id sid tid token lemma pos work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 1 BEAUTIFUL BEAUTIFUL NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 2 CONJECTURES CONJECTURES NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 3 IN in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 4 GRAPH GRAPH NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 5 THEORY theory NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 6 Adrian adrian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 7 Bondy Bondy NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 8 What what WP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 9 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 10 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 11 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 12 conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 1 13 ? ? . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 1 The the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 2 mathematician mathematician NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 3 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 4 patterns pattern NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 5 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 6 like like IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 7 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 8 painter painter NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 9 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 10 or or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 11 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 12 poet poet NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 13 ’s ’s '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 14 must must MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 15 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 16 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 17 ; ; : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 18 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 19 ideas idea NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 20 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 21 like like IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 22 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 23 colors color NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 24 or or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 25 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 26 words word NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 27 must must MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 28 fit fit VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 29 together together RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 30 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 31 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 32 harmonious harmonious JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 33 way way NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 2 34 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 1 Beauty beauty NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 2 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 3 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 4 first first JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 5 test test NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 6 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 7 there there EX work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 8 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 9 no no DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 10 permanent permanent JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 11 place place NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 12 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 13 this this DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 14 world world NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 15 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 16 ugly ugly JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 17 mathematics mathematic NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 3 18 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 4 1 G.H. G.H. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 5 1 Hardy Hardy NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 5 2 Some some DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 5 3 criteria criterion NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 5 4 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 5 5 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 1 Simplicity simplicity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 3 short short JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 4 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 5 easily easily RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 6 understandable understandable JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 7 statement statement NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 8 relating relate VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 9 basic basic JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 10 concepts concept NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 6 11 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 7 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 1 Element Element NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 2 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 3 Surprise Surprise NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 4 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 5 links link NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 6 together together RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 7 seemingly seemingly RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 8 disparate disparate JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 9 concepts concept NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 8 10 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 9 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 1 Generality generality NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 3 valid valid JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 4 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 5 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 6 wide wide JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 7 variety variety NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 8 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 9 objects object NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 10 10 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 11 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 1 Centrality centrality NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 3 close close JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 4 ties tie NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 5 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 6 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 7 number number NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 8 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 9 existing exist VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 10 theorems theorem NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 11 and/or and/or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 12 conjectures conjecture VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 12 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 13 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 1 Longevity longevity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 3 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 4 least least RBS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 5 twenty twenty CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 6 years year NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 7 old old JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 14 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 15 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 1 Fecundity fecundity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 3 attempts attempt NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 4 to to TO work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 5 prove prove VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 6 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 7 conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 8 have have VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 9 led lead VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 10 to to IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 11 new new JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 12 concepts concept NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 13 or or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 14 new new JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 15 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 16 techniques technique NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 16 17 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 17 1 Reconstruction Reconstruction NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 17 2 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 17 3 P.J. P.J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 18 1 Kelly Kelly NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 18 2 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 18 3 S.M. S.M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 1 Ulam Ulam NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 2 1942 1942 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 4 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 5 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 6 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 7 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 8 least least RBS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 9 three three CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 10 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 11 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 12 reconstructible reconstructible JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 13 from from IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 14 its -PRON- PRP$ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 15 vertex vertex NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 16 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 17 deleted delete VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 18 subgraphs subgraph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 19 STANISLAW STANISLAW NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 20 ULAM ulam NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 21 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 22 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 23 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 24 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 25 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 26 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 27 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 28 ∗∗ ∗∗ '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 29 ∗ ∗ . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 30 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 31 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 32 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 33 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 34 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 35 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 36 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 37 v1 v1 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 38 v2 v2 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 39 v3 v3 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 40 v4v5 v4v5 -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 41 v6 v6 NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 42 G G NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 43 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 44 v1 v1 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 45 G g NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 46 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 47 v2 v2 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 48 G g NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 49 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 50 v3 v3 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 51 G G NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 52 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 53 v4 v4 NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 54 G G NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 55 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 56 v5 v5 NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 57 G G NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 58 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 59 v6 v6 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 60 G G NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 61 Edge Edge NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 62 Reconstruction Reconstruction NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 63 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 64 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 65 Harary Harary NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 66 1964 1964 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 67 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 68 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 69 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 70 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 71 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 72 least least JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 73 four four CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 74 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 75 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 76 reconstructible reconstructible JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 77 from from IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 78 its -PRON- PRP$ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 79 edge edge NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 80 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 81 deleted delete VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 82 subgraphs subgraph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 83 FRANK FRANK NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 84 HARARY HARARY NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 85 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 86 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 87 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 88 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 89 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 90 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 91 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 92 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 93 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 94 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 95 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 96 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 97 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 98 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 99 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 100 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 101 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 102 G g NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 103 G g NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 104 H h NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 105 H h NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 106 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 107 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 108 Reconstruction Reconstruction NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 109 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 110 False False NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 111 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 112 digraphs digraph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 19 113 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 1 There there EX work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 2 exist exist VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 3 infinite infinite JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 4 families family NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 5 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 6 nonreconstructible nonreconstructible JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 7 tournaments tournament NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 20 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 21 1 P.J. P.J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 1 Stockmeyer Stockmeyer NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 2 1977 1977 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 3 Edge Edge NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 4 Reconstruction Reconstruction NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 5 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 6 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 7 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 8 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 9 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 10 n n JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 11 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 12 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 13 more more JJR work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 14 than than IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 15 n n CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 16 log2 log2 NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 17 n n NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 18 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 22 19 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 1 L. L. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 2 Lovász Lovász NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 3 1972 1972 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 4 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 5 V. V. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 6 Müller Müller NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 7 1977 1977 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 8 Path Path NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 9 Decompositions Decompositions NNPS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 10 T. T. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 11 Gallai Gallai NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 12 1968 1968 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 13 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 14 connected connected JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 15 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 16 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 17 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 18 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 19 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 20 can can MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 21 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 22 decomposed decompose VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 23 into into IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 24 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 25 most most JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 26 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 27 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 28 ( ( -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 29 n n NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 30 + + SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 31 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 32 ) ) -RRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 33 paths path NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 34 TIBOR tibor VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 35 GALLAI GALLAI NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 36 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 37 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 38 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 39 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 40 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 41 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 42 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 43 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 44 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 45 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 46 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 47 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 48 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 49 ∗ ∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 50 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 51 ∗∗ ∗∗ `` work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 52 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 53 Decompositions Decompositions NNPS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 54 G. G. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 55 Hajós Hajós NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 56 1968 1968 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 57 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 58 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 59 even even RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 60 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 61 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 62 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 63 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 64 can can MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 65 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 66 decomposed decompose VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 67 into into IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 68 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 69 most most JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 70 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 71 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 72 ( ( -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 73 n n NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 74 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 75 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 76 ) ) -RRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 77 circuits circuit VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 78 György György NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 79 Hajós Hajós NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 80 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 81 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 82 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 83 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 84 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 85 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 86 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 87 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 88 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 89 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 90 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 91 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 92 ∗∗ ∗∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 93 ∗∗ ∗∗ `` work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 94 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 95 Decompositions Decompositions NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 23 96 P.J. P.J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 1 Kelly Kelly NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 2 1968 1968 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 4 regular regular JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 5 tournament tournament NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 6 can can MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 7 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 8 decomposed decompose VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 9 into into IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 10 directed direct VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 11 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 12 circuits circuit NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 24 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 1 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 2 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 3 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 4 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 5 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 6 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 7 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 8 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 9 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 10 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 11 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 12 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 13 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 14 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 15 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 16 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 17 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 18 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 19 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 20 Gallai Gallai NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 21 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 22 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 23 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 24 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 25 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 26 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 27 which which WDT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 28 all all DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 29 degrees degree NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 30 are be VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 31 odd odd JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 25 32 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 1 L. L. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 2 Lovász Lovász NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 3 1968 1968 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 4 Hajós Hajós NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 5 ’ ' '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 6 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 7 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 8 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 9 planar planar JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 10 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 11 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 12 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 13 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 14 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 15 maximum maximum JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 16 degree degree NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 17 four four CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 26 18 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 1 J. J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 2 Tao Tao NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 3 1984 1984 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 4 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 5 Kelly Kelly NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 6 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 7 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 8 Claimed claim VBD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 9 true true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 10 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 11 very very RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 12 large large JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 13 tournaments tournament NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 27 14 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 1 R. R. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 2 Häggkvist Häggkvist NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 3 ( ( -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 4 unpublished unpublished JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 5 ) ) -RRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 6 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 7 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 8 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 9 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 28 10 P.D. P.D. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 1 Seymour seymour NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 2 1979 1979 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 4 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 5 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 6 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 7 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 8 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 9 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 10 double double JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 11 covering covering NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 12 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 13 circuits circuit NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 29 14 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 1 Paul Paul NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 2 Seymour Seymour NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 3 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 4 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 5 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 6 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 7 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 8 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 9 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 10 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 11 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 12 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 13 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 14 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 15 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 16 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 17 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 18 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 19 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 20 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 21 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 22 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 23 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 24 Small Small NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 25 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 26 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 27 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 28 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 29 JAB JAB NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 30 1990 1990 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 31 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 32 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 33 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 34 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 35 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 36 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 37 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 38 cut cut NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 39 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 40 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 41 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 42 double double JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 43 covering covering NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 44 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 45 at at IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 46 most most JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 47 n n NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 48 − − NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 49 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 50 circuits circuit NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 30 51 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 1 JAB JAB NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 2 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 3 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 4 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 5 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 6 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 7 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 8 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 9 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 10 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 11 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 12 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 13 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 14 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 15 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 16 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 17 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 18 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 19 Cycle Cycle NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 20 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 21 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 22 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 23 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 24 Preissmann Preissmann NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 25 1981 1981 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 26 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 27 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 28 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 29 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 30 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 31 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 32 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 33 double double JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 34 covering covering NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 35 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 36 at at IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 37 most most RBS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 38 five five CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 39 even even RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 40 subgraphs subgraph VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 41 Myriam Myriam NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 42 Preissmann Preissmann NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 43 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 44 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 45 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 46 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 47 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 48 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 49 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 50 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 51 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 52 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 53 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 54 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 55 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 56 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 57 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 58 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 59 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 60 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 61 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 62 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 63 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 64 G g NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 65 H h NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 66 PETERSEN petersen NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 67 GRAPH graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 68 Matching Matching NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 69 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 70 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 71 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 31 72 R.D. R.D. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 1 Fulkerson Fulkerson NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 2 1971 1971 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 4 cubic cubic JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 5 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 6 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 7 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 8 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 9 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 10 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 11 double double JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 12 covering covering NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 13 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 14 six six CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 15 perfect perfect JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 16 matchings matching NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 17 REFORMULATION reformulation NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 18 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 19 Cycle cycle NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 20 Quadruple Quadruple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 21 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 22 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 23 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 24 Jaeger Jaeger NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 25 1985 1985 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 26 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 27 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 28 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 29 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 30 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 31 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 32 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 33 quadruple quadruple NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 34 covering cover VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 35 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 36 six six CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 37 even even RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 38 subgraphs subgraph VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 39 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 40 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 41 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 42 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 43 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 44 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 45 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 46 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 47 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 48 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 49 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 50 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 51 ∗ ∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 52 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 53 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 54 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 55 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 56 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 57 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 58 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 59 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 60 If if IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 61 false false JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 62 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 63 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 64 minimal minimal JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 65 counterexample counterexample NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 66 must must MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 67 have have VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 68 girth girth NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 69 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 70 least least JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 71 ten ten CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 32 72 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 1 L. L. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 2 Goddyn Goddyn NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 3 1988 1988 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 4 Small Small NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 5 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 6 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 7 Cover cover NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 8 Conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 9 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 10 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 11 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 12 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 13 which which WDT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 14 some some DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 15 vertex vertex NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 16 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 17 adjacent adjacent JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 18 to to IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 19 every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 20 other other JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 21 vertex vertex NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 33 22 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 1 H. H. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 2 Li Li NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 3 1990 1990 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 4 Cycle Cycle NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 5 Double Double NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 6 Cover cover NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 7 Conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 8 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 9 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 10 4-edge 4-edge CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 11 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 12 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 13 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 34 14 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 35 1 P.A. P.A. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 1 Kilpatrick Kilpatrick NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 2 1975 1975 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 3 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 4 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 5 Jaeger Jaeger NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 6 1976 1976 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 7 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 8 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 9 various various JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 10 classes class NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 11 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 12 snarks snark NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 36 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 1 U. U. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 2 Celmins Celmins NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 3 1984 1984 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 4 Cycle cycle NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 5 Quadruple Quadruple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 6 Cover Cover NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 7 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 8 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 9 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 10 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 11 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 12 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 13 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 14 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 15 quadruple quadruple NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 16 covering covering NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 17 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 18 seven seven CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 19 even even RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 20 subgraphs subgraph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 37 21 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 1 J.C. J.C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 2 Bermond Bermond NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 3 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 4 B. B. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 5 Jackson Jackson NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 6 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 7 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 8 Jaeger Jaeger NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 9 1983 1983 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 10 Five five CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 11 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 12 Flow Flow NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 13 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 38 14 W.T. W.T. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 1 Tutte Tutte NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 2 1954 1954 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 4 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 5 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 6 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 7 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 8 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 9 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 10 5-flow 5-flow CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 11 Bill Bill NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 12 Tutte Tutte NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 13 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 14 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 15 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 16 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 17 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 18 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 19 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 20 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 21 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 22 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 23 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 24 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 25 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 26 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 27 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 28 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 29 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 30 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 31 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 32 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 33 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 34 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 35 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 36 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 37 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 38 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 39 replacements replacement VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 40 11 11 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 41 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 42 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 43 11 11 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 44 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 45 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 46 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 47 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 48 3 3 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 49 33 33 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 50 4 4 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 51 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 52 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 53 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 54 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 55 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 56 11 11 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 57 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 58 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 59 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 60 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 61 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 62 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 63 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 64 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 65 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 66 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 67 3 3 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 68 3 3 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 69 4 4 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 70 Three three CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 71 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 72 Flow Flow NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 73 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 39 74 W.T. W.T. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 1 Tutte Tutte NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 2 1954 1954 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 4 4-edge 4-edge CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 5 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 6 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 7 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 8 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 9 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 10 3-flow 3-flow CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 11 Bill Bill NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 12 Tutte Tutte NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 13 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 14 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 15 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 16 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 17 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 18 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 19 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 20 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 21 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 22 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 23 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 24 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 25 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 26 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 27 ∗∗ ∗∗ '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 28 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 29 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 30 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 31 WEAKER WEAKER NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 32 CONJECTURE CONJECTURE NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 33 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 34 Weak Weak NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 35 Three three CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 36 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 37 Flow Flow NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 38 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 39 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 40 Jaeger Jaeger NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 41 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 42 1976 1976 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 43 There there EX work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 44 exists exist VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 45 an an DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 46 integer integer NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 47 k k NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 48 such such JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 49 that that IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 50 every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 51 k k NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 52 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 53 edge edge NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 54 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 55 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 56 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 57 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 58 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 59 3-flow 3-flow CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 60 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 61 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 62 Five five CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 63 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 64 Flow Flow NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 65 Conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 66 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 67 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 68 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 69 cut cut VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 70 edges edge NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 71 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 72 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 73 6-flow 6-flow CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 40 74 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 41 1 P.D. P.D. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 1 Seymour seymour NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 2 1981 1981 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 3 Three three CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 4 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 5 Flow Flow NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 6 Conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 7 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 8 4-edge 4-edge CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 9 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 10 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 11 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 12 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 13 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 14 4-flow 4-flow CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 42 15 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 1 F. F. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 2 Jaeger Jaeger NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 3 1976 1976 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 4 Directed Directed NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 5 Cages Cages NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 6 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 7 Behzad Behzad NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 8 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 9 G. G. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 10 Chartrand Chartrand NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 11 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 43 12 C.E. C.E. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 1 Wall Wall NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 2 1970 1970 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 4 d d NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 5 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 6 diregular diregular NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 7 digraph digraph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 8 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 9 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 10 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 11 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 12 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 13 directed direct VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 14 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 15 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 16 length length NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 17 at at IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 18 most most RBS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 19 dn dn NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 20 / / SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 21 de de NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 22 Extremal Extremal NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 23 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 24 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 25 d d NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 26 = = SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 27 dn/3e dn/3e , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 28 ( ( -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 29 directed direct VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 30 triangle triangle NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 31 ) ) -RRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 32 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 33 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 34 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 35 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 36 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 37 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 38 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 39 ∗∗ ∗∗ '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 40 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 41 ∗ ∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 42 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 43 ∗∗ ∗∗ `` work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 44 Second Second NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 45 Neighbourhoods Neighbourhoods NNPS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 44 46 P.D. P.D. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 1 Seymour Seymour NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 2 1990 1990 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 4 digraph digraph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 5 without without IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 6 2-circuits 2-circuits CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 7 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 8 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 9 vertex vertex NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 10 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 11 at at RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 12 least least JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 13 as as IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 14 many many JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 15 second second JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 16 neighbours neighbour NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 17 as as IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 18 first first JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 19 neighbours neighbour NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 20 Paul Paul NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 21 Seymour Seymour NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 22 Simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 23 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 24 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 25 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 26 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 27 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 28 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 29 ∗∗ ∗∗ '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 30 ∗∗ ∗∗ '' work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 31 ∗ ∗ . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 32 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 33 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 34 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 35 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 36 PSfrag PSfrag NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 37 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 38 v v IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 39 The the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 40 Second Second NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 41 Neighbourhood Neighbourhood NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 42 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 43 implies imply VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 44 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 45 case case NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 46 d d LS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 47 = = SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 48 ⌈n ⌈n NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 49 3 3 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 50 ⌉ ⌉ NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 51 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 52 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 53 Directed Directed NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 54 Cages Cages NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 55 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 56 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 57 PSfrag psfrag VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 58 replacements replacement NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 59 v v LS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 60 dd dd VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 61 ≥ ≥ NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 62 d d NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 63 If if IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 64 no no DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 65 directed direct VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 66 triangle triangle NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 67 n n CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 68 ≥ ≥ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 69 3d 3d CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 70 + + SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 71 1 1 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 72 > > NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 73 n n CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 74 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 75 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 76 Behzad Behzad NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 77 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 78 Chartrand Chartrand NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 79 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 80 Wall Wall NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 81 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 82 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 83 d d NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 84 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 85 diregular diregular NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 86 digraph digraph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 87 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 88 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 89 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 90 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 91 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 92 directed direct VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 93 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 94 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 95 length length NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 96 at at IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 97 most most JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 98 n n NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 99 / / SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 100 d d NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 101 + + SYM work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 102 2500 2500 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 45 103 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 1 V. V. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 2 Chvátal Chvátal NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 3 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 4 E. E. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 5 Szemerédi Szemerédi NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 6 1983 1983 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 7 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 8 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 9 d d NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 10 ≤ ≤ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 11 5 5 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 46 12 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 47 1 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 47 2 Hoàng Hoàng NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 47 3 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 47 4 B.A. B.A. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 1 Reed Reed NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 2 1987 1987 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 3 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 4 cn cn NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 5 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 6 diregular diregular NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 7 digraph digraph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 8 on on IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 9 n n DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 10 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 11 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 12 c c NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 13 ≥ ≥ UH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 14 .34615 .34615 . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 15 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 16 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 17 directed directed JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 18 triangle triangle NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 48 19 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 1 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 2 de de NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 3 Graaf Graaf NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 4 2004 2004 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 5 Second Second NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 6 Neighbourhood Neighbourhood NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 7 Conjecture conjecture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 8 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 9 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 10 tournaments tournament NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 49 11 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 1 J. J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 2 Fisher Fisher NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 3 1996 1996 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 4 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 5 F.Havet F.Havet NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 6 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 7 S. S. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 8 Thomassé Thomassé NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 9 2000 2000 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 10 Chords Chords NNPS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 11 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 12 Longest Longest NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 13 Circuits Circuits NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 14 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 15 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 16 1976 1976 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 17 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 18 longest long JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 19 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 20 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 21 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 22 3-connected 3-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 23 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 24 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 25 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 26 chord chord NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 27 Carsten Carsten NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 28 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 29 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 30 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 31 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 32 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 33 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 34 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 35 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 36 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 37 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 38 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 39 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 40 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 41 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 42 Smith Smith NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 43 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 44 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 45 S. S. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 46 Smith Smith NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 47 1984 1984 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 48 In in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 49 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 50 k k NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 51 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 52 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 53 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 54 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 55 where where WRB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 56 k k NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 57 ≥ ≥ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 58 2 2 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 59 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 60 any any DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 61 two two CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 62 longest long JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 63 circuits circuit NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 64 have have VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 65 at at IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 66 least least JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 67 k k NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 68 vertices vertex NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 69 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 70 common common JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 71 Scott Scott NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 72 Smith Smith NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 73 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 74 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 75 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 76 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 77 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 78 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 79 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 80 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 81 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 82 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 83 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 84 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 85 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 86 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 87 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 88 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 89 Circuits Circuits NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 90 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 91 Line Line NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 92 Graphs Graphs NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 93 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 94 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 95 1986 1986 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 96 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 97 4-connected 4-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 98 line line NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 99 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 100 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 101 hamiltonian hamiltonian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 102 Carsten Carsten NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 103 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 104 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 105 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 106 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 107 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 108 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 109 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 110 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 111 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 112 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 113 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 114 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 115 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 116 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 117 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 118 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 119 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 120 Circuits Circuits NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 121 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 122 Claw Claw NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 123 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 124 Free Free NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 125 Graphs Graphs NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 126 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 127 Matthews Matthews NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 128 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 129 D. D. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 130 Sumner Sumner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 131 1984 1984 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 132 Every Every NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 133 4-connected 4-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 134 claw claw NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 135 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 136 free free JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 137 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 138 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 139 hamiltonian hamiltonian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 140 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 141 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 142 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 143 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 144 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 145 P P NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 146 rolif rolif NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 147 ic ic NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 148 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 149 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 150 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 151 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 152 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 153 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 154 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 155 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 156 Chord Chord NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 157 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 158 True True NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 159 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 160 bipartite bipartite JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 161 graphs graph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 50 162 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 1 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 2 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 3 1997 1997 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 4 Scott Scott NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 5 Smith Smith NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 6 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 7 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 8 True True NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 9 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 10 k k NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 11 ≤ ≤ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 12 6 6 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 51 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 1 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 2 Grötschel Grötschel NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 3 1984 1984 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 4 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 5 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 6 Line Line NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 7 Graph Graph NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 8 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 9 Line Line NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 10 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 11 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 12 4-edge 4-edge CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 13 - - HYPH work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 14 connected connect VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 15 graphs graph NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 16 are be VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 17 hamiltonian hamiltonian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 52 18 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 1 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 2 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 3 1986 1986 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 4 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 5 7-connected 7-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 6 line line NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 7 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 8 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 9 hamiltonian hamiltonian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 53 10 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 54 1 S.M. S.M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 1 Zhan Zhan NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 2 1991 1991 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 3 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 4 Circuits Circuits NNPS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 5 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 6 Regular Regular NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 7 Graphs Graphs NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 8 J. J. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 9 Sheehan Sheehan NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 10 1975 1975 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 11 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 12 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 13 4-regular 4-regular CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 14 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 15 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 16 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 17 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 18 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 19 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 20 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 21 second second JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 22 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 23 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 24 John John NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 25 Sheehan Sheehan NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 26 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 27 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 28 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 29 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 30 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 31 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 32 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 33 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 34 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 35 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 36 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 37 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 38 ∗ ∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 39 ∗∗ ∗∗ VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 40 AN an DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 41 INTERESTING interesting JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 42 GRAPH graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 43 Used use VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 44 by by IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 45 Fleischner Fleischner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 46 to to TO work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 47 construct construct VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 48 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 49 4-regular 4-regular CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 50 multigraph multigraph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 51 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 52 exactly exactly RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 53 one one CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 54 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 55 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 55 56 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 1 Finding find VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 2 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 3 Second Second NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 4 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 5 Circuit Circuit NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 6 M. M. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 7 Chrobak Chrobak NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 8 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 9 S. S. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 10 Poljak Poljak NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 11 1988 1988 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 12 Given give VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 13 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 14 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 15 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 16 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 17 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 18 3-regular 3-regular CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 19 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 20 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 21 find find VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 22 ( ( -LRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 23 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 24 polynomial polynomial JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 25 time time NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 26 ) ) -RRB- work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 27 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 28 second second JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 29 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 30 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 31 Marek Marek NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 32 Chrobak Chrobak NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 33 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 34 Svatopluk Svatopluk NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 35 Poljak Poljak NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 36 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 37 Surprising surprising JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 38 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 39 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 40 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 41 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 42 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 43 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 44 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 45 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 46 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 47 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 48 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 49 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 50 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 51 Circuits Circuits NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 52 in in IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 53 4-Connected 4-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 54 Graphs Graphs NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 55 H. H. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 56 Fleischner Fleischner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 57 2004 2004 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 58 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 59 4-connected 4-connected CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 60 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 61 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 62 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 63 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 64 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 65 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 66 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 67 second second JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 68 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 69 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 70 Herbert Herbert NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 71 Fleischner Fleischner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 72 Simple Simple NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 73 Surprising Surprising NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 74 General General NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 75 Central Central NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 76 Old Old NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 77 F F NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 78 ertile ertile NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 79 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 80 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 81 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 82 ∗∗ ∗∗ FW work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 83 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 84 ∗ ∗ NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 85 MAIN MAIN NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 86 FACTS FACTS NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 87 Sheehan Sheehan NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 88 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 89 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 90 Every every DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 91 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 92 300-regular 300-regular CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 93 graph graph NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 94 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 95 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 96 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 97 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 98 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 99 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 100 second second JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 101 Hamilton Hamilton NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 102 circuit circuit NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 56 103 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 1 C. C. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 2 Thomassen Thomassen NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 3 1998 1998 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 4 There there EX work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 5 exist exist VBP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 6 simple simple JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 7 uniquely uniquely RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 8 hamiltonian hamiltonian JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 9 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 10 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 11 minimum minimum JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 12 degree degree NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 13 four four CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 57 14 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 1 H. H. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 2 Fleischner Fleischner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 3 2004 2004 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 4 Fleischner Fleischner NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 5 ’s ’s POS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 6 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 7 True true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 8 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 9 planar planar JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 10 graphs graphs NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 58 11 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 59 1 W.T. W.T. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 1 Tutte Tutte NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 2 1956 1956 CD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 3 What what WP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 4 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 5 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 6 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 7 theorem theorem NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 60 8 ? ? . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 1 Mathematics mathematic NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 2 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 3 rightly rightly RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 4 viewed view VBD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 5 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 6 possesses possess VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 7 not not RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 8 only only RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 9 truth truth NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 10 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 11 but but CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 12 supreme supreme NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 13 beauty beauty NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 14 – – : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 15 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 16 beauty beauty NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 17 cold cold JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 18 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 19 austere austere JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 20 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 21 like like IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 22 that that DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 23 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 24 sculpture sculpture NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 61 25 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 1 Bertrand Bertrand NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 2 Russell Russell NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 3 Some some DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 4 criteria criterion NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 5 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 62 6 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 1 Simplicity simplicity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 3 short short JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 4 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 5 easily easily RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 6 understandable understandable JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 7 statement statement NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 8 relating relate VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 9 basic basic JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 10 concepts concept NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 63 11 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 64 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 1 Element Element NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 2 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 3 Surprise Surprise NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 4 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 5 links link NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 6 together together RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 7 seemingly seemingly RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 8 disparate disparate JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 9 concepts concept NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 65 10 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 66 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 1 Generality generality NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 3 valid valid JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 4 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 5 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 6 wide wide JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 7 variety variety NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 8 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 9 objects object NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 67 10 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 68 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 1 Centrality centrality NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 3 close close JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 4 ties tie NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 5 with with IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 6 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 7 number number NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 8 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 9 existing exist VBG work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 10 theorems theorem NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 11 and/or and/or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 12 conjectures conjecture VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 69 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 70 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 1 Fecundity fecundity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 3 has have VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 4 inspired inspire VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 5 interesting interesting JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 6 extensions extension NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 7 and/or and/or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 8 generalizations generalization NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 71 9 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 72 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 1 Correctness correctness NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 3 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 4 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 5 theorem theorem NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 6 should should MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 7 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 8 true true JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 73 9 ! ! . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 1 What what WP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 2 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 3 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 4 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 5 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 74 6 ? ? . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 75 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 76 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 77 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 1 an an DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 2 elegant elegant JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 3 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 4 is be VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 5 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 6 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 7 which which WDT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 8 would would MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 9 not not RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 10 normally normally RB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 11 come come VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 12 to to IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 13 mind mind NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 14 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 15 like like IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 16 an an DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 17 elegant elegant JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 18 chess chess NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 19 problem problem NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 20 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 21 the the DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 22 first first JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 23 move move NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 24 should should MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 25 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 26 paradoxical paradoxical JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 78 27 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 79 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 80 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 1 Claude Claude NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 2 Berge Berge NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 3 Claude Claude NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 4 Berge Berge NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 5 Some some DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 6 criteria criterion NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 7 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 81 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 1 Elegance elegance NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 3 combination combination NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 4 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 5 simplicity simplicity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 6 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 7 surprise surprise NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 82 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 83 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 1 Ingenuity ingenuity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 3 inspired inspire VBN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 4 use use NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 5 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 6 standard standard JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 7 techniques technique NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 84 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 85 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 1 Originality originality NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 3 introduction introduction NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 4 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 5 new new JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 6 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 7 techniques technique NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 86 8 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 87 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 1 Fecundity fecundity NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 3 inspires inspire VBZ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 4 new new JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 5 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 6 techniques technique NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 7 or or CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 8 new new JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 9 proofs proof NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 10 of of IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 11 existing existing JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 12 theorems theorem NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 88 13 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 89 1 . . . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 1 Correctness correctness NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 2 : : : work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 3 a a DT work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 4 beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 5 proof proof NN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 6 should should MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 7 be be VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 8 correct correct JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 90 9 ! ! . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 91 1 Most Most JJS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 91 2 Beautiful beautiful JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 91 3 Conjecture Conjecture NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 91 4 J.A.B. J.A.B. NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 1 Dominic Dominic NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 2 will will MD work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 3 continue continue VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 4 to to TO work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 5 prove prove VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 6 and and CC work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 7 conjecture conjecture VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 8 for for IN work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 9 many many JJ work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 10 years year NNS work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 11 to to TO work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 12 come come VB work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 13 HAPPY HAPPY NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 14 BIRTHDAY BIRTHDAY NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 15 , , , work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 16 DOMINIC DOMINIC NNP work_vwm4xtbzwzfmfm6ii6dxhlfqzq 92 17 ! ! . work_vwm4xtbzwzfmfm6ii6dxhlfqzq 93 1 http://www.genealogy.math.ndsu.nodak.edu http://www.genealogy.math.ndsu.nodak.edu ADD