TSTP Solution File: PUZ028-5 by SPASS---3.9
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : SPASS---3.9
% Problem : PUZ028-5 : TPTP v8.1.0. Released v2.0.0.
% Transfm : none
% Format : tptp
% Command : run_spass %d %s
% Computer : n025.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Mon Jul 18 18:27:19 EDT 2022
% Result : Unsatisfiable 0.43s 0.66s
% Output : Refutation 0.43s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.11 % Problem : PUZ028-5 : TPTP v8.1.0. Released v2.0.0.
% 0.06/0.12 % Command : run_spass %d %s
% 0.11/0.32 % Computer : n025.cluster.edu
% 0.11/0.32 % Model : x86_64 x86_64
% 0.11/0.32 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.11/0.32 % Memory : 8042.1875MB
% 0.11/0.32 % OS : Linux 3.10.0-693.el7.x86_64
% 0.11/0.32 % CPULimit : 300
% 0.11/0.32 % WCLimit : 600
% 0.11/0.32 % DateTime : Sat May 28 20:10:40 EDT 2022
% 0.11/0.32 % CPUTime :
% 0.43/0.66
% 0.43/0.66 SPASS V 3.9
% 0.43/0.66 SPASS beiseite: Proof found.
% 0.43/0.66 % SZS status Theorem
% 0.43/0.66 Problem: /export/starexec/sandbox/benchmark/theBenchmark.p
% 0.43/0.66 SPASS derived 5695 clauses, backtracked 6075 clauses, performed 977 splits and kept 9687 clauses.
% 0.43/0.66 SPASS allocated 78023 KBytes.
% 0.43/0.66 SPASS spent 0:00:00.32 on the problem.
% 0.43/0.66 0:00:00.03 for the input.
% 0.43/0.66 0:00:00.00 for the FLOTTER CNF translation.
% 0.43/0.66 0:00:00.04 for inferences.
% 0.43/0.66 0:00:00.01 for the backtracking.
% 0.43/0.66 0:00:00.18 for the reduction.
% 0.43/0.66
% 0.43/0.66
% 0.43/0.66 Here is a proof with depth 10, length 1824 :
% 0.43/0.66 % SZS output start Refutation
% 0.43/0.66 1[0:Inp] || -> person(one)*.
% 0.43/0.66 2[0:Inp] || -> person(two)*.
% 0.43/0.66 3[0:Inp] || -> person(three)*.
% 0.43/0.66 4[0:Inp] || -> person(four)*.
% 0.43/0.66 5[0:Inp] || -> person(five)*.
% 0.43/0.66 6[0:Inp] || -> person(six)*.
% 0.43/0.66 7[0:Inp] || -> after(one,two)*l.
% 0.43/0.66 8[0:Inp] || -> after(two,three)*l.
% 0.43/0.66 9[0:Inp] || -> after(three,four)*l.
% 0.43/0.66 10[0:Inp] || -> after(four,five)*l.
% 0.43/0.66 11[0:Inp] || -> after(five,six)*l.
% 0.43/0.66 12[0:Inp] || after(u,v)* after(v,w)* -> after(u,w)*.
% 0.43/0.66 13[0:Inp] person(u) person(v) || after(v,u)+ -> not_familiar(v,u)* familiar(v,u).
% 0.43/0.66 14[0:Inp] || familiar(u,v)*+ familiar(w,v)* familiar(u,w)* -> .
% 0.43/0.66 15[0:Inp] || not_familiar(u,v)*+ not_familiar(w,v)* not_familiar(u,w)* -> .
% 0.43/0.66 22[0:Res:11.0,13.2] person(six) person(five) || -> not_familiar(five,six)* familiar(five,six).
% 0.43/0.66 23[0:Res:10.0,13.2] person(five) person(four) || -> not_familiar(four,five)* familiar(four,five).
% 0.43/0.66 24[0:Res:9.0,13.2] person(four) person(three) || -> not_familiar(three,four)* familiar(three,four).
% 0.43/0.66 25[0:Res:8.0,13.2] person(three) person(two) || -> not_familiar(two,three)* familiar(two,three).
% 0.43/0.66 26[0:Res:7.0,13.2] person(two) person(one) || -> not_familiar(one,two)* familiar(one,two).
% 0.43/0.66 28[0:NCh:12.2,12.0,13.2,10.0] person(u) person(four) || after(five,u) -> not_familiar(four,u)* familiar(four,u).
% 0.43/0.66 29[0:NCh:12.2,12.0,13.2,9.0] person(u) person(three) || after(four,u) -> not_familiar(three,u)* familiar(three,u).
% 0.43/0.66 30[0:NCh:12.2,12.0,13.2,8.0] person(u) person(two) || after(three,u) -> not_familiar(two,u)* familiar(two,u).
% 0.43/0.66 31[0:NCh:12.2,12.0,13.2,7.0] person(u) person(one) || after(two,u) -> not_familiar(one,u)* familiar(one,u).
% 0.43/0.66 32[0:SSi:22.1,22.0,5.0,6.0] || -> not_familiar(five,six)* familiar(five,six).
% 0.43/0.66 33[0:SSi:23.1,23.0,4.0,5.0] || -> not_familiar(four,five)* familiar(four,five).
% 0.43/0.66 34[0:SSi:24.1,24.0,3.0,4.0] || -> not_familiar(three,four)* familiar(three,four).
% 0.43/0.66 35[0:SSi:25.1,25.0,2.0,3.0] || -> not_familiar(two,three)* familiar(two,three).
% 0.43/0.66 36[0:SSi:26.1,26.0,1.0,2.0] || -> not_familiar(one,two)* familiar(one,two).
% 0.43/0.66 37[0:SSi:31.1,1.0] person(u) || after(two,u)+ -> not_familiar(one,u)* familiar(one,u).
% 0.43/0.66 38[0:SSi:30.1,2.0] person(u) || after(three,u)+ -> not_familiar(two,u)* familiar(two,u).
% 0.43/0.66 39[0:SSi:29.1,3.0] person(u) || after(four,u)+ -> not_familiar(three,u)* familiar(three,u).
% 0.43/0.66 40[0:SSi:28.1,4.0] person(u) || after(five,u)+ -> not_familiar(four,u)* familiar(four,u).
% 0.43/0.66 42[0:Res:32.0,15.0] || not_familiar(u,six)*+ not_familiar(five,u)* -> familiar(five,six).
% 0.43/0.66 43[0:Res:33.0,15.0] || not_familiar(u,five)*+ not_familiar(four,u)* -> familiar(four,five).
% 0.43/0.66 44[0:Res:34.0,15.0] || not_familiar(u,four)*+ not_familiar(three,u)* -> familiar(three,four).
% 0.43/0.66 45[0:Res:35.0,15.0] || not_familiar(u,three)*+ not_familiar(two,u)* -> familiar(two,three).
% 0.43/0.66 47[0:Res:8.0,37.1] person(three) || -> not_familiar(one,three)* familiar(one,three).
% 0.43/0.66 48[0:NCh:12.2,12.0,37.1,8.0] person(u) || after(three,u)+ -> not_familiar(one,u)* familiar(one,u).
% 0.43/0.66 49[0:SSi:47.0,3.0] || -> not_familiar(one,three)* familiar(one,three).
% 0.43/0.66 50[0:Res:49.0,15.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> familiar(one,three).
% 0.43/0.66 55[0:Res:9.0,38.1] person(four) || -> not_familiar(two,four)* familiar(two,four).
% 0.43/0.66 56[0:NCh:12.2,12.0,38.1,9.0] person(u) || after(four,u)+ -> not_familiar(two,u)* familiar(two,u).
% 0.43/0.66 57[0:SSi:55.0,4.0] || -> not_familiar(two,four)* familiar(two,four).
% 0.43/0.66 58[0:Res:57.0,15.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> familiar(two,four).
% 0.43/0.66 60[0:Res:57.0,44.0] || not_familiar(three,two)*+ -> familiar(two,four) familiar(three,four).
% 0.43/0.66 62[0:Res:10.0,39.1] person(five) || -> not_familiar(three,five)* familiar(three,five).
% 0.43/0.66 63[0:NCh:12.2,12.0,39.1,10.0] person(u) || after(five,u)+ -> not_familiar(three,u)* familiar(three,u).
% 0.43/0.66 64[0:SSi:62.0,5.0] || -> not_familiar(three,five)* familiar(three,five).
% 0.43/0.66 65[0:Res:64.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> familiar(three,five).
% 0.43/0.66 66[0:Res:64.0,43.0] || not_familiar(four,three)*+ -> familiar(three,five) familiar(four,five).
% 0.43/0.66 67[1:Spt:60.2] || -> familiar(three,four)*.
% 0.43/0.66 70[0:Res:11.0,40.1] person(six) || -> not_familiar(four,six)* familiar(four,six).
% 0.43/0.66 72[0:SSi:70.0,6.0] || -> not_familiar(four,six)* familiar(four,six).
% 0.43/0.66 73[0:Res:72.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> familiar(four,six).
% 0.43/0.66 74[0:Res:72.0,42.0] || not_familiar(five,four)*+ -> familiar(four,six) familiar(five,six).
% 0.43/0.66 75[2:Spt:66.2] || -> familiar(four,five)*.
% 0.43/0.66 78[3:Spt:74.2] || -> familiar(five,six)*.
% 0.43/0.66 82[0:Res:49.0,45.0] || not_familiar(two,one)*+ -> familiar(one,three) familiar(two,three).
% 0.43/0.66 86[4:Spt:82.2] || -> familiar(two,three)*.
% 0.43/0.66 89[0:Res:9.0,48.1] person(four) || -> not_familiar(one,four)* familiar(one,four).
% 0.43/0.66 90[0:NCh:12.2,12.0,48.1,9.0] person(u) || after(four,u)+ -> not_familiar(one,u)* familiar(one,u).
% 0.43/0.66 91[0:SSi:89.0,4.0] || -> not_familiar(one,four)* familiar(one,four).
% 0.43/0.66 92[0:Res:91.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> familiar(one,four).
% 0.43/0.66 95[0:Res:10.0,56.1] person(five) || -> not_familiar(two,five)* familiar(two,five).
% 0.43/0.66 96[0:NCh:12.2,12.0,56.1,10.0] person(u) || after(five,u)+ -> not_familiar(two,u)* familiar(two,u).
% 0.43/0.66 97[0:SSi:95.0,5.0] || -> not_familiar(two,five)* familiar(two,five).
% 0.43/0.66 98[0:Res:97.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> familiar(two,five).
% 0.43/0.66 100[0:Res:91.0,58.0] || not_familiar(two,one)*+ -> familiar(one,four) familiar(two,four).
% 0.43/0.66 102[5:Spt:100.2] || -> familiar(two,four)*.
% 0.43/0.66 103[5:Res:102.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 105[0:Res:11.0,63.1] person(six) || -> not_familiar(three,six)* familiar(three,six).
% 0.43/0.66 107[0:SSi:105.0,6.0] || -> not_familiar(three,six)* familiar(three,six).
% 0.43/0.66 109[5:Res:67.0,103.0] || familiar(two,three)* -> .
% 0.43/0.66 111[5:MRR:109.0,86.0] || -> .
% 0.43/0.66 112[5:Spt:111.0,100.2,102.0] || familiar(two,four)*+ -> .
% 0.43/0.66 113[5:Spt:111.0,100.0,100.1] || not_familiar(two,one)*+ -> familiar(one,four).
% 0.43/0.66 114[5:MRR:57.1,112.0] || -> not_familiar(two,four)*.
% 0.43/0.66 121[0:Res:97.0,65.0] || not_familiar(three,two)*+ -> familiar(two,five) familiar(three,five).
% 0.43/0.66 123[6:Spt:121.2] || -> familiar(three,five)*.
% 0.43/0.66 124[6:Res:123.0,14.0] || familiar(u,five)*+ familiar(three,u)* -> .
% 0.43/0.66 126[6:Res:75.0,124.0] || familiar(three,four)* -> .
% 0.43/0.66 128[6:MRR:126.0,67.0] || -> .
% 0.43/0.66 129[6:Spt:128.0,121.2,123.0] || familiar(three,five)*+ -> .
% 0.43/0.66 130[6:Spt:128.0,121.0,121.1] || not_familiar(three,two)*+ -> familiar(two,five).
% 0.43/0.66 131[6:MRR:64.1,129.0] || -> not_familiar(three,five)*.
% 0.43/0.66 138[0:Res:107.0,73.0] || not_familiar(four,three)*+ -> familiar(three,six) familiar(four,six).
% 0.43/0.66 140[0:Res:10.0,90.1] person(five) || -> not_familiar(one,five)* familiar(one,five).
% 0.43/0.66 141[0:NCh:12.2,12.0,90.1,10.0] person(u) || after(five,u)+ -> not_familiar(one,u)* familiar(one,u).
% 0.43/0.66 142[0:SSi:140.0,5.0] || -> not_familiar(one,five)* familiar(one,five).
% 0.43/0.66 143[0:Res:142.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> familiar(one,five).
% 0.43/0.66 145[7:Spt:138.2] || -> familiar(four,six)*.
% 0.43/0.66 146[7:Res:145.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 148[0:Res:11.0,96.1] person(six) || -> not_familiar(two,six)* familiar(two,six).
% 0.43/0.66 150[0:SSi:148.0,6.0] || -> not_familiar(two,six)* familiar(two,six).
% 0.43/0.66 151[0:Res:150.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> familiar(two,six).
% 0.43/0.66 152[7:Res:78.0,146.0] || familiar(four,five)* -> .
% 0.43/0.66 154[7:MRR:152.0,75.0] || -> .
% 0.43/0.66 155[7:Spt:154.0,138.2,145.0] || familiar(four,six)*+ -> .
% 0.43/0.66 156[7:Spt:154.0,138.0,138.1] || not_familiar(four,three)*+ -> familiar(three,six).
% 0.43/0.66 157[7:MRR:72.1,155.0] || -> not_familiar(four,six)*.
% 0.43/0.66 164[5:Res:114.0,92.0] || not_familiar(one,two)*+ -> familiar(one,four).
% 0.43/0.66 167[5:Res:36.0,164.0] || -> familiar(one,two)* familiar(one,four).
% 0.43/0.66 168[8:Spt:167.1] || -> familiar(one,four)*.
% 0.43/0.66 169[8:Res:168.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 171[8:Res:67.0,169.0] || familiar(one,three)*+ -> .
% 0.43/0.66 173[8:MRR:49.1,171.0] || -> not_familiar(one,three)*.
% 0.43/0.66 189[0:Res:11.0,141.1] person(six) || -> not_familiar(one,six)* familiar(one,six).
% 0.43/0.66 191[0:SSi:189.0,6.0] || -> not_familiar(one,six)* familiar(one,six).
% 0.43/0.66 192[0:Res:191.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> familiar(one,six).
% 0.43/0.66 202[6:Res:131.0,143.0] || not_familiar(one,three)* -> familiar(one,five).
% 0.43/0.66 204[8:MRR:202.0,173.0] || -> familiar(one,five)*.
% 0.43/0.66 206[8:Res:204.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 211[7:Res:157.0,151.0] || not_familiar(two,four)* -> familiar(two,six).
% 0.43/0.66 212[7:MRR:211.0,114.0] || -> familiar(two,six)*.
% 0.43/0.66 214[7:Res:212.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 217[8:Res:75.0,206.0] || familiar(one,four)* -> .
% 0.43/0.66 220[8:MRR:217.0,168.0] || -> .
% 0.43/0.66 223[8:Spt:220.0,167.1,168.0] || familiar(one,four)*+ -> .
% 0.43/0.66 224[8:Spt:220.0,167.0] || -> familiar(one,two)*.
% 0.43/0.66 233[9:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 238[10:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 258[10:Res:238.0,192.0] || not_familiar(one,three)* -> familiar(one,six).
% 0.43/0.66 261[10:MRR:258.0,233.0] || -> familiar(one,six)*.
% 0.43/0.66 263[10:Res:261.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 267[10:Res:212.0,263.0] || familiar(one,two)* -> .
% 0.43/0.66 270[10:MRR:267.0,224.0] || -> .
% 0.43/0.66 271[10:Spt:270.0,107.0,238.0] || not_familiar(three,six)* -> .
% 0.43/0.66 272[10:Spt:270.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 278[10:Res:272.0,214.0] || familiar(two,three)* -> .
% 0.43/0.66 280[10:MRR:278.0,86.0] || -> .
% 0.43/0.66 281[9:Spt:280.0,49.0,233.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 282[9:Spt:280.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 283[9:Res:282.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 299[9:Res:86.0,283.0] || familiar(one,two)* -> .
% 0.43/0.66 301[9:MRR:299.0,224.0] || -> .
% 0.43/0.66 302[4:Spt:301.0,82.2,86.0] || familiar(two,three)*+ -> .
% 0.43/0.66 303[4:Spt:301.0,82.0,82.1] || not_familiar(two,one)*+ -> familiar(one,three).
% 0.43/0.66 304[4:MRR:35.1,302.0] || -> not_familiar(two,three)*.
% 0.43/0.66 308[5:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 310[6:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 311[6:Res:310.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 314[7:Spt:49.1] || -> familiar(one,three)*.
% 0.43/0.66 316[8:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 317[8:Res:316.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 378[9:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 380[9:Res:378.0,317.0] || not_familiar(one,two)* -> .
% 0.43/0.66 381[9:MRR:380.0,308.0] || -> .
% 0.43/0.66 382[9:Spt:381.0,57.0,378.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 383[9:Spt:381.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 386[10:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 389[10:Res:386.0,311.0] || not_familiar(one,two)* -> .
% 0.43/0.66 390[10:MRR:389.0,308.0] || -> .
% 0.43/0.66 391[10:Spt:390.0,97.0,386.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 392[10:Spt:390.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 393[10:Res:392.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 403[10:Res:75.0,393.0] || familiar(two,four)* -> .
% 0.43/0.66 405[10:MRR:403.0,383.0] || -> .
% 0.43/0.66 406[8:Spt:405.0,91.0,316.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 407[8:Spt:405.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 408[8:Res:407.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 429[8:Res:67.0,408.0] || familiar(one,three)* -> .
% 0.43/0.66 431[8:MRR:429.0,314.0] || -> .
% 0.43/0.66 432[7:Spt:431.0,49.1,314.0] || familiar(one,three)*+ -> .
% 0.43/0.66 433[7:Spt:431.0,49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 436[7:MRR:50.2,432.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 457[7:Res:304.0,436.0] || not_familiar(one,two)* -> .
% 0.43/0.66 458[7:MRR:457.0,308.0] || -> .
% 0.43/0.66 459[6:Spt:458.0,142.0,310.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 460[6:Spt:458.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 461[6:Res:460.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 463[7:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 465[8:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 466[8:Res:465.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 504[8:Res:463.0,466.0] || not_familiar(one,two)* -> .
% 0.43/0.66 506[8:MRR:504.0,308.0] || -> .
% 0.43/0.66 508[8:Spt:506.0,191.0,465.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 509[8:Spt:506.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 510[8:Res:509.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 559[8:Res:78.0,510.0] || familiar(one,five)* -> .
% 0.43/0.66 562[8:MRR:559.0,460.0] || -> .
% 0.43/0.66 564[7:Spt:562.0,150.0,463.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 565[7:Spt:562.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 566[7:Res:565.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 568[8:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 569[8:Res:568.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 570[9:Spt:64.1] || -> familiar(three,five)*.
% 0.43/0.66 572[9:Res:570.0,461.0] || familiar(one,three)*+ -> .
% 0.43/0.66 576[9:MRR:50.2,572.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 587[9:Res:304.0,576.0] || not_familiar(one,two)* -> .
% 0.43/0.66 588[9:MRR:587.0,308.0] || -> .
% 0.43/0.66 589[9:Spt:588.0,64.1,570.0] || familiar(three,five)*+ -> .
% 0.43/0.66 590[9:Spt:588.0,64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 608[7:Res:78.0,566.0] || familiar(two,five)*+ -> .
% 0.43/0.66 620[9:Res:590.0,569.0] || not_familiar(two,three)* -> .
% 0.43/0.66 621[9:MRR:620.0,304.0] || -> .
% 0.43/0.66 622[8:Spt:621.0,97.0,568.0] || not_familiar(two,five)* -> .
% 0.43/0.66 623[8:Spt:621.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 624[8:MRR:623.0,608.0] || -> .
% 0.43/0.66 627[5:Spt:624.0,36.0,308.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 628[5:Spt:624.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 630[6:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 633[7:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 635[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 637[9:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 638[9:Res:637.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 668[9:Res:635.0,638.0] || not_familiar(one,three)* -> .
% 0.43/0.66 672[9:MRR:668.0,630.0] || -> .
% 0.43/0.66 673[9:Spt:672.0,191.0,637.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 674[9:Spt:672.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 675[9:Res:674.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 680[10:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 681[10:Res:680.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 696[10:Res:635.0,681.0] || not_familiar(two,three)* -> .
% 0.43/0.66 699[10:MRR:696.0,304.0] || -> .
% 0.43/0.66 700[10:Spt:699.0,150.0,680.0] || not_familiar(two,six)* -> .
% 0.43/0.66 701[10:Spt:699.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 703[10:Res:701.0,675.0] || familiar(one,two)* -> .
% 0.43/0.66 705[10:MRR:703.0,628.0] || -> .
% 0.43/0.66 706[8:Spt:705.0,107.0,635.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 707[8:Spt:705.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 708[8:Res:707.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 723[8:Res:78.0,708.0] || familiar(three,five)*+ -> .
% 0.43/0.66 728[8:MRR:64.1,723.0] || -> not_familiar(three,five)*.
% 0.43/0.66 737[0:Res:57.0,92.0] || not_familiar(one,two)* -> familiar(two,four) familiar(one,four).
% 0.43/0.66 741[8:Res:728.0,98.0] || not_familiar(two,three)* -> familiar(two,five).
% 0.43/0.66 742[8:MRR:741.0,304.0] || -> familiar(two,five)*.
% 0.43/0.66 744[8:Res:742.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 746[8:Res:75.0,744.0] || familiar(two,four)*+ -> .
% 0.43/0.66 748[8:MRR:57.1,746.0] || -> not_familiar(two,four)*.
% 0.43/0.66 754[7:Res:633.0,151.0] || not_familiar(two,four)* -> familiar(two,six).
% 0.43/0.66 757[8:MRR:754.0,748.0] || -> familiar(two,six)*.
% 0.43/0.66 759[8:Res:757.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 777[8:Res:78.0,759.0] || familiar(two,five)* -> .
% 0.43/0.66 781[8:MRR:777.0,742.0] || -> .
% 0.43/0.66 782[7:Spt:781.0,72.0,633.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 783[7:Spt:781.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 784[7:Res:783.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 803[7:Res:78.0,784.0] || familiar(four,five)* -> .
% 0.43/0.66 805[7:MRR:803.0,75.0] || -> .
% 0.43/0.66 806[6:Spt:805.0,49.0,630.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 807[6:Spt:805.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 809[7:Spt:64.1] || -> familiar(three,five)*.
% 0.43/0.66 810[7:Res:809.0,14.0] || familiar(u,five)*+ familiar(three,u)* -> .
% 0.43/0.66 826[7:Res:75.0,810.0] || familiar(three,four)* -> .
% 0.43/0.66 828[7:MRR:826.0,67.0] || -> .
% 0.43/0.66 829[7:Spt:828.0,64.1,809.0] || familiar(three,five)*+ -> .
% 0.43/0.66 830[7:Spt:828.0,64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 836[8:Spt:191.1] || -> familiar(one,six)*.
% 0.43/0.66 837[8:Res:836.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 839[9:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 840[9:Res:839.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 873[9:Res:830.0,840.0] || not_familiar(two,three)* -> .
% 0.43/0.66 874[9:MRR:873.0,304.0] || -> .
% 0.43/0.66 875[9:Spt:874.0,97.0,839.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 876[9:Spt:874.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 883[10:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 884[10:Res:883.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 899[10:Res:107.0,884.0] || not_familiar(two,three)* -> familiar(three,six).
% 0.43/0.66 902[10:MRR:899.0,304.0] || -> familiar(three,six)*.
% 0.43/0.66 909[10:Res:902.0,837.0] || familiar(one,three)* -> .
% 0.43/0.66 911[10:MRR:909.0,807.0] || -> .
% 0.43/0.66 912[10:Spt:911.0,150.0,883.0] || not_familiar(two,six)* -> .
% 0.43/0.66 913[10:Spt:911.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 916[10:Res:913.0,837.0] || familiar(one,two)* -> .
% 0.43/0.66 918[10:MRR:916.0,628.0] || -> .
% 0.43/0.66 919[8:Spt:918.0,191.1,836.0] || familiar(one,six)*+ -> .
% 0.43/0.66 920[8:Spt:918.0,191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 924[8:MRR:192.2,919.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 926[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 930[10:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 951[9:Res:926.0,924.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 952[10:MRR:951.0,930.0] || -> .
% 0.43/0.66 953[10:Spt:952.0,91.0,930.0] || not_familiar(one,four)* -> .
% 0.43/0.66 954[10:Spt:952.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 955[10:Res:954.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 971[10:Res:67.0,955.0] || familiar(one,three)* -> .
% 0.43/0.66 973[10:MRR:971.0,807.0] || -> .
% 0.43/0.66 974[9:Spt:973.0,72.0,926.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 975[9:Spt:973.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 976[9:Res:975.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 994[9:Res:78.0,976.0] || familiar(four,five)* -> .
% 0.43/0.66 997[9:MRR:994.0,75.0] || -> .
% 0.43/0.66 998[3:Spt:997.0,74.2,78.0] || familiar(five,six)*+ -> .
% 0.43/0.66 999[3:Spt:997.0,74.0,74.1] || not_familiar(five,four)*+ -> familiar(four,six).
% 0.43/0.66 1000[3:MRR:32.1,998.0] || -> not_familiar(five,six)*.
% 0.43/0.66 1004[4:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 1005[4:MRR:737.0,1004.0] || -> familiar(two,four) familiar(one,four)*.
% 0.43/0.66 1007[5:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 1008[5:Res:1007.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1009[6:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 1010[6:Res:1009.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 1011[7:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1012[7:Res:1011.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1069[7:Res:1009.0,1012.0] || not_familiar(one,two)* -> .
% 0.43/0.66 1070[7:MRR:1069.0,1004.0] || -> .
% 0.43/0.66 1071[7:Spt:1070.0,142.0,1011.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 1072[7:Spt:1070.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 1073[7:Res:1072.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 1075[8:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 1076[8:Res:1075.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 1106[7:Res:75.0,1073.0] || familiar(one,four)*+ -> .
% 0.43/0.66 1111[8:Res:1000.0,1076.0] || not_familiar(two,five)* -> .
% 0.43/0.66 1114[8:MRR:1111.0,1009.0] || -> .
% 0.43/0.66 1116[8:Spt:1114.0,150.0,1075.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 1117[8:Spt:1114.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 1118[7:MRR:1005.1,1106.0] || -> familiar(two,four)*.
% 0.43/0.66 1120[7:Res:1118.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 1122[9:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1123[9:Res:1122.0,15.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1149[7:Res:67.0,1120.0] || familiar(two,three)*+ -> .
% 0.43/0.66 1154[7:MRR:35.1,1149.0] || -> not_familiar(two,three)*.
% 0.43/0.66 1187[9:Res:1154.0,1123.0] || not_familiar(one,two)* -> .
% 0.43/0.66 1188[9:MRR:1187.0,1004.0] || -> .
% 0.43/0.66 1189[9:Spt:1188.0,49.0,1122.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 1190[9:Spt:1188.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 1201[10:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 1203[10:Res:1201.0,1010.0] || not_familiar(two,three)* -> .
% 0.43/0.66 1204[10:MRR:1203.0,1154.0] || -> .
% 0.43/0.66 1205[10:Spt:1204.0,64.0,1201.0] || not_familiar(three,five)* -> .
% 0.43/0.66 1206[10:Spt:1204.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 1208[10:Res:1206.0,1073.0] || familiar(one,three)* -> .
% 0.43/0.66 1210[10:MRR:1208.0,1190.0] || -> .
% 0.43/0.66 1211[6:Spt:1210.0,97.0,1009.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 1212[6:Spt:1210.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 1213[6:Res:1212.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 1240[6:Res:75.0,1213.0] || familiar(two,four)* -> .
% 0.43/0.66 1245[6:MRR:57.1,1240.0] || -> not_familiar(two,four)*.
% 0.43/0.66 1250[6:Res:1245.0,1008.0] || not_familiar(one,two)* -> .
% 0.43/0.66 1251[6:MRR:1250.0,1004.0] || -> .
% 0.43/0.66 1252[5:Spt:1251.0,91.0,1007.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 1253[5:Spt:1251.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 1254[5:Res:1253.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 1256[6:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1257[6:Res:1256.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1261[7:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 1263[8:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1264[8:Res:1263.0,15.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1281[5:Res:67.0,1254.0] || familiar(one,three)*+ -> .
% 0.43/0.66 1284[8:Res:1261.0,1264.0] || not_familiar(one,two)* -> .
% 0.43/0.66 1285[8:MRR:1284.0,1004.0] || -> .
% 0.43/0.66 1286[8:Spt:1285.0,49.0,1263.0] || not_familiar(one,three)* -> .
% 0.43/0.66 1287[8:Spt:1285.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 1288[8:MRR:1287.0,1281.0] || -> .
% 0.43/0.66 1291[7:Spt:1288.0,35.0,1261.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 1292[7:Spt:1288.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 1293[5:MRR:49.1,1281.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1296[8:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 1314[8:Res:1296.0,1257.0] || not_familiar(one,two)* -> .
% 0.43/0.66 1316[8:MRR:1314.0,1004.0] || -> .
% 0.43/0.66 1318[8:Spt:1316.0,97.0,1296.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 1319[8:Spt:1316.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 1320[8:Res:1319.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 1329[9:Spt:64.1] || -> familiar(three,five)*.
% 0.43/0.66 1342[9:Res:1329.0,1320.0] || familiar(two,three)* -> .
% 0.43/0.66 1345[9:MRR:1342.0,1292.0] || -> .
% 0.43/0.66 1346[9:Spt:1345.0,64.1,1329.0] || familiar(three,five)* -> .
% 0.43/0.66 1347[9:Spt:1345.0,64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 1354[9:Res:1347.0,1257.0] || not_familiar(one,three)* -> .
% 0.43/0.66 1355[9:MRR:1354.0,1293.0] || -> .
% 0.43/0.66 1356[6:Spt:1355.0,142.0,1256.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 1357[6:Spt:1355.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 1358[6:Res:1357.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 1386[6:Res:75.0,1358.0] || familiar(one,four)* -> .
% 0.43/0.66 1388[6:MRR:1386.0,1253.0] || -> .
% 0.43/0.66 1389[4:Spt:1388.0,36.0,1004.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 1390[4:Spt:1388.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 1392[5:Spt:150.1] || -> familiar(two,six)*.
% 0.43/0.66 1393[5:Res:1392.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 1394[6:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 1396[7:Spt:97.1] || -> familiar(two,five)*.
% 0.43/0.66 1397[7:Res:1396.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 1399[8:Spt:57.1] || -> familiar(two,four)*.
% 0.43/0.66 1452[7:Res:75.0,1397.0] || familiar(two,four)*+ -> .
% 0.43/0.66 1455[8:MRR:1452.0,1399.0] || -> .
% 0.43/0.66 1456[8:Spt:1455.0,57.1,1399.0] || familiar(two,four)* -> .
% 0.43/0.66 1457[8:Spt:1455.0,57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 1461[9:Spt:64.1] || -> familiar(three,five)*.
% 0.43/0.66 1462[9:Res:1461.0,14.0] || familiar(u,five)*+ familiar(three,u)* -> .
% 0.43/0.66 1484[9:Res:75.0,1462.0] || familiar(three,four)* -> .
% 0.43/0.66 1487[9:MRR:1484.0,67.0] || -> .
% 0.43/0.66 1488[9:Spt:1487.0,64.1,1461.0] || familiar(three,five)*+ -> .
% 0.43/0.66 1489[9:Spt:1487.0,64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 1494[10:Spt:91.1] || -> familiar(one,four)*.
% 0.43/0.66 1495[10:Res:1494.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 1497[11:Spt:72.1] || -> familiar(four,six)*.
% 0.43/0.66 1500[12:Spt:49.1] || -> familiar(one,three)*.
% 0.43/0.66 1513[10:Res:67.0,1495.0] || familiar(one,three)*+ -> .
% 0.43/0.66 1515[12:MRR:1513.0,1500.0] || -> .
% 0.43/0.66 1516[12:Spt:1515.0,49.1,1500.0] || familiar(one,three)* -> .
% 0.43/0.66 1517[12:Spt:1515.0,49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1523[13:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 1524[13:Res:1523.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 1536[13:Res:1000.0,1524.0] || not_familiar(three,five)* -> .
% 0.43/0.66 1539[13:MRR:1536.0,1489.0] || -> .
% 0.43/0.66 1540[13:Spt:1539.0,107.0,1523.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 1541[13:Spt:1539.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 1542[13:Res:1541.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 1550[13:Res:1497.0,1542.0] || familiar(three,four)* -> .
% 0.43/0.66 1553[13:MRR:1550.0,67.0] || -> .
% 0.43/0.66 1554[11:Spt:1553.0,72.1,1497.0] || familiar(four,six)*+ -> .
% 0.43/0.66 1555[11:Spt:1553.0,72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 1556[10:MRR:49.1,1513.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1566[12:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1567[12:Res:1566.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1577[12:Res:1489.0,1567.0] || not_familiar(one,three)* -> .
% 0.43/0.66 1578[12:MRR:1577.0,1556.0] || -> .
% 0.43/0.66 1579[12:Spt:1578.0,142.0,1566.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 1580[12:Spt:1578.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 1581[12:Res:1580.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 1598[12:Res:1396.0,1581.0] || familiar(one,two)* -> .
% 0.43/0.66 1601[12:MRR:1598.0,1390.0] || -> .
% 0.43/0.66 1602[10:Spt:1601.0,91.1,1494.0] || familiar(one,four)*+ -> .
% 0.43/0.66 1603[10:Spt:1601.0,91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 1612[11:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 1613[11:Res:1612.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 1629[11:Res:1000.0,1613.0] || not_familiar(three,five)* -> .
% 0.43/0.66 1633[11:MRR:1629.0,1489.0] || -> .
% 0.43/0.66 1634[11:Spt:1633.0,107.0,1612.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 1635[11:Spt:1633.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 1638[12:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1648[3:Res:1000.0,192.0] || not_familiar(one,five)*+ -> familiar(one,six).
% 0.43/0.66 1651[12:MRR:1648.0,1638.0] || -> familiar(one,six)*.
% 0.43/0.66 1653[12:Res:1651.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 1657[12:Res:1392.0,1653.0] || familiar(one,two)* -> .
% 0.43/0.66 1660[12:MRR:1657.0,1390.0] || -> .
% 0.43/0.66 1661[12:Spt:1660.0,142.0,1638.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 1662[12:Spt:1660.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 1664[12:Res:1662.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 1673[12:Res:1396.0,1664.0] || familiar(one,two)* -> .
% 0.43/0.66 1675[12:MRR:1673.0,1390.0] || -> .
% 0.43/0.66 1676[7:Spt:1675.0,97.1,1396.0] || familiar(two,five)*+ -> .
% 0.43/0.66 1677[7:Spt:1675.0,97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 1680[7:MRR:98.2,1676.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 1682[8:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1683[8:MRR:1648.0,1682.0] || -> familiar(one,six)*.
% 0.43/0.66 1685[8:Res:1683.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 1716[8:Res:1392.0,1685.0] || familiar(one,two)* -> .
% 0.43/0.66 1718[8:MRR:1716.0,1390.0] || -> .
% 0.43/0.66 1719[8:Spt:1718.0,142.0,1682.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 1720[8:Spt:1718.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 1723[9:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 1725[9:Res:1723.0,1680.0] || not_familiar(two,three)* -> .
% 0.43/0.66 1726[9:MRR:1725.0,1394.0] || -> .
% 0.43/0.66 1727[9:Spt:1726.0,64.0,1723.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 1728[9:Spt:1726.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 1729[9:Res:1728.0,14.0] || familiar(u,five)*+ familiar(three,u)* -> .
% 0.43/0.66 1760[9:Res:75.0,1729.0] || familiar(three,four)* -> .
% 0.43/0.66 1763[9:MRR:1760.0,67.0] || -> .
% 0.43/0.66 1764[6:Spt:1763.0,35.0,1394.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 1765[6:Spt:1763.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 1769[7:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 1770[7:Res:1769.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1772[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 1801[8:Res:1772.0,1770.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 1809[8:MRR:49.0,1801.0] || -> familiar(one,three)*.
% 0.43/0.66 1814[8:Res:1809.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 1824[8:Res:1765.0,1814.0] || familiar(one,two)* -> .
% 0.43/0.66 1826[8:MRR:1824.0,1390.0] || -> .
% 0.43/0.66 1827[8:Spt:1826.0,107.0,1772.0] || not_familiar(three,six)* -> .
% 0.43/0.66 1828[8:Spt:1826.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 1830[8:Res:1828.0,1393.0] || familiar(two,three)* -> .
% 0.43/0.66 1831[8:MRR:1830.0,1765.0] || -> .
% 0.43/0.66 1832[7:Spt:1831.0,191.0,1769.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 1833[7:Spt:1831.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 1834[7:Res:1833.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 1851[7:Res:1392.0,1834.0] || familiar(one,two)* -> .
% 0.43/0.66 1853[7:MRR:1851.0,1390.0] || -> .
% 0.43/0.66 1854[5:Spt:1853.0,150.1,1392.0] || familiar(two,six)*+ -> .
% 0.43/0.66 1855[5:Spt:1853.0,150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 1859[5:MRR:151.2,1854.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 1862[6:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 1864[7:Spt:142.1] || -> familiar(one,five)*.
% 0.43/0.66 1865[7:Res:1864.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 1884[5:Res:1000.0,1859.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 1887[5:MRR:97.0,1884.0] || -> familiar(two,five)*.
% 0.43/0.66 1888[5:Res:1887.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 1892[7:Res:1887.0,1865.0] || familiar(one,two)* -> .
% 0.43/0.66 1896[7:MRR:1892.0,1390.0] || -> .
% 0.43/0.66 1897[7:Spt:1896.0,142.1,1864.0] || familiar(one,five)*+ -> .
% 0.43/0.66 1898[7:Spt:1896.0,142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 1899[7:MRR:1648.0,1898.0] || -> familiar(one,six)*.
% 0.43/0.66 1902[7:MRR:143.2,1897.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 1904[7:Res:1899.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 1905[8:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 1909[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 1911[9:Res:1909.0,1859.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 1913[9:MRR:57.0,1911.0] || -> familiar(two,four)*.
% 0.43/0.66 1929[5:Res:75.0,1888.0] || familiar(two,four)*+ -> .
% 0.43/0.66 1931[9:MRR:1929.0,1913.0] || -> .
% 0.43/0.66 1932[9:Spt:1931.0,72.0,1909.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 1933[9:Spt:1931.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 1934[5:MRR:57.1,1929.0] || -> not_familiar(two,four)*.
% 0.43/0.66 1939[10:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 1951[8:Res:1905.0,1902.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 1952[10:MRR:1951.0,1939.0] || -> .
% 0.43/0.66 1953[10:Spt:1952.0,49.0,1939.0] || not_familiar(one,three)* -> .
% 0.43/0.66 1954[10:Spt:1952.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 1956[11:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 1958[11:Res:1956.0,1859.0] || not_familiar(two,three)* -> .
% 0.43/0.66 1960[11:MRR:1958.0,1862.0] || -> .
% 0.43/0.66 1961[11:Spt:1960.0,107.0,1956.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 1962[11:Spt:1960.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 1965[11:Res:1962.0,1904.0] || familiar(one,three)* -> .
% 0.43/0.66 1968[11:MRR:1965.0,1954.0] || -> .
% 0.43/0.66 1969[8:Spt:1968.0,64.0,1905.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 1970[8:Spt:1968.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 1971[8:Res:1970.0,14.0] || familiar(u,five)*+ familiar(three,u)* -> .
% 0.43/0.66 2003[8:Res:75.0,1971.0] || familiar(three,four)* -> .
% 0.43/0.66 2006[8:MRR:2003.0,67.0] || -> .
% 0.43/0.66 2007[6:Spt:2006.0,35.0,1862.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 2008[6:Spt:2006.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 2010[7:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 2012[7:Res:2010.0,1859.0] || not_familiar(two,four)* -> .
% 0.43/0.66 2014[7:MRR:2012.0,1934.0] || -> .
% 0.43/0.66 2015[7:Spt:2014.0,72.0,2010.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 2016[7:Spt:2014.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 2023[8:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 2025[9:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2026[9:Res:2025.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 2045[9:Res:1000.0,2026.0] || not_familiar(three,five)* -> .
% 0.43/0.66 2049[9:MRR:2045.0,2023.0] || -> .
% 0.43/0.66 2050[9:Spt:2049.0,107.0,2025.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2051[9:Spt:2049.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2052[9:Res:2051.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2060[9:Res:2016.0,2052.0] || familiar(three,four)* -> .
% 0.43/0.66 2063[9:MRR:2060.0,67.0] || -> .
% 0.43/0.66 2064[8:Spt:2063.0,64.0,2023.0] || not_familiar(three,five)* -> .
% 0.43/0.66 2065[8:Spt:2063.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 2067[8:Res:2065.0,1888.0] || familiar(two,three)* -> .
% 0.43/0.66 2069[8:MRR:2067.0,2008.0] || -> .
% 0.43/0.66 2070[2:Spt:2069.0,66.2,75.0] || familiar(four,five)*+ -> .
% 0.43/0.66 2071[2:Spt:2069.0,66.0,66.1] || not_familiar(four,three)*+ -> familiar(three,five).
% 0.43/0.66 2072[2:MRR:33.1,2070.0] || -> not_familiar(four,five)*.
% 0.43/0.66 2076[3:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 2077[3:Res:2076.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 2078[4:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 2079[4:Res:2078.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 2082[5:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2086[6:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 2112[5:Res:2082.0,2077.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 2116[6:MRR:2112.0,2086.0] || -> .
% 0.43/0.66 2118[6:Spt:2116.0,49.0,2086.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2119[6:Spt:2116.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 2139[4:Res:2072.0,2079.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 2155[4:MRR:91.0,2139.0] || -> familiar(one,four)*.
% 0.43/0.66 2174[4:Res:2155.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 2190[4:Res:67.0,2174.0] || familiar(one,three)*+ -> .
% 0.43/0.66 2192[6:MRR:2190.0,2119.0] || -> .
% 0.43/0.66 2193[5:Spt:2192.0,107.0,2082.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2194[5:Spt:2192.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2195[4:MRR:49.1,2190.0] || -> not_familiar(one,three)*.
% 0.43/0.66 2198[5:Res:2194.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2202[3:Res:150.0,2077.0] || not_familiar(one,two)* -> familiar(two,six).
% 0.43/0.66 2212[6:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2214[6:Res:2212.0,2077.0] || not_familiar(one,five)* -> .
% 0.43/0.66 2215[6:MRR:2214.0,2078.0] || -> .
% 0.43/0.66 2216[6:Spt:2215.0,32.0,2212.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 2217[6:Spt:2215.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 2219[7:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 2221[7:Res:2219.0,2079.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2223[7:MRR:2221.0,2195.0] || -> .
% 0.43/0.66 2224[7:Spt:2223.0,64.0,2219.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 2225[7:Spt:2223.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 2229[6:Res:2217.0,2198.0] || familiar(three,five)* -> .
% 0.43/0.66 2231[7:MRR:2229.0,2225.0] || -> .
% 0.43/0.66 2232[4:Spt:2231.0,142.0,2078.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 2233[4:Spt:2231.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 2234[4:Res:2233.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 2235[5:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 2238[6:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2241[7:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 2242[7:Res:2241.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 2273[7:Res:2238.0,2242.0] || not_familiar(four,five)* -> .
% 0.43/0.66 2276[7:MRR:2273.0,2072.0] || -> .
% 0.43/0.66 2277[7:Spt:2276.0,72.0,2241.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 2278[7:Spt:2276.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 2280[8:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 2284[9:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2287[9:Res:2284.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2288[9:MRR:2287.0,2280.0] || -> .
% 0.43/0.66 2289[9:Spt:2288.0,107.0,2284.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2290[9:Spt:2288.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2291[9:Res:2290.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2324[9:Res:2278.0,2291.0] || familiar(three,four)* -> .
% 0.43/0.66 2326[9:MRR:2324.0,67.0] || -> .
% 0.43/0.66 2327[8:Spt:2326.0,49.0,2280.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 2328[8:Spt:2326.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 2330[9:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 2331[9:MRR:2202.0,2330.0] || -> familiar(two,six)*.
% 0.43/0.66 2332[9:MRR:737.0,2330.0] || -> familiar(two,four) familiar(one,four)*.
% 0.43/0.66 2334[9:Res:2331.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 2352[9:Res:2278.0,2334.0] || familiar(two,four)*+ -> .
% 0.43/0.66 2370[9:MRR:2332.0,2352.0] || -> familiar(one,four)*.
% 0.43/0.66 2373[9:Res:2370.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 2382[9:Res:67.0,2373.0] || familiar(one,three)* -> .
% 0.43/0.66 2384[9:MRR:2382.0,2328.0] || -> .
% 0.43/0.66 2385[9:Spt:2384.0,36.0,2330.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 2386[9:Spt:2384.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 2388[10:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2389[10:Res:2388.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 2408[10:Res:2238.0,2389.0] || not_familiar(three,five)* -> .
% 0.43/0.66 2411[10:MRR:2408.0,2235.0] || -> .
% 0.43/0.66 2412[10:Spt:2411.0,107.0,2388.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2413[10:Spt:2411.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2414[10:Res:2413.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2436[10:Res:2278.0,2414.0] || familiar(three,four)* -> .
% 0.43/0.66 2439[10:MRR:2436.0,67.0] || -> .
% 0.43/0.66 2440[6:Spt:2439.0,32.0,2238.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 2441[6:Spt:2439.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 2443[7:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 2444[7:Res:2443.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 2452[8:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 2462[3:Res:72.0,2077.0] || not_familiar(one,four)* -> familiar(four,six).
% 0.43/0.66 2469[7:Res:2072.0,2444.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 2471[7:Res:2235.0,2444.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 2472[8:MRR:2469.0,2452.0] || -> .
% 0.43/0.66 2473[7:MRR:35.0,2471.0] || -> familiar(two,three)*.
% 0.43/0.66 2474[8:Spt:2472.0,57.0,2452.0] || not_familiar(two,four)* -> .
% 0.43/0.66 2475[8:Spt:2472.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 2476[8:Res:2475.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 2495[8:Res:67.0,2476.0] || familiar(two,three)* -> .
% 0.43/0.66 2498[8:MRR:2495.0,2473.0] || -> .
% 0.43/0.66 2499[7:Spt:2498.0,97.0,2443.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 2500[7:Spt:2498.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 2502[7:Res:2500.0,2234.0] || familiar(one,two)*+ -> .
% 0.43/0.66 2503[7:MRR:36.1,2502.0] || -> not_familiar(one,two)*.
% 0.43/0.66 2505[7:MRR:2202.0,2503.0] || -> familiar(two,six)*.
% 0.43/0.66 2508[7:Res:2505.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 2535[7:Res:2441.0,2508.0] || familiar(two,five)* -> .
% 0.43/0.66 2538[7:MRR:2535.0,2500.0] || -> .
% 0.43/0.66 2539[5:Spt:2538.0,64.0,2235.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 2540[5:Spt:2538.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 2542[5:Res:2540.0,2234.0] || familiar(one,three)*+ -> .
% 0.43/0.66 2543[5:MRR:49.1,2542.0] || -> not_familiar(one,three)*.
% 0.43/0.66 2545[5:MRR:50.2,2542.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 2547[6:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 2549[7:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 2550[7:MRR:2462.0,2549.0] || -> familiar(four,six)*.
% 0.43/0.66 2555[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2557[8:Res:2555.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2558[8:MRR:2557.0,2543.0] || -> .
% 0.43/0.66 2559[8:Spt:2558.0,107.0,2555.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2560[8:Spt:2558.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2561[8:Res:2560.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2609[8:Res:2550.0,2561.0] || familiar(three,four)* -> .
% 0.43/0.66 2612[8:MRR:2609.0,67.0] || -> .
% 0.43/0.66 2613[7:Spt:2612.0,91.0,2549.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 2614[7:Spt:2612.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 2617[8:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 2618[8:Res:2617.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 2619[8:Res:2617.0,2077.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 2620[8:MRR:36.0,2619.0] || -> familiar(one,two)*.
% 0.43/0.66 2622[9:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2650[9:Res:2622.0,2618.0] || not_familiar(two,five)* -> .
% 0.43/0.66 2653[9:MRR:97.0,2650.0] || -> familiar(two,five)*.
% 0.43/0.66 2660[9:Res:2653.0,2234.0] || familiar(one,two)* -> .
% 0.43/0.66 2661[9:MRR:2660.0,2620.0] || -> .
% 0.43/0.66 2662[9:Spt:2661.0,32.0,2622.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 2663[9:Spt:2661.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 2665[10:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 2667[10:Res:2665.0,2618.0] || not_familiar(two,four)* -> .
% 0.43/0.66 2669[10:MRR:2667.0,2547.0] || -> .
% 0.43/0.66 2670[10:Spt:2669.0,72.0,2665.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 2671[10:Spt:2669.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 2673[11:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2676[11:Res:2673.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2678[11:MRR:2676.0,2543.0] || -> .
% 0.43/0.66 2679[11:Spt:2678.0,107.0,2673.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2680[11:Spt:2678.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2681[11:Res:2680.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2683[5:Res:35.0,2545.0] || not_familiar(one,two)* -> familiar(two,three).
% 0.43/0.66 2697[11:Res:2671.0,2681.0] || familiar(three,four)* -> .
% 0.43/0.66 2700[11:MRR:2697.0,67.0] || -> .
% 0.43/0.66 2701[8:Spt:2700.0,150.0,2617.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 2702[8:Spt:2700.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 2703[8:Res:2702.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 2704[9:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 2705[9:Res:2704.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 2735[9:Res:2072.0,2705.0] || not_familiar(two,four)* -> .
% 0.43/0.66 2737[9:MRR:2735.0,2547.0] || -> .
% 0.43/0.66 2738[9:Spt:2737.0,97.0,2704.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 2739[9:Spt:2737.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 2742[9:Res:2739.0,2234.0] || familiar(one,two)*+ -> .
% 0.43/0.66 2743[9:MRR:36.1,2742.0] || -> not_familiar(one,two)*.
% 0.43/0.66 2745[9:MRR:2683.0,2743.0] || -> familiar(two,three)*.
% 0.43/0.66 2751[10:Spt:32.1] || -> familiar(five,six)*.
% 0.43/0.66 2753[10:Res:2751.0,2703.0] || familiar(two,five)* -> .
% 0.43/0.66 2754[10:MRR:2753.0,2739.0] || -> .
% 0.43/0.66 2755[10:Spt:2754.0,32.1,2751.0] || familiar(five,six)*+ -> .
% 0.43/0.66 2756[10:Spt:2754.0,32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2762[11:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2764[11:Res:2762.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2765[11:MRR:2764.0,2543.0] || -> .
% 0.43/0.66 2766[11:Spt:2765.0,107.0,2762.0] || not_familiar(three,six)* -> .
% 0.43/0.66 2767[11:Spt:2765.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2769[11:Res:2767.0,2703.0] || familiar(two,three)* -> .
% 0.43/0.66 2770[11:MRR:2769.0,2745.0] || -> .
% 0.43/0.66 2771[6:Spt:2770.0,57.0,2547.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 2772[6:Spt:2770.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 2773[6:Res:2772.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 2775[7:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2778[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2780[8:Res:2778.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2781[8:MRR:2780.0,2543.0] || -> .
% 0.43/0.66 2782[8:Spt:2781.0,107.0,2778.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2783[8:Spt:2781.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2784[8:Res:2783.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2785[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 2786[9:Res:2785.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 2800[6:Res:67.0,2773.0] || familiar(two,three)*+ -> .
% 0.43/0.66 2806[6:MRR:35.1,2800.0] || -> not_familiar(two,three)*.
% 0.43/0.66 2812[6:Res:2806.0,2545.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 2827[9:Res:2775.0,2786.0] || not_familiar(four,five)* -> .
% 0.43/0.66 2830[9:MRR:2827.0,2072.0] || -> .
% 0.43/0.66 2831[9:Spt:2830.0,72.0,2785.0] || not_familiar(four,six)* -> .
% 0.43/0.66 2832[9:Spt:2830.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 2833[6:MRR:36.0,2812.0] || -> familiar(one,two)*.
% 0.43/0.66 2835[9:Res:2832.0,2784.0] || familiar(three,four)* -> .
% 0.43/0.66 2836[9:MRR:2835.0,67.0] || -> .
% 0.43/0.66 2837[7:Spt:2836.0,32.0,2775.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 2838[7:Spt:2836.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 2844[8:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 2845[8:MRR:2462.0,2844.0] || -> familiar(four,six)*.
% 0.43/0.66 2849[9:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2851[9:Res:2849.0,2077.0] || not_familiar(one,three)* -> .
% 0.43/0.66 2852[9:MRR:2851.0,2543.0] || -> .
% 0.43/0.66 2853[9:Spt:2852.0,107.0,2849.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 2854[9:Spt:2852.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 2855[9:Res:2854.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 2863[9:Res:2845.0,2855.0] || familiar(three,four)* -> .
% 0.43/0.66 2866[9:MRR:2863.0,67.0] || -> .
% 0.43/0.66 2867[8:Spt:2866.0,91.0,2844.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 2868[8:Spt:2866.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 2869[8:Res:2868.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 2883[8:Res:2772.0,2869.0] || familiar(one,two)* -> .
% 0.43/0.66 2885[8:MRR:2883.0,2833.0] || -> .
% 0.43/0.66 2886[3:Spt:2885.0,191.0,2076.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 2887[3:Spt:2885.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 2888[3:Res:2887.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 2889[4:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 2890[4:Res:2889.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 2891[5:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 2895[6:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 2896[6:Res:2895.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 2898[7:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 2926[5:Res:2891.0,2890.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 2937[5:Res:2891.0,73.0] || not_familiar(four,five)* -> familiar(four,six).
% 0.43/0.66 2938[5:MRR:2937.0,2072.0] || -> familiar(four,six)*.
% 0.43/0.66 2941[5:Res:2938.0,2888.0] || familiar(one,four)*+ -> .
% 0.43/0.66 2952[5:MRR:64.0,2926.0] || -> familiar(three,five)*.
% 0.43/0.66 2957[6:Res:2072.0,2896.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 2973[4:Res:2889.0,151.0] || not_familiar(two,three)* -> familiar(two,six).
% 0.43/0.66 2975[7:MRR:2973.0,2898.0] || -> familiar(two,six)*.
% 0.43/0.66 2977[7:Res:2975.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 2980[7:Res:2938.0,2977.0] || familiar(two,four)* -> .
% 0.43/0.66 2987[7:MRR:57.0,57.1,2957.0,2980.0] || -> .
% 0.43/0.66 2992[7:Spt:2987.0,35.0,2898.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 2993[7:Spt:2987.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 2994[6:MRR:57.0,2957.0] || -> familiar(two,four)*.
% 0.43/0.66 2997[6:Res:2994.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 3008[6:Res:67.0,2997.0] || familiar(two,three)* -> .
% 0.43/0.66 3010[7:MRR:3008.0,2993.0] || -> .
% 0.43/0.66 3011[6:Spt:3010.0,97.0,2895.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3012[6:Spt:3010.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3013[5:MRR:737.2,2941.0] || not_familiar(one,two)* -> familiar(two,four).
% 0.43/0.66 3014[6:Res:3012.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 3016[7:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 3017[7:MRR:2973.0,3016.0] || -> familiar(two,six)*.
% 0.43/0.66 3019[7:Res:3017.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 3021[7:Res:3017.0,2888.0] || familiar(one,two)*+ -> .
% 0.43/0.66 3022[7:MRR:36.1,3021.0] || -> not_familiar(one,two)*.
% 0.43/0.66 3024[7:MRR:3013.0,3022.0] || -> familiar(two,four)*.
% 0.43/0.66 3029[6:Res:2952.0,3014.0] || familiar(two,three)*+ -> .
% 0.43/0.66 3035[7:Res:2938.0,3019.0] || familiar(two,four)* -> .
% 0.43/0.66 3038[7:MRR:3035.0,3024.0] || -> .
% 0.43/0.66 3039[7:Spt:3038.0,35.0,3016.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3040[7:Spt:3038.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 3041[7:MRR:3040.0,3029.0] || -> .
% 0.43/0.66 3043[5:Spt:3041.0,32.0,2891.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 3044[5:Spt:3041.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 3046[5:Res:3044.0,2888.0] || familiar(one,five)*+ -> .
% 0.43/0.66 3049[5:MRR:143.2,3046.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3055[6:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 3058[7:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 3059[7:Res:3058.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3061[8:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 3086[5:Res:2072.0,3049.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 3094[5:MRR:91.0,3086.0] || -> familiar(one,four)*.
% 0.43/0.66 3096[5:Res:3094.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 3102[7:Res:2889.0,3059.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 3105[8:MRR:3102.0,3061.0] || -> .
% 0.43/0.66 3107[8:Spt:3105.0,35.0,3061.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3108[8:Spt:3105.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 3110[9:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 3112[9:Res:3110.0,3049.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 3114[9:MRR:49.0,3112.0] || -> familiar(one,three)*.
% 0.43/0.66 3135[5:Res:67.0,3096.0] || familiar(one,three)*+ -> .
% 0.43/0.66 3138[9:MRR:3135.0,3114.0] || -> .
% 0.43/0.66 3139[9:Spt:3138.0,64.0,3110.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 3140[9:Spt:3138.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 3141[5:MRR:49.1,3135.0] || -> not_familiar(one,three)*.
% 0.43/0.66 3146[10:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 3148[10:Res:3146.0,3059.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 3150[10:MRR:57.0,3148.0] || -> familiar(two,four)*.
% 0.43/0.66 3151[10:Res:3150.0,14.0] || familiar(u,four)*+ familiar(two,u)* -> .
% 0.43/0.66 3168[10:Res:67.0,3151.0] || familiar(two,three)* -> .
% 0.43/0.66 3171[10:MRR:3168.0,3108.0] || -> .
% 0.43/0.66 3172[10:Spt:3171.0,72.0,3146.0] || not_familiar(four,six)* -> .
% 0.43/0.66 3173[10:Spt:3171.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 3176[10:Res:3173.0,2888.0] || familiar(one,four)* -> .
% 0.43/0.66 3177[10:MRR:3176.0,3094.0] || -> .
% 0.43/0.66 3178[7:Spt:3177.0,150.0,3058.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 3179[7:Spt:3177.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 3181[7:Res:3179.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 3184[8:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 3186[8:Res:3184.0,3049.0] || not_familiar(one,two)* -> .
% 0.43/0.66 3188[8:MRR:3186.0,3055.0] || -> .
% 0.43/0.66 3189[8:Spt:3188.0,97.0,3184.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3190[8:Spt:3188.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3213[7:Res:3044.0,3181.0] || familiar(two,five)* -> .
% 0.43/0.66 3216[8:MRR:3213.0,3190.0] || -> .
% 0.43/0.66 3217[6:Spt:3216.0,36.0,3055.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 3218[6:Spt:3216.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 3220[7:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 3221[7:MRR:2973.0,3220.0] || -> familiar(two,six)*.
% 0.43/0.66 3234[7:Res:3221.0,2888.0] || familiar(one,two)* -> .
% 0.43/0.66 3235[7:MRR:3234.0,3218.0] || -> .
% 0.43/0.66 3236[7:Spt:3235.0,35.0,3220.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 3237[7:Spt:3235.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 3242[8:Spt:57.1] || -> familiar(two,four)*.
% 0.43/0.66 3244[8:Res:3242.0,3096.0] || familiar(one,two)* -> .
% 0.43/0.66 3246[8:MRR:3244.0,3218.0] || -> .
% 0.43/0.66 3247[8:Spt:3246.0,57.1,3242.0] || familiar(two,four)*+ -> .
% 0.43/0.66 3248[8:Spt:3246.0,57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 3252[9:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 3253[9:Res:3252.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3274[9:Res:2072.0,3253.0] || not_familiar(two,four)* -> .
% 0.43/0.66 3276[9:MRR:3274.0,3248.0] || -> .
% 0.43/0.66 3277[9:Spt:3276.0,97.0,3252.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3278[9:Spt:3276.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3279[9:Res:3278.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 3284[10:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 3286[10:Res:3284.0,3049.0] || not_familiar(one,three)* -> .
% 0.43/0.66 3288[10:MRR:3286.0,3141.0] || -> .
% 0.43/0.66 3289[10:Spt:3288.0,64.0,3284.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 3290[10:Spt:3288.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 3292[10:Res:3290.0,3279.0] || familiar(two,three)* -> .
% 0.43/0.66 3294[10:MRR:3292.0,3237.0] || -> .
% 0.43/0.66 3295[4:Spt:3294.0,107.0,2889.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 3296[4:Spt:3294.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 3297[4:Res:3296.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 3298[4:Res:3296.0,2888.0] || familiar(one,three)*+ -> .
% 0.43/0.66 3299[4:MRR:49.1,3298.0] || -> not_familiar(one,three)*.
% 0.43/0.66 3302[4:MRR:50.2,3298.0] || not_familiar(u,three)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3304[5:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 3307[6:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 3311[7:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 3312[7:Res:3311.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3331[6:Res:3307.0,3302.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 3377[7:Res:3304.0,3312.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3379[7:MRR:3377.0,3307.0] || -> .
% 0.43/0.66 3380[7:Spt:3379.0,97.0,3311.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3381[7:Spt:3379.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3382[6:MRR:36.0,3331.0] || -> familiar(one,two)*.
% 0.43/0.66 3398[8:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 3399[8:Res:3398.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3418[8:Res:3304.0,3399.0] || not_familiar(one,three)* -> .
% 0.43/0.66 3420[8:MRR:3418.0,3299.0] || -> .
% 0.43/0.66 3421[8:Spt:3420.0,142.0,3398.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 3422[8:Spt:3420.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 3423[8:Res:3422.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 3443[8:Res:3381.0,3423.0] || familiar(one,two)* -> .
% 0.43/0.66 3445[8:MRR:3443.0,3382.0] || -> .
% 0.43/0.66 3446[6:Spt:3445.0,35.0,3307.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 3447[6:Spt:3445.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 3449[7:Spt:32.1] || -> familiar(five,six)*.
% 0.43/0.66 3452[7:Res:3449.0,2888.0] || familiar(one,five)*+ -> .
% 0.43/0.66 3458[7:MRR:143.2,3452.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3486[7:Res:3304.0,3458.0] || not_familiar(one,three)* -> .
% 0.43/0.66 3488[7:MRR:3486.0,3299.0] || -> .
% 0.43/0.66 3490[7:Spt:3488.0,32.1,3449.0] || familiar(five,six)*+ -> .
% 0.43/0.66 3491[7:Spt:3488.0,32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 3501[8:Spt:150.1] || -> familiar(two,six)*.
% 0.43/0.66 3502[8:Res:3501.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 3520[8:Res:3296.0,3502.0] || familiar(two,three)* -> .
% 0.43/0.66 3523[8:MRR:3520.0,3447.0] || -> .
% 0.43/0.66 3524[8:Spt:3523.0,150.1,3501.0] || familiar(two,six)*+ -> .
% 0.43/0.66 3525[8:Spt:3523.0,150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 3535[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 3536[9:Res:3535.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 3552[9:Res:3491.0,3536.0] || not_familiar(four,five)* -> .
% 0.43/0.66 3555[9:MRR:3552.0,2072.0] || -> .
% 0.43/0.66 3556[9:Spt:3555.0,72.0,3535.0] || not_familiar(four,six)* -> .
% 0.43/0.66 3557[9:Spt:3555.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 3560[9:Res:3557.0,3297.0] || familiar(three,four)* -> .
% 0.43/0.66 3562[9:MRR:3560.0,67.0] || -> .
% 0.43/0.66 3564[5:Spt:3562.0,64.0,3304.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 3565[5:Spt:3562.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 3569[6:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 3570[6:Res:3569.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 3582[7:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 3600[7:Res:3582.0,3570.0] || not_familiar(four,five)* -> .
% 0.43/0.66 3602[7:MRR:3600.0,2072.0] || -> .
% 0.43/0.66 3603[7:Spt:3602.0,32.0,3582.0] || not_familiar(five,six)* -> .
% 0.43/0.66 3604[7:Spt:3602.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 3606[7:Res:3604.0,3297.0] || familiar(three,five)* -> .
% 0.43/0.66 3608[7:MRR:3606.0,3565.0] || -> .
% 0.43/0.66 3610[6:Spt:3608.0,72.0,3569.0] || not_familiar(four,six)* -> .
% 0.43/0.66 3611[6:Spt:3608.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 3613[6:Res:3611.0,3297.0] || familiar(three,four)* -> .
% 0.43/0.66 3615[6:MRR:3613.0,67.0] || -> .
% 0.43/0.66 3620[1:Spt:3615.0,60.2,67.0] || familiar(three,four)*+ -> .
% 0.43/0.66 3621[1:Spt:3615.0,60.0,60.1] || not_familiar(three,two)*+ -> familiar(two,four).
% 0.43/0.66 3622[1:MRR:34.1,3620.0] || -> not_familiar(three,four)*.
% 0.43/0.66 3626[2:Spt:35.0] || -> not_familiar(two,three)*.
% 0.43/0.66 3628[3:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 3630[4:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 3633[5:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 3634[5:Res:3633.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3635[6:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 3669[5:Res:3628.0,3634.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3674[6:MRR:3669.0,3635.0] || -> .
% 0.43/0.66 3676[6:Spt:3674.0,97.0,3635.0] || not_familiar(two,five)* -> .
% 0.43/0.66 3677[6:Spt:3674.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3679[7:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 3680[7:Res:3679.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3712[2:Res:3626.0,50.0] || not_familiar(one,two)* -> familiar(one,three).
% 0.43/0.66 3713[4:MRR:3712.0,3630.0] || -> familiar(one,three)*.
% 0.43/0.66 3717[7:Res:3633.0,3680.0] || not_familiar(one,two)* -> .
% 0.43/0.66 3721[7:MRR:3717.0,3630.0] || -> .
% 0.43/0.66 3723[7:Spt:3721.0,191.0,3679.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 3724[7:Spt:3721.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 3725[7:Res:3724.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 3741[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 3743[8:Res:3741.0,3634.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3745[8:MRR:3743.0,3626.0] || -> .
% 0.43/0.66 3746[8:Spt:3745.0,107.0,3741.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 3747[8:Spt:3745.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 3753[8:Res:3747.0,3725.0] || familiar(one,three)* -> .
% 0.43/0.66 3755[8:MRR:3753.0,3713.0] || -> .
% 0.43/0.66 3756[5:Spt:3755.0,150.0,3633.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 3757[5:Spt:3755.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 3758[5:Res:3757.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 3759[6:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 3760[6:Res:3759.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 3762[7:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 3810[6:Res:3628.0,3760.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 3814[7:MRR:3810.0,3762.0] || -> .
% 0.43/0.66 3816[7:Spt:3814.0,64.0,3762.0] || not_familiar(three,five)* -> .
% 0.43/0.66 3817[7:Spt:3814.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 3823[8:Spt:72.1] || -> familiar(four,six)*.
% 0.43/0.66 3825[8:Res:3823.0,3758.0] || familiar(two,four)*+ -> .
% 0.43/0.66 3828[8:MRR:58.2,3825.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3839[8:Res:3622.0,3828.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3841[8:MRR:3839.0,3626.0] || -> .
% 0.43/0.66 3842[8:Spt:3841.0,72.1,3823.0] || familiar(four,six)* -> .
% 0.43/0.66 3843[8:Spt:3841.0,72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 3848[8:Res:3843.0,3760.0] || not_familiar(three,four)* -> .
% 0.43/0.66 3850[8:MRR:3848.0,3622.0] || -> .
% 0.43/0.66 3851[6:Spt:3850.0,107.0,3759.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 3852[6:Spt:3850.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 3855[7:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 3856[7:Res:3855.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 3857[8:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 3899[8:Res:3857.0,3856.0] || not_familiar(one,two)* -> .
% 0.43/0.66 3901[8:MRR:3899.0,3630.0] || -> .
% 0.43/0.66 3903[8:Spt:3901.0,97.0,3857.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 3904[8:Spt:3901.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 3905[8:Res:3904.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 3906[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 3907[9:Res:3906.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 3909[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 3924[9:Res:3628.0,3907.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 3927[10:MRR:3924.0,3909.0] || -> .
% 0.43/0.66 3928[10:Spt:3927.0,33.0,3909.0] || not_familiar(four,five)* -> .
% 0.43/0.66 3929[10:Spt:3927.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 3931[10:Res:3929.0,3905.0] || familiar(two,four)*+ -> .
% 0.43/0.66 3935[10:MRR:58.2,3931.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3945[10:Res:3622.0,3935.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3947[10:MRR:3945.0,3626.0] || -> .
% 0.43/0.66 3948[9:Spt:3947.0,72.0,3906.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 3949[9:Spt:3947.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 3952[9:Res:3949.0,3758.0] || familiar(two,four)*+ -> .
% 0.43/0.66 3957[9:MRR:58.2,3952.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3970[9:Res:3622.0,3957.0] || not_familiar(two,three)* -> .
% 0.43/0.66 3972[9:MRR:3970.0,3626.0] || -> .
% 0.43/0.66 3973[7:Spt:3972.0,142.0,3855.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 3974[7:Spt:3972.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 3975[7:Res:3974.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 3976[8:Spt:33.1] || -> familiar(four,five)*.
% 0.43/0.66 3980[9:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 3981[9:Res:3980.0,15.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 3992[8:Res:3976.0,3975.0] || familiar(one,four)*+ -> .
% 0.43/0.66 3999[9:Res:3622.0,3981.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4001[9:MRR:3999.0,3626.0] || -> .
% 0.43/0.66 4002[9:Spt:4001.0,57.0,3980.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 4003[9:Spt:4001.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 4004[8:MRR:91.1,3992.0] || -> not_familiar(one,four)*.
% 0.43/0.66 4010[10:Spt:72.1] || -> familiar(four,six)*.
% 0.43/0.66 4013[10:Res:4010.0,3758.0] || familiar(two,four)* -> .
% 0.43/0.66 4014[10:MRR:4013.0,4003.0] || -> .
% 0.43/0.66 4015[10:Spt:4014.0,72.1,4010.0] || familiar(four,six)*+ -> .
% 0.43/0.66 4016[10:Spt:4014.0,72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4030[10:Res:4016.0,192.0] || not_familiar(one,four)* -> familiar(one,six).
% 0.43/0.66 4031[10:MRR:4030.0,4004.0] || -> familiar(one,six)*.
% 0.43/0.66 4037[10:Res:4031.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 4043[10:Res:3852.0,4037.0] || familiar(one,three)* -> .
% 0.43/0.66 4046[10:MRR:4043.0,3713.0] || -> .
% 0.43/0.66 4047[8:Spt:4046.0,33.1,3976.0] || familiar(four,five)*+ -> .
% 0.43/0.66 4048[8:Spt:4046.0,33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4053[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4054[9:Res:4053.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 4071[9:Res:3628.0,4054.0] || not_familiar(four,five)* -> .
% 0.43/0.66 4074[9:MRR:4071.0,4048.0] || -> .
% 0.43/0.66 4075[9:Spt:4074.0,72.0,4053.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 4076[9:Spt:4074.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4079[9:Res:4076.0,3758.0] || familiar(two,four)*+ -> .
% 0.43/0.66 4084[9:MRR:58.2,4079.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4096[9:Res:3622.0,4084.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4098[9:MRR:4096.0,3626.0] || -> .
% 0.43/0.66 4099[4:Spt:4098.0,36.0,3630.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 4100[4:Spt:4098.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 4102[5:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 4103[5:Res:4102.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4105[6:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 4106[6:Res:4105.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4107[7:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4132[5:Res:3628.0,4103.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 4142[5:MRR:142.0,4132.0] || -> familiar(one,five)*.
% 0.43/0.66 4144[5:Res:4142.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 4159[7:Res:4107.0,4106.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4160[7:MRR:4159.0,3622.0] || -> .
% 0.43/0.66 4161[7:Spt:4160.0,33.0,4107.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4162[7:Spt:4160.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4164[8:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 4186[7:Res:4162.0,4144.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4191[7:MRR:91.1,4186.0] || -> not_familiar(one,four)*.
% 0.43/0.66 4193[7:MRR:92.2,4186.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4203[7:Res:3622.0,4193.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 4205[8:MRR:4203.0,4164.0] || -> .
% 0.43/0.66 4206[8:Spt:4205.0,49.0,4164.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4207[8:Spt:4205.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 4210[9:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 4211[9:Res:4210.0,15.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4232[9:Res:3622.0,4211.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4234[9:MRR:4232.0,3626.0] || -> .
% 0.43/0.66 4235[9:Spt:4234.0,57.0,4210.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 4236[9:Spt:4234.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 4238[10:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4239[10:Res:4238.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4255[10:Res:3628.0,4239.0] || not_familiar(three,five)* -> .
% 0.43/0.66 4259[10:MRR:4255.0,4105.0] || -> .
% 0.43/0.66 4260[10:Spt:4259.0,107.0,4238.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 4261[10:Spt:4259.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4263[11:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4265[11:Res:4263.0,4103.0] || not_familiar(one,four)* -> .
% 0.43/0.66 4267[11:MRR:4265.0,4191.0] || -> .
% 0.43/0.66 4268[11:Spt:4267.0,72.0,4263.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 4269[11:Spt:4267.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4271[12:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 4272[12:Res:4271.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4279[12:Res:3628.0,4272.0] || not_familiar(two,five)* -> .
% 0.43/0.66 4282[12:MRR:97.0,4279.0] || -> familiar(two,five)*.
% 0.43/0.66 4284[12:Res:4282.0,4144.0] || familiar(one,two)* -> .
% 0.43/0.66 4286[12:MRR:4284.0,4100.0] || -> .
% 0.43/0.66 4287[12:Spt:4286.0,150.0,4271.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 4288[12:Spt:4286.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 4289[12:Res:4288.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 4295[12:Res:4269.0,4289.0] || familiar(two,four)* -> .
% 0.43/0.66 4298[12:MRR:4295.0,4236.0] || -> .
% 0.43/0.66 4299[6:Spt:4298.0,64.0,4105.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4300[6:Spt:4298.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 4302[6:Res:4300.0,4144.0] || familiar(one,three)*+ -> .
% 0.43/0.66 4303[6:MRR:49.1,4302.0] || -> not_familiar(one,three)*.
% 0.43/0.66 4310[7:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4313[8:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 4314[8:Res:4313.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4333[8:Res:3628.0,4314.0] || not_familiar(two,five)* -> .
% 0.43/0.66 4337[8:MRR:97.0,4333.0] || -> familiar(two,five)*.
% 0.43/0.66 4344[8:Res:4337.0,4144.0] || familiar(one,two)* -> .
% 0.43/0.66 4345[8:MRR:4344.0,4100.0] || -> .
% 0.43/0.66 4346[8:Spt:4345.0,150.0,4313.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 4347[8:Spt:4345.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 4348[8:Res:4347.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 4350[9:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 4351[9:Res:4350.0,15.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4372[9:Res:3622.0,4351.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4374[9:MRR:4372.0,3626.0] || -> .
% 0.43/0.66 4375[9:Spt:4374.0,57.0,4350.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 4376[9:Spt:4374.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 4381[10:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4382[10:Res:4381.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 4391[10:Res:3628.0,4382.0] || not_familiar(four,five)* -> .
% 0.43/0.66 4394[10:MRR:4391.0,4310.0] || -> .
% 0.43/0.66 4395[10:Spt:4394.0,72.0,4381.0] || not_familiar(four,six)* -> .
% 0.43/0.66 4396[10:Spt:4394.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4398[10:Res:4396.0,4348.0] || familiar(two,four)* -> .
% 0.43/0.66 4400[10:MRR:4398.0,4376.0] || -> .
% 0.43/0.66 4401[7:Spt:4400.0,33.0,4310.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4402[7:Spt:4400.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4405[7:Res:4402.0,4144.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4408[7:MRR:92.2,4405.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4431[7:Res:3622.0,4408.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4433[7:MRR:4431.0,4303.0] || -> .
% 0.43/0.66 4434[5:Spt:4433.0,191.0,4102.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 4435[5:Spt:4433.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 4436[5:Res:4435.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 4437[6:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 4438[6:Res:4437.0,15.0] || not_familiar(u,four)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4464[6:Res:3622.0,4438.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4466[6:MRR:4464.0,3626.0] || -> .
% 0.43/0.66 4467[6:Spt:4466.0,57.0,4437.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 4468[6:Spt:4466.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 4470[7:Spt:142.1] || -> familiar(one,five)*.
% 0.43/0.66 4471[7:Res:4470.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 4472[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4473[8:Res:4472.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4475[9:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4477[10:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 4478[10:Res:4477.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4492[10:Res:4475.0,4478.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4494[10:MRR:4492.0,3622.0] || -> .
% 0.43/0.66 4495[10:Spt:4494.0,64.0,4477.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4496[10:Spt:4494.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 4498[11:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4509[10:Res:4496.0,4471.0] || familiar(one,three)*+ -> .
% 0.43/0.66 4512[8:Res:3628.0,4473.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4515[11:Res:4498.0,4473.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4516[11:MRR:4515.0,3622.0] || -> .
% 0.43/0.66 4517[11:Spt:4516.0,72.0,4498.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 4518[11:Spt:4516.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4519[10:MRR:49.1,4509.0] || -> not_familiar(one,three)*.
% 0.43/0.66 4523[11:Res:4518.0,4436.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4526[11:MRR:92.2,4523.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4536[11:Res:3622.0,4526.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4537[11:MRR:4536.0,4519.0] || -> .
% 0.43/0.66 4538[9:Spt:4537.0,33.0,4475.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4539[9:Spt:4537.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4540[8:MRR:64.0,4512.0] || -> familiar(three,five)*.
% 0.43/0.66 4542[9:Res:4539.0,4471.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4546[9:MRR:92.2,4542.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4548[8:Res:4540.0,4471.0] || familiar(one,three)*+ -> .
% 0.43/0.66 4549[8:MRR:49.1,4548.0] || -> not_familiar(one,three)*.
% 0.43/0.66 4572[9:Res:3622.0,4546.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4573[9:MRR:4572.0,4549.0] || -> .
% 0.43/0.66 4574[8:Spt:4573.0,107.0,4472.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 4575[8:Spt:4573.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4577[8:Res:4575.0,4436.0] || familiar(one,three)*+ -> .
% 0.43/0.66 4578[8:MRR:49.1,4577.0] || -> not_familiar(one,three)*.
% 0.43/0.66 4584[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4585[9:Res:4584.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.66 4587[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4598[9:Res:3628.0,4585.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4601[10:MRR:4598.0,4587.0] || -> .
% 0.43/0.66 4602[10:Spt:4601.0,33.0,4587.0] || not_familiar(four,five)* -> .
% 0.43/0.66 4603[10:Spt:4601.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4605[10:Res:4603.0,4471.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4608[10:MRR:92.2,4605.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4616[10:Res:3622.0,4608.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4617[10:MRR:4616.0,4578.0] || -> .
% 0.43/0.66 4618[9:Spt:4617.0,72.0,4584.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 4619[9:Spt:4617.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4622[9:Res:4619.0,4436.0] || familiar(one,four)*+ -> .
% 0.43/0.66 4625[9:MRR:92.2,4622.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4639[9:Res:3622.0,4625.0] || not_familiar(one,three)* -> .
% 0.43/0.66 4640[9:MRR:4639.0,4578.0] || -> .
% 0.43/0.66 4641[7:Spt:4640.0,142.1,4470.0] || familiar(one,five)*+ -> .
% 0.43/0.66 4642[7:Spt:4640.0,142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 4646[7:MRR:143.2,4641.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4648[8:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 4649[8:Res:4648.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4650[9:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4671[9:Res:4650.0,4649.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4672[9:MRR:4671.0,3622.0] || -> .
% 0.43/0.66 4673[9:Spt:4672.0,33.0,4650.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4674[9:Spt:4672.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4676[10:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4677[10:Res:4676.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4690[8:Res:4648.0,4646.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 4703[10:Res:3628.0,4677.0] || not_familiar(three,five)* -> .
% 0.43/0.66 4706[10:MRR:4703.0,4648.0] || -> .
% 0.43/0.66 4707[10:Spt:4706.0,107.0,4676.0] || not_familiar(three,six)* -> .
% 0.43/0.66 4708[10:Spt:4706.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4709[8:MRR:49.0,4690.0] || -> familiar(one,three)*.
% 0.43/0.66 4711[10:Res:4708.0,4436.0] || familiar(one,three)* -> .
% 0.43/0.66 4712[10:MRR:4711.0,4709.0] || -> .
% 0.43/0.66 4713[8:Spt:4712.0,64.0,4648.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4714[8:Spt:4712.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 4716[9:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 4717[9:Res:4716.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 4719[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4721[10:Res:4719.0,4646.0] || not_familiar(one,four)* -> .
% 0.43/0.66 4722[10:MRR:4721.0,4716.0] || -> .
% 0.43/0.66 4723[10:Spt:4722.0,33.0,4719.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 4724[10:Spt:4722.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 4726[11:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4729[12:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4730[12:Res:4729.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4740[9:Res:3622.0,4717.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 4752[12:Res:4726.0,4730.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4754[12:MRR:4752.0,3622.0] || -> .
% 0.43/0.66 4755[12:Spt:4754.0,107.0,4729.0] || not_familiar(three,six)* -> .
% 0.43/0.66 4756[12:Spt:4754.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4757[9:MRR:49.0,4740.0] || -> familiar(one,three)*.
% 0.43/0.66 4759[12:Res:4756.0,4436.0] || familiar(one,three)* -> .
% 0.43/0.66 4760[12:MRR:4759.0,4757.0] || -> .
% 0.43/0.66 4761[11:Spt:4760.0,72.0,4726.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 4762[11:Spt:4760.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 4766[12:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4780[12:Res:4766.0,151.0] || not_familiar(two,three)* -> familiar(two,six).
% 0.43/0.66 4781[12:MRR:4780.0,3626.0] || -> familiar(two,six)*.
% 0.43/0.66 4785[12:Res:4781.0,4436.0] || familiar(one,two)* -> .
% 0.43/0.66 4786[12:MRR:4785.0,4100.0] || -> .
% 0.43/0.66 4787[12:Spt:4786.0,107.0,4766.0] || not_familiar(three,six)* -> .
% 0.43/0.66 4788[12:Spt:4786.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4791[12:Res:4788.0,4436.0] || familiar(one,three)* -> .
% 0.43/0.66 4792[12:MRR:4791.0,4757.0] || -> .
% 0.43/0.66 4793[9:Spt:4792.0,91.0,4716.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 4794[9:Spt:4792.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 4795[9:Res:4794.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 4817[9:Res:4468.0,4795.0] || familiar(one,two)* -> .
% 0.43/0.66 4819[9:MRR:4817.0,4100.0] || -> .
% 0.43/0.66 4820[3:Spt:4819.0,32.0,3628.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 4821[3:Spt:4819.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 4823[4:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 4824[4:Res:4823.0,15.0] || not_familiar(u,five)*+ not_familiar(two,u)* -> .
% 0.43/0.66 4825[5:Spt:33.1] || -> familiar(four,five)*.
% 0.43/0.66 4830[6:Spt:72.1] || -> familiar(four,six)*.
% 0.43/0.66 4831[6:Res:4830.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 4900[6:Res:4821.0,4831.0] || familiar(four,five)* -> .
% 0.43/0.66 4902[6:MRR:4900.0,4825.0] || -> .
% 0.43/0.66 4903[6:Spt:4902.0,72.1,4830.0] || familiar(four,six)*+ -> .
% 0.43/0.66 4904[6:Spt:4902.0,72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 4943[7:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 4944[7:Res:4943.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 4959[7:Res:4904.0,4944.0] || not_familiar(three,four)* -> .
% 0.43/0.66 4962[7:MRR:4959.0,3622.0] || -> .
% 0.43/0.66 4963[7:Spt:4962.0,107.0,4943.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 4964[7:Spt:4962.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 4965[7:Res:4964.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 4967[8:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 4969[8:Res:4967.0,4824.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4970[8:MRR:4969.0,3626.0] || -> .
% 0.43/0.66 4971[8:Spt:4970.0,64.0,4967.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4972[8:Spt:4970.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 4978[7:Res:4821.0,4965.0] || familiar(three,five)* -> .
% 0.43/0.66 4980[8:MRR:4978.0,4972.0] || -> .
% 0.43/0.66 4981[5:Spt:4980.0,33.1,4825.0] || familiar(four,five)*+ -> .
% 0.43/0.66 4982[5:Spt:4980.0,33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 4987[5:Res:4982.0,4824.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 4988[5:MRR:57.0,4987.0] || -> familiar(two,four)*.
% 0.43/0.66 4990[6:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 4991[6:MRR:3712.0,4990.0] || -> familiar(one,three)*.
% 0.43/0.66 4994[7:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 4996[7:Res:4994.0,4824.0] || not_familiar(two,three)* -> .
% 0.43/0.66 4997[7:MRR:4996.0,3626.0] || -> .
% 0.43/0.66 4998[7:Spt:4997.0,64.0,4994.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 4999[7:Spt:4997.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5037[4:Res:4823.0,143.0] || not_familiar(one,two)* -> familiar(one,five).
% 0.43/0.66 5038[5:Res:4982.0,143.0] || not_familiar(one,four)* -> familiar(one,five).
% 0.43/0.66 5039[6:MRR:5037.0,4990.0] || -> familiar(one,five)*.
% 0.43/0.66 5041[6:Res:5039.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 5054[7:Res:4999.0,5041.0] || familiar(one,three)* -> .
% 0.43/0.66 5056[7:MRR:5054.0,4991.0] || -> .
% 0.43/0.66 5057[6:Spt:5056.0,36.0,4990.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 5058[6:Spt:5056.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 5064[7:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 5065[7:MRR:5038.0,5064.0] || -> familiar(one,five)*.
% 0.43/0.66 5066[7:Res:5064.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5068[7:Res:5065.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 5092[8:Spt:49.1] || -> familiar(one,three)*.
% 0.43/0.66 5094[9:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5097[9:Res:5094.0,4824.0] || not_familiar(two,three)* -> .
% 0.43/0.66 5098[9:MRR:5097.0,3626.0] || -> .
% 0.43/0.66 5099[9:Spt:5098.0,64.0,5094.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 5100[9:Spt:5098.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5106[7:Res:3622.0,5066.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 5108[9:Res:5100.0,5068.0] || familiar(one,three)* -> .
% 0.43/0.66 5110[9:MRR:5108.0,5092.0] || -> .
% 0.43/0.66 5111[8:Spt:5110.0,49.1,5092.0] || familiar(one,three)* -> .
% 0.43/0.66 5112[8:Spt:5110.0,49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 5113[8:MRR:5112.0,5106.0] || -> .
% 0.43/0.66 5116[7:Spt:5113.0,91.0,5064.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 5117[7:Spt:5113.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 5118[7:Res:5117.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 5144[7:Res:4988.0,5118.0] || familiar(one,two)* -> .
% 0.43/0.66 5146[7:MRR:5144.0,5058.0] || -> .
% 0.43/0.66 5147[4:Spt:5146.0,97.0,4823.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 5148[4:Spt:5146.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 5149[4:Res:5148.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 5150[5:Spt:142.1] || -> familiar(one,five)*.
% 0.43/0.66 5151[5:Res:5150.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 5152[6:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 5153[6:MRR:3712.0,5152.0] || -> familiar(one,three)*.
% 0.43/0.66 5154[6:MRR:737.0,5152.0] || -> familiar(two,four) familiar(one,four)*.
% 0.43/0.66 5159[7:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5160[7:Res:5159.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5164[8:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 5179[5:Res:5148.0,5151.0] || familiar(one,two)* -> .
% 0.43/0.66 5182[8:Res:5164.0,5160.0] || not_familiar(three,four)* -> .
% 0.43/0.66 5183[8:MRR:5182.0,3622.0] || -> .
% 0.43/0.66 5184[8:Spt:5183.0,33.0,5164.0] || not_familiar(four,five)* -> .
% 0.43/0.66 5185[8:Spt:5183.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 5187[8:Res:5185.0,5151.0] || familiar(one,four)* -> .
% 0.43/0.66 5188[8:Res:5185.0,5149.0] || familiar(two,four)* -> .
% 0.43/0.66 5189[8:MRR:5154.1,5187.0] || -> familiar(two,four)*.
% 0.43/0.66 5190[8:MRR:5188.0,5189.0] || -> .
% 0.43/0.66 5191[7:Spt:5190.0,64.0,5159.0] || not_familiar(three,five)* -> .
% 0.43/0.66 5192[7:Spt:5190.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5194[7:Res:5192.0,5151.0] || familiar(one,three)* -> .
% 0.43/0.66 5196[7:MRR:5194.0,5153.0] || -> .
% 0.43/0.66 5197[6:Spt:5196.0,36.0,5152.0] || not_familiar(one,two)* -> .
% 0.43/0.66 5198[6:Spt:5196.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 5199[6:MRR:5198.0,5179.0] || -> .
% 0.43/0.66 5202[5:Spt:5199.0,142.1,5150.0] || familiar(one,five)*+ -> .
% 0.43/0.66 5203[5:Spt:5199.0,142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 5208[6:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 5209[6:Res:5208.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 5210[7:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 5212[8:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 5214[9:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 5251[7:Res:5210.0,5209.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 5253[9:MRR:5251.0,5214.0] || -> .
% 0.43/0.66 5255[9:Spt:5253.0,57.0,5214.0] || not_familiar(two,four)* -> .
% 0.43/0.66 5256[9:Spt:5253.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 5264[10:Spt:64.1] || -> familiar(three,five)*.
% 0.43/0.66 5267[11:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 5269[11:Res:5267.0,5209.0] || not_familiar(two,three)* -> .
% 0.43/0.66 5270[11:MRR:5269.0,3626.0] || -> .
% 0.43/0.66 5271[11:Spt:5270.0,107.0,5267.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 5272[11:Spt:5270.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 5273[11:Res:5272.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 5286[11:Res:4821.0,5273.0] || familiar(three,five)* -> .
% 0.43/0.66 5288[11:MRR:5286.0,5264.0] || -> .
% 0.43/0.66 5289[10:Spt:5288.0,64.1,5264.0] || familiar(three,five)*+ -> .
% 0.43/0.66 5290[10:Spt:5288.0,64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5293[10:MRR:65.2,5289.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5308[10:Res:5212.0,5293.0] || not_familiar(three,four)* -> .
% 0.43/0.66 5309[10:MRR:5308.0,3622.0] || -> .
% 0.43/0.66 5310[8:Spt:5309.0,33.0,5212.0] || not_familiar(four,five)* -> .
% 0.43/0.66 5311[8:Spt:5309.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 5312[7:MRR:57.0,5251.0] || -> familiar(two,four)*.
% 0.43/0.66 5314[8:Res:5311.0,5149.0] || familiar(two,four)* -> .
% 0.43/0.66 5315[8:MRR:5314.0,5312.0] || -> .
% 0.43/0.66 5316[7:Spt:5315.0,72.0,5210.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 5317[7:Spt:5315.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 5318[7:Res:5317.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 5320[8:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 5322[8:Res:5320.0,5209.0] || not_familiar(two,three)* -> .
% 0.43/0.66 5323[8:MRR:5322.0,3626.0] || -> .
% 0.43/0.66 5324[8:Spt:5323.0,107.0,5320.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 5325[8:Spt:5323.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 5326[8:Res:5325.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 5333[9:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5334[9:Res:5333.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5336[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 5344[7:Res:4821.0,5318.0] || familiar(four,five)*+ -> .
% 0.43/0.66 5349[8:Res:4821.0,5326.0] || familiar(three,five)*+ -> .
% 0.43/0.66 5361[10:Res:5336.0,5334.0] || not_familiar(three,four)* -> .
% 0.43/0.66 5362[10:MRR:5361.0,3622.0] || -> .
% 0.43/0.66 5363[10:Spt:5362.0,33.0,5336.0] || not_familiar(four,five)* -> .
% 0.43/0.66 5364[10:Spt:5362.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 5365[10:MRR:5364.0,5344.0] || -> .
% 0.43/0.66 5367[9:Spt:5365.0,64.0,5333.0] || not_familiar(three,five)* -> .
% 0.43/0.66 5368[9:Spt:5365.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5369[9:MRR:5368.0,5349.0] || -> .
% 0.43/0.66 5372[6:Spt:5369.0,150.0,5208.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 5373[6:Spt:5369.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 5374[6:Res:5373.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 5397[6:Res:4821.0,5374.0] || familiar(two,five)* -> .
% 0.43/0.66 5399[6:MRR:5397.0,5148.0] || -> .
% 0.43/0.66 5400[2:Spt:5399.0,35.0,3626.0] || not_familiar(two,three)*+ -> .
% 0.43/0.66 5401[2:Spt:5399.0,35.1] || -> familiar(two,three)*.
% 0.43/0.66 5403[3:Spt:107.0] || -> not_familiar(three,six)*.
% 0.43/0.66 5404[3:Res:5403.0,15.0] || not_familiar(u,six)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5405[4:Spt:72.1] || -> familiar(four,six)*.
% 0.43/0.66 5406[4:Res:5405.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 5407[5:Spt:33.1] || -> familiar(four,five)*.
% 0.43/0.66 5409[6:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5426[7:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 5436[7:Res:5426.0,5404.0] || not_familiar(three,five)* -> .
% 0.43/0.66 5437[7:MRR:5436.0,5409.0] || -> .
% 0.43/0.66 5438[7:Spt:5437.0,32.0,5426.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 5439[7:Spt:5437.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 5445[7:Res:5439.0,5406.0] || familiar(four,five)* -> .
% 0.43/0.66 5447[7:MRR:5445.0,5407.0] || -> .
% 0.43/0.66 5448[6:Spt:5447.0,64.0,5409.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 5449[6:Spt:5447.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5451[7:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 5453[8:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 5456[9:Spt:142.1] || -> familiar(one,five)*.
% 0.43/0.66 5457[9:Res:5456.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 5463[10:Spt:49.1] || -> familiar(one,three)*.
% 0.43/0.66 5482[9:Res:5407.0,5457.0] || familiar(one,four)*+ -> .
% 0.43/0.66 5483[9:Res:5449.0,5457.0] || familiar(one,three)*+ -> .
% 0.43/0.66 5486[10:MRR:5483.0,5463.0] || -> .
% 0.43/0.66 5487[10:Spt:5486.0,49.1,5463.0] || familiar(one,three)* -> .
% 0.43/0.66 5488[10:Spt:5486.0,49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 5493[9:MRR:92.2,5482.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5502[9:Res:3622.0,5493.0] || not_familiar(one,three)* -> .
% 0.43/0.66 5505[10:MRR:5502.0,5488.0] || -> .
% 0.43/0.66 5506[9:Spt:5505.0,142.1,5456.0] || familiar(one,five)*+ -> .
% 0.43/0.66 5507[9:Spt:5505.0,142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 5510[9:MRR:143.2,5506.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5516[10:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 5529[9:Res:5451.0,5510.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 5530[10:MRR:5529.0,5516.0] || -> .
% 0.43/0.66 5531[10:Spt:5530.0,36.0,5516.0] || not_familiar(one,two)* -> .
% 0.43/0.66 5532[10:Spt:5530.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 5534[11:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 5535[11:Res:5534.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5543[11:Res:3622.0,5535.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 5546[11:MRR:49.0,5543.0] || -> familiar(one,three)*.
% 0.43/0.66 5547[11:Res:5546.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 5549[11:Res:5401.0,5547.0] || familiar(one,two)* -> .
% 0.43/0.66 5551[11:MRR:5549.0,5532.0] || -> .
% 0.43/0.66 5552[11:Spt:5551.0,91.0,5534.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 5553[11:Spt:5551.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 5559[3:Res:5403.0,192.0] || not_familiar(one,three)*+ -> familiar(one,six).
% 0.43/0.66 5561[0:Res:150.0,192.0] || not_familiar(one,two)* -> familiar(two,six) familiar(one,six).
% 0.43/0.66 5562[8:Res:5453.0,192.0] || not_familiar(one,five)* -> familiar(one,six).
% 0.43/0.66 5563[9:MRR:5562.0,5507.0] || -> familiar(one,six)*.
% 0.43/0.66 5565[9:Res:5563.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 5567[9:Res:5405.0,5565.0] || familiar(one,four)* -> .
% 0.43/0.66 5569[11:MRR:5567.0,5553.0] || -> .
% 0.43/0.66 5570[8:Spt:5569.0,32.0,5453.0] || not_familiar(five,six)* -> .
% 0.43/0.66 5571[8:Spt:5569.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 5573[8:Res:5571.0,5406.0] || familiar(four,five)* -> .
% 0.43/0.66 5574[8:MRR:5573.0,5407.0] || -> .
% 0.43/0.66 5575[7:Spt:5574.0,97.0,5451.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 5576[7:Spt:5574.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 5577[7:Res:5576.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 5609[7:Res:5449.0,5577.0] || familiar(two,three)* -> .
% 0.43/0.66 5612[7:MRR:5609.0,5401.0] || -> .
% 0.43/0.66 5613[5:Spt:5612.0,33.1,5407.0] || familiar(four,five)*+ -> .
% 0.43/0.66 5614[5:Spt:5612.0,33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 5619[6:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 5620[6:MRR:5559.0,5619.0] || -> familiar(one,six)*.
% 0.43/0.66 5622[6:Res:5620.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 5657[6:Res:5405.0,5622.0] || familiar(one,four)*+ -> .
% 0.43/0.66 5684[6:MRR:92.2,5657.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5720[6:Res:3622.0,5684.0] || not_familiar(one,three)* -> .
% 0.43/0.66 5722[6:MRR:5720.0,5619.0] || -> .
% 0.43/0.66 5723[6:Spt:5722.0,49.0,5619.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 5724[6:Spt:5722.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 5725[6:Res:5724.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 5727[7:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 5728[7:MRR:5561.0,5727.0] || -> familiar(two,six) familiar(one,six)*.
% 0.43/0.66 5731[8:Spt:150.1] || -> familiar(two,six)*.
% 0.43/0.66 5732[8:Res:5731.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 5734[9:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 5735[9:Res:5734.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5737[10:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 5739[10:Res:5737.0,5404.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 5740[10:MRR:64.0,5739.0] || -> familiar(three,five)*.
% 0.43/0.66 5742[11:Spt:97.1] || -> familiar(two,five)*.
% 0.43/0.66 5743[11:Res:5742.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 5756[6:Res:5401.0,5725.0] || familiar(one,two)*+ -> .
% 0.43/0.66 5779[11:Res:5740.0,5743.0] || familiar(two,three)* -> .
% 0.43/0.66 5781[11:MRR:5779.0,5401.0] || -> .
% 0.43/0.66 5782[11:Spt:5781.0,97.1,5742.0] || familiar(two,five)* -> .
% 0.43/0.66 5783[11:Spt:5781.0,97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 5791[11:Res:5783.0,5735.0] || not_familiar(one,two)* -> .
% 0.43/0.66 5793[11:MRR:5791.0,5727.0] || -> .
% 0.43/0.66 5794[10:Spt:5793.0,32.0,5737.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 5795[10:Spt:5793.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 5797[10:Res:5795.0,5732.0] || familiar(two,five)* -> .
% 0.43/0.66 5799[10:MRR:97.1,5797.0] || -> not_familiar(two,five)*.
% 0.43/0.66 5806[10:Res:5799.0,5735.0] || not_familiar(one,two)* -> .
% 0.43/0.66 5808[10:MRR:5806.0,5727.0] || -> .
% 0.43/0.66 5809[9:Spt:5808.0,142.0,5734.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 5810[9:Spt:5808.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 5811[9:Res:5810.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 5815[10:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5816[10:Res:5815.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5837[10:Res:5614.0,5816.0] || not_familiar(three,four)* -> .
% 0.43/0.66 5840[10:MRR:5837.0,3622.0] || -> .
% 0.43/0.66 5841[10:Spt:5840.0,64.0,5815.0] || not_familiar(three,five)* -> .
% 0.43/0.66 5842[10:Spt:5840.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 5844[10:Res:5842.0,5811.0] || familiar(one,three)* -> .
% 0.43/0.66 5845[10:MRR:5844.0,5724.0] || -> .
% 0.43/0.66 5846[8:Spt:5845.0,150.1,5731.0] || familiar(two,six)*+ -> .
% 0.43/0.66 5847[8:Spt:5845.0,150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 5848[8:MRR:5728.0,5846.0] || -> familiar(one,six)*.
% 0.43/0.66 5851[8:MRR:151.2,5846.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 5854[8:Res:5848.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 5856[9:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 5858[9:Res:5856.0,5404.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 5859[9:MRR:64.0,5858.0] || -> familiar(three,five)*.
% 0.43/0.66 5861[10:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 5877[9:Res:5856.0,5851.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 5878[10:MRR:5877.0,5861.0] || -> .
% 0.43/0.66 5879[10:Spt:5878.0,97.0,5861.0] || not_familiar(two,five)* -> .
% 0.43/0.66 5880[10:Spt:5878.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 5881[10:Res:5880.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 5894[8:Res:5405.0,5854.0] || familiar(one,four)*+ -> .
% 0.43/0.66 5903[10:Res:5859.0,5881.0] || familiar(two,three)* -> .
% 0.43/0.66 5905[10:MRR:5903.0,5401.0] || -> .
% 0.43/0.66 5906[9:Spt:5905.0,32.0,5856.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 5907[9:Spt:5905.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 5908[8:MRR:91.1,5894.0] || -> not_familiar(one,four)*.
% 0.43/0.66 5912[9:Res:5907.0,5854.0] || familiar(one,five)*+ -> .
% 0.43/0.66 5916[9:MRR:143.2,5912.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 5942[9:Res:5614.0,5916.0] || not_familiar(one,four)* -> .
% 0.43/0.66 5945[9:MRR:5942.0,5908.0] || -> .
% 0.43/0.66 5947[7:Spt:5945.0,36.0,5727.0] || not_familiar(one,two)* -> .
% 0.43/0.66 5948[7:Spt:5945.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 5949[7:MRR:5948.0,5756.0] || -> .
% 0.43/0.66 5952[4:Spt:5949.0,72.1,5405.0] || familiar(four,six)* -> .
% 0.43/0.66 5953[4:Spt:5949.0,72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 5960[4:Res:5953.0,5404.0] || not_familiar(three,four)* -> .
% 0.43/0.66 5961[4:MRR:5960.0,3622.0] || -> .
% 0.43/0.66 5962[3:Spt:5961.0,107.0,5403.0] || not_familiar(three,six)*+ -> .
% 0.43/0.66 5963[3:Spt:5961.0,107.1] || -> familiar(three,six)*.
% 0.43/0.66 5964[3:Res:5963.0,14.0] || familiar(u,six)*+ familiar(three,u)* -> .
% 0.43/0.66 5965[4:Spt:64.0] || -> not_familiar(three,five)*.
% 0.43/0.66 5966[4:Res:5965.0,15.0] || not_familiar(u,five)*+ not_familiar(three,u)* -> .
% 0.43/0.66 5967[5:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 5969[6:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.66 5971[7:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 5972[7:Res:5971.0,15.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6025[7:Res:5965.0,5972.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 6026[7:Res:5969.0,5972.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 6027[7:MRR:49.0,6025.0] || -> familiar(one,three)*.
% 0.43/0.66 6032[7:Res:6027.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 6061[7:MRR:36.0,6026.0] || -> familiar(one,two)*.
% 0.43/0.66 6089[7:Res:5401.0,6032.0] || familiar(one,two)* -> .
% 0.43/0.66 6091[7:MRR:6089.0,6061.0] || -> .
% 0.43/0.66 6092[7:Spt:6091.0,142.0,5971.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 6093[7:Spt:6091.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 6098[8:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6101[8:Res:6098.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6103[8:MRR:6101.0,3622.0] || -> .
% 0.43/0.66 6104[8:Spt:6103.0,33.0,6098.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6105[8:Spt:6103.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6107[9:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 6108[9:Res:6107.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 6148[9:Res:5967.0,6108.0] || not_familiar(two,five)* -> .
% 0.43/0.66 6150[9:MRR:6148.0,5969.0] || -> .
% 0.43/0.66 6152[9:Spt:6150.0,150.0,6107.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 6153[9:Spt:6150.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 6157[9:Res:6153.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 6175[9:Res:5963.0,6157.0] || familiar(two,three)* -> .
% 0.43/0.66 6177[9:MRR:6175.0,5401.0] || -> .
% 0.43/0.66 6178[6:Spt:6177.0,97.0,5969.0] || not_familiar(two,five)*+ -> .
% 0.43/0.66 6179[6:Spt:6177.0,97.1] || -> familiar(two,five)*.
% 0.43/0.66 6180[6:Res:6179.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.66 6181[7:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 6184[8:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 6186[8:MRR:737.0,6184.0] || -> familiar(two,four) familiar(one,four)*.
% 0.43/0.66 6188[9:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 6189[9:Res:6188.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 6191[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6193[10:Res:6191.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6194[10:MRR:6193.0,3622.0] || -> .
% 0.43/0.66 6195[10:Spt:6194.0,33.0,6191.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6196[10:Spt:6194.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6198[11:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 6199[11:Res:6198.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6215[10:Res:6196.0,6180.0] || familiar(two,four)*+ -> .
% 0.43/0.66 6233[10:MRR:6186.0,6215.0] || -> familiar(one,four)*.
% 0.43/0.66 6248[11:Res:6181.0,6199.0] || not_familiar(one,two)* -> .
% 0.43/0.66 6250[11:MRR:6248.0,6184.0] || -> .
% 0.43/0.66 6251[11:Spt:6250.0,91.0,6198.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 6252[11:Spt:6250.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 6253[12:Spt:191.1] || -> familiar(one,six)*.
% 0.43/0.66 6254[12:Res:6253.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 6256[13:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 6258[13:Res:6256.0,6189.0] || not_familiar(two,four)* -> .
% 0.43/0.66 6260[13:MRR:6258.0,6181.0] || -> .
% 0.43/0.66 6261[13:Spt:6260.0,72.0,6256.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 6262[13:Spt:6260.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 6269[13:Res:6262.0,6254.0] || familiar(one,four)* -> .
% 0.43/0.66 6272[13:MRR:6269.0,6233.0] || -> .
% 0.43/0.66 6275[12:Spt:6272.0,191.1,6253.0] || familiar(one,six)*+ -> .
% 0.43/0.66 6276[12:Spt:6272.0,191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 6279[12:MRR:192.2,6275.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6296[12:Res:6188.0,6279.0] || not_familiar(one,two)* -> .
% 0.43/0.66 6298[12:MRR:6296.0,6184.0] || -> .
% 0.43/0.66 6300[9:Spt:6298.0,150.0,6188.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 6301[9:Spt:6298.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 6302[9:Res:6301.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 6330[9:Res:5963.0,6302.0] || familiar(two,three)* -> .
% 0.43/0.66 6332[9:MRR:6330.0,5401.0] || -> .
% 0.43/0.66 6333[8:Spt:6332.0,36.0,6184.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 6334[8:Spt:6332.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 6336[9:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6338[9:Res:6336.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6339[9:MRR:6338.0,3622.0] || -> .
% 0.43/0.66 6340[9:Spt:6339.0,33.0,6336.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6341[9:Spt:6339.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6345[10:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 6346[10:Res:6345.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6351[11:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 6366[10:Res:5967.0,6346.0] || not_familiar(one,five)*+ -> .
% 0.43/0.66 6368[11:MRR:6366.0,6351.0] || -> .
% 0.43/0.66 6370[11:Spt:6368.0,142.0,6351.0] || not_familiar(one,five)* -> .
% 0.43/0.66 6371[11:Spt:6368.0,142.1] || -> familiar(one,five)*.
% 0.43/0.66 6373[11:Res:6371.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.66 6387[11:Res:6179.0,6373.0] || familiar(one,two)* -> .
% 0.43/0.66 6390[11:MRR:6387.0,6334.0] || -> .
% 0.43/0.66 6391[10:Spt:6390.0,191.0,6345.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 6392[10:Spt:6390.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 6393[10:Res:6392.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 6395[11:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 6398[12:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 6399[12:Res:6398.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 6408[10:Res:5963.0,6393.0] || familiar(one,three)*+ -> .
% 0.43/0.66 6410[10:MRR:49.1,6408.0] || -> not_familiar(one,three)*.
% 0.43/0.66 6427[12:Res:6395.0,6399.0] || not_familiar(two,four)* -> .
% 0.43/0.66 6428[12:MRR:6427.0,6181.0] || -> .
% 0.43/0.66 6429[12:Spt:6428.0,150.0,6398.0] || not_familiar(two,six)* -> .
% 0.43/0.66 6430[12:Spt:6428.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 6432[12:Res:6430.0,6393.0] || familiar(one,two)* -> .
% 0.43/0.66 6434[12:MRR:6432.0,6334.0] || -> .
% 0.43/0.66 6435[11:Spt:6434.0,72.0,6395.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 6436[11:Spt:6434.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 6438[11:Res:6436.0,6393.0] || familiar(one,four)*+ -> .
% 0.43/0.66 6443[11:MRR:92.2,6438.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6455[11:Res:3622.0,6443.0] || not_familiar(one,three)* -> .
% 0.43/0.66 6457[11:MRR:6455.0,6410.0] || -> .
% 0.43/0.66 6458[7:Spt:6457.0,57.0,6181.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 6459[7:Spt:6457.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 6467[8:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6469[8:Res:6467.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6470[8:MRR:6469.0,3622.0] || -> .
% 0.43/0.66 6471[8:Spt:6470.0,33.0,6467.0] || not_familiar(four,five)* -> .
% 0.43/0.66 6472[8:Spt:6470.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6474[8:Res:6472.0,6180.0] || familiar(two,four)* -> .
% 0.43/0.66 6475[8:MRR:6474.0,6459.0] || -> .
% 0.43/0.66 6476[5:Spt:6475.0,32.0,5967.0] || not_familiar(five,six)*+ -> .
% 0.43/0.66 6477[5:Spt:6475.0,32.1] || -> familiar(five,six)*.
% 0.43/0.66 6482[6:Spt:49.0] || -> not_familiar(one,three)*.
% 0.43/0.66 6484[7:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 6485[7:Res:6484.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6486[8:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 6490[9:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6492[9:Res:6490.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6493[9:MRR:6492.0,3622.0] || -> .
% 0.43/0.66 6494[9:Spt:6493.0,33.0,6490.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6495[9:Spt:6493.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6527[10:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 6529[10:Res:6527.0,6485.0] || not_familiar(one,two)* -> .
% 0.43/0.66 6530[10:MRR:6529.0,6486.0] || -> .
% 0.43/0.66 6531[10:Spt:6530.0,150.0,6527.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 6532[10:Spt:6530.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 6533[10:Res:6532.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 6548[10:Res:5963.0,6533.0] || familiar(two,three)* -> .
% 0.43/0.66 6551[10:MRR:6548.0,5401.0] || -> .
% 0.43/0.66 6552[8:Spt:6551.0,36.0,6486.0] || not_familiar(one,two)*+ -> .
% 0.43/0.66 6553[8:Spt:6551.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 6555[9:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6557[9:Res:6555.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6558[9:MRR:6557.0,3622.0] || -> .
% 0.43/0.66 6559[9:Spt:6558.0,33.0,6555.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6560[9:Spt:6558.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6565[10:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.66 6566[10:Res:6565.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.66 6568[11:Spt:57.0] || -> not_familiar(two,four)*.
% 0.43/0.66 6571[12:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.66 6572[12:Res:6571.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6594[12:Res:3622.0,6572.0] || not_familiar(one,three)* -> .
% 0.43/0.66 6596[12:MRR:6594.0,6482.0] || -> .
% 0.43/0.66 6597[12:Spt:6596.0,91.0,6571.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 6598[12:Spt:6596.0,91.1] || -> familiar(one,four)*.
% 0.43/0.66 6600[13:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 6602[13:Res:6600.0,6566.0] || not_familiar(two,four)* -> .
% 0.43/0.66 6604[13:MRR:6602.0,6568.0] || -> .
% 0.43/0.66 6605[13:Spt:6604.0,72.0,6600.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 6606[13:Spt:6604.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 6607[13:Res:6606.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 6610[13:Res:6477.0,6607.0] || familiar(four,five)* -> .
% 0.43/0.66 6613[13:MRR:6610.0,6560.0] || -> .
% 0.43/0.66 6614[11:Spt:6613.0,57.0,6568.0] || not_familiar(two,four)*+ -> .
% 0.43/0.66 6615[11:Spt:6613.0,57.1] || -> familiar(two,four)*.
% 0.43/0.66 6617[12:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.66 6620[12:Res:6617.0,6485.0] || not_familiar(one,four)*+ -> .
% 0.43/0.66 6621[12:MRR:91.0,6620.0] || -> familiar(one,four)*.
% 0.43/0.66 6622[12:Res:6621.0,14.0] || familiar(u,four)*+ familiar(one,u)* -> .
% 0.43/0.66 6628[12:Res:6615.0,6622.0] || familiar(one,two)* -> .
% 0.43/0.66 6630[12:MRR:6628.0,6553.0] || -> .
% 0.43/0.66 6631[12:Spt:6630.0,72.0,6617.0] || not_familiar(four,six)*+ -> .
% 0.43/0.66 6632[12:Spt:6630.0,72.1] || -> familiar(four,six)*.
% 0.43/0.66 6633[12:Res:6632.0,14.0] || familiar(u,six)*+ familiar(four,u)* -> .
% 0.43/0.66 6639[12:Res:6477.0,6633.0] || familiar(four,five)* -> .
% 0.43/0.66 6642[12:MRR:6639.0,6560.0] || -> .
% 0.43/0.66 6643[10:Spt:6642.0,150.0,6565.0] || not_familiar(two,six)*+ -> .
% 0.43/0.66 6644[10:Spt:6642.0,150.1] || -> familiar(two,six)*.
% 0.43/0.66 6645[10:Res:6644.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 6680[10:Res:5963.0,6645.0] || familiar(two,three)* -> .
% 0.43/0.66 6682[10:MRR:6680.0,5401.0] || -> .
% 0.43/0.66 6683[7:Spt:6682.0,191.0,6484.0] || not_familiar(one,six)*+ -> .
% 0.43/0.66 6684[7:Spt:6682.0,191.1] || -> familiar(one,six)*.
% 0.43/0.66 6685[7:Res:6684.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 6714[7:Res:6477.0,6685.0] || familiar(one,five)*+ -> .
% 0.43/0.66 6719[7:MRR:143.2,6714.0] || not_familiar(u,five)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6755[7:Res:5965.0,6719.0] || not_familiar(one,three)* -> .
% 0.43/0.66 6756[7:MRR:6755.0,6482.0] || -> .
% 0.43/0.66 6757[6:Spt:6756.0,49.0,6482.0] || not_familiar(one,three)*+ -> .
% 0.43/0.66 6758[6:Spt:6756.0,49.1] || -> familiar(one,three)*.
% 0.43/0.66 6759[6:Res:6758.0,14.0] || familiar(u,three)*+ familiar(one,u)* -> .
% 0.43/0.66 6761[7:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.66 6763[7:MRR:5561.0,6761.0] || -> familiar(two,six) familiar(one,six)*.
% 0.43/0.66 6773[8:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.66 6775[8:Res:6773.0,5966.0] || not_familiar(three,four)* -> .
% 0.43/0.66 6776[8:MRR:6775.0,3622.0] || -> .
% 0.43/0.66 6777[8:Spt:6776.0,33.0,6773.0] || not_familiar(four,five)*+ -> .
% 0.43/0.66 6778[8:Spt:6776.0,33.1] || -> familiar(four,five)*.
% 0.43/0.66 6795[6:Res:5401.0,6759.0] || familiar(one,two)*+ -> .
% 0.43/0.66 6817[9:Spt:6763.0] || -> familiar(two,six)*.
% 0.43/0.66 6818[9:Res:6817.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.66 6827[9:Res:5963.0,6818.0] || familiar(two,three)* -> .
% 0.43/0.66 6829[9:MRR:6827.0,5401.0] || -> .
% 0.43/0.66 6830[9:Spt:6829.0,6763.0,6817.0] || familiar(two,six)*+ -> .
% 0.43/0.66 6831[9:Spt:6829.0,6763.1] || -> familiar(one,six)*.
% 0.43/0.66 6832[9:Res:6831.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.66 6836[9:Res:5963.0,6832.0] || familiar(one,three)* -> .
% 0.43/0.66 6839[9:MRR:6836.0,6758.0] || -> .
% 0.43/0.66 6840[7:Spt:6839.0,36.0,6761.0] || not_familiar(one,two)* -> .
% 0.43/0.66 6841[7:Spt:6839.0,36.1] || -> familiar(one,two)*.
% 0.43/0.66 6842[7:MRR:6841.0,6795.0] || -> .
% 0.43/0.66 6845[4:Spt:6842.0,64.0,5965.0] || not_familiar(three,five)*+ -> .
% 0.43/0.66 6846[4:Spt:6842.0,64.1] || -> familiar(three,five)*.
% 0.43/0.66 6848[5:Spt:191.0] || -> not_familiar(one,six)*.
% 0.43/0.66 6849[5:Res:6848.0,15.0] || not_familiar(u,six)*+ not_familiar(one,u)* -> .
% 0.43/0.66 6850[6:Spt:142.0] || -> not_familiar(one,five)*.
% 0.43/0.66 6893[7:Spt:32.1] || -> familiar(five,six)*.
% 0.43/0.66 6895[7:Res:6893.0,5964.0] || familiar(three,five)* -> .
% 0.43/0.66 6896[7:MRR:6895.0,6846.0] || -> .
% 0.43/0.66 6897[7:Spt:6896.0,32.1,6893.0] || familiar(five,six)* -> .
% 0.43/0.66 6898[7:Spt:6896.0,32.0] || -> not_familiar(five,six)*.
% 0.43/0.66 6903[7:Res:6898.0,6849.0] || not_familiar(one,five)* -> .
% 0.43/0.66 6904[7:MRR:6903.0,6850.0] || -> .
% 0.43/0.66 6905[6:Spt:6904.0,142.0,6850.0] || not_familiar(one,five)*+ -> .
% 0.43/0.67 6906[6:Spt:6904.0,142.1] || -> familiar(one,five)*.
% 0.43/0.67 6907[6:Res:6906.0,14.0] || familiar(u,five)*+ familiar(one,u)* -> .
% 0.43/0.67 6910[7:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.67 6913[8:Spt:36.0] || -> not_familiar(one,two)*.
% 0.43/0.67 6917[9:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.67 6919[9:Res:6917.0,6849.0] || not_familiar(one,two)* -> .
% 0.43/0.67 6920[9:MRR:6919.0,6913.0] || -> .
% 0.43/0.67 6921[9:Spt:6920.0,150.0,6917.0] || not_familiar(two,six)*+ -> .
% 0.43/0.67 6922[9:Spt:6920.0,150.1] || -> familiar(two,six)*.
% 0.43/0.67 6923[9:Res:6922.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.67 6959[9:Res:5963.0,6923.0] || familiar(two,three)* -> .
% 0.43/0.67 6962[9:MRR:6959.0,5401.0] || -> .
% 0.43/0.67 6963[8:Spt:6962.0,36.0,6913.0] || not_familiar(one,two)*+ -> .
% 0.43/0.67 6964[8:Spt:6962.0,36.1] || -> familiar(one,two)*.
% 0.43/0.67 6966[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.67 6967[9:Res:6966.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.67 6969[9:Res:6966.0,6849.0] || not_familiar(one,four)*+ -> .
% 0.43/0.67 6970[9:MRR:91.0,6969.0] || -> familiar(one,four)*.
% 0.43/0.67 6972[10:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.67 6986[9:Res:6910.0,6967.0] || not_familiar(four,five)* -> .
% 0.43/0.67 6988[10:MRR:6986.0,6972.0] || -> .
% 0.43/0.67 6989[10:Spt:6988.0,33.0,6972.0] || not_familiar(four,five)* -> .
% 0.43/0.67 6990[10:Spt:6988.0,33.1] || -> familiar(four,five)*.
% 0.43/0.67 6992[10:Res:6990.0,6907.0] || familiar(one,four)* -> .
% 0.43/0.67 6994[10:MRR:6992.0,6970.0] || -> .
% 0.43/0.67 6995[9:Spt:6994.0,72.0,6966.0] || not_familiar(four,six)*+ -> .
% 0.43/0.67 6996[9:Spt:6994.0,72.1] || -> familiar(four,six)*.
% 0.43/0.67 6999[10:Spt:150.1] || -> familiar(two,six)*.
% 0.43/0.67 7000[10:Res:6999.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.67 7026[10:Res:5963.0,7000.0] || familiar(two,three)* -> .
% 0.43/0.67 7029[10:MRR:7026.0,5401.0] || -> .
% 0.43/0.67 7030[10:Spt:7029.0,150.1,6999.0] || familiar(two,six)*+ -> .
% 0.43/0.67 7031[10:Spt:7029.0,150.0] || -> not_familiar(two,six)*.
% 0.43/0.67 7034[10:MRR:151.2,7030.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.67 7050[10:Res:6910.0,7034.0] || not_familiar(two,five)* -> .
% 0.43/0.67 7052[10:MRR:97.0,7050.0] || -> familiar(two,five)*.
% 0.43/0.67 7054[10:Res:7052.0,6907.0] || familiar(one,two)* -> .
% 0.43/0.67 7056[10:MRR:7054.0,6964.0] || -> .
% 0.43/0.67 7057[7:Spt:7056.0,32.0,6910.0] || not_familiar(five,six)* -> .
% 0.43/0.67 7058[7:Spt:7056.0,32.1] || -> familiar(five,six)*.
% 0.43/0.67 7060[7:Res:7058.0,5964.0] || familiar(three,five)* -> .
% 0.43/0.67 7061[7:MRR:7060.0,6846.0] || -> .
% 0.43/0.67 7062[5:Spt:7061.0,191.0,6848.0] || not_familiar(one,six)*+ -> .
% 0.43/0.67 7063[5:Spt:7061.0,191.1] || -> familiar(one,six)*.
% 0.43/0.67 7064[5:Res:7063.0,14.0] || familiar(u,six)*+ familiar(one,u)* -> .
% 0.43/0.67 7069[6:Spt:33.0] || -> not_familiar(four,five)*.
% 0.43/0.67 7071[7:Spt:91.0] || -> not_familiar(one,four)*.
% 0.43/0.67 7072[7:Res:7071.0,15.0] || not_familiar(u,four)*+ not_familiar(one,u)* -> .
% 0.43/0.67 7094[5:Res:5963.0,7064.0] || familiar(one,three)*+ -> .
% 0.43/0.67 7105[7:Res:3622.0,7072.0] || not_familiar(one,three)* -> .
% 0.43/0.67 7111[5:MRR:49.1,7094.0] || -> not_familiar(one,three)*.
% 0.43/0.67 7112[7:MRR:7111.0,7105.0] || -> .
% 0.43/0.67 7114[7:Spt:7112.0,91.0,7071.0] || not_familiar(one,four)*+ -> .
% 0.43/0.67 7115[7:Spt:7112.0,91.1] || -> familiar(one,four)*.
% 0.43/0.67 7121[8:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.67 7123[9:Spt:72.0] || -> not_familiar(four,six)*.
% 0.43/0.67 7124[9:Res:7123.0,15.0] || not_familiar(u,six)*+ not_familiar(four,u)* -> .
% 0.43/0.67 7140[9:Res:7121.0,7124.0] || not_familiar(four,five)* -> .
% 0.43/0.67 7141[9:MRR:7140.0,7069.0] || -> .
% 0.43/0.67 7142[9:Spt:7141.0,72.0,7123.0] || not_familiar(four,six)* -> .
% 0.43/0.67 7143[9:Spt:7141.0,72.1] || -> familiar(four,six)*.
% 0.43/0.67 7145[9:Res:7143.0,7064.0] || familiar(one,four)* -> .
% 0.43/0.67 7147[9:MRR:7145.0,7115.0] || -> .
% 0.43/0.67 7148[8:Spt:7147.0,32.0,7121.0] || not_familiar(five,six)* -> .
% 0.43/0.67 7149[8:Spt:7147.0,32.1] || -> familiar(five,six)*.
% 0.43/0.67 7152[8:Res:7149.0,5964.0] || familiar(three,five)* -> .
% 0.43/0.67 7154[8:MRR:7152.0,6846.0] || -> .
% 0.43/0.67 7155[6:Spt:7154.0,33.0,7069.0] || not_familiar(four,five)*+ -> .
% 0.43/0.67 7156[6:Spt:7154.0,33.1] || -> familiar(four,five)*.
% 0.43/0.67 7159[7:Spt:97.0] || -> not_familiar(two,five)*.
% 0.43/0.67 7161[8:Spt:150.0] || -> not_familiar(two,six)*.
% 0.43/0.67 7162[8:Res:7161.0,15.0] || not_familiar(u,six)*+ not_familiar(two,u)* -> .
% 0.43/0.67 7203[9:Spt:32.0] || -> not_familiar(five,six)*.
% 0.43/0.67 7205[9:Res:7203.0,7162.0] || not_familiar(two,five)* -> .
% 0.43/0.67 7206[9:MRR:7205.0,7159.0] || -> .
% 0.43/0.67 7207[9:Spt:7206.0,32.0,7203.0] || not_familiar(five,six)* -> .
% 0.43/0.67 7208[9:Spt:7206.0,32.1] || -> familiar(five,six)*.
% 0.43/0.67 7211[9:Res:7208.0,5964.0] || familiar(three,five)* -> .
% 0.43/0.67 7214[9:MRR:7211.0,6846.0] || -> .
% 0.43/0.67 7215[8:Spt:7214.0,150.0,7161.0] || not_familiar(two,six)*+ -> .
% 0.43/0.67 7216[8:Spt:7214.0,150.1] || -> familiar(two,six)*.
% 0.43/0.67 7217[8:Res:7216.0,14.0] || familiar(u,six)*+ familiar(two,u)* -> .
% 0.43/0.67 7236[8:Res:5963.0,7217.0] || familiar(two,three)* -> .
% 0.43/0.67 7239[8:MRR:7236.0,5401.0] || -> .
% 0.43/0.67 7240[7:Spt:7239.0,97.0,7159.0] || not_familiar(two,five)*+ -> .
% 0.43/0.67 7241[7:Spt:7239.0,97.1] || -> familiar(two,five)*.
% 0.43/0.67 7242[7:Res:7241.0,14.0] || familiar(u,five)*+ familiar(two,u)* -> .
% 0.43/0.67 7278[7:Res:6846.0,7242.0] || familiar(two,three)* -> .
% 0.43/0.67 7281[7:MRR:7278.0,5401.0] || -> .
% 0.43/0.67 % SZS output end Refutation
% 0.43/0.67 Formulae used in the proof : person1 person2 person3 person4 person5 person6 order1 order2 order3 order4 order5 transitivity_of_order familiar_or_not three_familiar three_not_familiar
% 0.43/0.67
%------------------------------------------------------------------------------