2) | c3_1(X2)) | hskp2 | ! [X3] : (~ndr1_0 | c0_1(X3) | c3_1(X3) | c1_1(X3))) & (! [X4] : (~ndr1_0 | c0_1(X4) | c1_1(X4) | ~c2_1(X4)) | ! [X5] : (~ndr1_0 | c0_1(X5) | ~c2_1(X5) | ~c3_1(X5)) | ! [X6] : (~ndr1_0 | ~c1_1(X6) | ~c3_1(X6) | ~c0_1(X6))) & (! [X7] : (~ndr1_0 | ~c3_1(X7) | c1_1(X7) | c0_1(X7)) | hskp6 | hskp8) & (! [X8] : (~ndr1_0 | ~c0_1(X8) | c2_1(X8) | c1_1(X8)) | ! [X9] : (~ndr1_0 | ~c3_1(X9) | ~c1_1(X9) | c0_1(X9)) | ! [X10] : (~ndr1_0 | c3_1(X10) | c2_1(X10) | c0_1(X10))) & (! [X11] : (~ndr1_0 | c0_1(X11) | ~c3_1(X11) | ~c2_1(X11)) | ! [X12] : (~ndr1_0 | c1_1(X12) | ~c3_1(X12) | ~c2_1(X12)) | ! [X13] : (~ndr1_0 | c3_1(X13) | c2_1(X13) | c0_1(X13))) & (! [X14] : (~ndr1_0 | c1_1(X14) | ~c0_1(X14) | c2_1(X14)) | hskp10 | ! [X15] : (~ndr1_0 | c3_1(X15) | c2_1(X15) | c0_1(X15))) & (! [X16] : (~ndr1_0 | c3_1(X16) | c2_1(X16) | c0_1(X16)) | ! [X17] : (~ndr1_0 | ~c0_1(X17) | ~c2_1(X17) | ~c3_1(X17)) | hskp11) & (! [X18] : (~ndr1_0 | c0_1(X18) | c3_1(X18) | c2_1(X18)) | hskp12 | hskp13) & (hskp16 | ! [X19] : (~ndr1_0 | c1_1(X19) | ~c2_1(X19) | c3_1(X19)) | ! [X20] : (~ndr1_0 | c0_1(X20) | c2_1(X20) | ~c1_1(X20))) & (! [X21] : (~ndr1_0 | c0_1(X21) | c2_1(X21) | ~c1_1(X21)) | hskp17 | ! [X22] : (~ndr1_0 | c1_1(X22) | ~c2_1(X22) | ~c0_1(X22))) & (! [X23] : (~ndr1_0 | ~c3_1(X23) | c2_1(X23) | c0_1(X23)) | hskp18 | ! [X24] : (~ndr1_0 | c1_1(X24) | c3_1(X24) | ~c0_1(X24))) & (! [X25] : (~ndr1_0 | c0_1(X25) | ~c3_1(X25) | c2_1(X25)) | ! [X26] : (~ndr1_0 | ~c0_1(X26) | ~c1_1(X26) | c2_1(X26)) | hskp27) & (! [X27] : (~ndr1_0 | c0_1(X27) | c2_1(X27) | ~c3_1(X27)) | hskp28 | ! [X28] : (~ndr1_0 | c3_1(X28) | ~c0_1(X28) | ~c2_1(X28))) & (! [X29] : (~ndr1_0 | ~c1_1(X29) | c3_1(X29) | c0_1(X29)) | ! [X30] : (~ndr1_0 | c3_1(X30) | ~c0_1(X30) | ~c2_1(X30)) | ! [X31] : (~ndr1_0 | ~c2_1(X31) | ~c3_1(X31) | c1_1(X31))) & (! [X32] : (~ndr1_0 | ~c2_1(X32) | c3_1(X32) | c0_1(X32)) | ! [X33] : (~ndr1_0 | c1_1(X33) | ~c0_1(X33) | c2_1(X33)) | hskp14) & (! [X34] : (~ndr1_0 | ~c2_1(X34) | c3_1(X34) | c0_1(X34)) | hskp8 | hskp18) & (! [X35] : (~ndr1_0 | ~c2_1(X35) | ~c1_1(X35) | c0_1(X35)) | ! [X36] : (~ndr1_0 | ~c3_1(X36) | c2_1(X36) | c1_1(X36)) | ! [X37] : (~ndr1_0 | ~c0_1(X37) | ~c3_1(X37) | ~c2_1(X37))) & (! [X38] : (~ndr1_0 | c0_1(X38) | ~c1_1(X38) | ~c2_1(X38)) | hskp12 | ! [X39] : (~ndr1_0 | ~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39))) & (! [X40] : (~ndr1_0 | ~c1_1(X40) | ~c3_1(X40) | c0_1(X40)) | hskp16 | ! [X41] : (~ndr1_0 | ~c1_1(X41) | ~c0_1(X41) | c3_1(X41))) & (! [X42] : (~ndr1_0 | c0_1(X42) | ~c1_1(X42) | ~c3_1(X42)) | hskp15 | ! [X43] : (~ndr1_0 | c3_1(X43) | ~c1_1(X43) | ~c2_1(X43))) & (! [X44] : (~ndr1_0 | ~c3_1(X44) | ~c1_1(X44) | c0_1(X44)) | hskp7 | hskp20) & (hskp16 | ! [X45] : (~ndr1_0 | c2_1(X45) | ~c0_1(X45) | c3_1(X45)) | ! [X46] : (~ndr1_0 | c0_1(X46) | ~c3_1(X46) | ~c2_1(X46))) & (hskp26 | ! [X47] : (~ndr1_0 | c1_1(X47) | ~c2_1(X47) | ~c0_1(X47)) | ! [X48] : (~ndr1_0 | c1_1(X48) | c3_1(X48) | c2_1(X48))) & (! [X49] : (~ndr1_0 | ~c0_1(X49) | c2_1(X49) | c1_1(X49)) | hskp1 | ! [X50] : (~ndr1_0 | ~c0_1(X50) | ~c2_1(X50) | c3_1(X50))) & (! [X51] : (~ndr1_0 | c1_1(X51) | ~c3_1(X51) | c2_1(X51)) | hskp3 | ! [X52] : (~ndr1_0 | c3_1(X52) | ~c0_1(X52) | c1_1(X52))) & (! [X53] : (~ndr1_0 | ~c3_1(X53) | c2_1(X53) | c1_1(X53)) | ! [X54] : (~ndr1_0 | c2_1(X54) | ~c1_1(X54) | ~c0_1(X54)) | ! [X55] : (~ndr1_0 | ~c0_1(X55) | ~c2_1(X55) | ~c3_1(X55))) & (! [X56] : (~ndr1_0 | c2_1(X56) | ~c3_1(X56) | c1_1(X56)) | hskp23 | ! [X57] : (~ndr1_0 | c2_1(X57) | ~c3_1(X57) | ~c0_1(X57))) & (hskp28 | ! [X58] : (~ndr1_0 | c3_1(X58) | ~c2_1(X58) | ~c1_1(X58)) | ! [X59] : (~ndr1_0 | c1_1(X59) | ~c3_1(X59) | ~c2_1(X59))) & (hskp23 | hskp14 | ! [X60] : (~ndr1_0 | ~c2_1(X60) | ~c3_1(X60) | c1_1(X60))) & (! [X61] : (~ndr1_0 | c3_1(X61) | ~c2_1(X61) | ~c0_1(X61)) | hskp8 | ! [X62] : (~ndr1_0 | c2_1(X62) | ~c0_1(X62) | c3_1(X62))) & (! [X63] : (~ndr1_0 | c2_1(X63) | ~c0_1(X63) | c3_1(X63)) | hskp16 | hskp3) & (hskp6 | hskp8 | ! [X64] : (~ndr1_0 | c2_1(X64) | c3_1(X64) | ~c1_1(X64))) & (! [X65] : (~ndr1_0 | c2_1(X65) | ~c0_1(X65) | ~c3_1(X65)) | hskp26 | hskp28) & (! [X66] : (~ndr1_0 | ~c3_1(X66) | ~c0_1(X66) | c2_1(X66)) | hskp15 | hskp11) & (! [X67] : (~ndr1_0 | ~c1_1(X67) | ~c3_1(X67) | c2_1(X67)) | hskp3 | hskp17) & (! [X68] : (~ndr1_0 | c3_1(X68) | ~c1_1(X68) | ~c0_1(X68)) | hskp3 | hskp17) & (! [X69] : (~ndr1_0 | c3_1(X69) | ~c2_1(X69) | ~c0_1(X69)) | hskp8 | hskp27) & (hskp26 | hskp12 | hskp8) & (hskp11 | hskp26) & (hskp14 | hskp0 | hskp21) & (hskp17 | hskp7 | hskp29) & (hskp17 | hskp22 | hskp29) & (! [X70] : (~ndr1_0 | ~c1_1(X70) | ~c2_1(X70) | ~c3_1(X70)) | hskp1 | hskp10) & (! [X71] : (~ndr1_0 | ~c0_1(X71) | ~c2_1(X71) | ~c3_1(X71)) | hskp12 | hskp10) & (! [X72] : (~ndr1_0 | ~c0_1(X72) | ~c1_1(X72) | ~c3_1(X72)) | hskp19 | hskp20) & (! [X73] : (~ndr1_0 | ~c1_1(X73) | ~c3_1(X73) | ~c0_1(X73)) | hskp29 | hskp14) & (! [X74] : (~ndr1_0 | ~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74)) | ! [X75] : (~ndr1_0 | ~c2_1(X75) | ~c3_1(X75) | ~c1_1(X75)) | hskp10) & (! [X76] : (~ndr1_0 | c3_1(X76) | ~c2_1(X76) | ~c1_1(X76)) | hskp18 | hskp29) & (! [X77] : (~ndr1_0 | c3_1(X77) | ~c1_1(X77) | ~c2_1(X77)) | hskp15 | hskp29) & (hskp7 | hskp20 | ! [X78] : (~ndr1_0 | ~c0_1(X78) | ~c2_1(X78) | c3_1(X78))) & (! [X79] : (~ndr1_0 | ~c0_1(X79) | ~c2_1(X79) | c3_1(X79)) | hskp14 | hskp22) & (hskp4 | hskp17 | ! [X80] : (~ndr1_0 | ~c0_1(X80) | ~c1_1(X80) | c3_1(X80))) & (! [X81] : (~ndr1_0 | ~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81)) | hskp14 | ! [X82] : (~ndr1_0 | c2_1(X82) | ~c1_1(X82) | ~c3_1(X82))) & (! [X83] : (~ndr1_0 | ~c0_1(X83) | ~c3_1(X83) | c2_1(X83)) | hskp21 | hskp8) & (hskp24 | hskp5 | ! [X84] : (~ndr1_0 | ~c3_1(X84) | ~c0_1(X84) | c2_1(X84))) & (! [X85] : (~ndr1_0 | ~c0_1(X85) | ~c1_1(X85) | c2_1(X85)) | hskp11 | hskp0) & (hskp25 | hskp15 | ! [X86] : (~ndr1_0 | c2_1(X86) | ~c0_1(X86) | ~c1_1(X86))) & (hskp25 | hskp9 | ! [X87] : (~ndr1_0 | c2_1(X87) | ~c1_1(X87) | c3_1(X87))) & (! [X88] : (~ndr1_0 | ~c1_1(X88) | c3_1(X88) | c2_1(X88)) | ! [X89] : (~ndr1_0 | c2_1(X89) | ~c1_1(X89) | ~c0_1(X89)) | hskp24) & (! [X90] : (~ndr1_0 | c1_1(X90) | ~c3_1(X90) | ~c0_1(X90)) | hskp11 | hskp23) & (! [X91] : (~ndr1_0 | ~c0_1(X91) | ~c1_1(X91) | ~c3_1(X91)) | hskp15 | ! [X92] : (~ndr1_0 | ~c3_1(X92) | ~c0_1(X92) | c1_1(X92))) & (! [X93] : (~ndr1_0 | ~c2_1(X93) | c3_1(X93) | c1_1(X93)) | hskp3 | hskp4) & (! [X94] : (~ndr1_0 | c2_1(X94) | ~c0_1(X94) | c1_1(X94)) | hskp22 | hskp6) & (! [X95] : (~ndr1_0 | c1_1(X95) | c2_1(X95) | ~c0_1(X95)) | hskp28 | hskp8) & (hskp21 | hskp11 | ! [X96] : (~ndr1_0 | c2_1(X96) | ~c0_1(X96) | c1_1(X96))) & (hskp4 | hskp10 | ! [X97] : (~ndr1_0 | ~c2_1(X97) | ~c3_1(X97) | c0_1(X97))) & (hskp8 | ! [X98] : (~ndr1_0 | c2_1(X98) | ~c3_1(X98) | ~c0_1(X98)) | ! [X99] : (~ndr1_0 | ~c3_1(X99) | ~c1_1(X99) | c0_1(X99))) & (! [X100] : (~ndr1_0 | ~c1_1(X100) | ~c2_1(X100) | c0_1(X100)) | hskp13 | hskp19) & (hskp10 | hskp7 | ! [X101] : (~ndr1_0 | ~c1_1(X101) | c2_1(X101) | c0_1(X101))) & (hskp13 | hskp15 | ! [X102] : (~ndr1_0 | c3_1(X102) | c2_1(X102) | c0_1(X102))) & (! [X103] : (~ndr1_0 | c3_1(X103) | c2_1(X103) | c0_1(X103)) | hskp14 | hskp4) & (! [X104] : (~ndr1_0 | ~c2_1(X104) | ~c1_1(X104) | ~c0_1(X104)) | hskp9 | ! [X105] : (~ndr1_0 | c1_1(X105) | ~c3_1(X105) | c0_1(X105))) & (! [X106] : (~ndr1_0 | ~c3_1(X106) | c1_1(X106) | c0_1(X106)) | ! [X107] : (~ndr1_0 | c1_1(X107) | c2_1(X107) | c3_1(X107)) | hskp26) & (! [X108] : (~ndr1_0 | c0_1(X108) | ~c3_1(X108) | c1_1(X108)) | hskp8 | ! [X109] : (~ndr1_0 | c0_1(X109) | ~c1_1(X109) | ~c2_1(X109))) & (! [X110] : (~ndr1_0 | c0_1(X110) | ~c2_1(X110) | c1_1(X110)) | hskp2 | hskp7) & (hskp5 | hskp6 | ! [X111] : (~ndr1_0 | ~c2_1(X111) | c1_1(X111) | c0_1(X111))) & (! [X112] : (~ndr1_0 | c1_1(X112) | c3_1(X112) | c0_1(X112)) | hskp4 | hskp3) & (! [X113] : (~ndr1_0 | c0_1(X113) | c3_1(X113) | c1_1(X113)) | ! [X114] : (~ndr1_0 | ~c0_1(X114) | c3_1(X114) | c2_1(X114)) | ! [X115] : (~ndr1_0 | c0_1(X115) | ~c1_1(X115) | c2_1(X115))) & (hskp26 | hskp0 | ! [X116] : (~ndr1_0 | c0_1(X116) | c2_1(X116) | c1_1(X116))) & ((c1_1(a612) & c2_1(a612) & c3_1(a612) & ndr1_0) | ~hskp28) & (~hskp27 | (ndr1_0 & c0_1(a611) & c1_1(a611) & c3_1(a611))) & (~hskp24 | (ndr1_0 & c0_1(a648) & ~c3_1(a648) & c1_1(a648))) & ((ndr1_0 & ~c1_1(a623) & ~c2_1(a623) & ~c3_1(a623)) | ~hskp20) & ((c1_1(a606) & ~c2_1(a606) & ~c3_1(a606) & ndr1_0) | ~hskp16) & (~hskp13 | (~c0_1(a601) & ~c2_1(a601) & ~c1_1(a601) & ndr1_0)) & (~hskp10 | (c0_1(a598) & c3_1(a598) & ~c1_1(a598) & ndr1_0)) & ((ndr1_0 & ~c0_1(a595) & ~c3_1(a595) & ~c1_1(a595)) | ~hskp9) & (~hskp8 | (c3_1(a593) & ~c2_1(a593) & c1_1(a593) & ndr1_0)) & (~hskp7 | (ndr1_0 & ~c0_1(a592) & ~c3_1(a592) & c2_1(a592))) & (~hskp6 | (~c0_1(a590) & c3_1(a590) & c2_1(a590) & ndr1_0)) & (~hskp5 | (c0_1(a589) & ~c2_1(a589) & c1_1(a589) & ndr1_0)) & ((ndr1_0 & c0_1(a588) & ~c1_1(a588) & ~c2_1(a588)) | ~hskp4) & (~hskp2 | (c2_1(a586) & ~c3_1(a586) & c1_1(a586) & ndr1_0))[flattening 4]
4. ((c1_1(a584) & ~c0_1(a584) & ~c2_1(a584) & ndr1_0) | ~hskp0) & (~hskp1 | (c2_1(a585) & ~c0_1(a585) & c1_1(a585) & ndr1_0)) & (~hskp3 | (c2_1(a587) & ~c1_1(a587) & c0_1(a587) & ndr1_0)) & ((ndr1_0 & ~c1_1(a599) & c3_1(a599) & c2_1(a599)) | ~hskp11) & (~hskp12 | (c0_1(a600) & ~c3_1(a600) & c2_1(a600) & ndr1_0)) & ((ndr1_0 & c0_1(a603) & ~c3_1(a603) & ~c1_1(a603)) | ~hskp14) & ((c1_1(a604) & ~c0_1(a604) & c3_1(a604) & ndr1_0) | ~hskp15) & ((ndr1_0 & c3_1(a607) & ~c2_1(a607) & ~c1_1(a607)) | ~hskp17) & ((c3_1(a610) & ~c0_1(a610) & ~c2_1(a610) & ndr1_0) | ~hskp18) & (~hskp19 | (~c1_1(a617) & ~c0_1(a617) & c2_1(a617) & ndr1_0)) & (~hskp21 | (~c2_1(a629) & ~c3_1(a629) & c0_1(a629) & ndr1_0)) & ((~c3_1(a633) & ~c0_1(a633) & c1_1(a633) & ndr1_0) | ~hskp22) & ((ndr1_0 & ~c1_1(a636) & ~c0_1(a636) & c3_1(a636)) | ~hskp23) & (~hskp25 | (~c1_1(a651) & ~c3_1(a651) & c2_1(a651) & ndr1_0)) & (~hskp26 | (c0_1(a583) & c2_1(a583) & c1_1(a583) & ndr1_0)) & ((c0_1(a678) & c2_1(a678) & c3_1(a678) & ndr1_0) | ~hskp29) & (hskp1 | ! [X0] : (~ndr1_0 | (~c3_1(X0) | ~c1_1(X0) | c0_1(X0))) | ! [X1] : (~ndr1_0 | (c0_1(X1) | c3_1(X1) | c1_1(X1)))) & (! [X2] : (~ndr1_0 | (c1_1(X2) | ~c2_1(X2) | c3_1(X2))) | hskp2 | ! [X3] : (~ndr1_0 | (c0_1(X3) | c3_1(X3) | c1_1(X3)))) & (! [X4] : (~ndr1_0 | (c0_1(X4) | c1_1(X4) | ~c2_1(X4))) | ! [X5] : (~ndr1_0 | (c0_1(X5) | ~c2_1(X5) | ~c3_1(X5))) | ! [X6] : (~ndr1_0 | (~c1_1(X6) | ~c3_1(X6) | ~c0_1(X6)))) & (! [X7] : (~ndr1_0 | (~c3_1(X7) | c1_1(X7) | c0_1(X7))) | hskp6 | hskp8) & (! [X8] : (~ndr1_0 | (~c0_1(X8) | c2_1(X8) | c1_1(X8))) | ! [X9] : (~ndr1_0 | (~c3_1(X9) | ~c1_1(X9) | c0_1(X9))) | ! [X10] : (~ndr1_0 | (c3_1(X10) | c2_1(X10) | c0_1(X10)))) & (! [X11] : (~ndr1_0 | (c0_1(X11) | ~c3_1(X11) | ~c2_1(X11))) | ! [X12] : (~ndr1_0 | (c1_1(X12) | ~c3_1(X12) | ~c2_1(X12))) | ! [X13] : (~ndr1_0 | (c3_1(X13) | c2_1(X13) | c0_1(X13)))) & (! [X14] : (~ndr1_0 | (c1_1(X14) | ~c0_1(X14) | c2_1(X14))) | hskp10 | ! [X15] : (~ndr1_0 | (c3_1(X15) | c2_1(X15) | c0_1(X15)))) & (! [X16] : (~ndr1_0 | (c3_1(X16) | c2_1(X16) | c0_1(X16))) | ! [X17] : (~ndr1_0 | (~c0_1(X17) | ~c2_1(X17) | ~c3_1(X17))) | hskp11) & (! [X18] : (~ndr1_0 | (c0_1(X18) | c3_1(X18) | c2_1(X18))) | hskp12 | hskp13) & (hskp16 | ! [X19] : (~ndr1_0 | (c1_1(X19) | ~c2_1(X19) | c3_1(X19))) | ! [X20] : (~ndr1_0 | (c0_1(X20) | c2_1(X20) | ~c1_1(X20)))) & (! [X21] : (~ndr1_0 | (c0_1(X21) | c2_1(X21) | ~c1_1(X21))) | hskp17 | ! [X22] : (~ndr1_0 | (c1_1(X22) | ~c2_1(X22) | ~c0_1(X22)))) & (! [X23] : (~ndr1_0 | (~c3_1(X23) | c2_1(X23) | c0_1(X23))) | hskp18 | ! [X24] : (~ndr1_0 | (c1_1(X24) | c3_1(X24) | ~c0_1(X24)))) & (! [X25] : (~ndr1_0 | (c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | ! [X26] : (~ndr1_0 | (~c0_1(X26) | ~c1_1(X26) | c2_1(X26))) | hskp27) & (! [X27] : (~ndr1_0 | (c0_1(X27) | c2_1(X27) | ~c3_1(X27))) | hskp28 | ! [X28] : (~ndr1_0 | (c3_1(X28) | ~c0_1(X28) | ~c2_1(X28)))) & (! [X29] : (~ndr1_0 | (~c1_1(X29) | c3_1(X29) | c0_1(X29))) | ! [X30] : (~ndr1_0 | (c3_1(X30) | ~c0_1(X30) | ~c2_1(X30))) | ! [X31] : (~ndr1_0 | (~c2_1(X31) | ~c3_1(X31) | c1_1(X31)))) & (! [X32] : (~ndr1_0 | (~c2_1(X32) | c3_1(X32) | c0_1(X32))) | ! [X33] : (~ndr1_0 | (c1_1(X33) | ~c0_1(X33) | c2_1(X33))) | hskp14) & (! [X34] : (~ndr1_0 | (~c2_1(X34) | c3_1(X34) | c0_1(X34))) | hskp8 | hskp18) & (! [X35] : (~ndr1_0 | (~c2_1(X35) | ~c1_1(X35) | c0_1(X35))) | ! [X36] : (~ndr1_0 | (~c3_1(X36) | c2_1(X36) | c1_1(X36))) | ! [X37] : (~ndr1_0 | (~c0_1(X37) | ~c3_1(X37) | ~c2_1(X37)))) & (! [X38] : (~ndr1_0 | (c0_1(X38) | ~c1_1(X38) | ~c2_1(X38))) | hskp12 | ! [X39] : (~ndr1_0 | (~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39)))) & (! [X40] : (~ndr1_0 | (~c1_1(X40) | ~c3_1(X40) | c0_1(X40))) | hskp16 | ! [X41] : (~ndr1_0 | (~c1_1(X41) | ~c0_1(X41) | c3_1(X41)))) & (! [X42] : (~ndr1_0 | (c0_1(X42) | ~c1_1(X42) | ~c3_1(X42))) | hskp15 | ! [X43] : (~ndr1_0 | (c3_1(X43) | ~c1_1(X43) | ~c2_1(X43)))) & (! [X44] : (~ndr1_0 | (~c3_1(X44) | ~c1_1(X44) | c0_1(X44))) | hskp7 | hskp20) & (hskp16 | ! [X45] : (~ndr1_0 | (c2_1(X45) | ~c0_1(X45) | c3_1(X45))) | ! [X46] : (~ndr1_0 | (c0_1(X46) | ~c3_1(X46) | ~c2_1(X46)))) & (hskp26 | ! [X47] : (~ndr1_0 | (c1_1(X47) | ~c2_1(X47) | ~c0_1(X47))) | ! [X48] : (~ndr1_0 | (c1_1(X48) | c3_1(X48) | c2_1(X48)))) & (! [X49] : (~ndr1_0 | (~c0_1(X49) | c2_1(X49) | c1_1(X49))) | hskp1 | ! [X50] : (~ndr1_0 | (~c0_1(X50) | ~c2_1(X50) | c3_1(X50)))) & (! [X51] : (~ndr1_0 | (c1_1(X51) | ~c3_1(X51) | c2_1(X51))) | hskp3 | ! [X52] : (~ndr1_0 | (c3_1(X52) | ~c0_1(X52) | c1_1(X52)))) & (! [X53] : (~ndr1_0 | (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (~ndr1_0 | (c2_1(X54) | ~c1_1(X54) | ~c0_1(X54))) | ! [X55] : (~ndr1_0 | (~c0_1(X55) | ~c2_1(X55) | ~c3_1(X55)))) & (! [X56] : (~ndr1_0 | (c2_1(X56) | ~c3_1(X56) | c1_1(X56))) | hskp23 | ! [X57] : (~ndr1_0 | (c2_1(X57) | ~c3_1(X57) | ~c0_1(X57)))) & (hskp28 | ! [X58] : (~ndr1_0 | (c3_1(X58) | ~c2_1(X58) | ~c1_1(X58))) | ! [X59] : (~ndr1_0 | (c1_1(X59) | ~c3_1(X59) | ~c2_1(X59)))) & (hskp23 | hskp14 | ! [X60] : (~ndr1_0 | (~c2_1(X60) | ~c3_1(X60) | c1_1(X60)))) & (! [X61] : (~ndr1_0 | (c3_1(X61) | ~c2_1(X61) | ~c0_1(X61))) | hskp8 | ! [X62] : (~ndr1_0 | (c2_1(X62) | ~c0_1(X62) | c3_1(X62)))) & (! [X63] : (~ndr1_0 | (c2_1(X63) | ~c0_1(X63) | c3_1(X63))) | hskp16 | hskp3) & (hskp6 | hskp8 | ! [X64] : (~ndr1_0 | (c2_1(X64) | c3_1(X64) | ~c1_1(X64)))) & (! [X65] : (~ndr1_0 | (c2_1(X65) | ~c0_1(X65) | ~c3_1(X65))) | hskp26 | hskp28) & (! [X66] : (~ndr1_0 | (~c3_1(X66) | ~c0_1(X66) | c2_1(X66))) | hskp15 | hskp11) & (! [X67] : (~ndr1_0 | (~c1_1(X67) | ~c3_1(X67) | c2_1(X67))) | hskp3 | hskp17) & (! [X68] : (~ndr1_0 | (c3_1(X68) | ~c1_1(X68) | ~c0_1(X68))) | hskp3 | hskp17) & (! [X69] : (~ndr1_0 | (c3_1(X69) | ~c2_1(X69) | ~c0_1(X69))) | hskp8 | hskp27) & (hskp26 | hskp12 | hskp8) & (hskp11 | hskp26) & (hskp14 | hskp0 | hskp21) & (hskp17 | hskp7 | hskp29) & (hskp17 | hskp22 | hskp29) & (! [X70] : (~ndr1_0 | (~c1_1(X70) | ~c2_1(X70) | ~c3_1(X70))) | hskp1 | hskp10) & (! [X71] : (~ndr1_0 | (~c0_1(X71) | ~c2_1(X71) | ~c3_1(X71))) | hskp12 | hskp10) & (! [X72] : (~ndr1_0 | (~c0_1(X72) | ~c1_1(X72) | ~c3_1(X72))) | hskp19 | hskp20) & (! [X73] : (~ndr1_0 | (~c1_1(X73) | ~c3_1(X73) | ~c0_1(X73))) | hskp29 | hskp14) & (! [X74] : (~ndr1_0 | (~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74))) | ! [X75] : (~ndr1_0 | (~c2_1(X75) | ~c3_1(X75) | ~c1_1(X75))) | hskp10) & (! [X76] : (~ndr1_0 | (c3_1(X76) | ~c2_1(X76) | ~c1_1(X76))) | hskp18 | hskp29) & (! [X77] : (~ndr1_0 | (c3_1(X77) | ~c1_1(X77) | ~c2_1(X77))) | hskp15 | hskp29) & (hskp7 | hskp20 | ! [X78] : (~ndr1_0 | (~c0_1(X78) | ~c2_1(X78) | c3_1(X78)))) & (! [X79] : (~ndr1_0 | (~c0_1(X79) | ~c2_1(X79) | c3_1(X79))) | hskp14 | hskp22) & (hskp4 | hskp17 | ! [X80] : (~ndr1_0 | (~c0_1(X80) | ~c1_1(X80) | c3_1(X80)))) & (! [X81] : (~ndr1_0 | (~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81))) | hskp14 | ! [X82] : (~ndr1_0 | (c2_1(X82) | ~c1_1(X82) | ~c3_1(X82)))) & (! [X83] : (~ndr1_0 | (~c0_1(X83) | ~c3_1(X83) | c2_1(X83))) | hskp21 | hskp8) & (hskp24 | hskp5 | ! [X84] : (~ndr1_0 | (~c3_1(X84) | ~c0_1(X84) | c2_1(X84)))) & (! [X85] : (~ndr1_0 | (~c0_1(X85) | ~c1_1(X85) | c2_1(X85))) | hskp11 | hskp0) & (hskp25 | hskp15 | ! [X86] : (~ndr1_0 | (c2_1(X86) | ~c0_1(X86) | ~c1_1(X86)))) & (hskp25 | hskp9 | ! [X87] : (~ndr1_0 | (c2_1(X87) | ~c1_1(X87) | c3_1(X87)))) & (! [X88] : (~ndr1_0 | (~c1_1(X88) | c3_1(X88) | c2_1(X88))) | ! [X89] : (~ndr1_0 | (c2_1(X89) | ~c1_1(X89) | ~c0_1(X89))) | hskp24) & (! [X90] : (~ndr1_0 | (c1_1(X90) | ~c3_1(X90) | ~c0_1(X90))) | hskp11 | hskp23) & (! [X91] : (~ndr1_0 | (~c0_1(X91) | ~c1_1(X91) | ~c3_1(X91))) | hskp15 | ! [X92] : (~ndr1_0 | (~c3_1(X92) | ~c0_1(X92) | c1_1(X92)))) & (! [X93] : (~ndr1_0 | (~c2_1(X93) | c3_1(X93) | c1_1(X93))) | hskp3 | hskp4) & (! [X94] : (~ndr1_0 | (c2_1(X94) | ~c0_1(X94) | c1_1(X94))) | hskp22 | hskp6) & (! [X95] : (~ndr1_0 | (c1_1(X95) | c2_1(X95) | ~c0_1(X95))) | hskp28 | hskp8) & (hskp21 | hskp11 | ! [X96] : (~ndr1_0 | (c2_1(X96) | ~c0_1(X96) | c1_1(X96)))) & (hskp4 | hskp10 | ! [X97] : (~ndr1_0 | (~c2_1(X97) | ~c3_1(X97) | c0_1(X97)))) & (hskp8 | ! [X98] : (~ndr1_0 | (c2_1(X98) | ~c3_1(X98) | ~c0_1(X98))) | ! [X99] : (~ndr1_0 | (~c3_1(X99) | ~c1_1(X99) | c0_1(X99)))) & (! [X100] : (~ndr1_0 | (~c1_1(X100) | ~c2_1(X100) | c0_1(X100))) | hskp13 | hskp19) & (hskp10 | hskp7 | ! [X101] : (~ndr1_0 | (~c1_1(X101) | c2_1(X101) | c0_1(X101)))) & (hskp13 | hskp15 | ! [X102] : (~ndr1_0 | (c3_1(X102) | c2_1(X102) | c0_1(X102)))) & (! [X103] : (~ndr1_0 | (c3_1(X103) | c2_1(X103) | c0_1(X103))) | hskp14 | hskp4) & (! [X104] : (~ndr1_0 | (~c2_1(X104) | ~c1_1(X104) | ~c0_1(X104))) | hskp9 | ! [X105] : (~ndr1_0 | (c1_1(X105) | ~c3_1(X105) | c0_1(X105)))) & (! [X106] : (~ndr1_0 | (~c3_1(X106) | c1_1(X106) | c0_1(X106))) | ! [X107] : (~ndr1_0 | (c1_1(X107) | c2_1(X107) | c3_1(X107))) | hskp26) & (! [X108] : (~ndr1_0 | (c0_1(X108) | ~c3_1(X108) | c1_1(X108))) | hskp8 | ! [X109] : (~ndr1_0 | (c0_1(X109) | ~c1_1(X109) | ~c2_1(X109)))) & (! [X110] : (~ndr1_0 | (c0_1(X110) | ~c2_1(X110) | c1_1(X110))) | hskp2 | hskp7) & (hskp5 | hskp6 | ! [X111] : (~ndr1_0 | (~c2_1(X111) | c1_1(X111) | c0_1(X111)))) & (! [X112] : (~ndr1_0 | (c1_1(X112) | c3_1(X112) | c0_1(X112))) | hskp4 | hskp3) & (! [X113] : (~ndr1_0 | (c0_1(X113) | c3_1(X113) | c1_1(X113))) | ! [X114] : (~ndr1_0 | (~c0_1(X114) | c3_1(X114) | c2_1(X114))) | ! [X115] : (~ndr1_0 | (c0_1(X115) | ~c1_1(X115) | c2_1(X115)))) & (hskp26 | hskp0 | ! [X116] : (~ndr1_0 | (c0_1(X116) | c2_1(X116) | c1_1(X116)))) & ((c1_1(a612) & c2_1(a612) & c3_1(a612) & ndr1_0) | ~hskp28) & (~hskp27 | (ndr1_0 & c0_1(a611) & c1_1(a611) & c3_1(a611))) & (~hskp24 | (ndr1_0 & c0_1(a648) & ~c3_1(a648) & c1_1(a648))) & ((ndr1_0 & ~c1_1(a623) & ~c2_1(a623) & ~c3_1(a623)) | ~hskp20) & ((c1_1(a606) & ~c2_1(a606) & ~c3_1(a606) & ndr1_0) | ~hskp16) & (~hskp13 | (~c0_1(a601) & ~c2_1(a601) & ~c1_1(a601) & ndr1_0)) & (~hskp10 | (c0_1(a598) & c3_1(a598) & ~c1_1(a598) & ndr1_0)) & ((ndr1_0 & ~c0_1(a595) & ~c3_1(a595) & ~c1_1(a595)) | ~hskp9) & (~hskp8 | (c3_1(a593) & ~c2_1(a593) & c1_1(a593) & ndr1_0)) & (~hskp7 | (ndr1_0 & ~c0_1(a592) & ~c3_1(a592) & c2_1(a592))) & (~hskp6 | (~c0_1(a590) & c3_1(a590) & c2_1(a590) & ndr1_0)) & (~hskp5 | (c0_1(a589) & ~c2_1(a589) & c1_1(a589) & ndr1_0)) & ((ndr1_0 & c0_1(a588) & ~c1_1(a588) & ~c2_1(a588)) | ~hskp4) & (~hskp2 | (c2_1(a586) & ~c3_1(a586) & c1_1(a586) & ndr1_0))[ennf transformation 3]
3. ((c1_1(a584) & ~c0_1(a584) & ~c2_1(a584) & ndr1_0) | ~hskp0) & (~hskp1 | (c2_1(a585) & ~c0_1(a585) & c1_1(a585) & ndr1_0)) & (~hskp3 | (c2_1(a587) & ~c1_1(a587) & c0_1(a587) & ndr1_0)) & ((ndr1_0 & ~c1_1(a599) & c3_1(a599) & c2_1(a599)) | ~hskp11) & (~hskp12 | (c0_1(a600) & ~c3_1(a600) & c2_1(a600) & ndr1_0)) & ((ndr1_0 & c0_1(a603) & ~c3_1(a603) & ~c1_1(a603)) | ~hskp14) & ((c1_1(a604) & ~c0_1(a604) & c3_1(a604) & ndr1_0) | ~hskp15) & ((ndr1_0 & c3_1(a607) & ~c2_1(a607) & ~c1_1(a607)) | ~hskp17) & ((c3_1(a610) & ~c0_1(a610) & ~c2_1(a610) & ndr1_0) | ~hskp18) & (~hskp19 | (~c1_1(a617) & ~c0_1(a617) & c2_1(a617) & ndr1_0)) & (~hskp21 | (~c2_1(a629) & ~c3_1(a629) & c0_1(a629) & ndr1_0)) & ((~c3_1(a633) & ~c0_1(a633) & c1_1(a633) & ndr1_0) | ~hskp22) & ((ndr1_0 & ~c1_1(a636) & ~c0_1(a636) & c3_1(a636)) | ~hskp23) & (~hskp25 | (~c1_1(a651) & ~c3_1(a651) & c2_1(a651) & ndr1_0)) & (~hskp26 | (c0_1(a583) & c2_1(a583) & c1_1(a583) & ndr1_0)) & ((c0_1(a678) & c2_1(a678) & c3_1(a678) & ndr1_0) | ~hskp29) & (hskp1 | ! [X0] : (ndr1_0 => (~c3_1(X0) | ~c1_1(X0) | c0_1(X0))) | ! [X1] : (ndr1_0 => (c0_1(X1) | c3_1(X1) | c1_1(X1)))) & (! [X2] : (ndr1_0 => (c1_1(X2) | ~c2_1(X2) | c3_1(X2))) | hskp2 | ! [X3] : (ndr1_0 => (c0_1(X3) | c3_1(X3) | c1_1(X3)))) & (! [X4] : (ndr1_0 => (c0_1(X4) | c1_1(X4) | ~c2_1(X4))) | ! [X5] : (ndr1_0 => (c0_1(X5) | ~c2_1(X5) | ~c3_1(X5))) | ! [X6] : (ndr1_0 => (~c1_1(X6) | ~c3_1(X6) | ~c0_1(X6)))) & (! [X7] : (ndr1_0 => (~c3_1(X7) | c1_1(X7) | c0_1(X7))) | hskp6 | hskp8) & (! [X8] : (ndr1_0 => (~c0_1(X8) | c2_1(X8) | c1_1(X8))) | ! [X9] : (ndr1_0 => (~c3_1(X9) | ~c1_1(X9) | c0_1(X9))) | ! [X10] : (ndr1_0 => (c3_1(X10) | c2_1(X10) | c0_1(X10)))) & (! [X11] : (ndr1_0 => (c0_1(X11) | ~c3_1(X11) | ~c2_1(X11))) | ! [X12] : (ndr1_0 => (c1_1(X12) | ~c3_1(X12) | ~c2_1(X12))) | ! [X13] : (ndr1_0 => (c3_1(X13) | c2_1(X13) | c0_1(X13)))) & (! [X14] : (ndr1_0 => (c1_1(X14) | ~c0_1(X14) | c2_1(X14))) | hskp10 | ! [X15] : (ndr1_0 => (c3_1(X15) | c2_1(X15) | c0_1(X15)))) & (! [X16] : (ndr1_0 => (c3_1(X16) | c2_1(X16) | c0_1(X16))) | ! [X17] : (ndr1_0 => (~c0_1(X17) | ~c2_1(X17) | ~c3_1(X17))) | hskp11) & (! [X18] : (ndr1_0 => (c0_1(X18) | c3_1(X18) | c2_1(X18))) | hskp12 | hskp13) & (hskp16 | ! [X19] : (ndr1_0 => (c1_1(X19) | ~c2_1(X19) | c3_1(X19))) | ! [X20] : (ndr1_0 => (c0_1(X20) | c2_1(X20) | ~c1_1(X20)))) & (! [X21] : (ndr1_0 => (c0_1(X21) | c2_1(X21) | ~c1_1(X21))) | hskp17 | ! [X22] : (ndr1_0 => (c1_1(X22) | ~c2_1(X22) | ~c0_1(X22)))) & (! [X23] : (ndr1_0 => (~c3_1(X23) | c2_1(X23) | c0_1(X23))) | hskp18 | ! [X24] : (ndr1_0 => (c1_1(X24) | c3_1(X24) | ~c0_1(X24)))) & (! [X25] : (ndr1_0 => (c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | ! [X26] : (ndr1_0 => (~c0_1(X26) | ~c1_1(X26) | c2_1(X26))) | hskp27) & (! [X27] : (ndr1_0 => (c0_1(X27) | c2_1(X27) | ~c3_1(X27))) | hskp28 | ! [X28] : (ndr1_0 => (c3_1(X28) | ~c0_1(X28) | ~c2_1(X28)))) & (! [X29] : (ndr1_0 => (~c1_1(X29) | c3_1(X29) | c0_1(X29))) | ! [X30] : (ndr1_0 => (c3_1(X30) | ~c0_1(X30) | ~c2_1(X30))) | ! [X31] : (ndr1_0 => (~c2_1(X31) | ~c3_1(X31) | c1_1(X31)))) & (! [X32] : (ndr1_0 => (~c2_1(X32) | c3_1(X32) | c0_1(X32))) | ! [X33] : (ndr1_0 => (c1_1(X33) | ~c0_1(X33) | c2_1(X33))) | hskp14) & (! [X34] : (ndr1_0 => (~c2_1(X34) | c3_1(X34) | c0_1(X34))) | hskp8 | hskp18) & (! [X35] : (ndr1_0 => (~c2_1(X35) | ~c1_1(X35) | c0_1(X35))) | ! [X36] : (ndr1_0 => (~c3_1(X36) | c2_1(X36) | c1_1(X36))) | ! [X37] : (ndr1_0 => (~c0_1(X37) | ~c3_1(X37) | ~c2_1(X37)))) & (! [X38] : (ndr1_0 => (c0_1(X38) | ~c1_1(X38) | ~c2_1(X38))) | hskp12 | ! [X39] : (ndr1_0 => (~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39)))) & (! [X40] : (ndr1_0 => (~c1_1(X40) | ~c3_1(X40) | c0_1(X40))) | hskp16 | ! [X41] : (ndr1_0 => (~c1_1(X41) | ~c0_1(X41) | c3_1(X41)))) & (! [X42] : (ndr1_0 => (c0_1(X42) | ~c1_1(X42) | ~c3_1(X42))) | hskp15 | ! [X43] : (ndr1_0 => (c3_1(X43) | ~c1_1(X43) | ~c2_1(X43)))) & (! [X44] : (ndr1_0 => (~c3_1(X44) | ~c1_1(X44) | c0_1(X44))) | hskp7 | hskp20) & (hskp16 | ! [X45] : (ndr1_0 => (c2_1(X45) | ~c0_1(X45) | c3_1(X45))) | ! [X46] : (ndr1_0 => (c0_1(X46) | ~c3_1(X46) | ~c2_1(X46)))) & (hskp26 | ! [X47] : (ndr1_0 => (c1_1(X47) | ~c2_1(X47) | ~c0_1(X47))) | ! [X48] : (ndr1_0 => (c1_1(X48) | c3_1(X48) | c2_1(X48)))) & (! [X49] : (ndr1_0 => (~c0_1(X49) | c2_1(X49) | c1_1(X49))) | hskp1 | ! [X50] : (ndr1_0 => (~c0_1(X50) | ~c2_1(X50) | c3_1(X50)))) & (! [X51] : (ndr1_0 => (c1_1(X51) | ~c3_1(X51) | c2_1(X51))) | hskp3 | ! [X52] : (ndr1_0 => (c3_1(X52) | ~c0_1(X52) | c1_1(X52)))) & (! [X53] : (ndr1_0 => (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (ndr1_0 => (c2_1(X54) | ~c1_1(X54) | ~c0_1(X54))) | ! [X55] : (ndr1_0 => (~c0_1(X55) | ~c2_1(X55) | ~c3_1(X55)))) & (! [X56] : (ndr1_0 => (c2_1(X56) | ~c3_1(X56) | c1_1(X56))) | hskp23 | ! [X57] : (ndr1_0 => (c2_1(X57) | ~c3_1(X57) | ~c0_1(X57)))) & (hskp28 | ! [X58] : (ndr1_0 => (c3_1(X58) | ~c2_1(X58) | ~c1_1(X58))) | ! [X59] : (ndr1_0 => (c1_1(X59) | ~c3_1(X59) | ~c2_1(X59)))) & (hskp23 | hskp14 | ! [X60] : (ndr1_0 => (~c2_1(X60) | ~c3_1(X60) | c1_1(X60)))) & (! [X61] : (ndr1_0 => (c3_1(X61) | ~c2_1(X61) | ~c0_1(X61))) | hskp8 | ! [X62] : (ndr1_0 => (c2_1(X62) | ~c0_1(X62) | c3_1(X62)))) & (! [X63] : (ndr1_0 => (c2_1(X63) | ~c0_1(X63) | c3_1(X63))) | hskp16 | hskp3) & (hskp6 | hskp8 | ! [X64] : (ndr1_0 => (c2_1(X64) | c3_1(X64) | ~c1_1(X64)))) & (! [X65] : (ndr1_0 => (c2_1(X65) | ~c0_1(X65) | ~c3_1(X65))) | hskp26 | hskp28) & (! [X66] : (ndr1_0 => (~c3_1(X66) | ~c0_1(X66) | c2_1(X66))) | hskp15 | hskp11) & (! [X67] : (ndr1_0 => (~c1_1(X67) | ~c3_1(X67) | c2_1(X67))) | hskp3 | hskp17) & (! [X68] : (ndr1_0 => (c3_1(X68) | ~c1_1(X68) | ~c0_1(X68))) | hskp3 | hskp17) & (! [X69] : (ndr1_0 => (c3_1(X69) | ~c2_1(X69) | ~c0_1(X69))) | hskp8 | hskp27) & (hskp26 | hskp12 | hskp8) & (hskp11 | hskp26) & (hskp14 | hskp0 | hskp21) & (hskp17 | hskp7 | hskp29) & (hskp17 | hskp22 | hskp29) & (! [X70] : (ndr1_0 => (~c1_1(X70) | ~c2_1(X70) | ~c3_1(X70))) | hskp1 | hskp10) & (! [X71] : (ndr1_0 => (~c0_1(X71) | ~c2_1(X71) | ~c3_1(X71))) | hskp12 | hskp10) & (! [X72] : (ndr1_0 => (~c0_1(X72) | ~c1_1(X72) | ~c3_1(X72))) | hskp19 | hskp20) & (! [X73] : (ndr1_0 => (~c1_1(X73) | ~c3_1(X73) | ~c0_1(X73))) | hskp29 | hskp14) & (! [X74] : (ndr1_0 => (~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74))) | ! [X75] : (ndr1_0 => (~c2_1(X75) | ~c3_1(X75) | ~c1_1(X75))) | hskp10) & (! [X76] : (ndr1_0 => (c3_1(X76) | ~c2_1(X76) | ~c1_1(X76))) | hskp18 | hskp29) & (! [X77] : (ndr1_0 => (c3_1(X77) | ~c1_1(X77) | ~c2_1(X77))) | hskp15 | hskp29) & (hskp7 | hskp20 | ! [X78] : (ndr1_0 => (~c0_1(X78) | ~c2_1(X78) | c3_1(X78)))) & (! [X79] : (ndr1_0 => (~c0_1(X79) | ~c2_1(X79) | c3_1(X79))) | hskp14 | hskp22) & (hskp4 | hskp17 | ! [X80] : (ndr1_0 => (~c0_1(X80) | ~c1_1(X80) | c3_1(X80)))) & (! [X81] : (ndr1_0 => (~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81))) | hskp14 | ! [X82] : (ndr1_0 => (c2_1(X82) | ~c1_1(X82) | ~c3_1(X82)))) & (! [X83] : (ndr1_0 => (~c0_1(X83) | ~c3_1(X83) | c2_1(X83))) | hskp21 | hskp8) & (hskp24 | hskp5 | ! [X84] : (ndr1_0 => (~c3_1(X84) | ~c0_1(X84) | c2_1(X84)))) & (! [X85] : (ndr1_0 => (~c0_1(X85) | ~c1_1(X85) | c2_1(X85))) | hskp11 | hskp0) & (hskp25 | hskp15 | ! [X86] : (ndr1_0 => (c2_1(X86) | ~c0_1(X86) | ~c1_1(X86)))) & (hskp25 | hskp9 | ! [X87] : (ndr1_0 => (c2_1(X87) | ~c1_1(X87) | c3_1(X87)))) & (! [X88] : (ndr1_0 => (~c1_1(X88) | c3_1(X88) | c2_1(X88))) | ! [X89] : (ndr1_0 => (c2_1(X89) | ~c1_1(X89) | ~c0_1(X89))) | hskp24) & (! [X90] : (ndr1_0 => (c1_1(X90) | ~c3_1(X90) | ~c0_1(X90))) | hskp11 | hskp23) & (! [X91] : (ndr1_0 => (~c0_1(X91) | ~c1_1(X91) | ~c3_1(X91))) | hskp15 | ! [X92] : (ndr1_0 => (~c3_1(X92) | ~c0_1(X92) | c1_1(X92)))) & (! [X93] : (ndr1_0 => (~c2_1(X93) | c3_1(X93) | c1_1(X93))) | hskp3 | hskp4) & (! [X94] : (ndr1_0 => (c2_1(X94) | ~c0_1(X94) | c1_1(X94))) | hskp22 | hskp6) & (! [X95] : (ndr1_0 => (c1_1(X95) | c2_1(X95) | ~c0_1(X95))) | hskp28 | hskp8) & (hskp21 | hskp11 | ! [X96] : (ndr1_0 => (c2_1(X96) | ~c0_1(X96) | c1_1(X96)))) & (hskp4 | hskp10 | ! [X97] : (ndr1_0 => (~c2_1(X97) | ~c3_1(X97) | c0_1(X97)))) & (hskp8 | ! [X98] : (ndr1_0 => (c2_1(X98) | ~c3_1(X98) | ~c0_1(X98))) | ! [X99] : (ndr1_0 => (~c3_1(X99) | ~c1_1(X99) | c0_1(X99)))) & (! [X100] : (ndr1_0 => (~c1_1(X100) | ~c2_1(X100) | c0_1(X100))) | hskp13 | hskp19) & (hskp10 | hskp7 | ! [X101] : (ndr1_0 => (~c1_1(X101) | c2_1(X101) | c0_1(X101)))) & (hskp13 | hskp15 | ! [X102] : (ndr1_0 => (c3_1(X102) | c2_1(X102) | c0_1(X102)))) & (! [X103] : (ndr1_0 => (c3_1(X103) | c2_1(X103) | c0_1(X103))) | hskp14 | hskp4) & (! [X104] : (ndr1_0 => (~c2_1(X104) | ~c1_1(X104) | ~c0_1(X104))) | hskp9 | ! [X105] : (ndr1_0 => (c1_1(X105) | ~c3_1(X105) | c0_1(X105)))) & (! [X106] : (ndr1_0 => (~c3_1(X106) | c1_1(X106) | c0_1(X106))) | ! [X107] : (ndr1_0 => (c1_1(X107) | c2_1(X107) | c3_1(X107))) | hskp26) & (! [X108] : (ndr1_0 => (c0_1(X108) | ~c3_1(X108) | c1_1(X108))) | hskp8 | ! [X109] : (ndr1_0 => (c0_1(X109) | ~c1_1(X109) | ~c2_1(X109)))) & (! [X110] : (ndr1_0 => (c0_1(X110) | ~c2_1(X110) | c1_1(X110))) | hskp2 | hskp7) & (hskp5 | hskp6 | ! [X111] : (ndr1_0 => (~c2_1(X111) | c1_1(X111) | c0_1(X111)))) & (! [X112] : (ndr1_0 => (c1_1(X112) | c3_1(X112) | c0_1(X112))) | hskp4 | hskp3) & (! [X113] : (ndr1_0 => (c0_1(X113) | c3_1(X113) | c1_1(X113))) | ! [X114] : (ndr1_0 => (~c0_1(X114) | c3_1(X114) | c2_1(X114))) | ! [X115] : (ndr1_0 => (c0_1(X115) | ~c1_1(X115) | c2_1(X115)))) & (hskp26 | hskp0 | ! [X116] : (ndr1_0 => (c0_1(X116) | c2_1(X116) | c1_1(X116)))) & ((c1_1(a612) & c2_1(a612) & c3_1(a612) & ndr1_0) | ~hskp28) & (~hskp27 | (ndr1_0 & c0_1(a611) & c1_1(a611) & c3_1(a611))) & (~hskp24 | (ndr1_0 & c0_1(a648) & ~c3_1(a648) & c1_1(a648))) & ((ndr1_0 & ~c1_1(a623) & ~c2_1(a623) & ~c3_1(a623)) | ~hskp20) & ((c1_1(a606) & ~c2_1(a606) & ~c3_1(a606) & ndr1_0) | ~hskp16) & (~hskp13 | (~c0_1(a601) & ~c2_1(a601) & ~c1_1(a601) & ndr1_0)) & (~hskp10 | (c0_1(a598) & c3_1(a598) & ~c1_1(a598) & ndr1_0)) & ((ndr1_0 & ~c0_1(a595) & ~c3_1(a595) & ~c1_1(a595)) | ~hskp9) & (~hskp8 | (c3_1(a593) & ~c2_1(a593) & c1_1(a593) & ndr1_0)) & (~hskp7 | (ndr1_0 & ~c0_1(a592) & ~c3_1(a592) & c2_1(a592))) & (~hskp6 | (~c0_1(a590) & c3_1(a590) & c2_1(a590) & ndr1_0)) & (~hskp5 | (c0_1(a589) & ~c2_1(a589) & c1_1(a589) & ndr1_0)) & ((ndr1_0 & c0_1(a588) & ~c1_1(a588) & ~c2_1(a588)) | ~hskp4) & (~hskp2 | (c2_1(a586) & ~c3_1(a586) & c1_1(a586) & ndr1_0))[flattening 2]
2. ~~(((c1_1(a584) & ~c0_1(a584) & ~c2_1(a584) & ndr1_0) | ~hskp0) & (~hskp1 | (c2_1(a585) & ~c0_1(a585) & c1_1(a585) & ndr1_0)) & (~hskp3 | (c2_1(a587) & ~c1_1(a587) & c0_1(a587) & ndr1_0)) & ((ndr1_0 & ~c1_1(a599) & c3_1(a599) & c2_1(a599)) | ~hskp11) & (~hskp12 | (c0_1(a600) & ~c3_1(a600) & c2_1(a600) & ndr1_0)) & ((ndr1_0 & c0_1(a603) & ~c3_1(a603) & ~c1_1(a603)) | ~hskp14) & ((c1_1(a604) & ~c0_1(a604) & c3_1(a604) & ndr1_0) | ~hskp15) & ((ndr1_0 & c3_1(a607) & ~c2_1(a607) & ~c1_1(a607)) | ~hskp17) & ((c3_1(a610) & ~c0_1(a610) & ~c2_1(a610) & ndr1_0) | ~hskp18) & (~hskp19 | (~c1_1(a617) & ~c0_1(a617) & c2_1(a617) & ndr1_0)) & (~hskp21 | (~c2_1(a629) & ~c3_1(a629) & c0_1(a629) & ndr1_0)) & ((~c3_1(a633) & ~c0_1(a633) & c1_1(a633) & ndr1_0) | ~hskp22) & ((ndr1_0 & ~c1_1(a636) & ~c0_1(a636) & c3_1(a636)) | ~hskp23) & (~hskp25 | (~c1_1(a651) & ~c3_1(a651) & c2_1(a651) & ndr1_0)) & (~hskp26 | (c0_1(a583) & c2_1(a583) & c1_1(a583) & ndr1_0)) & ((c0_1(a678) & c2_1(a678) & c3_1(a678) & ndr1_0) | ~hskp29) & (hskp1 | ! [X0] : (ndr1_0 => (~c3_1(X0) | ~c1_1(X0) | c0_1(X0))) | ! [X1] : (ndr1_0 => (c0_1(X1) | c3_1(X1) | c1_1(X1)))) & (! [X2] : (ndr1_0 => (c1_1(X2) | ~c2_1(X2) | c3_1(X2))) | hskp2 | ! [X3] : (ndr1_0 => (c0_1(X3) | c3_1(X3) | c1_1(X3)))) & (! [X4] : (ndr1_0 => (c0_1(X4) | c1_1(X4) | ~c2_1(X4))) | ! [X5] : (ndr1_0 => (c0_1(X5) | ~c2_1(X5) | ~c3_1(X5))) | ! [X6] : (ndr1_0 => (~c1_1(X6) | ~c3_1(X6) | ~c0_1(X6)))) & (! [X7] : (ndr1_0 => (~c3_1(X7) | c1_1(X7) | c0_1(X7))) | hskp6 | hskp8) & (! [X8] : (ndr1_0 => (~c0_1(X8) | c2_1(X8) | c1_1(X8))) | ! [X9] : (ndr1_0 => (~c3_1(X9) | ~c1_1(X9) | c0_1(X9))) | ! [X10] : (ndr1_0 => (c3_1(X10) | c2_1(X10) | c0_1(X10)))) & (! [X11] : (ndr1_0 => (c0_1(X11) | ~c3_1(X11) | ~c2_1(X11))) | ! [X12] : (ndr1_0 => (c1_1(X12) | ~c3_1(X12) | ~c2_1(X12))) | ! [X13] : (ndr1_0 => (c3_1(X13) | c2_1(X13) | c0_1(X13)))) & (! [X14] : (ndr1_0 => (c1_1(X14) | ~c0_1(X14) | c2_1(X14))) | hskp10 | ! [X15] : (ndr1_0 => (c3_1(X15) | c2_1(X15) | c0_1(X15)))) & (! [X16] : (ndr1_0 => (c3_1(X16) | c2_1(X16) | c0_1(X16))) | ! [X17] : (ndr1_0 => (~c0_1(X17) | ~c2_1(X17) | ~c3_1(X17))) | hskp11) & (! [X18] : (ndr1_0 => (c0_1(X18) | c3_1(X18) | c2_1(X18))) | hskp12 | hskp13) & (hskp16 | ! [X19] : (ndr1_0 => (c1_1(X19) | ~c2_1(X19) | c3_1(X19))) | ! [X20] : (ndr1_0 => (c0_1(X20) | c2_1(X20) | ~c1_1(X20)))) & (! [X21] : (ndr1_0 => (c0_1(X21) | c2_1(X21) | ~c1_1(X21))) | hskp17 | ! [X22] : (ndr1_0 => (c1_1(X22) | ~c2_1(X22) | ~c0_1(X22)))) & (! [X23] : (ndr1_0 => (~c3_1(X23) | c2_1(X23) | c0_1(X23))) | hskp18 | ! [X24] : (ndr1_0 => (c1_1(X24) | c3_1(X24) | ~c0_1(X24)))) & (! [X25] : (ndr1_0 => (c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | ! [X26] : (ndr1_0 => (~c0_1(X26) | ~c1_1(X26) | c2_1(X26))) | hskp27) & (! [X27] : (ndr1_0 => (c0_1(X27) | c2_1(X27) | ~c3_1(X27))) | hskp28 | ! [X28] : (ndr1_0 => (c3_1(X28) | ~c0_1(X28) | ~c2_1(X28)))) & (! [X29] : (ndr1_0 => (~c1_1(X29) | c3_1(X29) | c0_1(X29))) | ! [X30] : (ndr1_0 => (c3_1(X30) | ~c0_1(X30) | ~c2_1(X30))) | ! [X31] : (ndr1_0 => (~c2_1(X31) | ~c3_1(X31) | c1_1(X31)))) & (! [X32] : (ndr1_0 => (~c2_1(X32) | c3_1(X32) | c0_1(X32))) | ! [X33] : (ndr1_0 => (c1_1(X33) | ~c0_1(X33) | c2_1(X33))) | hskp14) & (! [X34] : (ndr1_0 => (~c2_1(X34) | c3_1(X34) | c0_1(X34))) | hskp8 | hskp18) & (! [X35] : (ndr1_0 => (~c2_1(X35) | ~c1_1(X35) | c0_1(X35))) | ! [X36] : (ndr1_0 => (~c3_1(X36) | c2_1(X36) | c1_1(X36))) | ! [X37] : (ndr1_0 => (~c0_1(X37) | ~c3_1(X37) | ~c2_1(X37)))) & (! [X38] : (ndr1_0 => (c0_1(X38) | ~c1_1(X38) | ~c2_1(X38))) | hskp12 | ! [X39] : (ndr1_0 => (~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39)))) & (! [X40] : (ndr1_0 => (~c1_1(X40) | ~c3_1(X40) | c0_1(X40))) | hskp16 | ! [X41] : (ndr1_0 => (~c1_1(X41) | ~c0_1(X41) | c3_1(X41)))) & (! [X42] : (ndr1_0 => (c0_1(X42) | ~c1_1(X42) | ~c3_1(X42))) | hskp15 | ! [X43] : (ndr1_0 => (c3_1(X43) | ~c1_1(X43) | ~c2_1(X43)))) & (! [X44] : (ndr1_0 => (~c3_1(X44) | ~c1_1(X44) | c0_1(X44))) | hskp7 | hskp20) & (hskp16 | ! [X45] : (ndr1_0 => (c2_1(X45) | ~c0_1(X45) | c3_1(X45))) | ! [X46] : (ndr1_0 => (c0_1(X46) | ~c3_1(X46) | ~c2_1(X46)))) & (hskp26 | ! [X47] : (ndr1_0 => (c1_1(X47) | ~c2_1(X47) | ~c0_1(X47))) | ! [X48] : (ndr1_0 => (c1_1(X48) | c3_1(X48) | c2_1(X48)))) & (! [X49] : (ndr1_0 => (~c0_1(X49) | c2_1(X49) | c1_1(X49))) | hskp1 | ! [X50] : (ndr1_0 => (~c0_1(X50) | ~c2_1(X50) | c3_1(X50)))) & (! [X51] : (ndr1_0 => (c1_1(X51) | ~c3_1(X51) | c2_1(X51))) | hskp3 | ! [X52] : (ndr1_0 => (c3_1(X52) | ~c0_1(X52) | c1_1(X52)))) & (! [X53] : (ndr1_0 => (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (ndr1_0 => (c2_1(X54) | ~c1_1(X54) | ~c0_1(X54))) | ! [X55] : (ndr1_0 => (~c0_1(X55) | ~c2_1(X55) | ~c3_1(X55)))) & (! [X56] : (ndr1_0 => (c2_1(X56) | ~c3_1(X56) | c1_1(X56))) | hskp23 | ! [X57] : (ndr1_0 => (c2_1(X57) | ~c3_1(X57) | ~c0_1(X57)))) & (hskp28 | ! [X58] : (ndr1_0 => (c3_1(X58) | ~c2_1(X58) | ~c1_1(X58))) | ! [X59] : (ndr1_0 => (c1_1(X59) | ~c3_1(X59) | ~c2_1(X59)))) & (hskp23 | hskp14 | ! [X60] : (ndr1_0 => (~c2_1(X60) | ~c3_1(X60) | c1_1(X60)))) & (! [X61] : (ndr1_0 => (c3_1(X61) | ~c2_1(X61) | ~c0_1(X61))) | hskp8 | ! [X62] : (ndr1_0 => (c2_1(X62) | ~c0_1(X62) | c3_1(X62)))) & (! [X63] : (ndr1_0 => (c2_1(X63) | ~c0_1(X63) | c3_1(X63))) | hskp16 | hskp3) & (hskp6 | hskp8 | ! [X64] : (ndr1_0 => (c2_1(X64) | c3_1(X64) | ~c1_1(X64)))) & (! [X65] : (ndr1_0 => (c2_1(X65) | ~c0_1(X65) | ~c3_1(X65))) | hskp26 | hskp28) & (! [X66] : (ndr1_0 => (~c3_1(X66) | ~c0_1(X66) | c2_1(X66))) | hskp15 | hskp11) & (! [X67] : (ndr1_0 => (~c1_1(X67) | ~c3_1(X67) | c2_1(X67))) | hskp3 | hskp17) & (! [X68] : (ndr1_0 => (c3_1(X68) | ~c1_1(X68) | ~c0_1(X68))) | hskp3 | hskp17) & (! [X69] : (ndr1_0 => (c3_1(X69) | ~c2_1(X69) | ~c0_1(X69))) | hskp8 | hskp27) & (hskp26 | hskp12 | hskp8) & (hskp11 | hskp26) & (hskp14 | hskp0 | hskp21) & (hskp17 | hskp7 | hskp29) & (hskp17 | hskp22 | hskp29) & (! [X70] : (ndr1_0 => (~c1_1(X70) | ~c2_1(X70) | ~c3_1(X70))) | hskp1 | hskp10) & (! [X71] : (ndr1_0 => (~c0_1(X71) | ~c2_1(X71) | ~c3_1(X71))) | hskp12 | hskp10) & (! [X72] : (ndr1_0 => (~c0_1(X72) | ~c1_1(X72) | ~c3_1(X72))) | hskp19 | hskp20) & (! [X73] : (ndr1_0 => (~c1_1(X73) | ~c3_1(X73) | ~c0_1(X73))) | hskp29 | hskp14) & (! [X74] : (ndr1_0 => (~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74))) | ! [X75] : (ndr1_0 => (~c2_1(X75) | ~c3_1(X75) | ~c1_1(X75))) | hskp10) & (! [X76] : (ndr1_0 => (c3_1(X76) | ~c2_1(X76) | ~c1_1(X76))) | hskp18 | hskp29) & (! [X77] : (ndr1_0 => (c3_1(X77) | ~c1_1(X77) | ~c2_1(X77))) | hskp15 | hskp29) & (hskp7 | hskp20 | ! [X78] : (ndr1_0 => (~c0_1(X78) | ~c2_1(X78) | c3_1(X78)))) & (! [X79] : (ndr1_0 => (~c0_1(X79) | ~c2_1(X79) | c3_1(X79))) | hskp14 | hskp22) & (hskp4 | hskp17 | ! [X80] : (ndr1_0 => (~c0_1(X80) | ~c1_1(X80) | c3_1(X80)))) & (! [X81] : (ndr1_0 => (~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81))) | hskp14 | ! [X82] : (ndr1_0 => (c2_1(X82) | ~c1_1(X82) | ~c3_1(X82)))) & (! [X83] : (ndr1_0 => (~c0_1(X83) | ~c3_1(X83) | c2_1(X83))) | hskp21 | hskp8) & (hskp24 | hskp5 | ! [X84] : (ndr1_0 => (~c3_1(X84) | ~c0_1(X84) | c2_1(X84)))) & (! [X85] : (ndr1_0 => (~c0_1(X85) | ~c1_1(X85) | c2_1(X85))) | hskp11 | hskp0) & (hskp25 | hskp15 | ! [X86] : (ndr1_0 => (c2_1(X86) | ~c0_1(X86) | ~c1_1(X86)))) & (hskp25 | hskp9 | ! [X87] : (ndr1_0 => (c2_1(X87) | ~c1_1(X87) | c3_1(X87)))) & (! [X88] : (ndr1_0 => (~c1_1(X88) | c3_1(X88) | c2_1(X88))) | ! [X89] : (ndr1_0 => (c2_1(X89) | ~c1_1(X89) | ~c0_1(X89))) | hskp24) & (! [X90] : (ndr1_0 => (c1_1(X90) | ~c3_1(X90) | ~c0_1(X90))) | hskp11 | hskp23) & (! [X91] : (ndr1_0 => (~c0_1(X91) | ~c1_1(X91) | ~c3_1(X91))) | hskp15 | ! [X92] : (ndr1_0 => (~c3_1(X92) | ~c0_1(X92) | c1_1(X92)))) & (! [X93] : (ndr1_0 => (~c2_1(X93) | c3_1(X93) | c1_1(X93))) | hskp3 | hskp4) & (! [X94] : (ndr1_0 => (c2_1(X94) | ~c0_1(X94) | c1_1(X94))) | hskp22 | hskp6) & (! [X95] : (ndr1_0 => (c1_1(X95) | c2_1(X95) | ~c0_1(X95))) | hskp28 | hskp8) & (hskp21 | hskp11 | ! [X96] : (ndr1_0 => (c2_1(X96) | ~c0_1(X96) | c1_1(X96)))) & (hskp4 | hskp10 | ! [X97] : (ndr1_0 => (~c2_1(X97) | ~c3_1(X97) | c0_1(X97)))) & (hskp8 | ! [X98] : (ndr1_0 => (c2_1(X98) | ~c3_1(X98) | ~c0_1(X98))) | ! [X99] : (ndr1_0 => (~c3_1(X99) | ~c1_1(X99) | c0_1(X99)))) & (! [X100] : (ndr1_0 => (~c1_1(X100) | ~c2_1(X100) | c0_1(X100))) | hskp13 | hskp19) & (hskp10 | hskp7 | ! [X101] : (ndr1_0 => (~c1_1(X101) | c2_1(X101) | c0_1(X101)))) & (hskp13 | hskp15 | ! [X102] : (ndr1_0 => (c3_1(X102) | c2_1(X102) | c0_1(X102)))) & (! [X103] : (ndr1_0 => (c3_1(X103) | c2_1(X103) | c0_1(X103))) | hskp14 | hskp4) & (! [X104] : (ndr1_0 => (~c2_1(X104) | ~c1_1(X104) | ~c0_1(X104))) | hskp9 | ! [X105] : (ndr1_0 => (c1_1(X105) | ~c3_1(X105) | c0_1(X105)))) & (! [X106] : (ndr1_0 => (~c3_1(X106) | c1_1(X106) | c0_1(X106))) | ! [X107] : (ndr1_0 => (c1_1(X107) | c2_1(X107) | c3_1(X107))) | hskp26) & (! [X108] : (ndr1_0 => (c0_1(X108) | ~c3_1(X108) | c1_1(X108))) | hskp8 | ! [X109] : (ndr1_0 => (c0_1(X109) | ~c1_1(X109) | ~c2_1(X109)))) & (! [X110] : (ndr1_0 => (c0_1(X110) | ~c2_1(X110) | c1_1(X110))) | hskp2 | hskp7) & (hskp5 | hskp6 | ! [X111] : (ndr1_0 => (~c2_1(X111) | c1_1(X111) | c0_1(X111)))) & (! [X112] : (ndr1_0 => (c1_1(X112) | c3_1(X112) | c0_1(X112))) | hskp4 | hskp3) & (! [X113] : (ndr1_0 => (c0_1(X113) | c3_1(X113) | c1_1(X113))) | ! [X114] : (ndr1_0 => (~c0_1(X114) | c3_1(X114) | c2_1(X114))) | ! [X115] : (ndr1_0 => (c0_1(X115) | ~c1_1(X115) | c2_1(X115)))) & (hskp26 | hskp0 | ! [X116] : (ndr1_0 => (c0_1(X116) | c2_1(X116) | c1_1(X116)))) & ((c1_1(a612) & c2_1(a612) & c3_1(a612) & ndr1_0) | ~hskp28) & (~hskp27 | (ndr1_0 & c0_1(a611) & c1_1(a611) & c3_1(a611))) & (~hskp24 | (ndr1_0 & c0_1(a648) & ~c3_1(a648) & c1_1(a648))) & ((ndr1_0 & ~c1_1(a623) & ~c2_1(a623) & ~c3_1(a623)) | ~hskp20) & ((c1_1(a606) & ~c2_1(a606) & ~c3_1(a606) & ndr1_0) | ~hskp16) & (~hskp13 | (~c0_1(a601) & ~c2_1(a601) & ~c1_1(a601) & ndr1_0)) & (~hskp10 | (c0_1(a598) & c3_1(a598) & ~c1_1(a598) & ndr1_0)) & ((ndr1_0 & ~c0_1(a595) & ~c3_1(a595) & ~c1_1(a595)) | ~hskp9) & (~hskp8 | (c3_1(a593) & ~c2_1(a593) & c1_1(a593) & ndr1_0)) & (~hskp7 | (ndr1_0 & ~c0_1(a592) & ~c3_1(a592) & c2_1(a592))) & (~hskp6 | (~c0_1(a590) & c3_1(a590) & c2_1(a590) & ndr1_0)) & (~hskp5 | (c0_1(a589) & ~c2_1(a589) & c1_1(a589) & ndr1_0)) & ((ndr1_0 & c0_1(a588) & ~c1_1(a588) & ~c2_1(a588)) | ~hskp4) & (~hskp2 | (c2_1(a586) & ~c3_1(a586) & c1_1(a586) & ndr1_0)))[negated conjecture 1]
1. ~(((c1_1(a584) & ~c0_1(a584) & ~c2_1(a584) & ndr1_0) | ~hskp0) & (~hskp1 | (c2_1(a585) & ~c0_1(a585) & c1_1(a585) & ndr1_0)) & (~hskp3 | (c2_1(a587) & ~c1_1(a587) & c0_1(a587) & ndr1_0)) & ((ndr1_0 & ~c1_1(a599) & c3_1(a599) & c2_1(a599)) | ~hskp11) & (~hskp12 | (c0_1(a600) & ~c3_1(a600) & c2_1(a600) & ndr1_0)) & ((ndr1_0 & c0_1(a603) & ~c3_1(a603) & ~c1_1(a603)) | ~hskp14) & ((c1_1(a604) & ~c0_1(a604) & c3_1(a604) & ndr1_0) | ~hskp15) & ((ndr1_0 & c3_1(a607) & ~c2_1(a607) & ~c1_1(a607)) | ~hskp17) & ((c3_1(a610) & ~c0_1(a610) & ~c2_1(a610) & ndr1_0) | ~hskp18) & (~hskp19 | (~c1_1(a617) & ~c0_1(a617) & c2_1(a617) & ndr1_0)) & (~hskp21 | (~c2_1(a629) & ~c3_1(a629) & c0_1(a629) & ndr1_0)) & ((~c3_1(a633) & ~c0_1(a633) & c1_1(a633) & ndr1_0) | ~hskp22) & ((ndr1_0 & ~c1_1(a636) & ~c0_1(a636) & c3_1(a636)) | ~hskp23) & (~hskp25 | (~c1_1(a651) & ~c3_1(a651) & c2_1(a651) & ndr1_0)) & (~hskp26 | (c0_1(a583) & c2_1(a583) & c1_1(a583) & ndr1_0)) & ((c0_1(a678) & c2_1(a678) & c3_1(a678) & ndr1_0) | ~hskp29) & (hskp1 | ! [X0] : (ndr1_0 => (~c3_1(X0) | ~c1_1(X0) | c0_1(X0))) | ! [X1] : (ndr1_0 => (c0_1(X1) | c3_1(X1) | c1_1(X1)))) & (! [X2] : (ndr1_0 => (c1_1(X2) | ~c2_1(X2) | c3_1(X2))) | hskp2 | ! [X3] : (ndr1_0 => (c0_1(X3) | c3_1(X3) | c1_1(X3)))) & (! [X4] : (ndr1_0 => (c0_1(X4) | c1_1(X4) | ~c2_1(X4))) | ! [X5] : (ndr1_0 => (c0_1(X5) | ~c2_1(X5) | ~c3_1(X5))) | ! [X6] : (ndr1_0 => (~c1_1(X6) | ~c3_1(X6) | ~c0_1(X6)))) & (! [X7] : (ndr1_0 => (~c3_1(X7) | c1_1(X7) | c0_1(X7))) | hskp6 | hskp8) & (! [X8] : (ndr1_0 => (~c0_1(X8) | c2_1(X8) | c1_1(X8))) | ! [X9] : (ndr1_0 => (~c3_1(X9) | ~c1_1(X9) | c0_1(X9))) | ! [X10] : (ndr1_0 => (c3_1(X10) | c2_1(X10) | c0_1(X10)))) & (! [X11] : (ndr1_0 => (c0_1(X11) | ~c3_1(X11) | ~c2_1(X11))) | ! [X12] : (ndr1_0 => (c1_1(X12) | ~c3_1(X12) | ~c2_1(X12))) | ! [X13] : (ndr1_0 => (c3_1(X13) | c2_1(X13) | c0_1(X13)))) & (! [X14] : (ndr1_0 => (c1_1(X14) | ~c0_1(X14) | c2_1(X14))) | hskp10 | ! [X15] : (ndr1_0 => (c3_1(X15) | c2_1(X15) | c0_1(X15)))) & (! [X16] : (ndr1_0 => (c3_1(X16) | c2_1(X16) | c0_1(X16))) | ! [X17] : (ndr1_0 => (~c0_1(X17) | ~c2_1(X17) | ~c3_1(X17))) | hskp11) & (! [X18] : (ndr1_0 => (c0_1(X18) | c3_1(X18) | c2_1(X18))) | hskp12 | hskp13) & (hskp16 | ! [X19] : (ndr1_0 => (c1_1(X19) | ~c2_1(X19) | c3_1(X19))) | ! [X20] : (ndr1_0 => (c0_1(X20) | c2_1(X20) | ~c1_1(X20)))) & (! [X21] : (ndr1_0 => (c0_1(X21) | c2_1(X21) | ~c1_1(X21))) | hskp17 | ! [X22] : (ndr1_0 => (c1_1(X22) | ~c2_1(X22) | ~c0_1(X22)))) & (! [X23] : (ndr1_0 => (~c3_1(X23) | c2_1(X23) | c0_1(X23))) | hskp18 | ! [X24] : (ndr1_0 => (c1_1(X24) | c3_1(X24) | ~c0_1(X24)))) & (! [X25] : (ndr1_0 => (c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | ! [X26] : (ndr1_0 => (~c0_1(X26) | ~c1_1(X26) | c2_1(X26))) | hskp27) & (! [X27] : (ndr1_0 => (c0_1(X27) | c2_1(X27) | ~c3_1(X27))) | hskp28 | ! [X28] : (ndr1_0 => (c3_1(X28) | ~c0_1(X28) | ~c2_1(X28)))) & (! [X29] : (ndr1_0 => (~c1_1(X29) | c3_1(X29) | c0_1(X29))) | ! [X30] : (ndr1_0 => (c3_1(X30) | ~c0_1(X30) | ~c2_1(X30))) | ! [X31] : (ndr1_0 => (~c2_1(X31) | ~c3_1(X31) | c1_1(X31)))) & (! [X32] : (ndr1_0 => (~c2_1(X32) | c3_1(X32) | c0_1(X32))) | ! [X33] : (ndr1_0 => (c1_1(X33) | ~c0_1(X33) | c2_1(X33))) | hskp14) & (! [X34] : (ndr1_0 => (~c2_1(X34) | c3_1(X34) | c0_1(X34))) | hskp8 | hskp18) & (! [X35] : (ndr1_0 => (~c2_1(X35) | ~c1_1(X35) | c0_1(X35))) | ! [X36] : (ndr1_0 => (~c3_1(X36) | c2_1(X36) | c1_1(X36))) | ! [X37] : (ndr1_0 => (~c0_1(X37) | ~c3_1(X37) | ~c2_1(X37)))) & (! [X38] : (ndr1_0 => (c0_1(X38) | ~c1_1(X38) | ~c2_1(X38))) | hskp12 | ! [X39] : (ndr1_0 => (~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39)))) & (! [X40] : (ndr1_0 => (~c1_1(X40) | ~c3_1(X40) | c0_1(X40))) | hskp16 | ! [X41] : (ndr1_0 => (~c1_1(X41) | ~c0_1(X41) | c3_1(X41)))) & (! [X42] : (ndr1_0 => (c0_1(X42) | ~c1_1(X42) | ~c3_1(X42))) | hskp15 | ! [X43] : (ndr1_0 => (c3_1(X43) | ~c1_1(X43) | ~c2_1(X43)))) & (! [X44] : (ndr1_0 => (~c3_1(X44) | ~c1_1(X44) | c0_1(X44))) | hskp7 | hskp20) & (hskp16 | ! [X45] : (ndr1_0 => (c2_1(X45) | ~c0_1(X45) | c3_1(X45))) | ! [X46] : (ndr1_0 => (c0_1(X46) | ~c3_1(X46) | ~c2_1(X46)))) & (hskp26 | ! [X47] : (ndr1_0 => (c1_1(X47) | ~c2_1(X47) | ~c0_1(X47))) | ! [X48] : (ndr1_0 => (c1_1(X48) | c3_1(X48) | c2_1(X48)))) & (! [X49] : (ndr1_0 => (~c0_1(X49) | c2_1(X49) | c1_1(X49))) | hskp1 | ! [X50] : (ndr1_0 => (~c0_1(X50) | ~c2_1(X50) | c3_1(X50)))) & (! [X51] : (ndr1_0 => (c1_1(X51) | ~c3_1(X51) | c2_1(X51))) | hskp3 | ! [X52] : (ndr1_0 => (c3_1(X52) | ~c0_1(X52) | c1_1(X52)))) & (! [X53] : (ndr1_0 => (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (ndr1_0 => (c2_1(X54) | ~c1_1(X54) | ~c0_1(X54))) | ! [X55] : (ndr1_0 => (~c0_1(X55) | ~c2_1(X55) | ~c3_1(X55)))) & (! [X56] : (ndr1_0 => (c2_1(X56) | ~c3_1(X56) | c1_1(X56))) | hskp23 | ! [X57] : (ndr1_0 => (c2_1(X57) | ~c3_1(X57) | ~c0_1(X57)))) & (hskp28 | ! [X58] : (ndr1_0 => (c3_1(X58) | ~c2_1(X58) | ~c1_1(X58))) | ! [X59] : (ndr1_0 => (c1_1(X59) | ~c3_1(X59) | ~c2_1(X59)))) & (hskp23 | hskp14 | ! [X60] : (ndr1_0 => (~c2_1(X60) | ~c3_1(X60) | c1_1(X60)))) & (! [X61] : (ndr1_0 => (c3_1(X61) | ~c2_1(X61) | ~c0_1(X61))) | hskp8 | ! [X62] : (ndr1_0 => (c2_1(X62) | ~c0_1(X62) | c3_1(X62)))) & (! [X63] : (ndr1_0 => (c2_1(X63) | ~c0_1(X63) | c3_1(X63))) | hskp16 | hskp3) & (hskp6 | hskp8 | ! [X64] : (ndr1_0 => (c2_1(X64) | c3_1(X64) | ~c1_1(X64)))) & (! [X65] : (ndr1_0 => (c2_1(X65) | ~c0_1(X65) | ~c3_1(X65))) | hskp26 | hskp28) & (! [X66] : (ndr1_0 => (~c3_1(X66) | ~c0_1(X66) | c2_1(X66))) | hskp15 | hskp11) & (! [X67] : (ndr1_0 => (~c1_1(X67) | ~c3_1(X67) | c2_1(X67))) | hskp3 | hskp17) & (! [X68] : (ndr1_0 => (c3_1(X68) | ~c1_1(X68) | ~c0_1(X68))) | hskp3 | hskp17) & (! [X69] : (ndr1_0 => (c3_1(X69) | ~c2_1(X69) | ~c0_1(X69))) | hskp8 | hskp27) & (hskp26 | hskp12 | hskp8) & (hskp11 | hskp26) & (hskp14 | hskp0 | hskp21) & (hskp17 | hskp7 | hskp29) & (hskp17 | hskp22 | hskp29) & (! [X70] : (ndr1_0 => (~c1_1(X70) | ~c2_1(X70) | ~c3_1(X70))) | hskp1 | hskp10) & (! [X71] : (ndr1_0 => (~c0_1(X71) | ~c2_1(X71) | ~c3_1(X71))) | hskp12 | hskp10) & (! [X72] : (ndr1_0 => (~c0_1(X72) | ~c1_1(X72) | ~c3_1(X72))) | hskp19 | hskp20) & (! [X73] : (ndr1_0 => (~c1_1(X73) | ~c3_1(X73) | ~c0_1(X73))) | hskp29 | hskp14) & (! [X74] : (ndr1_0 => (~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74))) | ! [X75] : (ndr1_0 => (~c2_1(X75) | ~c3_1(X75) | ~c1_1(X75))) | hskp10) & (! [X76] : (ndr1_0 => (c3_1(X76) | ~c2_1(X76) | ~c1_1(X76))) | hskp18 | hskp29) & (! [X77] : (ndr1_0 => (c3_1(X77) | ~c1_1(X77) | ~c2_1(X77))) | hskp15 | hskp29) & (hskp7 | hskp20 | ! [X78] : (ndr1_0 => (~c0_1(X78) | ~c2_1(X78) | c3_1(X78)))) & (! [X79] : (ndr1_0 => (~c0_1(X79) | ~c2_1(X79) | c3_1(X79))) | hskp14 | hskp22) & (hskp4 | hskp17 | ! [X80] : (ndr1_0 => (~c0_1(X80) | ~c1_1(X80) | c3_1(X80)))) & (! [X81] : (ndr1_0 => (~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81))) | hskp14 | ! [X82] : (ndr1_0 => (c2_1(X82) | ~c1_1(X82) | ~c3_1(X82)))) & (! [X83] : (ndr1_0 => (~c0_1(X83) | ~c3_1(X83) | c2_1(X83))) | hskp21 | hskp8) & (hskp24 | hskp5 | ! [X84] : (ndr1_0 => (~c3_1(X84) | ~c0_1(X84) | c2_1(X84)))) & (! [X85] : (ndr1_0 => (~c0_1(X85) | ~c1_1(X85) | c2_1(X85))) | hskp11 | hskp0) & (hskp25 | hskp15 | ! [X86] : (ndr1_0 => (c2_1(X86) | ~c0_1(X86) | ~c1_1(X86)))) & (hskp25 | hskp9 | ! [X87] : (ndr1_0 => (c2_1(X87) | ~c1_1(X87) | c3_1(X87)))) & (! [X88] : (ndr1_0 => (~c1_1(X88) | c3_1(X88) | c2_1(X88))) | ! [X89] : (ndr1_0 => (c2_1(X89) | ~c1_1(X89) | ~c0_1(X89))) | hskp24) & (! [X90] : (ndr1_0 => (c1_1(X90) | ~c3_1(X90) | ~c0_1(X90))) | hskp11 | hskp23) & (! [X91] : (ndr1_0 => (~c0_1(X91) | ~c1_1(X91) | ~c3_1(X91))) | hskp15 | ! [X92] : (ndr1_0 => (~c3_1(X92) | ~c0_1(X92) | c1_1(X92)))) & (! [X93] : (ndr1_0 => (~c2_1(X93) | c3_1(X93) | c1_1(X93))) | hskp3 | hskp4) & (! [X94] : (ndr1_0 => (c2_1(X94) | ~c0_1(X94) | c1_1(X94))) | hskp22 | hskp6) & (! [X95] : (ndr1_0 => (c1_1(X95) | c2_1(X95) | ~c0_1(X95))) | hskp28 | hskp8) & (hskp21 | hskp11 | ! [X96] : (ndr1_0 => (c2_1(X96) | ~c0_1(X96) | c1_1(X96)))) & (hskp4 | hskp10 | ! [X97] : (ndr1_0 => (~c2_1(X97) | ~c3_1(X97) | c0_1(X97)))) & (hskp8 | ! [X98] : (ndr1_0 => (c2_1(X98) | ~c3_1(X98) | ~c0_1(X98))) | ! [X99] : (ndr1_0 => (~c3_1(X99) | ~c1_1(X99) | c0_1(X99)))) & (! [X100] : (ndr1_0 => (~c1_1(X100) | ~c2_1(X100) | c0_1(X100))) | hskp13 | hskp19) & (hskp10 | hskp7 | ! [X101] : (ndr1_0 => (~c1_1(X101) | c2_1(X101) | c0_1(X101)))) & (hskp13 | hskp15 | ! [X102] : (ndr1_0 => (c3_1(X102) | c2_1(X102) | c0_1(X102)))) & (! [X103] : (ndr1_0 => (c3_1(X103) | c2_1(X103) | c0_1(X103))) | hskp14 | hskp4) & (! [X104] : (ndr1_0 => (~c2_1(X104) | ~c1_1(X104) | ~c0_1(X104))) | hskp9 | ! [X105] : (ndr1_0 => (c1_1(X105) | ~c3_1(X105) | c0_1(X105)))) & (! [X106] : (ndr1_0 => (~c3_1(X106) | c1_1(X106) | c0_1(X106))) | ! [X107] : (ndr1_0 => (c1_1(X107) | c2_1(X107) | c3_1(X107))) | hskp26) & (! [X108] : (ndr1_0 => (c0_1(X108) | ~c3_1(X108) | c1_1(X108))) | hskp8 | ! [X109] : (ndr1_0 => (c0_1(X109) | ~c1_1(X109) | ~c2_1(X109)))) & (! [X110] : (ndr1_0 => (c0_1(X110) | ~c2_1(X110) | c1_1(X110))) | hskp2 | hskp7) & (hskp5 | hskp6 | ! [X111] : (ndr1_0 => (~c2_1(X111) | c1_1(X111) | c0_1(X111)))) & (! [X112] : (ndr1_0 => (c1_1(X112) | c3_1(X112) | c0_1(X112))) | hskp4 | hskp3) & (! [X113] : (ndr1_0 => (c0_1(X113) | c3_1(X113) | c1_1(X113))) | ! [X114] : (ndr1_0 => (~c0_1(X114) | c3_1(X114) | c2_1(X114))) | ! [X115] : (ndr1_0 => (c0_1(X115) | ~c1_1(X115) | c2_1(X115)))) & (hskp26 | hskp0 | ! [X116] : (ndr1_0 => (c0_1(X116) | c2_1(X116) | c1_1(X116)))) & ((c1_1(a612) & c2_1(a612) & c3_1(a612) & ndr1_0) | ~hskp28) & (~hskp27 | (ndr1_0 & c0_1(a611) & c1_1(a611) & c3_1(a611))) & (~hskp24 | (ndr1_0 & c0_1(a648) & ~c3_1(a648) & c1_1(a648))) & ((ndr1_0 & ~c1_1(a623) & ~c2_1(a623) & ~c3_1(a623)) | ~hskp20) & ((c1_1(a606) & ~c2_1(a606) & ~c3_1(a606) & ndr1_0) | ~hskp16) & (~hskp13 | (~c0_1(a601) & ~c2_1(a601) & ~c1_1(a601) & ndr1_0)) & (~hskp10 | (c0_1(a598) & c3_1(a598) & ~c1_1(a598) & ndr1_0)) & ((ndr1_0 & ~c0_1(a595) & ~c3_1(a595) & ~c1_1(a595)) | ~hskp9) & (~hskp8 | (c3_1(a593) & ~c2_1(a593) & c1_1(a593) & ndr1_0)) & (~hskp7 | (ndr1_0 & ~c0_1(a592) & ~c3_1(a592) & c2_1(a592))) & (~hskp6 | (~c0_1(a590) & c3_1(a590) & c2_1(a590) & ndr1_0)) & (~hskp5 | (c0_1(a589) & ~c2_1(a589) & c1_1(a589) & ndr1_0)) & ((ndr1_0 & c0_1(a588) & ~c1_1(a588) & ~c2_1(a588)) | ~hskp4) & (~hskp2 | (c2_1(a586) & ~c3_1(a586) & c1_1(a586) & ndr1_0)))[input]
4076. hskp14 | c0_1(a606) | c2_1(a606) | hskp4 | ~hskp16 (1:7) [resolution 4010,168]
168. ~c3_1(a606) | ~hskp16 (0:3) [cnf transformation 5]
4010. c3_1(X103) | hskp14 | c0_1(X103) | c2_1(X103) | hskp4 (0:8) [subsumption resolution 141,325_1]
325_1. ndr1_0 (0:1) [global subsumption 111,34,69,186]
186. ndr1_0 | ~hskp7 (0:2) [cnf transformation 5]
69. ~hskp29 | ndr1_0 (0:2) [cnf transformation 5]
34. ~hskp17 | ndr1_0 (0:2) [cnf transformation 5]
111. hskp7 | hskp29 | hskp17 (0:3) [cnf transformation 5]
141. hskp4 | hskp14 | c0_1(X103) | c2_1(X103) | c3_1(X103) | ~ndr1_0 (0:9) [cnf transformation 5]
4033. sP33 | ~hskp14 | sP27 (2:3) [subsumption resolution 4032,29]
29. ~c1_1(a603) | ~hskp14 (0:3) [cnf transformation 5]
4032. sP27 | ~hskp14 | c1_1(a603) | sP33 (2:5) [subsumption resolution 4019,27]
27. c0_1(a603) | ~hskp14 (0:3) [cnf transformation 5]
4019. sP27 | ~hskp14 | ~c0_1(a603) | c1_1(a603) | sP33 (2:7) [resolution 1075,272]
272. c2_1(X14) | ~c0_1(X14) | c1_1(X14) | sP33 (0:7) [general splitting component introduction]
1075. ~c2_1(a603) | sP27 | ~hskp14 (1:4) [subsumption resolution 1055,27]
1055. ~c0_1(a603) | ~c2_1(a603) | sP27 | ~hskp14 (1:6) [resolution 260,28]
28. ~c3_1(a603) | ~hskp14 (0:3) [cnf transformation 5]
260. c3_1(X28) | ~c0_1(X28) | ~c2_1(X28) | sP27 (0:7) [general splitting component introduction]
1172. c0_1(a606) | sP30 | ~hskp16 (1:4) [subsumption resolution 1159,166]
166. c1_1(a606) | ~hskp16 (0:3) [cnf transformation 5]
1159. ~c1_1(a606) | c0_1(a606) | sP30 | ~hskp16 (1:6) [resolution 266,167]
266. c2_1(X21) | ~c1_1(X21) | c0_1(X21) | sP30 (0:7) [general splitting component introduction]
1282. ~c0_1(a607) | sP33 | ~hskp17 (1:4) [subsumption resolution 1266,37]
37. ~c1_1(a607) | ~hskp17 (0:3) [cnf transformation 5]
1266. ~c0_1(a607) | c1_1(a607) | sP33 | ~hskp17 (1:6) [resolution 272,36]
36. ~c2_1(a607) | ~hskp17 (0:3) [cnf transformation 5]
6698. ~sP27 | hskp28 | c0_1(a607) | ~hskp17 (1:5) [subsumption resolution 6657,36]
6657. ~sP27 | hskp28 | c2_1(a607) | c0_1(a607) | ~hskp17 (1:7) [resolution 6617,35]
35. c3_1(a607) | ~hskp17 (0:3) [cnf transformation 5]
6617. ~c3_1(X27) | ~sP27 | hskp28 | c2_1(X27) | c0_1(X27) (0:8) [subsumption resolution 313,325_1]
313. ~sP27 | ~ndr1_0 | ~c3_1(X27) | hskp28 | c2_1(X27) | c0_1(X27) (0:9) [duplicate literal removal 261]
261. ~ndr1_0 | hskp28 | ~c3_1(X27) | c2_1(X27) | c0_1(X27) | ~ndr1_0 | ~sP27 (0:10) [general splitting 83,260]
83. ~c2_1(X28) | ~c0_1(X28) | c3_1(X28) | ~ndr1_0 | hskp28 | ~c3_1(X27) | c2_1(X27) | c0_1(X27) | ~ndr1_0 (0:15) [cnf transformation 5]
5129. ~sP9 | hskp10 | ~hskp28 (1:3) [subsumption resolution 5128,151]
151. c2_1(a612) | ~hskp28 (0:3) [cnf transformation 5]
5128. ~sP9 | ~c2_1(a612) | hskp10 | ~hskp28 (1:5) [subsumption resolution 5078,150]
150. c1_1(a612) | ~hskp28 (0:3) [cnf transformation 5]
5078. ~c1_1(a612) | ~sP9 | ~c2_1(a612) | hskp10 | ~hskp28 (1:7) [resolution 5034,152]
152. c3_1(a612) | ~hskp28 (0:3) [cnf transformation 5]
5034. ~c3_1(X75) | ~c1_1(X75) | ~sP9 | ~c2_1(X75) | hskp10 (0:8) [subsumption resolution 298,325_1]
298. ~sP9 | ~ndr1_0 | ~c1_1(X75) | ~c3_1(X75) | ~c2_1(X75) | hskp10 (0:9) [duplicate literal removal 225]
225. hskp10 | ~c1_1(X75) | ~c3_1(X75) | ~c2_1(X75) | ~ndr1_0 | ~ndr1_0 | ~sP9 (0:10) [general splitting 117,224]
224. ~c2_1(X74) | ~c1_1(X74) | ~c0_1(X74) | sP9 (0:7) [general splitting component introduction]
117. hskp10 | ~c1_1(X75) | ~c3_1(X75) | ~c2_1(X75) | ~ndr1_0 | ~c0_1(X74) | ~c1_1(X74) | ~c2_1(X74) | ~ndr1_0 (0:15) [cnf transformation 5]
531. ~c0_1(a612) | sP9 | ~hskp28 (1:4) [subsumption resolution 520,150]
520. ~c1_1(a612) | ~c0_1(a612) | sP9 | ~hskp28 (1:6) [resolution 224,151]
7371. c0_1(a606) | ~sP33 | hskp10 | ~hskp16 (1:5) [subsumption resolution 7284,167]
7284. c0_1(a606) | c2_1(a606) | ~sP33 | hskp10 | ~hskp16 (1:7) [resolution 7227,168]
7227. c3_1(X15) | c0_1(X15) | c2_1(X15) | ~sP33 | hskp10 (0:8) [subsumption resolution 319,325_1]
319. ~sP33 | ~ndr1_0 | c0_1(X15) | c2_1(X15) | c3_1(X15) | hskp10 (0:9) [duplicate literal removal 273]
273. c0_1(X15) | c2_1(X15) | c3_1(X15) | ~ndr1_0 | hskp10 | ~ndr1_0 | ~sP33 (0:10) [general splitting 76,272]
76. c0_1(X15) | c2_1(X15) | c3_1(X15) | ~ndr1_0 | hskp10 | c2_1(X14) | ~c0_1(X14) | c1_1(X14) | ~ndr1_0 (0:15) [cnf transformation 5]
1288. sP33 | ~hskp4 (1:2) [subsumption resolution 1287,200]
200. ~c1_1(a588) | ~hskp4 (0:3) [cnf transformation 5]
1287. c1_1(a588) | sP33 | ~hskp4 (1:4) [subsumption resolution 1276,199]
199. c0_1(a588) | ~hskp4 (0:3) [cnf transformation 5]
1276. ~c0_1(a588) | c1_1(a588) | sP33 | ~hskp4 (1:6) [resolution 272,201]
201. ~c2_1(a588) | ~hskp4 (0:3) [cnf transformation 5]
3787. c0_1(a612) | hskp10 | hskp4 | ~hskp28 (1:5) [subsumption resolution 3758,151]
3758. c0_1(a612) | ~c2_1(a612) | hskp10 | hskp4 | ~hskp28 (1:7) [resolution 3696,152]
3696. ~c3_1(X97) | c0_1(X97) | ~c2_1(X97) | hskp10 | hskp4 (0:8) [subsumption resolution 136,325_1]
136. c0_1(X97) | ~c3_1(X97) | ~c2_1(X97) | ~ndr1_0 | hskp10 | hskp4 (0:9) [cnf transformation 5]
5213_1. sP26 | ~hskp10 (2:2) [global subsumption 364,5212_1,3220,1038,4672,4367_1,3940,3423,4436,346,4670]
4670. hskp9 | ~hskp26 | ~hskp23 (2:3) [resolution 4656,423]
423. sP4 | ~hskp23 (1:2) [subsumption resolution 422,55]
55. ~c1_1(a636) | ~hskp23 (0:3) [cnf transformation 5]
422. c1_1(a636) | sP4 | ~hskp23 (1:4) [subsumption resolution 411,56]
56. ~c0_1(a636) | ~hskp23 (0:3) [cnf transformation 5]
411. c0_1(a636) | c1_1(a636) | sP4 | ~hskp23 (1:6) [resolution 214,57]
57. c3_1(a636) | ~hskp23 (0:3) [cnf transformation 5]
214. ~c3_1(X105) | c0_1(X105) | c1_1(X105) | sP4 (0:7) [general splitting component introduction]
4656. ~sP4 | hskp9 | ~hskp26 (1:3) [subsumption resolution 4655,64]
64. c1_1(a583) | ~hskp26 (0:3) [cnf transformation 5]
4655. ~c1_1(a583) | ~sP4 | hskp9 | ~hskp26 (1:5) [subsumption resolution 4629,62]
62. c0_1(a583) | ~hskp26 (0:3) [cnf transformation 5]
4629. ~c0_1(a583) | ~c1_1(a583) | ~sP4 | hskp9 | ~hskp26 (1:7) [resolution 4604,63]
63. c2_1(a583) | ~hskp26 (0:3) [cnf transformation 5]
4604. ~c2_1(X104) | ~c0_1(X104) | ~c1_1(X104) | ~sP4 | hskp9 (0:8) [subsumption resolution 293,325_1]
293. ~sP4 | ~ndr1_0 | ~c0_1(X104) | ~c1_1(X104) | ~c2_1(X104) | hskp9 (0:9) [duplicate literal removal 215]
215. ~ndr1_0 | hskp9 | ~c0_1(X104) | ~c1_1(X104) | ~c2_1(X104) | ~ndr1_0 | ~sP4 (0:10) [general splitting 142,214]
142. c0_1(X105) | ~c3_1(X105) | c1_1(X105) | ~ndr1_0 | hskp9 | ~c0_1(X104) | ~c1_1(X104) | ~c2_1(X104) | ~ndr1_0 (0:15) [cnf transformation 5]
346. sP0 | ~hskp21 (1:2) [subsumption resolution 345,48]
48. c0_1(a629) | ~hskp21 (0:3) [cnf transformation 5]
345. ~c0_1(a629) | sP0 | ~hskp21 (1:4) [subsumption resolution 335,46]
46. ~c2_1(a629) | ~hskp21 (0:3) [cnf transformation 5]
335. c2_1(a629) | ~c0_1(a629) | sP0 | ~hskp21 (1:6) [resolution 206,47]
47. ~c3_1(a629) | ~hskp21 (0:3) [cnf transformation 5]
206. c3_1(X114) | c2_1(X114) | ~c0_1(X114) | sP0 (0:7) [general splitting component introduction]
3423. ~hskp10 | hskp23 | hskp11 (1:3) [subsumption resolution 3422,176]
176. ~c1_1(a598) | ~hskp10 (0:3) [cnf transformation 5]
3422. hskp11 | hskp23 | c1_1(a598) | ~hskp10 (1:5) [subsumption resolution 3389,174]
174. c0_1(a598) | ~hskp10 (0:3) [cnf transformation 5]
3389. hskp11 | ~c0_1(a598) | hskp23 | c1_1(a598) | ~hskp10 (1:7) [resolution 3348,175]
175. c3_1(a598) | ~hskp10 (0:3) [cnf transformation 5]
3348. ~c3_1(X90) | hskp11 | ~c0_1(X90) | hskp23 | c1_1(X90) (0:8) [subsumption resolution 130,325_1]
130. hskp23 | hskp11 | ~c0_1(X90) | ~c3_1(X90) | c1_1(X90) | ~ndr1_0 (0:9) [cnf transformation 5]
3940. sP26 | ~hskp10 | hskp21 (2:3) [subsumption resolution 3939,1038]
3939. sP26 | ~hskp10 | hskp11 | hskp21 (2:4) [subsumption resolution 3938,176]
3938. sP26 | ~hskp10 | c1_1(a598) | hskp11 | hskp21 (2:6) [subsumption resolution 3925,174]
3925. sP26 | ~hskp10 | ~c0_1(a598) | c1_1(a598) | hskp11 | hskp21 (2:8) [resolution 1041,3640]
3640. c2_1(X96) | ~c0_1(X96) | c1_1(X96) | hskp11 | hskp21 (0:8) [subsumption resolution 135,325_1]
135. c1_1(X96) | ~c0_1(X96) | c2_1(X96) | ~ndr1_0 | hskp11 | hskp21 (0:9) [cnf transformation 5]
1041. ~c2_1(a598) | sP26 | ~hskp10 (1:4) [subsumption resolution 1028,176]
1028. c1_1(a598) | ~c2_1(a598) | sP26 | ~hskp10 (1:6) [resolution 258,175]
258. ~c3_1(X31) | c1_1(X31) | ~c2_1(X31) | sP26 (0:7) [general splitting component introduction]
4367_1. sP26 | hskp26 (2:2) [global subsumption 4366,1038,109]
109. hskp26 | hskp11 (0:2) [cnf transformation 5]
4366. hskp0 | hskp26 | sP26 | ~hskp23 (2:4) [subsumption resolution 4365,56]
4365. c0_1(a636) | hskp0 | hskp26 | sP26 | ~hskp23 (2:6) [subsumption resolution 4333,55]
4333. c1_1(a636) | c0_1(a636) | hskp0 | hskp26 | sP26 | ~hskp23 (2:8) [resolution 4314,1039]
1039. ~c2_1(a636) | sP26 | ~hskp23 (1:4) [subsumption resolution 1024,55]
1024. c1_1(a636) | ~c2_1(a636) | sP26 | ~hskp23 (1:6) [resolution 258,57]
4314. c2_1(X116) | c1_1(X116) | c0_1(X116) | hskp0 | hskp26 (0:8) [subsumption resolution 149,325_1]
149. c1_1(X116) | c2_1(X116) | c0_1(X116) | ~ndr1_0 | hskp0 | hskp26 (0:9) [cnf transformation 5]
4672. ~hskp26 | ~hskp23 | ~hskp0 | ~hskp21 (4:4) [resolution 4670,4441]
4441. ~hskp9 | ~hskp0 | ~hskp21 (3:3) [resolution 4439,346]
4439. ~sP0 | ~hskp9 | ~hskp0 (2:3) [resolution 4436,361]
1038. sP26 | ~hskp11 (1:2) [subsumption resolution 1037,21]
21. c2_1(a599) | ~hskp11 (0:3) [cnf transformation 5]
1037. ~c2_1(a599) | sP26 | ~hskp11 (1:4) [subsumption resolution 1020,19]
19. ~c1_1(a599) | ~hskp11 (0:3) [cnf transformation 5]
1020. c1_1(a599) | ~c2_1(a599) | sP26 | ~hskp11 (1:6) [resolution 258,20]
20. c3_1(a599) | ~hskp11 (0:3) [cnf transformation 5]
5212_1. hskp8 | sP26 | ~hskp10 (2:3) [global subsumption 5211,4761,1041,5144_1,3937]
3937. sP26 | ~hskp10 | hskp28 | hskp8 (2:4) [subsumption resolution 3936,176]
3936. sP26 | ~hskp10 | hskp28 | hskp8 | c1_1(a598) (2:6) [subsumption resolution 3924,174]
3924. sP26 | ~hskp10 | hskp28 | ~c0_1(a598) | hskp8 | c1_1(a598) (2:8) [resolution 1041,3560]
3560. c2_1(X95) | hskp28 | ~c0_1(X95) | hskp8 | c1_1(X95) (0:8) [subsumption resolution 134,325_1]
134. hskp8 | hskp28 | ~c0_1(X95) | c2_1(X95) | c1_1(X95) | ~ndr1_0 (0:9) [cnf transformation 5]
5144_1. sP5 | ~hskp28 (3:2) [global subsumption 463,5140,4859,441,439]
439. sP5 | ~hskp15 (1:2) [subsumption resolution 438,31]
31. ~c0_1(a604) | ~hskp15 (0:3) [cnf transformation 5]
438. c0_1(a604) | sP5 | ~hskp15 (1:4) [subsumption resolution 428,30]
30. c1_1(a604) | ~hskp15 (0:3) [cnf transformation 5]
428. ~c1_1(a604) | c0_1(a604) | sP5 | ~hskp15 (1:6) [resolution 216,32]
32. c3_1(a604) | ~hskp15 (0:3) [cnf transformation 5]
216. ~c3_1(X99) | ~c1_1(X99) | c0_1(X99) | sP5 (0:7) [general splitting component introduction]
441. c0_1(a612) | sP5 | ~hskp28 (1:4) [subsumption resolution 433,150]
433. ~c1_1(a612) | c0_1(a612) | sP5 | ~hskp28 (1:6) [resolution 216,152]
4859. ~sP6 | ~c0_1(a612) | hskp15 | ~hskp28 (1:5) [subsumption resolution 4814,150]
4814. ~sP6 | ~c1_1(a612) | ~c0_1(a612) | hskp15 | ~hskp28 (1:7) [resolution 4774,152]
4774. ~c3_1(X91) | ~sP6 | ~c1_1(X91) | ~c0_1(X91) | hskp15 (0:8) [subsumption resolution 295,325_1]
295. ~sP6 | ~ndr1_0 | ~c3_1(X91) | ~c1_1(X91) | ~c0_1(X91) | hskp15 (0:9) [duplicate literal removal 219]
219. ~ndr1_0 | hskp15 | ~c3_1(X91) | ~c1_1(X91) | ~c0_1(X91) | ~ndr1_0 | ~sP6 (0:10) [general splitting 131,218]
218. ~c3_1(X92) | ~c0_1(X92) | c1_1(X92) | sP6 (0:7) [general splitting component introduction]
131. c1_1(X92) | ~c0_1(X92) | ~c3_1(X92) | ~ndr1_0 | hskp15 | ~c3_1(X91) | ~c1_1(X91) | ~c0_1(X91) | ~ndr1_0 (0:15) [cnf transformation 5]
5140. sP5 | ~hskp28 | hskp10 (3:3) [duplicate literal removal 5137]
5137. hskp10 | ~hskp28 | sP5 | ~hskp28 (3:4) [resolution 5129,1082]
1082. sP9 | sP5 | ~hskp28 (2:3) [duplicate literal removal 1079]
1079. sP9 | ~hskp28 | sP5 | ~hskp28 (2:4) [resolution 531,441]
463. sP6 | ~hskp10 (1:2) [subsumption resolution 462,176]
462. c1_1(a598) | sP6 | ~hskp10 (1:4) [subsumption resolution 454,174]
454. ~c0_1(a598) | c1_1(a598) | sP6 | ~hskp10 (1:6) [resolution 218,175]
4761. ~sP5 | c2_1(a598) | hskp8 | ~hskp10 (1:5) [subsumption resolution 4717,174]
4717. ~c0_1(a598) | ~sP5 | c2_1(a598) | hskp8 | ~hskp10 (1:7) [resolution 4674,175]
4674. ~c3_1(X98) | ~c0_1(X98) | ~sP5 | c2_1(X98) | hskp8 (0:8) [subsumption resolution 294,325_1]
294. ~sP5 | ~ndr1_0 | ~c0_1(X98) | ~c3_1(X98) | c2_1(X98) | hskp8 (0:9) [duplicate literal removal 217]
217. ~ndr1_0 | ~c0_1(X98) | ~c3_1(X98) | c2_1(X98) | ~ndr1_0 | hskp8 | ~sP5 (0:10) [general splitting 137,216]
137. c0_1(X99) | ~c1_1(X99) | ~c3_1(X99) | ~ndr1_0 | ~c0_1(X98) | ~c3_1(X98) | c2_1(X98) | ~ndr1_0 | hskp8 (0:15) [cnf transformation 5]
5211. ~sP10 | hskp8 | sP26 | ~hskp10 (2:4) [subsumption resolution 5181,174]
5181. ~c0_1(a598) | ~sP10 | hskp8 | sP26 | ~hskp10 (2:6) [resolution 5148_1,1041]
5148_1. c2_1(X62) | ~c0_1(X62) | ~sP10 | hskp8 (0:6) [global subsumption 5147,463,3791,5144_1,4674,299,325_1,2048_1,295,439,3560]
2048_1. ~c0_1(X19) | hskp28 | c2_1(X19) | hskp8 | hskp6 (1:7) [global subsumption 2031,1982_1,134,325_1]
1982_1. ~c1_1(X5) | ~c0_1(X5) | hskp8 | hskp6 | c2_1(X5) (1:8) [global subsumption 1979,1654,459,295,325_1,1932,439,294,104]
104. hskp11 | hskp15 | c2_1(X66) | ~c0_1(X66) | ~c3_1(X66) | ~ndr1_0 (0:9) [cnf transformation 5]
1932. c3_1(X64) | ~c1_1(X64) | c2_1(X64) | hskp8 | hskp6 (0:8) [subsumption resolution 102,325_1]
102. ~c1_1(X64) | c3_1(X64) | c2_1(X64) | ~ndr1_0 | hskp8 | hskp6 (0:9) [cnf transformation 5]
459. ~c0_1(a599) | sP6 | ~hskp11 (1:4) [subsumption resolution 446,19]
446. ~c0_1(a599) | c1_1(a599) | sP6 | ~hskp11 (1:6) [resolution 218,20]
1654. hskp6 | c0_1(a599) | hskp8 | ~hskp11 (1:5) [subsumption resolution 1635,19]
1635. hskp6 | c0_1(a599) | c1_1(a599) | hskp8 | ~hskp11 (1:7) [resolution 1616,20]
1616. ~c3_1(X7) | hskp6 | c0_1(X7) | c1_1(X7) | hskp8 (0:8) [subsumption resolution 73,325_1]
73. hskp8 | hskp6 | c0_1(X7) | c1_1(X7) | ~c3_1(X7) | ~ndr1_0 (0:9) [cnf transformation 5]
1979. ~c1_1(X5) | ~c0_1(X5) | sP12 | hskp8 | hskp6 | c2_1(X5) (1:9) [duplicate literal removal 1953]
1953. ~c1_1(X5) | c2_1(X5) | hskp8 | hskp6 | ~c0_1(X5) | c2_1(X5) | sP12 (1:11) [resolution 1932,230]
230. ~c3_1(X57) | ~c0_1(X57) | c2_1(X57) | sP12 (0:7) [general splitting component introduction]
2031. ~c1_1(X19) | ~c0_1(X19) | hskp28 | c2_1(X19) | hskp8 | hskp6 | hskp26 (1:10) [duplicate literal removal 2019]
2019. hskp26 | hskp28 | ~c0_1(X19) | c2_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 1993,1932]
1993. ~c3_1(X65) | hskp26 | hskp28 | ~c0_1(X65) | c2_1(X65) (0:8) [subsumption resolution 103,325_1]
103. hskp28 | hskp26 | ~c3_1(X65) | ~c0_1(X65) | c2_1(X65) | ~ndr1_0 (0:9) [cnf transformation 5]
299. ~sP10 | ~ndr1_0 | ~c0_1(X62) | c3_1(X62) | c2_1(X62) | hskp8 (0:9) [duplicate literal removal 227]
227. c3_1(X62) | ~c0_1(X62) | c2_1(X62) | ~ndr1_0 | hskp8 | ~ndr1_0 | ~sP10 (0:10) [general splitting 100,226]
226. c3_1(X61) | ~c2_1(X61) | ~c0_1(X61) | sP10 (0:7) [general splitting component introduction]
100. c3_1(X62) | ~c0_1(X62) | c2_1(X62) | ~ndr1_0 | hskp8 | ~c0_1(X61) | ~c2_1(X61) | c3_1(X61) | ~ndr1_0 (0:15) [cnf transformation 5]
3791. hskp10 | ~hskp6 | hskp8 | hskp28 (2:4) [resolution 3789,3638]
3638. ~hskp4 | hskp8 | hskp28 (1:3) [subsumption resolution 3637,200]
3637. hskp28 | hskp8 | c1_1(a588) | ~hskp4 (1:5) [subsumption resolution 3615,199]
3615. hskp28 | ~c0_1(a588) | hskp8 | c1_1(a588) | ~hskp4 (1:7) [resolution 3560,201]
3789. hskp4 | hskp10 | ~hskp6 (1:3) [subsumption resolution 3788,192]
192. c2_1(a590) | ~hskp6 (0:3) [cnf transformation 5]
3788. ~c2_1(a590) | hskp10 | hskp4 | ~hskp6 (1:5) [subsumption resolution 3762,190]
190. ~c0_1(a590) | ~hskp6 (0:3) [cnf transformation 5]
3762. c0_1(a590) | ~c2_1(a590) | hskp10 | hskp4 | ~hskp6 (1:7) [resolution 3696,191]
191. c3_1(a590) | ~hskp6 (0:3) [cnf transformation 5]
5147. ~sP10 | ~c0_1(X62) | c3_1(X62) | c2_1(X62) | hskp8 (0:8) [subsumption resolution 299,325_1]
364. c0_1(a593) | sP1 | ~hskp8 (1:4) [subsumption resolution 357,184]
184. c1_1(a593) | ~hskp8 (0:3) [cnf transformation 5]
357. ~c1_1(a593) | c0_1(a593) | sP1 | ~hskp8 (1:6) [resolution 208,183]
183. ~c2_1(a593) | ~hskp8 (0:3) [cnf transformation 5]
208. c2_1(X115) | ~c1_1(X115) | c0_1(X115) | sP1 (0:7) [general splitting component introduction]
8230_1. c0_1(a606) | hskp1 | ~hskp16 (1:4) [global subsumption 4862,463,7372_1,1607,8157,1610,1991,7499,1369]
1369. c0_1(a606) | sP35 | ~hskp16 (1:4) [subsumption resolution 1360,167]
1360. c2_1(a606) | c0_1(a606) | sP35 | ~hskp16 (1:6) [resolution 276,168]
276. c3_1(X13) | c2_1(X13) | c0_1(X13) | sP35 (0:7) [general splitting component introduction]
7499. ~sP35 | ~hskp6 (1:2) [subsumption resolution 7498,190]
7498. ~sP35 | c0_1(a590) | ~hskp6 (1:4) [subsumption resolution 7441,192]
7441. ~c2_1(a590) | ~sP35 | c0_1(a590) | ~hskp6 (1:6) [resolution 7388_1,191]
7388_1. ~c3_1(X11) | ~c2_1(X11) | ~sP35 | c0_1(X11) (0:7) [global subsumption 7387,6826,6926,3423,1323,320,325_1,5034,274,3205_1,1142,7386_1,1324,3208,6319,252,1326,4441,4656,7177_1,109,3685,5915,3550,6595,1000,6154,3203_1,4436,346]
3203_1. sP21 | hskp11 (1:2) [global subsumption 3202_1,109,870]
870. sP21 | ~hskp26 (1:2) [subsumption resolution 869,62]
869. ~c0_1(a583) | sP21 | ~hskp26 (1:4) [subsumption resolution 857,64]
857. ~c1_1(a583) | ~c0_1(a583) | sP21 | ~hskp26 (1:6) [resolution 248,63]
248. ~c2_1(X39) | ~c1_1(X39) | ~c0_1(X39) | sP21 (0:7) [general splitting component introduction]
3202_1. ~c1_1(X2) | sP21 | hskp11 (1:4) [global subsumption 3200,109,870]
3200. ~c0_1(X2) | ~c1_1(X2) | sP21 | hskp11 | hskp0 (1:7) [duplicate literal removal 3169]
3169. hskp11 | hskp0 | ~c1_1(X2) | ~c0_1(X2) | ~c1_1(X2) | ~c0_1(X2) | sP21 (1:11) [resolution 3151,248]
3151. c2_1(X85) | hskp11 | hskp0 | ~c1_1(X85) | ~c0_1(X85) (0:8) [subsumption resolution 126,325_1]
126. hskp0 | hskp11 | c2_1(X85) | ~c1_1(X85) | ~c0_1(X85) | ~ndr1_0 (0:9) [cnf transformation 5]
6154. ~c2_1(X38) | ~sP21 | ~c1_1(X38) | c0_1(X38) | hskp12 (0:8) [subsumption resolution 309,325_1]
309. ~sP21 | ~ndr1_0 | ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | hskp12 (0:9) [duplicate literal removal 249]
249. ~ndr1_0 | hskp12 | ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | ~ndr1_0 | ~sP21 (0:10) [general splitting 88,248]
88. ~c0_1(X39) | ~c1_1(X39) | ~c2_1(X39) | ~ndr1_0 | hskp12 | ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | ~ndr1_0 (0:15) [cnf transformation 5]
3550. hskp22 | hskp6 | sP22 | ~hskp10 (2:4) [subsumption resolution 3549,174]
3549. hskp22 | ~c0_1(a598) | hskp6 | sP22 | ~hskp10 (2:6) [subsumption resolution 3531,176]
3531. hskp22 | c1_1(a598) | ~c0_1(a598) | hskp6 | sP22 | ~hskp10 (2:8) [resolution 3501,910]
910. ~c2_1(a598) | sP22 | ~hskp10 (1:4) [subsumption resolution 895,174]
895. ~c2_1(a598) | ~c0_1(a598) | sP22 | ~hskp10 (1:6) [resolution 250,175]
250. ~c3_1(X37) | ~c2_1(X37) | ~c0_1(X37) | sP22 (0:7) [general splitting component introduction]
3501. c2_1(X94) | hskp22 | c1_1(X94) | ~c0_1(X94) | hskp6 (0:8) [subsumption resolution 133,325_1]
133. hskp6 | hskp22 | c1_1(X94) | ~c0_1(X94) | c2_1(X94) | ~ndr1_0 (0:9) [cnf transformation 5]
5915. hskp16 | ~hskp6 | ~hskp21 (2:3) [resolution 5914,772]
772. sP18 | ~hskp21 (1:2) [subsumption resolution 771,46]
771. c2_1(a629) | sP18 | ~hskp21 (1:4) [subsumption resolution 757,48]
757. ~c0_1(a629) | c2_1(a629) | sP18 | ~hskp21 (1:6) [resolution 242,47]
242. c3_1(X45) | ~c0_1(X45) | c2_1(X45) | sP18 (0:7) [general splitting component introduction]
5914. ~sP18 | hskp16 | ~hskp6 (1:3) [subsumption resolution 5913,190]
5913. ~sP18 | c0_1(a590) | hskp16 | ~hskp6 (1:5) [subsumption resolution 5873,192]
5873. ~c2_1(a590) | ~sP18 | c0_1(a590) | hskp16 | ~hskp6 (1:7) [resolution 5818,191]
5818. ~c3_1(X46) | ~c2_1(X46) | ~sP18 | c0_1(X46) | hskp16 (0:8) [subsumption resolution 306,325_1]
306. ~sP18 | ~ndr1_0 | ~c2_1(X46) | ~c3_1(X46) | c0_1(X46) | hskp16 (0:9) [duplicate literal removal 243]
243. ~c2_1(X46) | ~c3_1(X46) | c0_1(X46) | ~ndr1_0 | ~ndr1_0 | hskp16 | ~sP18 (0:10) [general splitting 92,242]
92. ~c2_1(X46) | ~c3_1(X46) | c0_1(X46) | ~ndr1_0 | c3_1(X45) | ~c0_1(X45) | c2_1(X45) | ~ndr1_0 | hskp16 (0:15) [cnf transformation 5]
3685. hskp11 | hskp21 | sP22 | ~hskp10 (2:4) [subsumption resolution 3684,176]
3684. c1_1(a598) | hskp11 | hskp21 | sP22 | ~hskp10 (2:6) [subsumption resolution 3665,174]
3665. ~c0_1(a598) | c1_1(a598) | hskp11 | hskp21 | sP22 | ~hskp10 (2:8) [resolution 3640,910]
7177_1. sP4 | c0_1(X0) | hskp11 (1:4) [global subsumption 3220,7011,5428,1173,7007_1,5093,3205_1,7022,266,7176_1,3423,423]
7176_1. sP4 | c0_1(X0) | c1_1(X0) | hskp11 (1:6) [global subsumption 3220,7011,5428,1173,7007_1,1769,7022,1255,7175_1]
7175_1. ~sP32 | sP4 | c0_1(X0) | c1_1(X0) | hskp11 (1:7) [global subsumption 7174,4184,3222,7011,5428,6043_1,423,318,214,325_1]
318. ~sP32 | ~ndr1_0 | c0_1(X16) | c2_1(X16) | c3_1(X16) | hskp11 (0:9) [duplicate literal removal 271]
271. hskp11 | ~ndr1_0 | c0_1(X16) | c2_1(X16) | c3_1(X16) | ~ndr1_0 | ~sP32 (0:10) [general splitting 77,270]
270. ~c3_1(X17) | ~c2_1(X17) | ~c0_1(X17) | sP32 (0:7) [general splitting component introduction]
77. hskp11 | ~c3_1(X17) | ~c2_1(X17) | ~c0_1(X17) | ~ndr1_0 | c0_1(X16) | c2_1(X16) | c3_1(X16) | ~ndr1_0 (0:15) [cnf transformation 5]
6043_1. ~hskp6 | hskp23 | hskp11 (4:3) [global subsumption 6042,5930_1,3423]
5930_1. ~hskp6 | hskp10 | hskp11 (4:3) [global subsumption 5927,3219,5915,3790,363,4436,346,4656,109,424,5131,3205_1,4439]
5131. ~c1_1(a590) | ~sP9 | hskp10 | ~hskp6 (1:5) [subsumption resolution 5082,192]
5082. ~c1_1(a590) | ~sP9 | ~c2_1(a590) | hskp10 | ~hskp6 (1:7) [resolution 5034,191]
424. c1_1(a590) | sP4 | ~hskp6 (1:4) [subsumption resolution 417,190]
417. c0_1(a590) | c1_1(a590) | sP4 | ~hskp6 (1:6) [resolution 214,191]
363. c0_1(a606) | sP1 | ~hskp16 (1:4) [subsumption resolution 355,166]
355. ~c1_1(a606) | c0_1(a606) | sP1 | ~hskp16 (1:6) [resolution 208,167]
3790. hskp10 | ~hskp6 | hskp21 | hskp11 (2:4) [resolution 3789,3694]
3694. ~hskp4 | hskp21 | hskp11 (1:3) [subsumption resolution 3693,200]
3693. c1_1(a588) | hskp11 | hskp21 | ~hskp4 (1:5) [subsumption resolution 3671,199]
3671. ~c0_1(a588) | c1_1(a588) | hskp11 | hskp21 | ~hskp4 (1:7) [resolution 3640,201]
3219. hskp11 | hskp0 | ~c0_1(a606) | ~hskp16 (1:5) [subsumption resolution 3188,166]
3188. hskp11 | hskp0 | ~c1_1(a606) | ~c0_1(a606) | ~hskp16 (1:7) [resolution 3151,167]
5927. ~hskp2 | ~hskp6 | hskp10 | hskp11 (4:4) [resolution 5335_1,5139]
5139. ~hskp28 | hskp10 | hskp11 (2:3) [resolution 5129,3205_1]
5335_1. hskp28 | ~hskp2 | ~hskp6 (3:3) [global subsumption 5330,5131,5329,5220_1,5327,583]
583. c1_1(a590) | sP11 | ~hskp6 (1:4) [subsumption resolution 575,192]
575. ~c2_1(a590) | c1_1(a590) | sP11 | ~hskp6 (1:6) [resolution 228,191]
228. ~c3_1(X59) | ~c2_1(X59) | c1_1(X59) | sP11 (0:7) [general splitting component introduction]
5327. ~sP11 | hskp28 | ~hskp2 (1:3) [subsumption resolution 5326,202]
202. c2_1(a586) | ~hskp2 (0:3) [cnf transformation 5]
5326. ~c2_1(a586) | ~sP11 | hskp28 | ~hskp2 (1:5) [subsumption resolution 5287,204]
204. c1_1(a586) | ~hskp2 (0:3) [cnf transformation 5]
5287. ~c1_1(a586) | ~c2_1(a586) | ~sP11 | hskp28 | ~hskp2 (1:7) [resolution 5231,203]
203. ~c3_1(a586) | ~hskp2 (0:3) [cnf transformation 5]
5231. c3_1(X58) | ~c1_1(X58) | ~c2_1(X58) | ~sP11 | hskp28 (0:8) [subsumption resolution 300,325_1]
300. ~sP11 | ~ndr1_0 | ~c1_1(X58) | ~c2_1(X58) | c3_1(X58) | hskp28 (0:9) [duplicate literal removal 229]
229. ~ndr1_0 | ~c1_1(X58) | ~c2_1(X58) | c3_1(X58) | ~ndr1_0 | hskp28 | ~sP11 (0:10) [general splitting 98,228]
98. ~c2_1(X59) | ~c3_1(X59) | c1_1(X59) | ~ndr1_0 | ~c1_1(X58) | ~c2_1(X58) | c3_1(X58) | ~ndr1_0 | hskp28 (0:15) [cnf transformation 5]
5220_1. sP11 | ~hskp10 (2:2) [global subsumption 364,5219_1,3220,579,4672,4370_1,3690,3423,4436,346,4670]
3690. sP11 | hskp21 | ~hskp10 (2:3) [subsumption resolution 3689,579]
3689. hskp11 | hskp21 | sP11 | ~hskp10 (2:4) [subsumption resolution 3688,176]
3688. c1_1(a598) | hskp11 | hskp21 | sP11 | ~hskp10 (2:6) [subsumption resolution 3667,174]
3667. ~c0_1(a598) | c1_1(a598) | hskp11 | hskp21 | sP11 | ~hskp10 (2:8) [resolution 3640,582]
582. ~c2_1(a598) | sP11 | ~hskp10 (1:4) [subsumption resolution 573,176]
573. ~c2_1(a598) | c1_1(a598) | sP11 | ~hskp10 (1:6) [resolution 228,175]
4370_1. sP11 | hskp26 (2:2) [global subsumption 4369,579,109]
4369. hskp0 | hskp26 | sP11 | ~hskp23 (2:4) [subsumption resolution 4368,56]
4368. c0_1(a636) | hskp0 | hskp26 | sP11 | ~hskp23 (2:6) [subsumption resolution 4334,55]
4334. c1_1(a636) | c0_1(a636) | hskp0 | hskp26 | sP11 | ~hskp23 (2:8) [resolution 4314,580]
580. ~c2_1(a636) | sP11 | ~hskp23 (1:4) [subsumption resolution 569,55]
569. ~c2_1(a636) | c1_1(a636) | sP11 | ~hskp23 (1:6) [resolution 228,57]
579. sP11 | ~hskp11 (1:2) [subsumption resolution 578,19]
578. c1_1(a599) | sP11 | ~hskp11 (1:4) [subsumption resolution 565,21]
565. ~c2_1(a599) | c1_1(a599) | sP11 | ~hskp11 (1:6) [resolution 228,20]
5219_1. hskp8 | sP11 | ~hskp10 (2:3) [global subsumption 5218,5144_1,3634,4761,582]
3634. hskp28 | hskp8 | sP11 | ~hskp10 (2:4) [subsumption resolution 3633,176]
3633. hskp28 | hskp8 | c1_1(a598) | sP11 | ~hskp10 (2:6) [subsumption resolution 3611,174]
3611. hskp28 | ~c0_1(a598) | hskp8 | c1_1(a598) | sP11 | ~hskp10 (2:8) [resolution 3560,582]
5218. ~sP10 | hskp8 | sP11 | ~hskp10 (2:4) [subsumption resolution 5184,174]
5184. ~c0_1(a598) | ~sP10 | hskp8 | sP11 | ~hskp10 (2:6) [resolution 5148_1,582]
5329. sP9 | ~hskp2 | hskp28 (3:3) [resolution 5327,1484_1]
1484_1. sP11 | sP9 (2:2) [global subsumption 1483,529,109,579]
529. sP9 | ~hskp26 (1:2) [subsumption resolution 528,62]
528. ~c0_1(a583) | sP9 | ~hskp26 (1:4) [subsumption resolution 518,64]
518. ~c1_1(a583) | ~c0_1(a583) | sP9 | ~hskp26 (1:6) [resolution 224,63]
1483. sP11 | sP9 | ~hskp29 (2:3) [duplicate literal removal 1482]
1482. sP11 | ~hskp29 | sP9 | ~hskp29 (2:4) [resolution 581,530]
530. ~c1_1(a678) | sP9 | ~hskp29 (1:4) [subsumption resolution 519,66]
66. c0_1(a678) | ~hskp29 (0:3) [cnf transformation 5]
519. ~c1_1(a678) | ~c0_1(a678) | sP9 | ~hskp29 (1:6) [resolution 224,67]
67. c2_1(a678) | ~hskp29 (0:3) [cnf transformation 5]
581. c1_1(a678) | sP11 | ~hskp29 (1:4) [subsumption resolution 570,67]
570. ~c2_1(a678) | c1_1(a678) | sP11 | ~hskp29 (1:6) [resolution 228,68]
68. c3_1(a678) | ~hskp29 (0:3) [cnf transformation 5]
5330. hskp28 | ~hskp2 | sP2 | ~hskp6 (3:4) [resolution 5327,1614]
1614. sP11 | sP2 | ~hskp6 (2:3) [duplicate literal removal 1613]
1613. sP11 | ~hskp6 | sP2 | ~hskp6 (2:4) [resolution 583,385]
385. ~c1_1(a590) | sP2 | ~hskp6 (1:4) [subsumption resolution 378,190]
378. ~c1_1(a590) | c0_1(a590) | sP2 | ~hskp6 (1:6) [resolution 210,192]
210. ~c2_1(X109) | ~c1_1(X109) | c0_1(X109) | sP2 (0:7) [general splitting component introduction]
6042. hskp8 | ~hskp6 | hskp23 | hskp11 (4:4) [resolution 5441_1,3423]
5441_1. hskp10 | hskp8 | ~hskp6 (3:3) [global subsumption 5132,108,5438,3791]
5438. hskp8 | ~hskp12 | hskp10 | ~hskp6 (3:4) [resolution 5243,3789]
5243. ~hskp4 | hskp8 | ~hskp12 (2:3) [resolution 5224,554]
554. sP10 | ~hskp12 (1:2) [subsumption resolution 553,22]
22. c0_1(a600) | ~hskp12 (0:3) [cnf transformation 5]
553. ~c0_1(a600) | sP10 | ~hskp12 (1:4) [subsumption resolution 539,24]
24. c2_1(a600) | ~hskp12 (0:3) [cnf transformation 5]
539. ~c2_1(a600) | ~c0_1(a600) | sP10 | ~hskp12 (1:6) [resolution 226,23]
23. ~c3_1(a600) | ~hskp12 (0:3) [cnf transformation 5]
5224. ~sP10 | hskp8 | ~hskp4 (1:3) [subsumption resolution 5188,199]
5188. ~c0_1(a588) | ~sP10 | hskp8 | ~hskp4 (1:5) [resolution 5148_1,201]
108. hskp8 | hskp12 | hskp26 (0:3) [cnf transformation 5]
5132. ~hskp28 | hskp10 | ~hskp26 (2:3) [resolution 5129,529]
3222. ~hskp5 | hskp0 | hskp11 (1:3) [subsumption resolution 3221,194]
194. c0_1(a589) | ~hskp5 (0:3) [cnf transformation 5]
3221. hskp11 | hskp0 | ~c0_1(a589) | ~hskp5 (1:5) [subsumption resolution 3195,196]
196. c1_1(a589) | ~hskp5 (0:3) [cnf transformation 5]
3195. hskp11 | hskp0 | ~c1_1(a589) | ~c0_1(a589) | ~hskp5 (1:7) [resolution 3151,195]
195. ~c2_1(a589) | ~hskp5 (0:3) [cnf transformation 5]
4184. ~c2_1(X111) | c1_1(X111) | c0_1(X111) | hskp6 | hskp5 (0:8) [subsumption resolution 146,325_1]
146. c0_1(X111) | c1_1(X111) | ~c2_1(X111) | ~ndr1_0 | hskp6 | hskp5 (0:9) [cnf transformation 5]
7174. c2_1(X0) | ~sP32 | sP4 | c0_1(X0) | c1_1(X0) | hskp11 (1:9) [duplicate literal removal 7094]
7094. c0_1(X0) | c2_1(X0) | ~sP32 | hskp11 | c0_1(X0) | c1_1(X0) | sP4 (1:11) [resolution 7093,214]
7093. c3_1(X16) | c0_1(X16) | c2_1(X16) | ~sP32 | hskp11 (0:8) [subsumption resolution 318,325_1]
1255. sP32 | ~hskp29 (1:2) [subsumption resolution 1254,66]
1254. ~c0_1(a678) | sP32 | ~hskp29 (1:4) [subsumption resolution 1236,67]
1236. ~c2_1(a678) | ~c0_1(a678) | sP32 | ~hskp29 (1:6) [resolution 270,68]
1769. hskp18 | hskp8 | hskp29 | hskp17 (2:4) [resolution 1767,111]
1767. ~hskp7 | hskp18 | hskp8 (1:3) [subsumption resolution 1766,189]
189. c2_1(a592) | ~hskp7 (0:3) [cnf transformation 5]
1766. hskp8 | hskp18 | ~c2_1(a592) | ~hskp7 (1:5) [subsumption resolution 1748,187]
187. ~c0_1(a592) | ~hskp7 (0:3) [cnf transformation 5]
1748. hskp8 | c0_1(a592) | hskp18 | ~c2_1(a592) | ~hskp7 (1:7) [resolution 1720,188]
188. ~c3_1(a592) | ~hskp7 (0:3) [cnf transformation 5]
1720. c3_1(X34) | hskp8 | c0_1(X34) | hskp18 | ~c2_1(X34) (0:8) [subsumption resolution 86,325_1]
86. hskp18 | hskp8 | c0_1(X34) | c3_1(X34) | ~c2_1(X34) | ~ndr1_0 (0:9) [cnf transformation 5]
7022. sP4 | ~hskp18 (3:2) [subsumption resolution 7013,5428]
7013. hskp17 | sP4 | ~hskp18 (3:3) [resolution 7007_1,4763]
4763. sP30 | sP4 | ~hskp18 (2:3) [duplicate literal removal 4762]
4762. sP30 | ~hskp18 | sP4 | ~hskp18 (2:4) [resolution 1171,421]
421. c1_1(a610) | sP4 | ~hskp18 (1:4) [subsumption resolution 410,39]
39. ~c0_1(a610) | ~hskp18 (0:3) [cnf transformation 5]
410. c0_1(a610) | c1_1(a610) | sP4 | ~hskp18 (1:6) [resolution 214,38]
38. c3_1(a610) | ~hskp18 (0:3) [cnf transformation 5]
1171. ~c1_1(a610) | sP30 | ~hskp18 (1:4) [subsumption resolution 1155,39]
1155. ~c1_1(a610) | c0_1(a610) | sP30 | ~hskp18 (1:6) [resolution 266,40]
40. ~c2_1(a610) | ~hskp18 (0:3) [cnf transformation 5]
5093. ~c1_1(X17) | ~sP9 | ~c2_1(X17) | c0_1(X17) | hskp10 | hskp8 | hskp18 (1:10) [duplicate literal removal 5056]
5056. ~c1_1(X17) | ~sP9 | ~c2_1(X17) | hskp10 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 5034,1720]
5428. sP4 | ~hskp17 (3:2) [subsumption resolution 5427,423]
5427. sP4 | ~hskp17 | hskp23 (3:3) [duplicate literal removal 5420]
5420. hskp23 | ~hskp17 | sP4 | ~hskp17 (3:4) [resolution 5416,1618]
1618. sP12 | sP4 | ~hskp17 (2:3) [duplicate literal removal 1617]
1617. sP12 | ~hskp17 | sP4 | ~hskp17 (2:4) [resolution 605,420]
420. c0_1(a607) | sP4 | ~hskp17 (1:4) [subsumption resolution 409,37]
409. c0_1(a607) | c1_1(a607) | sP4 | ~hskp17 (1:6) [resolution 214,35]
605. ~c0_1(a607) | sP12 | ~hskp17 (1:4) [subsumption resolution 592,36]
592. ~c0_1(a607) | c2_1(a607) | sP12 | ~hskp17 (1:6) [resolution 230,35]
5416. ~sP12 | hskp23 | ~hskp17 (1:3) [subsumption resolution 5415,36]
5415. ~sP12 | c2_1(a607) | hskp23 | ~hskp17 (1:5) [subsumption resolution 5377,37]
5377. ~sP12 | c1_1(a607) | c2_1(a607) | hskp23 | ~hskp17 (1:7) [resolution 5339,35]
5339. ~c3_1(X56) | ~sP12 | c1_1(X56) | c2_1(X56) | hskp23 (0:8) [subsumption resolution 301,325_1]
301. ~sP12 | ~ndr1_0 | ~c3_1(X56) | c1_1(X56) | c2_1(X56) | hskp23 (0:9) [duplicate literal removal 231]
231. ~ndr1_0 | hskp23 | c1_1(X56) | ~c3_1(X56) | c2_1(X56) | ~ndr1_0 | ~sP12 (0:10) [general splitting 97,230]
97. ~c0_1(X57) | ~c3_1(X57) | c2_1(X57) | ~ndr1_0 | hskp23 | c1_1(X56) | ~c3_1(X56) | c2_1(X56) | ~ndr1_0 (0:15) [cnf transformation 5]
1326. ~c2_1(a598) | sP34 | ~hskp10 (1:4) [subsumption resolution 1310,176]
1310. ~c2_1(a598) | c1_1(a598) | sP34 | ~hskp10 (1:6) [resolution 274,175]
252. ~c2_1(X35) | ~c1_1(X35) | c0_1(X35) | sP23 (0:7) [general splitting component introduction]
6319. ~sP22 | ~sP23 | c2_1(a598) | ~hskp10 (1:5) [subsumption resolution 6286,176]
6286. ~sP22 | ~sP23 | c1_1(a598) | c2_1(a598) | ~hskp10 (1:7) [resolution 6241,175]
6241. ~c3_1(X36) | ~sP22 | ~sP23 | c1_1(X36) | c2_1(X36) (0:8) [subsumption resolution 310,325_1]
310. ~sP23 | ~sP22 | ~ndr1_0 | ~c3_1(X36) | c1_1(X36) | c2_1(X36) (0:9) [duplicate literal removal 253]
253. ~ndr1_0 | c1_1(X36) | c2_1(X36) | ~c3_1(X36) | ~ndr1_0 | ~ndr1_0 | ~sP22 | ~sP23 (0:11) [general splitting 251,252]
251. ~ndr1_0 | c1_1(X36) | c2_1(X36) | ~c3_1(X36) | ~ndr1_0 | c0_1(X35) | ~c1_1(X35) | ~c2_1(X35) | ~ndr1_0 | ~sP22 (0:16) [general splitting 87,250]
87. ~c2_1(X37) | ~c3_1(X37) | ~c0_1(X37) | ~ndr1_0 | c1_1(X36) | c2_1(X36) | ~c3_1(X36) | ~ndr1_0 | c0_1(X35) | ~c1_1(X35) | ~c2_1(X35) | ~ndr1_0 (0:21) [cnf transformation 5]
3208. hskp11 | hskp0 | sP22 | ~hskp27 (2:4) [subsumption resolution 3207,155]
155. c0_1(a611) | ~hskp27 (0:3) [cnf transformation 5]
3207. hskp11 | hskp0 | ~c0_1(a611) | sP22 | ~hskp27 (2:6) [subsumption resolution 3181,156]
156. c1_1(a611) | ~hskp27 (0:3) [cnf transformation 5]
3181. hskp11 | hskp0 | ~c1_1(a611) | ~c0_1(a611) | sP22 | ~hskp27 (2:8) [resolution 3151,909]
909. ~c2_1(a611) | sP22 | ~hskp27 (1:4) [subsumption resolution 894,155]
894. ~c2_1(a611) | ~c0_1(a611) | sP22 | ~hskp27 (1:6) [resolution 250,157]
157. c3_1(a611) | ~hskp27 (0:3) [cnf transformation 5]
1324. ~c2_1(a636) | sP34 | ~hskp23 (1:4) [subsumption resolution 1306,55]
1306. ~c2_1(a636) | c1_1(a636) | sP34 | ~hskp23 (1:6) [resolution 274,57]
7386_1. hskp14 | ~hskp10 (4:2) [global subsumption 7383,4436,364,7385,2600,7230_1,5430,7232_1,5815_1,6470,7346_1,6715_1,3136,1111,6813,7384_1,506]
506. ~c2_1(a598) | sP8 | ~hskp10 (1:4) [subsumption resolution 497,174]
497. ~c2_1(a598) | ~c0_1(a598) | sP8 | ~hskp10 (1:6) [resolution 222,175]
222. ~c3_1(X81) | ~c2_1(X81) | ~c0_1(X81) | sP8 (0:7) [general splitting component introduction]
7384_1. ~hskp27 | hskp14 (3:2) [global subsumption 7381,2599,7230_1]
2599. ~hskp27 | hskp14 | hskp29 (1:3) [subsumption resolution 2598,156]
2598. hskp29 | hskp14 | ~c1_1(a611) | ~hskp27 (1:5) [subsumption resolution 2572,155]
2572. hskp29 | ~c0_1(a611) | hskp14 | ~c1_1(a611) | ~hskp27 (1:7) [resolution 2529,157]
2529. ~c3_1(X73) | hskp29 | ~c0_1(X73) | hskp14 | ~c1_1(X73) (0:8) [subsumption resolution 116,325_1]
116. hskp14 | hskp29 | ~c0_1(X73) | ~c3_1(X73) | ~c1_1(X73) | ~ndr1_0 (0:9) [cnf transformation 5]
7381. hskp14 | hskp8 | ~hskp27 (3:3) [resolution 7346_1,5206_1]
5206_1. sP8 | hskp8 | ~hskp27 (2:3) [global subsumption 5144_1,3625,5205,2599,503,4760,505]
505. ~c2_1(a611) | sP8 | ~hskp27 (1:4) [subsumption resolution 496,155]
496. ~c2_1(a611) | ~c0_1(a611) | sP8 | ~hskp27 (1:6) [resolution 222,157]
4760. ~sP5 | c2_1(a611) | hskp8 | ~hskp27 (1:5) [subsumption resolution 4716,155]
4716. ~c0_1(a611) | ~sP5 | c2_1(a611) | hskp8 | ~hskp27 (1:7) [resolution 4674,157]
503. sP8 | ~hskp29 (1:2) [subsumption resolution 502,66]
502. ~c0_1(a678) | sP8 | ~hskp29 (1:4) [subsumption resolution 494,67]
494. ~c2_1(a678) | ~c0_1(a678) | sP8 | ~hskp29 (1:6) [resolution 222,68]
5205. ~sP10 | hskp8 | sP8 | ~hskp27 (2:4) [subsumption resolution 5172,155]
5172. ~c0_1(a611) | ~sP10 | hskp8 | sP8 | ~hskp27 (2:6) [resolution 5148_1,505]
3625. hskp28 | hskp8 | sP10 | ~hskp14 (2:4) [subsumption resolution 3624,29]
3624. hskp28 | hskp8 | c1_1(a603) | sP10 | ~hskp14 (2:6) [subsumption resolution 3594,27]
3594. hskp28 | ~c0_1(a603) | hskp8 | c1_1(a603) | sP10 | ~hskp14 (2:8) [resolution 3560,555]
555. ~c2_1(a603) | sP10 | ~hskp14 (1:4) [subsumption resolution 540,27]
540. ~c2_1(a603) | ~c0_1(a603) | sP10 | ~hskp14 (1:6) [resolution 226,28]
6813. ~sP28 | hskp27 | c0_1(a593) | ~hskp8 (1:5) [subsumption resolution 6777,183]
6777. ~sP28 | hskp27 | c2_1(a593) | c0_1(a593) | ~hskp8 (1:7) [resolution 6725,182]
182. c3_1(a593) | ~hskp8 (0:3) [cnf transformation 5]
6725. ~c3_1(X25) | ~sP28 | hskp27 | c2_1(X25) | c0_1(X25) (0:8) [subsumption resolution 314,325_1]
314. ~sP28 | ~ndr1_0 | ~c3_1(X25) | hskp27 | c2_1(X25) | c0_1(X25) (0:9) [duplicate literal removal 263]
263. hskp27 | ~ndr1_0 | c2_1(X25) | ~c3_1(X25) | c0_1(X25) | ~ndr1_0 | ~sP28 (0:10) [general splitting 82,262]
262. c2_1(X26) | ~c1_1(X26) | ~c0_1(X26) | sP28 (0:7) [general splitting component introduction]
82. hskp27 | c2_1(X26) | ~c1_1(X26) | ~c0_1(X26) | ~ndr1_0 | c2_1(X25) | ~c3_1(X25) | c0_1(X25) | ~ndr1_0 (0:15) [cnf transformation 5]
1111. sP28 | ~hskp5 (1:2) [subsumption resolution 1110,194]
1110. ~c0_1(a589) | sP28 | ~hskp5 (1:4) [subsumption resolution 1098,196]
1098. ~c1_1(a589) | ~c0_1(a589) | sP28 | ~hskp5 (1:6) [resolution 262,195]
3136. c2_1(a598) | hskp5 | hskp24 | ~hskp10 (1:5) [subsumption resolution 3100,174]
3100. ~c0_1(a598) | c2_1(a598) | hskp5 | hskp24 | ~hskp10 (1:7) [resolution 3060,175]
3060. ~c3_1(X84) | ~c0_1(X84) | c2_1(X84) | hskp5 | hskp24 (0:8) [subsumption resolution 125,325_1]
125. c2_1(X84) | ~c0_1(X84) | ~c3_1(X84) | ~ndr1_0 | hskp5 | hskp24 (0:9) [cnf transformation 5]
6715_1. sP0 | ~hskp24 (3:2) [global subsumption 6714_1,5129,533,5213_1,6582,3712,6124,6032_1,841,349,6698,2976,3694,346,6613_1,4173,3682]
3682. ~c0_1(a607) | hskp11 | hskp21 | ~hskp17 (1:5) [subsumption resolution 3651,37]
3651. ~c0_1(a607) | c1_1(a607) | hskp11 | hskp21 | ~hskp17 (1:7) [resolution 3640,36]
4173. sP27 | sP0 | ~hskp24 (2:3) [duplicate literal removal 4159]
4159. sP27 | ~hskp24 | sP0 | ~hskp24 (2:4) [resolution 1077,347]
347. c2_1(a648) | sP0 | ~hskp24 (1:4) [subsumption resolution 338,159]
159. c0_1(a648) | ~hskp24 (0:3) [cnf transformation 5]
338. c2_1(a648) | ~c0_1(a648) | sP0 | ~hskp24 (1:6) [resolution 206,160]
160. ~c3_1(a648) | ~hskp24 (0:3) [cnf transformation 5]
1077. ~c2_1(a648) | sP27 | ~hskp24 (1:4) [subsumption resolution 1059,159]
1059. ~c0_1(a648) | ~c2_1(a648) | sP27 | ~hskp24 (1:6) [resolution 260,160]
6613_1. ~hskp11 | sP0 | ~hskp24 (3:3) [global subsumption 6607,349,6130,6032_1,6582,1038,3712]
6130. ~hskp24 | ~hskp15 | hskp16 (2:3) [resolution 6124,841]
6607. ~hskp22 | ~hskp11 | sP0 | ~hskp24 (3:4) [resolution 6585,3712]
6585. ~sP25 | ~hskp22 | ~hskp11 (2:3) [resolution 6581,1038]
6581. ~sP26 | ~sP25 | ~hskp22 (1:3) [subsumption resolution 6580,51]
51. ~c0_1(a633) | ~hskp22 (0:3) [cnf transformation 5]
6580. ~sP25 | c0_1(a633) | ~sP26 | ~hskp22 (1:5) [subsumption resolution 6534,52]
52. c1_1(a633) | ~hskp22 (0:3) [cnf transformation 5]
6534. ~sP25 | ~c1_1(a633) | c0_1(a633) | ~sP26 | ~hskp22 (1:7) [resolution 6490,50]
50. ~c3_1(a633) | ~hskp22 (0:3) [cnf transformation 5]
6490. c3_1(X29) | ~sP25 | ~c1_1(X29) | c0_1(X29) | ~sP26 (0:8) [subsumption resolution 312,325_1]
312. ~sP26 | ~sP25 | ~ndr1_0 | ~c1_1(X29) | c0_1(X29) | c3_1(X29) (0:9) [duplicate literal removal 259]
259. ~ndr1_0 | ~ndr1_0 | c0_1(X29) | c3_1(X29) | ~c1_1(X29) | ~ndr1_0 | ~sP25 | ~sP26 (0:11) [general splitting 257,258]
257. c1_1(X31) | ~c3_1(X31) | ~c2_1(X31) | ~ndr1_0 | ~ndr1_0 | c0_1(X29) | c3_1(X29) | ~c1_1(X29) | ~ndr1_0 | ~sP25 (0:16) [general splitting 84,256]
256. c3_1(X30) | ~c0_1(X30) | ~c2_1(X30) | sP25 (0:7) [general splitting component introduction]
84. c1_1(X31) | ~c3_1(X31) | ~c2_1(X31) | ~ndr1_0 | ~c2_1(X30) | ~c0_1(X30) | c3_1(X30) | ~ndr1_0 | c0_1(X29) | c3_1(X29) | ~c1_1(X29) | ~ndr1_0 (0:21) [cnf transformation 5]
2976. ~hskp24 | hskp4 | hskp17 (1:3) [subsumption resolution 2975,159]
2975. ~c0_1(a648) | hskp17 | hskp4 | ~hskp24 (1:5) [subsumption resolution 2945,161]
161. c1_1(a648) | ~hskp24 (0:3) [cnf transformation 5]
2945. ~c1_1(a648) | ~c0_1(a648) | hskp17 | hskp4 | ~hskp24 (1:7) [resolution 2909,160]
2909. c3_1(X80) | ~c1_1(X80) | ~c0_1(X80) | hskp17 | hskp4 (0:8) [subsumption resolution 122,325_1]
122. c3_1(X80) | ~c1_1(X80) | ~c0_1(X80) | ~ndr1_0 | hskp17 | hskp4 (0:9) [cnf transformation 5]
841. sP20 | ~hskp24 (1:2) [subsumption resolution 840,161]
840. ~c1_1(a648) | sP20 | ~hskp24 (1:4) [subsumption resolution 827,159]
827. ~c0_1(a648) | ~c1_1(a648) | sP20 | ~hskp24 (1:6) [resolution 246,160]
246. c3_1(X41) | ~c0_1(X41) | ~c1_1(X41) | sP20 (0:7) [general splitting component introduction]
6032_1. hskp15 | sP0 | ~hskp24 (3:3) [global subsumption 581,2761,347,5324,6024,4858,5143_1]
4858. ~sP6 | ~c1_1(a678) | hskp15 | ~hskp29 (1:5) [subsumption resolution 4813,66]
4813. ~sP6 | ~c1_1(a678) | ~c0_1(a678) | hskp15 | ~hskp29 (1:7) [resolution 4774,68]
6024. hskp15 | ~hskp28 | sP0 | ~hskp24 (3:4) [resolution 6016_1,2613]
2613. sP19 | sP0 | ~hskp24 (2:3) [duplicate literal removal 2605]
2605. sP19 | ~hskp24 | sP0 | ~hskp24 (2:4) [resolution 806,347]
806. ~c2_1(a648) | sP19 | ~hskp24 (1:4) [subsumption resolution 793,161]
793. ~c1_1(a648) | ~c2_1(a648) | sP19 | ~hskp24 (1:6) [resolution 244,160]
244. c3_1(X43) | ~c1_1(X43) | ~c2_1(X43) | sP19 (0:7) [general splitting component introduction]
6016_1. ~sP19 | hskp15 | ~hskp28 (1:3) [global subsumption 463,5129,531,6015,4859]
6015. ~sP19 | c0_1(a612) | hskp15 | ~hskp28 (1:5) [subsumption resolution 5974,150]
5974. ~sP19 | ~c1_1(a612) | c0_1(a612) | hskp15 | ~hskp28 (1:7) [resolution 5926,152]
5926. ~c3_1(X42) | ~sP19 | ~c1_1(X42) | c0_1(X42) | hskp15 (0:8) [subsumption resolution 307,325_1]
307. ~sP19 | ~ndr1_0 | ~c3_1(X42) | ~c1_1(X42) | c0_1(X42) | hskp15 (0:9) [duplicate literal removal 245]
245. ~ndr1_0 | hskp15 | ~c3_1(X42) | ~c1_1(X42) | c0_1(X42) | ~ndr1_0 | ~sP19 (0:10) [general splitting 90,244]
90. ~c2_1(X43) | ~c1_1(X43) | c3_1(X43) | ~ndr1_0 | hskp15 | ~c3_1(X42) | ~c1_1(X42) | c0_1(X42) | ~ndr1_0 (0:15) [cnf transformation 5]
5324. ~c2_1(a648) | ~sP11 | hskp28 | ~hskp24 (1:5) [subsumption resolution 5282,161]
5282. ~c1_1(a648) | ~c2_1(a648) | ~sP11 | hskp28 | ~hskp24 (1:7) [resolution 5231,160]
2761. hskp15 | ~c2_1(a648) | hskp29 | ~hskp24 (1:5) [subsumption resolution 2719,161]
2719. hskp15 | ~c2_1(a648) | ~c1_1(a648) | hskp29 | ~hskp24 (1:7) [resolution 2686,160]
2686. c3_1(X77) | hskp15 | ~c2_1(X77) | ~c1_1(X77) | hskp29 (0:8) [subsumption resolution 119,325_1]
119. hskp29 | hskp15 | ~c2_1(X77) | ~c1_1(X77) | c3_1(X77) | ~ndr1_0 (0:9) [cnf transformation 5]
6124. ~sP20 | hskp16 | ~hskp15 (1:3) [subsumption resolution 6123,31]
6123. ~sP20 | c0_1(a604) | hskp16 | ~hskp15 (1:5) [subsumption resolution 6080,30]
6080. ~sP20 | ~c1_1(a604) | c0_1(a604) | hskp16 | ~hskp15 (1:7) [resolution 6037,32]
6037. ~c3_1(X40) | ~sP20 | ~c1_1(X40) | c0_1(X40) | hskp16 (0:8) [subsumption resolution 308,325_1]
308. ~sP20 | ~ndr1_0 | ~c3_1(X40) | ~c1_1(X40) | c0_1(X40) | hskp16 (0:9) [duplicate literal removal 247]
247. ~ndr1_0 | hskp16 | c0_1(X40) | ~c3_1(X40) | ~c1_1(X40) | ~ndr1_0 | ~sP20 (0:10) [general splitting 89,246]
89. c3_1(X41) | ~c0_1(X41) | ~c1_1(X41) | ~ndr1_0 | hskp16 | c0_1(X40) | ~c3_1(X40) | ~c1_1(X40) | ~ndr1_0 (0:15) [cnf transformation 5]
3712. sP25 | sP0 | ~hskp24 (2:3) [duplicate literal removal 3699]
3699. sP25 | ~hskp24 | sP0 | ~hskp24 (2:4) [resolution 1003,347]
1003. ~c2_1(a648) | sP25 | ~hskp24 (1:4) [subsumption resolution 986,159]
986. ~c0_1(a648) | ~c2_1(a648) | sP25 | ~hskp24 (1:6) [resolution 256,160]
533. sP9 | sP0 | ~hskp24 (2:3) [subsumption resolution 532,159]
532. ~c0_1(a648) | sP9 | sP0 | ~hskp24 (2:5) [subsumption resolution 521,161]
521. ~c1_1(a648) | ~c0_1(a648) | sP9 | sP0 | ~hskp24 (2:7) [resolution 224,347]
6714_1. ~hskp18 | sP0 | ~hskp24 (3:3) [global subsumption 6582,3712,6124,6032_1,841,5213_1,5139,6708,6613_1,349]
6708. hskp28 | ~hskp18 | sP0 | ~hskp24 (3:4) [resolution 6700,4173]
6700. ~sP27 | hskp28 | ~hskp18 (1:3) [subsumption resolution 6699,39]
6699. ~sP27 | hskp28 | c0_1(a610) | ~hskp18 (1:5) [subsumption resolution 6658,40]
6658. ~sP27 | hskp28 | c2_1(a610) | c0_1(a610) | ~hskp18 (1:7) [resolution 6617,38]
7346_1. ~sP8 | hskp14 (1:2) [global subsumption 7345_1,110,6351_1,7232_1,5027,7226_1]
7226_1. hskp8 | ~hskp0 (3:2) [global subsumption 6469,4155,6720_1,4515,7011,5199_1,7225_1,385,4102,349,4437,361,942,6316,5215_1,5441_1,7079,1217,3574,6582,5213_1]
3574. sP25 | sP0 | ~hskp14 (2:3) [duplicate literal removal 3563]
3563. sP25 | ~hskp14 | sP0 | ~hskp14 (2:4) [resolution 1001,344]
344. c2_1(a603) | sP0 | ~hskp14 (1:4) [subsumption resolution 334,27]
334. c2_1(a603) | ~c0_1(a603) | sP0 | ~hskp14 (1:6) [resolution 206,28]
1001. ~c2_1(a603) | sP25 | ~hskp14 (1:4) [subsumption resolution 982,27]
982. ~c0_1(a603) | ~c2_1(a603) | sP25 | ~hskp14 (1:6) [resolution 256,28]
1217. c1_1(a592) | sP31 | ~hskp7 (1:4) [subsumption resolution 1203,189]
1203. ~c2_1(a592) | c1_1(a592) | sP31 | ~hskp7 (1:6) [resolution 268,188]
268. c3_1(X19) | ~c2_1(X19) | c1_1(X19) | sP31 (0:7) [general splitting component introduction]
7079. ~sP31 | hskp16 | ~hskp0 (1:3) [subsumption resolution 7078,7]
7. ~c0_1(a584) | ~hskp0 (0:3) [cnf transformation 5]
7078. ~sP31 | c0_1(a584) | hskp16 | ~hskp0 (1:5) [subsumption resolution 7038,6]
6. c1_1(a584) | ~hskp0 (0:3) [cnf transformation 5]
7038. ~c1_1(a584) | ~sP31 | c0_1(a584) | hskp16 | ~hskp0 (1:7) [resolution 7024,8]
8. ~c2_1(a584) | ~hskp0 (0:3) [cnf transformation 5]
7024. c2_1(X20) | ~c1_1(X20) | ~sP31 | c0_1(X20) | hskp16 (0:8) [subsumption resolution 317,325_1]
317. ~sP31 | ~ndr1_0 | ~c1_1(X20) | c2_1(X20) | c0_1(X20) | hskp16 (0:9) [duplicate literal removal 269]
269. ~c1_1(X20) | c2_1(X20) | c0_1(X20) | ~ndr1_0 | ~ndr1_0 | hskp16 | ~sP31 (0:10) [general splitting 79,268]
79. ~c1_1(X20) | c2_1(X20) | c0_1(X20) | ~ndr1_0 | c3_1(X19) | ~c2_1(X19) | c1_1(X19) | ~ndr1_0 | hskp16 (0:15) [cnf transformation 5]
5215_1. sP22 | hskp8 | ~hskp10 (2:3) [global subsumption 5214,5144_1,3630,4761,910]
3630. hskp28 | hskp8 | sP22 | ~hskp10 (2:4) [subsumption resolution 3629,176]
3629. hskp28 | hskp8 | c1_1(a598) | sP22 | ~hskp10 (2:6) [subsumption resolution 3609,174]
3609. hskp28 | ~c0_1(a598) | hskp8 | c1_1(a598) | sP22 | ~hskp10 (2:8) [resolution 3560,910]
5214. ~sP10 | hskp8 | sP22 | ~hskp10 (2:4) [subsumption resolution 5182,174]
5182. ~c0_1(a598) | ~sP10 | hskp8 | sP22 | ~hskp10 (2:6) [resolution 5148_1,910]
6316. ~sP23 | ~sP22 | ~hskp17 (1:3) [subsumption resolution 6315,36]
6315. ~sP22 | ~sP23 | c2_1(a607) | ~hskp17 (1:5) [subsumption resolution 6280,37]
6280. ~sP22 | ~sP23 | c1_1(a607) | c2_1(a607) | ~hskp17 (1:7) [resolution 6241,35]
942. ~c1_1(a592) | sP23 | ~hskp7 (1:4) [subsumption resolution 932,187]
932. ~c1_1(a592) | c0_1(a592) | sP23 | ~hskp7 (1:6) [resolution 252,189]
4437. ~sP0 | c1_1(a592) | ~sP1 | ~hskp7 (1:5) [subsumption resolution 4418,187]
4418. ~sP0 | c1_1(a592) | ~sP1 | c0_1(a592) | ~hskp7 (1:7) [resolution 4375,188]
4375. c3_1(X113) | ~sP0 | c1_1(X113) | ~sP1 | c0_1(X113) (0:8) [subsumption resolution 290,325_1]
290. ~sP1 | ~sP0 | ~ndr1_0 | c1_1(X113) | c3_1(X113) | c0_1(X113) (0:9) [duplicate literal removal 209]
209. ~ndr1_0 | ~ndr1_0 | c1_1(X113) | c3_1(X113) | c0_1(X113) | ~ndr1_0 | ~sP0 | ~sP1 (0:11) [general splitting 207,208]
207. c2_1(X115) | ~c1_1(X115) | c0_1(X115) | ~ndr1_0 | ~ndr1_0 | c1_1(X113) | c3_1(X113) | c0_1(X113) | ~ndr1_0 | ~sP0 (0:16) [general splitting 148,206]
148. c2_1(X115) | ~c1_1(X115) | c0_1(X115) | ~ndr1_0 | c2_1(X114) | c3_1(X114) | ~c0_1(X114) | ~ndr1_0 | c1_1(X113) | c3_1(X113) | c0_1(X113) | ~ndr1_0 (0:21) [cnf transformation 5]
7225_1. ~hskp0 | hskp6 | hskp8 (3:3) [global subsumption 7224,1655,7011,5199_1]
1655. hskp6 | c0_1(a607) | hskp8 | ~hskp17 (1:5) [subsumption resolution 1637,37]
1637. hskp6 | c0_1(a607) | c1_1(a607) | hskp8 | ~hskp17 (1:7) [resolution 1616,35]
7224. ~hskp0 | ~hskp25 | hskp6 | hskp8 (3:4) [resolution 7088,1991]
7088. hskp16 | ~hskp0 | ~hskp25 (2:3) [resolution 7079,1215]
1215. sP31 | ~hskp25 (1:2) [subsumption resolution 1214,58]
58. ~c1_1(a651) | ~hskp25 (0:3) [cnf transformation 5]
1214. c1_1(a651) | sP31 | ~hskp25 (1:4) [subsumption resolution 1198,60]
60. c2_1(a651) | ~hskp25 (0:3) [cnf transformation 5]
1198. ~c2_1(a651) | c1_1(a651) | sP31 | ~hskp25 (1:6) [resolution 268,59]
59. ~c3_1(a651) | ~hskp25 (0:3) [cnf transformation 5]
5199_1. ~c0_1(a607) | hskp8 | ~hskp17 (1:4) [global subsumption 5164,5144_1,3626,4759]
4759. ~c0_1(a607) | ~sP5 | hskp8 | ~hskp17 (1:5) [subsumption resolution 4711,36]
4711. ~c0_1(a607) | ~sP5 | c2_1(a607) | hskp8 | ~hskp17 (1:7) [resolution 4674,35]
3626. hskp28 | ~c0_1(a607) | hskp8 | ~hskp17 (1:5) [subsumption resolution 3595,37]
3595. hskp28 | ~c0_1(a607) | hskp8 | c1_1(a607) | ~hskp17 (1:7) [resolution 3560,36]
5164. ~c0_1(a607) | ~sP10 | hskp8 | ~hskp17 (1:5) [resolution 5148_1,36]
4515. ~sP2 | c0_1(a607) | hskp8 | ~hskp17 (1:5) [subsumption resolution 4486,37]
4486. ~sP2 | c1_1(a607) | c0_1(a607) | hskp8 | ~hskp17 (1:7) [resolution 4440,35]
4440. ~c3_1(X108) | ~sP2 | c1_1(X108) | c0_1(X108) | hskp8 (0:8) [subsumption resolution 291,325_1]
291. ~sP2 | ~ndr1_0 | ~c3_1(X108) | c1_1(X108) | c0_1(X108) | hskp8 (0:9) [duplicate literal removal 211]
211. ~ndr1_0 | hskp8 | c1_1(X108) | ~c3_1(X108) | c0_1(X108) | ~ndr1_0 | ~sP2 (0:10) [general splitting 144,210]
144. ~c2_1(X109) | ~c1_1(X109) | c0_1(X109) | ~ndr1_0 | hskp8 | c1_1(X108) | ~c3_1(X108) | c0_1(X108) | ~ndr1_0 (0:15) [cnf transformation 5]
6720_1. sP2 | ~hskp2 (3:2) [global subsumption 5213_1,5141,6698,2978,5713,386,4241,5695,2198,382,6582,3796,6141,626,5513,2685,6719_1]
6719_1. ~hskp18 | sP2 | ~hskp2 (3:3) [global subsumption 626,6141,6582,3796,5213_1,5139,6712,6615_1,5515,2978,5713,386]
5515. ~sP13 | ~hskp17 | sP2 | ~hskp28 (3:4) [resolution 5509,1877]
1877. sP14 | sP2 | ~hskp28 (2:3) [duplicate literal removal 1876]
1876. sP14 | ~hskp28 | sP2 | ~hskp28 (2:4) [resolution 652,383]
383. c0_1(a612) | sP2 | ~hskp28 (1:4) [subsumption resolution 375,150]
375. ~c1_1(a612) | c0_1(a612) | sP2 | ~hskp28 (1:6) [resolution 210,151]
652. ~c0_1(a612) | sP14 | ~hskp28 (1:4) [subsumption resolution 642,151]
642. ~c2_1(a612) | ~c0_1(a612) | sP14 | ~hskp28 (1:6) [resolution 234,152]
234. ~c3_1(X55) | ~c2_1(X55) | ~c0_1(X55) | sP14 (0:7) [general splitting component introduction]
5509. ~sP14 | ~sP13 | ~hskp17 (1:3) [subsumption resolution 5508,36]
5508. ~sP13 | ~sP14 | c2_1(a607) | ~hskp17 (1:5) [subsumption resolution 5479,37]
5479. ~sP13 | ~sP14 | c1_1(a607) | c2_1(a607) | ~hskp17 (1:7) [resolution 5432,35]
5432. ~c3_1(X53) | ~sP13 | ~sP14 | c1_1(X53) | c2_1(X53) (0:8) [subsumption resolution 302,325_1]
302. ~sP14 | ~sP13 | ~ndr1_0 | ~c3_1(X53) | c1_1(X53) | c2_1(X53) (0:9) [duplicate literal removal 235]
235. ~ndr1_0 | ~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~ndr1_0 | ~sP13 | ~sP14 (0:11) [general splitting 233,234]
233. ~c3_1(X55) | ~c2_1(X55) | ~c0_1(X55) | ~ndr1_0 | ~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~ndr1_0 | ~sP13 (0:16) [general splitting 96,232]
232. c2_1(X54) | ~c1_1(X54) | ~c0_1(X54) | sP13 (0:7) [general splitting component introduction]
96. ~c3_1(X55) | ~c2_1(X55) | ~c0_1(X55) | ~ndr1_0 | ~c0_1(X54) | ~c1_1(X54) | c2_1(X54) | ~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~ndr1_0 (0:21) [cnf transformation 5]
6615_1. ~hskp11 | sP2 | ~hskp2 (3:3) [global subsumption 6611,626,6148,5327,579,6582,3796,1038,5515,2978,5713,386]
6148. hskp16 | ~hskp28 | sP2 | ~hskp2 (3:4) [resolution 6127_1,2846]
2846. sP20 | sP2 | ~hskp2 (2:3) [duplicate literal removal 2845]
2845. sP20 | ~hskp2 | sP2 | ~hskp2 (2:4) [resolution 843,386]
843. ~c0_1(a586) | sP20 | ~hskp2 (1:4) [subsumption resolution 832,204]
832. ~c0_1(a586) | ~c1_1(a586) | sP20 | ~hskp2 (1:6) [resolution 246,203]
6127_1. ~sP20 | hskp16 | ~hskp28 (1:3) [global subsumption 463,5129,531,6126,4859,6124]
6126. ~sP20 | c0_1(a612) | hskp16 | ~hskp28 (1:5) [subsumption resolution 6085,150]
6085. ~sP20 | ~c1_1(a612) | c0_1(a612) | hskp16 | ~hskp28 (1:7) [resolution 6037,152]
6611. ~hskp22 | ~hskp11 | sP2 | ~hskp2 (3:4) [resolution 6585,3796]
6712. hskp28 | ~hskp18 | sP2 | ~hskp2 (3:4) [resolution 6700,4241]
2685. ~hskp2 | hskp29 | hskp18 (1:3) [subsumption resolution 2684,202]
2684. hskp18 | ~c2_1(a586) | hskp29 | ~hskp2 (1:5) [subsumption resolution 2653,204]
2653. hskp18 | ~c1_1(a586) | ~c2_1(a586) | hskp29 | ~hskp2 (1:7) [resolution 2602,203]
2602. c3_1(X76) | hskp18 | ~c1_1(X76) | ~c2_1(X76) | hskp29 (0:8) [subsumption resolution 118,325_1]
118. hskp29 | hskp18 | ~c1_1(X76) | ~c2_1(X76) | c3_1(X76) | ~ndr1_0 (0:9) [cnf transformation 5]
5513. ~sP13 | ~hskp17 | ~hskp29 (2:3) [resolution 5509,651]
651. sP14 | ~hskp29 (1:2) [subsumption resolution 650,66]
650. ~c0_1(a678) | sP14 | ~hskp29 (1:4) [subsumption resolution 641,67]
641. ~c2_1(a678) | ~c0_1(a678) | sP14 | ~hskp29 (1:6) [resolution 234,68]
626. ~c0_1(a606) | sP13 | ~hskp16 (1:4) [subsumption resolution 618,166]
618. ~c1_1(a606) | ~c0_1(a606) | sP13 | ~hskp16 (1:6) [resolution 232,167]
6141. hskp16 | sP2 | ~hskp2 (3:3) [subsumption resolution 6136,6028_1]
6028_1. ~hskp2 | hskp15 (2:2) [global subsumption 581,2764,5327,6019,4858,5143_1]
6019. hskp15 | ~hskp28 | ~hskp2 (2:3) [resolution 6016_1,809]
809. sP19 | ~hskp2 (1:2) [subsumption resolution 808,202]
808. ~c2_1(a586) | sP19 | ~hskp2 (1:4) [subsumption resolution 798,204]
798. ~c1_1(a586) | ~c2_1(a586) | sP19 | ~hskp2 (1:6) [resolution 244,203]
2764. ~hskp2 | hskp29 | hskp15 (1:3) [subsumption resolution 2763,204]
2763. hskp15 | ~c1_1(a586) | hskp29 | ~hskp2 (1:5) [subsumption resolution 2724,202]
2724. hskp15 | ~c2_1(a586) | ~c1_1(a586) | hskp29 | ~hskp2 (1:7) [resolution 2686,203]
6136. hskp16 | ~hskp15 | sP2 | ~hskp2 (3:4) [resolution 6124,2846]
3796. sP25 | sP2 | ~hskp2 (2:3) [duplicate literal removal 3795]
3795. sP25 | ~hskp2 | sP2 | ~hskp2 (2:4) [resolution 1004,386]
1004. ~c0_1(a586) | sP25 | ~hskp2 (1:4) [subsumption resolution 991,202]
991. ~c0_1(a586) | ~c2_1(a586) | sP25 | ~hskp2 (1:6) [resolution 256,203]
382. sP2 | ~hskp1 (1:2) [subsumption resolution 381,11]
11. ~c0_1(a585) | ~hskp1 (0:3) [cnf transformation 5]
381. c0_1(a585) | sP2 | ~hskp1 (1:4) [subsumption resolution 366,12]
12. c1_1(a585) | ~hskp1 (0:3) [cnf transformation 5]
366. ~c1_1(a585) | c0_1(a585) | sP2 | ~hskp1 (1:6) [resolution 210,10]
10. c2_1(a585) | ~hskp1 (0:3) [cnf transformation 5]
2198. sP16 | sP2 | ~hskp2 (2:3) [duplicate literal removal 2197]
2197. sP16 | ~hskp2 | sP2 | ~hskp2 (2:4) [resolution 716,386]
716. ~c0_1(a586) | sP16 | ~hskp2 (1:4) [subsumption resolution 704,202]
704. ~c2_1(a586) | ~c0_1(a586) | sP16 | ~hskp2 (1:6) [resolution 238,203]
238. c3_1(X50) | ~c2_1(X50) | ~c0_1(X50) | sP16 (0:7) [general splitting component introduction]
5695. ~c0_1(a607) | ~sP16 | hskp1 | ~hskp17 (1:5) [subsumption resolution 5657,37]
5657. ~c0_1(a607) | c1_1(a607) | ~sP16 | hskp1 | ~hskp17 (1:7) [resolution 5640,36]
5640. c2_1(X49) | ~c0_1(X49) | c1_1(X49) | ~sP16 | hskp1 (0:8) [subsumption resolution 304,325_1]
304. ~sP16 | ~ndr1_0 | ~c0_1(X49) | c1_1(X49) | c2_1(X49) | hskp1 (0:9) [duplicate literal removal 239]
239. ~ndr1_0 | hskp1 | c1_1(X49) | c2_1(X49) | ~c0_1(X49) | ~ndr1_0 | ~sP16 (0:10) [general splitting 94,238]
94. c3_1(X50) | ~c2_1(X50) | ~c0_1(X50) | ~ndr1_0 | hskp1 | c1_1(X49) | c2_1(X49) | ~c0_1(X49) | ~ndr1_0 (0:15) [cnf transformation 5]
4241. sP27 | sP2 | ~hskp2 (2:3) [duplicate literal removal 4240]
4240. sP27 | ~hskp2 | sP2 | ~hskp2 (2:4) [resolution 1078,386]
1078. ~c0_1(a586) | sP27 | ~hskp2 (1:4) [subsumption resolution 1064,202]
1064. ~c0_1(a586) | ~c2_1(a586) | sP27 | ~hskp2 (1:6) [resolution 260,203]
386. c0_1(a586) | sP2 | ~hskp2 (1:4) [subsumption resolution 379,204]
379. ~c1_1(a586) | c0_1(a586) | sP2 | ~hskp2 (1:6) [resolution 210,202]
5713. ~hskp4 | sP2 | ~hskp2 (3:3) [subsumption resolution 5712,382]
5712. hskp1 | ~hskp4 | sP2 | ~hskp2 (3:4) [resolution 5705,2198]
5705. ~sP16 | hskp1 | ~hskp4 (1:3) [subsumption resolution 5704,200]
5704. c1_1(a588) | ~sP16 | hskp1 | ~hskp4 (1:5) [subsumption resolution 5681,199]
5681. ~c0_1(a588) | c1_1(a588) | ~sP16 | hskp1 | ~hskp4 (1:7) [resolution 5640,201]
2978. ~c0_1(a586) | hskp17 | hskp4 | ~hskp2 (1:5) [subsumption resolution 2950,204]
2950. ~c1_1(a586) | ~c0_1(a586) | hskp17 | hskp4 | ~hskp2 (1:7) [resolution 2909,203]
5141. sP2 | ~hskp28 | hskp10 (3:3) [duplicate literal removal 5136]
5136. hskp10 | ~hskp28 | sP2 | ~hskp28 (3:4) [resolution 5129,1081]
1081. sP9 | sP2 | ~hskp28 (2:3) [duplicate literal removal 1080]
1080. sP9 | ~hskp28 | sP2 | ~hskp28 (2:4) [resolution 531,383]
4155. hskp2 | c1_1(a590) | hskp7 | ~hskp6 (1:5) [subsumption resolution 4138,190]
4138. hskp2 | c1_1(a590) | hskp7 | c0_1(a590) | ~hskp6 (1:7) [resolution 4104,192]
4104. ~c2_1(X110) | hskp2 | c1_1(X110) | hskp7 | c0_1(X110) (0:8) [subsumption resolution 145,325_1]
145. hskp7 | hskp2 | c1_1(X110) | ~c2_1(X110) | c0_1(X110) | ~ndr1_0 (0:9) [cnf transformation 5]
6469. ~hskp4 | ~hskp7 | hskp14 (2:3) [resolution 6464,967]
967. sP24 | ~hskp4 (1:2) [subsumption resolution 966,200]
966. c1_1(a588) | sP24 | ~hskp4 (1:4) [subsumption resolution 959,199]
959. ~c0_1(a588) | c1_1(a588) | sP24 | ~hskp4 (1:6) [resolution 254,201]
254. c2_1(X33) | ~c0_1(X33) | c1_1(X33) | sP24 (0:7) [general splitting component introduction]
6464. ~sP24 | hskp14 | ~hskp7 (1:3) [subsumption resolution 6463,187]
6463. c0_1(a592) | ~sP24 | hskp14 | ~hskp7 (1:5) [subsumption resolution 6406,189]
6406. ~c2_1(a592) | c0_1(a592) | ~sP24 | hskp14 | ~hskp7 (1:7) [resolution 6348,188]
6348. c3_1(X32) | ~c2_1(X32) | c0_1(X32) | ~sP24 | hskp14 (0:8) [subsumption resolution 311,325_1]
311. ~sP24 | ~ndr1_0 | ~c2_1(X32) | c0_1(X32) | c3_1(X32) | hskp14 (0:9) [duplicate literal removal 255]
255. hskp14 | ~ndr1_0 | c0_1(X32) | c3_1(X32) | ~c2_1(X32) | ~ndr1_0 | ~sP24 (0:10) [general splitting 85,254]
85. hskp14 | c2_1(X33) | ~c0_1(X33) | c1_1(X33) | ~ndr1_0 | c0_1(X32) | c3_1(X32) | ~c2_1(X32) | ~ndr1_0 (0:15) [cnf transformation 5]
5027. ~sP8 | hskp14 | ~hskp8 (1:3) [subsumption resolution 5026,183]
5026. ~sP8 | c2_1(a593) | hskp14 | ~hskp8 (1:5) [subsumption resolution 4991,184]
4991. ~sP8 | ~c1_1(a593) | c2_1(a593) | hskp14 | ~hskp8 (1:7) [resolution 4938,182]
4938. ~c3_1(X82) | ~sP8 | ~c1_1(X82) | c2_1(X82) | hskp14 (0:8) [subsumption resolution 297,325_1]
297. ~sP8 | ~ndr1_0 | ~c3_1(X82) | ~c1_1(X82) | c2_1(X82) | hskp14 (0:9) [duplicate literal removal 223]
223. ~c3_1(X82) | ~c1_1(X82) | c2_1(X82) | ~ndr1_0 | hskp14 | ~ndr1_0 | ~sP8 (0:10) [general splitting 123,222]
123. ~c3_1(X82) | ~c1_1(X82) | c2_1(X82) | ~ndr1_0 | hskp14 | ~c0_1(X81) | ~c2_1(X81) | ~c3_1(X81) | ~ndr1_0 (0:15) [cnf transformation 5]
6351_1. ~hskp21 | ~hskp17 | hskp8 (4:3) [global subsumption 6349,1774,5523_1,4436,346,4668,1655,5199_1,4587,6162_1,4515,5915]
6162_1. hskp8 | sP3 | ~hskp21 (4:3) [global subsumption 6158,5510,5217_1,5441_1,1991,6151_1,1771,362,4436,346,4670,108,5230,5932_1,5228,1767,4154,5225,4518]
4518. ~sP2 | hskp8 | ~hskp23 (1:3) [subsumption resolution 4517,56]
4517. ~sP2 | c0_1(a636) | hskp8 | ~hskp23 (1:5) [subsumption resolution 4488,55]
4488. ~sP2 | c1_1(a636) | c0_1(a636) | hskp8 | ~hskp23 (1:7) [resolution 4440,57]
5225. hskp8 | ~hskp21 | sP2 | ~hskp2 (3:4) [resolution 5200,1401]
1401. sP10 | sP2 | ~hskp2 (2:3) [duplicate literal removal 1400]
1400. sP10 | ~hskp2 | sP2 | ~hskp2 (2:4) [resolution 558,386]
558. ~c0_1(a586) | sP10 | ~hskp2 (1:4) [subsumption resolution 549,202]
549. ~c2_1(a586) | ~c0_1(a586) | sP10 | ~hskp2 (1:6) [resolution 226,203]
5200. ~sP10 | hskp8 | ~hskp21 (1:3) [subsumption resolution 5166,48]
5166. ~c0_1(a629) | ~sP10 | hskp8 | ~hskp21 (1:5) [resolution 5148_1,46]
4154. hskp2 | hskp7 | sP3 | ~hskp9 (2:4) [subsumption resolution 4153,179]
179. ~c0_1(a595) | ~hskp9 (0:3) [cnf transformation 5]
4153. hskp2 | hskp7 | c0_1(a595) | sP3 | ~hskp9 (2:6) [subsumption resolution 4136,181]
181. ~c1_1(a595) | ~hskp9 (0:3) [cnf transformation 5]
4136. hskp2 | c1_1(a595) | hskp7 | c0_1(a595) | sP3 | ~hskp9 (2:8) [resolution 4104,404]
404. c2_1(a595) | sP3 | ~hskp9 (1:4) [subsumption resolution 397,181]
397. c2_1(a595) | c1_1(a595) | sP3 | ~hskp9 (1:6) [resolution 212,180]
180. ~c3_1(a595) | ~hskp9 (0:3) [cnf transformation 5]
212. c3_1(X107) | c2_1(X107) | c1_1(X107) | sP3 (0:7) [general splitting component introduction]
5228. hskp8 | ~hskp21 | sP3 | ~hskp14 (3:4) [resolution 5200,1182]
1182. sP10 | sP3 | ~hskp14 (2:3) [duplicate literal removal 1174]
1174. sP10 | ~hskp14 | sP3 | ~hskp14 (2:4) [resolution 555,400]
400. c2_1(a603) | sP3 | ~hskp14 (1:4) [subsumption resolution 390,29]
390. c2_1(a603) | c1_1(a603) | sP3 | ~hskp14 (1:6) [resolution 212,28]
5932_1. hskp23 | ~hskp10 | hskp14 (4:3) [global subsumption 5931,1873,5419]
5419. c2_1(a598) | hskp23 | ~hskp10 (1:4) [subsumption resolution 5418,176]
5418. c1_1(a598) | c2_1(a598) | hskp23 | ~hskp10 (1:6) [subsumption resolution 5383,607]
607. c2_1(a598) | sP12 | ~hskp10 (1:4) [subsumption resolution 598,174]
598. ~c0_1(a598) | c2_1(a598) | sP12 | ~hskp10 (1:6) [resolution 230,175]
5383. ~sP12 | c1_1(a598) | c2_1(a598) | hskp23 | ~hskp10 (1:7) [resolution 5339,175]
1873. ~c2_1(a598) | hskp14 | hskp23 | ~hskp10 (1:5) [subsumption resolution 1852,176]
1852. c1_1(a598) | ~c2_1(a598) | hskp14 | hskp23 | ~hskp10 (1:7) [resolution 1823,175]
1823. ~c3_1(X60) | c1_1(X60) | ~c2_1(X60) | hskp14 | hskp23 (0:8) [subsumption resolution 99,325_1]
99. c1_1(X60) | ~c3_1(X60) | ~c2_1(X60) | ~ndr1_0 | hskp14 | hskp23 (0:9) [cnf transformation 5]
5931. hskp23 | ~hskp10 | hskp14 | ~hskp8 (4:4) [resolution 5429_1,5027]
5429_1. sP8 | hskp23 | ~hskp10 (3:3) [global subsumption 5423,5419,506]
5423. hskp23 | ~hskp17 | sP8 | ~hskp10 (3:4) [resolution 5416,1716]
1716. sP12 | sP8 | ~hskp10 (2:3) [duplicate literal removal 1709]
1709. sP12 | ~hskp10 | sP8 | ~hskp10 (2:4) [resolution 607,506]
5230. hskp8 | ~hskp21 | ~hskp12 (2:3) [resolution 5200,554]
362. ~c1_1(a610) | sP1 | ~hskp18 (1:4) [subsumption resolution 352,39]
352. ~c1_1(a610) | c0_1(a610) | sP1 | ~hskp18 (1:6) [resolution 208,40]
1771. sP13 | sP3 | ~hskp21 (2:3) [duplicate literal removal 1770]
1770. sP13 | ~hskp21 | sP3 | ~hskp21 (2:4) [resolution 625,401]
401. c1_1(a629) | sP3 | ~hskp21 (1:4) [subsumption resolution 391,46]
391. c2_1(a629) | c1_1(a629) | sP3 | ~hskp21 (1:6) [resolution 212,47]
625. ~c1_1(a629) | sP13 | ~hskp21 (1:4) [subsumption resolution 616,48]
616. ~c1_1(a629) | ~c0_1(a629) | sP13 | ~hskp21 (1:6) [resolution 232,46]
6151_1. hskp16 | sP3 | ~hskp21 (3:3) [global subsumption 6145,6139_1]
6139_1. hskp16 | sP3 | ~hskp21 (3:3) [global subsumption 5909,772,2123,1987,401,5915,6133,6128,2768,459,4862]
2768. sP20 | sP3 | ~hskp21 (2:3) [duplicate literal removal 2767]
2767. sP20 | ~hskp21 | sP3 | ~hskp21 (2:4) [resolution 839,401]
839. ~c1_1(a629) | sP20 | ~hskp21 (1:4) [subsumption resolution 824,48]
824. ~c0_1(a629) | ~c1_1(a629) | sP20 | ~hskp21 (1:6) [resolution 246,47]
6128. ~sP20 | c0_1(a593) | hskp16 | ~hskp8 (1:5) [subsumption resolution 6088,184]
6088. ~sP20 | ~c1_1(a593) | c0_1(a593) | hskp16 | ~hskp8 (1:7) [resolution 6037,182]
6133. hskp16 | ~hskp15 | sP3 | ~hskp21 (3:4) [resolution 6124,2768]
1987. ~c1_1(a629) | hskp8 | hskp6 | ~hskp21 (1:5) [subsumption resolution 1966,46]
1966. ~c1_1(a629) | c2_1(a629) | hskp8 | hskp6 | ~hskp21 (1:7) [resolution 1932,47]
2123. hskp15 | ~c0_1(a593) | hskp11 | ~hskp8 (1:5) [subsumption resolution 2100,183]
2100. hskp15 | c2_1(a593) | ~c0_1(a593) | hskp11 | ~hskp8 (1:7) [resolution 2053,182]
2053. ~c3_1(X66) | hskp15 | c2_1(X66) | ~c0_1(X66) | hskp11 (0:8) [subsumption resolution 104,325_1]
5909. ~sP18 | c0_1(a599) | hskp16 | ~hskp11 (1:5) [subsumption resolution 5863,21]
5863. ~c2_1(a599) | ~sP18 | c0_1(a599) | hskp16 | ~hskp11 (1:7) [resolution 5818,20]
6145. hskp16 | ~hskp28 | sP3 | ~hskp21 (3:4) [resolution 6127_1,2768]
5217_1. sP14 | hskp8 | ~hskp10 (2:3) [global subsumption 5216,5144_1,3632,4761,654]
654. ~c2_1(a598) | sP14 | ~hskp10 (1:4) [subsumption resolution 644,174]
644. ~c2_1(a598) | ~c0_1(a598) | sP14 | ~hskp10 (1:6) [resolution 234,175]
3632. hskp28 | hskp8 | sP14 | ~hskp10 (2:4) [subsumption resolution 3631,176]
3631. hskp28 | hskp8 | c1_1(a598) | sP14 | ~hskp10 (2:6) [subsumption resolution 3610,174]
3610. hskp28 | ~c0_1(a598) | hskp8 | c1_1(a598) | sP14 | ~hskp10 (2:8) [resolution 3560,654]
5216. ~sP10 | hskp8 | sP14 | ~hskp10 (2:4) [subsumption resolution 5183,174]
5183. ~c0_1(a598) | ~sP10 | hskp8 | sP14 | ~hskp10 (2:6) [resolution 5148_1,654]
5510. ~sP13 | ~sP14 | c1_1(a610) | ~hskp18 (1:5) [subsumption resolution 5480,40]
5480. ~sP13 | ~sP14 | c1_1(a610) | c2_1(a610) | ~hskp18 (1:7) [resolution 5432,38]
6158. ~hskp17 | hskp8 | sP3 | ~hskp21 (4:4) [resolution 5522_1,1771]
5522_1. ~sP13 | ~hskp17 | hskp8 (3:3) [global subsumption 5520,5441_1,5217_1,5509,1655,5199_1]
5520. ~sP13 | ~hskp17 | hskp8 | ~hskp27 (3:4) [resolution 5509,5204_1]
5204_1. sP14 | hskp8 | ~hskp27 (2:3) [global subsumption 5144_1,3625,5203,2599,651,4760,653]
653. ~c2_1(a611) | sP14 | ~hskp27 (1:4) [subsumption resolution 643,155]
643. ~c2_1(a611) | ~c0_1(a611) | sP14 | ~hskp27 (1:6) [resolution 234,157]
5203. ~sP10 | hskp8 | sP14 | ~hskp27 (2:4) [subsumption resolution 5171,155]
5171. ~c0_1(a611) | ~sP10 | hskp8 | sP14 | ~hskp27 (2:6) [resolution 5148_1,653]
4587. ~sP3 | c0_1(a607) | hskp26 | ~hskp17 (1:5) [subsumption resolution 4558,37]
4558. ~sP3 | c0_1(a607) | c1_1(a607) | hskp26 | ~hskp17 (1:7) [resolution 4521,35]
4521. ~c3_1(X106) | ~sP3 | c0_1(X106) | c1_1(X106) | hskp26 (0:8) [subsumption resolution 292,325_1]
292. ~sP3 | ~ndr1_0 | ~c3_1(X106) | c0_1(X106) | c1_1(X106) | hskp26 (0:9) [duplicate literal removal 213]
213. hskp26 | ~ndr1_0 | c0_1(X106) | c1_1(X106) | ~c3_1(X106) | ~ndr1_0 | ~sP3 (0:10) [general splitting 143,212]
143. hskp26 | c3_1(X107) | c2_1(X107) | c1_1(X107) | ~ndr1_0 | c0_1(X106) | c1_1(X106) | ~c3_1(X106) | ~ndr1_0 (0:15) [cnf transformation 5]
4668. hskp9 | ~hskp26 | sP2 | ~hskp6 (3:4) [resolution 4656,560]
560. sP4 | sP2 | ~hskp6 (2:3) [duplicate literal removal 559]
559. sP4 | ~hskp6 | sP2 | ~hskp6 (2:4) [resolution 424,385]
5523_1. ~sP13 | ~hskp17 | hskp8 (3:3) [global subsumption 5521,5522_1]
5521. ~sP13 | ~hskp17 | hskp8 | ~hskp10 (3:4) [resolution 5509,5217_1]
1774. sP13 | sP1 | ~hskp16 (2:3) [duplicate literal removal 1773]
1773. sP13 | ~hskp16 | sP1 | ~hskp16 (2:4) [resolution 626,363]
6349. hskp3 | ~hskp21 | ~hskp17 | hskp8 (4:4) [resolution 5623_1,5522_1]
5623_1. sP13 | hskp3 | ~hskp21 (3:3) [global subsumption 556,5200,2193,5619,4433,346,1774,1929,3347,4436]
3347. hskp9 | hskp25 | ~hskp16 (1:3) [subsumption resolution 3346,167]
3346. c2_1(a606) | hskp9 | hskp25 | ~hskp16 (1:5) [subsumption resolution 3319,166]
3319. ~c1_1(a606) | c2_1(a606) | hskp9 | hskp25 | ~hskp16 (1:7) [resolution 3286,168]
3286. c3_1(X87) | ~c1_1(X87) | c2_1(X87) | hskp9 | hskp25 (0:8) [subsumption resolution 128,325_1]
128. c3_1(X87) | ~c1_1(X87) | c2_1(X87) | ~ndr1_0 | hskp9 | hskp25 (0:9) [cnf transformation 5]
1929. hskp16 | hskp3 | ~hskp21 (1:3) [subsumption resolution 1928,46]
1928. hskp16 | hskp3 | c2_1(a629) | ~hskp21 (1:5) [subsumption resolution 1911,48]
1911. hskp16 | hskp3 | ~c0_1(a629) | c2_1(a629) | ~hskp21 (1:7) [resolution 1879,47]
1879. c3_1(X63) | hskp16 | hskp3 | ~c0_1(X63) | c2_1(X63) (0:8) [subsumption resolution 101,325_1]
101. hskp3 | hskp16 | c3_1(X63) | ~c0_1(X63) | c2_1(X63) | ~ndr1_0 (0:9) [cnf transformation 5]
4433. ~sP0 | ~sP1 | c0_1(a651) | ~hskp25 (1:5) [subsumption resolution 4413,58]
4413. ~sP0 | c1_1(a651) | ~sP1 | c0_1(a651) | ~hskp25 (1:7) [resolution 4375,59]
5619. hskp3 | ~hskp17 | sP13 | ~hskp21 (3:4) [resolution 5612,1999]
1999. sP15 | sP13 | ~hskp21 (2:3) [duplicate literal removal 1996]
1996. sP15 | ~hskp21 | sP13 | ~hskp21 (2:4) [resolution 684,625]
684. c1_1(a629) | sP15 | ~hskp21 (1:4) [subsumption resolution 666,48]
666. ~c0_1(a629) | c1_1(a629) | sP15 | ~hskp21 (1:6) [resolution 236,47]
236. c3_1(X52) | ~c0_1(X52) | c1_1(X52) | sP15 (0:7) [general splitting component introduction]
5612. ~sP15 | hskp3 | ~hskp17 (1:3) [subsumption resolution 5611,37]
5611. ~sP15 | c1_1(a607) | hskp3 | ~hskp17 (1:5) [subsumption resolution 5575,36]
5575. ~sP15 | c2_1(a607) | c1_1(a607) | hskp3 | ~hskp17 (1:7) [resolution 5535,35]
5535. ~c3_1(X51) | ~sP15 | c2_1(X51) | c1_1(X51) | hskp3 (0:8) [subsumption resolution 303,325_1]
303. ~sP15 | ~ndr1_0 | ~c3_1(X51) | c2_1(X51) | c1_1(X51) | hskp3 (0:9) [duplicate literal removal 237]
237. ~ndr1_0 | hskp3 | c2_1(X51) | ~c3_1(X51) | c1_1(X51) | ~ndr1_0 | ~sP15 (0:10) [general splitting 95,236]
95. c1_1(X52) | ~c0_1(X52) | c3_1(X52) | ~ndr1_0 | hskp3 | c2_1(X51) | ~c3_1(X51) | c1_1(X51) | ~ndr1_0 (0:15) [cnf transformation 5]
2193. ~hskp8 | hskp17 | hskp3 (1:3) [subsumption resolution 2192,184]
2192. hskp3 | hskp17 | ~c1_1(a593) | ~hskp8 (1:5) [subsumption resolution 2169,183]
2169. hskp3 | c2_1(a593) | hskp17 | ~c1_1(a593) | ~hskp8 (1:7) [resolution 2124,182]
2124. ~c3_1(X67) | hskp3 | c2_1(X67) | hskp17 | ~c1_1(X67) (0:8) [subsumption resolution 105,325_1]
105. hskp17 | hskp3 | c2_1(X67) | ~c3_1(X67) | ~c1_1(X67) | ~ndr1_0 (0:9) [cnf transformation 5]
556. ~c0_1(a651) | sP10 | ~hskp25 (1:4) [subsumption resolution 543,60]
543. ~c2_1(a651) | ~c0_1(a651) | sP10 | ~hskp25 (1:6) [resolution 226,59]
110. hskp21 | hskp0 | hskp14 (0:3) [cnf transformation 5]
7345_1. ~sP8 | hskp10 | hskp14 (1:3) [global subsumption 7344_1,5027,7338_1]
7344_1. ~sP8 | c2_1(X31) | hskp10 | hskp14 (1:5) [global subsumption 7343_1,5027,7338_1]
7343_1. ~sP33 | ~sP8 | c2_1(X31) | hskp10 | hskp14 (1:6) [global subsumption 7342_1,5027,7338_1]
7342_1. c0_1(X31) | ~sP33 | ~sP8 | c2_1(X31) | hskp10 | hskp14 (1:8) [global subsumption 7299,5027,7338_1]
7299. ~c1_1(X31) | c0_1(X31) | ~sP33 | ~sP8 | c2_1(X31) | hskp10 | hskp14 (1:10) [duplicate literal removal 7265]
7265. c0_1(X31) | c2_1(X31) | ~sP33 | hskp10 | ~sP8 | ~c1_1(X31) | c2_1(X31) | hskp14 (1:12) [resolution 7227,4938]
6470. hskp14 | ~hskp7 | ~hskp10 | sP8 (3:4) [resolution 6464,1009]
1009. sP24 | ~hskp10 | sP8 (2:3) [subsumption resolution 1008,176]
1008. sP8 | ~hskp10 | c1_1(a598) | sP24 (2:5) [subsumption resolution 1005,174]
1005. sP8 | ~hskp10 | ~c0_1(a598) | c1_1(a598) | sP24 (2:7) [resolution 506,254]
5815_1. hskp7 | hskp26 (2:2) [global subsumption 2465,2052,108,1817,5810,5812,463,4862,1814,1816]
1816. hskp7 | c0_1(a612) | hskp20 | ~hskp28 (1:5) [subsumption resolution 1799,150]
1799. hskp7 | c0_1(a612) | ~c1_1(a612) | hskp20 | ~hskp28 (1:7) [resolution 1772,152]
1772. ~c3_1(X44) | hskp7 | c0_1(X44) | ~c1_1(X44) | hskp20 (0:8) [subsumption resolution 91,325_1]
91. hskp20 | hskp7 | c0_1(X44) | ~c1_1(X44) | ~c3_1(X44) | ~ndr1_0 (0:9) [cnf transformation 5]
1814. hskp20 | hskp7 | ~hskp15 (1:3) [subsumption resolution 1813,30]
1813. hskp7 | ~c1_1(a604) | hskp20 | ~hskp15 (1:5) [subsumption resolution 1794,31]
1794. hskp7 | c0_1(a604) | ~c1_1(a604) | hskp20 | ~hskp15 (1:7) [resolution 1772,32]
5812. hskp26 | hskp7 | ~hskp12 (2:3) [resolution 5810,2837]
2837. hskp20 | hskp7 | ~hskp12 (1:3) [subsumption resolution 2836,22]
2836. ~c0_1(a600) | hskp20 | hskp7 | ~hskp12 (1:5) [subsumption resolution 2793,24]
2793. ~c2_1(a600) | ~c0_1(a600) | hskp20 | hskp7 | ~hskp12 (1:7) [resolution 2765,23]
2765. c3_1(X78) | ~c2_1(X78) | ~c0_1(X78) | hskp20 | hskp7 (0:8) [subsumption resolution 120,325_1]
120. c3_1(X78) | ~c2_1(X78) | ~c0_1(X78) | ~ndr1_0 | hskp20 | hskp7 (0:9) [cnf transformation 5]
5810. ~hskp20 | hskp26 (1:2) [subsumption resolution 5809,163]
163. ~c1_1(a623) | ~hskp20 (0:3) [cnf transformation 5]
5809. c1_1(a623) | hskp26 | ~hskp20 (1:4) [subsumption resolution 5770,164]
164. ~c2_1(a623) | ~hskp20 (0:3) [cnf transformation 5]
5770. c2_1(a623) | c1_1(a623) | hskp26 | ~hskp20 (1:6) [resolution 5720_1,165]
165. ~c3_1(a623) | ~hskp20 (0:3) [cnf transformation 5]
5720_1. c3_1(X48) | c2_1(X48) | c1_1(X48) | hskp26 (0:7) [global subsumption 5719,740,109,4586,212,305,325_1]
305. ~sP17 | ~ndr1_0 | c2_1(X48) | c3_1(X48) | c1_1(X48) | hskp26 (0:9) [duplicate literal removal 241]
241. c2_1(X48) | c3_1(X48) | c1_1(X48) | ~ndr1_0 | ~ndr1_0 | hskp26 | ~sP17 (0:10) [general splitting 93,240]
240. ~c2_1(X47) | ~c0_1(X47) | c1_1(X47) | sP17 (0:7) [general splitting component introduction]
93. c2_1(X48) | c3_1(X48) | c1_1(X48) | ~ndr1_0 | ~c0_1(X47) | ~c2_1(X47) | c1_1(X47) | ~ndr1_0 | hskp26 (0:15) [cnf transformation 5]
4586. ~sP3 | c0_1(a599) | hskp26 (1:4) [subsumption resolution 4585,109]
4585. ~sP3 | c0_1(a599) | hskp26 | ~hskp11 (1:5) [subsumption resolution 4556,19]
4556. ~sP3 | c0_1(a599) | c1_1(a599) | hskp26 | ~hskp11 (1:7) [resolution 4521,20]
740. ~c0_1(a599) | sP17 | ~hskp11 (1:4) [subsumption resolution 723,19]
723. ~c0_1(a599) | c1_1(a599) | sP17 | ~hskp11 (1:6) [resolution 240,21]
5719. ~sP17 | c2_1(X48) | c3_1(X48) | c1_1(X48) | hskp26 (0:8) [subsumption resolution 305,325_1]
1817. hskp7 | c0_1(a593) | hskp20 | ~hskp8 (1:5) [subsumption resolution 1802,184]
1802. hskp7 | c0_1(a593) | ~c1_1(a593) | hskp20 | ~hskp8 (1:7) [resolution 1772,182]
2052. hskp26 | hskp28 | ~c0_1(a593) | ~hskp8 (1:5) [subsumption resolution 2029,183]
2029. hskp26 | hskp28 | ~c0_1(a593) | c2_1(a593) | ~hskp8 (1:7) [resolution 1993,182]
2465. hskp12 | hskp10 | ~c0_1(a612) | ~hskp28 (1:5) [subsumption resolution 2432,151]
2432. hskp12 | hskp10 | ~c2_1(a612) | ~c0_1(a612) | ~hskp28 (1:7) [resolution 2389,152]
2389. ~c3_1(X71) | hskp12 | hskp10 | ~c2_1(X71) | ~c0_1(X71) (0:8) [subsumption resolution 114,325_1]
114. hskp10 | hskp12 | ~c3_1(X71) | ~c2_1(X71) | ~c0_1(X71) | ~ndr1_0 (0:9) [cnf transformation 5]
7232_1. hskp17 | hskp14 (5:2) [global subsumption 7231,6481_1,111,7230_1,110,7011]
6481_1. hskp14 | ~hskp7 | ~hskp21 (3:3) [global subsumption 6478,3784,6469,1943,6464,5509,3506,2974,964,109,5430,4436,346,364,6351_1,2600,6352_1,501,5027]
501. ~c0_1(a599) | sP8 | ~hskp11 (1:4) [subsumption resolution 489,21]
489. ~c2_1(a599) | ~c0_1(a599) | sP8 | ~hskp11 (1:6) [resolution 222,20]
6352_1. ~hskp21 | ~hskp17 | ~hskp29 (4:3) [global subsumption 6350,4656,5428,4436,346,5532,6351_1,5808,625,5513]
5808. c1_1(a629) | hskp26 | ~hskp21 (1:4) [subsumption resolution 5766,46]
5766. c2_1(a629) | c1_1(a629) | hskp26 | ~hskp21 (1:6) [resolution 5720_1,47]
5532. ~hskp17 | ~hskp29 | sP1 | ~hskp8 (3:4) [resolution 5513,1821]
1821. sP13 | sP1 | ~hskp8 (2:3) [duplicate literal removal 1820]
1820. sP13 | ~hskp8 | sP1 | ~hskp8 (2:4) [resolution 627,364]
627. ~c0_1(a593) | sP13 | ~hskp8 (1:4) [subsumption resolution 620,184]
620. ~c1_1(a593) | ~c0_1(a593) | sP13 | ~hskp8 (1:6) [resolution 232,183]
6350. hskp3 | ~hskp21 | ~hskp17 | ~hskp29 (4:4) [resolution 5623_1,5513]
964. c1_1(a629) | sP24 | ~hskp21 (1:4) [subsumption resolution 953,48]
953. ~c0_1(a629) | c1_1(a629) | sP24 | ~hskp21 (1:6) [resolution 254,46]
2974. ~c1_1(a629) | hskp17 | hskp4 | ~hskp21 (1:5) [subsumption resolution 2942,48]
2942. ~c1_1(a629) | ~c0_1(a629) | hskp17 | hskp4 | ~hskp21 (1:7) [resolution 2909,47]
3506. sP24 | sP13 | ~hskp21 (2:3) [duplicate literal removal 3503]
3503. sP24 | ~hskp21 | sP13 | ~hskp21 (2:4) [resolution 964,625]
1943. sP24 | ~hskp10 | sP14 (2:3) [subsumption resolution 1942,176]
1942. sP14 | ~hskp10 | c1_1(a598) | sP24 (2:5) [subsumption resolution 1936,174]
1936. sP14 | ~hskp10 | ~c0_1(a598) | c1_1(a598) | sP24 (2:7) [resolution 654,254]
3784. c0_1(a599) | hskp10 | hskp4 | ~hskp11 (1:5) [subsumption resolution 3752,21]
3752. c0_1(a599) | ~c2_1(a599) | hskp10 | hskp4 | ~hskp11 (1:7) [resolution 3696,20]
6478. hskp14 | ~hskp7 | sP13 | ~hskp21 (3:4) [resolution 6464,3506]
7231. hskp14 | hskp22 | hskp17 (5:3) [resolution 7230_1,112]
7230_1. ~hskp29 | hskp14 (4:2) [global subsumption 4155,6726,5031,5932_1,5441_1,5038_1,6218,870,6930_1,5230,110,7228,6839]
6839. ~hskp21 | hskp14 | ~hskp7 (4:3) [resolution 6836_1,6464]
6836_1. sP24 | ~hskp21 (3:2) [global subsumption 6835_1,3787,1943,5509,3506,2974,964,967,652,6698,963,4031,2599,5513,6809,4313]
4313. sP28 | sP24 | ~hskp21 (2:3) [duplicate literal removal 4308]
4308. sP28 | ~hskp21 | sP24 | ~hskp21 (2:4) [resolution 1105,964]
1105. ~c1_1(a629) | sP28 | ~hskp21 (1:4) [subsumption resolution 1091,48]
1091. ~c1_1(a629) | ~c0_1(a629) | sP28 | ~hskp21 (1:6) [resolution 262,46]
6809. ~sP28 | hskp27 | c0_1(a607) | ~hskp17 (1:5) [subsumption resolution 6770,36]
6770. ~sP28 | hskp27 | c2_1(a607) | c0_1(a607) | ~hskp17 (1:7) [resolution 6725,35]
4031. sP27 | ~hskp14 | sP24 (2:3) [subsumption resolution 4030,29]
4030. sP27 | ~hskp14 | c1_1(a603) | sP24 (2:5) [subsumption resolution 4016,27]
4016. sP27 | ~hskp14 | ~c0_1(a603) | c1_1(a603) | sP24 (2:7) [resolution 1075,254]
963. ~c0_1(a607) | sP24 | ~hskp17 (1:4) [subsumption resolution 951,37]
951. ~c0_1(a607) | c1_1(a607) | sP24 | ~hskp17 (1:6) [resolution 254,36]
6835_1. ~hskp18 | sP24 | ~hskp21 (3:3) [global subsumption 652,5509,3506,2974,964,967,3787,1943,6707,2599,6825,5513]
6825. hskp27 | ~hskp18 | sP24 | ~hskp21 (3:4) [resolution 6811,4313]
6811. ~sP28 | hskp27 | ~hskp18 (1:3) [subsumption resolution 6810,39]
6810. ~sP28 | hskp27 | c0_1(a610) | ~hskp18 (1:5) [subsumption resolution 6771,40]
6771. ~sP28 | hskp27 | c2_1(a610) | c0_1(a610) | ~hskp18 (1:7) [resolution 6725,38]
6707. hskp28 | ~hskp18 | ~hskp14 | sP24 (3:4) [resolution 6700,4031]
7228. ~hskp0 | hskp14 | ~hskp29 (4:3) [resolution 7226_1,5031]
6930_1. hskp26 | hskp14 | ~hskp29 (4:3) [global subsumption 6928,2905,6602,109,5037]
5037. hskp14 | ~hskp29 | hskp12 | hskp26 (3:4) [resolution 5031,108]
2905. hskp22 | hskp14 | ~hskp12 (1:3) [subsumption resolution 2904,22]
2904. hskp14 | hskp22 | ~c0_1(a600) | ~hskp12 (1:5) [subsumption resolution 2874,24]
2874. hskp14 | hskp22 | ~c2_1(a600) | ~c0_1(a600) | ~hskp12 (1:7) [resolution 2844,23]
2844. c3_1(X79) | hskp14 | hskp22 | ~c2_1(X79) | ~c0_1(X79) (0:8) [subsumption resolution 121,325_1]
121. hskp22 | hskp14 | c3_1(X79) | ~c2_1(X79) | ~c0_1(X79) | ~ndr1_0 (0:9) [cnf transformation 5]
6928. hskp18 | hskp26 | hskp14 | ~hskp29 (4:4) [resolution 5817,5031]
5817. hskp8 | hskp18 | hskp26 (3:3) [resolution 5815_1,1767]
6218. ~sP21 | ~c1_1(a590) | hskp12 | ~hskp6 (1:5) [subsumption resolution 6200,190]
6200. ~sP21 | ~c1_1(a590) | c0_1(a590) | hskp12 | ~hskp6 (1:7) [resolution 6154,192]
5038_1. hskp6 | ~hskp29 | hskp14 (3:3) [global subsumption 1656,5031,5023,503,1763,2905,3424,1871,5036,1988]
1988. c2_1(a633) | hskp8 | hskp6 | ~hskp22 (1:5) [subsumption resolution 1967,52]
1967. ~c1_1(a633) | c2_1(a633) | hskp8 | hskp6 | ~hskp22 (1:7) [resolution 1932,50]
5036. hskp14 | ~hskp29 | hskp6 | ~hskp23 (3:4) [resolution 5031,1658]
1658. hskp8 | hskp6 | ~hskp23 (1:3) [subsumption resolution 1657,55]
1657. hskp6 | c1_1(a636) | hskp8 | ~hskp23 (1:5) [subsumption resolution 1639,56]
1639. hskp6 | c0_1(a636) | c1_1(a636) | hskp8 | ~hskp23 (1:7) [resolution 1616,57]
1871. hskp23 | hskp14 | ~hskp11 (1:3) [subsumption resolution 1870,21]
1870. ~c2_1(a599) | hskp14 | hskp23 | ~hskp11 (1:5) [subsumption resolution 1844,19]
1844. c1_1(a599) | ~c2_1(a599) | hskp14 | hskp23 | ~hskp11 (1:7) [resolution 1823,20]
3424. hskp23 | hskp11 | hskp12 | ~hskp29 (2:4) [resolution 3423,2464]
2464. hskp10 | hskp12 | ~hskp29 (1:3) [subsumption resolution 2463,66]
2463. hskp12 | hskp10 | ~c0_1(a678) | ~hskp29 (1:5) [subsumption resolution 2431,67]
2431. hskp12 | hskp10 | ~c2_1(a678) | ~c0_1(a678) | ~hskp29 (1:7) [resolution 2389,68]
1763. hskp8 | hskp18 | ~c2_1(a633) | ~hskp22 (1:5) [subsumption resolution 1742,51]
1742. hskp8 | c0_1(a633) | hskp18 | ~c2_1(a633) | ~hskp22 (1:7) [resolution 1720,50]
5023. ~sP8 | ~c1_1(a610) | hskp14 | ~hskp18 (1:5) [subsumption resolution 4985,40]
4985. ~sP8 | ~c1_1(a610) | c2_1(a610) | hskp14 | ~hskp18 (1:7) [resolution 4938,38]
1656. hskp6 | c1_1(a610) | hskp8 | ~hskp18 (1:5) [subsumption resolution 1638,39]
1638. hskp6 | c0_1(a610) | c1_1(a610) | hskp8 | ~hskp18 (1:7) [resolution 1616,38]
5031. ~hskp8 | hskp14 | ~hskp29 (2:3) [resolution 5027,503]
6726. ~hskp2 | hskp8 | ~hskp23 (4:3) [resolution 6720_1,4518]
2600. hskp29 | ~c0_1(a593) | hskp14 | ~hskp8 (1:5) [subsumption resolution 2574,184]
2574. hskp29 | ~c0_1(a593) | hskp14 | ~c1_1(a593) | ~hskp8 (1:7) [resolution 2529,182]
7385. hskp14 | hskp8 (3:2) [subsumption resolution 7382,7338_1]
7382. hskp14 | hskp8 | ~hskp10 (3:3) [resolution 7346_1,5222_1]
5222_1. sP8 | hskp8 | ~hskp10 (2:3) [global subsumption 5221,5144_1,3636,4761,506]
3636. hskp28 | hskp8 | sP8 | ~hskp10 (2:4) [subsumption resolution 3635,176]
3635. hskp28 | hskp8 | c1_1(a598) | sP8 | ~hskp10 (2:6) [subsumption resolution 3612,174]
3612. hskp28 | ~c0_1(a598) | hskp8 | c1_1(a598) | sP8 | ~hskp10 (2:8) [resolution 3560,506]
5221. ~sP10 | hskp8 | sP8 | ~hskp10 (2:4) [subsumption resolution 5185,174]
5185. ~c0_1(a598) | ~sP10 | hskp8 | sP8 | ~hskp10 (2:6) [resolution 5148_1,506]
7383. hskp14 | hskp23 | ~hskp10 (4:3) [resolution 7346_1,5429_1]
1142. sP29 | ~hskp14 (1:2) [subsumption resolution 1141,29]
1141. c1_1(a603) | sP29 | ~hskp14 (1:4) [subsumption resolution 1122,27]
1122. ~c0_1(a603) | c1_1(a603) | sP29 | ~hskp14 (1:6) [resolution 264,28]
264. c3_1(X24) | ~c0_1(X24) | c1_1(X24) | sP29 (0:7) [general splitting component introduction]
3205_1. sP9 | hskp11 (1:2) [global subsumption 3204_1,109,529]
3204_1. ~c0_1(X4) | sP9 | hskp11 (1:4) [global subsumption 3198,109,529]
3198. ~c1_1(X4) | ~c0_1(X4) | sP9 | hskp11 | hskp0 (1:7) [duplicate literal removal 3171]
3171. hskp11 | hskp0 | ~c1_1(X4) | ~c0_1(X4) | ~c1_1(X4) | ~c0_1(X4) | sP9 (1:11) [resolution 3151,224]
274. ~c3_1(X12) | ~c2_1(X12) | c1_1(X12) | sP34 (0:7) [general splitting component introduction]
320. ~sP35 | ~sP34 | ~ndr1_0 | ~c2_1(X11) | ~c3_1(X11) | c0_1(X11) (0:9) [duplicate literal removal 277]
277. ~ndr1_0 | ~ndr1_0 | ~c2_1(X11) | ~c3_1(X11) | c0_1(X11) | ~ndr1_0 | ~sP34 | ~sP35 (0:11) [general splitting 275,276]
275. c0_1(X13) | c2_1(X13) | c3_1(X13) | ~ndr1_0 | ~ndr1_0 | ~c2_1(X11) | ~c3_1(X11) | c0_1(X11) | ~ndr1_0 | ~sP34 (0:16) [general splitting 75,274]
75. c0_1(X13) | c2_1(X13) | c3_1(X13) | ~ndr1_0 | ~c2_1(X12) | ~c3_1(X12) | c1_1(X12) | ~ndr1_0 | ~c2_1(X11) | ~c3_1(X11) | c0_1(X11) | ~ndr1_0 (0:21) [cnf transformation 5]
1323. sP34 | ~hskp11 (1:2) [subsumption resolution 1322,19]
1322. c1_1(a599) | sP34 | ~hskp11 (1:4) [subsumption resolution 1302,21]
1302. ~c2_1(a599) | c1_1(a599) | sP34 | ~hskp11 (1:6) [resolution 274,20]
6926. ~sP29 | c2_1(a636) | hskp18 | ~hskp23 (1:5) [subsumption resolution 6886,56]
6886. ~sP29 | c0_1(a636) | c2_1(a636) | hskp18 | ~hskp23 (1:7) [resolution 6841,57]
6841. ~c3_1(X23) | ~sP29 | c0_1(X23) | c2_1(X23) | hskp18 (0:8) [subsumption resolution 315,325_1]
315. ~sP29 | ~ndr1_0 | ~c3_1(X23) | c0_1(X23) | c2_1(X23) | hskp18 (0:9) [duplicate literal removal 265]
265. ~ndr1_0 | hskp18 | c0_1(X23) | c2_1(X23) | ~c3_1(X23) | ~ndr1_0 | ~sP29 (0:10) [general splitting 81,264]
81. ~c0_1(X24) | c3_1(X24) | c1_1(X24) | ~ndr1_0 | hskp18 | c0_1(X23) | c2_1(X23) | ~c3_1(X23) | ~ndr1_0 (0:15) [cnf transformation 5]
6826. hskp27 | ~hskp18 | sP1 | ~hskp16 (3:4) [resolution 6811,4377]
4377. sP28 | sP1 | ~hskp16 (2:3) [duplicate literal removal 4376]
4376. sP28 | ~hskp16 | sP1 | ~hskp16 (2:4) [resolution 1108,363]
1108. ~c0_1(a606) | sP28 | ~hskp16 (1:4) [subsumption resolution 1094,166]
1094. ~c1_1(a606) | ~c0_1(a606) | sP28 | ~hskp16 (1:6) [resolution 262,167]
7387. ~sP35 | ~sP34 | ~c2_1(X11) | ~c3_1(X11) | c0_1(X11) (0:8) [subsumption resolution 320,325_1]
1991. ~hskp16 | hskp6 | hskp8 (1:3) [subsumption resolution 1990,167]
1990. c2_1(a606) | hskp8 | hskp6 | ~hskp16 (1:5) [subsumption resolution 1971,166]
1971. ~c1_1(a606) | c2_1(a606) | hskp8 | hskp6 | ~hskp16 (1:7) [resolution 1932,168]
8157. ~sP41 | c0_1(a606) | hskp1 | ~hskp16 (1:5) [resolution 8098_1,168]
8098_1. c3_1(X1) | ~sP41 | c0_1(X1) | hskp1 (0:6) [global subsumption 8097,870,5807,7391_1,1001,312,8055_1,325_1,324,6154,7725_1,1000]
7725_1. ~c1_1(X36) | c0_1(X36) | c2_1(X36) (1:6) [global subsumption 7722_1,3574,7391_1,7724_1,208]
7724_1. ~c1_1(X36) | c0_1(X36) | ~sP25 | c2_1(X36) (1:7) [global subsumption 7696,5213_1,7372_1,317,325_1,1213,7391_1,344,7722_1,208,349,6582]
1213. ~c2_1(a603) | sP31 | ~hskp14 (1:4) [subsumption resolution 1195,29]
1195. ~c2_1(a603) | c1_1(a603) | sP31 | ~hskp14 (1:6) [resolution 268,28]
7696. ~c1_1(X36) | c0_1(X36) | ~sP26 | ~sP25 | c2_1(X36) | hskp18 (1:9) [duplicate literal removal 7680]
7680. c0_1(X36) | c2_1(X36) | hskp18 | ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 (1:11) [resolution 7565,6490]
7565. ~c3_1(X23) | c0_1(X23) | c2_1(X23) | hskp18 (0:7) [subsumption resolution 6841,7513]
7513. sP29 (1:1) [subsumption resolution 1142,7491_1]
7491_1. hskp14 (1:1) [global subsumption 7490_1,7391_1]
7490_1. c0_1(X35) | hskp14 (1:3) [global subsumption 7489_1,7391_1]
7489_1. ~c2_1(X35) | c0_1(X35) | hskp14 (1:5) [global subsumption 7488_1,7391_1]
7488_1. ~sP24 | ~c2_1(X35) | c0_1(X35) | hskp14 (1:6) [global subsumption 7445,7391_1]
7445. ~sP35 | ~sP24 | ~c2_1(X35) | c0_1(X35) | hskp14 (1:7) [duplicate literal removal 7427]
7427. ~c2_1(X35) | ~sP35 | c0_1(X35) | ~c2_1(X35) | c0_1(X35) | ~sP24 | hskp14 (1:11) [resolution 7388_1,6348]
7722_1. ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) (1:6) [global subsumption 7699,6583,5815_1,7025,4436,7716_1,6692_1,4367_1,4437,1001,7391_1,5807]
6692_1. c1_1(X32) | ~sP1 | ~sP0 | c0_1(X32) (1:6) [global subsumption 6670,3787,5325,5815_1,4656,4436,4431,4370_1,4437,6469,3575,4521,290,325_1,6583,4367_1,4658,6470,5027,4440,384]
384. ~c1_1(a592) | sP2 | ~hskp7 (1:4) [subsumption resolution 377,187]
377. ~c1_1(a592) | c0_1(a592) | sP2 | ~hskp7 (1:6) [resolution 210,189]
4658. ~c0_1(a612) | ~sP4 | hskp9 | ~hskp28 (1:5) [subsumption resolution 4631,150]
4631. ~c0_1(a612) | ~c1_1(a612) | ~sP4 | hskp9 | ~hskp28 (1:7) [resolution 4604,151]
3575. sP25 | sP3 | ~hskp14 (2:3) [duplicate literal removal 3562]
3562. sP25 | ~hskp14 | sP3 | ~hskp14 (2:4) [resolution 1001,400]
4431. sP4 | ~sP1 | ~sP0 | c0_1(X0) | c1_1(X0) (1:7) [duplicate literal removal 4382]
4382. ~sP0 | c1_1(X0) | ~sP1 | c0_1(X0) | c0_1(X0) | c1_1(X0) | sP4 (1:11) [resolution 4375,214]
5325. ~c1_1(a592) | ~sP11 | hskp28 | ~hskp7 (1:5) [subsumption resolution 5286,189]
5286. ~c1_1(a592) | ~c2_1(a592) | ~sP11 | hskp28 | ~hskp7 (1:7) [resolution 5231,188]
6670. c1_1(X32) | ~sP27 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp28 (1:10) [duplicate literal removal 6650]
6650. ~sP27 | hskp28 | c2_1(X32) | c0_1(X32) | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:12) [resolution 6617,4375]
7716_1. c0_1(X2) | ~c1_1(X2) | c2_1(X2) | hskp18 (1:7) [global subsumption 7712,6923_1,1142,7391_1]
6923_1. ~c1_1(X36) | c0_1(X36) | ~sP29 | c2_1(X36) | hskp18 (1:8) [global subsumption 3136,6715_1,6919_1,208,4933,6909,506,6574_1,3574,6922_1,319,315,325_1,1288,4010]
6922_1. ~c1_1(X36) | c0_1(X36) | ~sP29 | ~sP25 | c2_1(X36) | hskp18 (1:9) [global subsumption 4235,3790,5213_1,6893,346,6919_1,208,1038,4933,6909,6715_1,2683,1255,318,315,325_1,3858]
3858. c2_1(X101) | c0_1(X101) | ~c1_1(X101) | hskp7 | hskp10 (0:8) [subsumption resolution 139,325_1]
139. c0_1(X101) | c2_1(X101) | ~c1_1(X101) | ~ndr1_0 | hskp7 | hskp10 (0:9) [cnf transformation 5]
2683. hskp18 | ~c1_1(a592) | hskp29 | ~hskp7 (1:5) [subsumption resolution 2652,189]
2652. hskp18 | ~c1_1(a592) | ~c2_1(a592) | hskp29 | ~hskp7 (1:7) [resolution 2602,188]
6893. ~c1_1(X36) | c0_1(X36) | ~sP29 | ~sP26 | ~sP25 | c2_1(X36) | hskp18 (1:10) [duplicate literal removal 6881]
6881. ~sP29 | c0_1(X36) | c2_1(X36) | hskp18 | ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 (1:12) [resolution 6841,6490]
4235. c1_1(a592) | hskp6 | hskp5 | ~hskp7 (1:5) [subsumption resolution 4217,187]
4217. c1_1(a592) | c0_1(a592) | hskp6 | hskp5 | ~hskp7 (1:7) [resolution 4184,189]
6574_1. ~c1_1(X31) | ~sP8 | c2_1(X31) | hskp14 (1:6) [global subsumption 5521,5441_1,5001,5027,4996,4010,297,325_1,6469,4155,6218,1000,6573_1,870,108,3796,4518,5932_1,232]
6573_1. ~c1_1(X31) | ~sP25 | ~sP8 | c2_1(X31) | hskp14 (1:7) [global subsumption 5441_1,5027,5213_1,6572_1,5001]
6572_1. ~c1_1(X31) | ~sP26 | ~sP25 | ~sP8 | c2_1(X31) | hskp14 (1:8) [global subsumption 4155,6218,5194_1,6546,5027,554,5148_1,5001,5713,4518,5932_1,5441_1,4996,6157,4866,5009,6469]
5009. ~c1_1(X2) | ~sP8 | sP7 | c2_1(X2) | hskp14 (1:7) [duplicate literal removal 4951]
4951. ~sP8 | ~c1_1(X2) | c2_1(X2) | hskp14 | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 4938,220]
220. c3_1(X88) | c2_1(X88) | ~c1_1(X88) | sP7 (0:7) [general splitting component introduction]
4866. c2_1(X89) | ~c0_1(X89) | ~c1_1(X89) | ~sP7 | hskp24 (0:8) [subsumption resolution 296,325_1]
296. ~sP7 | ~ndr1_0 | ~c0_1(X89) | ~c1_1(X89) | c2_1(X89) | hskp24 (0:9) [duplicate literal removal 221]
221. hskp24 | ~c0_1(X89) | ~c1_1(X89) | c2_1(X89) | ~ndr1_0 | ~ndr1_0 | ~sP7 (0:10) [general splitting 129,220]
129. hskp24 | ~c0_1(X89) | ~c1_1(X89) | c2_1(X89) | ~ndr1_0 | c2_1(X88) | c3_1(X88) | ~c1_1(X88) | ~ndr1_0 (0:15) [cnf transformation 5]
6157. ~hskp17 | hskp8 | ~hskp24 | sP10 (4:4) [resolution 5522_1,1341]
1341. sP13 | ~hskp24 | sP10 (2:3) [subsumption resolution 1340,159]
1340. sP10 | ~hskp24 | ~c0_1(a648) | sP13 (2:5) [subsumption resolution 1334,161]
1334. sP10 | ~hskp24 | ~c1_1(a648) | ~c0_1(a648) | sP13 (2:7) [resolution 557,232]
557. ~c2_1(a648) | sP10 | ~hskp24 (1:4) [subsumption resolution 544,159]
544. ~c2_1(a648) | ~c0_1(a648) | sP10 | ~hskp24 (1:6) [resolution 226,160]
6546. ~c1_1(X31) | c0_1(X31) | ~sP26 | ~sP25 | ~sP8 | c2_1(X31) | hskp14 (1:10) [duplicate literal removal 6522]
6522. ~sP25 | ~c1_1(X31) | c0_1(X31) | ~sP26 | ~sP8 | ~c1_1(X31) | c2_1(X31) | hskp14 (1:12) [resolution 6490,4938]
5194_1. ~c1_1(X3) | ~c0_1(X3) | sP21 | hskp8 (1:6) [global subsumption 554,108,870,5190]
5190. ~c1_1(X3) | ~c0_1(X3) | sP21 | ~sP10 | hskp8 (1:7) [duplicate literal removal 5152]
5152. ~c0_1(X3) | ~sP10 | hskp8 | ~c1_1(X3) | ~c0_1(X3) | sP21 (1:9) [resolution 5148_1,248]
4996. ~sP8 | ~c1_1(X26) | ~c0_1(X26) | hskp4 | c2_1(X26) | hskp17 | hskp14 (1:10) [duplicate literal removal 4975]
4975. ~sP8 | ~c1_1(X26) | c2_1(X26) | hskp14 | ~c1_1(X26) | ~c0_1(X26) | hskp17 | hskp4 (1:12) [resolution 4938,2909]
5001. ~c1_1(X19) | ~sP8 | c2_1(X19) | hskp8 | hskp6 | hskp14 (1:8) [duplicate literal removal 4968]
4968. ~sP8 | ~c1_1(X19) | c2_1(X19) | hskp14 | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 4938,1932]
6909. c0_1(X2) | ~c1_1(X2) | ~sP29 | sP7 | c2_1(X2) | hskp18 (1:9) [duplicate literal removal 6847]
6847. ~sP29 | c0_1(X2) | c2_1(X2) | hskp18 | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 6841,220]
4933. ~sP7 | hskp24 | ~hskp5 (1:3) [subsumption resolution 4932,196]
4932. ~c1_1(a589) | ~sP7 | hskp24 | ~hskp5 (1:5) [subsumption resolution 4912,194]
4912. ~c0_1(a589) | ~c1_1(a589) | ~sP7 | hskp24 | ~hskp5 (1:7) [resolution 4866,195]
6919_1. ~sP29 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp18 (1:8) [global subsumption 6896,4437,3858,6692_1,5213_1,312,6841,325_1,1002,6900,4436,4433,2683,1255,318,1038]
6900. ~c1_1(X27) | ~sP29 | hskp9 | c2_1(X27) | c0_1(X27) | hskp25 | hskp18 (1:10) [duplicate literal removal 6872]
6872. ~sP29 | c0_1(X27) | c2_1(X27) | hskp18 | ~c1_1(X27) | c2_1(X27) | hskp9 | hskp25 (1:12) [resolution 6841,3286]
1002. ~c0_1(a651) | sP25 | ~hskp25 (1:4) [subsumption resolution 985,60]
985. ~c0_1(a651) | ~c2_1(a651) | sP25 | ~hskp25 (1:6) [resolution 256,59]
6896. c1_1(X32) | ~sP29 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp18 (1:10) [duplicate literal removal 6877]
6877. ~sP29 | c0_1(X32) | c2_1(X32) | hskp18 | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:12) [resolution 6841,4375]
7712. c0_1(X2) | ~c1_1(X2) | sP7 | c2_1(X2) | hskp18 (1:8) [duplicate literal removal 7646]
7646. c0_1(X2) | c2_1(X2) | hskp18 | c2_1(X2) | ~c1_1(X2) | sP7 (1:10) [resolution 7565,220]
7025. ~hskp18 | hskp9 | ~hskp26 (4:3) [resolution 7022,4656]
6583. ~sP25 | ~c1_1(a592) | ~sP26 | ~hskp7 (1:5) [subsumption resolution 6540,187]
6540. ~sP25 | ~c1_1(a592) | c0_1(a592) | ~sP26 | ~hskp7 (1:7) [resolution 6490,188]
7699. c1_1(X32) | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp18 (1:9) [duplicate literal removal 7676]
7676. c0_1(X32) | c2_1(X32) | hskp18 | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:11) [resolution 7565,4375]
324. ~sP41 | ~ndr1_0 | c1_1(X1) | c3_1(X1) | c0_1(X1) | hskp1 (0:9) [duplicate literal removal 289]
289. c1_1(X1) | c3_1(X1) | c0_1(X1) | ~ndr1_0 | ~ndr1_0 | hskp1 | ~sP41 (0:10) [general splitting 70,288]
288. ~c3_1(X0) | ~c1_1(X0) | c0_1(X0) | sP41 (0:7) [general splitting component introduction]
70. c1_1(X1) | c3_1(X1) | c0_1(X1) | ~ndr1_0 | c0_1(X0) | ~c1_1(X0) | ~c3_1(X0) | ~ndr1_0 | hskp1 (0:15) [cnf transformation 5]
8055_1. sP26 | c0_1(X8) (1:3) [global subsumption 5321,3864_1,8052_1,5213_1,7725_1,8054_1]
8054_1. sP26 | c1_1(X8) | c0_1(X8) (1:5) [global subsumption 7373,4656,4367_1,7177_1,1038,5213_1,1572,8053_1,4033,7391_1,6700,5139,7727_1]
7727_1. c0_1(X37) | hskp18 | hskp11 (1:4) [global subsumption 3687,5125,2123,7472_1,7726_1,6927,1142,7391_1,3205_1,6924,5509,627,7011,3220,4441,4656,109,7177_1]
6924. ~sP29 | c2_1(a604) | hskp18 | ~hskp15 (1:5) [subsumption resolution 6883,31]
6883. ~sP29 | c0_1(a604) | c2_1(a604) | hskp18 | ~hskp15 (1:7) [resolution 6841,32]
6927. ~sP29 | c0_1(a593) | hskp18 | ~hskp8 (1:5) [subsumption resolution 6891,183]
6891. ~sP29 | c0_1(a593) | c2_1(a593) | hskp18 | ~hskp8 (1:7) [resolution 6841,182]
7726_1. c2_1(X37) | c0_1(X37) | hskp18 | hskp11 (1:6) [global subsumption 7695,7496,7710,3423,7366_1,1142,7391_1,6926]
7366_1. c2_1(X42) | ~sP29 | c0_1(X42) | hskp10 | hskp18 (1:7) [global subsumption 6926,7348_1,6923_1,3786,1288,7288]
7288. c2_1(X42) | ~sP33 | ~sP29 | c0_1(X42) | hskp10 | hskp18 (1:8) [duplicate literal removal 7276]
7276. c0_1(X42) | c2_1(X42) | ~sP33 | hskp10 | ~sP29 | c0_1(X42) | c2_1(X42) | hskp18 (1:12) [resolution 7227,6841]
3786. ~c2_1(a636) | hskp10 | hskp4 | ~hskp23 (1:5) [subsumption resolution 3756,56]
3756. c0_1(a636) | ~c2_1(a636) | hskp10 | hskp4 | ~hskp23 (1:7) [resolution 3696,57]
7348_1. c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp10 | hskp23 (1:8) [global subsumption 4930,6715_1,6692_1,1723,7338_1,7347_1,6582,3574,1871,7197_1,1038,7083,608,1213,344]
608. ~c0_1(a593) | sP12 | ~hskp8 (1:4) [subsumption resolution 599,183]
599. ~c0_1(a593) | c2_1(a593) | sP12 | ~hskp8 (1:6) [resolution 230,182]
7083. ~sP31 | c0_1(a593) | hskp16 | ~hskp8 (1:5) [subsumption resolution 7065,184]
7065. ~c1_1(a593) | ~sP31 | c0_1(a593) | hskp16 | ~hskp8 (1:7) [resolution 7024,183]
7197_1. c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp23 | hskp11 (1:8) [global subsumption 1111,4235,3911,7184_1,3423,608,7196_1,6043_1,6217,3203_1,1074,6702,5132,109,6725,2599,4027,6692_1,1723,3424,141,325_1,6469]
4027. sP27 | sP0 | ~hskp14 (2:3) [duplicate literal removal 4013]
4013. sP27 | ~hskp14 | sP0 | ~hskp14 (2:4) [resolution 1075,344]
6702. ~sP27 | hskp28 | c0_1(a593) | ~hskp8 (1:5) [subsumption resolution 6664,183]
6664. ~sP27 | hskp28 | c2_1(a593) | c0_1(a593) | ~hskp8 (1:7) [resolution 6617,182]
1074. sP27 | ~hskp12 (1:2) [subsumption resolution 1073,24]
1073. ~c2_1(a600) | sP27 | ~hskp12 (1:4) [subsumption resolution 1054,22]
1054. ~c0_1(a600) | ~c2_1(a600) | sP27 | ~hskp12 (1:6) [resolution 260,23]
6217. ~sP21 | ~c1_1(a592) | hskp12 | ~hskp7 (1:5) [subsumption resolution 6199,187]
6199. ~sP21 | ~c1_1(a592) | c0_1(a592) | hskp12 | ~hskp7 (1:7) [resolution 6154,189]
7196_1. ~sP12 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp23 | hskp11 (1:9) [global subsumption 7157,3220,7011,5416,7184_1,6043_1,1173,7007_1]
7157. ~sP32 | ~sP12 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp23 | hskp11 (1:10) [duplicate literal removal 7127]
7127. c0_1(X33) | c2_1(X33) | ~sP32 | hskp11 | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:12) [resolution 7093,5339]
7184_1. c2_1(X13) | hskp8 | hskp6 | hskp11 (1:5) [global subsumption 2048_1,7183_1,5132,5798_1,3423,1658]
5798_1. c2_1(X13) | hskp8 | hskp6 | hskp26 (1:5) [global subsumption 5148_1,554,108,5797_1]
5797_1. c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp26 (1:7) [global subsumption 308,1991,5789,325_1,1932,4947,108,317]
4947. sP31 | sP20 | ~hskp12 (2:3) [duplicate literal removal 4942]
4942. sP31 | ~hskp12 | sP20 | ~hskp12 (2:4) [resolution 1212,838]
838. ~c1_1(a600) | sP20 | ~hskp12 (1:4) [subsumption resolution 822,22]
822. ~c0_1(a600) | ~c1_1(a600) | sP20 | ~hskp12 (1:6) [resolution 246,23]
1212. c1_1(a600) | sP31 | ~hskp12 (1:4) [subsumption resolution 1194,24]
1194. ~c2_1(a600) | c1_1(a600) | sP31 | ~hskp12 (1:6) [resolution 268,23]
5789. c1_1(X13) | c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp26 (1:9) [duplicate literal removal 5741]
5741. c2_1(X13) | c1_1(X13) | hskp26 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:11) [resolution 5720_1,1616]
7183_1. c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp11 (1:7) [global subsumption 1655,3682,5200,3625,5132,5798_1,3423,1658,4089,3638,6687_1,1769,1255,7182_1,6700,4039]
4039. sP27 | ~hskp14 | hskp28 | hskp8 (2:4) [subsumption resolution 4038,29]
4038. sP27 | ~hskp14 | hskp28 | hskp8 | c1_1(a603) (2:6) [subsumption resolution 4024,27]
4024. sP27 | ~hskp14 | hskp28 | ~c0_1(a603) | hskp8 | c1_1(a603) (2:8) [resolution 1075,3560]
7182_1. ~sP32 | c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp11 (1:8) [global subsumption 5132,5798_1,3423,1658,6687_1,7170]
7170. c1_1(X13) | ~sP32 | c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp11 (1:10) [duplicate literal removal 7107]
7107. c0_1(X13) | c2_1(X13) | ~sP32 | hskp11 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:12) [resolution 7093,1616]
6687_1. ~c1_1(X19) | hskp28 | c2_1(X19) | hskp8 (1:6) [global subsumption 6490,3621,6574_1,5222_1,3789,3638,6686_1,5213_1,313,4039,325_1,5148_1,3625]
6686_1. ~c1_1(X19) | hskp28 | c2_1(X19) | hskp8 | hskp6 (1:7) [global subsumption 6217,870,5798_1,1074,6685_1,1217,317,1991,325_1,2048_1,4098_1,3638,4039]
4098_1. ~c1_1(X14) | hskp4 | hskp7 | c2_1(X14) | c0_1(X14) | hskp14 (1:9) [global subsumption 4088,1108,314,325_1,141,2599,503,297,1398,321,1437,3858,308,841,3136,506,1111]
1437. sP37 | sP8 | ~hskp10 (2:3) [subsumption resolution 1436,174]
1436. ~c0_1(a598) | sP37 | sP8 | ~hskp10 (2:5) [subsumption resolution 1424,176]
1424. c1_1(a598) | ~c0_1(a598) | sP37 | sP8 | ~hskp10 (2:7) [resolution 280,506]
280. c2_1(X8) | c1_1(X8) | ~c0_1(X8) | sP37 (0:7) [general splitting component introduction]
321. ~sP37 | ~sP36 | ~ndr1_0 | ~c1_1(X9) | ~c3_1(X9) | c0_1(X9) (0:9) [duplicate literal removal 281]
281. ~ndr1_0 | c0_1(X9) | ~c1_1(X9) | ~c3_1(X9) | ~ndr1_0 | ~ndr1_0 | ~sP36 | ~sP37 (0:11) [general splitting 279,280]
279. ~ndr1_0 | c0_1(X9) | ~c1_1(X9) | ~c3_1(X9) | ~ndr1_0 | c1_1(X8) | c2_1(X8) | ~c0_1(X8) | ~ndr1_0 | ~sP36 (0:16) [general splitting 74,278]
278. c3_1(X10) | c2_1(X10) | c0_1(X10) | sP36 (0:7) [general splitting component introduction]
74. c0_1(X10) | c2_1(X10) | c3_1(X10) | ~ndr1_0 | c0_1(X9) | ~c1_1(X9) | ~c3_1(X9) | ~ndr1_0 | c1_1(X8) | c2_1(X8) | ~c0_1(X8) | ~ndr1_0 (0:21) [cnf transformation 5]
1398. c0_1(a606) | sP36 | ~hskp16 (1:4) [subsumption resolution 1389,167]
1389. c2_1(a606) | c0_1(a606) | sP36 | ~hskp16 (1:6) [resolution 278,168]
4088. ~c1_1(X14) | hskp4 | hskp20 | hskp7 | c2_1(X14) | c0_1(X14) | hskp14 (1:10) [duplicate literal removal 4056]
4056. hskp14 | c0_1(X14) | c2_1(X14) | hskp4 | hskp7 | c0_1(X14) | ~c1_1(X14) | hskp20 (1:12) [resolution 4010,1772]
6685_1. ~c1_1(X19) | ~sP27 | hskp28 | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 6675,2048_1]
6675. c0_1(X19) | ~c1_1(X19) | ~sP27 | hskp28 | c2_1(X19) | hskp8 | hskp6 (1:10) [duplicate literal removal 6637]
6637. ~sP27 | hskp28 | c2_1(X19) | c0_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 6617,1932]
3621. hskp28 | hskp8 | sP25 | ~hskp14 (2:4) [subsumption resolution 3620,29]
3620. hskp28 | hskp8 | c1_1(a603) | sP25 | ~hskp14 (2:6) [subsumption resolution 3592,27]
3592. hskp28 | ~c0_1(a603) | hskp8 | c1_1(a603) | sP25 | ~hskp14 (2:8) [resolution 3560,1001]
4089. c1_1(X13) | hskp4 | c0_1(X13) | c2_1(X13) | hskp8 | hskp6 | hskp14 (1:10) [duplicate literal removal 4055]
4055. hskp14 | c0_1(X13) | c2_1(X13) | hskp4 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:12) [resolution 4010,1616]
3911. c0_1(a593) | hskp7 | hskp10 | ~hskp8 (1:5) [subsumption resolution 3896,184]
3896. c0_1(a593) | ~c1_1(a593) | hskp7 | hskp10 | ~hskp8 (1:7) [resolution 3858,183]
7347_1. ~sP12 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp10 | hskp23 (1:9) [global subsumption 1568,323,325_1,5339,5525,5777,7196_1,5322,579,5132,2462,3784,1288,7297]
7297. ~sP33 | ~sP12 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp10 | hskp23 (1:10) [duplicate literal removal 7267]
7267. c0_1(X33) | c2_1(X33) | ~sP33 | hskp10 | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:12) [resolution 7227,5339]
2462. hskp12 | hskp10 | ~c0_1(a599) | ~hskp11 (1:5) [subsumption resolution 2426,21]
2426. hskp12 | hskp10 | ~c2_1(a599) | ~c0_1(a599) | ~hskp11 (1:7) [resolution 2389,20]
5322. ~c1_1(a600) | ~sP11 | hskp28 | ~hskp12 (1:5) [subsumption resolution 5277,24]
5277. ~c1_1(a600) | ~c2_1(a600) | ~sP11 | hskp28 | ~hskp12 (1:7) [resolution 5231,23]
5777. ~sP12 | c2_1(X33) | c1_1(X33) | hskp26 | hskp23 (1:7) [duplicate literal removal 5761]
5761. c2_1(X33) | c1_1(X33) | hskp26 | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:11) [resolution 5720_1,5339]
5525. ~hskp2 | ~hskp11 | hskp10 | ~hskp26 (3:4) [resolution 5328,5132]
5328. hskp28 | ~hskp2 | ~hskp11 (2:3) [resolution 5327,579]
323. ~sP40 | ~ndr1_0 | c1_1(X3) | c3_1(X3) | c0_1(X3) | hskp2 (0:9) [duplicate literal removal 287]
287. c1_1(X3) | c3_1(X3) | c0_1(X3) | ~ndr1_0 | hskp2 | ~ndr1_0 | ~sP40 (0:10) [general splitting 71,286]
286. c3_1(X2) | ~c2_1(X2) | c1_1(X2) | sP40 (0:7) [general splitting component introduction]
71. c1_1(X3) | c3_1(X3) | c0_1(X3) | ~ndr1_0 | hskp2 | c3_1(X2) | ~c2_1(X2) | c1_1(X2) | ~ndr1_0 (0:15) [cnf transformation 5]
1568. c1_1(a600) | sP40 | ~hskp12 (1:4) [subsumption resolution 1548,24]
1548. ~c2_1(a600) | c1_1(a600) | sP40 | ~hskp12 (1:6) [resolution 286,23]
1723. sP12 | sP1 | ~hskp8 (2:3) [duplicate literal removal 1722]
1722. sP12 | ~hskp8 | sP1 | ~hskp8 (2:4) [resolution 608,364]
4930. ~c0_1(a606) | hskp24 | ~hskp16 (1:4) [subsumption resolution 4929,166]
4929. ~c0_1(a606) | ~c1_1(a606) | hskp24 | ~hskp16 (1:6) [subsumption resolution 4904,484]
484. sP7 | ~hskp16 (1:2) [subsumption resolution 483,166]
483. ~c1_1(a606) | sP7 | ~hskp16 (1:4) [subsumption resolution 475,167]
475. c2_1(a606) | ~c1_1(a606) | sP7 | ~hskp16 (1:6) [resolution 220,168]
4904. ~c0_1(a606) | ~c1_1(a606) | ~sP7 | hskp24 | ~hskp16 (1:7) [resolution 4866,167]
7710. sP35 | c0_1(X13) | c2_1(X13) | hskp18 (1:6) [duplicate literal removal 7657]
7657. c0_1(X13) | c2_1(X13) | hskp18 | c2_1(X13) | c0_1(X13) | sP35 (1:10) [resolution 7565,276]
7496. ~c2_1(a636) | ~sP35 | ~hskp23 (1:4) [subsumption resolution 7435,56]
7435. ~c2_1(a636) | ~sP35 | c0_1(a636) | ~hskp23 (1:6) [resolution 7388_1,57]
7695. ~sP32 | c2_1(X37) | c0_1(X37) | hskp18 | hskp11 (1:7) [duplicate literal removal 7681]
7681. c0_1(X37) | c2_1(X37) | hskp18 | c0_1(X37) | c2_1(X37) | ~sP32 | hskp11 (1:11) [resolution 7565,7093]
7472_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 7457,6002_1]
6002_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 6001_1,5901_1]
5901_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 5900_1,1368,4855_1,4582_1,1767,320,86,325_1,1326,5113_1,4761,5311_1,5178,554,309,870,5817]
5178. ~c0_1(a623) | ~sP10 | hskp8 | ~hskp20 (1:5) [resolution 5148_1,164]
5311_1. ~c2_1(X1) | ~c1_1(X1) | sP5 (1:5) [global subsumption 5310,4862,5143_1,2671_1,439,442,4848_1,5146]
5146. ~hskp29 | hskp15 | ~hskp27 (4:3) [resolution 5143_1,4861]
4861. ~sP6 | hskp15 | ~hskp27 (1:3) [subsumption resolution 4860,155]
4860. ~sP6 | ~c0_1(a611) | hskp15 | ~hskp27 (1:5) [subsumption resolution 4815,156]
4815. ~sP6 | ~c1_1(a611) | ~c0_1(a611) | hskp15 | ~hskp27 (1:7) [resolution 4774,157]
4848_1. ~c2_1(X21) | ~sP6 | ~c1_1(X21) | hskp27 | hskp8 | hskp15 (1:8) [global subsumption 4826,309,325_1,2309,870,108]
2309. hskp27 | hskp8 | ~hskp12 (1:3) [subsumption resolution 2308,24]
2308. hskp8 | ~c2_1(a600) | hskp27 | ~hskp12 (1:5) [subsumption resolution 2281,22]
2281. hskp8 | ~c0_1(a600) | ~c2_1(a600) | hskp27 | ~hskp12 (1:7) [resolution 2259,23]
2259. c3_1(X69) | hskp8 | ~c0_1(X69) | ~c2_1(X69) | hskp27 (0:8) [subsumption resolution 107,325_1]
107. hskp27 | hskp8 | ~c0_1(X69) | ~c2_1(X69) | c3_1(X69) | ~ndr1_0 (0:9) [cnf transformation 5]
4826. ~c0_1(X21) | ~c2_1(X21) | ~sP6 | ~c1_1(X21) | hskp27 | hskp8 | hskp15 (1:10) [duplicate literal removal 4796]
4796. ~sP6 | ~c1_1(X21) | ~c0_1(X21) | hskp15 | hskp8 | ~c0_1(X21) | ~c2_1(X21) | hskp27 (1:12) [resolution 4774,2259]
442. c0_1(a593) | sP5 | ~hskp8 (1:4) [subsumption resolution 436,184]
436. ~c1_1(a593) | c0_1(a593) | sP5 | ~hskp8 (1:6) [resolution 216,182]
2671_1. ~c2_1(X1) | ~c1_1(X1) | sP5 | hskp29 (1:6) [global subsumption 2670,298,119,439,325_1,224,216,463,295]
2670. ~c2_1(X1) | ~c1_1(X1) | sP5 | c0_1(X1) | hskp29 | hskp18 (1:9) [duplicate literal removal 2621]
2621. hskp18 | ~c1_1(X1) | ~c2_1(X1) | hskp29 | ~c1_1(X1) | c0_1(X1) | sP5 (1:11) [resolution 2602,216]
5310. ~c2_1(X1) | ~c1_1(X1) | ~sP11 | sP5 | c0_1(X1) (1:8) [subsumption resolution 5309,5144_1]
5309. ~c2_1(X1) | ~c1_1(X1) | ~sP11 | sP5 | hskp28 | c0_1(X1) (1:9) [duplicate literal removal 5245]
5245. ~c1_1(X1) | ~c2_1(X1) | ~sP11 | hskp28 | ~c1_1(X1) | c0_1(X1) | sP5 (1:11) [resolution 5231,216]
5113_1. ~c2_1(X17) | c0_1(X17) | hskp10 | hskp8 | hskp18 (1:7) [global subsumption 1517,4374,2678_1,4512_1,3912,529,5112_1,322,325_1,1720,1480,2382_1]
2382_1. ~c2_1(X21) | ~c1_1(X21) | hskp27 | hskp10 | hskp8 (1:7) [global subsumption 2362,107,325_1,309,2309,870,108,298,529]
2362. ~c0_1(X21) | ~c2_1(X21) | ~c1_1(X21) | hskp27 | hskp10 | hskp8 | hskp1 (1:10) [duplicate literal removal 2350]
2350. hskp1 | hskp10 | ~c2_1(X21) | ~c1_1(X21) | hskp8 | ~c0_1(X21) | ~c2_1(X21) | hskp27 (1:12) [resolution 2316,2259]
2316. ~c3_1(X70) | hskp1 | hskp10 | ~c2_1(X70) | ~c1_1(X70) (0:8) [subsumption resolution 113,325_1]
113. hskp10 | hskp1 | ~c3_1(X70) | ~c2_1(X70) | ~c1_1(X70) | ~ndr1_0 (0:9) [cnf transformation 5]
1480. sP38 | ~hskp27 (1:2) [subsumption resolution 1479,156]
1479. ~c1_1(a611) | sP38 | ~hskp27 (1:4) [subsumption resolution 1462,155]
1462. ~c0_1(a611) | ~c1_1(a611) | sP38 | ~hskp27 (1:6) [resolution 282,157]
282. ~c3_1(X6) | ~c0_1(X6) | ~c1_1(X6) | sP38 (0:7) [general splitting component introduction]
322. ~sP39 | ~sP38 | ~ndr1_0 | ~c3_1(X5) | ~c2_1(X5) | c0_1(X5) (0:9) [duplicate literal removal 285]
285. ~ndr1_0 | ~c3_1(X5) | ~c2_1(X5) | c0_1(X5) | ~ndr1_0 | ~ndr1_0 | ~sP38 | ~sP39 (0:11) [general splitting 283,284]
284. ~c2_1(X4) | c1_1(X4) | c0_1(X4) | sP39 (0:7) [general splitting component introduction]
283. ~ndr1_0 | ~c3_1(X5) | ~c2_1(X5) | c0_1(X5) | ~ndr1_0 | ~c2_1(X4) | c1_1(X4) | c0_1(X4) | ~ndr1_0 | ~sP38 (0:16) [general splitting 72,282]
72. ~c0_1(X6) | ~c3_1(X6) | ~c1_1(X6) | ~ndr1_0 | ~c3_1(X5) | ~c2_1(X5) | c0_1(X5) | ~ndr1_0 | ~c2_1(X4) | c1_1(X4) | c0_1(X4) | ~ndr1_0 (0:21) [cnf transformation 5]
5112_1. ~sP9 | ~c2_1(X17) | c0_1(X17) | hskp10 | hskp8 | hskp18 (1:8) [global subsumption 5093,4512_1]
3912. hskp10 | ~hskp0 | hskp18 | hskp8 (2:4) [resolution 3906,1767]
3906. hskp7 | hskp10 | ~hskp0 (1:3) [subsumption resolution 3905,6]
3905. ~c1_1(a584) | hskp7 | hskp10 | ~hskp0 (1:5) [subsumption resolution 3872,7]
3872. c0_1(a584) | ~c1_1(a584) | hskp7 | hskp10 | ~hskp0 (1:7) [resolution 3858,8]
4512_1. c1_1(X17) | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:8) [global subsumption 4502,2313,4104,1767,1768,1480,322,284,325_1,86]
1768. hskp8 | c0_1(a586) | hskp18 | ~hskp2 (1:5) [subsumption resolution 1749,202]
1749. hskp8 | c0_1(a586) | hskp18 | ~c2_1(a586) | ~hskp2 (1:7) [resolution 1720,203]
2313. hskp8 | ~c0_1(a586) | hskp27 | ~hskp2 (1:5) [subsumption resolution 2291,202]
2291. hskp8 | ~c0_1(a586) | ~c2_1(a586) | hskp27 | ~hskp2 (1:7) [resolution 2259,203]
4502. c1_1(X17) | ~sP2 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:9) [duplicate literal removal 4468]
4468. ~sP2 | c1_1(X17) | c0_1(X17) | hskp8 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 4440,1720]
2678_1. ~c1_1(X19) | ~c2_1(X19) | hskp10 | hskp18 | hskp1 (1:7) [global subsumption 581,2657,2384,300,325_1,2316,2386]
2386. ~hskp28 | hskp10 | hskp1 (1:3) [subsumption resolution 2385,150]
2385. hskp1 | hskp10 | ~c1_1(a612) | ~hskp28 (1:5) [subsumption resolution 2357,151]
2357. hskp1 | hskp10 | ~c2_1(a612) | ~c1_1(a612) | ~hskp28 (1:7) [resolution 2316,152]
2384. hskp1 | hskp10 | ~c1_1(a678) | ~hskp29 (1:5) [subsumption resolution 2356,67]
2356. hskp1 | hskp10 | ~c2_1(a678) | ~c1_1(a678) | ~hskp29 (1:7) [resolution 2316,68]
2657. ~c1_1(X19) | ~c2_1(X19) | hskp10 | hskp29 | hskp18 | hskp1 (1:8) [duplicate literal removal 2639]
2639. hskp18 | ~c1_1(X19) | ~c2_1(X19) | hskp29 | hskp1 | hskp10 | ~c2_1(X19) | ~c1_1(X19) (1:12) [resolution 2602,2316]
4374. hskp26 | hskp0 | hskp19 | ~hskp1 (2:4) [resolution 4373,3839]
3839. hskp13 | hskp19 | ~hskp1 (1:3) [subsumption resolution 3838,12]
3838. hskp13 | hskp19 | ~c1_1(a585) | ~hskp1 (1:5) [subsumption resolution 3810,11]
3810. hskp13 | c0_1(a585) | hskp19 | ~c1_1(a585) | ~hskp1 (1:7) [resolution 3793,10]
3793. ~c2_1(X100) | hskp13 | c0_1(X100) | hskp19 | ~c1_1(X100) (0:8) [subsumption resolution 138,325_1]
138. hskp19 | hskp13 | c0_1(X100) | ~c2_1(X100) | ~c1_1(X100) | ~ndr1_0 (0:9) [cnf transformation 5]
4373. ~hskp13 | hskp26 | hskp0 (1:3) [subsumption resolution 4372,170]
170. ~c0_1(a601) | ~hskp13 (0:3) [cnf transformation 5]
4372. c0_1(a601) | hskp0 | hskp26 | ~hskp13 (1:5) [subsumption resolution 4345,172]
172. ~c1_1(a601) | ~hskp13 (0:3) [cnf transformation 5]
4345. c1_1(a601) | c0_1(a601) | hskp0 | hskp26 | ~hskp13 (1:7) [resolution 4314,171]
171. ~c2_1(a601) | ~hskp13 (0:3) [cnf transformation 5]
1517. sP39 | ~hskp19 (1:2) [subsumption resolution 1516,43]
43. ~c0_1(a617) | ~hskp19 (0:3) [cnf transformation 5]
1516. c0_1(a617) | sP39 | ~hskp19 (1:4) [subsumption resolution 1498,42]
42. ~c1_1(a617) | ~hskp19 (0:3) [cnf transformation 5]
1498. c1_1(a617) | c0_1(a617) | sP39 | ~hskp19 (1:6) [resolution 284,44]
44. c2_1(a617) | ~hskp19 (0:3) [cnf transformation 5]
4582_1. c1_1(X17) | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:8) [global subsumption 4581_1,4512_1]
4581_1. c1_1(X17) | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp26 | hskp18 (1:9) [global subsumption 4572,4512_1]
4572. c1_1(X17) | ~sP3 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp26 | hskp18 (1:10) [duplicate literal removal 4540]
4540. ~sP3 | c0_1(X17) | c1_1(X17) | hskp26 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 4521,1720]
4855_1. ~c1_1(X24) | ~c2_1(X24) | hskp20 | hskp7 (1:6) [global subsumption 872,309,4854_1,325_1,2837,300,2916_1,91,1816]
2916_1. sP21 | sP11 (2:2) [global subsumption 2914,579,109,870]
2914. sP21 | sP11 | ~hskp29 (2:3) [duplicate literal removal 2911]
2911. sP21 | ~hskp29 | sP11 | ~hskp29 (2:4) [resolution 871,581]
871. ~c1_1(a678) | sP21 | ~hskp29 (1:4) [subsumption resolution 858,66]
858. ~c1_1(a678) | ~c0_1(a678) | sP21 | ~hskp29 (1:6) [resolution 248,67]
4854_1. ~c1_1(X24) | ~c2_1(X24) | ~c0_1(X24) | hskp20 | hskp7 (1:8) [global subsumption 4853,2822_1]
2822_1. ~c0_1(X2) | sP6 | ~c2_1(X2) | hskp20 | hskp7 (1:7) [global subsumption 298,224,463,325_1,2821,120]
2821. ~c0_1(X2) | sP6 | ~c2_1(X2) | hskp20 | hskp7 | c1_1(X2) (1:9) [duplicate literal removal 2772]
2772. ~c2_1(X2) | ~c0_1(X2) | hskp20 | hskp7 | ~c0_1(X2) | c1_1(X2) | sP6 (1:11) [resolution 2765,218]
4853. ~c1_1(X24) | ~c2_1(X24) | ~sP6 | ~c0_1(X24) | hskp20 | hskp7 (1:9) [subsumption resolution 4823,1814]
4823. ~c1_1(X24) | ~c2_1(X24) | ~sP6 | ~c0_1(X24) | hskp20 | hskp7 | hskp15 (1:10) [duplicate literal removal 4799]
4799. ~sP6 | ~c1_1(X24) | ~c0_1(X24) | hskp15 | ~c2_1(X24) | ~c0_1(X24) | hskp20 | hskp7 (1:12) [resolution 4774,2765]
872. ~c0_1(a612) | sP21 | ~hskp28 (1:4) [subsumption resolution 859,150]
859. ~c1_1(a612) | ~c0_1(a612) | sP21 | ~hskp28 (1:6) [resolution 248,151]
1368. c0_1(a623) | sP35 | ~hskp20 (1:4) [subsumption resolution 1359,164]
1359. c2_1(a623) | c0_1(a623) | sP35 | ~hskp20 (1:6) [resolution 276,165]
5900_1. ~c2_1(X17) | hskp16 | c0_1(X17) | hskp8 | hskp18 (1:7) [global subsumption 320,86,325_1,1326,5113_1,4761,5311_1,4582_1,1368,4855_1,1767,774,5886]
5886. ~sP18 | ~c2_1(X17) | hskp16 | c0_1(X17) | hskp8 | hskp18 (1:8) [duplicate literal removal 5845]
5845. ~c2_1(X17) | ~sP18 | c0_1(X17) | hskp16 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 5818,1720]
774. ~c0_1(a623) | sP18 | ~hskp20 (1:4) [subsumption resolution 761,164]
761. ~c0_1(a623) | c2_1(a623) | sP18 | ~hskp20 (1:6) [resolution 242,165]
6001_1. ~sP19 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:7) [global subsumption 5990,5901_1]
5990. ~c1_1(X17) | ~sP19 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 | hskp15 (1:10) [duplicate literal removal 5950]
5950. ~sP19 | ~c1_1(X17) | c0_1(X17) | hskp15 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 5926,1720]
7457. ~sP35 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:7) [duplicate literal removal 7409]
7409. ~c2_1(X17) | ~sP35 | c0_1(X17) | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:11) [resolution 7388_1,1720]
5125. ~sP9 | ~c2_1(a604) | hskp10 | ~hskp15 (1:5) [subsumption resolution 5073,30]
5073. ~c1_1(a604) | ~sP9 | ~c2_1(a604) | hskp10 | ~hskp15 (1:7) [resolution 5034,32]
3687. hskp11 | hskp21 | sP14 | ~hskp10 (2:4) [subsumption resolution 3686,176]
3686. c1_1(a598) | hskp11 | hskp21 | sP14 | ~hskp10 (2:6) [subsumption resolution 3666,174]
3666. ~c0_1(a598) | c1_1(a598) | hskp11 | hskp21 | sP14 | ~hskp10 (2:8) [resolution 3640,654]
8053_1. ~sP40 | sP26 | c1_1(X8) | c0_1(X8) (1:6) [global subsumption 8044,3220,7338_1,5213_1,1038,4439,6704,7391_1,5139,7727_1,4656,4367_1,7177_1,364,4436]
6704. hskp28 | ~hskp18 | sP0 | ~hskp14 (3:4) [resolution 6700,4027]
8044. ~c2_1(X8) | ~sP40 | sP26 | c1_1(X8) | c0_1(X8) | hskp2 (1:9) [duplicate literal removal 7975]
7975. c1_1(X8) | ~sP40 | c0_1(X8) | hskp2 | c1_1(X8) | ~c2_1(X8) | sP26 (1:11) [resolution 7964,258]
7964. c3_1(X3) | c1_1(X3) | ~sP40 | c0_1(X3) | hskp2 (0:8) [subsumption resolution 323,325_1]
1572. ~c2_1(a595) | sP40 | ~hskp9 (1:4) [subsumption resolution 1556,181]
1556. ~c2_1(a595) | c1_1(a595) | sP40 | ~hskp9 (1:6) [resolution 286,180]
7373. c2_1(a595) | ~sP33 | hskp10 | ~hskp9 (1:5) [subsumption resolution 7285,179]
7285. c0_1(a595) | c2_1(a595) | ~sP33 | hskp10 | ~hskp9 (1:7) [resolution 7227,180]
8052_1. sP11 | c0_1(X4) (1:3) [global subsumption 6703,5139,579,5220_1,309,7725_1,325_1,2916_1,8051_1,7727_1]
8051_1. sP11 | c1_1(X4) | c0_1(X4) (1:5) [global subsumption 8050_1,3220,7338_1,5220_1,579,4439,6704,7391_1,5139,7727_1,4656,4370_1,7177_1,364,4436]
8050_1. sP11 | ~c2_1(X4) | c1_1(X4) | c0_1(X4) (1:7) [global subsumption 8045,4439,6704,7391_1,5139,579,5220_1,7727_1,4656,4370_1,8049_1,286,228,3222,4184,6335_1]
6335_1. sP11 | ~hskp6 (3:2) [global subsumption 6334_1,5930_1,5220_1,579]
6334_1. ~hskp17 | sP11 | ~hskp6 (3:3) [global subsumption 6328,5930_1,5220_1,579]
6328. ~sP22 | ~hskp17 | sP11 | ~hskp6 (3:4) [resolution 6316,3352]
3352. sP23 | sP11 | ~hskp6 (2:3) [duplicate literal removal 3349]
3349. sP23 | ~hskp6 | sP11 | ~hskp6 (2:4) [resolution 943,583]
943. ~c1_1(a590) | sP23 | ~hskp6 (1:4) [subsumption resolution 933,190]
933. ~c1_1(a590) | c0_1(a590) | sP23 | ~hskp6 (1:6) [resolution 252,192]
8049_1. ~sP40 | sP4 | c0_1(X0) | c1_1(X0) (1:6) [global subsumption 1481,1760,7022,1366,7495,6028_1,8048,6924,1142,7391_1,7958,284,6927]
7958. ~sP38 | ~sP39 | ~c2_1(a604) | ~hskp15 (1:5) [subsumption resolution 7899,31]
7899. ~sP38 | ~sP39 | ~c2_1(a604) | c0_1(a604) | ~hskp15 (1:7) [resolution 7851,32]
7851. ~c3_1(X5) | ~sP38 | ~sP39 | ~c2_1(X5) | c0_1(X5) (0:8) [subsumption resolution 322,325_1]
8048. ~sP40 | sP4 | hskp2 | c0_1(X0) | c1_1(X0) (1:7) [duplicate literal removal 7967]
7967. c1_1(X0) | ~sP40 | c0_1(X0) | hskp2 | c0_1(X0) | c1_1(X0) | sP4 (1:11) [resolution 7964,214]
7495. ~c2_1(a604) | ~sP35 | ~hskp15 (1:4) [subsumption resolution 7432,31]
7432. ~c2_1(a604) | ~sP35 | c0_1(a604) | ~hskp15 (1:6) [resolution 7388_1,32]
1366. c2_1(X0) | sP35 | sP4 | c0_1(X0) | c1_1(X0) (1:8) [duplicate literal removal 1342]
1342. c2_1(X0) | c0_1(X0) | sP35 | c0_1(X0) | c1_1(X0) | sP4 (1:10) [resolution 276,214]
1760. ~c2_1(X0) | sP4 | hskp8 | c0_1(X0) | c1_1(X0) | hskp18 (1:9) [duplicate literal removal 1725]
1725. hskp8 | c0_1(X0) | hskp18 | ~c2_1(X0) | c0_1(X0) | c1_1(X0) | sP4 (1:11) [resolution 1720,214]
1481. ~c0_1(a593) | sP38 | ~hskp8 (1:4) [subsumption resolution 1464,184]
1464. ~c0_1(a593) | ~c1_1(a593) | sP38 | ~hskp8 (1:6) [resolution 282,182]
8045. ~sP40 | sP11 | ~c2_1(X4) | c1_1(X4) | c0_1(X4) | hskp2 (1:9) [duplicate literal removal 7971]
7971. c1_1(X4) | ~sP40 | c0_1(X4) | hskp2 | ~c2_1(X4) | c1_1(X4) | sP11 (1:11) [resolution 7964,228]
6703. hskp28 | ~hskp18 | ~hskp12 (2:3) [resolution 6700,1074]
3864_1. sP26 | sP9 (2:2) [global subsumption 3861,3205_1,1038]
3861. sP26 | sP9 | ~hskp29 (2:3) [duplicate literal removal 3860]
3860. sP26 | ~hskp29 | sP9 | ~hskp29 (2:4) [resolution 1040,530]
1040. c1_1(a678) | sP26 | ~hskp29 (1:4) [subsumption resolution 1025,67]
1025. c1_1(a678) | ~c2_1(a678) | sP26 | ~hskp29 (1:6) [resolution 258,68]
5321. ~c1_1(X32) | ~sP11 | ~sP9 | ~c2_1(X32) | hskp10 (1:7) [subsumption resolution 5288,5129]
5288. ~c1_1(X32) | ~sP11 | ~sP9 | ~c2_1(X32) | hskp28 | hskp10 (1:8) [duplicate literal removal 5276]
5276. ~c1_1(X32) | ~c2_1(X32) | ~sP11 | hskp28 | ~c1_1(X32) | ~sP9 | ~c2_1(X32) | hskp10 (1:12) [resolution 5231,5034]
7391_1. hskp14 (4:1) [global subsumption 2462,7390_1,7386_1,3203_1,6217,3911,7385,2600,7230_1,4235,6487_1,1111,6813,7384_1,3784,6469]
6487_1. hskp14 | hskp10 | ~hskp6 (3:3) [global subsumption 3911,5441_1,2600,5031,6484]
6484. ~hskp7 | hskp14 | hskp10 | ~hskp6 (3:4) [resolution 6469,3789]
7390_1. hskp14 | ~hskp12 (4:2) [global subsumption 7389,6585,6728,2683,7230_1,3911,7385,2600,4235,6487_1,1111,6813,7384_1,7386_1,1000,2905]
6728. ~hskp18 | ~hskp12 | hskp10 | hskp11 (3:4) [resolution 6703,5139]
7389. hskp14 | hskp8 | ~hskp12 (4:3) [resolution 7384_1,2309]
5807. c2_1(a603) | hskp26 | ~hskp14 (1:4) [subsumption resolution 5765,29]
5765. c2_1(a603) | c1_1(a603) | hskp26 | ~hskp14 (1:6) [resolution 5720_1,28]
8097. ~sP41 | c1_1(X1) | c3_1(X1) | c0_1(X1) | hskp1 (0:8) [subsumption resolution 324,325_1]
6220. ~hskp26 | ~hskp1 | hskp12 (2:3) [resolution 6213,870]
6213. ~sP21 | hskp12 | ~hskp1 (1:3) [subsumption resolution 6212,11]
6212. ~sP21 | c0_1(a585) | hskp12 | ~hskp1 (1:5) [subsumption resolution 6180,12]
6180. ~sP21 | ~c1_1(a585) | c0_1(a585) | hskp12 | ~hskp1 (1:7) [resolution 6154,10]
6582. ~sP25 | c0_1(a606) | ~sP26 | ~hskp16 (1:5) [subsumption resolution 6538,166]
6538. ~sP25 | ~c1_1(a606) | c0_1(a606) | ~sP26 | ~hskp16 (1:7) [resolution 6490,168]
7011. hskp17 | ~hskp0 (2:2) [resolution 7007_1,1170]
1170. sP30 | ~hskp0 (1:2) [subsumption resolution 1169,7]
1169. c0_1(a584) | sP30 | ~hskp0 (1:4) [subsumption resolution 1153,6]
1153. ~c1_1(a584) | c0_1(a584) | sP30 | ~hskp0 (1:6) [resolution 266,8]
8200_1. hskp26 (1:1) [global subsumption 8199_1,1481,5224,555,7391_1,5807,2978,6584,4367_1,1001,8091,5815_1,1569,6583,6727,905,109,4586,8102_1,7962,1521,3558,6581,1173,7007_1]
3558. ~hskp4 | hskp6 | hskp22 (1:3) [subsumption resolution 3557,199]
3557. hskp22 | ~c0_1(a588) | hskp6 | ~hskp4 (1:5) [subsumption resolution 3537,200]
3537. hskp22 | c1_1(a588) | ~c0_1(a588) | hskp6 | ~hskp4 (1:7) [resolution 3501,201]
1521. c1_1(a592) | sP39 | ~hskp7 (1:4) [subsumption resolution 1507,187]
1507. c1_1(a592) | c0_1(a592) | sP39 | ~hskp7 (1:6) [resolution 284,189]
7962. ~sP38 | ~sP39 | ~hskp6 (1:3) [subsumption resolution 7961,190]
7961. ~sP38 | ~sP39 | c0_1(a590) | ~hskp6 (1:5) [subsumption resolution 7908,192]
7908. ~sP38 | ~sP39 | ~c2_1(a590) | c0_1(a590) | ~hskp6 (1:7) [resolution 7851,191]
8102_1. sP3 | ~hskp11 (3:2) [global subsumption 8101,5510,626,6124,6028_1,8091,2838,400,7391_1,403,1569,6583,3575,1038,843,6584,6582,6924,1142,7958,1521,1481,5179,1182,364,4437,349,3552,5129,5327,579,534,6585,7962,362]
534. ~c0_1(a586) | sP9 | ~hskp2 (1:4) [subsumption resolution 525,204]
525. ~c1_1(a586) | ~c0_1(a586) | sP9 | ~hskp2 (1:6) [resolution 224,202]
3552. hskp22 | hskp6 | sP14 | ~hskp10 (2:4) [subsumption resolution 3551,174]
3551. hskp22 | ~c0_1(a598) | hskp6 | sP14 | ~hskp10 (2:6) [subsumption resolution 3532,176]
3532. hskp22 | c1_1(a598) | ~c0_1(a598) | hskp6 | sP14 | ~hskp10 (2:8) [resolution 3501,654]
5179. ~c0_1(a606) | ~sP10 | hskp8 | ~hskp16 (1:5) [resolution 5148_1,167]
403. sP3 | ~hskp20 (1:2) [subsumption resolution 402,163]
402. c1_1(a623) | sP3 | ~hskp20 (1:4) [subsumption resolution 395,164]
395. c2_1(a623) | c1_1(a623) | sP3 | ~hskp20 (1:6) [resolution 212,165]
2838. ~c2_1(a603) | hskp20 | hskp7 | ~hskp14 (1:5) [subsumption resolution 2794,27]
2794. ~c2_1(a603) | ~c0_1(a603) | hskp20 | hskp7 | ~hskp14 (1:7) [resolution 2765,28]
8101. sP3 | ~hskp22 | ~hskp11 (3:3) [resolution 7528,6585]
7528. sP25 | sP3 (2:2) [subsumption resolution 3575,7491_1]
905. ~c0_1(a599) | sP22 | ~hskp11 (1:4) [subsumption resolution 887,21]
887. ~c2_1(a599) | ~c0_1(a599) | sP22 | ~hskp11 (1:6) [resolution 250,20]
6727. ~hskp2 | ~sP22 | ~hskp17 (4:3) [resolution 6722_1,6316]
6722_1. sP23 | ~hskp2 (3:2) [global subsumption 5213_1,2386,938,6698,2978,5705,3432,944,4242,5695,6582,3797,6124,6028_1,3433,626,5513,2685,6721_1]
6721_1. ~hskp18 | sP23 | ~hskp2 (3:3) [global subsumption 626,6124,6028_1,3433,6582,3797,5213_1,2386,938,6713,5509,2978,5705,3432,944,3283]
3283. sP23 | sP14 | ~hskp28 (2:3) [duplicate literal removal 3278]
3278. sP23 | ~hskp28 | sP14 | ~hskp28 (2:4) [resolution 941,652]
941. c0_1(a612) | sP23 | ~hskp28 (1:4) [subsumption resolution 928,150]
928. ~c1_1(a612) | c0_1(a612) | sP23 | ~hskp28 (1:6) [resolution 252,151]
6713. hskp28 | ~hskp18 | sP23 | ~hskp2 (3:4) [resolution 6700,4242]
3433. sP23 | sP20 | ~hskp2 (2:3) [duplicate literal removal 3426]
3426. sP23 | ~hskp2 | sP20 | ~hskp2 (2:4) [resolution 944,843]
3797. sP25 | sP23 | ~hskp2 (2:3) [duplicate literal removal 3794]
3794. sP25 | ~hskp2 | sP23 | ~hskp2 (2:4) [resolution 1004,944]
4242. sP27 | sP23 | ~hskp2 (2:3) [duplicate literal removal 4239]
4239. sP27 | ~hskp2 | sP23 | ~hskp2 (2:4) [resolution 1078,944]
944. c0_1(a586) | sP23 | ~hskp2 (1:4) [subsumption resolution 934,204]
934. ~c1_1(a586) | c0_1(a586) | sP23 | ~hskp2 (1:6) [resolution 252,202]
3432. sP23 | sP16 | ~hskp2 (2:3) [duplicate literal removal 3427]
3427. sP23 | ~hskp2 | sP16 | ~hskp2 (2:4) [resolution 944,716]
938. sP23 | ~hskp1 (1:2) [subsumption resolution 937,11]
937. c0_1(a585) | sP23 | ~hskp1 (1:4) [subsumption resolution 917,12]
917. ~c1_1(a585) | c0_1(a585) | sP23 | ~hskp1 (1:6) [resolution 252,10]
1569. ~c2_1(a603) | sP40 | ~hskp14 (1:4) [subsumption resolution 1549,29]
1549. ~c2_1(a603) | c1_1(a603) | sP40 | ~hskp14 (1:6) [resolution 286,28]
8091. c1_1(a592) | ~sP40 | hskp2 | ~hskp7 (1:5) [subsumption resolution 8021,187]
8021. c1_1(a592) | ~sP40 | c0_1(a592) | hskp2 | ~hskp7 (1:7) [resolution 7964,188]
6584. ~sP25 | c0_1(a586) | ~sP26 | ~hskp2 (1:5) [subsumption resolution 6541,204]
6541. ~sP25 | ~c1_1(a586) | c0_1(a586) | ~sP26 | ~hskp2 (1:7) [resolution 6490,203]
8199_1. c0_1(X28) | hskp26 (1:3) [global subsumption 8198_1,8102_1,109,8066_1]
8066_1. ~sP3 | c0_1(X28) | hskp26 (1:4) [global subsumption 1481,5224,555,7391_1,5807,2978,8065_1,6316,905,109,4586,6722_1,6584,8055_1,1001,7962,1521,5815_1,6583,3558,6581,1173,7007_1]
8065_1. ~sP3 | c0_1(X28) | hskp2 | hskp26 (1:5) [global subsumption 1569,7391_1,8064_1,5807]
8064_1. ~sP40 | ~sP3 | c0_1(X28) | hskp2 | hskp26 (1:6) [global subsumption 1481,8063_1,7955_1,8035,1521,5815_1,6583,8055_1,1001,7391_1,5807,1173,7007_1,6316,905,109,4586,252,7341_1]
7341_1. ~sP3 | c2_1(X28) | c0_1(X28) | hskp26 (1:6) [global subsumption 7340_1,626,5509,649,109,4586,7007_1,266,5802_1,6582,1001,6454_1,5807,4367_1,7080,6921_1,1213,4588]
4588. ~sP3 | c1_1(a610) | hskp26 | ~hskp18 (1:5) [subsumption resolution 4559,39]
4559. ~sP3 | c0_1(a610) | c1_1(a610) | hskp26 | ~hskp18 (1:7) [resolution 4521,38]
6921_1. c0_1(X34) | c2_1(X34) | hskp26 | hskp18 (1:6) [global subsumption 3787,6470,5027,5817,5815_1,1142,6920_1,6695_1,2597,5031,6469]
2597. hskp29 | ~c0_1(a612) | hskp14 | ~hskp28 (1:5) [subsumption resolution 2571,150]
2571. hskp29 | ~c0_1(a612) | hskp14 | ~c1_1(a612) | ~hskp28 (1:7) [resolution 2529,152]
6695_1. c2_1(X34) | hskp28 | hskp26 (1:4) [global subsumption 364,5804_1,6694_1,2052,4437,5325,4370_1,5815_1,2046]
2046. ~c0_1(X0) | c2_1(X0) | sP0 | hskp28 | hskp26 (1:7) [duplicate literal removal 2000]
2000. hskp26 | hskp28 | ~c0_1(X0) | c2_1(X0) | c2_1(X0) | ~c0_1(X0) | sP0 (1:11) [resolution 1993,206]
6694_1. c0_1(X34) | c2_1(X34) | hskp28 | hskp26 (1:6) [global subsumption 3784,6469,5815_1,4027,6693_1,4437,5325,4370_1,364,108,1074,2052,109,6470,5027,501]
6693_1. ~sP27 | c0_1(X34) | c2_1(X34) | hskp28 | hskp26 (1:7) [global subsumption 6668,1001,6688_1,6490,313,325_1,5720_1,4367_1,5807]
6688_1. ~sP27 | c2_1(X30) | c0_1(X30) | hskp28 | hskp14 (1:7) [global subsumption 6672,501,5027,3638,4010,313,325_1,3694,346,4436,364,2600,5031,4670,5815_1,6469,5931,319,1288,4149,5334]
5334. hskp28 | ~hskp2 | ~hskp10 (3:3) [resolution 5327,5220_1]
4149. hskp2 | hskp7 | c0_1(a599) | ~hskp11 (1:5) [subsumption resolution 4120,19]
4120. hskp2 | c1_1(a599) | hskp7 | c0_1(a599) | ~hskp11 (1:7) [resolution 4104,21]
6672. ~sP27 | hskp4 | c2_1(X30) | c0_1(X30) | hskp28 | hskp14 (1:8) [duplicate literal removal 6648]
6648. ~sP27 | hskp28 | c2_1(X30) | c0_1(X30) | hskp14 | c0_1(X30) | c2_1(X30) | hskp4 (1:12) [resolution 6617,4010]
6668. c1_1(X34) | ~sP27 | c0_1(X34) | c2_1(X34) | hskp28 | hskp26 (1:9) [duplicate literal removal 6652]
6652. ~sP27 | hskp28 | c2_1(X34) | c0_1(X34) | c2_1(X34) | c1_1(X34) | hskp26 (1:11) [resolution 6617,5720_1]
5804_1. ~c0_1(X29) | c2_1(X29) | hskp8 | hskp26 (1:6) [global subsumption 5803_1,5799_1]
5799_1. ~c0_1(X23) | c2_1(X23) | hskp8 | hskp26 (1:6) [global subsumption 5784,108,554,5148_1]
5784. c1_1(X23) | ~c0_1(X23) | c2_1(X23) | hskp8 | hskp26 | hskp21 (1:9) [duplicate literal removal 5751]
5751. c2_1(X23) | c1_1(X23) | hskp26 | hskp21 | c2_1(X23) | hskp8 | ~c0_1(X23) (1:11) [resolution 5720_1,2983]
2983. ~c3_1(X83) | hskp21 | c2_1(X83) | hskp8 | ~c0_1(X83) (0:8) [subsumption resolution 124,325_1]
124. hskp8 | hskp21 | c2_1(X83) | ~c3_1(X83) | ~c0_1(X83) | ~ndr1_0 (0:9) [cnf transformation 5]
5803_1. ~c0_1(X29) | c2_1(X29) | c1_1(X29) | hskp8 | hskp26 (1:8) [global subsumption 5779,5799_1]
5779. ~c0_1(X29) | c2_1(X29) | ~sP5 | c1_1(X29) | hskp8 | hskp26 (1:9) [duplicate literal removal 5757]
5757. c2_1(X29) | c1_1(X29) | hskp26 | ~c0_1(X29) | ~sP5 | c2_1(X29) | hskp8 (1:11) [resolution 5720_1,4674]
6920_1. ~sP29 | c0_1(X34) | c2_1(X34) | hskp26 | hskp18 (1:7) [global subsumption 6469,5815_1,6914_1,3574,6919_1,208,6895,6490,6841,4367_1]
6895. c1_1(X34) | ~sP29 | c0_1(X34) | c2_1(X34) | hskp26 | hskp18 (1:9) [duplicate literal removal 6879]
6879. ~sP29 | c0_1(X34) | c2_1(X34) | hskp18 | c2_1(X34) | c1_1(X34) | hskp26 (1:11) [resolution 6841,5720_1]
6914_1. ~sP29 | hskp4 | c0_1(X30) | hskp18 | hskp14 (1:6) [global subsumption 6462,1009,5027,6002_1,6898,3782_1,5031,4670,5815_1,6470,5932_1,1370,320,325_1,6348,6438_1]
6438_1. ~c2_1(X10) | sP34 | ~sP24 | c0_1(X10) | hskp14 (1:7) [global subsumption 4436,4670,109,1323,5932_1,5034,3205_1,6348,6423,364,4518,210,2600,5031,346,3685,6319,252,1326]
6423. c1_1(X10) | ~c2_1(X10) | sP34 | ~sP24 | c0_1(X10) | hskp14 (1:9) [duplicate literal removal 6367]
6367. ~c2_1(X10) | c0_1(X10) | ~sP24 | hskp14 | ~c2_1(X10) | c1_1(X10) | sP34 (1:11) [resolution 6348,274]
1370. c2_1(a595) | sP35 | ~hskp9 (1:4) [subsumption resolution 1361,179]
1361. c2_1(a595) | c0_1(a595) | sP35 | ~hskp9 (1:6) [resolution 276,180]
3782_1. ~c2_1(X22) | hskp4 | c0_1(X22) | hskp10 | hskp29 | hskp18 (1:8) [global subsumption 3768,323,325_1,3696,2602,3772,2685]
3772. c1_1(X15) | ~c2_1(X15) | sP40 | hskp4 | c0_1(X15) | hskp10 (1:9) [duplicate literal removal 3738]
3738. c0_1(X15) | ~c2_1(X15) | hskp10 | hskp4 | ~c2_1(X15) | c1_1(X15) | sP40 (1:11) [resolution 3696,286]
3768. ~c1_1(X22) | ~c2_1(X22) | hskp4 | c0_1(X22) | hskp10 | hskp29 | hskp18 (1:10) [duplicate literal removal 3745]
3745. c0_1(X22) | ~c2_1(X22) | hskp10 | hskp4 | hskp18 | ~c1_1(X22) | ~c2_1(X22) | hskp29 (1:12) [resolution 3696,2602]
6898. ~sP29 | hskp4 | c2_1(X30) | c0_1(X30) | hskp18 | hskp14 (1:8) [duplicate literal removal 6875]
6875. ~sP29 | c0_1(X30) | c2_1(X30) | hskp18 | hskp14 | c0_1(X30) | c2_1(X30) | hskp4 (1:12) [resolution 6841,4010]
6462. ~c2_1(a595) | ~sP24 | hskp14 | ~hskp9 (1:5) [subsumption resolution 6405,179]
6405. ~c2_1(a595) | c0_1(a595) | ~sP24 | hskp14 | ~hskp9 (1:7) [resolution 6348,180]
7080. ~c1_1(a610) | ~sP31 | hskp16 | ~hskp18 (1:5) [subsumption resolution 7044,39]
7044. ~c1_1(a610) | ~sP31 | c0_1(a610) | hskp16 | ~hskp18 (1:7) [resolution 7024,40]
6454_1. ~sP3 | c0_1(X28) | hskp26 | hskp14 (1:5) [global subsumption 6453_1,1871,109,4590]
4590. ~sP3 | hskp26 | ~hskp23 (1:3) [subsumption resolution 4589,55]
4589. ~sP3 | c1_1(a636) | hskp26 | ~hskp23 (1:5) [subsumption resolution 4560,56]
4560. ~sP3 | c0_1(a636) | c1_1(a636) | hskp26 | ~hskp23 (1:7) [resolution 4521,57]
6453_1. ~sP3 | ~c2_1(X28) | c0_1(X28) | hskp26 | hskp14 (1:7) [global subsumption 6452_1,1871,109,4590]
6452_1. ~sP24 | ~sP3 | ~c2_1(X28) | c0_1(X28) | hskp26 | hskp14 (1:8) [global subsumption 6413,1871,109,4590]
6413. c1_1(X28) | ~sP24 | ~sP3 | ~c2_1(X28) | c0_1(X28) | hskp26 | hskp14 (1:10) [duplicate literal removal 6385]
6385. ~c2_1(X28) | c0_1(X28) | ~sP24 | hskp14 | ~sP3 | c0_1(X28) | c1_1(X28) | hskp26 (1:12) [resolution 6348,4521]
5802_1. c1_1(X28) | ~sP3 | c2_1(X28) | hskp26 (1:6) [global subsumption 5339,5720_1,5792,5780,4590]
5780. c1_1(X28) | ~sP3 | c2_1(X28) | c0_1(X28) | hskp26 (1:8) [duplicate literal removal 5756]
5756. c2_1(X28) | c1_1(X28) | hskp26 | ~sP3 | c0_1(X28) | c1_1(X28) | hskp26 (1:11) [resolution 5720_1,4521]
5792. c1_1(X5) | ~c0_1(X5) | sP12 | c2_1(X5) | hskp26 (1:8) [duplicate literal removal 5733]
5733. c2_1(X5) | c1_1(X5) | hskp26 | ~c0_1(X5) | c2_1(X5) | sP12 (1:10) [resolution 5720_1,230]
649. ~c0_1(a599) | sP14 | ~hskp11 (1:4) [subsumption resolution 636,21]
636. ~c2_1(a599) | ~c0_1(a599) | sP14 | ~hskp11 (1:6) [resolution 234,20]
7340_1. ~sP3 | c2_1(X28) | c0_1(X28) | hskp10 | hskp26 (1:7) [global subsumption 3787,6695_1,531,5129,1288,7339_1]
7339_1. ~sP33 | ~sP3 | c2_1(X28) | c0_1(X28) | hskp10 | hskp26 (1:8) [global subsumption 7301,7007_1,6323,905,109,4586,6695_1,5129,266,5802_1]
6323. ~sP22 | ~hskp17 | sP9 | ~hskp28 (3:4) [resolution 6316,3282]
3282. sP23 | sP9 | ~hskp28 (2:3) [duplicate literal removal 3279]
3279. sP23 | ~hskp28 | sP9 | ~hskp28 (2:4) [resolution 941,531]
7301. c1_1(X28) | ~sP33 | ~sP3 | c2_1(X28) | c0_1(X28) | hskp10 | hskp26 (1:10) [duplicate literal removal 7262]
7262. c0_1(X28) | c2_1(X28) | ~sP33 | hskp10 | ~sP3 | c0_1(X28) | c1_1(X28) | hskp26 (1:12) [resolution 7227,4521]
8035. c1_1(X28) | ~sP40 | ~sP3 | c0_1(X28) | hskp2 | hskp26 (1:8) [duplicate literal removal 7995]
7995. c1_1(X28) | ~sP40 | c0_1(X28) | hskp2 | ~sP3 | c0_1(X28) | c1_1(X28) | hskp26 (1:12) [resolution 7964,4521]
7955_1. ~c1_1(X36) | c0_1(X36) | ~sP39 | ~sP38 (1:6) [global subsumption 5139,7953_1,5213_1,7954_1,1038]
7954_1. ~c1_1(X36) | c0_1(X36) | ~sP39 | ~sP38 | ~sP26 (1:7) [global subsumption 870,5807,7391_1,1001,7911,7725_1,309,325_1,1000]
7911. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP39 | ~sP38 | ~sP26 | ~sP25 (1:10) [duplicate literal removal 7895]
7895. ~sP38 | ~sP39 | ~c2_1(X36) | c0_1(X36) | ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 (1:12) [resolution 7851,6490]
7953_1. ~c1_1(X33) | ~sP39 | ~sP38 | c0_1(X33) | hskp28 (1:7) [global subsumption 6728,7727_1,579,7952_1,5220_1,6154,7725_1,2916_1]
7952_1. ~c1_1(X33) | ~sP39 | ~sP38 | ~sP11 | c0_1(X33) | hskp28 (1:8) [global subsumption 7913,7725_1]
7913. ~c2_1(X33) | ~c1_1(X33) | ~sP39 | ~sP38 | ~sP11 | c0_1(X33) | hskp28 (1:10) [duplicate literal removal 7892]
7892. ~sP38 | ~sP39 | ~c2_1(X33) | c0_1(X33) | ~c1_1(X33) | ~c2_1(X33) | ~sP11 | hskp28 (1:12) [resolution 7851,5231]
8063_1. ~sP40 | c0_1(X27) | hskp8 | hskp2 (1:5) [global subsumption 4437,384,8062_1,4155,8059_1,385,6837_1,1767,1480,7962,1522,344,7391_1,2310]
2310. hskp8 | ~c2_1(a603) | hskp27 | ~hskp14 (1:5) [subsumption resolution 2282,27]
2282. hskp8 | ~c0_1(a603) | ~c2_1(a603) | hskp27 | ~hskp14 (1:7) [resolution 2259,28]
1522. c1_1(a590) | sP39 | ~hskp6 (1:4) [subsumption resolution 1508,190]
1508. c1_1(a590) | c0_1(a590) | sP39 | ~hskp6 (1:6) [resolution 284,192]
6837_1. hskp27 | ~hskp18 | sP1 (3:3) [global subsumption 770,5914,6826,1656,362,4380,6811,110,361,5915,2310]
4380. sP28 | sP1 | ~hskp8 (2:3) [duplicate literal removal 4379]
4379. sP28 | ~hskp8 | sP1 | ~hskp8 (2:4) [resolution 1109,364]
1109. ~c0_1(a593) | sP28 | ~hskp8 (1:4) [subsumption resolution 1097,184]
1097. ~c1_1(a593) | ~c0_1(a593) | sP28 | ~hskp8 (1:6) [resolution 262,183]
770. c2_1(a603) | sP18 | ~hskp14 (1:4) [subsumption resolution 756,27]
756. ~c0_1(a603) | c2_1(a603) | sP18 | ~hskp14 (1:6) [resolution 242,28]
8059_1. ~sP40 | c0_1(X13) | hskp8 | hskp6 (1:5) [global subsumption 1171,7007_1,6727,5215_1,7338_1,8058_1,1768,843,6124,1991,6028_1,6317,6722_1]
6317. ~sP22 | ~sP23 | c1_1(a610) | ~hskp18 (1:5) [subsumption resolution 6281,40]
6281. ~sP22 | ~sP23 | c1_1(a610) | c2_1(a610) | ~hskp18 (1:7) [resolution 6241,38]
8058_1. ~sP40 | c0_1(X13) | hskp8 | hskp6 | hskp2 (1:6) [global subsumption 7080,7942_1,7725_1,8041,1991,4516,210,7937_1]
7937_1. c0_1(X12) | sP31 | ~c2_1(X12) (1:5) [global subsumption 7936,7469_1]
7469_1. c0_1(X12) | sP31 | ~c2_1(X12) (1:5) [global subsumption 7462,6490,1000,6154,870,5807,7391_1,1213,5898_1,770,1038,3219,4439,344,3347,1215,7360_1,4947,363,4436,7388_1,1370,1216]
1216. ~c2_1(a595) | sP31 | ~hskp9 (1:4) [subsumption resolution 1202,181]
1202. ~c2_1(a595) | c1_1(a595) | sP31 | ~hskp9 (1:6) [resolution 268,180]
7360_1. ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:6) [global subsumption 7359_1,7209_1]
7209_1. ~sP20 | ~c1_1(X38) | hskp16 (1:4) [global subsumption 7208_1,6925,6706,6127_1,2600,6128,6687_1,6117_1,6124,5143_1,4862,5909,2123,459,1142,112,6605,460]
460. ~c0_1(a607) | sP6 | ~hskp17 (1:4) [subsumption resolution 448,37]
448. ~c0_1(a607) | c1_1(a607) | sP6 | ~hskp17 (1:6) [resolution 218,35]
6605. ~hskp22 | ~hskp11 | sP18 | ~hskp14 (3:4) [resolution 6585,3576]
3576. sP25 | sP18 | ~hskp14 (2:3) [duplicate literal removal 3561]
3561. sP25 | ~hskp14 | sP18 | ~hskp14 (2:4) [resolution 1001,770]
6117_1. ~c1_1(X23) | ~c2_1(X23) | ~sP20 | hskp16 | hskp15 (1:7) [global subsumption 4843_1,6017,4848_1,5146,6116_1,5143_1,4862,6107]
6107. ~c1_1(X7) | ~c2_1(X7) | ~sP20 | sP19 | hskp16 | c0_1(X7) (1:9) [duplicate literal removal 6051]
6051. ~sP20 | ~c1_1(X7) | c0_1(X7) | hskp16 | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 6037,244]
6116_1. ~c1_1(X23) | ~c2_1(X23) | ~sP20 | hskp16 | hskp29 | hskp15 (1:8) [global subsumption 6097,4852_1]
4852_1. ~c1_1(X23) | ~c2_1(X23) | ~c0_1(X23) | hskp29 | hskp15 (1:8) [global subsumption 4824,4851_1]
4851_1. ~c1_1(X22) | ~c0_1(X22) | ~c2_1(X22) | hskp29 | hskp15 (1:8) [global subsumption 4850_1,2749_1]
2749_1. ~c1_1(X11) | ~c0_1(X11) | ~c2_1(X11) | hskp29 | hskp15 (1:8) [global subsumption 2734,463,298,224,325_1,2686,295]
2734. ~c1_1(X11) | ~c0_1(X11) | sP38 | ~c2_1(X11) | hskp29 | hskp15 (1:9) [duplicate literal removal 2702]
2702. hskp15 | ~c2_1(X11) | ~c1_1(X11) | hskp29 | ~c0_1(X11) | ~c1_1(X11) | sP38 (1:11) [resolution 2686,282]
4850_1. ~c1_1(X22) | ~c0_1(X22) | ~c2_1(X22) | hskp29 | hskp18 | hskp15 (1:9) [global subsumption 4825,2749_1]
4825. ~c1_1(X22) | ~sP6 | ~c0_1(X22) | ~c2_1(X22) | hskp29 | hskp18 | hskp15 (1:10) [duplicate literal removal 4797]
4797. ~sP6 | ~c1_1(X22) | ~c0_1(X22) | hskp15 | hskp18 | ~c1_1(X22) | ~c2_1(X22) | hskp29 (1:12) [resolution 4774,2602]
4824. ~c1_1(X23) | ~c2_1(X23) | ~c0_1(X23) | ~sP6 | hskp29 | hskp15 (1:9) [duplicate literal removal 4798]
4798. ~sP6 | ~c1_1(X23) | ~c0_1(X23) | hskp15 | hskp15 | ~c2_1(X23) | ~c1_1(X23) | hskp29 (1:12) [resolution 4774,2686]
6097. ~c1_1(X23) | ~c2_1(X23) | ~sP20 | c0_1(X23) | hskp16 | hskp29 | hskp15 (1:10) [duplicate literal removal 6067]
6067. ~sP20 | ~c1_1(X23) | c0_1(X23) | hskp16 | hskp15 | ~c2_1(X23) | ~c1_1(X23) | hskp29 (1:12) [resolution 6037,2686]
6017. ~sP19 | c0_1(a593) | hskp15 | ~hskp8 (1:5) [subsumption resolution 5977,184]
5977. ~sP19 | ~c1_1(a593) | c0_1(a593) | hskp15 | ~hskp8 (1:7) [resolution 5926,182]
4843_1. ~c1_1(X7) | ~c0_1(X7) | ~c2_1(X7) | sP19 | hskp15 (1:8) [global subsumption 4834,295,325_1,463,2456_1,244]
2456_1. ~c1_1(X7) | ~c0_1(X7) | ~c2_1(X7) | sP19 | hskp10 (1:8) [global subsumption 2448,298,224,325_1,244]
2448. ~c1_1(X7) | ~c0_1(X7) | ~c2_1(X7) | sP19 | hskp10 | hskp12 (1:9) [duplicate literal removal 2411]
2411. hskp12 | hskp10 | ~c2_1(X7) | ~c0_1(X7) | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 2389,244]
4834. ~c1_1(X7) | ~c0_1(X7) | ~c2_1(X7) | sP19 | ~sP6 | hskp15 (1:9) [duplicate literal removal 4782]
4782. ~sP6 | ~c1_1(X7) | ~c0_1(X7) | hskp15 | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 4774,244]
6706. hskp28 | ~hskp18 | sP18 | ~hskp14 (3:4) [resolution 6700,4029]
4029. sP27 | sP18 | ~hskp14 (2:3) [duplicate literal removal 4011]
4011. sP27 | ~hskp14 | sP18 | ~hskp14 (2:4) [resolution 1075,770]
6925. ~sP29 | c0_1(a607) | hskp18 | ~hskp17 (1:5) [subsumption resolution 6884,36]
6884. ~sP29 | c0_1(a607) | c2_1(a607) | hskp18 | ~hskp17 (1:7) [resolution 6841,35]
7208_1. ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:6) [global subsumption 7207_1,6579_1]
6579_1. ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:6) [global subsumption 6578_1,6459_1]
6459_1. ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:6) [global subsumption 6458_1,6121_1]
6121_1. ~c1_1(X30) | ~sP20 | c2_1(X30) | c0_1(X30) | hskp16 (1:8) [global subsumption 4436,208,6118,1215,317,325_1,344,6120_1,1213]
6120_1. ~c1_1(X30) | ~sP20 | c2_1(X30) | c0_1(X30) | hskp16 | hskp14 (1:9) [global subsumption 6093,384,4518,1871,3694,346,4436,208,128,325_1,1215,317,6037,141,5027,506,319,1288,3136,4933,6109,3712,312,1038,4155,6115_1,5713,385,1217]
6115_1. ~c1_1(X19) | ~sP20 | c2_1(X19) | hskp8 | hskp6 (1:7) [global subsumption 6114,3130_1]
3130_1. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 3129_1,3052_1]
3052_1. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 3029,2595_1]
2595_1. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 2578,2518_1]
2518_1. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 2505,1983_1]
1983_1. ~c1_1(X11) | ~c0_1(X11) | c2_1(X11) | hskp8 | hskp6 (1:8) [global subsumption 1978,1982_1]
1978. ~c1_1(X11) | ~c0_1(X11) | sP38 | c2_1(X11) | hskp8 | hskp6 (1:9) [duplicate literal removal 1959]
1959. ~c1_1(X11) | c2_1(X11) | hskp8 | hskp6 | ~c0_1(X11) | ~c1_1(X11) | sP38 (1:11) [resolution 1932,282]
2505. ~c1_1(X19) | ~c0_1(X19) | hskp20 | c2_1(X19) | hskp8 | hskp6 | hskp19 (1:10) [duplicate literal removal 2489]
2489. hskp19 | hskp20 | ~c1_1(X19) | ~c0_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 2467,1932]
2467. ~c3_1(X72) | hskp19 | hskp20 | ~c1_1(X72) | ~c0_1(X72) (0:8) [subsumption resolution 115,325_1]
115. hskp20 | hskp19 | ~c3_1(X72) | ~c1_1(X72) | ~c0_1(X72) | ~ndr1_0 (0:9) [cnf transformation 5]
2578. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 | hskp29 | hskp14 (1:10) [duplicate literal removal 2562]
2562. hskp29 | ~c0_1(X19) | hskp14 | ~c1_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 2529,1932]
3029. ~c1_1(X19) | ~c0_1(X19) | c2_1(X19) | hskp8 | hskp6 | hskp21 (1:9) [duplicate literal removal 3005]
3005. hskp21 | c2_1(X19) | hskp8 | ~c0_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 2983,1932]
3129_1. ~c1_1(X19) | ~c0_1(X19) | hskp24 | c2_1(X19) | hskp8 | hskp6 (1:9) [global subsumption 3108,3052_1]
3108. ~c1_1(X19) | ~c0_1(X19) | hskp5 | hskp24 | c2_1(X19) | hskp8 | hskp6 (1:10) [duplicate literal removal 3084]
3084. ~c0_1(X19) | c2_1(X19) | hskp5 | hskp24 | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 3060,1932]
6114. c0_1(X19) | ~c1_1(X19) | ~sP20 | c2_1(X19) | hskp8 | hskp6 (1:9) [subsumption resolution 6100,1991]
6100. c0_1(X19) | ~c1_1(X19) | ~sP20 | c2_1(X19) | hskp16 | hskp8 | hskp6 (1:10) [duplicate literal removal 6063]
6063. ~sP20 | ~c1_1(X19) | c0_1(X19) | hskp16 | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 6037,1932]
6109. c0_1(X2) | ~c1_1(X2) | ~sP20 | sP7 | c2_1(X2) (1:8) [subsumption resolution 6108,484]
6108. c0_1(X2) | ~c1_1(X2) | ~sP20 | sP7 | hskp16 | c2_1(X2) (1:9) [duplicate literal removal 6046]
6046. ~sP20 | ~c1_1(X2) | c0_1(X2) | hskp16 | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 6037,220]
6093. ~c1_1(X30) | ~sP20 | hskp4 | c2_1(X30) | c0_1(X30) | hskp16 | hskp14 (1:10) [duplicate literal removal 6074]
6074. ~sP20 | ~c1_1(X30) | c0_1(X30) | hskp16 | hskp14 | c0_1(X30) | c2_1(X30) | hskp4 (1:12) [resolution 6037,4010]
6118. ~c1_1(X27) | ~sP20 | hskp9 | c2_1(X27) | c0_1(X27) | hskp25 (1:9) [subsumption resolution 6095,3347]
6095. ~c1_1(X27) | ~sP20 | hskp9 | c2_1(X27) | c0_1(X27) | hskp16 | hskp25 (1:10) [duplicate literal removal 6071]
6071. ~sP20 | ~c1_1(X27) | c0_1(X27) | hskp16 | ~c1_1(X27) | c2_1(X27) | hskp9 | hskp25 (1:12) [resolution 6037,3286]
6458_1. ~sP20 | ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | hskp16 (1:8) [global subsumption 6408,6124,6117_1]
6408. ~sP24 | ~sP20 | ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | hskp16 | hskp14 (1:10) [duplicate literal removal 6395]
6395. ~c2_1(X38) | c0_1(X38) | ~sP24 | hskp14 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:12) [resolution 6348,6037]
6578_1. ~sP25 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:7) [global subsumption 6542,6459_1]
6542. ~sP26 | ~sP25 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:8) [duplicate literal removal 6529]
6529. ~sP25 | ~c1_1(X38) | c0_1(X38) | ~sP26 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:12) [resolution 6490,6037]
7207_1. ~sP20 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) | hskp16 (1:8) [global subsumption 7152,6579_1]
7152. ~sP32 | ~sP20 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) | hskp16 | hskp11 (1:10) [duplicate literal removal 7132]
7132. c0_1(X38) | c2_1(X38) | ~sP32 | hskp11 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:12) [resolution 7093,6037]
7359_1. ~sP20 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) | hskp16 (1:8) [global subsumption 7292,7209_1]
7292. ~sP33 | ~sP20 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) | hskp16 | hskp10 (1:10) [duplicate literal removal 7272]
7272. c0_1(X38) | c2_1(X38) | ~sP33 | hskp10 | ~sP20 | ~c1_1(X38) | c0_1(X38) | hskp16 (1:12) [resolution 7227,6037]
5898_1. c0_1(X12) | sP31 | ~sP18 | ~c2_1(X12) | c1_1(X12) (1:8) [global subsumption 1370,320,325_1,268,1313,1216,3347,1215,5891]
5891. c0_1(X12) | sP31 | ~sP18 | ~c2_1(X12) | hskp16 | c1_1(X12) (1:9) [duplicate literal removal 5840]
5840. ~c2_1(X12) | ~sP18 | c0_1(X12) | hskp16 | ~c2_1(X12) | c1_1(X12) | sP31 (1:11) [resolution 5818,268]
1313. sP34 | sP31 | ~c2_1(X12) | c1_1(X12) (1:6) [duplicate literal removal 1301]
1301. ~c2_1(X12) | c1_1(X12) | sP34 | ~c2_1(X12) | c1_1(X12) | sP31 (1:10) [resolution 274,268]
7462. c0_1(X12) | ~sP35 | sP31 | ~c2_1(X12) | c1_1(X12) (1:8) [duplicate literal removal 7404]
7404. ~c2_1(X12) | ~sP35 | c0_1(X12) | ~c2_1(X12) | c1_1(X12) | sP31 (1:10) [resolution 7388_1,268]
7936. c0_1(X12) | ~sP38 | sP31 | ~c2_1(X12) | c1_1(X12) (1:8) [subsumption resolution 7929,284]
7929. c0_1(X12) | ~sP39 | ~sP38 | sP31 | ~c2_1(X12) | c1_1(X12) (1:9) [duplicate literal removal 7871]
7871. ~sP38 | ~sP39 | ~c2_1(X12) | c0_1(X12) | ~c2_1(X12) | c1_1(X12) | sP31 (1:11) [resolution 7851,268]
4516. ~sP2 | c1_1(a610) | hskp8 | ~hskp18 (1:5) [subsumption resolution 4487,39]
4487. ~sP2 | c1_1(a610) | c0_1(a610) | hskp8 | ~hskp18 (1:7) [resolution 4440,38]
8041. c1_1(X13) | ~sP40 | c0_1(X13) | hskp8 | hskp6 | hskp2 (1:8) [duplicate literal removal 7980]
7980. c1_1(X13) | ~sP40 | c0_1(X13) | hskp2 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:12) [resolution 7964,1616]
7942_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 7941_1,7472_1]
7941_1. ~sP38 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:7) [global subsumption 7924,7472_1]
7924. ~sP39 | ~sP38 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:8) [duplicate literal removal 7876]
7876. ~sP38 | ~sP39 | ~c2_1(X17) | c0_1(X17) | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 7851,1720]
8062_1. ~sP40 | ~sP2 | c0_1(X27) | hskp8 | hskp2 (1:6) [global subsumption 1171,7007_1,6316,5215_1,7338_1,943,8059_1,4519,7942_1,7725_1,8036,4516]
8036. c1_1(X27) | ~sP40 | ~sP2 | c0_1(X27) | hskp8 | hskp2 (1:8) [duplicate literal removal 7994]
7994. c1_1(X27) | ~sP40 | c0_1(X27) | hskp2 | ~sP2 | c1_1(X27) | c0_1(X27) | hskp8 (1:12) [resolution 7964,4440]
4519. ~sP2 | c1_1(a590) | hskp8 | ~hskp6 (1:5) [subsumption resolution 4494,190]
4494. ~sP2 | c1_1(a590) | c0_1(a590) | hskp8 | ~hskp6 (1:7) [resolution 4440,191]
8198_1. ~sP3 | c0_1(X28) | hskp26 (1:4) [global subsumption 8197_1,8066_1]
8197_1. ~sP41 | ~sP3 | c0_1(X28) | hskp26 (1:5) [global subsumption 8170,8066_1]
8170. c1_1(X28) | ~sP41 | ~sP3 | c0_1(X28) | hskp26 | hskp1 (1:8) [duplicate literal removal 8133]
8133. ~sP41 | c0_1(X28) | hskp1 | ~sP3 | c0_1(X28) | c1_1(X28) | hskp26 (1:10) [resolution 8098_1,4521]
5430. ~hskp17 | hskp9 | ~hskp26 (4:3) [resolution 5428,4656]
361. sP1 | ~hskp0 (1:2) [subsumption resolution 360,7]
360. c0_1(a584) | sP1 | ~hskp0 (1:4) [subsumption resolution 350,6]
350. ~c1_1(a584) | c0_1(a584) | sP1 | ~hskp0 (1:6) [resolution 208,8]
4436. ~sP1 | ~sP0 | ~hskp9 (1:3) [subsumption resolution 4435,179]
4435. ~sP0 | ~sP1 | c0_1(a595) | ~hskp9 (1:5) [subsumption resolution 4417,181]
4417. ~sP0 | c1_1(a595) | ~sP1 | c0_1(a595) | ~hskp9 (1:7) [resolution 4375,180]
7091_1. hskp16 | ~hskp0 | ~hskp12 (3:3) [global subsumption 7086,3134,7011,6723,4654,5428,1212,7079,3275,1215,6124,7085,6698,1074,6127_1]
7085. hskp16 | ~hskp0 | sP20 | ~hskp12 (3:4) [resolution 7079,4947]
3275. ~hskp5 | hskp25 | hskp15 (1:3) [subsumption resolution 3274,196]
3274. ~c1_1(a589) | hskp15 | hskp25 | ~hskp5 (1:5) [subsumption resolution 3252,194]
3252. ~c0_1(a589) | ~c1_1(a589) | hskp15 | hskp25 | ~hskp5 (1:7) [resolution 3223,195]
3223. c2_1(X86) | ~c0_1(X86) | ~c1_1(X86) | hskp15 | hskp25 (0:8) [subsumption resolution 127,325_1]
127. ~c1_1(X86) | ~c0_1(X86) | c2_1(X86) | ~ndr1_0 | hskp15 | hskp25 (0:9) [cnf transformation 5]
4654. ~c1_1(a600) | ~sP4 | hskp9 | ~hskp12 (1:5) [subsumption resolution 4622,22]
4622. ~c0_1(a600) | ~c1_1(a600) | ~sP4 | hskp9 | ~hskp12 (1:7) [resolution 4604,24]
6723. ~hskp24 | ~hskp9 | ~hskp0 (4:3) [resolution 6715_1,4439]
3134. ~c0_1(a607) | hskp5 | hskp24 | ~hskp17 (1:5) [subsumption resolution 3094,36]
3094. ~c0_1(a607) | c2_1(a607) | hskp5 | hskp24 | ~hskp17 (1:7) [resolution 3060,35]
7086. hskp16 | ~hskp0 | sP19 | ~hskp12 (3:4) [resolution 7079,4946]
4946. sP31 | sP19 | ~hskp12 (2:3) [duplicate literal removal 4943]
4943. sP31 | ~hskp12 | sP19 | ~hskp12 (2:4) [resolution 1212,804]
804. ~c1_1(a600) | sP19 | ~hskp12 (1:4) [subsumption resolution 788,24]
788. ~c1_1(a600) | ~c2_1(a600) | sP19 | ~hskp12 (1:6) [resolution 244,23]
349. ~c0_1(a606) | sP0 | ~hskp16 (1:4) [subsumption resolution 340,167]
340. c2_1(a606) | ~c0_1(a606) | sP0 | ~hskp16 (1:6) [resolution 206,168]
8270. hskp12 | ~hskp0 (1:2) [resolution 8252_1,6]
8252_1. ~c1_1(X38) | hskp12 (0:3) [global subsumption 5697,7185_1,8234_1,6220,8200_1,714,3223,8251_1,5313_1,8229_1,1607,8228_1,8088_1,1571]
1571. sP40 | ~hskp25 (1:2) [subsumption resolution 1570,58]
1570. c1_1(a651) | sP40 | ~hskp25 (1:4) [subsumption resolution 1552,60]
1552. ~c2_1(a651) | c1_1(a651) | sP40 | ~hskp25 (1:6) [resolution 286,59]
8088_1. ~sP40 | c0_1(a623) | ~hskp20 (1:4) [global subsumption 7007_1,6316,6722_1,8087,908,6700,4035,7391_1,7845,1397,6028_1,6924,1142,7495,1368,7497,1171,6317]
7497. ~sP35 | c0_1(a612) | ~hskp28 (1:4) [subsumption resolution 7437,151]
7437. ~c2_1(a612) | ~sP35 | c0_1(a612) | ~hskp28 (1:6) [resolution 7388_1,152]
1397. c0_1(a623) | sP36 | ~hskp20 (1:4) [subsumption resolution 1388,164]
1388. c2_1(a623) | c0_1(a623) | sP36 | ~hskp20 (1:6) [resolution 278,165]
7845. ~sP36 | ~sP37 | ~hskp15 (1:3) [subsumption resolution 7844,31]
7844. ~sP36 | ~sP37 | c0_1(a604) | ~hskp15 (1:5) [subsumption resolution 7774,30]
7774. ~sP36 | ~c1_1(a604) | ~sP37 | c0_1(a604) | ~hskp15 (1:7) [resolution 7733,32]
7733. ~c3_1(X9) | ~sP36 | ~c1_1(X9) | ~sP37 | c0_1(X9) (0:8) [subsumption resolution 321,325_1]
4035. sP37 | ~hskp14 | sP27 (2:3) [subsumption resolution 4034,27]
4034. sP27 | ~hskp14 | ~c0_1(a603) | sP37 (2:5) [subsumption resolution 4020,29]
4020. sP27 | ~hskp14 | c1_1(a603) | ~c0_1(a603) | sP37 (2:7) [resolution 1075,280]
908. ~c0_1(a612) | sP22 | ~hskp28 (1:4) [subsumption resolution 893,151]
893. ~c2_1(a612) | ~c0_1(a612) | sP22 | ~hskp28 (1:6) [resolution 250,152]
8087. ~sP40 | c0_1(a623) | hskp2 | ~hskp20 (1:5) [subsumption resolution 8018,163]
8018. c1_1(a623) | ~sP40 | c0_1(a623) | hskp2 | ~hskp20 (1:7) [resolution 7964,165]
8228_1. c0_1(a651) | hskp1 | ~hskp25 (1:4) [global subsumption 1607,6028_1,8086,8154]
8154. ~sP41 | c0_1(a651) | hskp1 | ~hskp25 (1:5) [resolution 8098_1,59]
8086. c0_1(a651) | hskp2 | ~hskp25 (1:4) [subsumption resolution 8085,58]
8085. c1_1(a651) | c0_1(a651) | hskp2 | ~hskp25 (1:6) [subsumption resolution 8016,1571]
8016. c1_1(a651) | ~sP40 | c0_1(a651) | hskp2 | ~hskp25 (1:7) [resolution 7964,59]
8229_1. ~sP41 | hskp1 | ~hskp20 (1:3) [global subsumption 8096_1,3548,8227_1,8156,5697]
8156. ~sP41 | c0_1(a623) | hskp1 | ~hskp20 (1:5) [resolution 8098_1,165]
3548. hskp22 | ~c0_1(a623) | hskp6 | ~hskp20 (1:5) [subsumption resolution 3528,163]
3528. hskp22 | c1_1(a623) | ~c0_1(a623) | hskp6 | ~hskp20 (1:7) [resolution 3501,164]
8096_1. sP16 | ~hskp6 (3:2) [global subsumption 8095,364,5198,7391_1,8094_1,1481,7962,1522,6218,870,5807,713,712,4436,2063,4656,424]
2063. sP16 | sP0 | ~hskp14 (2:3) [duplicate literal removal 2055]
2055. sP16 | ~hskp14 | sP0 | ~hskp14 (2:4) [resolution 713,344]
712. sP16 | ~hskp12 (1:2) [subsumption resolution 711,22]
711. ~c0_1(a600) | sP16 | ~hskp12 (1:4) [subsumption resolution 694,24]
694. ~c2_1(a600) | ~c0_1(a600) | sP16 | ~hskp12 (1:6) [resolution 238,23]
713. ~c2_1(a603) | sP16 | ~hskp14 (1:4) [subsumption resolution 695,27]
695. ~c2_1(a603) | ~c0_1(a603) | sP16 | ~hskp14 (1:6) [resolution 238,28]
8094_1. sP10 | ~hskp6 (3:2) [global subsumption 8093,6219,870,5807,7391_1,555,554,8090,4656,424,6218,1572,1370,7499,716,5694,6220]
5694. ~sP16 | hskp1 | sP10 | ~hskp14 (2:4) [subsumption resolution 5693,29]
5693. c1_1(a603) | ~sP16 | hskp1 | sP10 | ~hskp14 (2:6) [subsumption resolution 5656,27]
5656. ~c0_1(a603) | c1_1(a603) | ~sP16 | hskp1 | sP10 | ~hskp14 (2:8) [resolution 5640,555]
8090. ~sP40 | hskp2 | ~hskp9 (1:3) [subsumption resolution 8089,179]
8089. ~sP40 | c0_1(a595) | hskp2 | ~hskp9 (1:5) [subsumption resolution 8020,181]
8020. c1_1(a595) | ~sP40 | c0_1(a595) | hskp2 | ~hskp9 (1:7) [resolution 7964,180]
6219. ~sP21 | c0_1(a586) | hskp12 | ~hskp2 (1:5) [subsumption resolution 6201,204]
6201. ~sP21 | ~c1_1(a586) | c0_1(a586) | hskp12 | ~hskp2 (1:7) [resolution 6154,202]
8093. sP10 | hskp16 | ~hskp6 (3:3) [resolution 7524,5914]
7524. sP18 | sP10 (2:2) [subsumption resolution 2325,7491_1]
2325. sP18 | sP10 | ~hskp14 (2:3) [duplicate literal removal 2318]
2318. sP18 | ~hskp14 | sP10 | ~hskp14 (2:4) [resolution 770,555]
5198. ~sP10 | hskp8 | sP16 | ~hskp14 (2:4) [subsumption resolution 5162,27]
5162. ~c0_1(a603) | ~sP10 | hskp8 | sP16 | ~hskp14 (2:6) [resolution 5148_1,713]
8095. sP16 | hskp16 | ~hskp6 (3:3) [resolution 7525,5914]
7525. sP18 | sP16 (2:2) [subsumption resolution 2326,7491_1]
2326. sP18 | sP16 | ~hskp14 (2:3) [duplicate literal removal 2317]
2317. sP18 | ~hskp14 | sP16 | ~hskp14 (2:4) [resolution 770,713]
5313_1. ~c1_1(X12) | sP41 | ~c2_1(X12) (1:5) [global subsumption 5127,2676_1,5220_1,5312_1,581]
5312_1. ~c1_1(X12) | sP41 | ~sP11 | ~c2_1(X12) (1:6) [global subsumption 5300,4862,5143_1,2676_1,1607,1610,4848_1,5146]
5300. c0_1(X12) | ~c1_1(X12) | sP41 | ~sP11 | ~c2_1(X12) | hskp28 (1:9) [duplicate literal removal 5256]
5256. ~c1_1(X12) | ~c2_1(X12) | ~sP11 | hskp28 | ~c1_1(X12) | c0_1(X12) | sP41 (1:11) [resolution 5231,288]
2676_1. ~c1_1(X12) | sP41 | ~c2_1(X12) | hskp29 (1:6) [global subsumption 2661,298,119,1607,325_1,224,288,463,295]
2661. c0_1(X12) | ~c1_1(X12) | sP41 | ~c2_1(X12) | hskp29 | hskp18 (1:9) [duplicate literal removal 2632]
2632. hskp18 | ~c1_1(X12) | ~c2_1(X12) | hskp29 | ~c1_1(X12) | c0_1(X12) | sP41 (1:11) [resolution 2602,288]
5127. ~c1_1(a678) | hskp10 | ~hskp29 (1:4) [subsumption resolution 5126,67]
5126. ~c1_1(a678) | ~c2_1(a678) | hskp10 | ~hskp29 (1:6) [subsumption resolution 5077,530]
5077. ~c1_1(a678) | ~sP9 | ~c2_1(a678) | hskp10 | ~hskp29 (1:7) [resolution 5034,68]
8251_1. ~c1_1(X38) | c0_1(X38) | hskp12 (0:5) [global subsumption 8250,6220,8200_1,8201_1]
8201_1. c0_1(X32) | hskp1 | ~c1_1(X32) (1:5) [global subsumption 8137,2978,6584,8055_1,1000,6154,7725_1,870,8200_1,5706,8090,7940_1,4656,8179_1,7324_1,6316,252,5699,8194_1,712]
8194_1. c0_1(X26) | hskp10 | hskp1 (1:4) [global subsumption 7369_1,3543,7391_1,8096_1,5705,8193_1,5323,2386,8052_1]
5323. ~c2_1(a633) | ~sP11 | hskp28 | ~hskp22 (1:5) [subsumption resolution 5280,52]
5280. ~c1_1(a633) | ~c2_1(a633) | ~sP11 | hskp28 | ~hskp22 (1:7) [resolution 5231,50]
8193_1. hskp4 | c0_1(X26) | hskp10 | hskp1 (1:5) [global subsumption 3273,1610,8192_1,7338_1,1607,1571,8073_1,7843_1,8061_1,2386]
8061_1. ~c2_1(X26) | hskp4 | c0_1(X26) | hskp10 (1:6) [global subsumption 8060_1,6571_1,8055_1]
6571_1. ~c2_1(X26) | ~sP26 | ~c1_1(X26) | hskp4 | c0_1(X26) | hskp10 (1:9) [global subsumption 6229,5318_1,6570_1,1000,6550]
6550. ~c2_1(X26) | ~sP26 | ~sP25 | ~c1_1(X26) | hskp4 | c0_1(X26) | hskp10 (1:10) [duplicate literal removal 6517]
6517. ~sP25 | ~c1_1(X26) | c0_1(X26) | ~sP26 | c0_1(X26) | ~c2_1(X26) | hskp10 | hskp4 (1:12) [resolution 6490,3696]
6570_1. c0_1(X19) | ~c1_1(X19) | ~sP26 | ~c2_1(X19) | hskp10 | hskp1 (1:9) [global subsumption 309,325_1,1000,6553,2916_1,5315]
5315. ~c1_1(X19) | ~sP11 | ~c2_1(X19) | hskp10 | hskp1 (1:7) [subsumption resolution 5295,2386]
5295. ~c1_1(X19) | ~sP11 | ~c2_1(X19) | hskp28 | hskp10 | hskp1 (1:8) [duplicate literal removal 5263]
5263. ~c1_1(X19) | ~c2_1(X19) | ~sP11 | hskp28 | hskp1 | hskp10 | ~c2_1(X19) | ~c1_1(X19) (1:12) [resolution 5231,2316]
6553. c0_1(X19) | ~c1_1(X19) | ~sP26 | ~sP25 | ~c2_1(X19) | hskp10 | hskp1 (1:10) [duplicate literal removal 6510]
6510. ~sP25 | ~c1_1(X19) | c0_1(X19) | ~sP26 | hskp1 | hskp10 | ~c2_1(X19) | ~c1_1(X19) (1:12) [resolution 6490,2316]
5318_1. ~c2_1(X26) | ~sP11 | ~c1_1(X26) | hskp4 | hskp10 (1:7) [global subsumption 5317_1,5316_1]
5316_1. ~c0_1(X20) | ~c2_1(X20) | ~sP11 | ~c1_1(X20) | hskp10 (1:8) [global subsumption 5294,5231,5034,224,5129]
5294. ~c0_1(X20) | ~c2_1(X20) | ~sP11 | ~c1_1(X20) | hskp28 | hskp10 | hskp12 (1:10) [duplicate literal removal 5264]
5264. ~c1_1(X20) | ~c2_1(X20) | ~sP11 | hskp28 | hskp12 | hskp10 | ~c2_1(X20) | ~c0_1(X20) (1:12) [resolution 5231,2389]
5317_1. ~c2_1(X26) | ~sP11 | ~c1_1(X26) | hskp4 | c0_1(X26) | hskp10 (1:9) [global subsumption 531,5291,5129,3787]
5291. ~c2_1(X26) | ~sP11 | ~c1_1(X26) | hskp4 | hskp28 | c0_1(X26) | hskp10 (1:10) [duplicate literal removal 5270]
5270. ~c1_1(X26) | ~c2_1(X26) | ~sP11 | hskp28 | c0_1(X26) | ~c2_1(X26) | hskp10 | hskp4 (1:12) [resolution 5231,3696]
6229. hskp12 | ~hskp1 | sP11 (3:3) [resolution 6213,2916_1]
8060_1. ~c2_1(X26) | hskp4 | c1_1(X26) | c0_1(X26) | hskp10 (1:8) [global subsumption 531,5327,8052_1,8037,7471_1,5129,3787]
7471_1. ~c2_1(X15) | sP40 | c0_1(X15) (1:5) [global subsumption 1370,7470_1,1572,3347,1571,7360_1,5899_1,770,7391_1,1569,838,6154,870,5807,1568]
5899_1. c1_1(X15) | ~c2_1(X15) | sP40 | ~sP18 | c0_1(X15) (1:8) [global subsumption 1572,3347,1571,5888,1370,320,1559,325_1,286]
1559. c1_1(X10) | ~c2_1(X10) | sP40 | sP34 (1:6) [duplicate literal removal 1546]
1546. ~c2_1(X10) | c1_1(X10) | sP40 | ~c2_1(X10) | c1_1(X10) | sP34 (1:10) [resolution 286,274]
5888. c1_1(X15) | ~c2_1(X15) | sP40 | ~sP18 | hskp16 | c0_1(X15) (1:9) [duplicate literal removal 5843]
5843. ~c2_1(X15) | ~sP18 | c0_1(X15) | hskp16 | ~c2_1(X15) | c1_1(X15) | sP40 (1:11) [resolution 5818,286]
7470_1. ~c2_1(X15) | sP40 | ~sP35 | c0_1(X15) (1:6) [global subsumption 7459,5089,529,5807,7391_1,1569,7223,7360_1,838,6154,870,1568,1038,6490,7388_1,1000,5899_1,770,6729,5213_1]
6729. ~hskp18 | ~hskp12 | hskp10 | ~hskp26 (3:4) [resolution 6703,5132]
7223. hskp11 | ~hskp16 | ~hskp29 (2:3) [resolution 7218_1,1255]
7218_1. ~sP32 | hskp11 | ~hskp16 (1:3) [global subsumption 5430,109,4439,349,7217,3219,7011]
7217. c0_1(a606) | ~sP32 | hskp11 | ~hskp16 (1:5) [subsumption resolution 7144,167]
7144. c0_1(a606) | c2_1(a606) | ~sP32 | hskp11 | ~hskp16 (1:7) [resolution 7093,168]
5089. ~c1_1(X22) | ~sP9 | ~c2_1(X22) | hskp10 | hskp29 | hskp18 (1:8) [duplicate literal removal 5061]
5061. ~c1_1(X22) | ~sP9 | ~c2_1(X22) | hskp10 | hskp18 | ~c1_1(X22) | ~c2_1(X22) | hskp29 (1:12) [resolution 5034,2602]
7459. c1_1(X15) | ~c2_1(X15) | sP40 | ~sP35 | c0_1(X15) (1:8) [duplicate literal removal 7407]
7407. ~c2_1(X15) | ~sP35 | c0_1(X15) | ~c2_1(X15) | c1_1(X15) | sP40 (1:10) [resolution 7388_1,286]
8037. ~c2_1(X26) | ~sP40 | hskp4 | c1_1(X26) | c0_1(X26) | hskp10 | hskp2 (1:10) [duplicate literal removal 7993]
7993. c1_1(X26) | ~sP40 | c0_1(X26) | hskp2 | c0_1(X26) | ~c2_1(X26) | hskp10 | hskp4 (1:12) [resolution 7964,3696]
7843_1. ~c1_1(X38) | c2_1(X38) | c0_1(X38) (1:6) [global subsumption 7842_1,7840_1]
7840_1. ~c1_1(X37) | c2_1(X37) | c0_1(X37) (1:6) [global subsumption 7839_1,7828_1]
7828_1. ~c1_1(X27) | c2_1(X27) | c0_1(X27) (1:6) [global subsumption 7827_1,7815_1]
7815_1. ~c1_1(X16) | c0_1(X16) | c2_1(X16) (1:6) [global subsumption 7814_1,7812_1]
7812_1. ~c1_1(X13) | c0_1(X13) | c2_1(X13) (1:6) [global subsumption 7811_1,7808_1]
7808_1. c0_1(X2) | ~c1_1(X2) | c2_1(X2) (1:6) [global subsumption 7807_1,7725_1]
7807_1. c0_1(X2) | ~c1_1(X2) | sP7 | c2_1(X2) (1:7) [global subsumption 7806_1,7725_1]
7806_1. c0_1(X2) | ~c1_1(X2) | ~sP36 | sP7 | c2_1(X2) (1:8) [global subsumption 7805,7725_1]
7805. c0_1(X2) | ~c1_1(X2) | ~sP37 | ~sP36 | sP7 | c2_1(X2) (1:9) [duplicate literal removal 7736]
7736. ~sP36 | ~c1_1(X2) | ~sP37 | c0_1(X2) | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 7733,220]
7811_1. ~c1_1(X13) | sP35 | c0_1(X13) | c2_1(X13) (1:7) [global subsumption 7810_1,7808_1]
7810_1. ~c1_1(X13) | ~sP36 | sP35 | c0_1(X13) | c2_1(X13) (1:8) [global subsumption 7802,7808_1]
7802. ~c1_1(X13) | ~sP37 | ~sP36 | sP35 | c0_1(X13) | c2_1(X13) (1:9) [duplicate literal removal 7747]
7747. ~sP36 | ~c1_1(X13) | ~sP37 | c0_1(X13) | c2_1(X13) | c0_1(X13) | sP35 (1:11) [resolution 7733,276]
7814_1. ~c1_1(X16) | hskp13 | c0_1(X16) | c2_1(X16) (1:7) [global subsumption 7813_1,7812_1]
7813_1. ~c1_1(X16) | ~sP36 | hskp13 | c0_1(X16) | c2_1(X16) (1:8) [global subsumption 7800,7812_1]
7800. ~c1_1(X16) | ~sP37 | ~sP36 | hskp13 | c0_1(X16) | c2_1(X16) | hskp12 (1:10) [duplicate literal removal 7750]
7750. ~sP36 | ~c1_1(X16) | ~sP37 | c0_1(X16) | hskp12 | c2_1(X16) | hskp13 | c0_1(X16) (1:12) [resolution 7733,1671]
1671. c3_1(X18) | hskp12 | c2_1(X18) | hskp13 | c0_1(X18) (0:8) [subsumption resolution 78,325_1]
78. hskp13 | hskp12 | c2_1(X18) | c3_1(X18) | c0_1(X18) | ~ndr1_0 (0:9) [cnf transformation 5]
7827_1. ~c1_1(X27) | hskp9 | c2_1(X27) | c0_1(X27) (1:7) [global subsumption 7826_1,7815_1]
7826_1. ~c1_1(X27) | ~sP36 | hskp9 | c2_1(X27) | c0_1(X27) (1:8) [global subsumption 7793,7815_1]
7793. ~c1_1(X27) | ~sP37 | ~sP36 | hskp9 | c2_1(X27) | c0_1(X27) | hskp25 (1:10) [duplicate literal removal 7761]
7761. ~sP36 | ~c1_1(X27) | ~sP37 | c0_1(X27) | ~c1_1(X27) | c2_1(X27) | hskp9 | hskp25 (1:12) [resolution 7733,3286]
7839_1. ~c1_1(X37) | ~sP32 | c2_1(X37) | c0_1(X37) (1:7) [global subsumption 7838_1,7828_1]
7838_1. ~c1_1(X37) | ~sP36 | ~sP32 | c2_1(X37) | c0_1(X37) (1:8) [global subsumption 7785,7828_1]
7785. ~c1_1(X37) | ~sP37 | ~sP36 | ~sP32 | c2_1(X37) | c0_1(X37) | hskp11 (1:10) [duplicate literal removal 7771]
7771. ~sP36 | ~c1_1(X37) | ~sP37 | c0_1(X37) | c0_1(X37) | c2_1(X37) | ~sP32 | hskp11 (1:12) [resolution 7733,7093]
7842_1. ~sP33 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) (1:7) [global subsumption 7841_1,7840_1]
7841_1. ~sP36 | ~sP33 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) (1:8) [global subsumption 7784,7840_1]
7784. ~sP37 | ~sP36 | ~sP33 | ~c1_1(X38) | c2_1(X38) | c0_1(X38) | hskp10 (1:10) [duplicate literal removal 7772]
7772. ~sP36 | ~c1_1(X38) | ~sP37 | c0_1(X38) | c0_1(X38) | c2_1(X38) | ~sP33 | hskp10 (1:12) [resolution 7733,7227]
8073_1. ~sP40 | c0_1(X39) | c1_1(X39) | c2_1(X39) | hskp28 (1:8) [global subsumption 649,3220,8063_1,5327,8052_1,4439,4027,7391_1,8028,4656,8049_1,6695_1,364,4436,5510,1821,7565,7964,362,7957_1,1480,6838_1]
6838_1. hskp27 | ~hskp18 | sP1 (3:3) [global subsumption 6827,6837_1]
6827. hskp27 | ~hskp18 | sP1 | ~hskp8 (3:4) [resolution 6811,4380]
7957_1. ~sP38 | c0_1(a599) | ~hskp11 (1:4) [global subsumption 7956,1515]
1515. c0_1(a599) | sP39 | ~hskp11 (1:4) [subsumption resolution 1494,19]
1494. c1_1(a599) | c0_1(a599) | sP39 | ~hskp11 (1:6) [resolution 284,21]
7956. ~sP38 | ~sP39 | c0_1(a599) | ~hskp11 (1:5) [subsumption resolution 7898,21]
7898. ~sP38 | ~sP39 | ~c2_1(a599) | c0_1(a599) | ~hskp11 (1:7) [resolution 7851,20]
8028. ~sP40 | ~sP27 | c0_1(X39) | c1_1(X39) | c2_1(X39) | hskp28 | hskp2 (1:10) [duplicate literal removal 8006]
8006. c1_1(X39) | ~sP40 | c0_1(X39) | hskp2 | ~sP27 | hskp28 | c2_1(X39) | c0_1(X39) (1:12) [resolution 7964,6617]
8192_1. ~sP41 | hskp4 | c0_1(X26) | hskp10 | hskp1 (1:6) [global subsumption 8172,5323,2386,8052_1,4037,7391_1,3789,6617,8061_1,8098_1,7368,4033]
7368. c2_1(a633) | ~sP33 | hskp10 | ~hskp22 (1:5) [subsumption resolution 7280,51]
7280. c0_1(a633) | c2_1(a633) | ~sP33 | hskp10 | ~hskp22 (1:7) [resolution 7227,50]
4037. sP27 | ~hskp14 | hskp22 | hskp6 (2:4) [subsumption resolution 4036,27]
4036. sP27 | ~hskp14 | hskp22 | ~c0_1(a603) | hskp6 (2:6) [subsumption resolution 4023,29]
4023. sP27 | ~hskp14 | hskp22 | c1_1(a603) | ~c0_1(a603) | hskp6 (2:8) [resolution 1075,3501]
8172. ~c2_1(X26) | ~sP41 | hskp4 | c0_1(X26) | hskp10 | hskp1 (1:8) [duplicate literal removal 8131]
8131. ~sP41 | c0_1(X26) | hskp1 | c0_1(X26) | ~c2_1(X26) | hskp10 | hskp4 (1:10) [resolution 8098_1,3696]
3273. ~c0_1(a593) | hskp15 | hskp25 | ~hskp8 (1:5) [subsumption resolution 3251,184]
3251. ~c0_1(a593) | ~c1_1(a593) | hskp15 | hskp25 | ~hskp8 (1:7) [resolution 3223,183]
3543. hskp22 | hskp6 | sP16 | ~hskp14 (2:4) [subsumption resolution 3542,27]
3542. hskp22 | ~c0_1(a603) | hskp6 | sP16 | ~hskp14 (2:6) [subsumption resolution 3515,29]
3515. hskp22 | c1_1(a603) | ~c0_1(a603) | hskp6 | sP16 | ~hskp14 (2:8) [resolution 3501,713]
7369_1. c2_1(a633) | hskp10 | ~hskp22 (1:4) [global subsumption 6697,4033,7368,4100,1288,5132,6594,3580,5125,6587,2123,7338_1,6585,6702]
6587. ~sP25 | ~hskp22 | sP9 (3:3) [resolution 6581,3864_1]
3580. sP33 | ~hskp14 | sP25 (2:3) [subsumption resolution 3579,29]
3579. sP25 | ~hskp14 | c1_1(a603) | sP33 (2:5) [subsumption resolution 3569,27]
3569. sP25 | ~hskp14 | ~c0_1(a603) | c1_1(a603) | sP33 (2:7) [resolution 1001,272]
6594. ~sP25 | ~hskp22 | hskp26 (3:3) [resolution 6581,4367_1]
4100. hskp14 | c2_1(a633) | hskp4 | ~hskp22 (1:5) [subsumption resolution 4072,51]
4072. hskp14 | c0_1(a633) | c2_1(a633) | hskp4 | ~hskp22 (1:7) [resolution 4010,50]
6697. ~sP27 | hskp28 | c2_1(a604) | ~hskp15 (1:5) [subsumption resolution 6656,31]
6656. ~sP27 | hskp28 | c2_1(a604) | c0_1(a604) | ~hskp15 (1:7) [resolution 6617,32]
5699. ~sP16 | hskp1 | sP22 | ~hskp10 (2:4) [subsumption resolution 5698,176]
5698. c1_1(a598) | ~sP16 | hskp1 | sP22 | ~hskp10 (2:6) [subsumption resolution 5675,174]
5675. ~c0_1(a598) | c1_1(a598) | ~sP16 | hskp1 | sP22 | ~hskp10 (2:8) [resolution 5640,910]
7324_1. c0_1(X12) | ~c1_1(X12) | sP41 (1:5) [global subsumption 7025,5807,6574_1,6440_1,506,7323_1,3136,1111,6807_1,4865,1607,3718,6563_1,1001,6923_1,1142,4436,208,3574]
6563_1. c0_1(X12) | ~c1_1(X12) | sP41 | ~sP25 (1:6) [global subsumption 2123,1038,6557,1607,1932,288,6440_1,5930_1,5213_1,1610]
6557. c0_1(X12) | ~c1_1(X12) | sP41 | ~sP26 | ~sP25 (1:7) [duplicate literal removal 6503]
6503. ~sP25 | ~c1_1(X12) | c0_1(X12) | ~sP26 | ~c1_1(X12) | c0_1(X12) | sP41 (1:11) [resolution 6490,288]
3718. sP28 | ~hskp24 | sP25 (2:3) [subsumption resolution 3717,159]
3717. sP25 | ~hskp24 | ~c0_1(a648) | sP28 (2:5) [subsumption resolution 3703,161]
3703. sP25 | ~hskp24 | ~c1_1(a648) | ~c0_1(a648) | sP28 (2:7) [resolution 1003,262]
4865. ~hskp27 | hskp15 | ~hskp10 (2:3) [resolution 4861,463]
6807_1. ~c1_1(X36) | c0_1(X36) | ~sP28 | c2_1(X36) | hskp27 (1:8) [global subsumption 3136,6715_1,6804_1,208,4933,6795,506,6574_1,3574,6806_1,319,6725,325_1,1288,6784]
6784. ~sP28 | hskp4 | c2_1(X30) | c0_1(X30) | hskp27 | hskp14 (1:8) [duplicate literal removal 6761]
6761. ~sP28 | hskp27 | c2_1(X30) | c0_1(X30) | hskp14 | c0_1(X30) | c2_1(X30) | hskp4 (1:12) [resolution 6725,4010]
6806_1. ~c1_1(X36) | c0_1(X36) | ~sP28 | ~sP25 | c2_1(X36) | hskp27 (1:9) [global subsumption 6702,4033,6784,3694,346,6804_1,208,1038,6779,319,6725,325_1,5213_1,6799_1,5132,6805_1,4931,6795,6715_1]
4931. ~c0_1(a593) | ~sP7 | hskp24 | ~hskp8 (1:5) [subsumption resolution 4911,184]
4911. ~c0_1(a593) | ~c1_1(a593) | ~sP7 | hskp24 | ~hskp8 (1:7) [resolution 4866,183]
6805_1. ~sP28 | c0_1(X34) | c2_1(X34) | hskp27 | hskp26 (1:7) [global subsumption 6781,6784,3574,6490,314,325_1,5720_1,4367_1,6804_1,208,6469,5815_1]
6781. c1_1(X34) | ~sP28 | c0_1(X34) | c2_1(X34) | hskp27 | hskp26 (1:9) [duplicate literal removal 6765]
6765. ~sP28 | hskp27 | c2_1(X34) | c0_1(X34) | c2_1(X34) | c1_1(X34) | hskp26 (1:11) [resolution 6725,5720_1]
6799_1. ~c1_1(X19) | ~sP28 | hskp27 | c2_1(X19) | hskp8 (1:7) [global subsumption 362,4436,344,6574_1,5222_1,5441_1,6798_1,2310,4656,108,2309,424,6218,870,1767,4155,6720_1,4519,5510,5217_1,1774,5914,770]
6798_1. ~c1_1(X19) | ~sP28 | hskp27 | c2_1(X19) | hskp8 | hskp6 (1:8) [global subsumption 6788,3130_1]
6788. c0_1(X19) | ~c1_1(X19) | ~sP28 | hskp27 | c2_1(X19) | hskp8 | hskp6 (1:10) [duplicate literal removal 6750]
6750. ~sP28 | hskp27 | c2_1(X19) | c0_1(X19) | ~c1_1(X19) | c2_1(X19) | hskp8 | hskp6 (1:12) [resolution 6725,1932]
6779. ~c1_1(X36) | c0_1(X36) | ~sP28 | ~sP26 | ~sP25 | c2_1(X36) | hskp27 (1:10) [duplicate literal removal 6767]
6767. ~sP28 | hskp27 | c2_1(X36) | c0_1(X36) | ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 (1:12) [resolution 6725,6490]
6795. c0_1(X2) | ~c1_1(X2) | ~sP28 | sP7 | hskp27 | c2_1(X2) (1:9) [duplicate literal removal 6733]
6733. ~sP28 | hskp27 | c2_1(X2) | c0_1(X2) | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 6725,220]
6804_1. ~sP28 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp27 (1:8) [global subsumption 6782,2683,3858,6692_1,5213_1,312,314,325_1,1002,6786,4436,4433,1255,318,1038,6700,1076,5132,4367_1,4437]
1076. ~c0_1(a651) | sP27 | ~hskp25 (1:4) [subsumption resolution 1058,60]
1058. ~c0_1(a651) | ~c2_1(a651) | sP27 | ~hskp25 (1:6) [resolution 260,59]
6786. ~c1_1(X27) | ~sP28 | hskp9 | c2_1(X27) | c0_1(X27) | hskp27 | hskp25 (1:10) [duplicate literal removal 6758]
6758. ~sP28 | hskp27 | c2_1(X27) | c0_1(X27) | ~c1_1(X27) | c2_1(X27) | hskp9 | hskp25 (1:12) [resolution 6725,3286]
6782. c1_1(X32) | ~sP28 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) | hskp27 (1:10) [duplicate literal removal 6763]
6763. ~sP28 | hskp27 | c2_1(X32) | c0_1(X32) | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:12) [resolution 6725,4375]
7323_1. c0_1(X12) | ~c1_1(X12) | sP41 | hskp10 (1:6) [global subsumption 7313,141,325_1,288,6440_1,3580,6563_1,319,1288]
7313. c0_1(X12) | ~c1_1(X12) | sP41 | ~sP33 | hskp10 | c2_1(X12) (1:9) [duplicate literal removal 7246]
7246. c0_1(X12) | c2_1(X12) | ~sP33 | hskp10 | ~c1_1(X12) | c0_1(X12) | sP41 (1:11) [resolution 7227,288]
6440_1. ~c1_1(X12) | sP41 | ~c2_1(X12) (1:5) [global subsumption 6439_1,5313_1]
6439_1. ~c1_1(X12) | sP41 | ~sP24 | ~c2_1(X12) (1:6) [global subsumption 6422,5313_1]
6422. c0_1(X12) | ~c1_1(X12) | sP41 | ~sP24 | ~c2_1(X12) | hskp14 (1:9) [duplicate literal removal 6369]
6369. ~c2_1(X12) | c0_1(X12) | ~sP24 | hskp14 | ~c1_1(X12) | c0_1(X12) | sP41 (1:11) [resolution 6348,288]
8179_1. ~sP41 | sP4 | c0_1(X0) | hskp1 (1:5) [global subsumption 774,8071_1,7725_1,8178,484,4931,7818_1,7022,2976,5428,5706,309,870,8066_1,8102_1,7177_1,325_1,6927,1142,7391_1,8088_1,7940_1,2524,1517,7958,6924,7832_1,1481]
7832_1. ~c1_1(X29) | c0_1(X29) | hskp15 (1:5) [global subsumption 7831_1,1108,6813,4848_1,7725_1,463,7358_1,4865,4862,7083,7469_1,1369,7493_1]
7493_1. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP35 (1:7) [global subsumption 870,5807,7391_1,1001,7492_1,6154,1000]
7492_1. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP35 | ~sP25 (1:8) [global subsumption 5139,7487_1,1038,7444,5213_1]
7444. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP35 | ~sP26 | ~sP25 (1:9) [duplicate literal removal 7428]
7428. ~c2_1(X36) | ~sP35 | c0_1(X36) | ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 (1:11) [resolution 7388_1,6490]
7487_1. ~c1_1(X33) | ~sP35 | c0_1(X33) | hskp28 (1:6) [global subsumption 6210,2916_1,7486_1,4436,4656,4370_1,7177_1,579,6704,7391_1,6924,1142,7358_1,5220_1,5125,1484_1,6703]
7486_1. ~c1_1(X33) | ~sP35 | ~sP11 | c0_1(X33) | hskp28 (1:7) [global subsumption 4436,208,7446,7025,6923_1,1142,7391_1,6695_1,6704]
7446. ~c2_1(X33) | ~c1_1(X33) | ~sP35 | ~sP11 | c0_1(X33) | hskp28 (1:9) [duplicate literal removal 7425]
7425. ~c2_1(X33) | ~sP35 | c0_1(X33) | ~c1_1(X33) | ~c2_1(X33) | ~sP11 | hskp28 (1:11) [resolution 7388_1,5231]
6210. ~sP21 | sP1 | ~c1_1(X0) | c0_1(X0) | hskp12 (1:7) [duplicate literal removal 6163]
6163. ~sP21 | ~c1_1(X0) | c0_1(X0) | hskp12 | ~c1_1(X0) | c0_1(X0) | sP1 (1:11) [resolution 6154,208]
7358_1. ~c1_1(X37) | c0_1(X37) | hskp10 | hskp15 (1:6) [global subsumption 6582,1001,6469,3781_1,7357_1,7206_1,5815_1,529,5099,5807,3864_1,1108,6813,1481,322,244,325_1,1521,807,7338_1,1480,7083,1217]
807. ~c1_1(a592) | sP19 | ~hskp7 (1:4) [subsumption resolution 797,189]
797. ~c1_1(a592) | ~c2_1(a592) | sP19 | ~hskp7 (1:6) [resolution 244,188]
5099. ~c1_1(X7) | ~c2_1(X7) | sP19 | ~sP9 | hskp10 (1:7) [duplicate literal removal 5046]
5046. ~c1_1(X7) | ~sP9 | ~c2_1(X7) | hskp10 | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 5034,244]
7206_1. ~c1_1(X37) | ~sP19 | c0_1(X37) | hskp15 (1:6) [global subsumption 7205_1,6456_1]
6456_1. ~c1_1(X37) | ~sP19 | ~c2_1(X37) | c0_1(X37) | hskp15 (1:8) [global subsumption 6409,6013_1,6016_1]
6013_1. ~c2_1(X33) | ~c1_1(X33) | ~sP19 | hskp28 | hskp15 (1:7) [global subsumption 5320_1,6012_1]
6012_1. ~c2_1(X33) | ~c1_1(X33) | ~sP19 | c0_1(X33) | hskp28 | hskp15 (1:9) [global subsumption 4858,5143_1,6006_1,581,5979]
5979. ~c2_1(X33) | ~c1_1(X33) | ~sP19 | ~sP11 | c0_1(X33) | hskp28 | hskp15 (1:10) [duplicate literal removal 5966]
5966. ~sP19 | ~c1_1(X33) | c0_1(X33) | hskp15 | ~c1_1(X33) | ~c2_1(X33) | ~sP11 | hskp28 (1:12) [resolution 5926,5231]
6006_1. ~c1_1(X22) | ~sP19 | ~c2_1(X22) | hskp29 | hskp15 (1:7) [global subsumption 6005_1,5926,2758_1,2686]
2758_1. ~c1_1(X22) | ~c0_1(X22) | ~c2_1(X22) | hskp29 | hskp15 (1:8) [global subsumption 2725,2757_1]
2757_1. ~c0_1(X21) | ~c2_1(X21) | ~c1_1(X21) | hskp29 | hskp15 (1:8) [global subsumption 2756_1,2749_1]
2756_1. ~c0_1(X21) | ~c2_1(X21) | ~c1_1(X21) | hskp29 | hskp19 | hskp15 (1:9) [global subsumption 2726,2749_1]
2726. ~c0_1(X21) | ~c2_1(X21) | ~c1_1(X21) | hskp20 | hskp29 | hskp19 | hskp15 (1:10) [duplicate literal removal 2712]
2712. hskp15 | ~c2_1(X21) | ~c1_1(X21) | hskp29 | hskp19 | hskp20 | ~c1_1(X21) | ~c0_1(X21) (1:12) [resolution 2686,2467]
2725. ~c1_1(X22) | ~c0_1(X22) | ~c2_1(X22) | hskp29 | hskp15 | hskp14 (1:9) [duplicate literal removal 2713]
2713. hskp15 | ~c2_1(X22) | ~c1_1(X22) | hskp29 | hskp29 | ~c0_1(X22) | hskp14 | ~c1_1(X22) (1:12) [resolution 2686,2529]
6005_1. ~c1_1(X22) | ~sP19 | ~c2_1(X22) | hskp29 | hskp18 | hskp15 (1:8) [global subsumption 2758_1,5987]
5987. ~c1_1(X22) | ~sP19 | ~c2_1(X22) | c0_1(X22) | hskp29 | hskp18 | hskp15 (1:10) [duplicate literal removal 5955]
5955. ~sP19 | ~c1_1(X22) | c0_1(X22) | hskp15 | hskp18 | ~c1_1(X22) | ~c2_1(X22) | hskp29 (1:12) [resolution 5926,2602]
5320_1. ~c1_1(X30) | ~c2_1(X30) | ~c0_1(X30) | hskp28 | hskp15 (1:8) [global subsumption 5143_1,4852_1,5319_1]
5319_1. ~c1_1(X30) | ~sP6 | ~c2_1(X30) | ~c0_1(X30) | hskp28 | hskp15 (1:9) [global subsumption 4858,4824,581,5290]
5290. ~c1_1(X30) | ~sP11 | ~sP6 | ~c2_1(X30) | ~c0_1(X30) | hskp28 | hskp15 (1:10) [duplicate literal removal 5274]
5274. ~c1_1(X30) | ~c2_1(X30) | ~sP11 | hskp28 | ~sP6 | ~c1_1(X30) | ~c0_1(X30) | hskp15 (1:12) [resolution 5231,4774]
6409. ~c1_1(X37) | ~sP24 | ~sP19 | ~c2_1(X37) | c0_1(X37) | hskp15 | hskp14 (1:10) [duplicate literal removal 6394]
6394. ~c2_1(X37) | c0_1(X37) | ~sP24 | hskp14 | ~sP19 | ~c1_1(X37) | c0_1(X37) | hskp15 (1:12) [resolution 6348,5926]
7205_1. ~c1_1(X37) | ~sP19 | c2_1(X37) | c0_1(X37) | hskp15 (1:8) [global subsumption 7153,6715_1,4931,5997_1,6687_1,6016_1,6017,4436,208,5430,7007_1,266,6695_1]
5997_1. c0_1(X2) | ~c1_1(X2) | ~sP19 | sP7 | hskp15 (1:7) [global subsumption 5912,4859,5143_1,119,5926,325_1,5996,484,3576,5027,503,4848_1,5146,312,1040,4858,5231,581]
5996. c0_1(X2) | ~c1_1(X2) | ~sP19 | sP7 | c2_1(X2) | hskp15 (1:9) [duplicate literal removal 5935]
5935. ~sP19 | ~c1_1(X2) | c0_1(X2) | hskp15 | c2_1(X2) | ~c1_1(X2) | sP7 (1:11) [resolution 5926,220]
5912. ~sP18 | c0_1(a612) | hskp16 | ~hskp28 (1:5) [subsumption resolution 5869,151]
5869. ~c2_1(a612) | ~sP18 | c0_1(a612) | hskp16 | ~hskp28 (1:7) [resolution 5818,152]
7153. ~c1_1(X37) | ~sP32 | ~sP19 | c2_1(X37) | c0_1(X37) | hskp15 | hskp11 (1:10) [duplicate literal removal 7131]
7131. c0_1(X37) | c2_1(X37) | ~sP32 | hskp11 | ~sP19 | ~c1_1(X37) | c0_1(X37) | hskp15 (1:12) [resolution 7093,5926]
7357_1. ~c1_1(X37) | c2_1(X37) | c0_1(X37) | hskp10 | hskp15 (1:8) [global subsumption 7356_1,6582,349,4437,139,325_1,208,807,7206_1,7024,1217,3574,6484,4235,4936,6715_1,1038,5930_1]
4936. ~hskp5 | hskp24 | ~hskp16 (2:3) [resolution 4933,484]
7356_1. ~c1_1(X37) | ~sP19 | c2_1(X37) | c0_1(X37) | hskp10 | hskp15 (1:9) [global subsumption 7293,7206_1]
7293. ~c1_1(X37) | ~sP33 | ~sP19 | c2_1(X37) | c0_1(X37) | hskp10 | hskp15 (1:10) [duplicate literal removal 7271]
7271. c0_1(X37) | c2_1(X37) | ~sP33 | hskp10 | ~sP19 | ~c1_1(X37) | c0_1(X37) | hskp15 (1:12) [resolution 7227,5926]
3781_1. ~c2_1(X7) | sP19 | hskp4 | hskp10 | c0_1(X7) (1:7) [global subsumption 323,325_1,136,809,286,3778]
3778. ~c1_1(X7) | ~c2_1(X7) | sP19 | hskp4 | hskp10 | c0_1(X7) (1:9) [duplicate literal removal 3730]
3730. c0_1(X7) | ~c2_1(X7) | hskp10 | hskp4 | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 3696,244]
7831_1. ~c1_1(X29) | c0_1(X29) | hskp13 | hskp15 (1:6) [global subsumption 7830_1,6316,252,7725_1,7021,6811,7721_1,4865,7358_1,4848_1,463,910,3136,6815,6819,5998_1,7493_1]
5998_1. ~c1_1(X13) | sP35 | ~sP19 | c0_1(X13) | hskp15 (1:7) [global subsumption 870,5807,5027,503,119,307,325_1,5993,4848_1,5146,5143_1,1001,312,1040,4858,309,1000]
5993. ~c1_1(X13) | sP35 | ~sP19 | c0_1(X13) | c2_1(X13) | hskp15 (1:9) [duplicate literal removal 5946]
5946. ~sP19 | ~c1_1(X13) | c0_1(X13) | hskp15 | c2_1(X13) | c0_1(X13) | sP35 (1:11) [resolution 5926,276]
6819. hskp27 | ~hskp18 | ~hskp24 | sP19 (3:4) [resolution 6811,2619]
2619. sP28 | ~hskp24 | sP19 (2:3) [subsumption resolution 2618,159]
2618. sP19 | ~hskp24 | ~c0_1(a648) | sP28 (2:5) [subsumption resolution 2609,161]
2609. sP19 | ~hskp24 | ~c1_1(a648) | ~c0_1(a648) | sP28 (2:7) [resolution 806,262]
6815. ~hskp5 | ~hskp18 | hskp27 (2:3) [resolution 6811,1111]
7721_1. c0_1(X29) | hskp13 | hskp18 | hskp15 (1:5) [global subsumption 7702,322,1481,7472_1,6927,1142,7391_1,325_1,7717_1,323,6028_1,7471_1,7358_1,463,4862,1515,2123,459]
7717_1. hskp13 | c0_1(X16) | c2_1(X16) | hskp18 (1:6) [global subsumption 7708,7495,7710,6899,1142,7391_1,6924]
6899. c2_1(X29) | ~sP29 | c0_1(X29) | hskp13 | hskp18 | hskp15 (1:8) [duplicate literal removal 6874]
6874. ~sP29 | c0_1(X29) | c2_1(X29) | hskp18 | c2_1(X29) | c0_1(X29) | hskp15 | hskp13 (1:12) [resolution 6841,3941]
3941. c3_1(X102) | c2_1(X102) | c0_1(X102) | hskp15 | hskp13 (0:8) [subsumption resolution 140,325_1]
140. c0_1(X102) | c2_1(X102) | c3_1(X102) | ~ndr1_0 | hskp15 | hskp13 (0:9) [cnf transformation 5]
7708. hskp13 | c0_1(X16) | c2_1(X16) | hskp18 | hskp12 (1:7) [duplicate literal removal 7660]
7660. c0_1(X16) | c2_1(X16) | hskp18 | hskp12 | c2_1(X16) | hskp13 | c0_1(X16) (1:11) [resolution 7565,1671]
7702. c2_1(X29) | c0_1(X29) | hskp13 | hskp18 | hskp15 (1:7) [duplicate literal removal 7673]
7673. c0_1(X29) | c2_1(X29) | hskp18 | c2_1(X29) | c0_1(X29) | hskp15 | hskp13 (1:11) [resolution 7565,3941]
7021. hskp17 | sP28 | ~hskp8 (3:3) [resolution 7007_1,4873]
4873. sP30 | sP28 | ~hskp8 (2:3) [duplicate literal removal 4868]
4868. sP30 | ~hskp8 | sP28 | ~hskp8 (2:4) [resolution 1173,1109]
7830_1. ~sP36 | ~c1_1(X29) | c0_1(X29) | hskp13 | hskp15 (1:7) [global subsumption 7829_1,7007_1,6316,252,7725_1,907,7825_1,1171,7721_1,6317]
7825_1. ~c2_1(X23) | ~sP36 | c0_1(X23) | hskp29 | hskp15 (1:7) [global subsumption 941,6700,7823_1,4035,7391_1,7824_1,6316,112,6595,3582,3783_1,1439,3166,4859,463]
3166. sP37 | ~hskp10 | sP22 (2:3) [subsumption resolution 3165,174]
3165. sP22 | ~hskp10 | ~c0_1(a598) | sP37 (2:5) [subsumption resolution 3159,176]
3159. sP22 | ~hskp10 | c1_1(a598) | ~c0_1(a598) | sP37 (2:7) [resolution 910,280]
1439. sP37 | ~hskp4 (1:2) [subsumption resolution 1438,199]
1438. ~c0_1(a588) | sP37 | ~hskp4 (1:4) [subsumption resolution 1427,200]
1427. c1_1(a588) | ~c0_1(a588) | sP37 | ~hskp4 (1:6) [resolution 280,201]
3783_1. ~c2_1(X23) | hskp4 | c0_1(X23) | hskp10 | hskp29 | hskp15 (1:8) [global subsumption 3767,323,325_1,3696,2764,3772,2686]
3767. ~c1_1(X23) | ~c2_1(X23) | hskp4 | c0_1(X23) | hskp10 | hskp29 | hskp15 (1:10) [duplicate literal removal 3746]
3746. c0_1(X23) | ~c2_1(X23) | hskp10 | hskp4 | hskp15 | ~c2_1(X23) | ~c1_1(X23) | hskp29 (1:12) [resolution 3696,2686]
3582. sP37 | ~hskp14 | sP25 (2:3) [subsumption resolution 3581,27]
3581. sP25 | ~hskp14 | ~c0_1(a603) | sP37 (2:5) [subsumption resolution 3570,29]
3570. sP25 | ~hskp14 | c1_1(a603) | ~c0_1(a603) | sP37 (2:7) [resolution 1001,280]
7824_1. ~c2_1(X23) | ~sP37 | ~sP36 | c0_1(X23) | hskp29 | hskp15 (1:8) [global subsumption 1369,7475_1,349,6692_1,7795,6838_1,7823_1,1480,322,325_1,284,323,6028_1,7471_1,7083,2310,7391_1,344,7469_1,1481]
7795. ~c1_1(X23) | ~c2_1(X23) | ~sP37 | ~sP36 | c0_1(X23) | hskp29 | hskp15 (1:10) [duplicate literal removal 7757]
7757. ~sP36 | ~c1_1(X23) | ~sP37 | c0_1(X23) | hskp15 | ~c2_1(X23) | ~c1_1(X23) | hskp29 (1:12) [resolution 7733,2686]
7475_1. ~c2_1(X23) | ~sP35 | c0_1(X23) | hskp15 (1:6) [global subsumption 7474_1,323,325_1,7471_1,7388_1,7206_1,7468_1,6028_1]
7468_1. ~c2_1(X7) | ~sP35 | sP19 | c0_1(X7) (1:6) [global subsumption 286,7388_1,7465,323,325_1,809]
7465. ~c1_1(X7) | ~c2_1(X7) | ~sP35 | sP19 | c0_1(X7) (1:8) [duplicate literal removal 7399]
7399. ~c2_1(X7) | ~sP35 | c0_1(X7) | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:10) [resolution 7388_1,244]
7474_1. ~c2_1(X23) | ~sP35 | c0_1(X23) | hskp29 | hskp15 (1:7) [global subsumption 7454,323,325_1,7471_1,7388_1,7206_1,7468_1,6028_1]
7454. ~c1_1(X23) | ~c2_1(X23) | ~sP35 | c0_1(X23) | hskp29 | hskp15 (1:9) [duplicate literal removal 7415]
7415. ~c2_1(X23) | ~sP35 | c0_1(X23) | hskp15 | ~c2_1(X23) | ~c1_1(X23) | hskp29 (1:11) [resolution 7388_1,2686]
7823_1. ~sP36 | ~c2_1(X22) | c0_1(X22) | hskp29 | hskp18 (1:7) [global subsumption 5509,627,7472_1,6927,1142,7391_1,112,6595,3782_1,1439,7822_1,3582,1947]
1947. sP37 | ~hskp10 | sP14 (2:3) [subsumption resolution 1946,174]
1946. sP14 | ~hskp10 | ~c0_1(a598) | sP37 (2:5) [subsumption resolution 1940,176]
1940. sP14 | ~hskp10 | c1_1(a598) | ~c0_1(a598) | sP37 (2:7) [resolution 654,280]
7822_1. ~sP37 | ~sP36 | ~c2_1(X22) | c0_1(X22) | hskp29 | hskp18 (1:8) [global subsumption 322,325_1,1481,7472_1,6927,1142,7391_1,284,7796,323,7471_1,2685]
7796. ~c1_1(X22) | ~sP37 | ~sP36 | ~c2_1(X22) | c0_1(X22) | hskp29 | hskp18 (1:10) [duplicate literal removal 7756]
7756. ~sP36 | ~c1_1(X22) | ~sP37 | c0_1(X22) | hskp18 | ~c1_1(X22) | ~c2_1(X22) | hskp29 (1:12) [resolution 7733,2602]
907. sP22 | ~hskp29 (1:2) [subsumption resolution 906,66]
906. ~c0_1(a678) | sP22 | ~hskp29 (1:4) [subsumption resolution 892,67]
892. ~c2_1(a678) | ~c0_1(a678) | sP22 | ~hskp29 (1:6) [resolution 250,68]
7829_1. ~sP37 | ~sP36 | ~c1_1(X29) | c0_1(X29) | hskp13 | hskp15 (1:8) [global subsumption 7792,7206_1,7809_1]
7809_1. ~c1_1(X7) | ~sP37 | ~sP36 | sP19 | c0_1(X7) (1:7) [global subsumption 7808_1,7804]
7804. ~c1_1(X7) | ~c2_1(X7) | ~sP37 | ~sP36 | sP19 | c0_1(X7) (1:9) [duplicate literal removal 7741]
7741. ~sP36 | ~c1_1(X7) | ~sP37 | c0_1(X7) | ~c1_1(X7) | ~c2_1(X7) | sP19 (1:11) [resolution 7733,244]
7792. c2_1(X29) | ~sP37 | ~sP36 | ~c1_1(X29) | c0_1(X29) | hskp13 | hskp15 (1:10) [duplicate literal removal 7763]
7763. ~sP36 | ~c1_1(X29) | ~sP37 | c0_1(X29) | c2_1(X29) | c0_1(X29) | hskp15 | hskp13 (1:12) [resolution 7733,3941]
2524. hskp19 | hskp20 | ~c0_1(a593) | ~hskp8 (1:5) [subsumption resolution 2501,184]
2501. hskp19 | hskp20 | ~c1_1(a593) | ~c0_1(a593) | ~hskp8 (1:7) [resolution 2467,182]
7818_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 7817_1,6113_1]
6113_1. ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:6) [global subsumption 6112_1,5901_1]
6112_1. ~c2_1(X17) | hskp16 | c0_1(X17) | hskp8 | hskp18 (1:7) [global subsumption 6111_1,5901_1]
6111_1. ~sP20 | ~c2_1(X17) | hskp16 | c0_1(X17) | hskp8 | hskp18 (1:8) [global subsumption 6102,5901_1]
6102. ~c1_1(X17) | ~sP20 | ~c2_1(X17) | hskp16 | c0_1(X17) | hskp8 | hskp18 (1:10) [duplicate literal removal 6061]
6061. ~sP20 | ~c1_1(X17) | c0_1(X17) | hskp16 | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 6037,1720]
7817_1. ~sP36 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:7) [global subsumption 7816_1,6113_1]
7816_1. ~sP37 | ~sP36 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:8) [global subsumption 7799,6113_1]
7799. ~c1_1(X17) | ~sP37 | ~sP36 | ~c2_1(X17) | c0_1(X17) | hskp8 | hskp18 (1:10) [duplicate literal removal 7751]
7751. ~sP36 | ~c1_1(X17) | ~sP37 | c0_1(X17) | hskp8 | c0_1(X17) | hskp18 | ~c2_1(X17) (1:12) [resolution 7733,1720]
8178. ~sP41 | sP4 | c0_1(X0) | c1_1(X0) | hskp1 (1:7) [duplicate literal removal 8105]
8105. ~sP41 | c0_1(X0) | hskp1 | c0_1(X0) | c1_1(X0) | sP4 (1:9) [resolution 8098_1,214]
8071_1. ~sP18 | ~c2_1(X35) | c0_1(X35) | hskp16 (1:6) [global subsumption 8070_1,6576_1,8055_1]
6576_1. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP26 | ~sP18 | hskp16 (1:9) [global subsumption 872,309,325_1,1000,6544,5912,5908_1,2916_1]
5908_1. ~c2_1(X33) | ~sP18 | ~sP11 | c0_1(X33) | hskp28 | hskp16 (1:8) [global subsumption 323,325_1,5899_1,5327,5818,5874]
5874. ~c2_1(X33) | ~c1_1(X33) | ~sP18 | ~sP11 | c0_1(X33) | hskp28 | hskp16 (1:10) [duplicate literal removal 5861]
5861. ~c2_1(X33) | ~sP18 | c0_1(X33) | hskp16 | ~c1_1(X33) | ~c2_1(X33) | ~sP11 | hskp28 (1:12) [resolution 5818,5231]
6544. ~c1_1(X36) | c0_1(X36) | ~c2_1(X36) | ~sP26 | ~sP25 | ~sP18 | hskp16 (1:10) [duplicate literal removal 6527]
6527. ~sP25 | ~c1_1(X36) | c0_1(X36) | ~sP26 | ~c2_1(X36) | ~sP18 | c0_1(X36) | hskp16 (1:12) [resolution 6490,5818]
8070_1. ~sP18 | ~c2_1(X35) | c0_1(X35) | c1_1(X35) | hskp16 (1:8) [global subsumption 1000,6219,872,5908_1,8052_1,5912,8032,7471_1,843,6127_1,6584,8055_1]
8032. ~sP40 | ~sP18 | ~c2_1(X35) | c0_1(X35) | c1_1(X35) | hskp16 | hskp2 (1:10) [duplicate literal removal 8002]
8002. c1_1(X35) | ~sP40 | c0_1(X35) | hskp2 | ~c2_1(X35) | ~sP18 | c0_1(X35) | hskp16 (1:12) [resolution 7964,5818]
7940_1. ~c2_1(X15) | sP40 | c0_1(X15) (1:5) [global subsumption 7939_1,7471_1]
7939_1. ~c2_1(X15) | sP40 | ~sP38 | c0_1(X15) (1:6) [global subsumption 7938,7471_1]
7938. c1_1(X15) | ~c2_1(X15) | sP40 | ~sP38 | c0_1(X15) (1:8) [subsumption resolution 7926,284]
7926. c1_1(X15) | ~c2_1(X15) | sP40 | ~sP39 | ~sP38 | c0_1(X15) (1:9) [duplicate literal removal 7874]
7874. ~sP38 | ~sP39 | ~c2_1(X15) | c0_1(X15) | ~c2_1(X15) | c1_1(X15) | sP40 (1:11) [resolution 7851,286]
5706. ~hskp4 | hskp1 | ~hskp12 (2:3) [resolution 5705,712]
8137. ~sP41 | c0_1(X32) | hskp1 | ~c1_1(X32) | ~sP9 | ~c2_1(X32) | hskp10 (1:10) [resolution 8098_1,5034]
8250. ~c2_1(X38) | ~c1_1(X38) | c0_1(X38) | hskp12 (0:7) [subsumption resolution 6154,8241]
8241. sP21 (1:1) [subsumption resolution 870,8200_1]
714. ~c0_1(a651) | sP16 | ~hskp25 (1:4) [subsumption resolution 698,60]
698. ~c2_1(a651) | ~c0_1(a651) | sP16 | ~hskp25 (1:6) [resolution 238,59]
8234_1. hskp1 | ~hskp7 (1:2) [global subsumption 1040,2762,1607,8233,8092_1,6028_1,6583,1000,6217,870,8200_1,4858,5143_1]
8092_1. c1_1(a592) | hskp2 | ~hskp7 (1:4) [global subsumption 8091,1573]
1573. c1_1(a592) | sP40 | ~hskp7 (1:4) [subsumption resolution 1557,189]
1557. ~c2_1(a592) | c1_1(a592) | sP40 | ~hskp7 (1:6) [resolution 286,188]
8233. ~sP41 | hskp1 | ~hskp7 (1:3) [subsumption resolution 8159,187]
8159. ~sP41 | c0_1(a592) | hskp1 | ~hskp7 (1:5) [resolution 8098_1,188]
2762. hskp15 | ~c1_1(a592) | hskp29 | ~hskp7 (1:5) [subsumption resolution 2723,189]
2723. hskp15 | ~c2_1(a592) | ~c1_1(a592) | hskp29 | ~hskp7 (1:7) [resolution 2686,188]
7185_1. ~c1_1(X14) | hskp20 | hskp7 (1:4) [global subsumption 7169,6566_1]
6566_1. ~c1_1(X14) | hskp20 | hskp7 (1:4) [global subsumption 4152,6028_1,1814,2839,3223,4855_1,6565_1]
6565_1. ~c1_1(X14) | hskp20 | hskp7 | c0_1(X14) (1:6) [global subsumption 4152,6028_1,1814,1002,6564_1,3286,4855_1,91,325_1,4436,344,6446_1,2838,6210,2837,870,5815_1]
6446_1. ~c1_1(X14) | hskp20 | hskp7 | hskp14 (1:5) [global subsumption 4152,6028_1,1814,3223,5314_1,6445_1,714,5705,6220,5815_1,2837,6011_1]
6011_1. ~c1_1(X30) | hskp4 | c2_1(X30) | hskp15 | hskp14 (1:7) [global subsumption 2760,5513,232,6010_1,4857_1,4100,2906,127,325_1,4433,5012_1,364,5523_1,2600]
5012_1. ~c0_1(X0) | c2_1(X0) | sP0 | ~c1_1(X0) | hskp14 (1:8) [global subsumption 5011,2591_1]
2591_1. ~c0_1(X0) | c2_1(X0) | sP0 | ~c1_1(X0) | hskp14 (1:8) [global subsumption 503,2590,297,325_1,206]
2590. ~c0_1(X0) | c2_1(X0) | sP0 | ~c1_1(X0) | hskp29 | hskp14 (1:9) [duplicate literal removal 2543]
2543. hskp29 | ~c0_1(X0) | hskp14 | ~c1_1(X0) | c2_1(X0) | ~c0_1(X0) | sP0 (1:11) [resolution 2529,206]
5011. ~c0_1(X0) | c2_1(X0) | ~sP8 | sP0 | ~c1_1(X0) | hskp14 (1:9) [duplicate literal removal 4949]
4949. ~sP8 | ~c1_1(X0) | c2_1(X0) | hskp14 | c2_1(X0) | ~c0_1(X0) | sP0 (1:11) [resolution 4938,206]
2906. hskp14 | hskp22 | ~c0_1(a651) | ~hskp25 (1:5) [subsumption resolution 2878,60]
2878. hskp14 | hskp22 | ~c2_1(a651) | ~c0_1(a651) | ~hskp25 (1:7) [resolution 2844,59]
4857_1. ~c1_1(X26) | ~c0_1(X26) | hskp4 | hskp17 | hskp15 (1:7) [global subsumption 3784,2969_1,463,4821,459]
4821. ~sP6 | ~c1_1(X26) | ~c0_1(X26) | hskp4 | hskp17 | hskp15 (1:8) [duplicate literal removal 4801]
4801. ~sP6 | ~c1_1(X26) | ~c0_1(X26) | hskp15 | ~c1_1(X26) | ~c0_1(X26) | hskp17 | hskp4 (1:12) [resolution 4774,2909]
2969_1. ~c1_1(X17) | ~c0_1(X17) | hskp4 | hskp17 | hskp15 | hskp11 (1:8) [global subsumption 298,463,295,122,325_1,2956,529,109]
2956. ~c1_1(X17) | ~c0_1(X17) | hskp4 | c2_1(X17) | hskp17 | hskp15 | hskp11 (1:10) [duplicate literal removal 2934]
2934. ~c1_1(X17) | ~c0_1(X17) | hskp17 | hskp4 | hskp15 | c2_1(X17) | ~c0_1(X17) | hskp11 (1:12) [resolution 2909,2053]
6010_1. ~c1_1(X30) | hskp4 | c2_1(X30) | c0_1(X30) | hskp15 | hskp14 (1:9) [global subsumption 4102,4930,2613,5982,4437,2762,503,4938,141,325_1,208,4098_1,317,1217]
5982. ~c1_1(X30) | ~sP19 | hskp4 | c2_1(X30) | c0_1(X30) | hskp15 | hskp14 (1:10) [duplicate literal removal 5963]
5963. ~sP19 | ~c1_1(X30) | c0_1(X30) | hskp15 | hskp14 | c0_1(X30) | c2_1(X30) | hskp4 (1:12) [resolution 5926,4010]
2760. hskp15 | ~c2_1(a633) | hskp29 | ~hskp22 (1:5) [subsumption resolution 2717,52]
2717. hskp15 | ~c2_1(a633) | ~c1_1(a633) | hskp29 | ~hskp22 (1:7) [resolution 2686,50]
6445_1. ~c1_1(X14) | hskp20 | hskp7 | c0_1(X14) | hskp14 (1:7) [global subsumption 967,6010_1,5314_1,1814,6444_1]
6444_1. ~c1_1(X14) | ~sP24 | hskp20 | hskp7 | c0_1(X14) | hskp14 (1:8) [global subsumption 6420,4155,6028_1,1814,5001,5027,5314_1,501,3694,6010_1,346,4436,208,4670,5815_1,5932_1,6211_1,2837,4149,1818]
1818. hskp7 | ~c1_1(a590) | hskp20 | ~hskp6 (1:5) [subsumption resolution 1803,190]
1803. hskp7 | c0_1(a590) | ~c1_1(a590) | hskp20 | ~hskp6 (1:7) [resolution 1772,191]
6211_1. c0_1(X12) | ~c1_1(X12) | hskp7 | hskp10 | hskp12 (1:7) [global subsumption 6204,870,5815_1]
6204. c0_1(X12) | ~c1_1(X12) | ~sP21 | hskp7 | hskp10 | hskp12 (1:8) [duplicate literal removal 6175]
6175. ~sP21 | ~c1_1(X12) | c0_1(X12) | hskp12 | c0_1(X12) | ~c1_1(X12) | hskp7 | hskp10 (1:12) [resolution 6154,3858]
6420. ~c2_1(X14) | ~c1_1(X14) | ~sP24 | hskp20 | hskp7 | c0_1(X14) | hskp14 (1:10) [duplicate literal removal 6371]
6371. ~c2_1(X14) | c0_1(X14) | ~sP24 | hskp14 | hskp7 | c0_1(X14) | ~c1_1(X14) | hskp20 (1:12) [resolution 6348,1772]
5314_1. ~c2_1(X14) | ~c1_1(X14) | hskp20 | hskp7 (1:6) [global subsumption 5299,4855_1]
5299. ~c2_1(X14) | ~c1_1(X14) | ~sP11 | hskp20 | hskp7 | hskp28 | c0_1(X14) (1:10) [duplicate literal removal 5258]
5258. ~c1_1(X14) | ~c2_1(X14) | ~sP11 | hskp28 | hskp7 | c0_1(X14) | ~c1_1(X14) | hskp20 (1:12) [resolution 5231,1772]
6564_1. ~c1_1(X14) | ~sP25 | hskp20 | hskp7 | c0_1(X14) (1:7) [global subsumption 5213_1,6211_1,2837,6555]
6555. ~c1_1(X14) | ~sP26 | ~sP25 | hskp20 | hskp7 | c0_1(X14) (1:8) [duplicate literal removal 6505]
6505. ~sP25 | ~c1_1(X14) | c0_1(X14) | ~sP26 | hskp7 | c0_1(X14) | ~c1_1(X14) | hskp20 (1:12) [resolution 6490,1772]
2839. ~c0_1(a651) | hskp20 | hskp7 | ~hskp25 (1:5) [subsumption resolution 2797,60]
2797. ~c2_1(a651) | ~c0_1(a651) | hskp20 | hskp7 | ~hskp25 (1:7) [resolution 2765,59]
4152. hskp2 | hskp7 | c0_1(a651) | ~hskp25 (1:5) [subsumption resolution 4127,58]
4127. hskp2 | c1_1(a651) | hskp7 | c0_1(a651) | ~hskp25 (1:7) [resolution 4104,60]
7169. ~c1_1(X14) | ~sP32 | hskp20 | hskp7 | c2_1(X14) | c0_1(X14) | hskp11 (1:10) [duplicate literal removal 7108]
7108. c0_1(X14) | c2_1(X14) | ~sP32 | hskp11 | hskp7 | c0_1(X14) | ~c1_1(X14) | hskp20 (1:12) [resolution 7093,1772]
5697. ~c0_1(a623) | ~sP16 | hskp1 | ~hskp20 (1:5) [subsumption resolution 5671,163]
5671. ~c0_1(a623) | c1_1(a623) | ~sP16 | hskp1 | ~hskp20 (1:7) [resolution 5640,164]
6602. ~hskp22 | ~hskp11 | ~hskp12 (3:3) [resolution 6585,1000]
3220. hskp11 | hskp0 | ~c0_1(a593) | ~hskp8 (1:5) [subsumption resolution 3194,184]
3194. hskp11 | hskp0 | ~c1_1(a593) | ~c0_1(a593) | ~hskp8 (1:7) [resolution 3151,183]
8269. hskp12 (1:1) [unit resulting resolution 8239,8252_1]
8239. c1_1(a583) (0:2) [subsumption resolution 64,8200_1]
1000. sP25 | ~hskp12 (1:2) [subsumption resolution 999,24]
999. ~c2_1(a600) | sP25 | ~hskp12 (1:4) [subsumption resolution 981,22]
981. ~c0_1(a600) | ~c2_1(a600) | sP25 | ~hskp12 (1:6) [resolution 256,23]
6595. ~sP25 | ~hskp22 | ~hskp10 (3:3) [resolution 6581,5213_1]
7338_1. hskp10 | hskp8 (1:2) [global subsumption 529,5813,2461,7328_1,7337_1,4231,5441_1,5223,2375_1,5130,3056,5200]
3056. hskp21 | c2_1(a611) | hskp8 | ~hskp27 (1:5) [subsumption resolution 3020,155]
3020. hskp21 | c2_1(a611) | hskp8 | ~c0_1(a611) | ~hskp27 (1:7) [resolution 2983,157]
5130. ~sP9 | ~c2_1(a611) | hskp10 | ~hskp27 (1:5) [subsumption resolution 5079,156]
5079. ~c1_1(a611) | ~sP9 | ~c2_1(a611) | hskp10 | ~hskp27 (1:7) [resolution 5034,157]
2375_1. ~c0_1(X3) | ~c2_1(X3) | sP10 | hskp10 (1:6) [global subsumption 2373,114,226,325_1,554]
2373. ~c1_1(X3) | ~c0_1(X3) | ~c2_1(X3) | sP10 | hskp10 | hskp1 (1:9) [duplicate literal removal 2332]
2332. hskp1 | hskp10 | ~c2_1(X3) | ~c1_1(X3) | ~c2_1(X3) | ~c0_1(X3) | sP10 (1:11) [resolution 2316,226]
5223. ~sP10 | hskp8 | ~hskp5 (1:3) [subsumption resolution 5187,194]
5187. ~c0_1(a589) | ~sP10 | hskp8 | ~hskp5 (1:5) [resolution 5148_1,195]
4231. hskp5 | hskp6 | ~hskp19 (1:3) [subsumption resolution 4230,43]
4230. c0_1(a617) | hskp6 | hskp5 | ~hskp19 (1:5) [subsumption resolution 4205,42]
4205. c1_1(a617) | c0_1(a617) | hskp6 | hskp5 | ~hskp19 (1:7) [resolution 4184,44]
7337_1. c0_1(X27) | hskp10 | hskp8 (1:4) [global subsumption 7336_1,1655,5441_1,5199_1,7007_1,1171,5113_1,7328_1,1656]
7336_1. c2_1(X27) | c0_1(X27) | hskp10 | hskp8 (1:6) [global subsumption 7335_1,7328_1]
7335_1. ~sP2 | c2_1(X27) | c0_1(X27) | hskp10 | hskp8 (1:7) [global subsumption 7334_1,7328_1]
7334_1. ~sP33 | ~sP2 | c2_1(X27) | c0_1(X27) | hskp10 | hskp8 (1:8) [global subsumption 7302,7326_1]
7326_1. ~sP33 | hskp10 | c0_1(X13) | c2_1(X13) | hskp8 (1:7) [global subsumption 5132,5798_1,5441_1,6686_1,7325]
7325. c1_1(X13) | ~sP33 | hskp10 | c0_1(X13) | c2_1(X13) | hskp8 (1:9) [subsumption resolution 7312,5441_1]
7312. c1_1(X13) | ~sP33 | hskp10 | c0_1(X13) | c2_1(X13) | hskp8 | hskp6 (1:10) [duplicate literal removal 7247]
7247. c0_1(X13) | c2_1(X13) | ~sP33 | hskp10 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:12) [resolution 7227,1616]
7302. c1_1(X27) | ~sP33 | ~sP2 | c2_1(X27) | c0_1(X27) | hskp10 | hskp8 (1:10) [duplicate literal removal 7261]
7261. c0_1(X27) | c2_1(X27) | ~sP33 | hskp10 | ~sP2 | c1_1(X27) | c0_1(X27) | hskp8 (1:12) [resolution 7227,4440]
7328_1. hskp10 | c2_1(X13) | hskp8 (1:4) [global subsumption 5132,5799_1,7327_1,2048_1,5441_1]
7327_1. hskp10 | c0_1(X13) | c2_1(X13) | hskp8 (1:6) [global subsumption 1568,2462,7183_1,5441_1,1654,5322,579,5132,5798_1,323,325_1,6687_1,5525,6617,4033,7326_1,1871,5538_1]
5538_1. hskp10 | hskp8 | ~hskp23 (4:3) [global subsumption 5537,1658,5441_1]
5537. ~hskp28 | hskp10 | hskp8 | ~hskp23 (4:4) [resolution 5141,4518]
2461. ~c0_1(X21) | ~c2_1(X21) | hskp27 | hskp10 | hskp8 (1:7) [subsumption resolution 2437,2309]
2437. ~c0_1(X21) | ~c2_1(X21) | hskp27 | hskp10 | hskp8 | hskp12 (1:8) [duplicate literal removal 2425]
2425. hskp12 | hskp10 | ~c2_1(X21) | ~c0_1(X21) | hskp8 | ~c0_1(X21) | ~c2_1(X21) | hskp27 (1:12) [resolution 2389,2259]
5813. ~hskp27 | hskp19 | hskp26 (2:3) [resolution 5810,2523]
2523. hskp20 | hskp19 | ~hskp27 (1:3) [subsumption resolution 2522,155]
2522. hskp19 | hskp20 | ~c0_1(a611) | ~hskp27 (1:5) [subsumption resolution 2499,156]
2499. hskp19 | hskp20 | ~c1_1(a611) | ~c0_1(a611) | ~hskp27 (1:7) [resolution 2467,157]
8227_1. ~sP41 | ~hskp22 (1:2) [global subsumption 5127,6595,1000,6220,8200_1,8226,2681,6729,7369_1,581,5323,5132]
2681. hskp18 | ~c2_1(a633) | hskp29 | ~hskp22 (1:5) [subsumption resolution 2646,52]
2646. hskp18 | ~c1_1(a633) | ~c2_1(a633) | hskp29 | ~hskp22 (1:7) [resolution 2602,50]
8226. ~sP41 | hskp1 | ~hskp22 (1:3) [subsumption resolution 8153,51]
8153. ~sP41 | c0_1(a633) | hskp1 | ~hskp22 (1:5) [resolution 8098_1,50]
1610. c0_1(a593) | sP41 | ~hskp8 (1:4) [subsumption resolution 1599,184]
1599. ~c1_1(a593) | c0_1(a593) | sP41 | ~hskp8 (1:6) [resolution 288,182]
8282. hskp12 | ~hskp22 (1:2) [resolution 8252_1,52]
112. hskp29 | hskp22 | hskp17 (0:3) [cnf transformation 5]
5143_1. sP6 | ~hskp29 (3:2) [global subsumption 5142,461,5127,463]
461. c1_1(a678) | sP6 | ~hskp29 (1:4) [subsumption resolution 451,66]
451. ~c0_1(a678) | c1_1(a678) | sP6 | ~hskp29 (1:6) [resolution 218,68]
5142. ~hskp28 | sP6 | ~hskp29 (3:3) [subsumption resolution 5135,463]
5135. hskp10 | ~hskp28 | sP6 | ~hskp29 (3:4) [resolution 5129,1044]
1044. sP9 | sP6 | ~hskp29 (2:3) [duplicate literal removal 1043]
1043. sP9 | ~hskp29 | sP6 | ~hskp29 (2:4) [resolution 530,461]
8361_1. hskp8 (1:1) [global subsumption 8331,1568,8269,2973,5224,554,6346_1,8357_1,8088_1,8360_1,5178]
8360_1. hskp20 (1:1) [global subsumption 8336,2977,8231_1,6124,6028_1,8092_1,2837,8269,6583,1000,8303_1,843,6584,6320,8357_1,905,3219,8298_1,7957_1,1481,5179,554,364,4437,349,3558,8302_1,7962,1521]
8303_1. sP26 (2:1) [global subsumption 8284,6702,7338_1,5213_1,1074,8269,5132,8200_1,3220,1038,8298_1]
8284. hskp12 | sP26 | ~hskp29 (2:3) [resolution 8252_1,1040]
2977. ~c0_1(a606) | hskp17 | hskp4 | ~hskp16 (1:5) [subsumption resolution 2947,166]
2947. ~c1_1(a606) | ~c0_1(a606) | hskp17 | hskp4 | ~hskp16 (1:7) [resolution 2909,168]
8336. hskp20 | hskp7 (1:2) [subsumption resolution 2837,8269]
6346_1. ~hskp17 | ~hskp1 | hskp8 (3:3) [global subsumption 6344,4515,382,5199_1]
6344. ~hskp17 | ~hskp1 | hskp8 | ~hskp27 (3:4) [resolution 6320,5202_1]
5202_1. sP22 | hskp8 | ~hskp27 (2:3) [global subsumption 5144_1,3625,5201,2599,907,4760,909]
5201. ~sP10 | hskp8 | sP22 | ~hskp27 (2:4) [subsumption resolution 5170,155]
5170. ~c0_1(a611) | ~sP10 | hskp8 | sP22 | ~hskp27 (2:6) [resolution 5148_1,909]
2973. ~c1_1(a600) | hskp17 | hskp4 | ~hskp12 (1:5) [subsumption resolution 2940,22]
2940. ~c1_1(a600) | ~c0_1(a600) | hskp17 | hskp4 | ~hskp12 (1:7) [resolution 2909,23]
8331. hskp27 | hskp8 (1:2) [subsumption resolution 2309,8269]
8393_1. sP22 (2:1) [global subsumption 8388,4436,4656,8200_1,3059,8369_1,348,8360_1,1368,7494,905,364,8361_1,1481,7957_1]
7494. ~sP35 | c0_1(a599) | ~hskp11 (1:4) [subsumption resolution 7431,21]
7431. ~c2_1(a599) | ~sP35 | c0_1(a599) | ~hskp11 (1:6) [resolution 7388_1,20]
348. ~c0_1(a623) | sP0 | ~hskp20 (1:4) [subsumption resolution 339,164]
339. c2_1(a623) | ~c0_1(a623) | sP0 | ~hskp20 (1:6) [resolution 206,165]
8369_1. hskp11 (0:1) [global subsumption 8367,3219,8298_1,8231_1,7083,8358_1,8361_1,3220]
8358_1. sP31 (2:1) [global subsumption 8346,6320,8357_1,2973,8269,1212,3558,8302_1,7499,1370,3347,1215,6127_1,4947,5322,8304_1,1216,3550,5132,8200_1]
8304_1. sP11 (2:1) [global subsumption 8286,6702,7338_1,5220_1,1074,8269,5132,8200_1,3220,579,8298_1]
8286. hskp12 | sP11 | ~hskp29 (2:3) [resolution 8252_1,581]
8346. sP31 | sP20 (2:2) [subsumption resolution 4947,8269]
8367. c2_1(X85) | hskp11 | ~c1_1(X85) | ~c0_1(X85) (0:7) [subsumption resolution 3151,8298_1]
3059. sP22 | sP4 | ~hskp11 (2:3) [duplicate literal removal 3058]
3058. sP22 | ~hskp11 | sP4 | ~hskp11 (2:4) [resolution 905,419]
419. c0_1(a599) | sP4 | ~hskp11 (1:4) [subsumption resolution 407,19]
407. c0_1(a599) | c1_1(a599) | sP4 | ~hskp11 (1:6) [resolution 214,20]
8388. sP22 | sP4 (2:2) [subsumption resolution 3059,8369_1]
8357_1. hskp1 (2:1) [global subsumption 8354,6016_1,1607,8229_1,2837,8269,8234_1,5322,8304_1,1568,8088_1,5697,712,804]
8354. ~hskp4 | hskp1 (2:2) [subsumption resolution 5706,8269]
6320. ~sP22 | ~hskp17 | ~hskp1 (2:3) [resolution 6316,938]
7007_1. ~sP30 | hskp17 (1:2) [global subsumption 4302,111,7006_1,6989,6217,6993_1,3203_1,6991_1,6469,7002_1]
7002_1. ~sP30 | hskp17 | ~hskp14 (2:3) [global subsumption 7001,6999_1]
6999_1. ~sP30 | hskp17 | ~hskp14 (2:3) [global subsumption 6998,6996_1]
6996_1. ~sP30 | hskp17 | ~hskp14 (2:3) [global subsumption 6995,3424,6991_1,6993_1,1769,2193,6989,5629,5636]
5636. ~hskp23 | hskp3 | ~hskp14 (2:3) [resolution 5616_1,683]
683. sP15 | ~hskp14 (1:2) [subsumption resolution 682,29]
682. c1_1(a603) | sP15 | ~hskp14 (1:4) [subsumption resolution 665,27]
665. ~c0_1(a603) | c1_1(a603) | sP15 | ~hskp14 (1:6) [resolution 236,28]
5616_1. ~sP15 | hskp3 | ~hskp23 (1:3) [global subsumption 5615,4155,2194,5612,1767,5614_1,2193,5238,4518,4673,108,5435_1,385]
5435_1. hskp17 | ~hskp12 | hskp3 (3:3) [global subsumption 5434,3493,5243,2193,2251]
2251. hskp3 | ~c1_1(a600) | hskp17 | ~hskp12 (1:5) [subsumption resolution 2218,22]
2218. hskp3 | ~c0_1(a600) | ~c1_1(a600) | hskp17 | ~hskp12 (1:7) [resolution 2196,23]
2196. c3_1(X68) | hskp3 | ~c0_1(X68) | ~c1_1(X68) | hskp17 (0:8) [subsumption resolution 106,325_1]
106. hskp17 | hskp3 | ~c0_1(X68) | ~c1_1(X68) | c3_1(X68) | ~ndr1_0 (0:9) [cnf transformation 5]
3493. hskp3 | c1_1(a600) | hskp4 | ~hskp12 (1:5) [subsumption resolution 3462,24]
3462. hskp3 | c1_1(a600) | hskp4 | ~c2_1(a600) | ~hskp12 (1:7) [resolution 3435,23]
3435. c3_1(X93) | hskp3 | c1_1(X93) | hskp4 | ~c2_1(X93) (0:8) [subsumption resolution 132,325_1]
132. hskp4 | hskp3 | c1_1(X93) | c3_1(X93) | ~c2_1(X93) | ~ndr1_0 (0:9) [cnf transformation 5]
5434. ~hskp21 | ~hskp12 | hskp17 | hskp3 (3:4) [resolution 5230,2193]
4673. ~hskp26 | ~hskp23 | hskp3 | hskp4 (3:4) [resolution 4670,4301]
4301. ~hskp9 | hskp3 | hskp4 (1:3) [subsumption resolution 4300,181]
4300. hskp4 | hskp3 | c1_1(a595) | ~hskp9 (1:5) [subsumption resolution 4278,179]
4278. hskp4 | c0_1(a595) | hskp3 | c1_1(a595) | ~hskp9 (1:7) [resolution 4238,180]
4238. c3_1(X112) | hskp4 | c0_1(X112) | hskp3 | c1_1(X112) (0:8) [subsumption resolution 147,325_1]
147. hskp3 | hskp4 | c0_1(X112) | c3_1(X112) | c1_1(X112) | ~ndr1_0 (0:9) [cnf transformation 5]
5238. hskp8 | ~hskp4 | sP2 | ~hskp2 (3:4) [resolution 5224,1401]
5614_1. ~sP15 | hskp3 | ~hskp18 (1:3) [global subsumption 5613,2190,5612]
2190. hskp3 | hskp17 | ~c1_1(a610) | ~hskp18 (1:5) [subsumption resolution 2163,40]
2163. hskp3 | c2_1(a610) | hskp17 | ~c1_1(a610) | ~hskp18 (1:7) [resolution 2124,38]
5613. ~sP15 | c1_1(a610) | hskp3 | ~hskp18 (1:5) [subsumption resolution 5576,40]
5576. ~sP15 | c2_1(a610) | c1_1(a610) | hskp3 | ~hskp18 (1:7) [resolution 5535,38]
2194. hskp17 | hskp3 | hskp6 | ~hskp23 (2:4) [resolution 2193,1658]
5615. ~sP15 | c2_1(a636) | hskp3 | ~hskp23 (1:5) [subsumption resolution 5577,55]
5577. ~sP15 | c2_1(a636) | c1_1(a636) | hskp3 | ~hskp23 (1:7) [resolution 5535,57]
5629. ~hskp18 | hskp3 | ~hskp14 (2:3) [resolution 5614_1,683]
6995. ~sP30 | hskp17 | sP18 | ~hskp14 (2:4) [subsumption resolution 6994,29]
6994. ~sP30 | c1_1(a603) | hskp17 | sP18 | ~hskp14 (2:6) [subsumption resolution 6956,27]
6956. ~c0_1(a603) | ~sP30 | c1_1(a603) | hskp17 | sP18 | ~hskp14 (2:8) [resolution 6933,770]
6933. ~c2_1(X22) | ~c0_1(X22) | ~sP30 | c1_1(X22) | hskp17 (0:8) [subsumption resolution 316,325_1]
316. ~sP30 | ~ndr1_0 | ~c0_1(X22) | ~c2_1(X22) | c1_1(X22) | hskp17 (0:9) [duplicate literal removal 267]
267. ~c0_1(X22) | ~c2_1(X22) | c1_1(X22) | ~ndr1_0 | hskp17 | ~ndr1_0 | ~sP30 (0:10) [general splitting 80,266]
80. ~c0_1(X22) | ~c2_1(X22) | c1_1(X22) | ~ndr1_0 | hskp17 | ~c1_1(X21) | c2_1(X21) | c0_1(X21) | ~ndr1_0 (0:15) [cnf transformation 5]
6998. ~sP30 | hskp17 | sP3 | ~hskp14 (2:4) [subsumption resolution 6997,29]
6997. ~sP30 | c1_1(a603) | hskp17 | sP3 | ~hskp14 (2:6) [subsumption resolution 6957,27]
6957. ~c0_1(a603) | ~sP30 | c1_1(a603) | hskp17 | sP3 | ~hskp14 (2:8) [resolution 6933,400]
7001. ~sP30 | hskp17 | sP0 | ~hskp14 (2:4) [subsumption resolution 7000,29]
7000. ~sP30 | c1_1(a603) | hskp17 | sP0 | ~hskp14 (2:6) [subsumption resolution 6958,27]
6958. ~c0_1(a603) | ~sP30 | c1_1(a603) | hskp17 | sP0 | ~hskp14 (2:8) [resolution 6933,344]
6991_1. ~sP30 | hskp17 | ~hskp11 (1:3) [global subsumption 5917,6469,4149,6990,6720_1,4514,2193,6989,4301,4656,6932_1,419,1654,6486_1,5705,6844_1]
6844_1. hskp3 | ~hskp1 (4:2) [global subsumption 3784,6469,6238,6842_1,5815_1,6220,6843,905,6320,2195,6475]
6475. hskp14 | ~hskp7 | ~hskp10 | sP22 (3:4) [resolution 6464,3162]
3162. sP24 | ~hskp10 | sP22 (2:3) [subsumption resolution 3161,176]
3161. sP22 | ~hskp10 | c1_1(a598) | sP24 (2:5) [subsumption resolution 3155,174]
3155. sP22 | ~hskp10 | ~c0_1(a598) | c1_1(a598) | sP24 (2:7) [resolution 910,254]
2195. hskp17 | hskp3 | hskp12 | hskp26 (2:4) [resolution 2193,108]
6843. hskp3 | ~hskp1 | hskp11 (4:3) [resolution 6842_1,6233]
6233. hskp12 | ~hskp1 | hskp11 (2:3) [resolution 6213,3203_1]
6842_1. ~hskp12 | hskp3 (3:2) [global subsumption 5717_1,2905,6596_1,1000,6356_1,6036]
6036. ~hskp14 | ~hskp12 | hskp3 (4:3) [duplicate literal removal 6035]
6035. ~hskp12 | hskp3 | hskp3 | ~hskp14 (4:4) [resolution 5435_1,5622]
5622. ~hskp17 | hskp3 | ~hskp14 (2:3) [resolution 5612,683]
6356_1. hskp3 | ~hskp12 | hskp10 (4:3) [global subsumption 6355,5129,5825,5322,681,5612,5435_1,579,4305,6149_1,346,4436,364,5442_1,2600,6041_1,6036,4654,5428]
6041_1. ~hskp12 | hskp3 | ~hskp29 (4:3) [global subsumption 6038,6036]
6038. ~hskp12 | hskp3 | hskp14 | ~hskp29 (4:4) [resolution 5440_1,5031]
5440_1. hskp8 | ~hskp12 | hskp3 (3:3) [global subsumption 5437,4654,5428,5435_1,3493,5243,4301]
5437. hskp8 | ~hskp12 | hskp3 | ~hskp16 (3:4) [resolution 5243,4304]
4304. hskp4 | hskp3 | ~hskp16 (2:3) [subsumption resolution 4303,3496]
3496. hskp4 | hskp3 | ~hskp25 (1:3) [subsumption resolution 3495,60]
3495. hskp3 | hskp4 | ~c2_1(a651) | ~hskp25 (1:5) [subsumption resolution 3466,58]
3466. hskp3 | c1_1(a651) | hskp4 | ~c2_1(a651) | ~hskp25 (1:7) [resolution 3435,59]
4303. hskp3 | hskp4 | hskp25 | ~hskp16 (2:4) [resolution 4301,3347]
5442_1. hskp8 | ~hskp12 | hskp3 (3:3) [global subsumption 5439,5440_1]
5439. hskp8 | ~hskp12 | hskp3 | ~hskp25 (3:4) [resolution 5243,3496]
6149_1. hskp16 | sP15 | ~hskp12 (3:3) [global subsumption 6143,6137_1]
6137_1. hskp16 | sP15 | ~hskp12 (3:3) [global subsumption 6131,6029_1]
6029_1. hskp15 | sP15 | ~hskp12 (3:3) [global subsumption 581,2759,681,5322,6020,4858,5143_1]
6020. hskp15 | ~hskp28 | sP15 | ~hskp12 (3:4) [resolution 6016_1,2527]
2527. sP19 | sP15 | ~hskp12 (2:3) [duplicate literal removal 2526]
2526. sP19 | ~hskp12 | sP15 | ~hskp12 (2:4) [resolution 804,681]
2759. hskp15 | ~c1_1(a600) | hskp29 | ~hskp12 (1:5) [subsumption resolution 2714,24]
2714. hskp15 | ~c2_1(a600) | ~c1_1(a600) | hskp29 | ~hskp12 (1:7) [resolution 2686,23]
6131. hskp16 | ~hskp15 | sP15 | ~hskp12 (3:4) [resolution 6124,2689]
2689. sP20 | sP15 | ~hskp12 (2:3) [duplicate literal removal 2688]
2688. sP20 | ~hskp12 | sP15 | ~hskp12 (2:4) [resolution 838,681]
6143. hskp16 | ~hskp28 | sP15 | ~hskp12 (3:4) [resolution 6127_1,2689]
4305. hskp3 | ~hskp16 | hskp21 | hskp11 (3:4) [resolution 4304,3694]
681. c1_1(a600) | sP15 | ~hskp12 (1:4) [subsumption resolution 664,22]
664. ~c0_1(a600) | c1_1(a600) | sP15 | ~hskp12 (1:6) [resolution 236,23]
5825. hskp3 | sP9 | ~hskp12 (3:3) [subsumption resolution 5821,529]
5821. hskp26 | hskp3 | sP9 | ~hskp12 (3:4) [resolution 5806_1,1995]
1995. sP15 | sP9 | ~hskp12 (2:3) [duplicate literal removal 1994]
1994. sP15 | ~hskp12 | sP9 | ~hskp12 (2:4) [resolution 681,527]
527. ~c1_1(a600) | sP9 | ~hskp12 (1:4) [subsumption resolution 513,22]
513. ~c1_1(a600) | ~c0_1(a600) | sP9 | ~hskp12 (1:6) [resolution 224,24]
5806_1. ~sP15 | hskp26 | hskp3 (1:3) [global subsumption 5805_1,2195,5435_1,5612]
5805_1. ~sP15 | c2_1(X35) | hskp26 | hskp3 (1:5) [global subsumption 5775,2195,5435_1,5612]
5775. ~sP15 | c1_1(X35) | c2_1(X35) | hskp26 | hskp3 (1:7) [duplicate literal removal 5763]
5763. c2_1(X35) | c1_1(X35) | hskp26 | ~sP15 | c2_1(X35) | c1_1(X35) | hskp3 (1:11) [resolution 5720_1,5535]
6355. hskp3 | ~hskp12 | hskp10 | ~hskp28 (4:4) [resolution 5625_1,5129]
5625_1. sP9 | hskp3 | ~hskp12 (3:3) [global subsumption 5621,5435_1]
5621. hskp3 | ~hskp17 | sP9 | ~hskp12 (3:4) [resolution 5612,1995]
6596_1. ~sP25 | ~hskp22 | ~hskp10 (3:3) [global subsumption 6588,5213_1,6581]
6588. ~sP25 | ~hskp22 | sP12 | ~hskp10 (3:4) [resolution 6581,3927]
3927. sP26 | sP12 | ~hskp10 (2:3) [duplicate literal removal 3913]
3913. sP26 | ~hskp10 | sP12 | ~hskp10 (2:4) [resolution 1041,607]
5717_1. hskp1 | ~hskp12 | hskp3 (3:3) [global subsumption 5714,4654,5428,5435_1,3493,5706,4301]
5714. hskp1 | ~hskp12 | hskp3 | ~hskp16 (3:4) [resolution 5706,4304]
6238. ~hskp1 | hskp12 | hskp3 | ~hskp14 (3:4) [resolution 6220,5822]
5822. hskp26 | hskp3 | ~hskp14 (2:3) [resolution 5806_1,683]
6486_1. ~hskp7 | hskp3 | ~hskp16 (3:3) [global subsumption 2193,1767,5629,6483,5622]
6483. ~hskp7 | hskp14 | hskp3 | ~hskp16 (3:4) [resolution 6469,4304]
6932_1. hskp26 | hskp3 (4:2) [global subsumption 6931_1,3784,6469,5815_1,5822,109,501,5027,108,6842_1,6470]
6931_1. hskp26 | hskp17 | hskp3 (4:3) [global subsumption 6929,2195,6842_1]
6929. hskp18 | hskp26 | hskp17 | hskp3 (4:4) [resolution 5817,2193]
4514. ~sP2 | c0_1(a599) | hskp8 | ~hskp11 (1:5) [subsumption resolution 4484,19]
4484. ~sP2 | c1_1(a599) | c0_1(a599) | hskp8 | ~hskp11 (1:7) [resolution 4440,20]
6990. ~c0_1(a599) | ~sP30 | hskp17 | ~hskp11 (1:5) [subsumption resolution 6954,19]
6954. ~c0_1(a599) | ~sP30 | c1_1(a599) | hskp17 | ~hskp11 (1:7) [resolution 6933,21]
5917. hskp16 | ~hskp6 | sP16 | ~hskp14 (3:4) [resolution 5914,2326]
6993_1. ~sP30 | hskp17 | ~hskp12 (1:3) [global subsumption 6992,6842_1,6989]
6992. ~sP30 | c1_1(a600) | hskp17 | ~hskp12 (1:5) [subsumption resolution 6955,22]
6955. ~c0_1(a600) | ~sP30 | c1_1(a600) | hskp17 | ~hskp12 (1:7) [resolution 6933,24]
6989. ~sP30 | hskp17 | ~hskp3 (1:3) [subsumption resolution 6988,15]
15. ~c1_1(a587) | ~hskp3 (0:3) [cnf transformation 5]
6988. ~sP30 | c1_1(a587) | hskp17 | ~hskp3 (1:5) [subsumption resolution 6953,16]
16. c0_1(a587) | ~hskp3 (0:3) [cnf transformation 5]
6953. ~c0_1(a587) | ~sP30 | c1_1(a587) | hskp17 | ~hskp3 (1:7) [resolution 6933,14]
14. c2_1(a587) | ~hskp3 (0:3) [cnf transformation 5]
7006_1. ~sP30 | hskp17 | ~hskp29 (1:3) [global subsumption 7005,6469,7002_1,4673,2195,6993_1,6989,3424,6991_1,4155,6726,2193,5038_1,6218,3203_1]
7005. ~sP30 | c1_1(a678) | hskp17 | ~hskp29 (1:5) [subsumption resolution 6963,66]
6963. ~c0_1(a678) | ~sP30 | c1_1(a678) | hskp17 | ~hskp29 (1:7) [resolution 6933,67]
4302. hskp4 | hskp3 | c1_1(a592) | ~hskp7 (1:5) [subsumption resolution 4279,187]
4279. hskp4 | c0_1(a592) | hskp3 | c1_1(a592) | ~hskp7 (1:7) [resolution 4238,188]
1173. c0_1(a593) | sP30 | ~hskp8 (1:4) [subsumption resolution 1162,184]
1162. ~c1_1(a593) | c0_1(a593) | sP30 | ~hskp8 (1:6) [resolution 266,183]
4862. ~sP6 | ~c0_1(a593) | hskp15 | ~hskp8 (1:5) [subsumption resolution 4817,184]
4817. ~sP6 | ~c1_1(a593) | ~c0_1(a593) | hskp15 | ~hskp8 (1:7) [resolution 4774,182]
1607. sP41 | ~hskp15 (1:2) [subsumption resolution 1606,31]
1606. c0_1(a604) | sP41 | ~hskp15 (1:4) [subsumption resolution 1591,30]
1591. ~c1_1(a604) | c0_1(a604) | sP41 | ~hskp15 (1:6) [resolution 288,32]
8215_1. ~sP41 | c0_1(X39) | c2_1(X39) (1:5) [global subsumption 7957_1,3219,1398,7845,8210_1,3166,5132,8200_1,8214_1,8213_1,7843_1,8211_1,843,8090,4670,8204_1,1572,1399,6584,8055_1,1000,6216,870,908,4439,349,1480,6829_1,6906,1142,7391_1,4930,905]
6906. sP36 | ~sP29 | c2_1(X14) | c0_1(X14) | hskp18 (1:7) [duplicate literal removal 6859]
6859. ~sP29 | c0_1(X14) | c2_1(X14) | hskp18 | c2_1(X14) | c0_1(X14) | sP36 (1:11) [resolution 6841,278]
6829_1. hskp27 | ~hskp18 | ~hskp24 (3:3) [global subsumption 6816,5139,6700,4179,6811,1038,6582,3718,6142,1108,5213_1]
6142. ~hskp24 | ~hskp28 | hskp16 (2:3) [resolution 6127_1,841]
4179. sP28 | ~hskp24 | sP27 (2:3) [subsumption resolution 4178,159]
4178. sP27 | ~hskp24 | ~c0_1(a648) | sP28 (2:5) [subsumption resolution 4163,161]
4163. sP27 | ~hskp24 | ~c1_1(a648) | ~c0_1(a648) | sP28 (2:7) [resolution 1077,262]
6816. hskp27 | ~hskp18 | ~hskp24 | sP10 (3:4) [resolution 6811,1339]
1339. sP28 | ~hskp24 | sP10 (2:3) [subsumption resolution 1338,159]
1338. sP10 | ~hskp24 | ~c0_1(a648) | sP28 (2:5) [subsumption resolution 1332,161]
1332. sP10 | ~hskp24 | ~c1_1(a648) | ~c0_1(a648) | sP28 (2:7) [resolution 557,262]
6216. ~sP21 | c0_1(a612) | hskp12 | ~hskp28 (1:5) [subsumption resolution 6192,150]
6192. ~sP21 | ~c1_1(a612) | c0_1(a612) | hskp12 | ~hskp28 (1:7) [resolution 6154,151]
1399. c2_1(a595) | sP36 | ~hskp9 (1:4) [subsumption resolution 1390,179]
1390. c2_1(a595) | c0_1(a595) | sP36 | ~hskp9 (1:6) [resolution 278,180]
8204_1. ~sP41 | c0_1(X33) | c2_1(X33) | hskp23 (1:6) [global subsumption 8203_1,7843_1]
8203_1. ~sP41 | c0_1(X33) | c1_1(X33) | c2_1(X33) | hskp23 (1:8) [global subsumption 1569,7391_1,8068_1,6727,3160,7348_1,8185_1,8202_1,7019,8196_1,344,6692_1,1723]
8196_1. ~sP41 | c0_1(X27) | hskp8 (1:4) [global subsumption 1573,8063_1,6720_1,8195_1,4155,8188_1,385,6583,8055_1,5197,7391_1,8094_1]
5197. ~sP10 | hskp8 | sP25 | ~hskp14 (2:4) [subsumption resolution 5161,27]
5161. ~c0_1(a603) | ~sP10 | hskp8 | sP25 | ~hskp14 (2:6) [resolution 5148_1,1001]
8188_1. ~sP41 | c0_1(X13) | hskp8 | hskp6 (1:5) [global subsumption 2973,6220,5807,7391_1,1569,8059_1,8175,7843_1,7471_1,6346_1,1568,5243]
8175. c1_1(X13) | ~sP41 | c0_1(X13) | hskp8 | hskp6 | hskp1 (1:8) [duplicate literal removal 8118]
8118. ~sP41 | c0_1(X13) | hskp1 | hskp6 | c0_1(X13) | c1_1(X13) | hskp8 (1:10) [resolution 8098_1,1616]
8195_1. ~sP41 | ~sP2 | c0_1(X27) | hskp8 (1:5) [global subsumption 8171,2978,5224,8094_1,8188_1,6316,5215_1,7338_1,943,4519,6584,8055_1,5197,7391_1,8063_1,1568,6218,870,8066_1,8102_1,7193_1,2973]
7193_1. ~sP2 | hskp8 | hskp11 (1:3) [global subsumption 3056,2461,7184_1,6043_1,4518,7192_1,3423,5200,2375_1,5130,3205_1]
7192_1. ~sP2 | c0_1(X27) | hskp8 | hskp11 (1:5) [global subsumption 3775,6154,3203_1,6729,109,5113_1,3423,4518,7191_1,3638,5132,7080,1991,6043_1,1656]
7191_1. ~sP2 | c2_1(X27) | c0_1(X27) | hskp8 | hskp11 (1:7) [global subsumption 7190_1,6043_1,4518,7183_1]
7190_1. ~sP32 | ~sP2 | c2_1(X27) | c0_1(X27) | hskp8 | hskp11 (1:8) [global subsumption 7161,6043_1,4518,7183_1]
7161. c1_1(X27) | ~sP32 | ~sP2 | c2_1(X27) | c0_1(X27) | hskp8 | hskp11 (1:10) [duplicate literal removal 7121]
7121. c0_1(X27) | c2_1(X27) | ~sP32 | hskp11 | ~sP2 | c1_1(X27) | c0_1(X27) | hskp8 (1:12) [resolution 7093,4440]
3775. c0_1(X12) | sP31 | ~c2_1(X12) | hskp4 | hskp10 | c1_1(X12) (1:9) [duplicate literal removal 3735]
3735. c0_1(X12) | ~c2_1(X12) | hskp10 | hskp4 | ~c2_1(X12) | c1_1(X12) | sP31 (1:11) [resolution 3696,268]
8171. c1_1(X27) | ~sP41 | ~sP2 | c0_1(X27) | hskp8 | hskp1 (1:8) [duplicate literal removal 8132]
8132. ~sP41 | c0_1(X27) | hskp1 | ~sP2 | c1_1(X27) | c0_1(X27) | hskp8 (1:10) [resolution 8098_1,4440]
7019. hskp17 | sP12 | ~hskp8 (3:3) [resolution 7007_1,4871]
4871. sP30 | sP12 | ~hskp8 (2:3) [duplicate literal removal 4870]
4870. sP30 | ~hskp8 | sP12 | ~hskp8 (2:4) [resolution 1173,608]
8202_1. ~sP41 | c0_1(X33) | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:9) [global subsumption 3558,7499,5397,8185_1,6602,7196_1,6220,8200_1,8138,2973,5416,1568,8079_1]
8079_1. ~sP40 | ~sP35 | c0_1(X41) (1:4) [global subsumption 7007_1,6316,6722_1,8078_1,908,5327,8052_1,7497,1171,6924,1142,7391_1,6028_1,7495,6317]
8078_1. ~sP40 | ~sP35 | c0_1(X41) | hskp2 (1:5) [global subsumption 7493_1,8077_1,7725_1]
8077_1. ~sP40 | ~sP35 | c0_1(X41) | c1_1(X41) | hskp2 (1:7) [global subsumption 6582,3574,7391_1,6692_1,1821,8059_1,7499,302,8026,325_1,7964,652,8074_1,7497,8055_1,349,7083,627,1213,344]
8074_1. ~sP40 | c0_1(X39) | c2_1(X39) | hskp28 (1:6) [global subsumption 8073_1,7843_1]
8026. ~c2_1(X41) | ~sP40 | ~sP35 | c0_1(X41) | c1_1(X41) | hskp2 (1:9) [duplicate literal removal 8008]
8008. c1_1(X41) | ~sP40 | c0_1(X41) | hskp2 | ~c2_1(X41) | ~sP35 | c0_1(X41) (1:11) [resolution 7964,7388_1]
8138. ~sP41 | c0_1(X33) | hskp1 | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:10) [resolution 8098_1,5339]
5397. c1_1(X13) | sP35 | ~sP12 | c0_1(X13) | c2_1(X13) | hskp23 (1:9) [duplicate literal removal 5354]
5354. ~sP12 | c1_1(X13) | c2_1(X13) | hskp23 | c2_1(X13) | c0_1(X13) | sP35 (1:11) [resolution 5339,276]
8185_1. c0_1(X8) | c1_1(X8) | ~c2_1(X8) (1:6) [global subsumption 8184_1,8084_1]
8084_1. ~c2_1(X44) | c0_1(X44) | c1_1(X44) (1:6) [global subsumption 6582,3574,7391_1,6692_1,6837_1,8081_1,7471_1,1480,8083_1,8055_1,349,7083,7937_1,2310,344,1481]
8083_1. ~c2_1(X44) | ~sP38 | c0_1(X44) | c1_1(X44) (1:7) [global subsumption 1171,8081_1,7471_1,7007_1,5509,652,5327,8052_1,8082,7960,284,629,146,325_1,7962,6317,6722_1,908]
629. sP13 | ~hskp5 (1:2) [subsumption resolution 628,194]
628. ~c0_1(a589) | sP13 | ~hskp5 (1:4) [subsumption resolution 621,196]
621. ~c1_1(a589) | ~c0_1(a589) | sP13 | ~hskp5 (1:6) [resolution 232,195]
7960. ~sP38 | ~sP39 | c0_1(a612) | ~hskp28 (1:5) [subsumption resolution 7904,151]
7904. ~sP38 | ~sP39 | ~c2_1(a612) | c0_1(a612) | ~hskp28 (1:7) [resolution 7851,152]
8082. ~c2_1(X44) | ~sP40 | ~sP38 | c0_1(X44) | c1_1(X44) | hskp2 (1:9) [subsumption resolution 8023,284]
8023. ~c2_1(X44) | ~sP40 | ~sP39 | ~sP38 | c0_1(X44) | c1_1(X44) | hskp2 (1:10) [duplicate literal removal 8011]
8011. c1_1(X44) | ~sP40 | c0_1(X44) | hskp2 | ~sP38 | ~sP39 | ~c2_1(X44) | c0_1(X44) (1:12) [resolution 7964,7851]
8081_1. ~sP40 | c1_1(X42) | c0_1(X42) | hskp18 (1:6) [global subsumption 1481,7818_1,7710,8079_1,7958,6028_1,8080_1,284,6924,1142,7391_1,6927]
8080_1. ~sP40 | c1_1(X42) | c0_1(X42) | hskp2 | hskp18 (1:7) [global subsumption 8025,7851,7964,1480,8076_1,284,7565]
8076_1. ~sP40 | c0_1(X40) | c1_1(X40) | hskp27 | hskp2 (1:7) [global subsumption 6582,3574,7391_1,6692_1,4380,8063_1,8075_1,8055_1,1108,7083,1109,1213,344]
8075_1. ~sP40 | ~sP28 | c0_1(X40) | c1_1(X40) | hskp27 | hskp2 (1:8) [global subsumption 7959,1481,8063_1,6813,8068_1,284,8027,6926,6811,1142,7391_1]
8027. c2_1(X40) | ~sP40 | ~sP28 | c0_1(X40) | c1_1(X40) | hskp27 | hskp2 (1:10) [duplicate literal removal 8007]
8007. c1_1(X40) | ~sP40 | c0_1(X40) | hskp2 | ~sP28 | hskp27 | c2_1(X40) | c0_1(X40) (1:12) [resolution 7964,6725]
7959. ~sP38 | ~sP39 | ~c2_1(a636) | ~hskp23 (1:5) [subsumption resolution 7902,56]
7902. ~sP38 | ~sP39 | ~c2_1(a636) | c0_1(a636) | ~hskp23 (1:7) [resolution 7851,57]
8025. c2_1(X42) | ~sP40 | c1_1(X42) | c0_1(X42) | hskp2 | hskp18 (1:9) [duplicate literal removal 8009]
8009. c1_1(X42) | ~sP40 | c0_1(X42) | hskp2 | c0_1(X42) | c2_1(X42) | hskp18 (1:11) [resolution 7964,7565]
8184_1. c0_1(X8) | hskp1 | c1_1(X8) | ~c2_1(X8) (1:7) [global subsumption 8113,8084_1]
8113. ~sP41 | c0_1(X8) | hskp1 | c1_1(X8) | ~c2_1(X8) | sP26 (1:9) [resolution 8098_1,258]
3160. sP22 | sP12 | ~hskp10 (2:3) [duplicate literal removal 3152]
3152. sP22 | ~hskp10 | sP12 | ~hskp10 (2:4) [resolution 910,607]
8068_1. ~sP40 | c0_1(X33) | c1_1(X33) | hskp2 | hskp23 (1:7) [global subsumption 1369,7388_1,7964,8067_1,1108,6813,8063_1,1481,322,284,325_1,1480,7083,7937_1]
8067_1. ~sP40 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp2 | hskp23 (1:9) [global subsumption 8034,6582,3574,7391_1,6314_1,7843_1,3160,7348_1,5339,7964,1723,8063_1,8055_1,349,7083,608,1213,344]
6314_1. c1_1(X32) | ~sP22 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) (1:9) [global subsumption 6290,942,5815_1,4656,4436,4431,4437]
6290. c1_1(X32) | ~sP23 | ~sP22 | ~sP1 | ~sP0 | c0_1(X32) | c2_1(X32) (1:10) [duplicate literal removal 6275]
6275. ~sP22 | ~sP23 | c1_1(X32) | c2_1(X32) | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:12) [resolution 6241,4375]
8034. ~sP40 | ~sP12 | c2_1(X33) | c0_1(X33) | c1_1(X33) | hskp2 | hskp23 (1:10) [duplicate literal removal 8000]
8000. c1_1(X33) | ~sP40 | c0_1(X33) | hskp2 | ~sP12 | c1_1(X33) | c2_1(X33) | hskp23 (1:12) [resolution 7964,5339]
8211_1. ~sP41 | ~sP20 | c0_1(X37) | hskp16 (1:5) [global subsumption 8167,6124,8210_1]
8167. ~c1_1(X37) | ~sP41 | ~sP20 | c0_1(X37) | hskp16 | hskp1 (1:8) [duplicate literal removal 8142]
8142. ~sP41 | c0_1(X37) | hskp1 | ~sP20 | ~c1_1(X37) | c0_1(X37) | hskp16 (1:10) [resolution 8098_1,6037]
8213_1. ~sP41 | c0_1(X38) | ~sP22 | c1_1(X38) (1:6) [global subsumption 1399,4670,8200_1,8204_1,8185_1,1572,8074_1,3283,8206_1,8212_1,7845,8210_1,1947,8194_1,938]
8212_1. ~sP41 | c0_1(X38) | ~sP22 | ~sP23 | c1_1(X38) (1:7) [global subsumption 8143,8206_1,649,3220,8196_1,7011,6316,1173,7007_1,7957_1,1481]
8143. ~sP41 | c0_1(X38) | hskp1 | ~sP22 | ~sP23 | c1_1(X38) | c2_1(X38) (1:10) [resolution 8098_1,6241]
8206_1. ~sP41 | c0_1(X34) | ~sP14 | c1_1(X34) (1:6) [global subsumption 626,8205_1,6582,3574,7391_1,6692_1,1821,8196_1,8055_1,7083,627,1213,344]
8205_1. ~sP41 | c0_1(X34) | ~sP13 | ~sP14 | c1_1(X34) (1:7) [global subsumption 8139,7496,5499,8185_1,5511,8203_1]
5511. ~sP13 | ~sP14 | c2_1(a636) | ~hskp23 (1:5) [subsumption resolution 5481,55]
5481. ~sP13 | ~sP14 | c1_1(a636) | c2_1(a636) | ~hskp23 (1:7) [resolution 5432,57]
5499. c1_1(X13) | sP35 | ~sP14 | ~sP13 | c0_1(X13) | c2_1(X13) (1:9) [duplicate literal removal 5456]
5456. ~sP13 | ~sP14 | c1_1(X13) | c2_1(X13) | c2_1(X13) | c0_1(X13) | sP35 (1:11) [resolution 5432,276]
8139. ~sP41 | c0_1(X34) | hskp1 | ~sP13 | ~sP14 | c1_1(X34) | c2_1(X34) (1:10) [resolution 8098_1,5432]
8214_1. ~sP41 | c0_1(X39) | c2_1(X39) | hskp28 (1:6) [global subsumption 8166,4035,7391_1,7845,8210_1,1399,4670,8200_1,8204_1,1572,8074_1,6697,7495,1370]
8166. ~sP41 | ~sP27 | c0_1(X39) | c2_1(X39) | hskp28 | hskp1 (1:8) [duplicate literal removal 8144]
8144. ~sP41 | c0_1(X39) | hskp1 | ~sP27 | hskp28 | c2_1(X39) | c0_1(X39) (1:10) [resolution 8098_1,6617]
8210_1. c0_1(X36) | ~sP41 | hskp15 (1:4) [global subsumption 8209_1,7951_1,7832_1,364,8196_1,3273,1571,8090,6028_1,4670,8200_1,8204_1,8185_1,344,7391_1,1569]
7951_1. c1_1(X32) | ~sP1 | ~sP0 | c0_1(X32) (1:6) [global subsumption 7950_1,7485_1]
7485_1. c1_1(X32) | ~sP1 | ~sP0 | c0_1(X32) (1:6) [global subsumption 7484_1,6692_1]
7484_1. c1_1(X32) | ~sP1 | ~sP0 | ~c2_1(X32) | c0_1(X32) (1:8) [global subsumption 7447,6692_1]
7447. c1_1(X32) | ~sP35 | ~sP1 | ~sP0 | ~c2_1(X32) | c0_1(X32) (1:9) [duplicate literal removal 7424]
7424. ~c2_1(X32) | ~sP35 | c0_1(X32) | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:11) [resolution 7388_1,4375]
7950_1. c1_1(X32) | ~sP1 | ~sP0 | ~c2_1(X32) | c0_1(X32) (1:8) [global subsumption 7949,7485_1]
7949. c1_1(X32) | ~sP38 | ~sP1 | ~sP0 | ~c2_1(X32) | c0_1(X32) (1:9) [subsumption resolution 7914,284]
7914. c1_1(X32) | ~sP39 | ~sP38 | ~sP1 | ~sP0 | ~c2_1(X32) | c0_1(X32) (1:10) [duplicate literal removal 7891]
7891. ~sP38 | ~sP39 | ~c2_1(X32) | c0_1(X32) | ~sP0 | c1_1(X32) | ~sP1 | c0_1(X32) (1:12) [resolution 7851,4375]
8209_1. c0_1(X36) | ~sP41 | ~sP19 | hskp15 (1:5) [global subsumption 8168,7957_1,2123,8196_1,6017,1481,649,8206_1,7832_1]
8168. ~c1_1(X36) | c0_1(X36) | ~sP41 | ~sP19 | hskp15 | hskp1 (1:8) [duplicate literal removal 8141]
8141. ~sP41 | c0_1(X36) | hskp1 | ~sP19 | ~c1_1(X36) | c0_1(X36) | hskp15 (1:10) [resolution 8098_1,5926]
8643_1. hskp28 | c2_1(X27) | c0_1(X27) (0:5) [global subsumption 8642,8215_1,1607,4862,1173,7007_1,6320,8357_1,8393_1,8361_1,5143_1,112,8302_1]
8642. ~c3_1(X27) | hskp28 | c2_1(X27) | c0_1(X27) (0:7) [subsumption resolution 6617,8326]
8326. sP27 (1:1) [subsumption resolution 1074,8269]
9268. ~c2_1(a601) (0:2) [subsumption resolution 171,8620_1]
8620_1. hskp13 (1:1) [global subsumption 8614,3839,8357_1,1517,7962,1481,8361_1,1173,7007_1,6320,8393_1,3558,8302_1,2977,6124,8363_1,4862,5143_1,112,8231_1]
8363_1. sP20 (1:1) [global subsumption 8323,842,5914,774,8360_1,8088_1,1568,8269,838,3548,8302_1,8231_1]
842. ~c0_1(a606) | sP20 | ~hskp16 (1:4) [subsumption resolution 829,166]
829. ~c0_1(a606) | ~c1_1(a606) | sP20 | ~hskp16 (1:6) [resolution 246,168]
8323. ~c1_1(a600) | sP20 (1:3) [subsumption resolution 838,8269]
8614. hskp13 | hskp19 (1:2) [subsumption resolution 3839,8607_1]
8607_1. hskp1 (0:1) [global subsumption 8606_1,8357_1]
8606_1. c1_1(X49) | hskp1 (0:3) [global subsumption 8605_1,8357_1]
8605_1. ~c0_1(X49) | c1_1(X49) | hskp1 (0:5) [global subsumption 8604,8357_1]
8604. c2_1(X49) | ~c0_1(X49) | c1_1(X49) | hskp1 (0:7) [subsumption resolution 5640,8320]
8320. sP16 (1:1) [subsumption resolution 712,8269]
9269. ~c0_1(a601) (0:2) [subsumption resolution 170,8620_1]
% SZS output end Proof for FEP017
------------------------------
Version: Vampire 1.8 (revision 1280)
Termination reason: Refutation

Active clauses: 865
Passive clauses: 2704
Generated clauses: 9549
Final active clauses: 421
Final passive clauses: 1606
Input formulas: 1
Initial clauses: 242

Duplicate literals: 1753
Fw subsumption resolutions: 1112
Bw subsumption resolutions: 444
Global subsumptions: 1136

Simple tautologies: 1402
Forward subsumptions: 1895

Binary resolution: 5059
Unit resulting resolution: 54

SAT solver clauses: 6410
SAT solver unit clauses: 1081
SAT solver binary clauses: 834
SAT solver learnt clauses: 1136
SAT solver learnt literals: 3133

Memory used [KB]: 3326
Time elapsed: 0.166 s
------------------------------
% Success in time 0.22 s

WATCH: 0.16 CPU 0.23 WC

FINAL WATCH: 0.16 CPU 0.23 WC