id sid tid token lemma pos iajs-3268 1 1 396 396 NUM iajs-3268 1 2 ยฉ ยฉ NOUN iajs-3268 1 3 published publish VERB iajs-3268 1 4 by by ADP iajs-3268 1 5 college college NOUN iajs-3268 1 6 of of ADP iajs-3268 1 7 education education NOUN iajs-3268 1 8 for for ADP iajs-3268 1 9 pure pure ADJ iajs-3268 1 10 science science NOUN iajs-3268 1 11 ( ( PUNCT iajs-3268 1 12 ibn ibn PROPN iajs-3268 1 13 al al PROPN iajs-3268 1 14 - - PUNCT iajs-3268 1 15 haitham haitham PROPN iajs-3268 1 16 ) ) PUNCT iajs-3268 1 17 , , PUNCT iajs-3268 1 18 university university NOUN iajs-3268 1 19 of of ADP iajs-3268 1 20 baghdad baghdad PROPN iajs-3268 1 21 . . PUNCT iajs-3268 2 1 this this PRON iajs-3268 2 2 is be AUX iajs-3268 2 3 an an DET iajs-3268 2 4 open open ADJ iajs-3268 2 5 - - PUNCT iajs-3268 2 6 access access NOUN iajs-3268 2 7 article article NOUN iajs-3268 2 8 distributed distribute VERB iajs-3268 2 9 under under ADP iajs-3268 2 10 the the DET iajs-3268 2 11 terms term NOUN iajs-3268 2 12 of of ADP iajs-3268 2 13 the the DET iajs-3268 2 14 creative creative ADJ iajs-3268 2 15 commons common NOUN iajs-3268 2 16 attribution attribution NOUN iajs-3268 2 17 4.0 4.0 NUM iajs-3268 2 18 international international ADJ iajs-3268 2 19 license license NOUN iajs-3268 2 20 extension extension NOUN iajs-3268 2 21 of of ADP iajs-3268 2 22 size size NOUN iajs-3268 2 23 and and CCONJ iajs-3268 2 24 degree degree NOUN iajs-3268 2 25 of of ADP iajs-3268 2 26 ( ( PUNCT iajs-3268 2 27 ๐’Œ ๐’Œ PROPN iajs-3268 2 28 , , PUNCT iajs-3268 2 29 ๐’“)-caps ๐’“)-cap VERB iajs-3268 2 30 in in ADP iajs-3268 2 31 ๐‘ท๐‘ฎ(๐Ÿ‘ ๐‘ท๐‘ฎ(๐Ÿ‘ PROPN iajs-3268 2 32 , , PUNCT iajs-3268 2 33 ๐Ÿ๐Ÿ‘ ๐Ÿ๐Ÿ‘ NUM iajs-3268 2 34 ) ) PUNCT iajs-3268 2 35 saja saja PROPN iajs-3268 2 36 makki makki PROPN iajs-3268 2 37 attook1 attook1 PROPN iajs-3268 2 38 and and CCONJ iajs-3268 2 39 emad emad PROPN iajs-3268 2 40 bakr bakr PROPN iajs-3268 2 41 al al PROPN iajs-3268 2 42 - - PROPN iajs-3268 2 43 zangana2 zangana2 PROPN iajs-3268 2 44 * * PROPN iajs-3268 3 1 1,2department 1,2department NUM iajs-3268 3 2 of of ADP iajs-3268 3 3 mathematics mathematic NOUN iajs-3268 3 4 , , PUNCT iajs-3268 3 5 college college NOUN iajs-3268 3 6 of of ADP iajs-3268 3 7 science science NOUN iajs-3268 3 8 , , PUNCT iajs-3268 3 9 mustansiriyah mustansiriyah NOUN iajs-3268 3 10 university university NOUN iajs-3268 3 11 , , PUNCT iajs-3268 3 12 baghdad baghdad PROPN iajs-3268 3 13 , , PUNCT iajs-3268 3 14 iraq iraq PROPN iajs-3268 3 15 . . PUNCT iajs-3268 4 1 * * PUNCT iajs-3268 4 2 corresponding correspond VERB iajs-3268 4 3 author author NOUN iajs-3268 4 4 . . PUNCT iajs-3268 5 1 received:3 received:3 PROPN iajs-3268 5 2 february february PROPN iajs-3268 5 3 2023 2023 NUM iajs-3268 5 4 accepted:30 accepted:30 X iajs-3268 5 5 march march NOUN iajs-3268 5 6 2023 2023 NUM iajs-3268 5 7 published:20 published:20 NOUN iajs-3268 5 8 july july PROPN iajs-3268 5 9 2024 2024 NUM iajs-3268 5 10 doi.org/10.30526/37.3.3268 doi.org/10.30526/37.3.3268 X iajs-3268 5 11 abstract abstract NOUN iajs-3268 5 12 the the DET iajs-3268 5 13 aim aim NOUN iajs-3268 5 14 of of ADP iajs-3268 5 15 this this DET iajs-3268 5 16 work work NOUN iajs-3268 5 17 is be AUX iajs-3268 5 18 an an DET iajs-3268 5 19 extension extension NOUN iajs-3268 5 20 of of ADP iajs-3268 5 21 the the DET iajs-3268 5 22 ( ( PUNCT iajs-3268 5 23 ๐‘˜ ๐‘˜ PROPN iajs-3268 5 24 , , PUNCT iajs-3268 5 25 ๐‘Ÿ)-caps ๐‘Ÿ)-caps X iajs-3268 5 26 ( ( PUNCT iajs-3268 5 27 ๐‘˜ ๐‘˜ X iajs-3268 5 28 is be AUX iajs-3268 5 29 the the DET iajs-3268 5 30 order order NOUN iajs-3268 5 31 , , PUNCT iajs-3268 5 32 ๐‘Ÿ ๐‘Ÿ PRON iajs-3268 5 33 is be AUX iajs-3268 5 34 the the DET iajs-3268 5 35 degree degree NOUN iajs-3268 5 36 ) ) PUNCT iajs-3268 5 37 , , PUNCT iajs-3268 5 38 where where SCONJ iajs-3268 5 39 0 0 PUNCT iajs-3268 5 40 < < X iajs-3268 5 41 ๐‘Ÿ ๐‘Ÿ X iajs-3268 5 42 < < X iajs-3268 5 43 14 14 NUM iajs-3268 5 44 , , PUNCT iajs-3268 5 45 in in ADP iajs-3268 5 46 the the DET iajs-3268 5 47 three three NUM iajs-3268 5 48 projective projective ADJ iajs-3268 5 49 space space NOUN iajs-3268 5 50 of of ADP iajs-3268 5 51 dimension dimension NOUN iajs-3268 5 52 over over ADP iajs-3268 5 53 the the DET iajs-3268 5 54 galois galois PROPN iajs-3268 5 55 field field NOUN iajs-3268 5 56 of of ADP iajs-3268 5 57 order order NOUN iajs-3268 5 58 thirteen thirteen NUM iajs-3268 5 59 , , PUNCT iajs-3268 5 60 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 5 61 ) ) PUNCT iajs-3268 5 62 . . PUNCT iajs-3268 6 1 the the DET iajs-3268 6 2 extensions extension NOUN iajs-3268 6 3 have have AUX iajs-3268 6 4 been be AUX iajs-3268 6 5 done do VERB iajs-3268 6 6 on on ADP iajs-3268 6 7 the the DET iajs-3268 6 8 caps cap NOUN iajs-3268 6 9 founded found VERB iajs-3268 6 10 by by ADP iajs-3268 6 11 action action NOUN iajs-3268 6 12 subgroups subgroup NOUN iajs-3268 6 13 of of ADP iajs-3268 6 14 projective projective ADJ iajs-3268 6 15 general general ADJ iajs-3268 6 16 linear linear NOUN iajs-3268 6 17 of of ADP iajs-3268 6 18 order order NOUN iajs-3268 6 19 four four NUM iajs-3268 6 20 over over ADP iajs-3268 6 21 the the DET iajs-3268 6 22 finite finite ADJ iajs-3268 6 23 field field NOUN iajs-3268 6 24 of of ADP iajs-3268 6 25 order order NOUN iajs-3268 6 26 thirteen thirteen NUM iajs-3268 6 27 on on ADP iajs-3268 6 28 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 NUM iajs-3268 6 29 ) ) PUNCT iajs-3268 6 30 . . PUNCT iajs-3268 7 1 the the DET iajs-3268 7 2 main main ADJ iajs-3268 7 3 condition condition NOUN iajs-3268 7 4 for for ADP iajs-3268 7 5 the the DET iajs-3268 7 6 completion completion NOUN iajs-3268 7 7 of of ADP iajs-3268 7 8 the the DET iajs-3268 7 9 expansion expansion NOUN iajs-3268 7 10 process process NOUN iajs-3268 7 11 on on ADP iajs-3268 7 12 the the DET iajs-3268 7 13 degree degree NOUN iajs-3268 7 14 of of ADP iajs-3268 7 15 caps cap NOUN iajs-3268 7 16 is be AUX iajs-3268 7 17 14 14 NUM iajs-3268 7 18 ( ( PUNCT iajs-3268 7 19 number number NOUN iajs-3268 7 20 of of ADP iajs-3268 7 21 points point NOUN iajs-3268 7 22 on on ADP iajs-3268 7 23 the the DET iajs-3268 7 24 line line NOUN iajs-3268 7 25 in in ADP iajs-3268 7 26 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 7 27 ) ) PUNCT iajs-3268 7 28 ) ) PUNCT iajs-3268 7 29 and and CCONJ iajs-3268 7 30 the the DET iajs-3268 7 31 size size NOUN iajs-3268 7 32 of of ADP iajs-3268 7 33 the the DET iajs-3268 7 34 cap cap NOUN iajs-3268 7 35 is be AUX iajs-3268 7 36 points point NOUN iajs-3268 7 37 with with ADP iajs-3268 7 38 a a DET iajs-3268 7 39 zero zero NUM iajs-3268 7 40 index index NOUN iajs-3268 7 41 zero zero NUM iajs-3268 7 42 , , PUNCT iajs-3268 7 43 as as SCONJ iajs-3268 7 44 it it PRON iajs-3268 7 45 becomes become VERB iajs-3268 7 46 complete complete ADJ iajs-3268 7 47 when when SCONJ iajs-3268 7 48 it it PRON iajs-3268 7 49 is be AUX iajs-3268 7 50 equal equal ADJ iajs-3268 7 51 to to ADP iajs-3268 7 52 zero zero NUM iajs-3268 7 53 . . PUNCT iajs-3268 8 1 in in ADP iajs-3268 8 2 this this DET iajs-3268 8 3 paper paper NOUN iajs-3268 8 4 , , PUNCT iajs-3268 8 5 we we PRON iajs-3268 8 6 present present VERB iajs-3268 8 7 fifteen fifteen NUM iajs-3268 8 8 caps cap NOUN iajs-3268 8 9 ( ( PUNCT iajs-3268 8 10 completes complete VERB iajs-3268 8 11 and and CCONJ iajs-3268 8 12 incompletes incomplete NOUN iajs-3268 8 13 ) ) PUNCT iajs-3268 8 14 in in ADP iajs-3268 8 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 NUM iajs-3268 8 16 ) ) PUNCT iajs-3268 8 17 of of ADP iajs-3268 8 18 degrees degree NOUN iajs-3268 8 19 2,3,4,7 2,3,4,7 NUM iajs-3268 8 20 are be AUX iajs-3268 8 21 extended extend VERB iajs-3268 8 22 in in ADP iajs-3268 8 23 size size NOUN iajs-3268 8 24 until until SCONJ iajs-3268 8 25 they they PRON iajs-3268 8 26 reach reach VERB iajs-3268 8 27 14 14 NUM iajs-3268 8 28 , , PUNCT iajs-3268 8 29 which which PRON iajs-3268 8 30 are be AUX iajs-3268 8 31 then then ADV iajs-3268 8 32 complete complete ADJ iajs-3268 8 33 caps cap NOUN iajs-3268 8 34 , , PUNCT iajs-3268 8 35 and and CCONJ iajs-3268 8 36 then then ADV iajs-3268 8 37 the the DET iajs-3268 8 38 ๐‘๐‘–-distribution ๐‘๐‘–-distribution NOUN iajs-3268 8 39 are be AUX iajs-3268 8 40 computed compute VERB iajs-3268 8 41 for for ADP iajs-3268 8 42 each each DET iajs-3268 8 43 new new ADJ iajs-3268 8 44 cap cap NOUN iajs-3268 8 45 . . PUNCT iajs-3268 9 1 keywords keyword NOUN iajs-3268 9 2 : : PUNCT iajs-3268 9 3 cap cap NOUN iajs-3268 9 4 , , PUNCT iajs-3268 9 5 complete complete ADJ iajs-3268 9 6 cap cap NOUN iajs-3268 9 7 , , PUNCT iajs-3268 9 8 finite finite PROPN iajs-3268 9 9 projective projective ADJ iajs-3268 9 10 space space NOUN iajs-3268 9 11 , , PUNCT iajs-3268 9 12 group group NOUN iajs-3268 9 13 action action NOUN iajs-3268 9 14 . . PUNCT iajs-3268 10 1 1 1 X iajs-3268 10 2 . . X iajs-3268 10 3 introduction introduction NOUN iajs-3268 10 4 let let VERB iajs-3268 10 5 ๐น๐‘ž ๐น๐‘ž PROPN iajs-3268 10 6 be be AUX iajs-3268 10 7 the the DET iajs-3268 10 8 galois galois PROPN iajs-3268 10 9 field field NOUN iajs-3268 10 10 of of ADP iajs-3268 10 11 ๐‘ž ๐‘ž PROPN iajs-3268 10 12 elements element NOUN iajs-3268 10 13 and and CCONJ iajs-3268 10 14 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 10 15 , , PUNCT iajs-3268 10 16 ๐‘ž ๐‘ž NOUN iajs-3268 10 17 ) ) PUNCT iajs-3268 10 18 be be VERB iajs-3268 10 19 the the DET iajs-3268 10 20 projective projective ADJ iajs-3268 10 21 space space NOUN iajs-3268 10 22 of of ADP iajs-3268 10 23 dimension dimension NOUN iajs-3268 10 24 three three NUM iajs-3268 10 25 . . PUNCT iajs-3268 11 1 the the DET iajs-3268 11 2 points point NOUN iajs-3268 11 3 [ [ X iajs-3268 11 4 ๐‘ฅ0 ๐‘ฅ0 NOUN iajs-3268 11 5 , , PUNCT iajs-3268 11 6 ๐‘ฅ1 ๐‘ฅ1 NOUN iajs-3268 11 7 , , PUNCT iajs-3268 11 8 ๐‘ฅ2 ๐‘ฅ2 NOUN iajs-3268 11 9 , , PUNCT iajs-3268 11 10 ๐‘ฅ3 ๐‘ฅ3 NOUN iajs-3268 11 11 ] ] PUNCT iajs-3268 11 12 of of ADP iajs-3268 11 13 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 11 14 , , PUNCT iajs-3268 11 15 ๐‘ž ๐‘ž NOUN iajs-3268 11 16 ) ) PUNCT iajs-3268 11 17 are be AUX iajs-3268 11 18 the the DET iajs-3268 11 19 1 1 NUM iajs-3268 11 20 - - PUNCT iajs-3268 11 21 dimensional dimensional ADJ iajs-3268 11 22 subspaces subspace NOUN iajs-3268 11 23 of of ADP iajs-3268 11 24 the the DET iajs-3268 11 25 vector vector NOUN iajs-3268 11 26 space space NOUN iajs-3268 11 27 ๐น๐‘ž ๐น๐‘ž PROPN iajs-3268 11 28 4 4 NUM iajs-3268 11 29 over over ADP iajs-3268 11 30 ๐น๐‘ž. ๐น๐‘ž. PROPN iajs-3268 11 31 subspaces subspace NOUN iajs-3268 11 32 of of ADP iajs-3268 11 33 dimension dimension NOUN iajs-3268 11 34 two two NUM iajs-3268 11 35 are be AUX iajs-3268 11 36 called call VERB iajs-3268 11 37 lines line NOUN iajs-3268 11 38 and and CCONJ iajs-3268 11 39 dimension dimension VERB iajs-3268 11 40 three three NUM iajs-3268 11 41 planes plane NOUN iajs-3268 11 42 . . PUNCT iajs-3268 12 1 the the DET iajs-3268 12 2 number number NOUN iajs-3268 12 3 of of ADP iajs-3268 12 4 points point NOUN iajs-3268 12 5 and and CCONJ iajs-3268 12 6 the the DET iajs-3268 12 7 number number NOUN iajs-3268 12 8 of of ADP iajs-3268 12 9 planes plane NOUN iajs-3268 12 10 in in ADP iajs-3268 12 11 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 12 12 , , PUNCT iajs-3268 12 13 ๐‘ž ๐‘ž NOUN iajs-3268 12 14 ) ) PUNCT iajs-3268 12 15 is be AUX iajs-3268 12 16 ๐‘ž3 ๐‘ž3 PROPN iajs-3268 12 17 + + NUM iajs-3268 12 18 ๐‘ž2 ๐‘ž2 NOUN iajs-3268 12 19 + + CCONJ iajs-3268 12 20 ๐‘ž ๐‘ž X iajs-3268 12 21 + + NOUN iajs-3268 12 22 1 1 X iajs-3268 12 23 . . PUNCT iajs-3268 13 1 the the DET iajs-3268 13 2 number number NOUN iajs-3268 13 3 of of ADP iajs-3268 13 4 lines line NOUN iajs-3268 13 5 is be AUX iajs-3268 13 6 ( ( PUNCT iajs-3268 13 7 ๐‘ž๐‘›+1 ๐‘ž๐‘›+1 NUM iajs-3268 13 8 โˆ’ โˆ’ NUM iajs-3268 13 9 1)(๐‘ž๐‘› 1)(๐‘ž๐‘› NUM iajs-3268 13 10 โˆ’ โˆ’ PROPN iajs-3268 13 11 1)/(๐‘ž2 1)/(๐‘ž2 NUM iajs-3268 13 12 โˆ’ โˆ’ NOUN iajs-3268 13 13 1)(๐‘ž 1)(๐‘ž NUM iajs-3268 13 14 โˆ’ โˆ’ NOUN iajs-3268 13 15 1 1 NUM iajs-3268 13 16 ) ) PUNCT iajs-3268 13 17 . . PUNCT iajs-3268 14 1 there there PRON iajs-3268 14 2 are be VERB iajs-3268 14 3 ๐‘ž ๐‘ž X iajs-3268 14 4 + + ADJ iajs-3268 14 5 1 1 NUM iajs-3268 14 6 points point NOUN iajs-3268 14 7 on on ADP iajs-3268 14 8 every every DET iajs-3268 14 9 line line NOUN iajs-3268 14 10 , , PUNCT iajs-3268 14 11 ๐‘ž ๐‘ž X iajs-3268 14 12 + + ADJ iajs-3268 14 13 1 1 NUM iajs-3268 14 14 lines line NOUN iajs-3268 14 15 through through ADP iajs-3268 14 16 every every DET iajs-3268 14 17 point point NOUN iajs-3268 14 18 , , PUNCT iajs-3268 14 19 and and CCONJ iajs-3268 14 20 ๐‘ž2 ๐‘ž2 NOUN iajs-3268 14 21 + + CCONJ iajs-3268 14 22 ๐‘ž ๐‘ž X iajs-3268 14 23 + + CCONJ iajs-3268 14 24 1 1 NUM iajs-3268 14 25 points point NOUN iajs-3268 14 26 on on ADP iajs-3268 14 27 every every DET iajs-3268 14 28 plane plane NOUN iajs-3268 14 29 ; ; PUNCT iajs-3268 14 30 see see VERB iajs-3268 14 31 [ [ X iajs-3268 14 32 1],[2 1],[2 NOUN iajs-3268 14 33 ] ] PUNCT iajs-3268 14 34 and and CCONJ iajs-3268 14 35 [ [ X iajs-3268 14 36 3 3 NUM iajs-3268 14 37 ] ] PUNCT iajs-3268 14 38 . . PUNCT iajs-3268 15 1 many many ADJ iajs-3268 15 2 articles article NOUN iajs-3268 15 3 have have AUX iajs-3268 15 4 been be AUX iajs-3268 15 5 published publish VERB iajs-3268 15 6 about about ADP iajs-3268 15 7 finding find VERB iajs-3268 15 8 ( ( PUNCT iajs-3268 15 9 ๐‘˜ ๐‘˜ NOUN iajs-3268 15 10 , , PUNCT iajs-3268 15 11 ๐‘Ÿ)-caps ๐‘Ÿ)-caps PROPN iajs-3268 15 12 in in ADP iajs-3268 15 13 the the DET iajs-3268 15 14 projective projective ADJ iajs-3268 15 15 space space NOUN iajs-3268 15 16 especially especially ADV iajs-3268 15 17 caps cap NOUN iajs-3268 15 18 of of ADP iajs-3268 15 19 degree degree NOUN iajs-3268 15 20 2 2 NUM iajs-3268 15 21 . . PUNCT iajs-3268 16 1 the the DET iajs-3268 16 2 classification classification NOUN iajs-3268 16 3 of of ADP iajs-3268 16 4 caps cap NOUN iajs-3268 16 5 and and CCONJ iajs-3268 16 6 determine determine VERB iajs-3268 16 7 their their PRON iajs-3268 16 8 completeness completeness NOUN iajs-3268 16 9 are be AUX iajs-3268 16 10 hard hard ADJ iajs-3268 16 11 tasks task NOUN iajs-3268 16 12 because because SCONJ iajs-3268 16 13 of of ADP iajs-3268 16 14 the the DET iajs-3268 16 15 number number NOUN iajs-3268 16 16 of of ADP iajs-3268 16 17 points point NOUN iajs-3268 16 18 and and CCONJ iajs-3268 16 19 lines line NOUN iajs-3268 16 20 in in ADP iajs-3268 16 21 the the DET iajs-3268 16 22 projective projective ADJ iajs-3268 16 23 space space NOUN iajs-3268 16 24 . . PUNCT iajs-3268 17 1 so so ADV iajs-3268 17 2 , , PUNCT iajs-3268 17 3 the the DET iajs-3268 17 4 number number NOUN iajs-3268 17 5 of of ADP iajs-3268 17 6 researchers researcher NOUN iajs-3268 17 7 focused focus VERB iajs-3268 17 8 on on ADP iajs-3268 17 9 the the DET iajs-3268 17 10 theoretical theoretical ADJ iajs-3268 17 11 research research NOUN iajs-3268 17 12 method method NOUN iajs-3268 17 13 to to PART iajs-3268 17 14 find find VERB iajs-3268 17 15 a a DET iajs-3268 17 16 specific specific ADJ iajs-3268 17 17 case case NOUN iajs-3268 17 18 gives give VERB iajs-3268 17 19 complete complete ADJ iajs-3268 17 20 caps cap NOUN iajs-3268 17 21 . . PUNCT iajs-3268 18 1 but but CCONJ iajs-3268 18 2 no no DET iajs-3268 18 3 one one NOUN iajs-3268 18 4 has have AUX iajs-3268 18 5 been be AUX iajs-3268 18 6 able able ADJ iajs-3268 18 7 to to PART iajs-3268 18 8 give give VERB iajs-3268 18 9 a a DET iajs-3268 18 10 full full ADJ iajs-3268 18 11 classification classification NOUN iajs-3268 18 12 of of ADP iajs-3268 18 13 the the DET iajs-3268 18 14 caps cap NOUN iajs-3268 18 15 on on ADP iajs-3268 18 16 specific specific ADJ iajs-3268 18 17 projective projective ADJ iajs-3268 18 18 spaces space NOUN iajs-3268 18 19 . . PUNCT iajs-3268 19 1 in in ADP iajs-3268 19 2 [ [ X iajs-3268 19 3 4 4 NUM iajs-3268 19 4 ] ] PUNCT iajs-3268 19 5 , , PUNCT iajs-3268 19 6 segre segre AUX iajs-3268 19 7 constructed construct VERB iajs-3268 19 8 complete complete ADJ iajs-3268 19 9 ( ( PUNCT iajs-3268 19 10 ( ( PUNCT iajs-3268 19 11 3๐‘ž 3๐‘ž NOUN iajs-3268 19 12 + + CCONJ iajs-3268 19 13 2 2 NUM iajs-3268 19 14 ) ) PUNCT iajs-3268 19 15 , , PUNCT iajs-3268 19 16 2)-caps 2)-caps NUM iajs-3268 19 17 in in ADP iajs-3268 19 18 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 19 19 , , PUNCT iajs-3268 19 20 2โ„Ž 2โ„Ž NUM iajs-3268 19 21 ) ) PUNCT iajs-3268 19 22 . . PUNCT iajs-3268 20 1 in in ADP iajs-3268 20 2 [ [ X iajs-3268 20 3 5 5 NUM iajs-3268 20 4 ] ] PUNCT iajs-3268 20 5 , , PUNCT iajs-3268 20 6 alexander alexander PROPN iajs-3268 20 7 gave give VERB iajs-3268 20 8 a a DET iajs-3268 20 9 generalization generalization NOUN iajs-3268 20 10 of of ADP iajs-3268 20 11 segre segre NOUN iajs-3268 20 12 โ€™s โ€™s PART iajs-3268 20 13 construction construction NOUN iajs-3268 20 14 of of ADP iajs-3268 20 15 the the DET iajs-3268 20 16 complete complete ADJ iajs-3268 20 17 caps cap NOUN iajs-3268 20 18 in in ADP iajs-3268 20 19 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 20 20 , , PUNCT iajs-3268 20 21 2โ„Ž 2โ„Ž NUM iajs-3268 20 22 ) ) PUNCT iajs-3268 20 23 . . PUNCT iajs-3268 21 1 in in ADP iajs-3268 21 2 [ [ X iajs-3268 21 3 6 6 NUM iajs-3268 21 4 ] ] PUNCT iajs-3268 21 5 , , PUNCT iajs-3268 21 6 anbar anbar PROPN iajs-3268 21 7 et et PROPN iajs-3268 21 8 . . PUNCT iajs-3268 22 1 al al PROPN iajs-3268 22 2 . . PROPN iajs-3268 22 3 used use VERB iajs-3268 22 4 a a DET iajs-3268 22 5 geometrical geometrical ADJ iajs-3268 22 6 object object NOUN iajs-3268 22 7 arc arc NOUN iajs-3268 22 8 in in ADP iajs-3268 22 9 the the DET iajs-3268 22 10 projective projective ADJ iajs-3268 22 11 plane plane NOUN iajs-3268 22 12 to to PART iajs-3268 22 13 produce produce VERB iajs-3268 22 14 complete complete ADJ iajs-3268 22 15 caps cap NOUN iajs-3268 22 16 of of ADP iajs-3268 22 17 size size NOUN iajs-3268 22 18 ๐‘˜๐‘ž(๐‘โˆ’2)/2 ๐‘˜๐‘ž(๐‘โˆ’2)/2 VERB iajs-3268 22 19 in in ADP iajs-3268 22 20 affine affine ADJ iajs-3268 22 21 spaces space NOUN iajs-3268 22 22 of of ADP iajs-3268 22 23 dimension dimension NOUN iajs-3268 22 24 ๐‘ ๐‘ PROPN iajs-3268 22 25 โ‰ก โ‰ก PROPN iajs-3268 22 26 0 0 PUNCT iajs-3268 23 1 ( ( PUNCT iajs-3268 23 2 ๐‘š๐‘œ๐‘‘ ๐‘š๐‘œ๐‘‘ NOUN iajs-3268 23 3 4 4 NUM iajs-3268 23 4 ) ) PUNCT iajs-3268 23 5 . . PUNCT iajs-3268 24 1 a a DET iajs-3268 24 2 computer computer NOUN iajs-3268 24 3 search search NOUN iajs-3268 24 4 has have AUX iajs-3268 24 5 been be AUX iajs-3268 24 6 used use VERB iajs-3268 24 7 by by ADP iajs-3268 24 8 a a DET iajs-3268 24 9 number number NOUN iajs-3268 24 10 of of ADP iajs-3268 24 11 authors author NOUN iajs-3268 24 12 to to PART iajs-3268 24 13 find find VERB iajs-3268 24 14 new new ADJ iajs-3268 24 15 caps cap NOUN iajs-3268 24 16 and and CCONJ iajs-3268 24 17 complete complete ADJ iajs-3268 24 18 caps cap NOUN iajs-3268 24 19 such such ADJ iajs-3268 24 20 as as ADP iajs-3268 24 21 alexander alexander PROPN iajs-3268 24 22 et et PROPN iajs-3268 24 23 . . PUNCT iajs-3268 25 1 al al PROPN iajs-3268 25 2 . . PUNCT iajs-3268 26 1 [ [ X iajs-3268 26 2 7 7 X iajs-3268 26 3 ] ] PUNCT iajs-3268 26 4 used use VERB iajs-3268 26 5 a a DET iajs-3268 26 6 computer computer NOUN iajs-3268 26 7 search search NOUN iajs-3268 26 8 in in ADP iajs-3268 26 9 the the DET iajs-3268 26 10 finite finite PROPN iajs-3268 26 11 projective projective PROPN iajs-3268 26 12 spaces space NOUN iajs-3268 26 13 ๐‘ƒ๐บ(๐‘› ๐‘ƒ๐บ(๐‘› PROPN iajs-3268 26 14 , , PUNCT iajs-3268 26 15 ๐‘ž ๐‘ž NOUN iajs-3268 26 16 ) ) PUNCT iajs-3268 26 17 for for ADP iajs-3268 26 18 the the DET iajs-3268 26 19 spectrum spectrum NOUN iajs-3268 26 20 of of ADP iajs-3268 26 21 possible possible ADJ iajs-3268 26 22 sizes size NOUN iajs-3268 26 23 ๐‘˜ ๐‘˜ PROPN iajs-3268 26 24 of of ADP iajs-3268 26 25 complete complete ADJ iajs-3268 26 26 ๐‘˜-caps ๐‘˜-cap NOUN iajs-3268 26 27 . . PUNCT iajs-3268 27 1 also also ADV iajs-3268 27 2 , , PUNCT iajs-3268 27 3 in in ADP iajs-3268 27 4 [ [ PUNCT iajs-3268 27 5 8 8 NUM iajs-3268 27 6 - - SYM iajs-3268 27 7 10 10 NUM iajs-3268 27 8 ] ] PUNCT iajs-3268 27 9 , , PUNCT iajs-3268 27 10 a a DET iajs-3268 27 11 group group NOUN iajs-3268 27 12 action action NOUN iajs-3268 27 13 on on ADP iajs-3268 27 14 the the DET iajs-3268 27 15 projective projective ADJ iajs-3268 27 16 space space NOUN iajs-3268 27 17 of of ADP iajs-3268 27 18 dimension dimension NOUN iajs-3268 27 19 three three NUM iajs-3268 27 20 have have AUX iajs-3268 27 21 been be AUX iajs-3268 27 22 used use VERB iajs-3268 27 23 to to PART iajs-3268 27 24 construct construct VERB iajs-3268 27 25 special special ADJ iajs-3268 27 26 types type NOUN iajs-3268 27 27 of of ADP iajs-3268 27 28 caps cap NOUN iajs-3268 27 29 https://creativecommons.org/licenses/by/4.0/ https://creativecommons.org/licenses/by/4.0/ PROPN iajs-3268 28 1 https://orcid.org/0000-0003-0195-2188 https://orcid.org/0000-0003-0195-2188 PROPN iajs-3268 28 2 mailto:sawsave2233@gmail.com mailto:sawsave2233@gmail.com PROPN iajs-3268 28 3 https://orcid.org/0000-0001-6415-1930 https://orcid.org/0000-0001-6415-1930 PROPN iajs-3268 29 1 mailto:e.b.abdulkrareem@uomustansiriyah.edu.iq mailto:e.b.abdulkrareem@uomustansiriyah.edu.iq NOUN iajs-3268 29 2 ihjpas ihjpas PROPN iajs-3268 29 3 . . PUNCT iajs-3268 30 1 2024 2024 NUM iajs-3268 30 2 , , PUNCT iajs-3268 30 3 37 37 NUM iajs-3268 30 4 ( ( PUNCT iajs-3268 30 5 3 3 NUM iajs-3268 30 6 ) ) PUNCT iajs-3268 30 7 397 397 NUM iajs-3268 30 8 for for ADP iajs-3268 30 9 ๐‘ž ๐‘ž NOUN iajs-3268 30 10 = = PROPN iajs-3268 30 11 8,11,13,23 8,11,13,23 NUM iajs-3268 30 12 . . PUNCT iajs-3268 31 1 as as ADP iajs-3268 31 2 in in ADP iajs-3268 31 3 [ [ X iajs-3268 31 4 9 9 NUM iajs-3268 31 5 ] ] PUNCT iajs-3268 31 6 , , PUNCT iajs-3268 31 7 in in ADP iajs-3268 31 8 this this DET iajs-3268 31 9 paper paper NOUN iajs-3268 31 10 , , PUNCT iajs-3268 31 11 we we PRON iajs-3268 31 12 did do VERB iajs-3268 31 13 an an DET iajs-3268 31 14 extension extension NOUN iajs-3268 31 15 of of ADP iajs-3268 31 16 the the DET iajs-3268 31 17 caps cap NOUN iajs-3268 31 18 that that PRON iajs-3268 31 19 have have AUX iajs-3268 31 20 been be AUX iajs-3268 31 21 constructed construct VERB iajs-3268 31 22 in in ADP iajs-3268 31 23 [ [ X iajs-3268 31 24 10 10 NUM iajs-3268 31 25 ] ] PUNCT iajs-3268 31 26 with with ADP iajs-3268 31 27 respect respect NOUN iajs-3268 31 28 to to ADP iajs-3268 31 29 their their PRON iajs-3268 31 30 size size NOUN iajs-3268 31 31 and and CCONJ iajs-3268 31 32 degree degree NOUN iajs-3268 31 33 when when SCONJ iajs-3268 31 34 ๐‘ž ๐‘ž X iajs-3268 31 35 = = PROPN iajs-3268 31 36 13 13 NUM iajs-3268 31 37 . . PUNCT iajs-3268 32 1 all all DET iajs-3268 32 2 the the DET iajs-3268 32 3 results result NOUN iajs-3268 32 4 obtained obtain VERB iajs-3268 32 5 from from ADP iajs-3268 32 6 this this DET iajs-3268 32 7 research research NOUN iajs-3268 32 8 could could AUX iajs-3268 32 9 be be AUX iajs-3268 32 10 of of ADP iajs-3268 32 11 interest interest NOUN iajs-3268 32 12 to to ADP iajs-3268 32 13 many many ADJ iajs-3268 32 14 researchers researcher NOUN iajs-3268 32 15 because because SCONJ iajs-3268 32 16 of of ADP iajs-3268 32 17 their their PRON iajs-3268 32 18 relationship relationship NOUN iajs-3268 32 19 to to ADP iajs-3268 32 20 linear linear PROPN iajs-3268 32 21 coding coding NOUN iajs-3268 32 22 , , PUNCT iajs-3268 32 23 see[11 see[11 VERB iajs-3268 32 24 - - SYM iajs-3268 32 25 18 18 NUM iajs-3268 32 26 ] ] PUNCT iajs-3268 32 27 , , PUNCT iajs-3268 32 28 as as ADV iajs-3268 32 29 well well ADV iajs-3268 32 30 as as ADP iajs-3268 32 31 their their PRON iajs-3268 32 32 relationship relationship NOUN iajs-3268 32 33 to to ADP iajs-3268 32 34 cryptography cryptography NOUN iajs-3268 32 35 , , PUNCT iajs-3268 32 36 see see VERB iajs-3268 32 37 [ [ X iajs-3268 32 38 19 19 NUM iajs-3268 32 39 - - SYM iajs-3268 32 40 21 21 NUM iajs-3268 32 41 ] ] PUNCT iajs-3268 32 42 and and CCONJ iajs-3268 32 43 also also ADV iajs-3268 32 44 the the DET iajs-3268 32 45 network network NOUN iajs-3268 32 46 system system NOUN iajs-3268 32 47 , , PUNCT iajs-3268 32 48 see see VERB iajs-3268 32 49 [ [ X iajs-3268 32 50 22 22 NUM iajs-3268 32 51 - - SYM iajs-3268 32 52 24 24 NUM iajs-3268 32 53 ] ] PUNCT iajs-3268 32 54 . . PUNCT iajs-3268 33 1 regarding regard VERB iajs-3268 33 2 finite finite PROPN iajs-3268 33 3 projective projective PROPN iajs-3268 33 4 spaces space NOUN iajs-3268 33 5 with with ADP iajs-3268 33 6 a a DET iajs-3268 33 7 dimension dimension NOUN iajs-3268 33 8 higher high ADJ iajs-3268 33 9 than than ADP iajs-3268 33 10 three three NUM iajs-3268 33 11 , , PUNCT iajs-3268 33 12 some some DET iajs-3268 33 13 studies study NOUN iajs-3268 33 14 have have AUX iajs-3268 33 15 appeared appeared AUX iajs-3268 33 16 recently recently ADV iajs-3268 33 17 discussing discuss VERB iajs-3268 33 18 some some DET iajs-3268 33 19 projective projective ADJ iajs-3268 33 20 concepts concept NOUN iajs-3268 33 21 , , PUNCT iajs-3268 33 22 as as ADP iajs-3268 33 23 in in ADP iajs-3268 33 24 [ [ PUNCT iajs-3268 33 25 25 25 NUM iajs-3268 33 26 - - SYM iajs-3268 33 27 31 31 NUM iajs-3268 33 28 ] ] PUNCT iajs-3268 33 29 . . PUNCT iajs-3268 34 1 the the DET iajs-3268 34 2 algorithms algorithm NOUN iajs-3268 34 3 in in ADP iajs-3268 34 4 this this DET iajs-3268 34 5 paper paper NOUN iajs-3268 34 6 have have AUX iajs-3268 34 7 been be AUX iajs-3268 34 8 implemented implement VERB iajs-3268 34 9 by by ADP iajs-3268 34 10 the the DET iajs-3268 34 11 gap gap NOUN iajs-3268 34 12 program program NOUN iajs-3268 34 13 [ [ X iajs-3268 34 14 32 32 NUM iajs-3268 34 15 ] ] PUNCT iajs-3268 34 16 . . PUNCT iajs-3268 35 1 2 2 X iajs-3268 35 2 . . X iajs-3268 35 3 preliminary preliminary ADJ iajs-3268 35 4 concepts concept NOUN iajs-3268 35 5 definition definition NOUN iajs-3268 35 6 2.1 2.1 NUM iajs-3268 36 1 [ [ X iajs-3268 36 2 1 1 NUM iajs-3268 36 3 ] ] X iajs-3268 36 4 : : PUNCT iajs-3268 36 5 a a DET iajs-3268 36 6 ( ( PUNCT iajs-3268 36 7 ๐‘˜ ๐‘˜ PROPN iajs-3268 36 8 , , PUNCT iajs-3268 36 9 ๐‘Ÿ)-cap ๐‘Ÿ)-cap X iajs-3268 36 10 in in ADP iajs-3268 36 11 ๐‘ƒ๐บ(๐‘› ๐‘ƒ๐บ(๐‘› PROPN iajs-3268 36 12 โ‰ฅ โ‰ฅ NOUN iajs-3268 36 13 3 3 NUM iajs-3268 36 14 , , PUNCT iajs-3268 36 15 ๐‘ž ๐‘ž NOUN iajs-3268 36 16 ) ) PUNCT iajs-3268 36 17 is be AUX iajs-3268 36 18 a a DET iajs-3268 36 19 set set NOUN iajs-3268 36 20 of of ADP iajs-3268 36 21 ๐‘˜ ๐‘˜ PRON iajs-3268 36 22 points point NOUN iajs-3268 37 1 such such ADJ iajs-3268 37 2 that that SCONJ iajs-3268 37 3 no no DET iajs-3268 37 4 ๐‘Ÿ ๐‘Ÿ NOUN iajs-3268 37 5 + + CCONJ iajs-3268 37 6 1 1 NUM iajs-3268 37 7 points point NOUN iajs-3268 37 8 are be AUX iajs-3268 37 9 collinear collinear VERB iajs-3268 37 10 , , PUNCT iajs-3268 37 11 but but CCONJ iajs-3268 37 12 at at ADP iajs-3268 37 13 most most ADJ iajs-3268 37 14 ๐‘Ÿ ๐‘Ÿ NOUN iajs-3268 37 15 points point NOUN iajs-3268 37 16 of of ADP iajs-3268 37 17 which which PRON iajs-3268 37 18 lie lie VERB iajs-3268 37 19 in in ADP iajs-3268 37 20 any any DET iajs-3268 37 21 line line NOUN iajs-3268 37 22 . . PUNCT iajs-3268 38 1 here here ADV iajs-3268 38 2 , , PUNCT iajs-3268 38 3 ๐‘Ÿ ๐‘Ÿ NOUN iajs-3268 38 4 is be AUX iajs-3268 38 5 called call VERB iajs-3268 38 6 a a DET iajs-3268 38 7 degree degree NOUN iajs-3268 38 8 of of ADP iajs-3268 38 9 the the DET iajs-3268 38 10 ( ( PUNCT iajs-3268 38 11 ๐‘˜ ๐‘˜ NOUN iajs-3268 38 12 , , PUNCT iajs-3268 38 13 ๐‘Ÿ)cap ๐‘Ÿ)cap PROPN iajs-3268 38 14 . . PUNCT iajs-3268 39 1 the the DET iajs-3268 39 2 ( ( PUNCT iajs-3268 39 3 ๐‘˜ ๐‘˜ PROPN iajs-3268 39 4 , , PUNCT iajs-3268 39 5 ๐‘Ÿ)-cap ๐‘Ÿ)-cap X iajs-3268 39 6 is be AUX iajs-3268 39 7 called call VERB iajs-3268 39 8 a a DET iajs-3268 39 9 complete complete ADJ iajs-3268 39 10 cap cap NOUN iajs-3268 39 11 if if SCONJ iajs-3268 39 12 it it PRON iajs-3268 39 13 is be AUX iajs-3268 39 14 not not PART iajs-3268 39 15 contained contain VERB iajs-3268 39 16 in in ADP iajs-3268 39 17 ( ( PUNCT iajs-3268 39 18 ๐‘˜ ๐‘˜ PROPN iajs-3268 39 19 + + NOUN iajs-3268 39 20 1 1 NUM iajs-3268 39 21 , , PUNCT iajs-3268 39 22 ๐‘Ÿ)-cap ๐‘Ÿ)-cap X iajs-3268 39 23 . . PUNCT iajs-3268 40 1 definition definition NOUN iajs-3268 40 2 2.2 2.2 NUM iajs-3268 41 1 [ [ X iajs-3268 41 2 2 2 NUM iajs-3268 41 3 ] ] PUNCT iajs-3268 41 4 : : PUNCT iajs-3268 41 5 let let VERB iajs-3268 41 6 ๐พ ๐พ PRON iajs-3268 41 7 be be AUX iajs-3268 41 8 a a DET iajs-3268 41 9 cap cap NOUN iajs-3268 41 10 of of ADP iajs-3268 41 11 degree degree NOUN iajs-3268 41 12 ๐‘Ÿ ๐‘Ÿ NOUN iajs-3268 41 13 , , PUNCT iajs-3268 41 14 an an DET iajs-3268 41 15 ๐‘–-secant ๐‘–-secant NOUN iajs-3268 41 16 of of ADP iajs-3268 41 17 a a DET iajs-3268 41 18 ๐พ ๐พ PROPN iajs-3268 41 19 in in ADP iajs-3268 41 20 ๐‘ƒ๐บ(๐‘› ๐‘ƒ๐บ(๐‘› NOUN iajs-3268 41 21 , , PUNCT iajs-3268 41 22 ๐‘ž ๐‘ž NOUN iajs-3268 41 23 ) ) PUNCT iajs-3268 41 24 is be AUX iajs-3268 41 25 a a DET iajs-3268 41 26 line line NOUN iajs-3268 41 27 such such ADJ iajs-3268 41 28 that that DET iajs-3268 41 29 |๐‘˜ |๐‘˜ NOUN iajs-3268 41 30 โˆฉ โˆฉ NOUN iajs-3268 41 31 ๐œ‹| ๐œ‹| NOUN iajs-3268 41 32 = = PUNCT iajs-3268 41 33 ๐‘–. ๐‘–. ADJ iajs-3268 41 34 the the DET iajs-3268 41 35 number number NOUN iajs-3268 41 36 of of ADP iajs-3268 41 37 ๐‘–-secants ๐‘–-secant NOUN iajs-3268 41 38 of of ADP iajs-3268 41 39 ๐พ ๐พ PROPN iajs-3268 41 40 denoted denote VERB iajs-3268 41 41 by by ADP iajs-3268 41 42 ๐œ๐‘–. ๐œ๐‘–. NOUN iajs-3268 41 43 definition definition NOUN iajs-3268 41 44 2.3 2.3 NUM iajs-3268 42 1 [ [ X iajs-3268 42 2 1 1 NUM iajs-3268 42 3 ] ] PUNCT iajs-3268 42 4 : : PUNCT iajs-3268 42 5 let let VERB iajs-3268 42 6 ๐‘„ ๐‘„ PRON iajs-3268 42 7 be be AUX iajs-3268 42 8 a a DET iajs-3268 42 9 point point NOUN iajs-3268 42 10 not not PART iajs-3268 42 11 on on ADP iajs-3268 42 12 the the DET iajs-3268 42 13 ( ( PUNCT iajs-3268 42 14 ๐‘˜ ๐‘˜ PROPN iajs-3268 42 15 , , PUNCT iajs-3268 42 16 ๐‘Ÿ)-cap ๐‘Ÿ)-cap X iajs-3268 42 17 , , PUNCT iajs-3268 42 18 ๐พ. ๐พ. PROPN iajs-3268 42 19 the the DET iajs-3268 42 20 number number NOUN iajs-3268 42 21 of of ADP iajs-3268 42 22 ๐‘–-secant ๐‘–-secant NOUN iajs-3268 42 23 of of ADP iajs-3268 42 24 ๐พ ๐พ PROPN iajs-3268 42 25 passing pass VERB iajs-3268 42 26 through through ADP iajs-3268 42 27 ๐‘„ ๐‘„ PROPN iajs-3268 42 28 denoted denote VERB iajs-3268 42 29 by by ADP iajs-3268 42 30 ๐œŽ๐‘–(๐‘„ ๐œŽ๐‘–(๐‘„ VERB iajs-3268 42 31 ) ) PUNCT iajs-3268 42 32 . . PUNCT iajs-3268 43 1 the the DET iajs-3268 43 2 number number NOUN iajs-3268 43 3 ๐œŽ๐‘Ÿ(๐‘„ ๐œŽ๐‘Ÿ(๐‘„ PROPN iajs-3268 43 4 ) ) PUNCT iajs-3268 43 5 of of ADP iajs-3268 43 6 ๐‘Ÿ-secants ๐‘Ÿ-secant NOUN iajs-3268 43 7 is be AUX iajs-3268 43 8 called call VERB iajs-3268 43 9 the the DET iajs-3268 43 10 index index NOUN iajs-3268 43 11 of of ADP iajs-3268 43 12 ๐‘„ ๐‘„ PRON iajs-3268 43 13 with with ADP iajs-3268 43 14 respect respect NOUN iajs-3268 43 15 to to ADP iajs-3268 43 16 ๐พ. ๐พ. PROPN iajs-3268 43 17 definition definition NOUN iajs-3268 43 18 2.4 2.4 NUM iajs-3268 44 1 [ [ X iajs-3268 44 2 2 2 NUM iajs-3268 44 3 ] ] PUNCT iajs-3268 44 4 : : PUNCT iajs-3268 44 5 the the DET iajs-3268 44 6 set set NOUN iajs-3268 44 7 of of ADP iajs-3268 44 8 all all DET iajs-3268 44 9 points point NOUN iajs-3268 44 10 of of ADP iajs-3268 44 11 index index NOUN iajs-3268 44 12 ๐‘– ๐‘– NOUN iajs-3268 44 13 will will AUX iajs-3268 44 14 be be AUX iajs-3268 44 15 denoted denote VERB iajs-3268 44 16 by by ADP iajs-3268 44 17 ๐ถ๐‘– ๐ถ๐‘– PROPN iajs-3268 44 18 and and CCONJ iajs-3268 44 19 the the DET iajs-3268 44 20 cardinality cardinality NOUN iajs-3268 44 21 of of ADP iajs-3268 44 22 ๐ถ๐‘– ๐ถ๐‘– PROPN iajs-3268 44 23 is be AUX iajs-3268 44 24 denoted denote VERB iajs-3268 44 25 by by ADP iajs-3268 44 26 ๐‘๐‘–. ๐‘๐‘–. PROPN iajs-3268 44 27 the the DET iajs-3268 44 28 sequence sequence NOUN iajs-3268 44 29 ( ( PUNCT iajs-3268 44 30 ๐‘ก0 ๐‘ก0 PROPN iajs-3268 44 31 , , PUNCT iajs-3268 44 32 โ€ฆ โ€ฆ PUNCT iajs-3268 44 33 , , PUNCT iajs-3268 44 34 ๐‘ก๐‘Ÿ ๐‘ก๐‘Ÿ VERB iajs-3268 44 35 ) ) PUNCT iajs-3268 44 36 will will AUX iajs-3268 44 37 represent represent VERB iajs-3268 44 38 the the DET iajs-3268 44 39 secant secant ADJ iajs-3268 44 40 distribution distribution NOUN iajs-3268 44 41 and and CCONJ iajs-3268 44 42 the the DET iajs-3268 44 43 sequences sequence NOUN iajs-3268 44 44 ( ( PUNCT iajs-3268 44 45 ๐‘0 ๐‘0 NOUN iajs-3268 44 46 , , PUNCT iajs-3268 44 47 โ€ฆ โ€ฆ PUNCT iajs-3268 44 48 , , PUNCT iajs-3268 44 49 ๐‘๐‘‘ ๐‘๐‘‘ X iajs-3268 44 50 ) ) PUNCT iajs-3268 44 51 refer refer VERB iajs-3268 44 52 to to ADP iajs-3268 44 53 the the DET iajs-3268 44 54 index index NOUN iajs-3268 44 55 distribution distribution NOUN iajs-3268 44 56 . . PUNCT iajs-3268 45 1 definition definition NOUN iajs-3268 45 2 2.5 2.5 NUM iajs-3268 46 1 [ [ X iajs-3268 46 2 2,3 2,3 NUM iajs-3268 46 3 ] ] PUNCT iajs-3268 46 4 : : PUNCT iajs-3268 46 5 the the DET iajs-3268 46 6 group group NOUN iajs-3268 46 7 of of ADP iajs-3268 46 8 projectivities projectivitie NOUN iajs-3268 46 9 of of ADP iajs-3268 46 10 ๐‘ƒ๐บ(๐‘› ๐‘ƒ๐บ(๐‘› NOUN iajs-3268 46 11 , , PUNCT iajs-3268 46 12 ๐‘ž ๐‘ž NOUN iajs-3268 46 13 ) ) PUNCT iajs-3268 46 14 is be AUX iajs-3268 46 15 called call VERB iajs-3268 46 16 the the DET iajs-3268 46 17 projective projective ADJ iajs-3268 46 18 general general ADJ iajs-3268 46 19 linear linear PROPN iajs-3268 46 20 group group NOUN iajs-3268 46 21 , , PUNCT iajs-3268 46 22 and and CCONJ iajs-3268 46 23 is be AUX iajs-3268 46 24 denoted denote VERB iajs-3268 46 25 by by ADP iajs-3268 46 26 ๐‘ƒ๐บ๐ฟ ๐‘ƒ๐บ๐ฟ PROPN iajs-3268 46 27 ( ( PUNCT iajs-3268 46 28 ๐‘› ๐‘› PROPN iajs-3268 46 29 + + NUM iajs-3268 46 30 1 1 NUM iajs-3268 46 31 , , PUNCT iajs-3268 46 32 ๐‘ž ๐‘ž NOUN iajs-3268 46 33 ) ) PUNCT iajs-3268 46 34 . . PUNCT iajs-3268 47 1 3 3 X iajs-3268 47 2 . . X iajs-3268 47 3 ( ( PUNCT iajs-3268 47 4 ๐’Œ ๐’Œ PROPN iajs-3268 47 5 , , PUNCT iajs-3268 47 6 ๐’“)-caps ๐’“)-cap VERB iajs-3268 47 7 in in ADP iajs-3268 47 8 ๐‘ท๐‘ฎ(๐Ÿ‘ ๐‘ท๐‘ฎ(๐Ÿ‘ PROPN iajs-3268 47 9 , , PUNCT iajs-3268 47 10 ๐Ÿ๐Ÿ‘ ๐Ÿ๐Ÿ‘ NUM iajs-3268 47 11 ) ) PUNCT iajs-3268 47 12 let let VERB iajs-3268 47 13 ๐น13 ๐น13 NOUN iajs-3268 47 14 = = PUNCT iajs-3268 47 15 โŒฉ โŒฉ PROPN iajs-3268 47 16 ๐œ ๐œ NOUN iajs-3268 47 17 โŒช โŒช NOUN iajs-3268 47 18 = = PUNCT iajs-3268 47 19 { { PUNCT iajs-3268 47 20 0 0 NUM iajs-3268 47 21 , , PUNCT iajs-3268 47 22 1 1 NUM iajs-3268 47 23 , , PUNCT iajs-3268 47 24 ๐œ ๐œ NOUN iajs-3268 47 25 , , PUNCT iajs-3268 47 26 ๐œ2 ๐œ2 PROPN iajs-3268 47 27 , , PUNCT iajs-3268 47 28 ๐œ3 ๐œ3 NOUN iajs-3268 47 29 , , PUNCT iajs-3268 47 30 ๐œ4 ๐œ4 NOUN iajs-3268 47 31 , , PUNCT iajs-3268 47 32 ๐œ5 ๐œ5 NOUN iajs-3268 47 33 , , PUNCT iajs-3268 47 34 ๐œ6 ๐œ6 NOUN iajs-3268 47 35 , , PUNCT iajs-3268 47 36 ๐œ7 ๐œ7 NOUN iajs-3268 47 37 , , PUNCT iajs-3268 47 38 ๐œ8 ๐œ8 NOUN iajs-3268 47 39 , , PUNCT iajs-3268 47 40 ๐œ9 ๐œ9 NOUN iajs-3268 47 41 , , PUNCT iajs-3268 47 42 ๐œ10 ๐œ10 NOUN iajs-3268 47 43 , , PUNCT iajs-3268 47 44 ๐œ11 ๐œ11 NOUN iajs-3268 47 45 } } PUNCT iajs-3268 47 46 be be AUX iajs-3268 47 47 the the DET iajs-3268 47 48 13th 13th ADJ iajs-3268 47 49 - - PUNCT iajs-3268 47 50 order order NOUN iajs-3268 47 51 galois galois NOUN iajs-3268 47 52 field field NOUN iajs-3268 47 53 , , PUNCT iajs-3268 47 54 where where SCONJ iajs-3268 47 55 ๐œ ๐œ NOUN iajs-3268 47 56 is be AUX iajs-3268 47 57 the the DET iajs-3268 47 58 primitive primitive ADJ iajs-3268 47 59 element element NOUN iajs-3268 47 60 of of ADP iajs-3268 47 61 ๐น13 ๐น13 PROPN iajs-3268 47 62 . . PUNCT iajs-3268 48 1 let let VERB iajs-3268 48 2 ๐‘† ๐‘† PROPN iajs-3268 48 3 be be AUX iajs-3268 48 4 the the DET iajs-3268 48 5 non non ADJ iajs-3268 48 6 - - ADJ iajs-3268 48 7 singular singular ADJ iajs-3268 48 8 4 4 NUM iajs-3268 48 9 ร— ร— NOUN iajs-3268 48 10 4 4 NUM iajs-3268 48 11 companion companion NOUN iajs-3268 48 12 matrix matrix NOUN iajs-3268 48 13 over over ADP iajs-3268 48 14 ๐น13 ๐น13 PROPN iajs-3268 48 15 ๐‘† ๐‘† PROPN iajs-3268 48 16 = = PUNCT iajs-3268 49 1 [ [ PUNCT iajs-3268 49 2 0 0 NUM iajs-3268 49 3 1 1 NUM iajs-3268 49 4 0 0 NUM iajs-3268 49 5 0 0 NUM iajs-3268 49 6 0 0 NUM iajs-3268 49 7 0 0 NUM iajs-3268 49 8 1 1 NUM iajs-3268 49 9 0 0 NUM iajs-3268 49 10 0 0 NUM iajs-3268 49 11 0 0 NUM iajs-3268 49 12 ๐œ5 ๐œ5 PROPN iajs-3268 49 13 ๐œ3 ๐œ3 NOUN iajs-3268 49 14 0 0 NUM iajs-3268 49 15 1 1 NUM iajs-3268 49 16 0 0 NUM iajs-3268 49 17 1 1 NUM iajs-3268 49 18 ] ] PUNCT iajs-3268 49 19 . . PUNCT iajs-3268 50 1 the the DET iajs-3268 50 2 cyclic cyclic PROPN iajs-3268 50 3 subgroup subgroup PROPN iajs-3268 50 4 โŒฉ โŒฉ PROPN iajs-3268 50 5 ๐‘† ๐‘† PROPN iajs-3268 50 6 โŒช โŒช NOUN iajs-3268 50 7 of of ADP iajs-3268 50 8 ๐‘ƒ๐บ๐ฟ(4,13 ๐‘ƒ๐บ๐ฟ(4,13 NOUN iajs-3268 50 9 ) ) PUNCT iajs-3268 50 10 is be AUX iajs-3268 50 11 of of ADP iajs-3268 50 12 order order NOUN iajs-3268 50 13 ๐œƒ3(13 ๐œƒ3(13 ADJ iajs-3268 50 14 ) ) PUNCT iajs-3268 50 15 = = SYM iajs-3268 50 16 2380 2380 NUM iajs-3268 50 17 . . PUNCT iajs-3268 51 1 the the DET iajs-3268 51 2 projective projective ADJ iajs-3268 51 3 space space NOUN iajs-3268 51 4 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 51 5 ) ) PUNCT iajs-3268 51 6 has have VERB iajs-3268 51 7 ๐œƒ3(13 ๐œƒ3(13 ADJ iajs-3268 51 8 ) ) PUNCT iajs-3268 51 9 = = SYM iajs-3268 51 10 2380 2380 NUM iajs-3268 51 11 points point NOUN iajs-3268 51 12 and and CCONJ iajs-3268 51 13 planes plane NOUN iajs-3268 51 14 , , PUNCT iajs-3268 51 15 31110 31110 NUM iajs-3268 51 16 lines line NOUN iajs-3268 51 17 , , PUNCT iajs-3268 51 18 14 14 NUM iajs-3268 51 19 points point NOUN iajs-3268 51 20 on on ADP iajs-3268 51 21 each each DET iajs-3268 51 22 line line NOUN iajs-3268 51 23 and and CCONJ iajs-3268 51 24 183 183 NUM iajs-3268 51 25 lines line NOUN iajs-3268 51 26 passing pass VERB iajs-3268 51 27 through through ADP iajs-3268 51 28 each each DET iajs-3268 51 29 point point NOUN iajs-3268 51 30 . . PUNCT iajs-3268 52 1 the the DET iajs-3268 52 2 number number NOUN iajs-3268 52 3 2380 2380 NUM iajs-3268 52 4 has have VERB iajs-3268 52 5 22 22 NUM iajs-3268 52 6 non non ADJ iajs-3268 52 7 - - ADJ iajs-3268 52 8 trivial trivial ADJ iajs-3268 52 9 divisors divisor NOUN iajs-3268 52 10 ๐‘ƒ ๐‘ƒ NOUN iajs-3268 52 11 which which PRON iajs-3268 52 12 are be AUX iajs-3268 52 13 : : PUNCT iajs-3268 52 14 2,4,5,7,10,14,17,20,28,34,35,68 2,4,5,7,10,14,17,20,28,34,35,68 NUM iajs-3268 52 15 , , PUNCT iajs-3268 52 16 70,85,119,140,170,238,340,476,595,1190 70,85,119,140,170,238,340,476,595,1190 NUM iajs-3268 52 17 . . PUNCT iajs-3268 53 1 the the DET iajs-3268 53 2 cyclic cyclic PROPN iajs-3268 53 3 subgroups subgroup NOUN iajs-3268 53 4 โŒฉ โŒฉ ADP iajs-3268 53 5 ๐‘†๐‘ƒ ๐‘†๐‘ƒ PROPN iajs-3268 53 6 โŒช โŒช NOUN iajs-3268 53 7 of of ADP iajs-3268 53 8 the the DET iajs-3268 53 9 cyclic cyclic ADJ iajs-3268 53 10 group group NOUN iajs-3268 53 11 โŒฉ โŒฉ PROPN iajs-3268 53 12 ๐‘† ๐‘† PROPN iajs-3268 53 13 โŒช โŒช NOUN iajs-3268 53 14 are be AUX iajs-3268 53 15 constructed construct VERB iajs-3268 53 16 in in ADP iajs-3268 53 17 [ [ X iajs-3268 53 18 10 10 NUM iajs-3268 53 19 ] ] PUNCT iajs-3268 53 20 and and CCONJ iajs-3268 53 21 used use VERB iajs-3268 53 22 to to PART iajs-3268 53 23 formed form VERB iajs-3268 53 24 caps cap NOUN iajs-3268 53 25 . . PUNCT iajs-3268 54 1 the the DET iajs-3268 54 2 following follow VERB iajs-3268 54 3 is be AUX iajs-3268 54 4 the the DET iajs-3268 54 5 summary summary NOUN iajs-3268 54 6 of of ADP iajs-3268 54 7 these these DET iajs-3268 54 8 caps cap NOUN iajs-3268 54 9 results result NOUN iajs-3268 54 10 . . PUNCT iajs-3268 55 1 from from ADP iajs-3268 55 2 the the DET iajs-3268 55 3 action action NOUN iajs-3268 55 4 of of ADP iajs-3268 55 5 the the DET iajs-3268 55 6 subgroups subgroup NOUN iajs-3268 55 7 โŒฉ โŒฉ ADP iajs-3268 55 8 ๐‘†๐‘ƒ ๐‘†๐‘ƒ PROPN iajs-3268 55 9 โŒช โŒช NOUN iajs-3268 55 10 on on ADP iajs-3268 55 11 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 55 12 ) ) PUNCT iajs-3268 55 13 deduced deduce VERB iajs-3268 55 14 22 22 NUM iajs-3268 55 15 equivalence equivalence NOUN iajs-3268 55 16 classes class NOUN iajs-3268 55 17 ( ( PUNCT iajs-3268 55 18 orbits orbit NOUN iajs-3268 55 19 ) ) PUNCT iajs-3268 55 20 in in ADP iajs-3268 55 21 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 55 22 ) ) PUNCT iajs-3268 55 23 formed form VERB iajs-3268 55 24 caps cap NOUN iajs-3268 55 25 are be AUX iajs-3268 55 26 summarized summarize VERB iajs-3268 55 27 below below ADV iajs-3268 55 28 : : PUNCT iajs-3268 55 29 let let VERB iajs-3268 55 30 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 55 31 be be AUX iajs-3268 55 32 the the DET iajs-3268 55 33 first first ADJ iajs-3268 55 34 orbit orbit NOUN iajs-3268 55 35 from from ADP iajs-3268 55 36 the the DET iajs-3268 55 37 action action NOUN iajs-3268 55 38 of of ADP iajs-3268 55 39 โŒฉ โŒฉ PROPN iajs-3268 55 40 ๐‘†๐‘ƒ ๐‘†๐‘ƒ PROPN iajs-3268 55 41 โŒช โŒช NOUN iajs-3268 55 42 on on ADP iajs-3268 55 43 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 NUM iajs-3268 55 44 ) ) PUNCT iajs-3268 55 45 . . PUNCT iajs-3268 56 1 1 1 X iajs-3268 56 2 . . X iajs-3268 56 3 ๐œ’2 ๐œ’2 NOUN iajs-3268 56 4 = = PUNCT iajs-3268 56 5 { { PUNCT iajs-3268 56 6 1 1 NUM iajs-3268 56 7 + + NUM iajs-3268 56 8 2๐‘˜|๐‘˜ 2๐‘˜|๐‘˜ NUM iajs-3268 56 9 = = SYM iajs-3268 56 10 0 0 NUM iajs-3268 56 11 , , PUNCT iajs-3268 56 12 โ€ฆ โ€ฆ PUNCT iajs-3268 56 13 , , PUNCT iajs-3268 56 14 1189 1189 NUM iajs-3268 56 15 } } PUNCT iajs-3268 56 16 is be AUX iajs-3268 56 17 incomplete incomplete ADJ iajs-3268 56 18 ( ( PUNCT iajs-3268 56 19 1190,14)-cap 1190,14)-cap NOUN iajs-3268 56 20 . . PUNCT iajs-3268 57 1 2 2 NUM iajs-3268 57 2 . . X iajs-3268 57 3 ๐œ’4 ๐œ’4 PROPN iajs-3268 57 4 = = PUNCT iajs-3268 57 5 { { PUNCT iajs-3268 57 6 1 1 NUM iajs-3268 57 7 + + NUM iajs-3268 57 8 4๐‘˜|๐‘˜ 4๐‘˜|๐‘˜ NOUN iajs-3268 57 9 = = SYM iajs-3268 57 10 0 0 NUM iajs-3268 57 11 , , PUNCT iajs-3268 57 12 โ€ฆ โ€ฆ PUNCT iajs-3268 57 13 , , PUNCT iajs-3268 57 14 594 594 NUM iajs-3268 57 15 } } PUNCT iajs-3268 57 16 is be AUX iajs-3268 57 17 complete complete ADJ iajs-3268 57 18 ( ( PUNCT iajs-3268 57 19 595,7)-cap 595,7)-cap NOUN iajs-3268 57 20 . . PUNCT iajs-3268 58 1 3 3 X iajs-3268 58 2 . . X iajs-3268 58 3 ๐œ’5 ๐œ’5 PROPN iajs-3268 58 4 = = SYM iajs-3268 58 5 { { PUNCT iajs-3268 58 6 1 1 NUM iajs-3268 58 7 + + NUM iajs-3268 58 8 5๐‘˜|๐‘˜ 5๐‘˜|๐‘˜ NOUN iajs-3268 58 9 = = SYM iajs-3268 58 10 0 0 NUM iajs-3268 58 11 , , PUNCT iajs-3268 58 12 โ€ฆ โ€ฆ PUNCT iajs-3268 58 13 , , PUNCT iajs-3268 58 14 475 475 NUM iajs-3268 58 15 } } PUNCT iajs-3268 58 16 is be AUX iajs-3268 58 17 incompletes incomplete NOUN iajs-3268 58 18 ( ( PUNCT iajs-3268 58 19 476,14)-cap 476,14)-cap NOUN iajs-3268 58 20 . . NOUN iajs-3268 59 1 4 4 NUM iajs-3268 59 2 . . X iajs-3268 59 3 ๐œ’7 ๐œ’7 NOUN iajs-3268 59 4 = = SYM iajs-3268 59 5 { { PUNCT iajs-3268 59 6 1 1 NUM iajs-3268 59 7 + + CCONJ iajs-3268 59 8 7๐‘˜|๐‘˜ 7๐‘˜|๐‘˜ PROPN iajs-3268 59 9 = = SYM iajs-3268 59 10 0 0 NUM iajs-3268 59 11 , , PUNCT iajs-3268 59 12 โ€ฆ โ€ฆ PUNCT iajs-3268 59 13 , , PUNCT iajs-3268 59 14 339 339 NUM iajs-3268 59 15 } } PUNCT iajs-3268 59 16 is be AUX iajs-3268 59 17 completes complete NOUN iajs-3268 59 18 ( ( PUNCT iajs-3268 59 19 340,4)-cap 340,4)-cap NUM iajs-3268 59 20 . . NOUN iajs-3268 60 1 5 5 NUM iajs-3268 60 2 . . X iajs-3268 60 3 ๐œ’10 ๐œ’10 NOUN iajs-3268 60 4 = = SYM iajs-3268 60 5 { { PUNCT iajs-3268 60 6 1 1 NUM iajs-3268 60 7 + + CCONJ iajs-3268 60 8 10๐‘˜|๐‘˜ 10๐‘˜|๐‘˜ NUM iajs-3268 60 9 = = SYM iajs-3268 60 10 0 0 NUM iajs-3268 60 11 , , PUNCT iajs-3268 60 12 โ€ฆ โ€ฆ PUNCT iajs-3268 60 13 , , PUNCT iajs-3268 60 14 237 237 NUM iajs-3268 60 15 } } PUNCT iajs-3268 60 16 is be AUX iajs-3268 60 17 incompletes incomplete NOUN iajs-3268 60 18 ( ( PUNCT iajs-3268 60 19 238,14)-cap 238,14)-cap NUM iajs-3268 60 20 . . NOUN iajs-3268 61 1 6 6 NUM iajs-3268 61 2 . . X iajs-3268 61 3 ๐œ’14 ๐œ’14 NOUN iajs-3268 61 4 = = SYM iajs-3268 61 5 { { PUNCT iajs-3268 62 1 1 1 NUM iajs-3268 62 2 + + NUM iajs-3268 62 3 14๐‘˜|๐‘˜ 14๐‘˜|๐‘˜ NUM iajs-3268 62 4 = = SYM iajs-3268 62 5 0 0 NUM iajs-3268 62 6 , , PUNCT iajs-3268 62 7 โ€ฆ โ€ฆ PUNCT iajs-3268 62 8 , , PUNCT iajs-3268 62 9 169 169 NUM iajs-3268 62 10 } } PUNCT iajs-3268 62 11 is be AUX iajs-3268 62 12 completes complete NOUN iajs-3268 62 13 ( ( PUNCT iajs-3268 62 14 170,2)-cap 170,2)-cap NUM iajs-3268 62 15 . . PUNCT iajs-3268 63 1 ihjpas ihjpas PROPN iajs-3268 63 2 . . PUNCT iajs-3268 64 1 2024 2024 NUM iajs-3268 64 2 , , PUNCT iajs-3268 64 3 37 37 NUM iajs-3268 64 4 ( ( PUNCT iajs-3268 64 5 3 3 NUM iajs-3268 64 6 ) ) PUNCT iajs-3268 64 7 398 398 NUM iajs-3268 64 8 7 7 NUM iajs-3268 64 9 . . PUNCT iajs-3268 64 10 ๐œ’17 ๐œ’17 VERB iajs-3268 64 11 = = PUNCT iajs-3268 64 12 { { PUNCT iajs-3268 64 13 1 1 NUM iajs-3268 64 14 + + NUM iajs-3268 64 15 17๐‘˜|๐‘˜ 17๐‘˜|๐‘˜ NUM iajs-3268 64 16 = = SYM iajs-3268 64 17 0 0 NUM iajs-3268 64 18 , , PUNCT iajs-3268 64 19 โ€ฆ โ€ฆ PUNCT iajs-3268 64 20 , , PUNCT iajs-3268 64 21 139 139 NUM iajs-3268 64 22 } } PUNCT iajs-3268 64 23 is be AUX iajs-3268 64 24 incompletes incomplete NOUN iajs-3268 64 25 ( ( PUNCT iajs-3268 64 26 140,14)-cap 140,14)-cap NUM iajs-3268 64 27 . . NOUN iajs-3268 65 1 8 8 NUM iajs-3268 65 2 . . X iajs-3268 65 3 ๐œ’20 ๐œ’20 NOUN iajs-3268 65 4 = = SYM iajs-3268 65 5 { { PUNCT iajs-3268 65 6 1 1 NUM iajs-3268 65 7 + + NUM iajs-3268 65 8 20๐‘˜|๐‘˜ 20๐‘˜|๐‘˜ NUM iajs-3268 65 9 = = SYM iajs-3268 65 10 0 0 NUM iajs-3268 65 11 , , PUNCT iajs-3268 65 12 โ€ฆ โ€ฆ PUNCT iajs-3268 65 13 , , PUNCT iajs-3268 65 14 118 118 NUM iajs-3268 65 15 } } PUNCT iajs-3268 65 16 is be AUX iajs-3268 65 17 incompletes incomplete NOUN iajs-3268 65 18 ( ( PUNCT iajs-3268 65 19 119,7)-cap 119,7)-cap NUM iajs-3268 65 20 . . PUNCT iajs-3268 66 1 9 9 X iajs-3268 66 2 . . X iajs-3268 66 3 ๐œ’28 ๐œ’28 ADV iajs-3268 66 4 = = SYM iajs-3268 66 5 { { PUNCT iajs-3268 66 6 1 1 NUM iajs-3268 67 1 + + NUM iajs-3268 67 2 28๐‘˜|๐‘˜ 28๐‘˜|๐‘˜ NUM iajs-3268 67 3 = = SYM iajs-3268 67 4 0 0 NUM iajs-3268 67 5 , , PUNCT iajs-3268 67 6 โ€ฆ โ€ฆ PUNCT iajs-3268 67 7 , , PUNCT iajs-3268 67 8 84 84 NUM iajs-3268 67 9 } } PUNCT iajs-3268 67 10 is be AUX iajs-3268 67 11 incompletes incomplete NOUN iajs-3268 67 12 ( ( PUNCT iajs-3268 67 13 85,2)-cap 85,2)-cap NOUN iajs-3268 67 14 . . PUNCT iajs-3268 68 1 10 10 NUM iajs-3268 68 2 . . PUNCT iajs-3268 68 3 ๐œ’34 ๐œ’34 PROPN iajs-3268 68 4 = = SYM iajs-3268 68 5 { { PUNCT iajs-3268 68 6 1 1 NUM iajs-3268 68 7 + + NUM iajs-3268 68 8 34๐‘˜|๐‘˜ 34๐‘˜|๐‘˜ NUM iajs-3268 68 9 = = SYM iajs-3268 68 10 0 0 NUM iajs-3268 68 11 , , PUNCT iajs-3268 68 12 โ€ฆ โ€ฆ PUNCT iajs-3268 68 13 , , PUNCT iajs-3268 68 14 69 69 NUM iajs-3268 68 15 } } PUNCT iajs-3268 68 16 is be AUX iajs-3268 68 17 incompletes incomplete NOUN iajs-3268 68 18 ( ( PUNCT iajs-3268 68 19 70,14)-cap 70,14)-cap NOUN iajs-3268 68 20 . . PUNCT iajs-3268 69 1 11 11 NUM iajs-3268 69 2 . . PUNCT iajs-3268 69 3 ๐œ’35 ๐œ’35 NOUN iajs-3268 69 4 = = PUNCT iajs-3268 69 5 { { PUNCT iajs-3268 69 6 1 1 NUM iajs-3268 70 1 + + NUM iajs-3268 70 2 35๐‘˜|๐‘˜ 35๐‘˜|๐‘˜ NUM iajs-3268 70 3 = = SYM iajs-3268 70 4 0 0 NUM iajs-3268 70 5 , , PUNCT iajs-3268 70 6 โ€ฆ โ€ฆ PUNCT iajs-3268 70 7 , , PUNCT iajs-3268 70 8 67 67 NUM iajs-3268 70 9 } } PUNCT iajs-3268 70 10 is be AUX iajs-3268 70 11 incompletes incomplete NOUN iajs-3268 70 12 ( ( PUNCT iajs-3268 70 13 68,3)-cap 68,3)-cap NOUN iajs-3268 70 14 . . NOUN iajs-3268 70 15 12 12 NUM iajs-3268 70 16 . . PUNCT iajs-3268 71 1 ๐œ’68 ๐œ’68 NOUN iajs-3268 71 2 = = SYM iajs-3268 71 3 { { PUNCT iajs-3268 71 4 1 1 NUM iajs-3268 71 5 + + NUM iajs-3268 71 6 68๐‘˜|๐‘˜ 68๐‘˜|๐‘˜ NOUN iajs-3268 71 7 = = SYM iajs-3268 71 8 0 0 NUM iajs-3268 71 9 , , PUNCT iajs-3268 71 10 โ€ฆ โ€ฆ PUNCT iajs-3268 71 11 , , PUNCT iajs-3268 71 12 34 34 NUM iajs-3268 71 13 } } PUNCT iajs-3268 71 14 is be AUX iajs-3268 71 15 incompletes incomplete NOUN iajs-3268 71 16 ( ( PUNCT iajs-3268 71 17 35,7)-cap 35,7)-cap NUM iajs-3268 71 18 . . PROPN iajs-3268 71 19 13 13 NUM iajs-3268 71 20 . . PUNCT iajs-3268 72 1 ๐œ’70 ๐œ’70 PROPN iajs-3268 72 2 = = PUNCT iajs-3268 72 3 { { PUNCT iajs-3268 72 4 1 1 NUM iajs-3268 73 1 + + X iajs-3268 73 2 70๐‘˜|๐‘˜ 70๐‘˜|๐‘˜ NUM iajs-3268 73 3 = = SYM iajs-3268 73 4 0 0 NUM iajs-3268 73 5 , , PUNCT iajs-3268 73 6 โ€ฆ โ€ฆ PUNCT iajs-3268 73 7 , , PUNCT iajs-3268 73 8 33 33 NUM iajs-3268 73 9 } } PUNCT iajs-3268 73 10 is be AUX iajs-3268 73 11 incompletes incomplete NOUN iajs-3268 73 12 ( ( PUNCT iajs-3268 73 13 34,2)-cap 34,2)-cap NOUN iajs-3268 73 14 . . PROPN iajs-3268 73 15 14 14 NUM iajs-3268 73 16 . . PUNCT iajs-3268 74 1 ๐œ’85 ๐œ’85 NOUN iajs-3268 74 2 = = PUNCT iajs-3268 74 3 { { PUNCT iajs-3268 74 4 1 1 NUM iajs-3268 75 1 + + NUM iajs-3268 75 2 85๐‘˜|๐‘˜ 85๐‘˜|๐‘˜ NUM iajs-3268 75 3 = = SYM iajs-3268 75 4 0 0 NUM iajs-3268 75 5 , , PUNCT iajs-3268 75 6 โ€ฆ โ€ฆ PUNCT iajs-3268 75 7 , , PUNCT iajs-3268 75 8 27 27 NUM iajs-3268 75 9 } } PUNCT iajs-3268 75 10 is be AUX iajs-3268 75 11 incompletes incomplete NOUN iajs-3268 75 12 ( ( PUNCT iajs-3268 75 13 28,14)-cap 28,14)-cap NOUN iajs-3268 75 14 . . PUNCT iajs-3268 76 1 15 15 NUM iajs-3268 76 2 . . PUNCT iajs-3268 77 1 ๐œ’119 ๐œ’119 PROPN iajs-3268 77 2 = = PRON iajs-3268 77 3 { { PUNCT iajs-3268 77 4 1 1 NUM iajs-3268 77 5 + + NUM iajs-3268 77 6 119๐‘˜|๐‘˜ 119๐‘˜|๐‘˜ NUM iajs-3268 77 7 = = SYM iajs-3268 77 8 0 0 NUM iajs-3268 77 9 , , PUNCT iajs-3268 77 10 โ€ฆ โ€ฆ PUNCT iajs-3268 77 11 , , PUNCT iajs-3268 77 12 19 19 NUM iajs-3268 77 13 } } PUNCT iajs-3268 77 14 is be AUX iajs-3268 77 15 incompletes incomplete NOUN iajs-3268 77 16 ( ( PUNCT iajs-3268 77 17 20,2)-cap 20,2)-cap NOUN iajs-3268 77 18 . . PUNCT iajs-3268 78 1 16 16 NUM iajs-3268 78 2 . . PUNCT iajs-3268 79 1 ๐œ’140 ๐œ’140 PROPN iajs-3268 79 2 = = SYM iajs-3268 79 3 { { PUNCT iajs-3268 79 4 1 1 NUM iajs-3268 79 5 + + NUM iajs-3268 79 6 140๐‘˜|๐‘˜ 140๐‘˜|๐‘˜ NUM iajs-3268 79 7 = = SYM iajs-3268 79 8 0 0 NUM iajs-3268 79 9 , , PUNCT iajs-3268 79 10 โ€ฆ โ€ฆ PUNCT iajs-3268 79 11 , , PUNCT iajs-3268 79 12 16 16 NUM iajs-3268 79 13 } } PUNCT iajs-3268 79 14 is be AUX iajs-3268 79 15 incompletes incomplete NOUN iajs-3268 79 16 ( ( PUNCT iajs-3268 79 17 17,2)-cap 17,2)-cap NOUN iajs-3268 79 18 . . NOUN iajs-3268 79 19 17 17 NUM iajs-3268 79 20 . . PUNCT iajs-3268 79 21 ๐œ’170 ๐œ’170 PUNCT iajs-3268 80 1 = = PRON iajs-3268 80 2 { { PUNCT iajs-3268 80 3 1 1 NUM iajs-3268 80 4 + + NUM iajs-3268 80 5 170๐‘˜|๐‘˜ 170๐‘˜|๐‘˜ NUM iajs-3268 80 6 = = SYM iajs-3268 80 7 0 0 NUM iajs-3268 80 8 , , PUNCT iajs-3268 80 9 โ€ฆ โ€ฆ PUNCT iajs-3268 80 10 , , PUNCT iajs-3268 80 11 13 13 NUM iajs-3268 80 12 } } PUNCT iajs-3268 80 13 is be AUX iajs-3268 80 14 incompletes incomplete NOUN iajs-3268 80 15 ( ( PUNCT iajs-3268 80 16 14,14)-cap 14,14)-cap NOUN iajs-3268 80 17 . . PUNCT iajs-3268 81 1 18 18 NUM iajs-3268 81 2 . . PUNCT iajs-3268 82 1 ๐œ’238 ๐œ’238 PRON iajs-3268 83 1 = = SYM iajs-3268 83 2 { { PUNCT iajs-3268 83 3 1 1 NUM iajs-3268 83 4 + + NUM iajs-3268 83 5 238๐‘˜|๐‘˜ 238๐‘˜|๐‘˜ NOUN iajs-3268 83 6 = = SYM iajs-3268 83 7 0 0 NUM iajs-3268 83 8 , , PUNCT iajs-3268 83 9 โ€ฆ โ€ฆ PUNCT iajs-3268 83 10 , , PUNCT iajs-3268 83 11 9 9 X iajs-3268 83 12 } } PUNCT iajs-3268 83 13 is be AUX iajs-3268 83 14 incompletes incomplete NOUN iajs-3268 83 15 ( ( PUNCT iajs-3268 83 16 10,2)-cap 10,2)-cap NUM iajs-3268 83 17 . . NOUN iajs-3268 83 18 19 19 NUM iajs-3268 83 19 . . PUNCT iajs-3268 84 1 ๐œ’340 ๐œ’340 PROPN iajs-3268 84 2 = = SYM iajs-3268 84 3 { { PUNCT iajs-3268 84 4 1 1 NUM iajs-3268 84 5 + + NUM iajs-3268 84 6 340๐‘˜|๐‘˜ 340๐‘˜|๐‘˜ NUM iajs-3268 84 7 = = SYM iajs-3268 84 8 0 0 NUM iajs-3268 84 9 , , PUNCT iajs-3268 84 10 โ€ฆ โ€ฆ PUNCT iajs-3268 84 11 , , PUNCT iajs-3268 84 12 6 6 NUM iajs-3268 84 13 } } PUNCT iajs-3268 84 14 is be AUX iajs-3268 84 15 incompletes incomplete NOUN iajs-3268 84 16 ( ( PUNCT iajs-3268 84 17 7,7)-cap 7,7)-cap NUM iajs-3268 84 18 . . PUNCT iajs-3268 84 19 20 20 NUM iajs-3268 84 20 . . PUNCT iajs-3268 85 1 ๐œ’476 ๐œ’476 NUM iajs-3268 85 2 = = SYM iajs-3268 85 3 { { PUNCT iajs-3268 86 1 1 1 NUM iajs-3268 86 2 + + NUM iajs-3268 86 3 476๐‘˜|๐‘˜ 476๐‘˜|๐‘˜ NOUN iajs-3268 86 4 = = SYM iajs-3268 86 5 0 0 NUM iajs-3268 86 6 , , PUNCT iajs-3268 86 7 โ€ฆ โ€ฆ PUNCT iajs-3268 86 8 , , PUNCT iajs-3268 86 9 4 4 X iajs-3268 86 10 } } PUNCT iajs-3268 86 11 is be AUX iajs-3268 86 12 incompletes incomplete NOUN iajs-3268 86 13 ( ( PUNCT iajs-3268 86 14 5,2)-cap 5,2)-cap NUM iajs-3268 86 15 . . PUNCT iajs-3268 87 1 21 21 NUM iajs-3268 87 2 . . PUNCT iajs-3268 88 1 ๐œ’595 ๐œ’595 PROPN iajs-3268 88 2 = = SYM iajs-3268 88 3 { { PUNCT iajs-3268 88 4 1 1 NUM iajs-3268 88 5 + + NUM iajs-3268 88 6 595๐‘˜|๐‘˜ 595๐‘˜|๐‘˜ NUM iajs-3268 88 7 = = SYM iajs-3268 88 8 0 0 NUM iajs-3268 88 9 , , PUNCT iajs-3268 88 10 โ€ฆ โ€ฆ PUNCT iajs-3268 88 11 , , PUNCT iajs-3268 88 12 3 3 X iajs-3268 88 13 } } PUNCT iajs-3268 88 14 is be AUX iajs-3268 88 15 incompletes incomplete NOUN iajs-3268 88 16 ( ( PUNCT iajs-3268 88 17 4,2)-cap 4,2)-cap NUM iajs-3268 88 18 . . PUNCT iajs-3268 89 1 22 22 NUM iajs-3268 89 2 . . PUNCT iajs-3268 90 1 ๐œ’1190 ๐œ’1190 VERB iajs-3268 90 2 = = SYM iajs-3268 90 3 { { PUNCT iajs-3268 90 4 1,1191 1,1191 NUM iajs-3268 90 5 } } PUNCT iajs-3268 90 6 is be AUX iajs-3268 90 7 incompletes incomplete NOUN iajs-3268 90 8 ( ( PUNCT iajs-3268 90 9 2,2)-cap 2,2)-cap NUM iajs-3268 90 10 . . X iajs-3268 91 1 2 2 X iajs-3268 91 2 . . X iajs-3268 91 3 extension extension NOUN iajs-3268 91 4 of of ADP iajs-3268 91 5 caps cap NOUN iajs-3268 91 6 an an DET iajs-3268 91 7 exhaustive exhaustive ADJ iajs-3268 91 8 computer computer NOUN iajs-3268 91 9 search search NOUN iajs-3268 91 10 proves prove VERB iajs-3268 91 11 the the DET iajs-3268 91 12 following follow VERB iajs-3268 91 13 theorem theorem ADJ iajs-3268 91 14 : : PUNCT iajs-3268 91 15 theorem theorem ADJ iajs-3268 91 16 : : PUNCT iajs-3268 91 17 the the DET iajs-3268 91 18 caps cap NOUN iajs-3268 91 19 ๐œ’๐‘– ๐œ’๐‘– VERB iajs-3268 91 20 , , PUNCT iajs-3268 91 21 ๐‘– ๐‘– PROPN iajs-3268 91 22 = = SYM iajs-3268 91 23 4,7,14,20,28,35,68,70,119,140,238,340,476,595,1190 4,7,14,20,28,35,68,70,119,140,238,340,476,595,1190 PROPN iajs-3268 91 24 can can AUX iajs-3268 91 25 be be AUX iajs-3268 91 26 extended extend VERB iajs-3268 91 27 by by ADP iajs-3268 91 28 their their PRON iajs-3268 91 29 sizes size NOUN iajs-3268 91 30 and and CCONJ iajs-3268 91 31 degrees degree NOUN iajs-3268 91 32 to to PART iajs-3268 91 33 complete complete VERB iajs-3268 91 34 caps cap NOUN iajs-3268 91 35 . . PUNCT iajs-3268 92 1 proof proof NOUN iajs-3268 92 2 : : PUNCT iajs-3268 92 3 let let VERB iajs-3268 92 4 ๐’Ÿ๐‘ƒ ๐’Ÿ๐‘ƒ NOUN iajs-3268 92 5 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 92 6 = = NOUN iajs-3268 92 7 ๐œ’๐‘ƒโ‹ƒ๐‘๐‘– ๐œ’๐‘ƒโ‹ƒ๐‘๐‘– PROPN iajs-3268 92 8 , , PUNCT iajs-3268 92 9 where where SCONJ iajs-3268 92 10 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 92 11 is be AUX iajs-3268 92 12 the the DET iajs-3268 92 13 set set NOUN iajs-3268 92 14 of of ADP iajs-3268 92 15 addition addition NOUN iajs-3268 92 16 points point NOUN iajs-3268 92 17 , , PUNCT iajs-3268 92 18 1 1 NUM iajs-3268 92 19 โ‰ค โ‰ค NUM iajs-3268 92 20 ๐‘– ๐‘– SYM iajs-3268 92 21 โ‰ค โ‰ค NOUN iajs-3268 92 22 14 14 NUM iajs-3268 92 23 . . PUNCT iajs-3268 93 1 1 1 X iajs-3268 93 2 . . X iajs-3268 94 1 the the DET iajs-3268 94 2 line line NOUN iajs-3268 94 3 ๐ˆ(0,0,1,0,0,0 ๐ˆ(0,0,1,0,0,0 NOUN iajs-3268 94 4 ) ) PUNCT iajs-3268 94 5 meets meet VERB iajs-3268 94 6 the the DET iajs-3268 94 7 cap cap NOUN iajs-3268 94 8 ๐œ’4 ๐œ’4 PROPN iajs-3268 94 9 in in ADP iajs-3268 94 10 7 7 NUM iajs-3268 94 11 points point NOUN iajs-3268 94 12 , , PUNCT iajs-3268 94 13 so so CCONJ iajs-3268 94 14 , , PUNCT iajs-3268 94 15 seven seven NUM iajs-3268 94 16 extension extension NOUN iajs-3268 94 17 points point NOUN iajs-3268 94 18 have have AUX iajs-3268 94 19 been be AUX iajs-3268 94 20 added add VERB iajs-3268 94 21 to to ADP iajs-3268 94 22 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 94 23 in in ADP iajs-3268 94 24 the the DET iajs-3268 94 25 following follow VERB iajs-3268 94 26 orders order NOUN iajs-3268 94 27 : : PUNCT iajs-3268 94 28 4 4 NUM iajs-3268 94 29 , , PUNCT iajs-3268 94 30 144 144 NUM iajs-3268 94 31 , , PUNCT iajs-3268 94 32 358 358 NUM iajs-3268 94 33 , , PUNCT iajs-3268 94 34 470 470 NUM iajs-3268 94 35 , , PUNCT iajs-3268 94 36 754 754 NUM iajs-3268 94 37 , , PUNCT iajs-3268 94 38 755 755 NUM iajs-3268 94 39 , , PUNCT iajs-3268 94 40 923 923 NUM iajs-3268 94 41 . . PUNCT iajs-3268 95 1 let let VERB iajs-3268 95 2 ๐‘1 ๐‘1 NOUN iajs-3268 95 3 = = SYM iajs-3268 95 4 { { PUNCT iajs-3268 95 5 4 4 NUM iajs-3268 95 6 } } PUNCT iajs-3268 95 7 , , PUNCT iajs-3268 95 8 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 95 9 ๐‘1 ๐‘1 NOUN iajs-3268 95 10 = = SYM iajs-3268 95 11 ๐œ’4โ‹ƒ๐‘1 ๐œ’4โ‹ƒ๐‘1 VERB iajs-3268 95 12 . . PUNCT iajs-3268 96 1 the the DET iajs-3268 96 2 maximum maximum ADJ iajs-3268 96 3 number number NOUN iajs-3268 96 4 of of ADP iajs-3268 96 5 the the DET iajs-3268 96 6 intersection intersection NOUN iajs-3268 96 7 points point NOUN iajs-3268 96 8 between between ADP iajs-3268 96 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 96 10 ๐‘1 ๐‘1 NOUN iajs-3268 96 11 and and CCONJ iajs-3268 96 12 the the DET iajs-3268 96 13 lines line NOUN iajs-3268 96 14 of of ADP iajs-3268 96 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 96 16 ) ) PUNCT iajs-3268 96 17 are be AUX iajs-3268 96 18 eight eight NUM iajs-3268 96 19 , , PUNCT iajs-3268 96 20 so so ADV iajs-3268 96 21 ๐œ’4 ๐œ’4 PROPN iajs-3268 96 22 ๐‘1 ๐‘1 NOUN iajs-3268 96 23 is be AUX iajs-3268 96 24 ( ( PUNCT iajs-3268 96 25 596,8)-cap 596,8)-cap NUM iajs-3268 96 26 and and CCONJ iajs-3268 96 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 96 28 values value NOUN iajs-3268 96 29 are be AUX iajs-3268 96 30 ๐‘0 ๐‘0 NOUN iajs-3268 96 31 = = SYM iajs-3268 96 32 1736 1736 NUM iajs-3268 96 33 , , PUNCT iajs-3268 96 34 ๐‘1 ๐‘1 NOUN iajs-3268 96 35 = = NOUN iajs-3268 96 36 48 48 NUM iajs-3268 96 37 . . PUNCT iajs-3268 97 1 since since SCONJ iajs-3268 97 2 ๐‘0 ๐‘0 NOUN iajs-3268 97 3 โ‰  โ‰  PROPN iajs-3268 97 4 0 0 NUM iajs-3268 97 5 , , PUNCT iajs-3268 97 6 then then ADV iajs-3268 97 7 ๐œ’4 ๐œ’4 PROPN iajs-3268 97 8 ๐‘1 ๐‘1 NOUN iajs-3268 97 9 is be AUX iajs-3268 97 10 incomplete incomplete ADJ iajs-3268 97 11 . . PUNCT iajs-3268 98 1 the the DET iajs-3268 98 2 ( ( PUNCT iajs-3268 98 3 596,8)-cap 596,8)-cap NOUN iajs-3268 98 4 will will AUX iajs-3268 98 5 be be AUX iajs-3268 98 6 complete complete ADJ iajs-3268 98 7 when when SCONJ iajs-3268 98 8 you you PRON iajs-3268 98 9 add add VERB iajs-3268 98 10 196 196 NUM iajs-3268 98 11 points point NOUN iajs-3268 98 12 to to ADP iajs-3268 98 13 it it PRON iajs-3268 98 14 . . PUNCT iajs-3268 99 1 let let VERB iajs-3268 99 2 ๐‘2 ๐‘2 NOUN iajs-3268 99 3 = = SYM iajs-3268 99 4 { { PUNCT iajs-3268 99 5 4 4 NUM iajs-3268 99 6 , , PUNCT iajs-3268 99 7 144 144 NUM iajs-3268 99 8 } } PUNCT iajs-3268 99 9 , , PUNCT iajs-3268 99 10 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 99 11 ๐‘2 ๐‘2 NOUN iajs-3268 99 12 = = SYM iajs-3268 99 13 ๐œ’4โ‹ƒ๐‘2 ๐œ’4โ‹ƒ๐‘2 PROPN iajs-3268 99 14 . . PUNCT iajs-3268 100 1 the the DET iajs-3268 100 2 maximum maximum ADJ iajs-3268 100 3 number number NOUN iajs-3268 100 4 of of ADP iajs-3268 100 5 the the DET iajs-3268 100 6 intersection intersection NOUN iajs-3268 100 7 points point NOUN iajs-3268 100 8 between between ADP iajs-3268 100 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 100 10 ๐‘2 ๐‘2 NOUN iajs-3268 100 11 and and CCONJ iajs-3268 100 12 the the DET iajs-3268 100 13 lines line NOUN iajs-3268 100 14 of of ADP iajs-3268 100 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 100 16 ) ) PUNCT iajs-3268 100 17 are be AUX iajs-3268 100 18 nine nine NUM iajs-3268 100 19 , , PUNCT iajs-3268 100 20 so so ADV iajs-3268 100 21 ๐œ’4 ๐œ’4 PROPN iajs-3268 100 22 ๐‘2 ๐‘2 NOUN iajs-3268 100 23 is be AUX iajs-3268 100 24 ( ( PUNCT iajs-3268 100 25 597,9)-cap 597,9)-cap NUM iajs-3268 100 26 and and CCONJ iajs-3268 100 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 100 28 values value NOUN iajs-3268 100 29 are be AUX iajs-3268 100 30 ๐‘0 ๐‘0 NOUN iajs-3268 100 31 = = SYM iajs-3268 100 32 1778 1778 NUM iajs-3268 100 33 , , PUNCT iajs-3268 100 34 ๐‘1 ๐‘1 NOUN iajs-3268 100 35 = = NOUN iajs-3268 100 36 5 5 X iajs-3268 100 37 . . PUNCT iajs-3268 100 38 since since SCONJ iajs-3268 100 39 ๐‘0 ๐‘0 NOUN iajs-3268 100 40 โ‰  โ‰  PROPN iajs-3268 100 41 0 0 NUM iajs-3268 100 42 , , PUNCT iajs-3268 100 43 then then ADV iajs-3268 100 44 ๐œ’4 ๐œ’4 PROPN iajs-3268 100 45 ๐‘2 ๐‘2 NOUN iajs-3268 100 46 is be AUX iajs-3268 100 47 incomplete incomplete ADJ iajs-3268 100 48 . . PUNCT iajs-3268 101 1 the the PRON iajs-3268 101 2 ( ( PUNCT iajs-3268 101 3 597,9)-cap 597,9)-cap NOUN iajs-3268 101 4 will will AUX iajs-3268 101 5 be be AUX iajs-3268 101 6 complete complete ADJ iajs-3268 101 7 when when SCONJ iajs-3268 101 8 you you PRON iajs-3268 101 9 add add VERB iajs-3268 101 10 413 413 NUM iajs-3268 101 11 points point NOUN iajs-3268 101 12 to to ADP iajs-3268 101 13 it it PRON iajs-3268 101 14 . . PUNCT iajs-3268 102 1 let let VERB iajs-3268 102 2 ๐‘3 ๐‘3 ADV iajs-3268 102 3 = = PUNCT iajs-3268 102 4 { { PUNCT iajs-3268 102 5 4 4 NUM iajs-3268 102 6 , , PUNCT iajs-3268 102 7 144,358 144,358 NUM iajs-3268 102 8 } } PUNCT iajs-3268 102 9 , , PUNCT iajs-3268 102 10 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 102 11 ๐‘3= ๐‘3= ADP iajs-3268 102 12 ๐œ’4โ‹ƒ๐‘3 ๐œ’4โ‹ƒ๐‘3 NOUN iajs-3268 102 13 . . PUNCT iajs-3268 103 1 the the DET iajs-3268 103 2 maximum maximum ADJ iajs-3268 103 3 number number NOUN iajs-3268 103 4 of of ADP iajs-3268 103 5 the the DET iajs-3268 103 6 intersection intersection NOUN iajs-3268 103 7 points point NOUN iajs-3268 103 8 between between ADP iajs-3268 103 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 103 10 ๐‘3 ๐‘3 NOUN iajs-3268 103 11 and and CCONJ iajs-3268 103 12 the the DET iajs-3268 103 13 lines line NOUN iajs-3268 103 14 of of ADP iajs-3268 103 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 103 16 ) ) PUNCT iajs-3268 103 17 are be AUX iajs-3268 103 18 ten ten NUM iajs-3268 103 19 , , PUNCT iajs-3268 103 20 so so ADV iajs-3268 103 21 ๐œ’4 ๐œ’4 PROPN iajs-3268 103 22 ๐‘3 ๐‘3 NOUN iajs-3268 103 23 is be AUX iajs-3268 103 24 ( ( PUNCT iajs-3268 103 25 598,10)-cap 598,10)-cap NUM iajs-3268 103 26 and and CCONJ iajs-3268 103 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 103 28 values value NOUN iajs-3268 103 29 are be AUX iajs-3268 103 30 ๐‘0 ๐‘0 NOUN iajs-3268 103 31 = = SYM iajs-3268 103 32 1778 1778 NUM iajs-3268 103 33 , , PUNCT iajs-3268 103 34 ๐‘1 ๐‘1 NOUN iajs-3268 103 35 = = NOUN iajs-3268 103 36 4 4 X iajs-3268 103 37 . . PUNCT iajs-3268 103 38 since since SCONJ iajs-3268 103 39 ๐‘0 ๐‘0 NOUN iajs-3268 103 40 โ‰  โ‰  PROPN iajs-3268 103 41 0 0 NUM iajs-3268 103 42 , , PUNCT iajs-3268 103 43 then then ADV iajs-3268 103 44 ๐œ’4 ๐œ’4 PROPN iajs-3268 103 45 ๐‘3 ๐‘3 NOUN iajs-3268 103 46 is be AUX iajs-3268 103 47 incomplete incomplete ADJ iajs-3268 103 48 . . PUNCT iajs-3268 104 1 the the DET iajs-3268 104 2 ( ( PUNCT iajs-3268 104 3 598,10)-cap 598,10)-cap NUM iajs-3268 104 4 will will AUX iajs-3268 104 5 be be AUX iajs-3268 104 6 complete complete ADJ iajs-3268 104 7 when when SCONJ iajs-3268 104 8 you you PRON iajs-3268 104 9 add add VERB iajs-3268 104 10 600 600 NUM iajs-3268 104 11 points point NOUN iajs-3268 104 12 to to ADP iajs-3268 104 13 it it PRON iajs-3268 104 14 . . PUNCT iajs-3268 105 1 let let VERB iajs-3268 105 2 ๐‘4 ๐‘4 NOUN iajs-3268 105 3 = = PUNCT iajs-3268 105 4 { { PUNCT iajs-3268 105 5 4 4 NUM iajs-3268 105 6 , , PUNCT iajs-3268 105 7 144,358,470 144,358,470 NUM iajs-3268 105 8 } } PUNCT iajs-3268 105 9 , , PUNCT iajs-3268 105 10 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 105 11 ๐‘4 ๐‘4 NOUN iajs-3268 105 12 = = PUNCT iajs-3268 105 13 ๐œ’4โ‹ƒ๐‘4 ๐œ’4โ‹ƒ๐‘4 X iajs-3268 105 14 . . PUNCT iajs-3268 106 1 the the DET iajs-3268 106 2 maximum maximum ADJ iajs-3268 106 3 number number NOUN iajs-3268 106 4 of of ADP iajs-3268 106 5 the the DET iajs-3268 106 6 intersection intersection NOUN iajs-3268 106 7 points point NOUN iajs-3268 106 8 between between ADP iajs-3268 106 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 106 10 ๐‘4 ๐‘4 NOUN iajs-3268 106 11 and and CCONJ iajs-3268 106 12 lines line NOUN iajs-3268 106 13 of of ADP iajs-3268 106 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 106 15 ) ) PUNCT iajs-3268 106 16 are be AUX iajs-3268 106 17 eleven eleven NUM iajs-3268 106 18 , , PUNCT iajs-3268 106 19 so so ADV iajs-3268 106 20 ๐œ’4 ๐œ’4 PROPN iajs-3268 106 21 ๐‘4 ๐‘4 PROPN iajs-3268 106 22 is be AUX iajs-3268 106 23 ( ( PUNCT iajs-3268 106 24 599,11)-cap 599,11)-cap NUM iajs-3268 106 25 and and CCONJ iajs-3268 106 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 106 27 values value NOUN iajs-3268 106 28 are be AUX iajs-3268 106 29 ๐‘0 ๐‘0 NOUN iajs-3268 106 30 = = SYM iajs-3268 106 31 1778 1778 NUM iajs-3268 106 32 , , PUNCT iajs-3268 106 33 ๐‘1 ๐‘1 NOUN iajs-3268 106 34 = = NOUN iajs-3268 107 1 3 3 X iajs-3268 107 2 . . PUNCT iajs-3268 107 3 since since SCONJ iajs-3268 107 4 ๐‘0 ๐‘0 NOUN iajs-3268 107 5 โ‰  โ‰  PROPN iajs-3268 107 6 0 0 NUM iajs-3268 107 7 , , PUNCT iajs-3268 107 8 then then ADV iajs-3268 107 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 107 10 ๐‘4 ๐‘4 PROPN iajs-3268 107 11 is be AUX iajs-3268 107 12 incomplete incomplete ADJ iajs-3268 107 13 . . PUNCT iajs-3268 108 1 the the DET iajs-3268 108 2 ( ( PUNCT iajs-3268 108 3 599,11)-cap 599,11)-cap NUM iajs-3268 108 4 will will AUX iajs-3268 108 5 be be AUX iajs-3268 108 6 complete complete ADJ iajs-3268 108 7 when when SCONJ iajs-3268 108 8 you you PRON iajs-3268 108 9 add add VERB iajs-3268 108 10 702 702 NUM iajs-3268 108 11 points point NOUN iajs-3268 108 12 to to ADP iajs-3268 108 13 it it PRON iajs-3268 108 14 . . PUNCT iajs-3268 109 1 let let VERB iajs-3268 109 2 ๐‘5 ๐‘5 VERB iajs-3268 109 3 = = SYM iajs-3268 109 4 { { PUNCT iajs-3268 109 5 4 4 NUM iajs-3268 109 6 , , PUNCT iajs-3268 109 7 144,358,470,754 144,358,470,754 NUM iajs-3268 109 8 } } PUNCT iajs-3268 109 9 , , PUNCT iajs-3268 109 10 ๐’Ÿ4 ๐’Ÿ4 X iajs-3268 109 11 ๐‘5 ๐‘5 NOUN iajs-3268 109 12 = = SYM iajs-3268 109 13 ๐œ’4โ‹ƒ๐‘5 ๐œ’4โ‹ƒ๐‘5 NOUN iajs-3268 109 14 . . PUNCT iajs-3268 110 1 the the DET iajs-3268 110 2 maximum maximum ADJ iajs-3268 110 3 number number NOUN iajs-3268 110 4 of of ADP iajs-3268 110 5 intersection intersection NOUN iajs-3268 110 6 points point NOUN iajs-3268 110 7 between between ADP iajs-3268 110 8 ๐œ’4 ๐œ’4 PROPN iajs-3268 110 9 ๐‘5 ๐‘5 NOUN iajs-3268 110 10 and and CCONJ iajs-3268 110 11 lines line NOUN iajs-3268 110 12 of of ADP iajs-3268 110 13 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 110 14 ) ) PUNCT iajs-3268 110 15 are be AUX iajs-3268 110 16 twelve twelve NUM iajs-3268 110 17 , , PUNCT iajs-3268 110 18 so so ADV iajs-3268 110 19 ๐œ’4 ๐œ’4 DET iajs-3268 110 20 ๐‘5 ๐‘5 NOUN iajs-3268 110 21 is be AUX iajs-3268 110 22 ( ( PUNCT iajs-3268 110 23 600,12)-cap 600,12)-cap NUM iajs-3268 110 24 and and CCONJ iajs-3268 110 25 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 110 26 values value NOUN iajs-3268 110 27 are be AUX iajs-3268 110 28 ๐‘0 ๐‘0 NOUN iajs-3268 110 29 = = SYM iajs-3268 110 30 ihjpas ihjpa NOUN iajs-3268 110 31 . . PUNCT iajs-3268 111 1 2024 2024 NUM iajs-3268 111 2 , , PUNCT iajs-3268 111 3 37 37 NUM iajs-3268 111 4 ( ( PUNCT iajs-3268 111 5 3 3 NUM iajs-3268 111 6 ) ) PUNCT iajs-3268 111 7 399 399 NUM iajs-3268 111 8 1778 1778 NUM iajs-3268 111 9 , , PUNCT iajs-3268 111 10 ๐‘1 ๐‘1 NOUN iajs-3268 111 11 = = NOUN iajs-3268 111 12 2 2 X iajs-3268 111 13 . . PUNCT iajs-3268 111 14 since since SCONJ iajs-3268 111 15 ๐‘0 ๐‘0 NOUN iajs-3268 111 16 โ‰  โ‰  PROPN iajs-3268 111 17 0 0 NUM iajs-3268 111 18 , , PUNCT iajs-3268 111 19 then then ADV iajs-3268 111 20 ๐œ’4 ๐œ’4 PROPN iajs-3268 111 21 ๐‘5 ๐‘5 NOUN iajs-3268 111 22 is be AUX iajs-3268 111 23 incomplete incomplete ADJ iajs-3268 111 24 . . PUNCT iajs-3268 112 1 the the DET iajs-3268 112 2 ( ( PUNCT iajs-3268 112 3 600,12)-cap 600,12)-cap NUM iajs-3268 112 4 will will AUX iajs-3268 112 5 be be AUX iajs-3268 112 6 complete complete ADJ iajs-3268 112 7 when when SCONJ iajs-3268 112 8 you you PRON iajs-3268 112 9 add add VERB iajs-3268 112 10 1016 1016 NUM iajs-3268 112 11 points point NOUN iajs-3268 112 12 to to ADP iajs-3268 112 13 it it PRON iajs-3268 112 14 . . PUNCT iajs-3268 113 1 let let VERB iajs-3268 113 2 ๐‘6 ๐‘6 NOUN iajs-3268 113 3 = = VERB iajs-3268 113 4 { { PUNCT iajs-3268 113 5 4 4 NUM iajs-3268 113 6 , , PUNCT iajs-3268 113 7 144,358,470,754,755 144,358,470,754,755 NUM iajs-3268 113 8 } } PUNCT iajs-3268 113 9 , , PUNCT iajs-3268 113 10 ๐’Ÿ4 ๐’Ÿ4 X iajs-3268 113 11 ๐‘6 ๐‘6 NOUN iajs-3268 113 12 = = PUNCT iajs-3268 113 13 ๐œ’4โ‹ƒ๐‘6 ๐œ’4โ‹ƒ๐‘6 PROPN iajs-3268 113 14 . . PUNCT iajs-3268 114 1 the the DET iajs-3268 114 2 maximum maximum ADJ iajs-3268 114 3 number number NOUN iajs-3268 114 4 of of ADP iajs-3268 114 5 the the DET iajs-3268 114 6 intersection intersection NOUN iajs-3268 114 7 points point NOUN iajs-3268 114 8 between between ADP iajs-3268 114 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 114 10 ๐‘6 ๐‘6 NOUN iajs-3268 114 11 and and CCONJ iajs-3268 114 12 lines line NOUN iajs-3268 114 13 of of ADP iajs-3268 114 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 114 15 ) ) PUNCT iajs-3268 114 16 are be AUX iajs-3268 114 17 thirteen thirteen NUM iajs-3268 114 18 , , PUNCT iajs-3268 114 19 so so ADV iajs-3268 114 20 ๐œ’4 ๐œ’4 PROPN iajs-3268 114 21 ๐‘6 ๐‘6 NOUN iajs-3268 114 22 is be AUX iajs-3268 114 23 ( ( PUNCT iajs-3268 114 24 601,13)-cap 601,13)-cap NUM iajs-3268 114 25 and and CCONJ iajs-3268 114 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 114 27 values value NOUN iajs-3268 114 28 are be AUX iajs-3268 114 29 ๐‘0 ๐‘0 NOUN iajs-3268 114 30 = = SYM iajs-3268 114 31 1778 1778 NUM iajs-3268 114 32 , , PUNCT iajs-3268 114 33 ๐‘1 ๐‘1 NOUN iajs-3268 114 34 = = NOUN iajs-3268 114 35 1 1 X iajs-3268 114 36 . . PUNCT iajs-3268 114 37 since since SCONJ iajs-3268 114 38 ๐‘0 ๐‘0 NOUN iajs-3268 114 39 โ‰  โ‰  PROPN iajs-3268 114 40 0 0 NUM iajs-3268 114 41 , , PUNCT iajs-3268 114 42 then then ADV iajs-3268 114 43 ๐œ’4 ๐œ’4 PROPN iajs-3268 114 44 ๐‘6 ๐‘6 NOUN iajs-3268 114 45 is be AUX iajs-3268 114 46 incomplete incomplete ADJ iajs-3268 114 47 . . PUNCT iajs-3268 115 1 the the PRON iajs-3268 115 2 ( ( PUNCT iajs-3268 115 3 601,13)-cap 601,13)-cap NUM iajs-3268 115 4 will will AUX iajs-3268 115 5 be be AUX iajs-3268 115 6 complete complete ADJ iajs-3268 115 7 when when SCONJ iajs-3268 115 8 you you PRON iajs-3268 115 9 add add VERB iajs-3268 115 10 1148 1148 NUM iajs-3268 115 11 points point NOUN iajs-3268 115 12 to to ADP iajs-3268 115 13 it it PRON iajs-3268 115 14 . . PUNCT iajs-3268 116 1 let let VERB iajs-3268 116 2 ๐‘7 ๐‘7 PROPN iajs-3268 116 3 = = PUNCT iajs-3268 116 4 { { PUNCT iajs-3268 116 5 4 4 NUM iajs-3268 116 6 , , PUNCT iajs-3268 116 7 144,358,470,754,755,923 144,358,470,754,755,923 NUM iajs-3268 116 8 } } PUNCT iajs-3268 116 9 , , PUNCT iajs-3268 116 10 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 116 11 ๐‘7 ๐‘7 PROPN iajs-3268 116 12 = = SYM iajs-3268 116 13 ๐œ’4โ‹ƒ๐‘7 ๐œ’4โ‹ƒ๐‘7 PROPN iajs-3268 116 14 . . PUNCT iajs-3268 117 1 the the DET iajs-3268 117 2 maximum maximum ADJ iajs-3268 117 3 number number NOUN iajs-3268 117 4 of of ADP iajs-3268 117 5 the the DET iajs-3268 117 6 intersection intersection NOUN iajs-3268 117 7 points point NOUN iajs-3268 117 8 between between ADP iajs-3268 117 9 ๐œ’4 ๐œ’4 PROPN iajs-3268 117 10 ๐‘7 ๐‘7 PROPN iajs-3268 117 11 and and CCONJ iajs-3268 117 12 lines line NOUN iajs-3268 117 13 of of ADP iajs-3268 117 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 117 15 ) ) PUNCT iajs-3268 117 16 are be AUX iajs-3268 117 17 fourteen fourteen NUM iajs-3268 117 18 , , PUNCT iajs-3268 117 19 so so ADV iajs-3268 117 20 ๐œ’4 ๐œ’4 PROPN iajs-3268 117 21 ๐‘7 ๐‘7 PROPN iajs-3268 117 22 is be AUX iajs-3268 117 23 ( ( PUNCT iajs-3268 117 24 602,14)-cap 602,14)-cap NUM iajs-3268 117 25 and and CCONJ iajs-3268 117 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 117 27 values value NOUN iajs-3268 117 28 are be AUX iajs-3268 117 29 ๐‘0 ๐‘0 NOUN iajs-3268 117 30 = = SYM iajs-3268 117 31 1778 1778 NUM iajs-3268 117 32 . . PUNCT iajs-3268 118 1 since since SCONJ iajs-3268 118 2 ๐‘0 ๐‘0 NOUN iajs-3268 118 3 โ‰  โ‰  PROPN iajs-3268 118 4 0 0 NUM iajs-3268 118 5 , , PUNCT iajs-3268 118 6 then then ADV iajs-3268 118 7 ๐œ’4 ๐œ’4 PROPN iajs-3268 118 8 ๐‘7 ๐‘7 PROPN iajs-3268 118 9 is be AUX iajs-3268 118 10 incomplete incomplete ADJ iajs-3268 118 11 . . PUNCT iajs-3268 119 1 the the DET iajs-3268 119 2 ( ( PUNCT iajs-3268 119 3 602,14)-cap 602,14)-cap NUM iajs-3268 119 4 will will AUX iajs-3268 119 5 be be AUX iajs-3268 119 6 complete complete ADJ iajs-3268 119 7 when when SCONJ iajs-3268 119 8 you you PRON iajs-3268 119 9 add add VERB iajs-3268 119 10 1778 1778 NUM iajs-3268 119 11 points point NOUN iajs-3268 119 12 to to ADP iajs-3268 119 13 it it PRON iajs-3268 119 14 . . PUNCT iajs-3268 120 1 2 2 X iajs-3268 120 2 . . X iajs-3268 120 3 the the DET iajs-3268 120 4 line line NOUN iajs-3268 120 5 ๐ˆ(0,1,0,0,0,0 ๐ˆ(0,1,0,0,0,0 NOUN iajs-3268 120 6 ) ) PUNCT iajs-3268 120 7 meets meet VERB iajs-3268 120 8 the the DET iajs-3268 120 9 cap cap NOUN iajs-3268 120 10 ๐œ’7 ๐œ’7 NOUN iajs-3268 120 11 in in ADP iajs-3268 120 12 4 4 NUM iajs-3268 120 13 points point NOUN iajs-3268 120 14 , , PUNCT iajs-3268 120 15 so so SCONJ iajs-3268 120 16 we we PRON iajs-3268 120 17 have have VERB iajs-3268 120 18 ten ten NUM iajs-3268 120 19 extension extension NOUN iajs-3268 120 20 points point NOUN iajs-3268 120 21 to to PART iajs-3268 120 22 be be AUX iajs-3268 120 23 added add VERB iajs-3268 120 24 to to ADP iajs-3268 120 25 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 120 26 in in ADP iajs-3268 120 27 the the DET iajs-3268 120 28 following follow VERB iajs-3268 120 29 orders order NOUN iajs-3268 120 30 : : PUNCT iajs-3268 120 31 3 3 NUM iajs-3268 120 32 , , PUNCT iajs-3268 120 33 249 249 NUM iajs-3268 120 34 , , PUNCT iajs-3268 120 35 488 488 NUM iajs-3268 120 36 , , PUNCT iajs-3268 120 37 602 602 NUM iajs-3268 120 38 , , PUNCT iajs-3268 120 39 1006 1006 NUM iajs-3268 120 40 , , PUNCT iajs-3268 120 41 1075 1075 NUM iajs-3268 120 42 , , PUNCT iajs-3268 120 43 1232 1232 NUM iajs-3268 120 44 , , PUNCT iajs-3268 120 45 1251 1251 NUM iajs-3268 120 46 , , PUNCT iajs-3268 120 47 1433 1433 NUM iajs-3268 120 48 , , PUNCT iajs-3268 120 49 2341 2341 NUM iajs-3268 120 50 . . PUNCT iajs-3268 121 1 let let VERB iajs-3268 121 2 ๐‘1 ๐‘1 NOUN iajs-3268 121 3 = = SYM iajs-3268 121 4 { { PUNCT iajs-3268 121 5 3 3 NUM iajs-3268 121 6 } } PUNCT iajs-3268 121 7 , , PUNCT iajs-3268 121 8 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 121 9 ๐‘1 ๐‘1 PROPN iajs-3268 121 10 = = PUNCT iajs-3268 121 11 ๐œ’7โ‹ƒ๐‘1 ๐œ’7โ‹ƒ๐‘1 NUM iajs-3268 121 12 . . PUNCT iajs-3268 122 1 the the DET iajs-3268 122 2 maximum maximum ADJ iajs-3268 122 3 number number NOUN iajs-3268 122 4 of of ADP iajs-3268 122 5 the the DET iajs-3268 122 6 intersection intersection NOUN iajs-3268 122 7 points point NOUN iajs-3268 122 8 between between ADP iajs-3268 122 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 122 10 ๐‘1 ๐‘1 NOUN iajs-3268 122 11 and and CCONJ iajs-3268 122 12 the the DET iajs-3268 122 13 lines line NOUN iajs-3268 122 14 of of ADP iajs-3268 122 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 122 16 ) ) PUNCT iajs-3268 122 17 are be AUX iajs-3268 122 18 five five NUM iajs-3268 122 19 , , PUNCT iajs-3268 122 20 so so ADV iajs-3268 122 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 122 22 ๐‘1 ๐‘1 NOUN iajs-3268 122 23 is be AUX iajs-3268 122 24 ( ( PUNCT iajs-3268 122 25 341,5)-cap 341,5)-cap NUM iajs-3268 122 26 and and CCONJ iajs-3268 122 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 122 28 values value NOUN iajs-3268 122 29 are be AUX iajs-3268 122 30 ๐‘0 ๐‘0 NOUN iajs-3268 122 31 = = SYM iajs-3268 122 32 1751 1751 NUM iajs-3268 122 33 , , PUNCT iajs-3268 122 34 ๐‘1 ๐‘1 NOUN iajs-3268 122 35 = = PUNCT iajs-3268 122 36 288 288 NUM iajs-3268 122 37 . . PUNCT iajs-3268 123 1 since since SCONJ iajs-3268 123 2 ๐‘0 ๐‘0 NOUN iajs-3268 123 3 โ‰  โ‰  PROPN iajs-3268 123 4 0 0 NUM iajs-3268 123 5 , , PUNCT iajs-3268 123 6 then then ADV iajs-3268 123 7 ๐œ’7 ๐œ’7 VERB iajs-3268 123 8 ๐‘1 ๐‘1 NOUN iajs-3268 123 9 is be AUX iajs-3268 123 10 incomplete incomplete ADJ iajs-3268 123 11 . . PUNCT iajs-3268 124 1 the the DET iajs-3268 124 2 ( ( PUNCT iajs-3268 124 3 341,5)-cap 341,5)-cap NUM iajs-3268 124 4 will will AUX iajs-3268 124 5 be be AUX iajs-3268 124 6 complete complete ADJ iajs-3268 124 7 when when SCONJ iajs-3268 124 8 you you PRON iajs-3268 124 9 add add VERB iajs-3268 124 10 66 66 NUM iajs-3268 124 11 points point NOUN iajs-3268 124 12 to to ADP iajs-3268 124 13 it it PRON iajs-3268 124 14 . . PUNCT iajs-3268 125 1 let let VERB iajs-3268 125 2 ๐‘2 ๐‘2 NOUN iajs-3268 125 3 = = SYM iajs-3268 125 4 { { PUNCT iajs-3268 125 5 3 3 NUM iajs-3268 125 6 , , PUNCT iajs-3268 125 7 249 249 NUM iajs-3268 125 8 } } PUNCT iajs-3268 125 9 , , PUNCT iajs-3268 125 10 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 126 1 ๐‘2= ๐‘2= PRON iajs-3268 126 2 ๐œ’7โ‹ƒ๐‘2 ๐œ’7โ‹ƒ๐‘2 X iajs-3268 126 3 . . PUNCT iajs-3268 127 1 the the DET iajs-3268 127 2 maximum maximum ADJ iajs-3268 127 3 number number NOUN iajs-3268 127 4 of of ADP iajs-3268 127 5 the the DET iajs-3268 127 6 intersection intersection NOUN iajs-3268 127 7 points point NOUN iajs-3268 127 8 between between ADP iajs-3268 127 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 127 10 ๐‘2 ๐‘2 NOUN iajs-3268 127 11 and and CCONJ iajs-3268 127 12 the the DET iajs-3268 127 13 lines line NOUN iajs-3268 127 14 of of ADP iajs-3268 127 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 127 16 ) ) PUNCT iajs-3268 127 17 are be AUX iajs-3268 127 18 six six NUM iajs-3268 127 19 , , PUNCT iajs-3268 127 20 so so ADV iajs-3268 127 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 127 22 ๐‘2 ๐‘2 NOUN iajs-3268 127 23 is be AUX iajs-3268 127 24 ( ( PUNCT iajs-3268 127 25 342,6)-cap 342,6)-cap NUM iajs-3268 127 26 and and CCONJ iajs-3268 127 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 127 28 values value NOUN iajs-3268 127 29 are be AUX iajs-3268 127 30 ๐‘0 ๐‘0 NOUN iajs-3268 127 31 = = NOUN iajs-3268 127 32 1011 1011 NUM iajs-3268 127 33 , , PUNCT iajs-3268 127 34 ๐‘1 ๐‘1 NOUN iajs-3268 127 35 = = NOUN iajs-3268 127 36 4 4 X iajs-3268 127 37 . . PUNCT iajs-3268 127 38 since since SCONJ iajs-3268 127 39 ๐‘0 ๐‘0 NOUN iajs-3268 127 40 โ‰  โ‰  PROPN iajs-3268 127 41 0 0 NUM iajs-3268 127 42 , , PUNCT iajs-3268 127 43 then then ADV iajs-3268 127 44 ๐œ’7 ๐œ’7 PROPN iajs-3268 127 45 ๐‘2 ๐‘2 NOUN iajs-3268 127 46 is be AUX iajs-3268 127 47 incomplete incomplete ADJ iajs-3268 127 48 . . PUNCT iajs-3268 128 1 the the DET iajs-3268 128 2 ( ( PUNCT iajs-3268 128 3 342,6)-cap 342,6)-cap NUM iajs-3268 128 4 will will AUX iajs-3268 128 5 be be AUX iajs-3268 128 6 complete complete ADJ iajs-3268 128 7 when when SCONJ iajs-3268 128 8 you you PRON iajs-3268 128 9 add add VERB iajs-3268 128 10 196 196 NUM iajs-3268 128 11 points point NOUN iajs-3268 128 12 to to ADP iajs-3268 128 13 it it PRON iajs-3268 128 14 . . PUNCT iajs-3268 129 1 let let VERB iajs-3268 129 2 ๐‘3 ๐‘3 ADV iajs-3268 129 3 = = PUNCT iajs-3268 129 4 { { PUNCT iajs-3268 129 5 3 3 NUM iajs-3268 129 6 , , PUNCT iajs-3268 129 7 249 249 NUM iajs-3268 129 8 , , PUNCT iajs-3268 129 9 488 488 NUM iajs-3268 129 10 } } PUNCT iajs-3268 129 11 , , PUNCT iajs-3268 129 12 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 129 13 ๐‘3 ๐‘3 ADV iajs-3268 129 14 = = PUNCT iajs-3268 129 15 ๐œ’7 ๐œ’7 PROPN iajs-3268 129 16 โ‹ƒ โ‹ƒ PROPN iajs-3268 129 17 ๐‘3 ๐‘3 NOUN iajs-3268 129 18 . . PUNCT iajs-3268 130 1 the the DET iajs-3268 130 2 maximum maximum ADJ iajs-3268 130 3 number number NOUN iajs-3268 130 4 of of ADP iajs-3268 130 5 the the DET iajs-3268 130 6 intersection intersection NOUN iajs-3268 130 7 points point NOUN iajs-3268 130 8 between between ADP iajs-3268 130 9 ๐œ’7 ๐œ’7 NOUN iajs-3268 130 10 ๐‘3 ๐‘3 ADV iajs-3268 130 11 and and CCONJ iajs-3268 130 12 the the DET iajs-3268 130 13 lines line NOUN iajs-3268 130 14 of of ADP iajs-3268 130 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 130 16 ) ) PUNCT iajs-3268 130 17 are be AUX iajs-3268 130 18 seven seven NUM iajs-3268 130 19 , , PUNCT iajs-3268 130 20 so so ADV iajs-3268 130 21 ๐œ’7 ๐œ’7 NOUN iajs-3268 130 22 ๐‘3 ๐‘3 ADV iajs-3268 130 23 is be AUX iajs-3268 130 24 ( ( PUNCT iajs-3268 130 25 343,7)-cap 343,7)-cap NUM iajs-3268 130 26 and and CCONJ iajs-3268 130 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 130 28 values value NOUN iajs-3268 130 29 are be AUX iajs-3268 130 30 ๐‘0 ๐‘0 NOUN iajs-3268 130 31 = = SYM iajs-3268 130 32 2030 2030 NUM iajs-3268 130 33 , , PUNCT iajs-3268 130 34 ๐‘1 ๐‘1 NOUN iajs-3268 130 35 = = NOUN iajs-3268 130 36 7 7 X iajs-3268 130 37 . . PUNCT iajs-3268 130 38 since since SCONJ iajs-3268 130 39 ๐‘0 ๐‘0 NOUN iajs-3268 130 40 โ‰  โ‰  PROPN iajs-3268 130 41 0 0 NUM iajs-3268 130 42 , , PUNCT iajs-3268 130 43 then then ADV iajs-3268 130 44 ๐œ’7 ๐œ’7 VERB iajs-3268 130 45 ๐‘3 ๐‘3 ADV iajs-3268 130 46 is be AUX iajs-3268 130 47 incomplete incomplete ADJ iajs-3268 130 48 . . PUNCT iajs-3268 131 1 the the DET iajs-3268 131 2 ( ( PUNCT iajs-3268 131 3 343,7)-cap 343,7)-cap NUM iajs-3268 131 4 will will AUX iajs-3268 131 5 be be AUX iajs-3268 131 6 complete complete ADJ iajs-3268 131 7 when when SCONJ iajs-3268 131 8 you you PRON iajs-3268 131 9 add add VERB iajs-3268 131 10 335 335 NUM iajs-3268 131 11 points point NOUN iajs-3268 131 12 to to ADP iajs-3268 131 13 it it PRON iajs-3268 131 14 . . PUNCT iajs-3268 132 1 let let VERB iajs-3268 132 2 ๐‘4 ๐‘4 NOUN iajs-3268 132 3 = = PUNCT iajs-3268 132 4 { { PUNCT iajs-3268 132 5 3 3 NUM iajs-3268 132 6 , , PUNCT iajs-3268 132 7 249 249 NUM iajs-3268 132 8 , , PUNCT iajs-3268 132 9 488 488 NUM iajs-3268 132 10 , , PUNCT iajs-3268 132 11 602 602 NUM iajs-3268 132 12 } } PUNCT iajs-3268 132 13 , , PUNCT iajs-3268 132 14 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 132 15 ๐‘4= ๐‘4= NOUN iajs-3268 132 16 ๐œ’7 ๐œ’7 VERB iajs-3268 132 17 โ‹ƒ โ‹ƒ PROPN iajs-3268 132 18 ๐‘4 ๐‘4 NOUN iajs-3268 132 19 . . PUNCT iajs-3268 133 1 the the DET iajs-3268 133 2 maximum maximum ADJ iajs-3268 133 3 number number NOUN iajs-3268 133 4 of of ADP iajs-3268 133 5 the the DET iajs-3268 133 6 intersection intersection NOUN iajs-3268 133 7 points point NOUN iajs-3268 133 8 between between ADP iajs-3268 133 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 133 10 ๐‘4 ๐‘4 NOUN iajs-3268 133 11 and and CCONJ iajs-3268 133 12 the the DET iajs-3268 133 13 lines line NOUN iajs-3268 133 14 of of ADP iajs-3268 133 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 133 16 ) ) PUNCT iajs-3268 133 17 are be AUX iajs-3268 133 18 eight eight NUM iajs-3268 133 19 , , PUNCT iajs-3268 133 20 so so ADV iajs-3268 133 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 133 22 ๐‘4 ๐‘4 NOUN iajs-3268 133 23 is be AUX iajs-3268 133 24 ( ( PUNCT iajs-3268 133 25 344,8)-cap 344,8)-cap NUM iajs-3268 133 26 and and CCONJ iajs-3268 133 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 133 28 values value NOUN iajs-3268 133 29 are be AUX iajs-3268 133 30 ๐‘0 ๐‘0 NOUN iajs-3268 133 31 = = SYM iajs-3268 133 32 2030 2030 NUM iajs-3268 133 33 , , PUNCT iajs-3268 133 34 ๐‘1 ๐‘1 NOUN iajs-3268 133 35 = = NOUN iajs-3268 133 36 6 6 X iajs-3268 133 37 . . PUNCT iajs-3268 134 1 since since SCONJ iajs-3268 134 2 ๐‘0 ๐‘0 NOUN iajs-3268 134 3 โ‰  โ‰  PROPN iajs-3268 134 4 0 0 NUM iajs-3268 134 5 , , PUNCT iajs-3268 134 6 then then ADV iajs-3268 134 7 ๐œ’7 ๐œ’7 PROPN iajs-3268 134 8 ๐‘4 ๐‘4 NOUN iajs-3268 134 9 is be AUX iajs-3268 134 10 incomplete incomplete ADJ iajs-3268 134 11 . . PUNCT iajs-3268 135 1 the the DET iajs-3268 135 2 ( ( PUNCT iajs-3268 135 3 344,8)-cap 344,8)-cap NUM iajs-3268 135 4 will will AUX iajs-3268 135 5 be be AUX iajs-3268 135 6 complete complete ADJ iajs-3268 135 7 when when SCONJ iajs-3268 135 8 you you PRON iajs-3268 135 9 add add VERB iajs-3268 135 10 463 463 NUM iajs-3268 135 11 points point NOUN iajs-3268 135 12 to to ADP iajs-3268 135 13 it it PRON iajs-3268 135 14 . . PUNCT iajs-3268 136 1 let let VERB iajs-3268 136 2 ๐‘5 ๐‘5 NOUN iajs-3268 136 3 = = SYM iajs-3268 136 4 { { PUNCT iajs-3268 136 5 3 3 NUM iajs-3268 136 6 , , PUNCT iajs-3268 136 7 249 249 NUM iajs-3268 136 8 , , PUNCT iajs-3268 136 9 488 488 NUM iajs-3268 136 10 , , PUNCT iajs-3268 136 11 602 602 NUM iajs-3268 136 12 , , PUNCT iajs-3268 136 13 1006 1006 NUM iajs-3268 136 14 } } PUNCT iajs-3268 136 15 , , PUNCT iajs-3268 136 16 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 136 17 ๐‘5= ๐‘5= PROPN iajs-3268 136 18 ๐œ’7 ๐œ’7 VERB iajs-3268 136 19 โ‹ƒ โ‹ƒ NOUN iajs-3268 136 20 ๐‘5 ๐‘5 NOUN iajs-3268 136 21 . . PUNCT iajs-3268 137 1 the the DET iajs-3268 137 2 maximum maximum ADJ iajs-3268 137 3 number number NOUN iajs-3268 137 4 of of ADP iajs-3268 137 5 the the DET iajs-3268 137 6 intersection intersection NOUN iajs-3268 137 7 points point NOUN iajs-3268 137 8 between between ADP iajs-3268 137 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 137 10 ๐‘5 ๐‘5 NOUN iajs-3268 137 11 and and CCONJ iajs-3268 137 12 the the DET iajs-3268 137 13 lines line NOUN iajs-3268 137 14 of of ADP iajs-3268 137 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 137 16 ) ) PUNCT iajs-3268 137 17 are be AUX iajs-3268 137 18 nine nine NUM iajs-3268 137 19 , , PUNCT iajs-3268 137 20 so so ADV iajs-3268 137 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 137 22 ๐‘5 ๐‘5 NOUN iajs-3268 137 23 is be AUX iajs-3268 137 24 ( ( PUNCT iajs-3268 137 25 345,9)-cap 345,9)-cap NUM iajs-3268 137 26 and and CCONJ iajs-3268 137 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 137 28 values value NOUN iajs-3268 137 29 are be AUX iajs-3268 137 30 ๐‘0 ๐‘0 NOUN iajs-3268 137 31 = = SYM iajs-3268 137 32 2030 2030 NUM iajs-3268 137 33 , , PUNCT iajs-3268 137 34 ๐‘1 ๐‘1 NOUN iajs-3268 137 35 = = NOUN iajs-3268 137 36 5 5 X iajs-3268 137 37 . . PUNCT iajs-3268 137 38 since since SCONJ iajs-3268 137 39 ๐‘0 ๐‘0 NOUN iajs-3268 137 40 โ‰  โ‰  PROPN iajs-3268 137 41 0 0 NUM iajs-3268 137 42 , , PUNCT iajs-3268 137 43 then then ADV iajs-3268 137 44 ๐œ’7 ๐œ’7 VERB iajs-3268 137 45 ๐‘5 ๐‘5 NOUN iajs-3268 137 46 is be AUX iajs-3268 137 47 incomplete incomplete ADJ iajs-3268 137 48 . . PUNCT iajs-3268 138 1 the the DET iajs-3268 138 2 ( ( PUNCT iajs-3268 138 3 345,9)-cap 345,9)-cap NUM iajs-3268 138 4 will will AUX iajs-3268 138 5 be be AUX iajs-3268 138 6 complete complete ADJ iajs-3268 138 7 when when SCONJ iajs-3268 138 8 you you PRON iajs-3268 138 9 add add VERB iajs-3268 138 10 685 685 NUM iajs-3268 138 11 points point NOUN iajs-3268 138 12 to to ADP iajs-3268 138 13 it it PRON iajs-3268 138 14 . . PUNCT iajs-3268 139 1 let let VERB iajs-3268 139 2 ๐‘6 ๐‘6 NOUN iajs-3268 139 3 = = VERB iajs-3268 139 4 { { PUNCT iajs-3268 139 5 3 3 NUM iajs-3268 139 6 , , PUNCT iajs-3268 139 7 249 249 NUM iajs-3268 139 8 , , PUNCT iajs-3268 139 9 488 488 NUM iajs-3268 139 10 , , PUNCT iajs-3268 139 11 602 602 NUM iajs-3268 139 12 , , PUNCT iajs-3268 139 13 1006 1006 NUM iajs-3268 139 14 , , PUNCT iajs-3268 139 15 1075 1075 NUM iajs-3268 139 16 } } PUNCT iajs-3268 139 17 , , PUNCT iajs-3268 139 18 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 139 19 ๐‘6 ๐‘6 NOUN iajs-3268 139 20 = = PROPN iajs-3268 139 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 139 22 โ‹ƒ โ‹ƒ PROPN iajs-3268 139 23 ๐‘6 ๐‘6 NOUN iajs-3268 139 24 . . PUNCT iajs-3268 140 1 the the DET iajs-3268 140 2 maximum maximum ADJ iajs-3268 140 3 number number NOUN iajs-3268 140 4 of of ADP iajs-3268 140 5 the the DET iajs-3268 140 6 intersection intersection NOUN iajs-3268 140 7 points point NOUN iajs-3268 140 8 between between ADP iajs-3268 140 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 140 10 ๐‘6 ๐‘6 NOUN iajs-3268 140 11 and and CCONJ iajs-3268 140 12 the the DET iajs-3268 140 13 lines line NOUN iajs-3268 140 14 of of ADP iajs-3268 140 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 140 16 ) ) PUNCT iajs-3268 140 17 are be AUX iajs-3268 140 18 ten ten NUM iajs-3268 140 19 , , PUNCT iajs-3268 140 20 so so ADV iajs-3268 140 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 140 22 ๐‘6 ๐‘6 NOUN iajs-3268 140 23 is be AUX iajs-3268 140 24 ( ( PUNCT iajs-3268 140 25 346,10)-cap 346,10)-cap NUM iajs-3268 140 26 and and CCONJ iajs-3268 140 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 140 28 values value NOUN iajs-3268 140 29 are be AUX iajs-3268 140 30 ๐‘0 ๐‘0 NOUN iajs-3268 140 31 = = SYM iajs-3268 140 32 2030 2030 NUM iajs-3268 140 33 , , PUNCT iajs-3268 140 34 ๐‘1 ๐‘1 NOUN iajs-3268 140 35 = = NOUN iajs-3268 140 36 4 4 X iajs-3268 140 37 . . PUNCT iajs-3268 140 38 since since SCONJ iajs-3268 140 39 ๐‘0 ๐‘0 NOUN iajs-3268 140 40 โ‰  โ‰  PROPN iajs-3268 140 41 0 0 NUM iajs-3268 140 42 , , PUNCT iajs-3268 140 43 then then ADV iajs-3268 140 44 ๐œ’7 ๐œ’7 PROPN iajs-3268 140 45 ๐‘6 ๐‘6 NOUN iajs-3268 140 46 is be AUX iajs-3268 140 47 incomplete incomplete ADJ iajs-3268 140 48 . . PUNCT iajs-3268 141 1 the the DET iajs-3268 141 2 ( ( PUNCT iajs-3268 141 3 346,10)-cap 346,10)-cap NUM iajs-3268 141 4 will will AUX iajs-3268 141 5 be be AUX iajs-3268 141 6 complete complete ADJ iajs-3268 141 7 when when SCONJ iajs-3268 141 8 you you PRON iajs-3268 141 9 add add VERB iajs-3268 141 10 816 816 NUM iajs-3268 141 11 points point NOUN iajs-3268 141 12 to to ADP iajs-3268 141 13 it it PRON iajs-3268 141 14 . . PUNCT iajs-3268 142 1 let let VERB iajs-3268 142 2 ๐‘7 ๐‘7 PROPN iajs-3268 142 3 = = PUNCT iajs-3268 142 4 { { PUNCT iajs-3268 142 5 3 3 NUM iajs-3268 142 6 , , PUNCT iajs-3268 142 7 249 249 NUM iajs-3268 142 8 , , PUNCT iajs-3268 142 9 488 488 NUM iajs-3268 142 10 , , PUNCT iajs-3268 142 11 602 602 NUM iajs-3268 142 12 , , PUNCT iajs-3268 142 13 1006 1006 NUM iajs-3268 142 14 , , PUNCT iajs-3268 142 15 1075 1075 NUM iajs-3268 142 16 , , PUNCT iajs-3268 142 17 1232 1232 NUM iajs-3268 142 18 } } PUNCT iajs-3268 142 19 , , PUNCT iajs-3268 142 20 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 142 21 ๐‘7= ๐‘7= PROPN iajs-3268 142 22 ๐œ’7โ‹ƒ๐‘7 ๐œ’7โ‹ƒ๐‘7 PROPN iajs-3268 142 23 . . PUNCT iajs-3268 143 1 the the DET iajs-3268 143 2 maximum maximum ADJ iajs-3268 143 3 number number NOUN iajs-3268 143 4 of of ADP iajs-3268 143 5 the the DET iajs-3268 143 6 intersection intersection NOUN iajs-3268 143 7 points point NOUN iajs-3268 143 8 between between ADP iajs-3268 143 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 143 10 ๐‘7 ๐‘7 PROPN iajs-3268 143 11 and and CCONJ iajs-3268 143 12 the the DET iajs-3268 143 13 lines line NOUN iajs-3268 143 14 of of ADP iajs-3268 143 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 143 16 ) ) PUNCT iajs-3268 143 17 are be AUX iajs-3268 143 18 eleven eleven NUM iajs-3268 143 19 , , PUNCT iajs-3268 143 20 so so ADV iajs-3268 143 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 143 22 ๐‘7 ๐‘7 PROPN iajs-3268 143 23 is be AUX iajs-3268 143 24 ( ( PUNCT iajs-3268 143 25 347,11)cap 347,11)cap NUM iajs-3268 143 26 and and CCONJ iajs-3268 143 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 143 28 values value NOUN iajs-3268 143 29 are be AUX iajs-3268 143 30 ๐‘0 ๐‘0 NOUN iajs-3268 143 31 = = SYM iajs-3268 143 32 2030 2030 NUM iajs-3268 143 33 , , PUNCT iajs-3268 143 34 ๐‘1 ๐‘1 NOUN iajs-3268 143 35 = = NOUN iajs-3268 144 1 3 3 X iajs-3268 144 2 . . PUNCT iajs-3268 144 3 since since SCONJ iajs-3268 144 4 ๐‘0 ๐‘0 NOUN iajs-3268 144 5 โ‰  โ‰  PROPN iajs-3268 144 6 0 0 NUM iajs-3268 144 7 , , PUNCT iajs-3268 144 8 then then ADV iajs-3268 144 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 144 10 ๐‘7 ๐‘7 PROPN iajs-3268 144 11 is be AUX iajs-3268 144 12 incomplete incomplete ADJ iajs-3268 144 13 . . PUNCT iajs-3268 145 1 the the DET iajs-3268 145 2 ( ( PUNCT iajs-3268 145 3 347,11)cap 347,11)cap PROPN iajs-3268 145 4 will will AUX iajs-3268 145 5 be be AUX iajs-3268 145 6 complete complete ADJ iajs-3268 145 7 when when SCONJ iajs-3268 145 8 you you PRON iajs-3268 145 9 add add VERB iajs-3268 145 10 991 991 NUM iajs-3268 145 11 points point NOUN iajs-3268 145 12 to to ADP iajs-3268 145 13 it it PRON iajs-3268 145 14 . . PUNCT iajs-3268 146 1 ihjpas ihjpas PROPN iajs-3268 146 2 . . PUNCT iajs-3268 147 1 2024 2024 NUM iajs-3268 147 2 , , PUNCT iajs-3268 147 3 37 37 NUM iajs-3268 147 4 ( ( PUNCT iajs-3268 147 5 3 3 NUM iajs-3268 147 6 ) ) PUNCT iajs-3268 147 7 400 400 NUM iajs-3268 147 8 let let VERB iajs-3268 147 9 ๐‘8 ๐‘8 NOUN iajs-3268 147 10 = = SYM iajs-3268 147 11 { { PUNCT iajs-3268 147 12 3 3 NUM iajs-3268 147 13 , , PUNCT iajs-3268 147 14 249 249 NUM iajs-3268 147 15 , , PUNCT iajs-3268 147 16 488 488 NUM iajs-3268 147 17 , , PUNCT iajs-3268 147 18 602 602 NUM iajs-3268 147 19 , , PUNCT iajs-3268 147 20 1006 1006 NUM iajs-3268 147 21 , , PUNCT iajs-3268 147 22 1075 1075 NUM iajs-3268 147 23 , , PUNCT iajs-3268 147 24 1232 1232 NUM iajs-3268 147 25 , , PUNCT iajs-3268 147 26 1251 1251 NUM iajs-3268 147 27 } } PUNCT iajs-3268 147 28 , , PUNCT iajs-3268 147 29 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 147 30 ๐‘8 ๐‘8 PROPN iajs-3268 147 31 = = PROPN iajs-3268 147 32 ๐œ’7โ‹ƒ๐‘8 ๐œ’7โ‹ƒ๐‘8 X iajs-3268 147 33 . . PUNCT iajs-3268 148 1 the the DET iajs-3268 148 2 maximum maximum ADJ iajs-3268 148 3 number number NOUN iajs-3268 148 4 of of ADP iajs-3268 148 5 the the DET iajs-3268 148 6 intersection intersection NOUN iajs-3268 148 7 points point NOUN iajs-3268 148 8 between between ADP iajs-3268 148 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 148 10 ๐‘8 ๐‘8 NOUN iajs-3268 148 11 and and CCONJ iajs-3268 148 12 the the DET iajs-3268 148 13 lines line NOUN iajs-3268 148 14 of of ADP iajs-3268 148 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 148 16 ) ) PUNCT iajs-3268 148 17 are be AUX iajs-3268 148 18 twelve twelve NUM iajs-3268 148 19 , , PUNCT iajs-3268 148 20 so so ADV iajs-3268 148 21 ๐œ’7 ๐œ’7 PROPN iajs-3268 148 22 ๐‘8 ๐‘8 PROPN iajs-3268 148 23 is be AUX iajs-3268 148 24 ( ( PUNCT iajs-3268 148 25 348,12)cap 348,12)cap NUM iajs-3268 148 26 and and CCONJ iajs-3268 148 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 148 28 values value NOUN iajs-3268 148 29 are be AUX iajs-3268 148 30 ๐‘0 ๐‘0 NOUN iajs-3268 148 31 = = SYM iajs-3268 148 32 2030 2030 NUM iajs-3268 148 33 , , PUNCT iajs-3268 148 34 ๐‘1 ๐‘1 NOUN iajs-3268 148 35 = = NOUN iajs-3268 148 36 2 2 X iajs-3268 148 37 . . PUNCT iajs-3268 148 38 since since SCONJ iajs-3268 148 39 ๐‘0 ๐‘0 NOUN iajs-3268 148 40 โ‰  โ‰  PROPN iajs-3268 148 41 0 0 NUM iajs-3268 148 42 , , PUNCT iajs-3268 148 43 then then ADV iajs-3268 148 44 ๐œ’7 ๐œ’7 PROPN iajs-3268 148 45 ๐‘8 ๐‘8 PROPN iajs-3268 148 46 is be AUX iajs-3268 148 47 incomplete incomplete ADJ iajs-3268 148 48 . . PUNCT iajs-3268 149 1 the the DET iajs-3268 149 2 ( ( PUNCT iajs-3268 149 3 348,12)cap 348,12)cap NOUN iajs-3268 149 4 will will AUX iajs-3268 149 5 be be AUX iajs-3268 149 6 complete complete ADJ iajs-3268 149 7 when when SCONJ iajs-3268 149 8 you you PRON iajs-3268 149 9 add add VERB iajs-3268 149 10 1180 1180 NUM iajs-3268 149 11 points point NOUN iajs-3268 149 12 to to ADP iajs-3268 149 13 it it PRON iajs-3268 149 14 . . PUNCT iajs-3268 150 1 let let VERB iajs-3268 150 2 ๐‘9 ๐‘9 NOUN iajs-3268 150 3 = = PUNCT iajs-3268 150 4 { { PUNCT iajs-3268 150 5 3 3 NUM iajs-3268 150 6 , , PUNCT iajs-3268 150 7 249 249 NUM iajs-3268 150 8 , , PUNCT iajs-3268 150 9 488 488 NUM iajs-3268 150 10 , , PUNCT iajs-3268 150 11 602 602 NUM iajs-3268 150 12 , , PUNCT iajs-3268 150 13 1006 1006 NUM iajs-3268 150 14 , , PUNCT iajs-3268 150 15 1075 1075 NUM iajs-3268 150 16 , , PUNCT iajs-3268 150 17 1232 1232 NUM iajs-3268 150 18 , , PUNCT iajs-3268 150 19 1251 1251 NUM iajs-3268 150 20 , , PUNCT iajs-3268 150 21 1433 1433 NUM iajs-3268 150 22 } } PUNCT iajs-3268 150 23 , , PUNCT iajs-3268 150 24 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 150 25 ๐‘9= ๐‘9= PROPN iajs-3268 150 26 ๐œ’7โ‹ƒ๐‘9 ๐œ’7โ‹ƒ๐‘9 NOUN iajs-3268 150 27 . . PUNCT iajs-3268 151 1 the the DET iajs-3268 151 2 maximum maximum ADJ iajs-3268 151 3 number number NOUN iajs-3268 151 4 of of ADP iajs-3268 151 5 intersection intersection NOUN iajs-3268 151 6 points point NOUN iajs-3268 151 7 between between ADP iajs-3268 151 8 ๐œ’7 ๐œ’7 PROPN iajs-3268 151 9 ๐‘9 ๐‘9 NOUN iajs-3268 151 10 and and CCONJ iajs-3268 151 11 the the DET iajs-3268 151 12 lines line NOUN iajs-3268 151 13 of of ADP iajs-3268 151 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 151 15 ) ) PUNCT iajs-3268 151 16 are be AUX iajs-3268 151 17 thirteen thirteen NUM iajs-3268 151 18 , , PUNCT iajs-3268 151 19 so so ADV iajs-3268 151 20 ๐œ’7 ๐œ’7 PROPN iajs-3268 151 21 ๐‘9 ๐‘9 NOUN iajs-3268 151 22 is be AUX iajs-3268 151 23 ( ( PUNCT iajs-3268 151 24 349,13)-cap 349,13)-cap NUM iajs-3268 151 25 and and CCONJ iajs-3268 151 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 151 27 values value NOUN iajs-3268 151 28 are be AUX iajs-3268 151 29 ๐‘0 ๐‘0 NOUN iajs-3268 151 30 = = SYM iajs-3268 151 31 2030 2030 NUM iajs-3268 151 32 , , PUNCT iajs-3268 151 33 ๐‘1 ๐‘1 NOUN iajs-3268 151 34 = = NOUN iajs-3268 151 35 1 1 X iajs-3268 151 36 . . PUNCT iajs-3268 151 37 since since SCONJ iajs-3268 151 38 ๐‘0 ๐‘0 NOUN iajs-3268 151 39 โ‰  โ‰  PROPN iajs-3268 151 40 0 0 NUM iajs-3268 151 41 , , PUNCT iajs-3268 151 42 then then ADV iajs-3268 151 43 ๐œ’7 ๐œ’7 PROPN iajs-3268 151 44 ๐‘9 ๐‘9 NOUN iajs-3268 151 45 is be AUX iajs-3268 151 46 incomplete incomplete ADJ iajs-3268 151 47 . . PUNCT iajs-3268 152 1 the the DET iajs-3268 152 2 ( ( PUNCT iajs-3268 152 3 349,13)-cap 349,13)-cap NUM iajs-3268 152 4 will will AUX iajs-3268 152 5 be be AUX iajs-3268 152 6 complete complete ADJ iajs-3268 152 7 when when SCONJ iajs-3268 152 8 you you PRON iajs-3268 152 9 add add VERB iajs-3268 152 10 1395 1395 NUM iajs-3268 152 11 points point NOUN iajs-3268 152 12 to to ADP iajs-3268 152 13 it it PRON iajs-3268 152 14 . . PUNCT iajs-3268 153 1 let let VERB iajs-3268 153 2 ๐‘10 ๐‘10 NOUN iajs-3268 153 3 = = SYM iajs-3268 153 4 { { PUNCT iajs-3268 153 5 3 3 NUM iajs-3268 153 6 , , PUNCT iajs-3268 153 7 249 249 NUM iajs-3268 153 8 , , PUNCT iajs-3268 153 9 488 488 NUM iajs-3268 153 10 , , PUNCT iajs-3268 153 11 602 602 NUM iajs-3268 153 12 , , PUNCT iajs-3268 153 13 1006 1006 NUM iajs-3268 153 14 , , PUNCT iajs-3268 153 15 1075 1075 NUM iajs-3268 153 16 , , PUNCT iajs-3268 153 17 1232 1232 NUM iajs-3268 153 18 , , PUNCT iajs-3268 153 19 1251 1251 NUM iajs-3268 153 20 , , PUNCT iajs-3268 153 21 1433 1433 NUM iajs-3268 153 22 , , PUNCT iajs-3268 153 23 2341 2341 NUM iajs-3268 153 24 } } PUNCT iajs-3268 153 25 , , PUNCT iajs-3268 153 26 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 153 27 ๐‘10 ๐‘10 PROPN iajs-3268 153 28 = = PROPN iajs-3268 153 29 ๐œ’7 ๐œ’7 PROPN iajs-3268 153 30 โ‹ƒ๐‘10 โ‹ƒ๐‘10 NOUN iajs-3268 153 31 . . PUNCT iajs-3268 154 1 the the DET iajs-3268 154 2 maximum maximum ADJ iajs-3268 154 3 number number NOUN iajs-3268 154 4 of of ADP iajs-3268 154 5 the the DET iajs-3268 154 6 intersection intersection NOUN iajs-3268 154 7 points point NOUN iajs-3268 154 8 between between ADP iajs-3268 154 9 ๐œ’7 ๐œ’7 PROPN iajs-3268 154 10 ๐‘10 ๐‘10 NOUN iajs-3268 154 11 and and CCONJ iajs-3268 154 12 the the DET iajs-3268 154 13 lines line NOUN iajs-3268 154 14 of of ADP iajs-3268 154 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 154 16 ) ) PUNCT iajs-3268 154 17 are be AUX iajs-3268 154 18 fourteen fourteen NUM iajs-3268 154 19 , , PUNCT iajs-3268 154 20 so so ADV iajs-3268 154 21 ๐œ’7 ๐œ’7 VERB iajs-3268 154 22 ๐‘10 ๐‘10 NOUN iajs-3268 154 23 is be AUX iajs-3268 154 24 ( ( PUNCT iajs-3268 154 25 350,14)-cap 350,14)-cap NUM iajs-3268 154 26 and and CCONJ iajs-3268 154 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 154 28 values value NOUN iajs-3268 154 29 are be AUX iajs-3268 154 30 ๐‘0 ๐‘0 NOUN iajs-3268 154 31 = = SYM iajs-3268 154 32 2030 2030 NUM iajs-3268 154 33 . . PUNCT iajs-3268 155 1 since since SCONJ iajs-3268 155 2 ๐‘0 ๐‘0 NOUN iajs-3268 155 3 โ‰  โ‰  PROPN iajs-3268 155 4 0 0 NUM iajs-3268 155 5 , , PUNCT iajs-3268 155 6 then then ADV iajs-3268 155 7 ๐œ’7 ๐œ’7 VERB iajs-3268 155 8 ๐‘10 ๐‘10 NOUN iajs-3268 155 9 is be AUX iajs-3268 155 10 incomplete incomplete ADJ iajs-3268 155 11 . . PUNCT iajs-3268 156 1 the the DET iajs-3268 156 2 ( ( PUNCT iajs-3268 156 3 350,14)-cap 350,14)-cap NUM iajs-3268 156 4 will will AUX iajs-3268 156 5 be be AUX iajs-3268 156 6 complete complete ADJ iajs-3268 156 7 when when SCONJ iajs-3268 156 8 adding add VERB iajs-3268 156 9 2030 2030 NUM iajs-3268 156 10 points point NOUN iajs-3268 156 11 to to ADP iajs-3268 156 12 it it PRON iajs-3268 156 13 . . PUNCT iajs-3268 157 1 3 3 X iajs-3268 157 2 . . X iajs-3268 157 3 the the DET iajs-3268 157 4 line line NOUN iajs-3268 157 5 ๐ˆ(0,1,0,0,0,0 ๐ˆ(0,1,0,0,0,0 NOUN iajs-3268 157 6 ) ) PUNCT iajs-3268 157 7 meets meet VERB iajs-3268 157 8 the the DET iajs-3268 157 9 cap cap NOUN iajs-3268 157 10 ๐œ’14 ๐œ’14 NOUN iajs-3268 157 11 in in ADP iajs-3268 157 12 2 2 NUM iajs-3268 157 13 points point NOUN iajs-3268 157 14 , , PUNCT iajs-3268 157 15 so so SCONJ iajs-3268 157 16 we we PRON iajs-3268 157 17 have have VERB iajs-3268 157 18 twelve twelve NUM iajs-3268 157 19 extension extension NOUN iajs-3268 157 20 points point NOUN iajs-3268 157 21 that that PRON iajs-3268 157 22 can can AUX iajs-3268 157 23 be be AUX iajs-3268 157 24 added add VERB iajs-3268 157 25 to to ADP iajs-3268 157 26 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 157 27 , , PUNCT iajs-3268 157 28 as as ADP iajs-3268 157 29 in in ADP iajs-3268 157 30 the the DET iajs-3268 157 31 following follow VERB iajs-3268 157 32 order order NOUN iajs-3268 157 33 : : PUNCT iajs-3268 157 34 3,176,249,488,602,638,1006,1075,1232,1251,1433 3,176,249,488,602,638,1006,1075,1232,1251,1433 NUM iajs-3268 157 35 , , PUNCT iajs-3268 157 36 2341 2341 NUM iajs-3268 157 37 . . PUNCT iajs-3268 158 1 let let VERB iajs-3268 158 2 ๐‘1 ๐‘1 NOUN iajs-3268 158 3 = = SYM iajs-3268 158 4 { { PUNCT iajs-3268 158 5 3 3 NUM iajs-3268 158 6 } } PUNCT iajs-3268 158 7 , , PUNCT iajs-3268 158 8 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 158 9 ๐‘1= ๐‘1= PROPN iajs-3268 158 10 ๐œ’14โ‹ƒ๐‘1 ๐œ’14โ‹ƒ๐‘1 VERB iajs-3268 158 11 . . PUNCT iajs-3268 159 1 the the DET iajs-3268 159 2 maximum maximum ADJ iajs-3268 159 3 number number NOUN iajs-3268 159 4 of of ADP iajs-3268 159 5 the the DET iajs-3268 159 6 intersection intersection NOUN iajs-3268 159 7 points point NOUN iajs-3268 159 8 between between ADP iajs-3268 159 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 159 10 ๐‘1 ๐‘1 NOUN iajs-3268 159 11 and and CCONJ iajs-3268 159 12 the the DET iajs-3268 159 13 lines line NOUN iajs-3268 159 14 of of ADP iajs-3268 159 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 159 16 ) ) PUNCT iajs-3268 159 17 are be AUX iajs-3268 159 18 three three NUM iajs-3268 159 19 , , PUNCT iajs-3268 159 20 so so ADV iajs-3268 159 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 159 22 ๐‘1 ๐‘1 NOUN iajs-3268 159 23 is be AUX iajs-3268 159 24 ( ( PUNCT iajs-3268 159 25 171,3)-cap 171,3)-cap NUM iajs-3268 159 26 and and CCONJ iajs-3268 159 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 159 28 values value NOUN iajs-3268 159 29 are be AUX iajs-3268 159 30 ๐‘0 ๐‘0 NOUN iajs-3268 159 31 = = SYM iajs-3268 159 32 1351 1351 NUM iajs-3268 159 33 , , PUNCT iajs-3268 159 34 ๐‘1 ๐‘1 NOUN iajs-3268 159 35 = = PUNCT iajs-3268 159 36 858 858 NUM iajs-3268 159 37 . . PUNCT iajs-3268 160 1 since since SCONJ iajs-3268 160 2 ๐‘0 ๐‘0 NOUN iajs-3268 160 3 โ‰  โ‰  PROPN iajs-3268 160 4 0 0 NUM iajs-3268 160 5 , , PUNCT iajs-3268 160 6 then then ADV iajs-3268 160 7 ๐œ’14 ๐œ’14 ADJ iajs-3268 160 8 ๐‘1 ๐‘1 NOUN iajs-3268 160 9 is be AUX iajs-3268 160 10 incomplete incomplete ADJ iajs-3268 160 11 . . PUNCT iajs-3268 161 1 the the PRON iajs-3268 161 2 ( ( PUNCT iajs-3268 161 3 171,3)-cap 171,3)-cap NUM iajs-3268 161 4 will will AUX iajs-3268 161 5 be be AUX iajs-3268 161 6 complete complete ADJ iajs-3268 161 7 when when SCONJ iajs-3268 161 8 you you PRON iajs-3268 161 9 add add VERB iajs-3268 161 10 20 20 NUM iajs-3268 161 11 points point NOUN iajs-3268 161 12 to to ADP iajs-3268 161 13 it it PRON iajs-3268 161 14 . . PUNCT iajs-3268 162 1 let let VERB iajs-3268 162 2 ๐‘2 ๐‘2 NOUN iajs-3268 162 3 = = SYM iajs-3268 162 4 { { PUNCT iajs-3268 162 5 3 3 NUM iajs-3268 162 6 , , PUNCT iajs-3268 162 7 176 176 NUM iajs-3268 162 8 } } PUNCT iajs-3268 162 9 , , PUNCT iajs-3268 163 1 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 163 2 ๐‘2= ๐‘2= PROPN iajs-3268 163 3 ๐œ’14โ‹ƒ๐‘2 ๐œ’14โ‹ƒ๐‘2 NOUN iajs-3268 163 4 . . PUNCT iajs-3268 164 1 the the DET iajs-3268 164 2 maximum maximum ADJ iajs-3268 164 3 number number NOUN iajs-3268 164 4 of of ADP iajs-3268 164 5 the the DET iajs-3268 164 6 intersection intersection NOUN iajs-3268 164 7 points point NOUN iajs-3268 164 8 between between ADP iajs-3268 164 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 164 10 ๐‘2 ๐‘2 NOUN iajs-3268 164 11 and and CCONJ iajs-3268 164 12 the the DET iajs-3268 164 13 lines line NOUN iajs-3268 164 14 of of ADP iajs-3268 164 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 164 16 ) ) PUNCT iajs-3268 164 17 are be AUX iajs-3268 164 18 four four NUM iajs-3268 164 19 , , PUNCT iajs-3268 164 20 so so ADV iajs-3268 164 21 ๐œ’14 ๐œ’14 NOUN iajs-3268 164 22 ๐‘2 ๐‘2 NOUN iajs-3268 164 23 is be AUX iajs-3268 164 24 ( ( PUNCT iajs-3268 164 25 172,4)-cap 172,4)-cap NUM iajs-3268 164 26 and and CCONJ iajs-3268 164 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 164 28 values value NOUN iajs-3268 164 29 are be AUX iajs-3268 164 30 ๐‘0 ๐‘0 NOUN iajs-3268 164 31 = = NOUN iajs-3268 164 32 2198 2198 NUM iajs-3268 164 33 , , PUNCT iajs-3268 164 34 ๐‘1=10 ๐‘1=10 NOUN iajs-3268 164 35 . . PUNCT iajs-3268 165 1 since since SCONJ iajs-3268 165 2 ๐‘0 ๐‘0 NOUN iajs-3268 165 3 โ‰  โ‰  PROPN iajs-3268 165 4 0 0 NUM iajs-3268 165 5 , , PUNCT iajs-3268 165 6 then then ADV iajs-3268 165 7 ๐œ’14 ๐œ’14 NOUN iajs-3268 165 8 ๐‘2 ๐‘2 NOUN iajs-3268 165 9 is be AUX iajs-3268 165 10 incomplete incomplete ADJ iajs-3268 165 11 . . PUNCT iajs-3268 166 1 the the PRON iajs-3268 166 2 ( ( PUNCT iajs-3268 166 3 172,4)-cap 172,4)-cap NOUN iajs-3268 166 4 will will AUX iajs-3268 166 5 be be AUX iajs-3268 166 6 complete complete ADJ iajs-3268 166 7 when when SCONJ iajs-3268 166 8 adding add VERB iajs-3268 166 9 119 119 NUM iajs-3268 166 10 points point NOUN iajs-3268 166 11 to to ADP iajs-3268 166 12 it it PRON iajs-3268 166 13 . . PUNCT iajs-3268 167 1 let let VERB iajs-3268 167 2 ๐‘3 ๐‘3 ADV iajs-3268 167 3 = = PUNCT iajs-3268 167 4 { { PUNCT iajs-3268 167 5 3 3 NUM iajs-3268 167 6 , , PUNCT iajs-3268 167 7 176 176 NUM iajs-3268 167 8 , , PUNCT iajs-3268 167 9 249 249 NUM iajs-3268 167 10 } } PUNCT iajs-3268 167 11 , , PUNCT iajs-3268 167 12 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 167 13 ๐‘3= ๐‘3= NOUN iajs-3268 167 14 ๐œ’14 ๐œ’14 NOUN iajs-3268 167 15 โ‹ƒ โ‹ƒ PROPN iajs-3268 167 16 ๐‘3 ๐‘3 NOUN iajs-3268 167 17 . . PUNCT iajs-3268 168 1 the the DET iajs-3268 168 2 maximum maximum ADJ iajs-3268 168 3 number number NOUN iajs-3268 168 4 of of ADP iajs-3268 168 5 the the DET iajs-3268 168 6 intersection intersection NOUN iajs-3268 168 7 points point NOUN iajs-3268 168 8 between between ADP iajs-3268 168 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 168 10 ๐‘3 ๐‘3 NOUN iajs-3268 168 11 and and CCONJ iajs-3268 168 12 the the DET iajs-3268 168 13 lines line NOUN iajs-3268 168 14 of of ADP iajs-3268 168 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 168 16 ) ) PUNCT iajs-3268 168 17 are be AUX iajs-3268 168 18 five five NUM iajs-3268 168 19 , , PUNCT iajs-3268 168 20 so so ADV iajs-3268 168 21 ๐œ’14 ๐œ’14 NOUN iajs-3268 168 22 ๐‘3 ๐‘3 NOUN iajs-3268 168 23 is be AUX iajs-3268 168 24 ( ( PUNCT iajs-3268 168 25 173,5)-cap 173,5)-cap NUM iajs-3268 168 26 and and CCONJ iajs-3268 168 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 168 28 values value NOUN iajs-3268 168 29 are be AUX iajs-3268 168 30 ๐‘0 ๐‘0 NOUN iajs-3268 168 31 = = SYM iajs-3268 168 32 2198 2198 NUM iajs-3268 168 33 , , PUNCT iajs-3268 168 34 ๐‘1 ๐‘1 NOUN iajs-3268 168 35 = = NOUN iajs-3268 168 36 9 9 X iajs-3268 168 37 . . PUNCT iajs-3268 168 38 since since SCONJ iajs-3268 168 39 ๐‘0 ๐‘0 NOUN iajs-3268 168 40 โ‰  โ‰  PROPN iajs-3268 168 41 0 0 NUM iajs-3268 168 42 , , PUNCT iajs-3268 168 43 then then ADV iajs-3268 168 44 ๐œ’14 ๐œ’14 NOUN iajs-3268 168 45 ๐‘3 ๐‘3 NOUN iajs-3268 168 46 is be AUX iajs-3268 168 47 incomplete incomplete ADJ iajs-3268 168 48 . . PUNCT iajs-3268 169 1 the the DET iajs-3268 169 2 ( ( PUNCT iajs-3268 169 3 173,5)-cap 173,5)-cap NOUN iajs-3268 169 4 will will AUX iajs-3268 169 5 be be AUX iajs-3268 169 6 complete complete ADJ iajs-3268 169 7 when when SCONJ iajs-3268 169 8 you you PRON iajs-3268 169 9 add add VERB iajs-3268 169 10 254 254 NUM iajs-3268 169 11 points point NOUN iajs-3268 169 12 to to ADP iajs-3268 169 13 it it PRON iajs-3268 169 14 . . PUNCT iajs-3268 170 1 let let VERB iajs-3268 170 2 ๐‘4 ๐‘4 NOUN iajs-3268 170 3 = = PUNCT iajs-3268 170 4 { { PUNCT iajs-3268 170 5 3 3 NUM iajs-3268 170 6 , , PUNCT iajs-3268 170 7 176 176 NUM iajs-3268 170 8 , , PUNCT iajs-3268 170 9 249 249 NUM iajs-3268 170 10 , , PUNCT iajs-3268 170 11 488 488 NUM iajs-3268 170 12 } } PUNCT iajs-3268 170 13 , , PUNCT iajs-3268 170 14 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 170 15 ๐‘4 ๐‘4 NOUN iajs-3268 170 16 = = NOUN iajs-3268 170 17 ๐œ’14 ๐œ’14 NOUN iajs-3268 170 18 โ‹ƒ โ‹ƒ PROPN iajs-3268 170 19 ๐‘4 ๐‘4 NOUN iajs-3268 170 20 . . PUNCT iajs-3268 171 1 the the DET iajs-3268 171 2 maximum maximum ADJ iajs-3268 171 3 number number NOUN iajs-3268 171 4 of of ADP iajs-3268 171 5 the the DET iajs-3268 171 6 intersection intersection NOUN iajs-3268 171 7 points point NOUN iajs-3268 171 8 between between ADP iajs-3268 171 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 171 10 ๐‘4 ๐‘4 NOUN iajs-3268 171 11 and and CCONJ iajs-3268 171 12 the the DET iajs-3268 171 13 lines line NOUN iajs-3268 171 14 of of ADP iajs-3268 171 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 171 16 ) ) PUNCT iajs-3268 171 17 are be AUX iajs-3268 171 18 six six NUM iajs-3268 171 19 , , PUNCT iajs-3268 171 20 so so ADV iajs-3268 171 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 171 22 ๐‘4 ๐‘4 NOUN iajs-3268 171 23 is be AUX iajs-3268 171 24 ( ( PUNCT iajs-3268 171 25 174,6)-cap 174,6)-cap NUM iajs-3268 171 26 and and CCONJ iajs-3268 171 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 171 28 values value NOUN iajs-3268 171 29 are be AUX iajs-3268 171 30 ๐‘0 ๐‘0 NOUN iajs-3268 171 31 = = SYM iajs-3268 171 32 2198 2198 NUM iajs-3268 171 33 , , PUNCT iajs-3268 171 34 ๐‘1 ๐‘1 NOUN iajs-3268 171 35 = = NOUN iajs-3268 171 36 8 8 X iajs-3268 171 37 . . PUNCT iajs-3268 172 1 since since SCONJ iajs-3268 172 2 ๐‘0 ๐‘0 NOUN iajs-3268 172 3 โ‰  โ‰  PROPN iajs-3268 172 4 0 0 NUM iajs-3268 172 5 , , PUNCT iajs-3268 172 6 then then ADV iajs-3268 172 7 ๐œ’14 ๐œ’14 ADJ iajs-3268 172 8 ๐‘4 ๐‘4 NOUN iajs-3268 172 9 is be AUX iajs-3268 172 10 incomplete incomplete ADJ iajs-3268 172 11 . . PUNCT iajs-3268 173 1 the the PRON iajs-3268 173 2 ( ( PUNCT iajs-3268 173 3 174,6)-cap 174,6)-cap NOUN iajs-3268 173 4 will will AUX iajs-3268 173 5 be be AUX iajs-3268 173 6 complete complete ADJ iajs-3268 173 7 when when SCONJ iajs-3268 173 8 you you PRON iajs-3268 173 9 add add VERB iajs-3268 173 10 352 352 NUM iajs-3268 173 11 points point NOUN iajs-3268 173 12 to to ADP iajs-3268 173 13 it it PRON iajs-3268 173 14 . . PUNCT iajs-3268 174 1 let let VERB iajs-3268 174 2 ๐‘5 ๐‘5 VERB iajs-3268 174 3 = = SYM iajs-3268 174 4 { { PUNCT iajs-3268 174 5 3 3 NUM iajs-3268 174 6 , , PUNCT iajs-3268 174 7 176 176 NUM iajs-3268 174 8 , , PUNCT iajs-3268 174 9 249 249 NUM iajs-3268 174 10 , , PUNCT iajs-3268 174 11 488 488 NUM iajs-3268 174 12 , , PUNCT iajs-3268 174 13 602 602 NUM iajs-3268 174 14 } } PUNCT iajs-3268 174 15 , , PUNCT iajs-3268 174 16 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 174 17 ๐‘5 ๐‘5 NOUN iajs-3268 174 18 = = PUNCT iajs-3268 174 19 ๐œ’14โ‹ƒ๐‘5 ๐œ’14โ‹ƒ๐‘5 ADV iajs-3268 174 20 . . PUNCT iajs-3268 175 1 the the DET iajs-3268 175 2 maximum maximum ADJ iajs-3268 175 3 number number NOUN iajs-3268 175 4 of of ADP iajs-3268 175 5 the the DET iajs-3268 175 6 intersection intersection NOUN iajs-3268 175 7 points point NOUN iajs-3268 175 8 between between ADP iajs-3268 175 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 175 10 ๐‘5 ๐‘5 NOUN iajs-3268 175 11 and and CCONJ iajs-3268 175 12 the the DET iajs-3268 175 13 lines line NOUN iajs-3268 175 14 of of ADP iajs-3268 175 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 175 16 ) ) PUNCT iajs-3268 175 17 are be AUX iajs-3268 175 18 seven seven NUM iajs-3268 175 19 , , PUNCT iajs-3268 175 20 so so ADV iajs-3268 175 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 175 22 ๐‘5 ๐‘5 NOUN iajs-3268 175 23 is be AUX iajs-3268 175 24 ( ( PUNCT iajs-3268 175 25 175,7)-cap 175,7)-cap NUM iajs-3268 175 26 and and CCONJ iajs-3268 175 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 175 28 values value NOUN iajs-3268 175 29 are be AUX iajs-3268 175 30 ๐‘0 ๐‘0 NOUN iajs-3268 175 31 = = SYM iajs-3268 175 32 2198 2198 NUM iajs-3268 175 33 , , PUNCT iajs-3268 175 34 ๐‘1 ๐‘1 NOUN iajs-3268 175 35 = = NOUN iajs-3268 175 36 7 7 X iajs-3268 175 37 . . PUNCT iajs-3268 175 38 since since SCONJ iajs-3268 175 39 ๐‘0 ๐‘0 NOUN iajs-3268 175 40 โ‰  โ‰  PROPN iajs-3268 175 41 0 0 NUM iajs-3268 175 42 , , PUNCT iajs-3268 175 43 then then ADV iajs-3268 175 44 ๐œ’14 ๐œ’14 ADJ iajs-3268 175 45 ๐‘5 ๐‘5 NOUN iajs-3268 175 46 is be AUX iajs-3268 175 47 incomplete incomplete ADJ iajs-3268 175 48 . . PUNCT iajs-3268 176 1 the the DET iajs-3268 176 2 ( ( PUNCT iajs-3268 176 3 175,7)-cap 175,7)-cap NOUN iajs-3268 176 4 will will AUX iajs-3268 176 5 be be AUX iajs-3268 176 6 complete complete ADJ iajs-3268 176 7 when when SCONJ iajs-3268 176 8 you you PRON iajs-3268 176 9 add add VERB iajs-3268 176 10 537 537 NUM iajs-3268 176 11 points point NOUN iajs-3268 176 12 to to ADP iajs-3268 176 13 it it PRON iajs-3268 176 14 . . PUNCT iajs-3268 177 1 let let VERB iajs-3268 177 2 ๐‘6 ๐‘6 NOUN iajs-3268 177 3 = = VERB iajs-3268 177 4 { { PUNCT iajs-3268 177 5 3 3 NUM iajs-3268 177 6 , , PUNCT iajs-3268 177 7 176 176 NUM iajs-3268 177 8 , , PUNCT iajs-3268 177 9 249 249 NUM iajs-3268 177 10 , , PUNCT iajs-3268 177 11 488 488 NUM iajs-3268 177 12 , , PUNCT iajs-3268 177 13 602 602 NUM iajs-3268 177 14 , , PUNCT iajs-3268 177 15 638 638 NUM iajs-3268 177 16 } } PUNCT iajs-3268 177 17 , , PUNCT iajs-3268 177 18 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 177 19 ๐‘6= ๐‘6= PROPN iajs-3268 177 20 ๐œ’14โ‹ƒ๐‘6 ๐œ’14โ‹ƒ๐‘6 NOUN iajs-3268 177 21 . . PUNCT iajs-3268 178 1 the the DET iajs-3268 178 2 maximum maximum ADJ iajs-3268 178 3 number number NOUN iajs-3268 178 4 of of ADP iajs-3268 178 5 the the DET iajs-3268 178 6 intersection intersection NOUN iajs-3268 178 7 points point NOUN iajs-3268 178 8 between between ADP iajs-3268 178 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 178 10 ๐‘6 ๐‘6 NOUN iajs-3268 178 11 and and CCONJ iajs-3268 178 12 the the DET iajs-3268 178 13 lines line NOUN iajs-3268 178 14 of of ADP iajs-3268 178 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 178 16 ) ) PUNCT iajs-3268 178 17 are be AUX iajs-3268 178 18 eight eight NUM iajs-3268 178 19 , , PUNCT iajs-3268 178 20 so so ADV iajs-3268 178 21 ๐œ’14 ๐œ’14 NOUN iajs-3268 178 22 ๐‘6 ๐‘6 NOUN iajs-3268 178 23 is be AUX iajs-3268 178 24 ( ( PUNCT iajs-3268 178 25 176,8)-cap 176,8)-cap NUM iajs-3268 178 26 and and CCONJ iajs-3268 178 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 178 28 values value NOUN iajs-3268 178 29 are be AUX iajs-3268 178 30 ๐‘0 ๐‘0 NOUN iajs-3268 178 31 = = SYM iajs-3268 178 32 2198 2198 NUM iajs-3268 178 33 , , PUNCT iajs-3268 178 34 ๐‘1 ๐‘1 NOUN iajs-3268 178 35 = = NOUN iajs-3268 178 36 6 6 X iajs-3268 178 37 . . PUNCT iajs-3268 179 1 since since SCONJ iajs-3268 179 2 ๐‘0 ๐‘0 NOUN iajs-3268 179 3 โ‰  โ‰  PROPN iajs-3268 179 4 0 0 NUM iajs-3268 179 5 , , PUNCT iajs-3268 179 6 then then ADV iajs-3268 179 7 ๐œ’14 ๐œ’14 ADJ iajs-3268 179 8 ๐‘6 ๐‘6 NOUN iajs-3268 179 9 is be AUX iajs-3268 179 10 incomplete incomplete ADJ iajs-3268 179 11 . . PUNCT iajs-3268 180 1 the the DET iajs-3268 180 2 ( ( PUNCT iajs-3268 180 3 176,8)-cap 176,8)-cap NUM iajs-3268 180 4 will will AUX iajs-3268 180 5 be be AUX iajs-3268 180 6 complete complete ADJ iajs-3268 180 7 when when SCONJ iajs-3268 180 8 you you PRON iajs-3268 180 9 add add VERB iajs-3268 180 10 629 629 NUM iajs-3268 180 11 points point NOUN iajs-3268 180 12 to to ADP iajs-3268 180 13 it it PRON iajs-3268 180 14 . . PUNCT iajs-3268 181 1 let let VERB iajs-3268 181 2 ๐‘7 ๐‘7 PROPN iajs-3268 181 3 = = PUNCT iajs-3268 181 4 { { PUNCT iajs-3268 181 5 3 3 NUM iajs-3268 181 6 , , PUNCT iajs-3268 181 7 176 176 NUM iajs-3268 181 8 , , PUNCT iajs-3268 181 9 249 249 NUM iajs-3268 181 10 , , PUNCT iajs-3268 181 11 488 488 NUM iajs-3268 181 12 , , PUNCT iajs-3268 181 13 602 602 NUM iajs-3268 181 14 , , PUNCT iajs-3268 181 15 638 638 NUM iajs-3268 181 16 , , PUNCT iajs-3268 181 17 1006 1006 NUM iajs-3268 181 18 } } PUNCT iajs-3268 181 19 , , PUNCT iajs-3268 181 20 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 181 21 ๐‘7= ๐‘7= PROPN iajs-3268 181 22 ๐œ’14โ‹ƒ๐‘7 ๐œ’14โ‹ƒ๐‘7 NOUN iajs-3268 181 23 . . PUNCT iajs-3268 182 1 the the DET iajs-3268 182 2 maximum maximum ADJ iajs-3268 182 3 number number NOUN iajs-3268 182 4 of of ADP iajs-3268 182 5 the the DET iajs-3268 182 6 intersection intersection NOUN iajs-3268 182 7 points point NOUN iajs-3268 182 8 between between ADP iajs-3268 182 9 ๐œ’14 ๐œ’14 PROPN iajs-3268 182 10 ๐‘7 ๐‘7 PROPN iajs-3268 182 11 and and CCONJ iajs-3268 182 12 the the DET iajs-3268 182 13 lines line NOUN iajs-3268 182 14 of of ADP iajs-3268 182 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 182 16 ) ) PUNCT iajs-3268 182 17 are be AUX iajs-3268 182 18 nine nine NUM iajs-3268 182 19 , , PUNCT iajs-3268 182 20 so so ADV iajs-3268 182 21 ๐œ’14 ๐œ’14 PROPN iajs-3268 182 22 ๐‘7 ๐‘7 PROPN iajs-3268 182 23 is be AUX iajs-3268 182 24 ( ( PUNCT iajs-3268 182 25 177,9)-cap 177,9)-cap NUM iajs-3268 182 26 ihjpas ihjpa NOUN iajs-3268 182 27 . . PUNCT iajs-3268 183 1 2024 2024 NUM iajs-3268 183 2 , , PUNCT iajs-3268 183 3 37 37 NUM iajs-3268 183 4 ( ( PUNCT iajs-3268 183 5 3 3 NUM iajs-3268 183 6 ) ) PUNCT iajs-3268 183 7 401 401 NUM iajs-3268 183 8 and and CCONJ iajs-3268 183 9 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 183 10 values value NOUN iajs-3268 183 11 are be AUX iajs-3268 183 12 ๐‘0 ๐‘0 NOUN iajs-3268 183 13 = = SYM iajs-3268 183 14 2198 2198 NUM iajs-3268 183 15 , , PUNCT iajs-3268 183 16 ๐‘1 ๐‘1 NOUN iajs-3268 183 17 = = NOUN iajs-3268 183 18 5 5 X iajs-3268 183 19 . . PUNCT iajs-3268 183 20 since since SCONJ iajs-3268 183 21 ๐‘0 ๐‘0 NOUN iajs-3268 183 22 โ‰  โ‰  PROPN iajs-3268 183 23 0 0 NUM iajs-3268 183 24 , , PUNCT iajs-3268 183 25 then then ADV iajs-3268 183 26 ๐œ’14 ๐œ’14 PROPN iajs-3268 183 27 ๐‘7 ๐‘7 PROPN iajs-3268 183 28 is be AUX iajs-3268 183 29 incomplete incomplete ADJ iajs-3268 183 30 . . PUNCT iajs-3268 184 1 the the PRON iajs-3268 184 2 ( ( PUNCT iajs-3268 184 3 177,9)-cap 177,9)-cap NUM iajs-3268 184 4 will will AUX iajs-3268 184 5 be be AUX iajs-3268 184 6 complete complete ADJ iajs-3268 184 7 when when SCONJ iajs-3268 184 8 you you PRON iajs-3268 184 9 add add VERB iajs-3268 184 10 818 818 NUM iajs-3268 184 11 points point NOUN iajs-3268 184 12 to to ADP iajs-3268 184 13 it it PRON iajs-3268 184 14 . . PUNCT iajs-3268 185 1 let let VERB iajs-3268 185 2 ๐‘8 ๐‘8 PROPN iajs-3268 185 3 = = SYM iajs-3268 185 4 { { PUNCT iajs-3268 185 5 3 3 NUM iajs-3268 185 6 , , PUNCT iajs-3268 185 7 176 176 NUM iajs-3268 185 8 , , PUNCT iajs-3268 185 9 249 249 NUM iajs-3268 185 10 , , PUNCT iajs-3268 185 11 488 488 NUM iajs-3268 185 12 , , PUNCT iajs-3268 185 13 602 602 NUM iajs-3268 185 14 , , PUNCT iajs-3268 185 15 638,1006 638,1006 NUM iajs-3268 185 16 , , PUNCT iajs-3268 185 17 1075 1075 NUM iajs-3268 185 18 } } PUNCT iajs-3268 185 19 , , PUNCT iajs-3268 185 20 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 185 21 ๐‘8= ๐‘8= PROPN iajs-3268 185 22 ๐œ’14โ‹ƒ๐‘8 ๐œ’14โ‹ƒ๐‘8 NOUN iajs-3268 185 23 . . PUNCT iajs-3268 186 1 the the DET iajs-3268 186 2 maximum maximum ADJ iajs-3268 186 3 number number NOUN iajs-3268 186 4 of of ADP iajs-3268 186 5 the the DET iajs-3268 186 6 intersection intersection NOUN iajs-3268 186 7 points point NOUN iajs-3268 186 8 between between ADP iajs-3268 186 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 186 10 ๐‘8 ๐‘8 NOUN iajs-3268 186 11 and and CCONJ iajs-3268 186 12 the the DET iajs-3268 186 13 lines line NOUN iajs-3268 186 14 of of ADP iajs-3268 186 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 186 16 ) ) PUNCT iajs-3268 186 17 are be AUX iajs-3268 186 18 ten ten NUM iajs-3268 186 19 , , PUNCT iajs-3268 186 20 so so ADV iajs-3268 186 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 186 22 ๐‘8 ๐‘8 PROPN iajs-3268 186 23 is be AUX iajs-3268 186 24 ( ( PUNCT iajs-3268 186 25 178,10)-cap 178,10)-cap NUM iajs-3268 186 26 and and CCONJ iajs-3268 186 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 186 28 values value NOUN iajs-3268 186 29 are be AUX iajs-3268 186 30 ๐‘0 ๐‘0 NOUN iajs-3268 186 31 = = SYM iajs-3268 186 32 2198 2198 NUM iajs-3268 186 33 , , PUNCT iajs-3268 186 34 ๐‘1 ๐‘1 NOUN iajs-3268 186 35 = = NOUN iajs-3268 186 36 4 4 X iajs-3268 186 37 . . PUNCT iajs-3268 186 38 since since SCONJ iajs-3268 186 39 ๐‘0 ๐‘0 NOUN iajs-3268 186 40 โ‰  โ‰  PROPN iajs-3268 186 41 0 0 NUM iajs-3268 186 42 , , PUNCT iajs-3268 186 43 then then ADV iajs-3268 186 44 ๐œ’14 ๐œ’14 ADJ iajs-3268 186 45 ๐‘8 ๐‘8 PROPN iajs-3268 186 46 is be AUX iajs-3268 186 47 incomplete incomplete ADJ iajs-3268 186 48 . . PUNCT iajs-3268 187 1 the the DET iajs-3268 187 2 ( ( PUNCT iajs-3268 187 3 178,10)-cap 178,10)-cap NUM iajs-3268 187 4 will will AUX iajs-3268 187 5 be be AUX iajs-3268 187 6 complete complete ADJ iajs-3268 187 7 when when SCONJ iajs-3268 187 8 you you PRON iajs-3268 187 9 add add VERB iajs-3268 187 10 970 970 NUM iajs-3268 187 11 points point NOUN iajs-3268 187 12 to to ADP iajs-3268 187 13 it it PRON iajs-3268 187 14 . . PUNCT iajs-3268 188 1 let let VERB iajs-3268 188 2 ๐‘9 ๐‘9 NOUN iajs-3268 188 3 = = PUNCT iajs-3268 188 4 { { PUNCT iajs-3268 188 5 3 3 NUM iajs-3268 188 6 , , PUNCT iajs-3268 188 7 176 176 NUM iajs-3268 188 8 , , PUNCT iajs-3268 188 9 249 249 NUM iajs-3268 188 10 , , PUNCT iajs-3268 188 11 488 488 NUM iajs-3268 188 12 , , PUNCT iajs-3268 188 13 602 602 NUM iajs-3268 188 14 , , PUNCT iajs-3268 188 15 638 638 NUM iajs-3268 188 16 , , PUNCT iajs-3268 188 17 1006 1006 NUM iajs-3268 188 18 , , PUNCT iajs-3268 188 19 1075 1075 NUM iajs-3268 188 20 , , PUNCT iajs-3268 188 21 1232 1232 NUM iajs-3268 188 22 } } PUNCT iajs-3268 188 23 , , PUNCT iajs-3268 188 24 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 188 25 ๐‘9 ๐‘9 NOUN iajs-3268 188 26 = = NOUN iajs-3268 188 27 ๐œ’14 ๐œ’14 PROPN iajs-3268 188 28 โ‹ƒ โ‹ƒ PROPN iajs-3268 188 29 ๐‘9 ๐‘9 NOUN iajs-3268 188 30 . . PUNCT iajs-3268 189 1 the the DET iajs-3268 189 2 maximum maximum ADJ iajs-3268 189 3 number number NOUN iajs-3268 189 4 of of ADP iajs-3268 189 5 the the DET iajs-3268 189 6 intersection intersection NOUN iajs-3268 189 7 points point NOUN iajs-3268 189 8 between between ADP iajs-3268 189 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 189 10 ๐‘9 ๐‘9 PROPN iajs-3268 189 11 and and CCONJ iajs-3268 189 12 the the DET iajs-3268 189 13 lines line NOUN iajs-3268 189 14 of of ADP iajs-3268 189 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 189 16 ) ) PUNCT iajs-3268 189 17 are be AUX iajs-3268 189 18 eleven eleven NUM iajs-3268 189 19 , , PUNCT iajs-3268 189 20 so so ADV iajs-3268 189 21 ๐œ’14 ๐œ’14 PROPN iajs-3268 189 22 ๐‘9 ๐‘9 NOUN iajs-3268 189 23 is be AUX iajs-3268 189 24 ( ( PUNCT iajs-3268 189 25 179,11)-cap 179,11)-cap NUM iajs-3268 189 26 and and CCONJ iajs-3268 189 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 189 28 values value NOUN iajs-3268 189 29 are be AUX iajs-3268 189 30 ๐‘0 ๐‘0 NOUN iajs-3268 189 31 = = SYM iajs-3268 189 32 2198 2198 NUM iajs-3268 189 33 , , PUNCT iajs-3268 189 34 ๐‘1 ๐‘1 NOUN iajs-3268 189 35 = = NOUN iajs-3268 190 1 3 3 X iajs-3268 190 2 . . PUNCT iajs-3268 190 3 since since SCONJ iajs-3268 190 4 ๐‘0 ๐‘0 NOUN iajs-3268 190 5 โ‰  โ‰  PROPN iajs-3268 190 6 0 0 NUM iajs-3268 190 7 , , PUNCT iajs-3268 190 8 then then ADV iajs-3268 190 9 ๐œ’14 ๐œ’14 PROPN iajs-3268 190 10 ๐‘9 ๐‘9 NOUN iajs-3268 190 11 is be AUX iajs-3268 190 12 incomplete incomplete ADJ iajs-3268 190 13 . . PUNCT iajs-3268 191 1 the the DET iajs-3268 191 2 ( ( PUNCT iajs-3268 191 3 179,11)-cap 179,11)-cap NUM iajs-3268 191 4 will will AUX iajs-3268 191 5 be be AUX iajs-3268 191 6 complete complete ADJ iajs-3268 191 7 when when SCONJ iajs-3268 191 8 you you PRON iajs-3268 191 9 add add VERB iajs-3268 191 10 1200 1200 NUM iajs-3268 191 11 points point NOUN iajs-3268 191 12 to to ADP iajs-3268 191 13 it it PRON iajs-3268 191 14 . . PUNCT iajs-3268 192 1 let let VERB iajs-3268 192 2 ๐‘10 ๐‘10 NOUN iajs-3268 192 3 = = SYM iajs-3268 192 4 { { PUNCT iajs-3268 192 5 3 3 NUM iajs-3268 192 6 , , PUNCT iajs-3268 192 7 176 176 NUM iajs-3268 192 8 , , PUNCT iajs-3268 192 9 249 249 NUM iajs-3268 192 10 , , PUNCT iajs-3268 192 11 488 488 NUM iajs-3268 192 12 , , PUNCT iajs-3268 192 13 602 602 NUM iajs-3268 192 14 , , PUNCT iajs-3268 192 15 638 638 NUM iajs-3268 192 16 , , PUNCT iajs-3268 192 17 1006 1006 NUM iajs-3268 192 18 , , PUNCT iajs-3268 192 19 1075 1075 NUM iajs-3268 192 20 , , PUNCT iajs-3268 192 21 1232 1232 NUM iajs-3268 192 22 , , PUNCT iajs-3268 192 23 1251 1251 NUM iajs-3268 192 24 } } PUNCT iajs-3268 192 25 , , PUNCT iajs-3268 192 26 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 192 27 ๐‘10 ๐‘10 NOUN iajs-3268 192 28 = = PUNCT iajs-3268 192 29 ๐œ’14 ๐œ’14 NOUN iajs-3268 192 30 โ‹ƒ โ‹ƒ NOUN iajs-3268 192 31 ๐‘10 ๐‘10 NOUN iajs-3268 192 32 . . PUNCT iajs-3268 193 1 the the DET iajs-3268 193 2 maximum maximum ADJ iajs-3268 193 3 number number NOUN iajs-3268 193 4 of of ADP iajs-3268 193 5 the the DET iajs-3268 193 6 intersection intersection NOUN iajs-3268 193 7 points point NOUN iajs-3268 193 8 between between ADP iajs-3268 193 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 193 10 ๐‘10 ๐‘10 NOUN iajs-3268 193 11 and and CCONJ iajs-3268 193 12 the the DET iajs-3268 193 13 lines line NOUN iajs-3268 193 14 of of ADP iajs-3268 193 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 193 16 ) ) PUNCT iajs-3268 193 17 are be AUX iajs-3268 193 18 twelve twelve NUM iajs-3268 193 19 , , PUNCT iajs-3268 193 20 so so ADV iajs-3268 193 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 193 22 ๐‘10 ๐‘10 NOUN iajs-3268 193 23 is be AUX iajs-3268 193 24 ( ( PUNCT iajs-3268 193 25 180,12)-cap 180,12)-cap NUM iajs-3268 193 26 and and CCONJ iajs-3268 193 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 193 28 values value NOUN iajs-3268 193 29 are be AUX iajs-3268 193 30 ๐‘0 ๐‘0 NOUN iajs-3268 193 31 = = SYM iajs-3268 193 32 2198 2198 NUM iajs-3268 193 33 , , PUNCT iajs-3268 193 34 ๐‘1 ๐‘1 NOUN iajs-3268 193 35 = = NOUN iajs-3268 193 36 2 2 X iajs-3268 193 37 . . PUNCT iajs-3268 193 38 since since SCONJ iajs-3268 193 39 ๐‘0 ๐‘0 NOUN iajs-3268 193 40 โ‰  โ‰  PROPN iajs-3268 193 41 0 0 NUM iajs-3268 193 42 , , PUNCT iajs-3268 193 43 then then ADV iajs-3268 193 44 ๐œ’14 ๐œ’14 NOUN iajs-3268 193 45 ๐‘10 ๐‘10 NOUN iajs-3268 193 46 is be AUX iajs-3268 193 47 incomplete incomplete ADJ iajs-3268 193 48 . . PUNCT iajs-3268 194 1 the the DET iajs-3268 194 2 ( ( PUNCT iajs-3268 194 3 180,12)-cap 180,12)-cap NUM iajs-3268 194 4 will will AUX iajs-3268 194 5 be be AUX iajs-3268 194 6 complete complete ADJ iajs-3268 194 7 when when SCONJ iajs-3268 194 8 you you PRON iajs-3268 194 9 add add VERB iajs-3268 194 10 1325 1325 NUM iajs-3268 194 11 points point NOUN iajs-3268 194 12 to to ADP iajs-3268 194 13 it it PRON iajs-3268 194 14 . . PUNCT iajs-3268 195 1 let let VERB iajs-3268 195 2 ๐‘11 ๐‘11 NOUN iajs-3268 195 3 = = SYM iajs-3268 195 4 { { PUNCT iajs-3268 195 5 3 3 NUM iajs-3268 195 6 , , PUNCT iajs-3268 195 7 176 176 NUM iajs-3268 195 8 , , PUNCT iajs-3268 195 9 249 249 NUM iajs-3268 195 10 , , PUNCT iajs-3268 195 11 488 488 NUM iajs-3268 195 12 , , PUNCT iajs-3268 195 13 602 602 NUM iajs-3268 195 14 , , PUNCT iajs-3268 195 15 638 638 NUM iajs-3268 195 16 , , PUNCT iajs-3268 195 17 1006 1006 NUM iajs-3268 195 18 , , PUNCT iajs-3268 195 19 1075 1075 NUM iajs-3268 195 20 , , PUNCT iajs-3268 195 21 1232 1232 NUM iajs-3268 195 22 , , PUNCT iajs-3268 195 23 1251 1251 NUM iajs-3268 195 24 , , PUNCT iajs-3268 195 25 1433 1433 NUM iajs-3268 195 26 } } PUNCT iajs-3268 195 27 , , PUNCT iajs-3268 195 28 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 195 29 ๐‘11 ๐‘11 NOUN iajs-3268 195 30 = = SYM iajs-3268 195 31 ๐œ’14โ‹ƒ๐‘11 ๐œ’14โ‹ƒ๐‘11 PROPN iajs-3268 195 32 . . PUNCT iajs-3268 196 1 the the DET iajs-3268 196 2 maximum maximum ADJ iajs-3268 196 3 number number NOUN iajs-3268 196 4 of of ADP iajs-3268 196 5 the the DET iajs-3268 196 6 intersection intersection NOUN iajs-3268 196 7 points point NOUN iajs-3268 196 8 between between ADP iajs-3268 196 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 196 10 ๐‘11 ๐‘11 NOUN iajs-3268 196 11 and and CCONJ iajs-3268 196 12 the the DET iajs-3268 196 13 lines line NOUN iajs-3268 196 14 of of ADP iajs-3268 196 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 196 16 ) ) PUNCT iajs-3268 196 17 are be AUX iajs-3268 196 18 thirteen thirteen NUM iajs-3268 196 19 , , PUNCT iajs-3268 196 20 so so ADV iajs-3268 196 21 ๐œ’14 ๐œ’14 ADJ iajs-3268 196 22 ๐‘11 ๐‘11 NOUN iajs-3268 196 23 is be AUX iajs-3268 196 24 ( ( PUNCT iajs-3268 196 25 181,13)-cap 181,13)-cap NUM iajs-3268 196 26 and and CCONJ iajs-3268 196 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 196 28 values value NOUN iajs-3268 196 29 are be AUX iajs-3268 196 30 ๐‘0 ๐‘0 NOUN iajs-3268 196 31 = = SYM iajs-3268 196 32 2198 2198 NUM iajs-3268 196 33 , , PUNCT iajs-3268 196 34 ๐‘1 ๐‘1 NOUN iajs-3268 196 35 = = NOUN iajs-3268 197 1 1 1 X iajs-3268 197 2 . . PUNCT iajs-3268 197 3 since since SCONJ iajs-3268 197 4 ๐‘0 ๐‘0 NOUN iajs-3268 197 5 โ‰  โ‰  PROPN iajs-3268 197 6 0 0 NUM iajs-3268 197 7 , , PUNCT iajs-3268 197 8 then then ADV iajs-3268 197 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 197 10 ๐‘11 ๐‘11 NOUN iajs-3268 197 11 is be AUX iajs-3268 197 12 incomplete incomplete ADJ iajs-3268 197 13 . . PUNCT iajs-3268 198 1 the the DET iajs-3268 198 2 ( ( PUNCT iajs-3268 198 3 181,13)-cap 181,13)-cap NUM iajs-3268 198 4 will will AUX iajs-3268 198 5 be be AUX iajs-3268 198 6 complete complete ADJ iajs-3268 198 7 when when SCONJ iajs-3268 198 8 you you PRON iajs-3268 198 9 add add VERB iajs-3268 198 10 1516 1516 NUM iajs-3268 198 11 points point NOUN iajs-3268 198 12 to to ADP iajs-3268 198 13 it it PRON iajs-3268 198 14 . . PUNCT iajs-3268 199 1 let let VERB iajs-3268 199 2 ๐‘12 ๐‘12 PROPN iajs-3268 199 3 = = X iajs-3268 199 4 { { PUNCT iajs-3268 199 5 3 3 NUM iajs-3268 199 6 , , PUNCT iajs-3268 199 7 176 176 NUM iajs-3268 199 8 , , PUNCT iajs-3268 199 9 249 249 NUM iajs-3268 199 10 , , PUNCT iajs-3268 199 11 488 488 NUM iajs-3268 199 12 , , PUNCT iajs-3268 199 13 602 602 NUM iajs-3268 199 14 , , PUNCT iajs-3268 199 15 638 638 NUM iajs-3268 199 16 , , PUNCT iajs-3268 199 17 1006 1006 NUM iajs-3268 199 18 , , PUNCT iajs-3268 199 19 1075 1075 NUM iajs-3268 199 20 , , PUNCT iajs-3268 199 21 1232 1232 NUM iajs-3268 199 22 , , PUNCT iajs-3268 199 23 1251 1251 NUM iajs-3268 199 24 , , PUNCT iajs-3268 199 25 1433 1433 NUM iajs-3268 199 26 , , PUNCT iajs-3268 199 27 2341 2341 NUM iajs-3268 199 28 } } PUNCT iajs-3268 199 29 . . PUNCT iajs-3268 200 1 put put VERB iajs-3268 200 2 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 200 3 ๐‘12= ๐‘12= PROPN iajs-3268 200 4 ๐œ’14โ‹ƒ๐‘12 ๐œ’14โ‹ƒ๐‘12 PROPN iajs-3268 200 5 . . PUNCT iajs-3268 201 1 the the DET iajs-3268 201 2 maximum maximum ADJ iajs-3268 201 3 number number NOUN iajs-3268 201 4 of of ADP iajs-3268 201 5 the the DET iajs-3268 201 6 intersection intersection NOUN iajs-3268 201 7 points point NOUN iajs-3268 201 8 between between ADP iajs-3268 201 9 ๐œ’14 ๐œ’14 NOUN iajs-3268 201 10 ๐‘12 ๐‘12 NOUN iajs-3268 201 11 and and CCONJ iajs-3268 201 12 the the DET iajs-3268 201 13 lines line NOUN iajs-3268 201 14 of of ADP iajs-3268 201 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 201 16 ) ) PUNCT iajs-3268 201 17 are be AUX iajs-3268 201 18 fourteen fourteen NUM iajs-3268 201 19 , , PUNCT iajs-3268 201 20 so so ADV iajs-3268 201 21 ๐œ’14 ๐œ’14 PROPN iajs-3268 201 22 ๐‘12 ๐‘12 PROPN iajs-3268 201 23 is be AUX iajs-3268 201 24 ( ( PUNCT iajs-3268 201 25 182,14)-cap 182,14)-cap NUM iajs-3268 201 26 and and CCONJ iajs-3268 201 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 201 28 values value NOUN iajs-3268 201 29 are be AUX iajs-3268 201 30 ๐‘0 ๐‘0 NOUN iajs-3268 201 31 = = SYM iajs-3268 201 32 2198 2198 NUM iajs-3268 201 33 . . PUNCT iajs-3268 202 1 since since SCONJ iajs-3268 202 2 ๐‘0 ๐‘0 NOUN iajs-3268 202 3 โ‰ 0 โ‰ 0 NOUN iajs-3268 202 4 , , PUNCT iajs-3268 202 5 then then ADV iajs-3268 202 6 ๐œ’14 ๐œ’14 PROPN iajs-3268 202 7 ๐‘12 ๐‘12 PROPN iajs-3268 202 8 is be AUX iajs-3268 202 9 incomplete incomplete ADJ iajs-3268 202 10 . . PUNCT iajs-3268 203 1 the the DET iajs-3268 203 2 ( ( PUNCT iajs-3268 203 3 182,14)-cap 182,14)-cap NUM iajs-3268 203 4 will will AUX iajs-3268 203 5 be be AUX iajs-3268 203 6 complete complete ADJ iajs-3268 203 7 when when SCONJ iajs-3268 203 8 you you PRON iajs-3268 203 9 add add VERB iajs-3268 203 10 2198 2198 NUM iajs-3268 203 11 points point NOUN iajs-3268 203 12 to to ADP iajs-3268 203 13 it it PRON iajs-3268 203 14 . . PUNCT iajs-3268 204 1 4 4 X iajs-3268 204 2 . . X iajs-3268 204 3 the the DET iajs-3268 204 4 line line NOUN iajs-3268 204 5 ๐ˆ(๐œ11 ๐ˆ(๐œ11 PROPN iajs-3268 204 6 , , PUNCT iajs-3268 204 7 1,0,0,0,0 1,0,0,0,0 NUM iajs-3268 204 8 ) ) PUNCT iajs-3268 204 9 meets meet VERB iajs-3268 204 10 the the DET iajs-3268 204 11 cap cap NOUN iajs-3268 204 12 ๐œ’20 ๐œ’20 NOUN iajs-3268 204 13 in in ADP iajs-3268 204 14 7 7 NUM iajs-3268 204 15 points point NOUN iajs-3268 204 16 , , PUNCT iajs-3268 204 17 so so SCONJ iajs-3268 204 18 we we PRON iajs-3268 204 19 have have VERB iajs-3268 204 20 seven seven NUM iajs-3268 204 21 extension extension NOUN iajs-3268 204 22 points point NOUN iajs-3268 204 23 that that PRON iajs-3268 204 24 can can AUX iajs-3268 204 25 be be AUX iajs-3268 204 26 added add VERB iajs-3268 204 27 to to ADP iajs-3268 204 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 204 29 , , PUNCT iajs-3268 204 30 as as ADP iajs-3268 204 31 in in ADP iajs-3268 204 32 the the DET iajs-3268 204 33 following follow VERB iajs-3268 204 34 orders order NOUN iajs-3268 204 35 : : PUNCT iajs-3268 204 36 171 171 NUM iajs-3268 204 37 , , PUNCT iajs-3268 204 38 511 511 NUM iajs-3268 204 39 , , PUNCT iajs-3268 204 40 851 851 NUM iajs-3268 204 41 , , PUNCT iajs-3268 204 42 1191 1191 NUM iajs-3268 204 43 , , PUNCT iajs-3268 204 44 1531 1531 NUM iajs-3268 204 45 , , PUNCT iajs-3268 204 46 1871 1871 NUM iajs-3268 204 47 , , PUNCT iajs-3268 204 48 2211 2211 NUM iajs-3268 204 49 . . PUNCT iajs-3268 205 1 let let VERB iajs-3268 205 2 ๐‘1 ๐‘1 NOUN iajs-3268 205 3 = = SYM iajs-3268 205 4 { { PUNCT iajs-3268 205 5 171 171 NUM iajs-3268 205 6 } } PUNCT iajs-3268 205 7 , , PUNCT iajs-3268 205 8 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 205 9 ๐‘1= ๐‘1= PROPN iajs-3268 205 10 ๐œ’20โ‹ƒ๐‘1 ๐œ’20โ‹ƒ๐‘1 VERB iajs-3268 205 11 . . PUNCT iajs-3268 206 1 the the DET iajs-3268 206 2 maximum maximum ADJ iajs-3268 206 3 number number NOUN iajs-3268 206 4 of of ADP iajs-3268 206 5 the the DET iajs-3268 206 6 intersection intersection NOUN iajs-3268 206 7 points point NOUN iajs-3268 206 8 between between ADP iajs-3268 206 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 206 10 ๐‘1 ๐‘1 NOUN iajs-3268 206 11 and and CCONJ iajs-3268 206 12 the the DET iajs-3268 206 13 lines line NOUN iajs-3268 206 14 of of ADP iajs-3268 206 15 ๐‘ƒ๐บ(3 ๐‘ƒ๐บ(3 PROPN iajs-3268 206 16 13 13 NUM iajs-3268 206 17 ) ) PUNCT iajs-3268 206 18 are be AUX iajs-3268 206 19 eight eight NUM iajs-3268 206 20 , , PUNCT iajs-3268 206 21 so so SCONJ iajs-3268 206 22 ๐œ’20 ๐œ’20 NOUN iajs-3268 206 23 ๐‘1 ๐‘1 NOUN iajs-3268 206 24 is be AUX iajs-3268 206 25 ( ( PUNCT iajs-3268 206 26 120,8)-cap 120,8)-cap NUM iajs-3268 206 27 and and CCONJ iajs-3268 206 28 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 206 29 values value NOUN iajs-3268 206 30 are be AUX iajs-3268 206 31 ๐‘0 ๐‘0 NOUN iajs-3268 206 32 = = SYM iajs-3268 206 33 2254 2254 NUM iajs-3268 206 34 , , PUNCT iajs-3268 206 35 ๐‘1 ๐‘1 NOUN iajs-3268 206 36 = = NOUN iajs-3268 206 37 6 6 X iajs-3268 206 38 . . PUNCT iajs-3268 206 39 since since SCONJ iajs-3268 206 40 ๐‘0 ๐‘0 NOUN iajs-3268 206 41 โ‰  โ‰  PROPN iajs-3268 206 42 0 0 NUM iajs-3268 206 43 , , PUNCT iajs-3268 206 44 then then ADV iajs-3268 206 45 ๐œ’20 ๐œ’20 NOUN iajs-3268 206 46 ๐‘1 ๐‘1 NOUN iajs-3268 206 47 is be AUX iajs-3268 206 48 incomplete incomplete ADJ iajs-3268 206 49 . . PUNCT iajs-3268 207 1 the the DET iajs-3268 207 2 ( ( PUNCT iajs-3268 207 3 120,8)-cap 120,8)-cap NUM iajs-3268 207 4 will will AUX iajs-3268 207 5 be be AUX iajs-3268 207 6 complete complete ADJ iajs-3268 207 7 when when SCONJ iajs-3268 207 8 you you PRON iajs-3268 207 9 add add VERB iajs-3268 207 10 658 658 NUM iajs-3268 207 11 points point NOUN iajs-3268 207 12 to to ADP iajs-3268 207 13 it it PRON iajs-3268 207 14 . . PUNCT iajs-3268 208 1 let let VERB iajs-3268 208 2 ๐‘2 ๐‘2 NOUN iajs-3268 208 3 = = SYM iajs-3268 208 4 { { PUNCT iajs-3268 208 5 171 171 NUM iajs-3268 208 6 , , PUNCT iajs-3268 208 7 511 511 NUM iajs-3268 208 8 } } PUNCT iajs-3268 208 9 , , PUNCT iajs-3268 208 10 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 208 11 ๐‘2= ๐‘2= PROPN iajs-3268 208 12 ๐œ’20โ‹ƒ๐‘2 ๐œ’20โ‹ƒ๐‘2 NUM iajs-3268 208 13 . . PUNCT iajs-3268 209 1 the the DET iajs-3268 209 2 maximum maximum ADJ iajs-3268 209 3 number number NOUN iajs-3268 209 4 of of ADP iajs-3268 209 5 the the DET iajs-3268 209 6 intersection intersection NOUN iajs-3268 209 7 points point NOUN iajs-3268 209 8 between between ADP iajs-3268 209 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 209 10 ๐‘2 ๐‘2 NOUN iajs-3268 209 11 and and CCONJ iajs-3268 209 12 the the DET iajs-3268 209 13 lines line NOUN iajs-3268 209 14 of of ADP iajs-3268 209 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 209 16 ) ) PUNCT iajs-3268 209 17 are be AUX iajs-3268 209 18 nine nine NUM iajs-3268 209 19 , , PUNCT iajs-3268 209 20 so so SCONJ iajs-3268 209 21 ๐œ’20 ๐œ’20 NOUN iajs-3268 209 22 ๐‘2 ๐‘2 NOUN iajs-3268 209 23 is be AUX iajs-3268 209 24 ( ( PUNCT iajs-3268 209 25 121,9)-cap 121,9)-cap NUM iajs-3268 209 26 and and CCONJ iajs-3268 209 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 209 28 values value NOUN iajs-3268 209 29 are be AUX iajs-3268 209 30 ๐‘0 ๐‘0 NOUN iajs-3268 209 31 = = SYM iajs-3268 209 32 2254 2254 NUM iajs-3268 209 33 , , PUNCT iajs-3268 209 34 ๐‘1 ๐‘1 NOUN iajs-3268 209 35 = = NOUN iajs-3268 209 36 5 5 X iajs-3268 209 37 . . PUNCT iajs-3268 209 38 since since SCONJ iajs-3268 209 39 ๐‘0 ๐‘0 NOUN iajs-3268 209 40 โ‰  โ‰  PROPN iajs-3268 209 41 0 0 NUM iajs-3268 209 42 , , PUNCT iajs-3268 209 43 then then ADV iajs-3268 209 44 ๐œ’20 ๐œ’20 NOUN iajs-3268 209 45 ๐‘2 ๐‘2 NOUN iajs-3268 209 46 is be AUX iajs-3268 209 47 incomplete incomplete ADJ iajs-3268 209 48 . . PUNCT iajs-3268 210 1 the the DET iajs-3268 210 2 ( ( PUNCT iajs-3268 210 3 121,9)-cap 121,9)-cap NUM iajs-3268 210 4 will will AUX iajs-3268 210 5 be be AUX iajs-3268 210 6 complete complete ADJ iajs-3268 210 7 when when SCONJ iajs-3268 210 8 you you PRON iajs-3268 210 9 add add VERB iajs-3268 210 10 827 827 NUM iajs-3268 210 11 points point NOUN iajs-3268 210 12 to to ADP iajs-3268 210 13 it it PRON iajs-3268 210 14 . . PUNCT iajs-3268 211 1 let let VERB iajs-3268 211 2 ๐‘3 ๐‘3 ADV iajs-3268 211 3 = = PUNCT iajs-3268 211 4 { { PUNCT iajs-3268 211 5 171 171 NUM iajs-3268 211 6 , , PUNCT iajs-3268 211 7 511 511 NUM iajs-3268 211 8 , , PUNCT iajs-3268 211 9 851 851 NUM iajs-3268 211 10 } } PUNCT iajs-3268 211 11 , , PUNCT iajs-3268 211 12 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 211 13 ๐‘3 ๐‘3 NOUN iajs-3268 211 14 = = PROPN iajs-3268 211 15 ๐œ’20 ๐œ’20 NOUN iajs-3268 211 16 โ‹ƒ โ‹ƒ PROPN iajs-3268 211 17 ๐‘3 ๐‘3 NOUN iajs-3268 211 18 . . PUNCT iajs-3268 212 1 the the DET iajs-3268 212 2 maximum maximum ADJ iajs-3268 212 3 number number NOUN iajs-3268 212 4 of of ADP iajs-3268 212 5 the the DET iajs-3268 212 6 intersection intersection NOUN iajs-3268 212 7 points point NOUN iajs-3268 212 8 between between ADP iajs-3268 212 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 212 10 ๐‘3 ๐‘3 ADV iajs-3268 212 11 and and CCONJ iajs-3268 212 12 the the DET iajs-3268 212 13 lines line NOUN iajs-3268 212 14 of of ADP iajs-3268 212 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 212 16 ) ) PUNCT iajs-3268 212 17 are be AUX iajs-3268 212 18 ten ten NUM iajs-3268 212 19 , , PUNCT iajs-3268 212 20 so so SCONJ iajs-3268 212 21 ๐œ’20 ๐œ’20 NOUN iajs-3268 212 22 ๐‘3 ๐‘3 NOUN iajs-3268 212 23 is be AUX iajs-3268 212 24 ( ( PUNCT iajs-3268 212 25 122,10)-cap 122,10)-cap NUM iajs-3268 212 26 and and CCONJ iajs-3268 212 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 212 28 values value NOUN iajs-3268 212 29 are be AUX iajs-3268 212 30 ๐‘0 ๐‘0 NOUN iajs-3268 212 31 = = SYM iajs-3268 212 32 2254 2254 NUM iajs-3268 212 33 , , PUNCT iajs-3268 212 34 ๐‘1 ๐‘1 NOUN iajs-3268 212 35 = = NOUN iajs-3268 212 36 4 4 X iajs-3268 212 37 . . PUNCT iajs-3268 212 38 since since SCONJ iajs-3268 212 39 ๐‘0 ๐‘0 NOUN iajs-3268 212 40 โ‰  โ‰  PROPN iajs-3268 212 41 0 0 NUM iajs-3268 212 42 , , PUNCT iajs-3268 212 43 then then ADV iajs-3268 212 44 ๐œ’20 ๐œ’20 NOUN iajs-3268 212 45 ๐‘3 ๐‘3 NOUN iajs-3268 212 46 is be AUX iajs-3268 212 47 incomplete incomplete ADJ iajs-3268 212 48 . . PUNCT iajs-3268 213 1 the the DET iajs-3268 213 2 ( ( PUNCT iajs-3268 213 3 122,10)-cap 122,10)-cap NUM iajs-3268 213 4 will will AUX iajs-3268 213 5 be be AUX iajs-3268 213 6 complete complete ADJ iajs-3268 213 7 when when SCONJ iajs-3268 213 8 you you PRON iajs-3268 213 9 add add VERB iajs-3268 213 10 1033 1033 NUM iajs-3268 213 11 points point NOUN iajs-3268 213 12 to to ADP iajs-3268 213 13 it it PRON iajs-3268 213 14 . . PUNCT iajs-3268 214 1 let let VERB iajs-3268 214 2 ๐‘4 ๐‘4 NOUN iajs-3268 214 3 = = PUNCT iajs-3268 214 4 { { PUNCT iajs-3268 214 5 171 171 NUM iajs-3268 214 6 , , PUNCT iajs-3268 214 7 511 511 NUM iajs-3268 214 8 , , PUNCT iajs-3268 214 9 851 851 NUM iajs-3268 214 10 , , PUNCT iajs-3268 214 11 1191 1191 NUM iajs-3268 214 12 } } PUNCT iajs-3268 214 13 , , PUNCT iajs-3268 214 14 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 214 15 ๐‘4 ๐‘4 NOUN iajs-3268 214 16 = = NOUN iajs-3268 214 17 ๐œ’20โ‹ƒ๐‘4 ๐œ’20โ‹ƒ๐‘4 NOUN iajs-3268 214 18 . . PUNCT iajs-3268 215 1 the the DET iajs-3268 215 2 maximum maximum ADJ iajs-3268 215 3 number number NOUN iajs-3268 215 4 of of ADP iajs-3268 215 5 intersection intersection NOUN iajs-3268 215 6 points point NOUN iajs-3268 215 7 between between ADP iajs-3268 215 8 ๐œ’20 ๐œ’20 NOUN iajs-3268 215 9 ๐‘4 ๐‘4 NOUN iajs-3268 215 10 and and CCONJ iajs-3268 215 11 the the DET iajs-3268 215 12 lines line NOUN iajs-3268 215 13 of of ADP iajs-3268 215 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 215 15 ) ) PUNCT iajs-3268 215 16 are be AUX iajs-3268 215 17 eleven eleven NUM iajs-3268 215 18 , , PUNCT iajs-3268 215 19 so so SCONJ iajs-3268 215 20 ๐œ’20 ๐œ’20 NOUN iajs-3268 215 21 ๐‘4 ๐‘4 PROPN iajs-3268 215 22 is be AUX iajs-3268 215 23 ( ( PUNCT iajs-3268 215 24 123,11)-cap 123,11)-cap NUM iajs-3268 215 25 and and CCONJ iajs-3268 215 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 215 27 values value NOUN iajs-3268 215 28 are be AUX iajs-3268 215 29 ๐‘0 ๐‘0 NOUN iajs-3268 215 30 = = SYM iajs-3268 215 31 2254 2254 NUM iajs-3268 215 32 , , PUNCT iajs-3268 215 33 ๐‘1 ๐‘1 NOUN iajs-3268 215 34 = = NOUN iajs-3268 216 1 3 3 X iajs-3268 216 2 . . PUNCT iajs-3268 216 3 since since SCONJ iajs-3268 216 4 ๐‘0 ๐‘0 NOUN iajs-3268 216 5 โ‰  โ‰  PROPN iajs-3268 216 6 0 0 NUM iajs-3268 216 7 , , PUNCT iajs-3268 216 8 then then ADV iajs-3268 216 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 216 10 ๐‘4 ๐‘4 PROPN iajs-3268 216 11 is be AUX iajs-3268 216 12 incomplete incomplete ADJ iajs-3268 216 13 . . PUNCT iajs-3268 217 1 the the DET iajs-3268 217 2 ( ( PUNCT iajs-3268 217 3 123,11)-cap 123,11)-cap NUM iajs-3268 217 4 will will AUX iajs-3268 217 5 be be AUX iajs-3268 217 6 complete complete ADJ iajs-3268 217 7 when when SCONJ iajs-3268 217 8 you you PRON iajs-3268 217 9 add add VERB iajs-3268 217 10 1250 1250 NUM iajs-3268 217 11 points point NOUN iajs-3268 217 12 to to ADP iajs-3268 217 13 it it PRON iajs-3268 217 14 . . PUNCT iajs-3268 218 1 let let VERB iajs-3268 218 2 ๐‘5 ๐‘5 VERB iajs-3268 218 3 = = SYM iajs-3268 218 4 { { PUNCT iajs-3268 218 5 171 171 NUM iajs-3268 218 6 , , PUNCT iajs-3268 218 7 511 511 NUM iajs-3268 218 8 , , PUNCT iajs-3268 218 9 851 851 NUM iajs-3268 218 10 , , PUNCT iajs-3268 218 11 1191 1191 NUM iajs-3268 218 12 , , PUNCT iajs-3268 218 13 1531 1531 NUM iajs-3268 218 14 } } PUNCT iajs-3268 218 15 , , PUNCT iajs-3268 218 16 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 218 17 ๐‘5= ๐‘5= PROPN iajs-3268 218 18 ๐œ’20โ‹ƒ๐‘5 ๐œ’20โ‹ƒ๐‘5 NOUN iajs-3268 218 19 . . PUNCT iajs-3268 219 1 the the DET iajs-3268 219 2 maximum maximum ADJ iajs-3268 219 3 number number NOUN iajs-3268 219 4 of of ADP iajs-3268 219 5 the the DET iajs-3268 219 6 intersection intersection NOUN iajs-3268 219 7 points point NOUN iajs-3268 219 8 between between ADP iajs-3268 219 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 219 10 ๐‘5 ๐‘5 NOUN iajs-3268 219 11 and and CCONJ iajs-3268 219 12 the the DET iajs-3268 219 13 lines line NOUN iajs-3268 219 14 of of ADP iajs-3268 219 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 219 16 ) ) PUNCT iajs-3268 219 17 are be AUX iajs-3268 219 18 twelve twelve NUM iajs-3268 219 19 , , PUNCT iajs-3268 219 20 so so SCONJ iajs-3268 219 21 ๐œ’20 ๐œ’20 NOUN iajs-3268 219 22 ๐‘5 ๐‘5 NOUN iajs-3268 219 23 is be AUX iajs-3268 219 24 ( ( PUNCT iajs-3268 219 25 124,12)-cap 124,12)-cap NUM iajs-3268 219 26 ihjpas ihjpa NOUN iajs-3268 219 27 . . PUNCT iajs-3268 220 1 2024 2024 NUM iajs-3268 220 2 , , PUNCT iajs-3268 220 3 37 37 NUM iajs-3268 220 4 ( ( PUNCT iajs-3268 220 5 3 3 NUM iajs-3268 220 6 ) ) PUNCT iajs-3268 220 7 402 402 NUM iajs-3268 220 8 and and CCONJ iajs-3268 220 9 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 220 10 values value NOUN iajs-3268 220 11 are be AUX iajs-3268 220 12 ๐‘0 ๐‘0 NOUN iajs-3268 220 13 = = SYM iajs-3268 220 14 2254 2254 NUM iajs-3268 220 15 , , PUNCT iajs-3268 220 16 ๐‘1 ๐‘1 NOUN iajs-3268 220 17 = = NOUN iajs-3268 220 18 2 2 X iajs-3268 220 19 . . PUNCT iajs-3268 220 20 since since SCONJ iajs-3268 220 21 ๐‘0 ๐‘0 NOUN iajs-3268 220 22 โ‰  โ‰  PROPN iajs-3268 220 23 0 0 NUM iajs-3268 220 24 , , PUNCT iajs-3268 220 25 then then ADV iajs-3268 220 26 ๐œ’20 ๐œ’20 NOUN iajs-3268 220 27 ๐‘5 ๐‘5 NOUN iajs-3268 220 28 is be AUX iajs-3268 220 29 incomplete incomplete ADJ iajs-3268 220 30 . . PUNCT iajs-3268 221 1 the the DET iajs-3268 221 2 ( ( PUNCT iajs-3268 221 3 124,12)cap 124,12)cap NOUN iajs-3268 221 4 will will AUX iajs-3268 221 5 be be AUX iajs-3268 221 6 complete complete ADJ iajs-3268 221 7 when when SCONJ iajs-3268 221 8 you you PRON iajs-3268 221 9 add add VERB iajs-3268 221 10 1383 1383 NUM iajs-3268 221 11 points point NOUN iajs-3268 221 12 to to ADP iajs-3268 221 13 it it PRON iajs-3268 221 14 . . PUNCT iajs-3268 222 1 let let VERB iajs-3268 222 2 ๐‘6 ๐‘6 NOUN iajs-3268 222 3 = = VERB iajs-3268 222 4 { { PUNCT iajs-3268 222 5 171 171 NUM iajs-3268 222 6 , , PUNCT iajs-3268 222 7 511 511 NUM iajs-3268 222 8 , , PUNCT iajs-3268 222 9 851 851 NUM iajs-3268 222 10 , , PUNCT iajs-3268 222 11 1191 1191 NUM iajs-3268 222 12 , , PUNCT iajs-3268 222 13 1531 1531 NUM iajs-3268 222 14 , , PUNCT iajs-3268 222 15 1871 1871 NUM iajs-3268 222 16 } } PUNCT iajs-3268 222 17 , , PUNCT iajs-3268 222 18 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 222 19 ๐‘6= ๐‘6= PROPN iajs-3268 222 20 ๐œ’20โ‹ƒ๐‘6 ๐œ’20โ‹ƒ๐‘6 NUM iajs-3268 222 21 . . PUNCT iajs-3268 223 1 the the DET iajs-3268 223 2 maximum maximum ADJ iajs-3268 223 3 number number NOUN iajs-3268 223 4 of of ADP iajs-3268 223 5 the the DET iajs-3268 223 6 intersection intersection NOUN iajs-3268 223 7 points point NOUN iajs-3268 223 8 between between ADP iajs-3268 223 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 223 10 ๐‘6 ๐‘6 NOUN iajs-3268 223 11 and and CCONJ iajs-3268 223 12 the the DET iajs-3268 223 13 lines line NOUN iajs-3268 223 14 of of ADP iajs-3268 223 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 223 16 ) ) PUNCT iajs-3268 223 17 are be AUX iajs-3268 223 18 thirteen thirteen NUM iajs-3268 223 19 , , PUNCT iajs-3268 223 20 so so SCONJ iajs-3268 223 21 ๐œ’20 ๐œ’20 NOUN iajs-3268 223 22 ๐‘6 ๐‘6 NOUN iajs-3268 223 23 is be AUX iajs-3268 223 24 ( ( PUNCT iajs-3268 223 25 125,13)cap 125,13)cap NUM iajs-3268 223 26 and and CCONJ iajs-3268 223 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 223 28 values value NOUN iajs-3268 223 29 are be AUX iajs-3268 223 30 ๐‘0 ๐‘0 NOUN iajs-3268 223 31 = = SYM iajs-3268 223 32 2254 2254 NUM iajs-3268 223 33 , , PUNCT iajs-3268 223 34 ๐‘1 ๐‘1 NOUN iajs-3268 223 35 = = NOUN iajs-3268 224 1 1 1 X iajs-3268 224 2 . . PUNCT iajs-3268 224 3 since since SCONJ iajs-3268 224 4 ๐‘0 ๐‘0 NOUN iajs-3268 224 5 โ‰  โ‰  PROPN iajs-3268 224 6 0 0 NUM iajs-3268 224 7 , , PUNCT iajs-3268 224 8 then then ADV iajs-3268 224 9 ๐œ’20 ๐œ’20 NOUN iajs-3268 224 10 ๐‘6 ๐‘6 NOUN iajs-3268 224 11 is be AUX iajs-3268 224 12 incomplete incomplete ADJ iajs-3268 224 13 . . PUNCT iajs-3268 225 1 the the DET iajs-3268 225 2 ( ( PUNCT iajs-3268 225 3 125,13)-cap 125,13)-cap NUM iajs-3268 225 4 will will AUX iajs-3268 225 5 be be AUX iajs-3268 225 6 complete complete ADJ iajs-3268 225 7 when when SCONJ iajs-3268 225 8 you you PRON iajs-3268 225 9 add add VERB iajs-3268 225 10 1555 1555 NUM iajs-3268 225 11 points point NOUN iajs-3268 225 12 to to ADP iajs-3268 225 13 it it PRON iajs-3268 225 14 . . PUNCT iajs-3268 226 1 let let VERB iajs-3268 226 2 ๐‘7 ๐‘7 PROPN iajs-3268 226 3 = = PUNCT iajs-3268 226 4 { { PUNCT iajs-3268 226 5 171 171 NUM iajs-3268 226 6 , , PUNCT iajs-3268 226 7 511 511 NUM iajs-3268 226 8 , , PUNCT iajs-3268 226 9 851 851 NUM iajs-3268 226 10 , , PUNCT iajs-3268 226 11 1191,1531 1191,1531 NUM iajs-3268 226 12 , , PUNCT iajs-3268 226 13 1871 1871 NUM iajs-3268 226 14 , , PUNCT iajs-3268 226 15 2211 2211 NUM iajs-3268 226 16 } } PUNCT iajs-3268 226 17 , , PUNCT iajs-3268 226 18 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 226 19 ๐‘7= ๐‘7= PROPN iajs-3268 226 20 ๐œ’20โ‹ƒ ๐œ’20โ‹ƒ PROPN iajs-3268 226 21 ๐‘7 ๐‘7 PROPN iajs-3268 226 22 . . PUNCT iajs-3268 227 1 the the DET iajs-3268 227 2 maximum maximum ADJ iajs-3268 227 3 number number NOUN iajs-3268 227 4 of of ADP iajs-3268 227 5 the the DET iajs-3268 227 6 intersection intersection NOUN iajs-3268 227 7 points point NOUN iajs-3268 227 8 between between ADP iajs-3268 227 9 ๐œ’20 ๐œ’20 PROPN iajs-3268 227 10 ๐‘7 ๐‘7 PROPN iajs-3268 227 11 and and CCONJ iajs-3268 227 12 the the DET iajs-3268 227 13 lines line NOUN iajs-3268 227 14 of of ADP iajs-3268 227 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 227 16 ) ) PUNCT iajs-3268 227 17 are be AUX iajs-3268 227 18 fourteen fourteen NUM iajs-3268 227 19 , , PUNCT iajs-3268 227 20 so so SCONJ iajs-3268 227 21 ๐œ’20 ๐œ’20 PROPN iajs-3268 227 22 ๐‘7 ๐‘7 PROPN iajs-3268 227 23 is be AUX iajs-3268 227 24 ( ( PUNCT iajs-3268 227 25 126,14)-cap 126,14)-cap NUM iajs-3268 227 26 and and CCONJ iajs-3268 227 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 227 28 values value NOUN iajs-3268 227 29 are be AUX iajs-3268 227 30 ๐‘0 ๐‘0 NOUN iajs-3268 227 31 = = SYM iajs-3268 227 32 2254 2254 NUM iajs-3268 227 33 . . PUNCT iajs-3268 228 1 since since SCONJ iajs-3268 228 2 ๐‘0 ๐‘0 NOUN iajs-3268 228 3 โ‰  โ‰  PROPN iajs-3268 228 4 0 0 NUM iajs-3268 228 5 , , PUNCT iajs-3268 228 6 then then ADV iajs-3268 228 7 ๐œ’20 ๐œ’20 PROPN iajs-3268 228 8 ๐‘7 ๐‘7 PROPN iajs-3268 228 9 is be AUX iajs-3268 228 10 incomplete incomplete ADJ iajs-3268 228 11 . . PUNCT iajs-3268 229 1 the the DET iajs-3268 229 2 ( ( PUNCT iajs-3268 229 3 126,14)-cap 126,14)-cap NUM iajs-3268 229 4 will will AUX iajs-3268 229 5 be be AUX iajs-3268 229 6 complete complete ADJ iajs-3268 229 7 when when SCONJ iajs-3268 229 8 you you PRON iajs-3268 229 9 add add VERB iajs-3268 229 10 2254 2254 NUM iajs-3268 229 11 points point NOUN iajs-3268 229 12 to to ADP iajs-3268 229 13 it it PRON iajs-3268 229 14 . . PUNCT iajs-3268 230 1 5 5 X iajs-3268 230 2 . . X iajs-3268 230 3 the the DET iajs-3268 230 4 line line NOUN iajs-3268 230 5 ๐ˆ(0,0,1,0,0,0 ๐ˆ(0,0,1,0,0,0 NOUN iajs-3268 230 6 ) ) PUNCT iajs-3268 230 7 meets meet VERB iajs-3268 230 8 the the DET iajs-3268 230 9 cap cap NOUN iajs-3268 230 10 ๐œ’28 ๐œ’28 VERB iajs-3268 230 11 in in ADP iajs-3268 230 12 2 2 NUM iajs-3268 230 13 points point NOUN iajs-3268 230 14 , , PUNCT iajs-3268 230 15 so so SCONJ iajs-3268 230 16 we we PRON iajs-3268 230 17 have have VERB iajs-3268 230 18 twelve twelve NUM iajs-3268 230 19 extension extension NOUN iajs-3268 230 20 points point NOUN iajs-3268 230 21 that that PRON iajs-3268 230 22 can can AUX iajs-3268 230 23 be be AUX iajs-3268 230 24 added add VERB iajs-3268 230 25 to to ADP iajs-3268 230 26 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 230 27 , , PUNCT iajs-3268 230 28 as as ADP iajs-3268 230 29 in in ADP iajs-3268 230 30 the the DET iajs-3268 230 31 following follow VERB iajs-3268 230 32 order order NOUN iajs-3268 230 33 : : PUNCT iajs-3268 230 34 4,144,358,470,593,754,755,923,1213,2105,2165 4,144,358,470,593,754,755,923,1213,2105,2165 NUM iajs-3268 230 35 , , PUNCT iajs-3268 230 36 2369 2369 NUM iajs-3268 230 37 . . PUNCT iajs-3268 231 1 let let VERB iajs-3268 231 2 ๐‘1 ๐‘1 NOUN iajs-3268 231 3 = = SYM iajs-3268 231 4 { { PUNCT iajs-3268 231 5 4 4 NUM iajs-3268 231 6 } } PUNCT iajs-3268 231 7 , , PUNCT iajs-3268 231 8 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 231 9 ๐‘1= ๐‘1= PROPN iajs-3268 231 10 ๐œ’28โ‹ƒ๐‘1 ๐œ’28โ‹ƒ๐‘1 PROPN iajs-3268 231 11 . . PUNCT iajs-3268 232 1 the the DET iajs-3268 232 2 maximum maximum ADJ iajs-3268 232 3 number number NOUN iajs-3268 232 4 of of ADP iajs-3268 232 5 the the DET iajs-3268 232 6 intersection intersection NOUN iajs-3268 232 7 points point NOUN iajs-3268 232 8 between between ADP iajs-3268 232 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 232 10 ๐‘1 ๐‘1 NOUN iajs-3268 232 11 and and CCONJ iajs-3268 232 12 the the DET iajs-3268 232 13 lines line NOUN iajs-3268 232 14 of of ADP iajs-3268 232 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 232 16 ) ) PUNCT iajs-3268 232 17 are be AUX iajs-3268 232 18 three three NUM iajs-3268 232 19 so so ADV iajs-3268 232 20 ๐œ’28 ๐œ’28 ADJ iajs-3268 232 21 ๐‘1 ๐‘1 NOUN iajs-3268 232 22 is be AUX iajs-3268 232 23 ( ( PUNCT iajs-3268 232 24 86,3)-cap 86,3)-cap NOUN iajs-3268 232 25 and and CCONJ iajs-3268 232 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 232 27 values value NOUN iajs-3268 232 28 are be AUX iajs-3268 232 29 ๐‘0 ๐‘0 NOUN iajs-3268 232 30 = = SYM iajs-3268 232 31 2096 2096 NUM iajs-3268 232 32 , , PUNCT iajs-3268 232 33 ๐‘1 ๐‘1 NOUN iajs-3268 232 34 = = NOUN iajs-3268 232 35 198 198 NUM iajs-3268 232 36 . . PUNCT iajs-3268 233 1 since since SCONJ iajs-3268 233 2 ๐‘0 ๐‘0 NOUN iajs-3268 233 3 โ‰  โ‰  PROPN iajs-3268 233 4 0 0 NUM iajs-3268 233 5 , , PUNCT iajs-3268 233 6 then then ADV iajs-3268 233 7 ๐œ’28 ๐œ’28 PROPN iajs-3268 233 8 ๐‘1 ๐‘1 NOUN iajs-3268 233 9 is be AUX iajs-3268 233 10 incomplete incomplete ADJ iajs-3268 233 11 . . PUNCT iajs-3268 234 1 the the DET iajs-3268 234 2 ( ( PUNCT iajs-3268 234 3 86,3)-cap 86,3)-cap PROPN iajs-3268 234 4 will will AUX iajs-3268 234 5 be be AUX iajs-3268 234 6 complete complete ADJ iajs-3268 234 7 when when SCONJ iajs-3268 234 8 you you PRON iajs-3268 234 9 add add VERB iajs-3268 234 10 74 74 NUM iajs-3268 234 11 points point NOUN iajs-3268 234 12 to to ADP iajs-3268 234 13 it it PRON iajs-3268 234 14 . . PUNCT iajs-3268 235 1 let let VERB iajs-3268 235 2 ๐‘2 ๐‘2 NOUN iajs-3268 235 3 = = SYM iajs-3268 235 4 { { PUNCT iajs-3268 235 5 4 4 NUM iajs-3268 235 6 , , PUNCT iajs-3268 235 7 144 144 NUM iajs-3268 235 8 } } PUNCT iajs-3268 235 9 , , PUNCT iajs-3268 235 10 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 235 11 ๐‘2 ๐‘2 NOUN iajs-3268 235 12 = = SYM iajs-3268 235 13 ๐œ’28โ‹ƒ๐‘2 ๐œ’28โ‹ƒ๐‘2 NOUN iajs-3268 235 14 . . PUNCT iajs-3268 236 1 the the DET iajs-3268 236 2 maximum maximum ADJ iajs-3268 236 3 number number NOUN iajs-3268 236 4 of of ADP iajs-3268 236 5 the the DET iajs-3268 236 6 intersection intersection NOUN iajs-3268 236 7 points point NOUN iajs-3268 236 8 between between ADP iajs-3268 236 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 236 10 ๐‘2 ๐‘2 NOUN iajs-3268 236 11 and and CCONJ iajs-3268 236 12 the the DET iajs-3268 236 13 lines line NOUN iajs-3268 236 14 of of ADP iajs-3268 236 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 236 16 ) ) PUNCT iajs-3268 236 17 are be AUX iajs-3268 236 18 four four NUM iajs-3268 236 19 so so ADV iajs-3268 236 20 ๐œ’28 ๐œ’28 ADJ iajs-3268 236 21 ๐‘2 ๐‘2 NOUN iajs-3268 236 22 is be AUX iajs-3268 236 23 ( ( PUNCT iajs-3268 236 24 87,4)-cap 87,4)-cap NUM iajs-3268 236 25 and and CCONJ iajs-3268 236 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 236 27 values value NOUN iajs-3268 236 28 are be AUX iajs-3268 236 29 ๐‘0 ๐‘0 NOUN iajs-3268 236 30 = = NOUN iajs-3268 236 31 2283 2283 NUM iajs-3268 236 32 , , PUNCT iajs-3268 236 33 ๐‘1 ๐‘1 NOUN iajs-3268 236 34 = = NOUN iajs-3268 236 35 10 10 NUM iajs-3268 236 36 . . PUNCT iajs-3268 237 1 since since SCONJ iajs-3268 237 2 ๐‘0 ๐‘0 NOUN iajs-3268 237 3 โ‰  โ‰  PROPN iajs-3268 237 4 0 0 NUM iajs-3268 237 5 , , PUNCT iajs-3268 237 6 then then ADV iajs-3268 237 7 ๐œ’28 ๐œ’28 PROPN iajs-3268 237 8 ๐‘2 ๐‘2 NOUN iajs-3268 237 9 is be AUX iajs-3268 237 10 incomplete incomplete ADJ iajs-3268 237 11 . . PUNCT iajs-3268 238 1 the the DET iajs-3268 238 2 ( ( PUNCT iajs-3268 238 3 87,4)-cap 87,4)-cap NUM iajs-3268 238 4 will will AUX iajs-3268 238 5 be be AUX iajs-3268 238 6 complete complete ADJ iajs-3268 238 7 when when SCONJ iajs-3268 238 8 you you PRON iajs-3268 238 9 add add VERB iajs-3268 238 10 176 176 NUM iajs-3268 238 11 points point NOUN iajs-3268 238 12 to to ADP iajs-3268 238 13 it it PRON iajs-3268 238 14 . . PUNCT iajs-3268 239 1 let let VERB iajs-3268 239 2 ๐‘3 ๐‘3 ADV iajs-3268 239 3 = = PUNCT iajs-3268 239 4 { { PUNCT iajs-3268 239 5 4 4 NUM iajs-3268 239 6 , , PUNCT iajs-3268 239 7 144 144 NUM iajs-3268 239 8 , , PUNCT iajs-3268 239 9 358 358 NUM iajs-3268 239 10 } } PUNCT iajs-3268 239 11 , , PUNCT iajs-3268 239 12 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 239 13 ๐‘3= ๐‘3= ADP iajs-3268 239 14 ๐œ’28โ‹ƒ๐‘3 ๐œ’28โ‹ƒ๐‘3 NOUN iajs-3268 239 15 . . PUNCT iajs-3268 240 1 the the DET iajs-3268 240 2 maximum maximum ADJ iajs-3268 240 3 number number NOUN iajs-3268 240 4 of of ADP iajs-3268 240 5 the the DET iajs-3268 240 6 intersection intersection NOUN iajs-3268 240 7 points point NOUN iajs-3268 240 8 between between ADP iajs-3268 240 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 240 10 ๐‘3 ๐‘3 ADV iajs-3268 240 11 and and CCONJ iajs-3268 240 12 the the DET iajs-3268 240 13 lines line NOUN iajs-3268 240 14 of of ADP iajs-3268 240 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 240 16 ) ) PUNCT iajs-3268 240 17 are be AUX iajs-3268 240 18 five five NUM iajs-3268 240 19 , , PUNCT iajs-3268 240 20 so so ADV iajs-3268 240 21 ๐œ’28 ๐œ’28 VERB iajs-3268 240 22 ๐‘3 ๐‘3 NOUN iajs-3268 240 23 is be AUX iajs-3268 240 24 ( ( PUNCT iajs-3268 240 25 88,5)-cap 88,5)-cap NUM iajs-3268 240 26 and and CCONJ iajs-3268 240 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 240 28 values value NOUN iajs-3268 240 29 are be AUX iajs-3268 240 30 ๐‘0 ๐‘0 NOUN iajs-3268 240 31 = = SYM iajs-3268 240 32 2283 2283 NUM iajs-3268 240 33 , , PUNCT iajs-3268 240 34 ๐‘1 ๐‘1 NOUN iajs-3268 240 35 = = NOUN iajs-3268 241 1 9 9 X iajs-3268 241 2 . . PUNCT iajs-3268 241 3 since since SCONJ iajs-3268 241 4 ๐‘0 ๐‘0 NOUN iajs-3268 241 5 โ‰  โ‰  PROPN iajs-3268 241 6 0 0 NUM iajs-3268 241 7 , , PUNCT iajs-3268 241 8 then then ADV iajs-3268 241 9 ๐œ’28 ๐œ’28 VERB iajs-3268 241 10 ๐‘3 ๐‘3 ADV iajs-3268 241 11 is be AUX iajs-3268 241 12 incomplete incomplete ADJ iajs-3268 241 13 . . PUNCT iajs-3268 242 1 the the PRON iajs-3268 242 2 ( ( PUNCT iajs-3268 242 3 88,5)-cap 88,5)-cap NOUN iajs-3268 242 4 will will AUX iajs-3268 242 5 be be AUX iajs-3268 242 6 complete complete ADJ iajs-3268 242 7 when when SCONJ iajs-3268 242 8 you you PRON iajs-3268 242 9 add add VERB iajs-3268 242 10 319 319 NUM iajs-3268 242 11 points point NOUN iajs-3268 242 12 to to ADP iajs-3268 242 13 it it PRON iajs-3268 242 14 . . PUNCT iajs-3268 243 1 let let VERB iajs-3268 243 2 ๐‘4 ๐‘4 NOUN iajs-3268 243 3 = = PUNCT iajs-3268 243 4 { { PUNCT iajs-3268 243 5 4 4 NUM iajs-3268 243 6 , , PUNCT iajs-3268 243 7 144 144 NUM iajs-3268 243 8 , , PUNCT iajs-3268 243 9 358 358 NUM iajs-3268 243 10 , , PUNCT iajs-3268 243 11 470 470 NUM iajs-3268 243 12 } } PUNCT iajs-3268 243 13 . . PUNCT iajs-3268 244 1 put put VERB iajs-3268 244 2 ๐’Ÿ28 ๐’Ÿ28 NOUN iajs-3268 244 3 ๐‘4= ๐‘4= PROPN iajs-3268 244 4 ๐œ’28โ‹ƒ๐‘4 ๐œ’28โ‹ƒ๐‘4 VERB iajs-3268 244 5 . . PUNCT iajs-3268 245 1 the the DET iajs-3268 245 2 maximum maximum ADJ iajs-3268 245 3 number number NOUN iajs-3268 245 4 of of ADP iajs-3268 245 5 the the DET iajs-3268 245 6 intersection intersection NOUN iajs-3268 245 7 points point NOUN iajs-3268 245 8 between between ADP iajs-3268 245 9 ๐œ’28 ๐œ’28 ADJ iajs-3268 245 10 ๐‘4 ๐‘4 NOUN iajs-3268 245 11 and and CCONJ iajs-3268 245 12 the the DET iajs-3268 245 13 lines line NOUN iajs-3268 245 14 of of ADP iajs-3268 245 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 245 16 ) ) PUNCT iajs-3268 245 17 are be AUX iajs-3268 245 18 six six NUM iajs-3268 245 19 , , PUNCT iajs-3268 245 20 so so ADV iajs-3268 245 21 ๐œ’28 ๐œ’28 ADJ iajs-3268 245 22 ๐‘4 ๐‘4 PROPN iajs-3268 245 23 is be AUX iajs-3268 245 24 ( ( PUNCT iajs-3268 245 25 89,6)-cap 89,6)-cap NOUN iajs-3268 245 26 and and CCONJ iajs-3268 245 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 245 28 values value NOUN iajs-3268 245 29 are be AUX iajs-3268 245 30 ๐‘0 ๐‘0 NOUN iajs-3268 245 31 = = SYM iajs-3268 245 32 2283 2283 NUM iajs-3268 245 33 , , PUNCT iajs-3268 245 34 ๐‘1 ๐‘1 NOUN iajs-3268 245 35 = = NOUN iajs-3268 245 36 8 8 X iajs-3268 245 37 . . PUNCT iajs-3268 246 1 since since SCONJ iajs-3268 246 2 ๐‘0 ๐‘0 NOUN iajs-3268 246 3 โ‰  โ‰  PROPN iajs-3268 246 4 0 0 NUM iajs-3268 246 5 , , PUNCT iajs-3268 246 6 then then ADV iajs-3268 246 7 ๐œ’28 ๐œ’28 PROPN iajs-3268 246 8 ๐‘4 ๐‘4 PROPN iajs-3268 246 9 is be AUX iajs-3268 246 10 incomplete incomplete ADJ iajs-3268 246 11 . . PUNCT iajs-3268 247 1 the the DET iajs-3268 247 2 ( ( PUNCT iajs-3268 247 3 89,6)-cap 89,6)-cap NOUN iajs-3268 247 4 will will AUX iajs-3268 247 5 be be AUX iajs-3268 247 6 complete complete ADJ iajs-3268 247 7 when when SCONJ iajs-3268 247 8 adding add VERB iajs-3268 247 9 433 433 NUM iajs-3268 247 10 points point NOUN iajs-3268 247 11 to to ADP iajs-3268 247 12 it it PRON iajs-3268 247 13 . . PUNCT iajs-3268 248 1 let let VERB iajs-3268 248 2 ๐‘5 ๐‘5 VERB iajs-3268 248 3 = = SYM iajs-3268 248 4 { { PUNCT iajs-3268 248 5 4 4 NUM iajs-3268 248 6 , , PUNCT iajs-3268 248 7 144 144 NUM iajs-3268 248 8 , , PUNCT iajs-3268 248 9 358 358 NUM iajs-3268 248 10 , , PUNCT iajs-3268 248 11 470 470 NUM iajs-3268 248 12 , , PUNCT iajs-3268 248 13 593 593 NUM iajs-3268 248 14 } } PUNCT iajs-3268 248 15 , , PUNCT iajs-3268 248 16 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 248 17 ๐‘5= ๐‘5= PROPN iajs-3268 248 18 ๐œ’28โ‹ƒ๐‘5 ๐œ’28โ‹ƒ๐‘5 NOUN iajs-3268 248 19 . . PUNCT iajs-3268 249 1 the the DET iajs-3268 249 2 maximum maximum ADJ iajs-3268 249 3 number number NOUN iajs-3268 249 4 of of ADP iajs-3268 249 5 the the DET iajs-3268 249 6 intersection intersection NOUN iajs-3268 249 7 points point NOUN iajs-3268 249 8 between between ADP iajs-3268 249 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 249 10 ๐‘5 ๐‘5 NOUN iajs-3268 249 11 and and CCONJ iajs-3268 249 12 the the DET iajs-3268 249 13 lines line NOUN iajs-3268 249 14 of of ADP iajs-3268 249 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 249 16 ) ) PUNCT iajs-3268 249 17 are be AUX iajs-3268 249 18 seven seven NUM iajs-3268 249 19 , , PUNCT iajs-3268 249 20 so so ADV iajs-3268 249 21 ๐œ’28 ๐œ’28 ADJ iajs-3268 249 22 ๐‘5 ๐‘5 NOUN iajs-3268 249 23 is be AUX iajs-3268 249 24 ( ( PUNCT iajs-3268 249 25 90,7)-cap 90,7)-cap NUM iajs-3268 249 26 and and CCONJ iajs-3268 249 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 249 28 values value NOUN iajs-3268 249 29 are be AUX iajs-3268 249 30 ๐‘0 ๐‘0 NOUN iajs-3268 249 31 = = SYM iajs-3268 249 32 2283 2283 NUM iajs-3268 249 33 , , PUNCT iajs-3268 249 34 ๐‘1 ๐‘1 NOUN iajs-3268 249 35 = = NOUN iajs-3268 249 36 7 7 X iajs-3268 249 37 . . PUNCT iajs-3268 249 38 since since SCONJ iajs-3268 249 39 ๐‘0 ๐‘0 NOUN iajs-3268 249 40 โ‰  โ‰  PROPN iajs-3268 249 41 0 0 NUM iajs-3268 249 42 , , PUNCT iajs-3268 249 43 then then ADV iajs-3268 249 44 ๐œ’28 ๐œ’28 PROPN iajs-3268 249 45 ๐‘5 ๐‘5 PROPN iajs-3268 249 46 is be AUX iajs-3268 249 47 incomplete incomplete ADJ iajs-3268 249 48 . . PUNCT iajs-3268 250 1 the the DET iajs-3268 250 2 ( ( PUNCT iajs-3268 250 3 90,7)-cap 90,7)-cap NOUN iajs-3268 250 4 will will AUX iajs-3268 250 5 be be AUX iajs-3268 250 6 complete complete ADJ iajs-3268 250 7 when when SCONJ iajs-3268 250 8 you you PRON iajs-3268 250 9 add add VERB iajs-3268 250 10 623 623 NUM iajs-3268 250 11 points point NOUN iajs-3268 250 12 to to ADP iajs-3268 250 13 it it PRON iajs-3268 250 14 . . PUNCT iajs-3268 251 1 let let VERB iajs-3268 251 2 ๐‘6 ๐‘6 NOUN iajs-3268 251 3 = = VERB iajs-3268 251 4 { { PUNCT iajs-3268 251 5 4 4 NUM iajs-3268 251 6 , , PUNCT iajs-3268 251 7 144 144 NUM iajs-3268 251 8 , , PUNCT iajs-3268 251 9 358 358 NUM iajs-3268 251 10 , , PUNCT iajs-3268 251 11 470 470 NUM iajs-3268 251 12 , , PUNCT iajs-3268 251 13 593 593 NUM iajs-3268 251 14 , , PUNCT iajs-3268 251 15 754 754 NUM iajs-3268 251 16 } } PUNCT iajs-3268 251 17 , , PUNCT iajs-3268 251 18 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 251 19 ๐‘6 ๐‘6 NOUN iajs-3268 251 20 = = PUNCT iajs-3268 251 21 ๐œ’28 ๐œ’28 PROPN iajs-3268 251 22 โ‹ƒ โ‹ƒ NOUN iajs-3268 251 23 ๐‘6 ๐‘6 NOUN iajs-3268 251 24 . . PUNCT iajs-3268 252 1 the the DET iajs-3268 252 2 maximum maximum ADJ iajs-3268 252 3 number number NOUN iajs-3268 252 4 of of ADP iajs-3268 252 5 the the DET iajs-3268 252 6 intersection intersection NOUN iajs-3268 252 7 points point NOUN iajs-3268 252 8 between between ADP iajs-3268 252 9 ๐œ’28 ๐œ’28 ADJ iajs-3268 252 10 ๐‘6 ๐‘6 NOUN iajs-3268 252 11 and and CCONJ iajs-3268 252 12 the the DET iajs-3268 252 13 lines line NOUN iajs-3268 252 14 of of ADP iajs-3268 252 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 252 16 ) ) PUNCT iajs-3268 252 17 are be AUX iajs-3268 252 18 eight eight NUM iajs-3268 252 19 , , PUNCT iajs-3268 252 20 so so ADV iajs-3268 252 21 ๐œ’28 ๐œ’28 ADJ iajs-3268 252 22 ๐‘6 ๐‘6 NOUN iajs-3268 252 23 is be AUX iajs-3268 252 24 ( ( PUNCT iajs-3268 252 25 91,8)-cap 91,8)-cap NUM iajs-3268 252 26 and and CCONJ iajs-3268 252 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 252 28 values value NOUN iajs-3268 252 29 are be AUX iajs-3268 252 30 ๐‘0 ๐‘0 NOUN iajs-3268 252 31 = = SYM iajs-3268 252 32 2283 2283 NUM iajs-3268 252 33 , , PUNCT iajs-3268 252 34 ๐‘1 ๐‘1 NOUN iajs-3268 252 35 = = NOUN iajs-3268 252 36 6 6 X iajs-3268 252 37 . . PUNCT iajs-3268 252 38 since since SCONJ iajs-3268 252 39 ๐‘0 ๐‘0 NOUN iajs-3268 252 40 โ‰  โ‰  PROPN iajs-3268 252 41 0 0 NUM iajs-3268 252 42 , , PUNCT iajs-3268 252 43 then then ADV iajs-3268 252 44 ๐œ’28 ๐œ’28 VERB iajs-3268 252 45 ๐‘6 ๐‘6 NOUN iajs-3268 252 46 is be AUX iajs-3268 252 47 incomplete incomplete ADJ iajs-3268 252 48 . . PUNCT iajs-3268 253 1 the the DET iajs-3268 253 2 ( ( PUNCT iajs-3268 253 3 91,8)-cap 91,8)-cap NUM iajs-3268 253 4 will will AUX iajs-3268 253 5 be be AUX iajs-3268 253 6 complete complete ADJ iajs-3268 253 7 when when SCONJ iajs-3268 253 8 you you PRON iajs-3268 253 9 add add VERB iajs-3268 253 10 671 671 NUM iajs-3268 253 11 points point NOUN iajs-3268 253 12 to to ADP iajs-3268 253 13 it it PRON iajs-3268 253 14 . . PUNCT iajs-3268 254 1 let let VERB iajs-3268 254 2 ๐‘7 ๐‘7 PROPN iajs-3268 254 3 = = PUNCT iajs-3268 254 4 { { PUNCT iajs-3268 254 5 4 4 NUM iajs-3268 254 6 , , PUNCT iajs-3268 254 7 144 144 NUM iajs-3268 254 8 , , PUNCT iajs-3268 254 9 358 358 NUM iajs-3268 254 10 , , PUNCT iajs-3268 254 11 470 470 NUM iajs-3268 254 12 , , PUNCT iajs-3268 254 13 593 593 NUM iajs-3268 254 14 , , PUNCT iajs-3268 254 15 754 754 NUM iajs-3268 254 16 , , PUNCT iajs-3268 254 17 755 755 NUM iajs-3268 254 18 } } PUNCT iajs-3268 254 19 , , PUNCT iajs-3268 254 20 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 254 21 ๐‘7 ๐‘7 PROPN iajs-3268 254 22 = = PUNCT iajs-3268 254 23 ๐œ’28โ‹ƒ๐‘7 ๐œ’28โ‹ƒ๐‘7 PROPN iajs-3268 254 24 . . PUNCT iajs-3268 255 1 the the DET iajs-3268 255 2 maximum maximum ADJ iajs-3268 255 3 number number NOUN iajs-3268 255 4 of of ADP iajs-3268 255 5 the the DET iajs-3268 255 6 intersection intersection NOUN iajs-3268 255 7 points point NOUN iajs-3268 255 8 between between ADP iajs-3268 255 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 255 10 ๐‘7 ๐‘7 PROPN iajs-3268 255 11 and and CCONJ iajs-3268 255 12 the the DET iajs-3268 255 13 lines line NOUN iajs-3268 255 14 of of ADP iajs-3268 255 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 255 16 ) ) PUNCT iajs-3268 255 17 are be AUX iajs-3268 255 18 nine nine NUM iajs-3268 255 19 , , PUNCT iajs-3268 255 20 so so ADV iajs-3268 255 21 ๐œ’28 ๐œ’28 PROPN iajs-3268 255 22 ๐‘7 ๐‘7 PROPN iajs-3268 255 23 is be AUX iajs-3268 255 24 ( ( PUNCT iajs-3268 255 25 92,9)-cap 92,9)-cap NUM iajs-3268 255 26 and and CCONJ iajs-3268 255 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 255 28 values value NOUN iajs-3268 255 29 are be AUX iajs-3268 255 30 ๐‘0 ๐‘0 NOUN iajs-3268 255 31 = = SYM iajs-3268 255 32 2283 2283 NUM iajs-3268 255 33 , , PUNCT iajs-3268 255 34 ๐‘1 ๐‘1 NOUN iajs-3268 255 35 = = NOUN iajs-3268 255 36 5 5 X iajs-3268 255 37 . . PUNCT iajs-3268 255 38 since since SCONJ iajs-3268 255 39 ๐‘0 ๐‘0 NOUN iajs-3268 255 40 โ‰  โ‰  PROPN iajs-3268 255 41 0 0 NUM iajs-3268 255 42 , , PUNCT iajs-3268 255 43 then then ADV iajs-3268 255 44 ๐œ’28 ๐œ’28 PROPN iajs-3268 255 45 ๐‘7 ๐‘7 PROPN iajs-3268 255 46 is be AUX iajs-3268 255 47 incomplete incomplete ADJ iajs-3268 255 48 . . PUNCT iajs-3268 256 1 the the DET iajs-3268 256 2 ( ( PUNCT iajs-3268 256 3 92,9)-cap 92,9)-cap PROPN iajs-3268 256 4 will will AUX iajs-3268 256 5 be be AUX iajs-3268 256 6 complete complete ADJ iajs-3268 256 7 when when SCONJ iajs-3268 256 8 you you PRON iajs-3268 256 9 add add VERB iajs-3268 256 10 892 892 NUM iajs-3268 256 11 points point NOUN iajs-3268 256 12 to to ADP iajs-3268 256 13 it it PRON iajs-3268 256 14 . . PUNCT iajs-3268 257 1 let let VERB iajs-3268 257 2 ๐‘8 ๐‘8 PROPN iajs-3268 257 3 = = SYM iajs-3268 257 4 { { PUNCT iajs-3268 257 5 4 4 NUM iajs-3268 257 6 , , PUNCT iajs-3268 257 7 144 144 NUM iajs-3268 257 8 , , PUNCT iajs-3268 257 9 358 358 NUM iajs-3268 257 10 , , PUNCT iajs-3268 257 11 470 470 NUM iajs-3268 257 12 , , PUNCT iajs-3268 257 13 593 593 NUM iajs-3268 257 14 , , PUNCT iajs-3268 257 15 754 754 NUM iajs-3268 257 16 , , PUNCT iajs-3268 257 17 755 755 NUM iajs-3268 257 18 , , PUNCT iajs-3268 257 19 923 923 NUM iajs-3268 257 20 } } PUNCT iajs-3268 257 21 , , PUNCT iajs-3268 257 22 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 257 23 ๐‘8 ๐‘8 NOUN iajs-3268 257 24 = = PUNCT iajs-3268 257 25 ๐œ’28โ‹ƒ๐‘8 ๐œ’28โ‹ƒ๐‘8 NOUN iajs-3268 257 26 . . PUNCT iajs-3268 258 1 the the DET iajs-3268 258 2 maximum maximum ADJ iajs-3268 258 3 number number NOUN iajs-3268 258 4 of of ADP iajs-3268 258 5 the the DET iajs-3268 258 6 intersection intersection NOUN iajs-3268 258 7 points point NOUN iajs-3268 258 8 between between ADP iajs-3268 258 9 ๐œ’28 ๐œ’28 ADJ iajs-3268 258 10 ๐‘8 ๐‘8 NOUN iajs-3268 258 11 and and CCONJ iajs-3268 258 12 the the DET iajs-3268 258 13 lines line NOUN iajs-3268 258 14 of of ADP iajs-3268 258 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 258 16 ) ) PUNCT iajs-3268 258 17 are be AUX iajs-3268 258 18 ten ten NUM iajs-3268 258 19 , , PUNCT iajs-3268 258 20 so so ADV iajs-3268 258 21 ๐œ’28 ๐œ’28 ADJ iajs-3268 258 22 ๐‘8 ๐‘8 PROPN iajs-3268 258 23 is be AUX iajs-3268 258 24 ( ( PUNCT iajs-3268 258 25 93,10)-cap 93,10)-cap NOUN iajs-3268 258 26 and and CCONJ iajs-3268 258 27 ihjpas ihjpa NOUN iajs-3268 258 28 . . PUNCT iajs-3268 259 1 2024 2024 NUM iajs-3268 259 2 , , PUNCT iajs-3268 259 3 37 37 NUM iajs-3268 259 4 ( ( PUNCT iajs-3268 259 5 3 3 NUM iajs-3268 259 6 ) ) PUNCT iajs-3268 259 7 403 403 NUM iajs-3268 259 8 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 259 9 values value NOUN iajs-3268 259 10 are be AUX iajs-3268 259 11 ๐‘0 ๐‘0 NOUN iajs-3268 259 12 = = SYM iajs-3268 259 13 2283 2283 NUM iajs-3268 259 14 , , PUNCT iajs-3268 259 15 ๐‘1 ๐‘1 NOUN iajs-3268 259 16 = = NOUN iajs-3268 259 17 4 4 X iajs-3268 259 18 . . PUNCT iajs-3268 259 19 since since SCONJ iajs-3268 259 20 ๐‘0 ๐‘0 NOUN iajs-3268 259 21 โ‰  โ‰  PROPN iajs-3268 259 22 0 0 NUM iajs-3268 259 23 , , PUNCT iajs-3268 259 24 then then ADV iajs-3268 259 25 ๐œ’28 ๐œ’28 ADJ iajs-3268 259 26 ๐‘8 ๐‘8 PROPN iajs-3268 259 27 is be AUX iajs-3268 259 28 incomplete incomplete ADJ iajs-3268 259 29 . . PUNCT iajs-3268 260 1 the the PRON iajs-3268 260 2 ( ( PUNCT iajs-3268 260 3 93,10)-cap 93,10)-cap NOUN iajs-3268 260 4 will will AUX iajs-3268 260 5 be be AUX iajs-3268 260 6 complete complete ADJ iajs-3268 260 7 when when SCONJ iajs-3268 260 8 you you PRON iajs-3268 260 9 add add VERB iajs-3268 260 10 1047 1047 NUM iajs-3268 260 11 points point NOUN iajs-3268 260 12 to to ADP iajs-3268 260 13 it it PRON iajs-3268 260 14 . . PUNCT iajs-3268 261 1 let let VERB iajs-3268 261 2 ๐‘9 ๐‘9 NOUN iajs-3268 261 3 = = PUNCT iajs-3268 261 4 { { PUNCT iajs-3268 261 5 4 4 NUM iajs-3268 261 6 , , PUNCT iajs-3268 261 7 144 144 NUM iajs-3268 261 8 , , PUNCT iajs-3268 261 9 358 358 NUM iajs-3268 261 10 , , PUNCT iajs-3268 261 11 470 470 NUM iajs-3268 261 12 , , PUNCT iajs-3268 261 13 593 593 NUM iajs-3268 261 14 , , PUNCT iajs-3268 261 15 754 754 NUM iajs-3268 261 16 , , PUNCT iajs-3268 261 17 755 755 NUM iajs-3268 261 18 , , PUNCT iajs-3268 261 19 923 923 NUM iajs-3268 261 20 , , PUNCT iajs-3268 261 21 1213 1213 NUM iajs-3268 261 22 , , PUNCT iajs-3268 261 23 } } PUNCT iajs-3268 261 24 . . PUNCT iajs-3268 262 1 put put VERB iajs-3268 262 2 ๐’Ÿ28 ๐’Ÿ28 NOUN iajs-3268 262 3 ๐‘9= ๐‘9= PROPN iajs-3268 262 4 ๐œ’28 ๐œ’28 VERB iajs-3268 262 5 โ‹ƒ โ‹ƒ PROPN iajs-3268 262 6 ๐‘9 ๐‘9 NOUN iajs-3268 262 7 . . PUNCT iajs-3268 263 1 the the DET iajs-3268 263 2 maximum maximum ADJ iajs-3268 263 3 number number NOUN iajs-3268 263 4 of of ADP iajs-3268 263 5 the the DET iajs-3268 263 6 intersection intersection NOUN iajs-3268 263 7 points point NOUN iajs-3268 263 8 between between ADP iajs-3268 263 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 263 10 ๐‘9 ๐‘9 PROPN iajs-3268 263 11 and and CCONJ iajs-3268 263 12 the the DET iajs-3268 263 13 lines line NOUN iajs-3268 263 14 of of ADP iajs-3268 263 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 263 16 ) ) PUNCT iajs-3268 263 17 are be AUX iajs-3268 263 18 eleven eleven NUM iajs-3268 263 19 , , PUNCT iajs-3268 263 20 so so ADV iajs-3268 263 21 ๐œ’28 ๐œ’28 VERB iajs-3268 263 22 ๐‘9 ๐‘9 PROPN iajs-3268 263 23 is be AUX iajs-3268 263 24 ( ( PUNCT iajs-3268 263 25 94,11)-cap 94,11)-cap NOUN iajs-3268 263 26 and and CCONJ iajs-3268 263 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 263 28 values value NOUN iajs-3268 263 29 are be AUX iajs-3268 263 30 ๐‘0 ๐‘0 NOUN iajs-3268 263 31 = = SYM iajs-3268 263 32 2283 2283 NUM iajs-3268 263 33 , , PUNCT iajs-3268 263 34 ๐‘1 ๐‘1 NOUN iajs-3268 263 35 = = NOUN iajs-3268 263 36 3 3 X iajs-3268 263 37 . . PUNCT iajs-3268 263 38 since since SCONJ iajs-3268 263 39 ๐‘0 ๐‘0 NOUN iajs-3268 263 40 โ‰  โ‰  PROPN iajs-3268 263 41 0 0 NUM iajs-3268 263 42 , , PUNCT iajs-3268 263 43 then then ADV iajs-3268 263 44 ๐œ’28 ๐œ’28 VERB iajs-3268 263 45 ๐‘9 ๐‘9 PROPN iajs-3268 263 46 is be AUX iajs-3268 263 47 incomplete incomplete ADJ iajs-3268 263 48 . . PUNCT iajs-3268 264 1 the the DET iajs-3268 264 2 ( ( PUNCT iajs-3268 264 3 94,11)-cap 94,11)-cap NOUN iajs-3268 264 4 will will AUX iajs-3268 264 5 be be AUX iajs-3268 264 6 complete complete ADJ iajs-3268 264 7 when when SCONJ iajs-3268 264 8 you you PRON iajs-3268 264 9 add add VERB iajs-3268 264 10 1299 1299 NUM iajs-3268 264 11 points point NOUN iajs-3268 264 12 to to ADP iajs-3268 264 13 it it PRON iajs-3268 264 14 . . PUNCT iajs-3268 265 1 let let VERB iajs-3268 265 2 ๐‘10 ๐‘10 NUM iajs-3268 265 3 = = SYM iajs-3268 265 4 { { PUNCT iajs-3268 265 5 4 4 NUM iajs-3268 265 6 , , PUNCT iajs-3268 265 7 144 144 NUM iajs-3268 265 8 , , PUNCT iajs-3268 265 9 358 358 NUM iajs-3268 265 10 , , PUNCT iajs-3268 265 11 470 470 NUM iajs-3268 265 12 , , PUNCT iajs-3268 265 13 593 593 NUM iajs-3268 265 14 , , PUNCT iajs-3268 265 15 754 754 NUM iajs-3268 265 16 , , PUNCT iajs-3268 265 17 755 755 NUM iajs-3268 265 18 , , PUNCT iajs-3268 265 19 923 923 NUM iajs-3268 265 20 , , PUNCT iajs-3268 265 21 1213 1213 NUM iajs-3268 265 22 , , PUNCT iajs-3268 265 23 2105 2105 NUM iajs-3268 265 24 } } PUNCT iajs-3268 265 25 . . PUNCT iajs-3268 266 1 put put VERB iajs-3268 266 2 ๐’Ÿ28 ๐’Ÿ28 NOUN iajs-3268 266 3 ๐‘10 ๐‘10 NOUN iajs-3268 266 4 = = SYM iajs-3268 266 5 ๐œ’28โ‹ƒ ๐œ’28โ‹ƒ X iajs-3268 266 6 ๐‘10 ๐‘10 NOUN iajs-3268 266 7 . . PUNCT iajs-3268 267 1 the the DET iajs-3268 267 2 maximum maximum ADJ iajs-3268 267 3 number number NOUN iajs-3268 267 4 of of ADP iajs-3268 267 5 the the DET iajs-3268 267 6 intersection intersection NOUN iajs-3268 267 7 points point NOUN iajs-3268 267 8 between between ADP iajs-3268 267 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 267 10 ๐‘10 ๐‘10 NOUN iajs-3268 267 11 and and CCONJ iajs-3268 267 12 the the DET iajs-3268 267 13 lines line NOUN iajs-3268 267 14 of of ADP iajs-3268 267 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 267 16 ) ) PUNCT iajs-3268 267 17 are be AUX iajs-3268 267 18 twelve twelve NUM iajs-3268 267 19 , , PUNCT iajs-3268 267 20 so so ADV iajs-3268 267 21 ๐œ’28 ๐œ’28 VERB iajs-3268 267 22 ๐‘10 ๐‘10 PROPN iajs-3268 267 23 is be AUX iajs-3268 267 24 ( ( PUNCT iajs-3268 267 25 95,12)-cap 95,12)-cap NOUN iajs-3268 267 26 and and CCONJ iajs-3268 267 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 267 28 values value NOUN iajs-3268 267 29 are be AUX iajs-3268 267 30 ๐‘0 ๐‘0 NOUN iajs-3268 267 31 = = SYM iajs-3268 267 32 2283 2283 NUM iajs-3268 267 33 , , PUNCT iajs-3268 267 34 ๐‘1 ๐‘1 NOUN iajs-3268 267 35 = = NOUN iajs-3268 267 36 2 2 X iajs-3268 267 37 . . PUNCT iajs-3268 267 38 since since SCONJ iajs-3268 267 39 ๐‘0 ๐‘0 NOUN iajs-3268 267 40 โ‰  โ‰  PROPN iajs-3268 267 41 0 0 NUM iajs-3268 267 42 , , PUNCT iajs-3268 267 43 then then ADV iajs-3268 267 44 ๐œ’28 ๐œ’28 VERB iajs-3268 267 45 ๐‘10 ๐‘10 PROPN iajs-3268 267 46 is be AUX iajs-3268 267 47 incomplete incomplete ADJ iajs-3268 267 48 . . PUNCT iajs-3268 268 1 the the DET iajs-3268 268 2 ( ( PUNCT iajs-3268 268 3 95,12)-cap 95,12)-cap NOUN iajs-3268 268 4 will will AUX iajs-3268 268 5 be be AUX iajs-3268 268 6 complete complete ADJ iajs-3268 268 7 when when SCONJ iajs-3268 268 8 you you PRON iajs-3268 268 9 add add VERB iajs-3268 268 10 1367 1367 NUM iajs-3268 268 11 points point NOUN iajs-3268 268 12 to to ADP iajs-3268 268 13 it it PRON iajs-3268 268 14 . . PUNCT iajs-3268 269 1 let let VERB iajs-3268 269 2 ๐‘11 ๐‘11 NOUN iajs-3268 269 3 = = SYM iajs-3268 269 4 { { PUNCT iajs-3268 269 5 4 4 NUM iajs-3268 269 6 , , PUNCT iajs-3268 269 7 144 144 NUM iajs-3268 269 8 , , PUNCT iajs-3268 269 9 358 358 NUM iajs-3268 269 10 , , PUNCT iajs-3268 269 11 470 470 NUM iajs-3268 269 12 , , PUNCT iajs-3268 269 13 593 593 NUM iajs-3268 269 14 , , PUNCT iajs-3268 269 15 754 754 NUM iajs-3268 269 16 , , PUNCT iajs-3268 269 17 755 755 NUM iajs-3268 269 18 , , PUNCT iajs-3268 269 19 923 923 NUM iajs-3268 269 20 , , PUNCT iajs-3268 269 21 1213 1213 NUM iajs-3268 269 22 , , PUNCT iajs-3268 269 23 2105 2105 NUM iajs-3268 269 24 , , PUNCT iajs-3268 269 25 2165 2165 NUM iajs-3268 269 26 } } PUNCT iajs-3268 269 27 , , PUNCT iajs-3268 269 28 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 269 29 ๐‘11 ๐‘11 NOUN iajs-3268 269 30 = = SYM iajs-3268 269 31 ๐œ’28โ‹ƒ ๐œ’28โ‹ƒ NOUN iajs-3268 269 32 ๐‘11 ๐‘11 NOUN iajs-3268 269 33 . . PUNCT iajs-3268 270 1 the the DET iajs-3268 270 2 maximum maximum ADJ iajs-3268 270 3 number number NOUN iajs-3268 270 4 of of ADP iajs-3268 270 5 the the DET iajs-3268 270 6 intersection intersection NOUN iajs-3268 270 7 points point NOUN iajs-3268 270 8 between between ADP iajs-3268 270 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 270 10 ๐‘11 ๐‘11 NOUN iajs-3268 270 11 and and CCONJ iajs-3268 270 12 the the DET iajs-3268 270 13 lines line NOUN iajs-3268 270 14 of of ADP iajs-3268 270 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 270 16 ) ) PUNCT iajs-3268 270 17 are be AUX iajs-3268 270 18 thirteen thirteen NUM iajs-3268 270 19 , , PUNCT iajs-3268 270 20 so so ADV iajs-3268 270 21 ๐œ’28 ๐œ’28 ADJ iajs-3268 270 22 ๐‘11 ๐‘11 NOUN iajs-3268 270 23 is be AUX iajs-3268 270 24 ( ( PUNCT iajs-3268 270 25 96,13)-cap 96,13)-cap NOUN iajs-3268 270 26 and and CCONJ iajs-3268 270 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 270 28 values value NOUN iajs-3268 270 29 are be AUX iajs-3268 270 30 ๐‘0 ๐‘0 NOUN iajs-3268 270 31 = = SYM iajs-3268 270 32 2283 2283 NUM iajs-3268 270 33 , , PUNCT iajs-3268 270 34 ๐‘1 ๐‘1 NOUN iajs-3268 270 35 = = NOUN iajs-3268 270 36 1 1 X iajs-3268 270 37 . . PUNCT iajs-3268 270 38 since since SCONJ iajs-3268 270 39 ๐‘0 ๐‘0 NOUN iajs-3268 270 40 โ‰  โ‰  PROPN iajs-3268 270 41 0 0 NUM iajs-3268 270 42 , , PUNCT iajs-3268 270 43 then then ADV iajs-3268 270 44 ๐œ’28 ๐œ’28 PROPN iajs-3268 270 45 ๐‘11 ๐‘11 NOUN iajs-3268 270 46 is be AUX iajs-3268 270 47 incomplete incomplete ADJ iajs-3268 270 48 . . PUNCT iajs-3268 271 1 the the DET iajs-3268 271 2 ( ( PUNCT iajs-3268 271 3 96,13)-cap 96,13)-cap NOUN iajs-3268 271 4 will will AUX iajs-3268 271 5 be be AUX iajs-3268 271 6 complete complete ADJ iajs-3268 271 7 when when SCONJ iajs-3268 271 8 you you PRON iajs-3268 271 9 add add VERB iajs-3268 271 10 1577 1577 NUM iajs-3268 271 11 points point NOUN iajs-3268 271 12 to to ADP iajs-3268 271 13 it it PRON iajs-3268 271 14 . . PUNCT iajs-3268 272 1 let let VERB iajs-3268 272 2 ๐‘12 ๐‘12 PROPN iajs-3268 272 3 = = X iajs-3268 272 4 { { PUNCT iajs-3268 272 5 4 4 NUM iajs-3268 272 6 , , PUNCT iajs-3268 272 7 144 144 NUM iajs-3268 272 8 , , PUNCT iajs-3268 272 9 358 358 NUM iajs-3268 272 10 , , PUNCT iajs-3268 272 11 470 470 NUM iajs-3268 272 12 , , PUNCT iajs-3268 272 13 593 593 NUM iajs-3268 272 14 , , PUNCT iajs-3268 272 15 754 754 NUM iajs-3268 272 16 , , PUNCT iajs-3268 272 17 755 755 NUM iajs-3268 272 18 , , PUNCT iajs-3268 272 19 923 923 NUM iajs-3268 272 20 , , PUNCT iajs-3268 272 21 1213 1213 NUM iajs-3268 272 22 , , PUNCT iajs-3268 272 23 2105 2105 NUM iajs-3268 272 24 , , PUNCT iajs-3268 272 25 2165 2165 NUM iajs-3268 272 26 , , PUNCT iajs-3268 272 27 2369 2369 NUM iajs-3268 272 28 } } PUNCT iajs-3268 272 29 , , PUNCT iajs-3268 272 30 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 272 31 ๐‘12 ๐‘12 PROPN iajs-3268 272 32 = = SYM iajs-3268 272 33 ๐œ’28โ‹ƒ๐‘12 ๐œ’28โ‹ƒ๐‘12 PROPN iajs-3268 272 34 . . PUNCT iajs-3268 273 1 the the DET iajs-3268 273 2 maximum maximum ADJ iajs-3268 273 3 number number NOUN iajs-3268 273 4 of of ADP iajs-3268 273 5 the the DET iajs-3268 273 6 intersection intersection NOUN iajs-3268 273 7 points point NOUN iajs-3268 273 8 between between ADP iajs-3268 273 9 ๐œ’28 ๐œ’28 PROPN iajs-3268 273 10 ๐‘12 ๐‘12 NOUN iajs-3268 273 11 and and CCONJ iajs-3268 273 12 the the DET iajs-3268 273 13 lines line NOUN iajs-3268 273 14 of of ADP iajs-3268 273 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 273 16 ) ) PUNCT iajs-3268 273 17 are be AUX iajs-3268 273 18 fourteen fourteen NUM iajs-3268 273 19 , , PUNCT iajs-3268 273 20 so so ADV iajs-3268 273 21 ๐œ’28 ๐œ’28 PROPN iajs-3268 273 22 ๐‘12 ๐‘12 PROPN iajs-3268 273 23 is be AUX iajs-3268 273 24 ( ( PUNCT iajs-3268 273 25 97,14)-cap 97,14)-cap NUM iajs-3268 273 26 and and CCONJ iajs-3268 273 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 273 28 values value NOUN iajs-3268 273 29 are be AUX iajs-3268 273 30 ๐‘0 ๐‘0 NOUN iajs-3268 273 31 = = SYM iajs-3268 273 32 2283 2283 NUM iajs-3268 273 33 . . PUNCT iajs-3268 274 1 since since SCONJ iajs-3268 274 2 ๐‘0 ๐‘0 NOUN iajs-3268 274 3 โ‰  โ‰  PROPN iajs-3268 274 4 0 0 NUM iajs-3268 274 5 , , PUNCT iajs-3268 274 6 then then ADV iajs-3268 274 7 ๐œ’28 ๐œ’28 PROPN iajs-3268 274 8 ๐‘12 ๐‘12 PROPN iajs-3268 274 9 is be AUX iajs-3268 274 10 incomplete incomplete ADJ iajs-3268 274 11 . . PUNCT iajs-3268 275 1 the the PRON iajs-3268 275 2 ( ( PUNCT iajs-3268 275 3 97,14)-cap 97,14)-cap NOUN iajs-3268 275 4 will will AUX iajs-3268 275 5 be be AUX iajs-3268 275 6 complete complete ADJ iajs-3268 275 7 when when SCONJ iajs-3268 275 8 you you PRON iajs-3268 275 9 add add VERB iajs-3268 275 10 2283 2283 NUM iajs-3268 275 11 points point NOUN iajs-3268 275 12 to to ADP iajs-3268 275 13 it it PRON iajs-3268 275 14 . . PUNCT iajs-3268 276 1 6 6 X iajs-3268 276 2 . . X iajs-3268 276 3 the the DET iajs-3268 276 4 line line NOUN iajs-3268 276 5 ๐ˆ(๐œ9 ๐ˆ(๐œ9 PROPN iajs-3268 276 6 , , PUNCT iajs-3268 276 7 ๐œ10 ๐œ10 NOUN iajs-3268 276 8 , , PUNCT iajs-3268 276 9 1,0,0,0 1,0,0,0 NUM iajs-3268 276 10 ) ) PUNCT iajs-3268 276 11 meets meet VERB iajs-3268 276 12 the the DET iajs-3268 276 13 cap cap NOUN iajs-3268 276 14 ๐œ’35 ๐œ’35 NOUN iajs-3268 276 15 in in ADP iajs-3268 276 16 3 3 NUM iajs-3268 276 17 points point NOUN iajs-3268 276 18 , , PUNCT iajs-3268 276 19 so so SCONJ iajs-3268 276 20 we we PRON iajs-3268 276 21 have have VERB iajs-3268 276 22 eleven eleven NUM iajs-3268 276 23 extension extension NOUN iajs-3268 276 24 points point NOUN iajs-3268 276 25 that that PRON iajs-3268 276 26 can can AUX iajs-3268 276 27 be be AUX iajs-3268 276 28 added add VERB iajs-3268 276 29 to to ADP iajs-3268 276 30 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 276 31 , , PUNCT iajs-3268 276 32 as as ADP iajs-3268 276 33 in in ADP iajs-3268 276 34 the the DET iajs-3268 276 35 following follow VERB iajs-3268 276 36 order order NOUN iajs-3268 276 37 : : PUNCT iajs-3268 276 38 356,565,718,1049,1054,1314,1377,1756 356,565,718,1049,1054,1314,1377,1756 NUM iajs-3268 276 39 , , PUNCT iajs-3268 276 40 1818,2253,2331 1818,2253,2331 NUM iajs-3268 276 41 . . PUNCT iajs-3268 277 1 let let VERB iajs-3268 277 2 ๐‘1 ๐‘1 NOUN iajs-3268 277 3 = = PUNCT iajs-3268 277 4 { { PUNCT iajs-3268 277 5 356 356 NUM iajs-3268 277 6 } } PUNCT iajs-3268 277 7 , , PUNCT iajs-3268 277 8 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 277 9 ๐‘1= ๐‘1= PROPN iajs-3268 277 10 ๐œ’35โ‹ƒ๐‘1 ๐œ’35โ‹ƒ๐‘1 VERB iajs-3268 277 11 . . PUNCT iajs-3268 278 1 the the DET iajs-3268 278 2 maximum maximum ADJ iajs-3268 278 3 number number NOUN iajs-3268 278 4 of of ADP iajs-3268 278 5 the the DET iajs-3268 278 6 intersection intersection NOUN iajs-3268 278 7 points point NOUN iajs-3268 278 8 between between ADP iajs-3268 278 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 278 10 ๐‘1 ๐‘1 NOUN iajs-3268 278 11 and and CCONJ iajs-3268 278 12 the the DET iajs-3268 278 13 lines line NOUN iajs-3268 278 14 of of ADP iajs-3268 278 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 278 16 ) ) PUNCT iajs-3268 278 17 are be AUX iajs-3268 278 18 four four NUM iajs-3268 278 19 , , PUNCT iajs-3268 278 20 so so SCONJ iajs-3268 278 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 278 22 ๐‘1 ๐‘1 NOUN iajs-3268 278 23 is be AUX iajs-3268 278 24 ( ( PUNCT iajs-3268 278 25 69,4)-cap 69,4)-cap NUM iajs-3268 278 26 and and CCONJ iajs-3268 278 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 278 28 values value NOUN iajs-3268 278 29 are be AUX iajs-3268 278 30 ๐‘0 ๐‘0 NOUN iajs-3268 278 31 = = SYM iajs-3268 278 32 2291 2291 NUM iajs-3268 278 33 , , PUNCT iajs-3268 278 34 ๐‘1 ๐‘1 NOUN iajs-3268 278 35 = = NOUN iajs-3268 278 36 20 20 NUM iajs-3268 278 37 . . PUNCT iajs-3268 279 1 since since SCONJ iajs-3268 279 2 ๐‘0 ๐‘0 NOUN iajs-3268 279 3 โ‰  โ‰  PROPN iajs-3268 279 4 0 0 NUM iajs-3268 279 5 , , PUNCT iajs-3268 279 6 then then ADV iajs-3268 279 7 ๐œ’35 ๐œ’35 NOUN iajs-3268 279 8 ๐‘1 ๐‘1 NOUN iajs-3268 279 9 is be AUX iajs-3268 279 10 incomplete incomplete ADJ iajs-3268 279 11 . . PUNCT iajs-3268 280 1 the the DET iajs-3268 280 2 ( ( PUNCT iajs-3268 280 3 69,4)-cap 69,4)-cap NOUN iajs-3268 280 4 will will AUX iajs-3268 280 5 be be AUX iajs-3268 280 6 complete complete ADJ iajs-3268 280 7 when when SCONJ iajs-3268 280 8 you you PRON iajs-3268 280 9 add add VERB iajs-3268 280 10 189 189 NUM iajs-3268 280 11 points point NOUN iajs-3268 280 12 to to ADP iajs-3268 280 13 it it PRON iajs-3268 280 14 . . PUNCT iajs-3268 281 1 let let VERB iajs-3268 281 2 ๐‘2 ๐‘2 NOUN iajs-3268 281 3 = = PUNCT iajs-3268 281 4 { { PUNCT iajs-3268 281 5 356 356 NUM iajs-3268 281 6 , , PUNCT iajs-3268 281 7 565 565 NUM iajs-3268 281 8 } } PUNCT iajs-3268 281 9 , , PUNCT iajs-3268 281 10 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 281 11 ๐‘2= ๐‘2= PRON iajs-3268 281 12 ๐œ’35โ‹ƒ๐‘2 ๐œ’35โ‹ƒ๐‘2 NOUN iajs-3268 281 13 . . PUNCT iajs-3268 282 1 the the DET iajs-3268 282 2 maximum maximum ADJ iajs-3268 282 3 number number NOUN iajs-3268 282 4 of of ADP iajs-3268 282 5 the the DET iajs-3268 282 6 intersection intersection NOUN iajs-3268 282 7 points point NOUN iajs-3268 282 8 between between ADP iajs-3268 282 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 282 10 ๐‘2 ๐‘2 NOUN iajs-3268 282 11 and and CCONJ iajs-3268 282 12 the the DET iajs-3268 282 13 lines line NOUN iajs-3268 282 14 of of ADP iajs-3268 282 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 282 16 ) ) PUNCT iajs-3268 282 17 are be AUX iajs-3268 282 18 five five NUM iajs-3268 282 19 , , PUNCT iajs-3268 282 20 so so SCONJ iajs-3268 282 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 282 22 ๐‘2 ๐‘2 NOUN iajs-3268 282 23 is be AUX iajs-3268 282 24 ( ( PUNCT iajs-3268 282 25 70,5)-cap 70,5)-cap NUM iajs-3268 282 26 and and CCONJ iajs-3268 282 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 282 28 values value NOUN iajs-3268 282 29 are be AUX iajs-3268 282 30 ๐‘0 ๐‘0 NOUN iajs-3268 282 31 = = SYM iajs-3268 282 32 2301 2301 NUM iajs-3268 282 33 , , PUNCT iajs-3268 282 34 ๐‘1 ๐‘1 NOUN iajs-3268 282 35 = = NOUN iajs-3268 283 1 9 9 X iajs-3268 283 2 . . PUNCT iajs-3268 283 3 since since SCONJ iajs-3268 283 4 ๐‘0 ๐‘0 NOUN iajs-3268 283 5 โ‰  โ‰  PROPN iajs-3268 283 6 0 0 NUM iajs-3268 283 7 , , PUNCT iajs-3268 283 8 then then ADV iajs-3268 283 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 283 10 ๐‘2 ๐‘2 NOUN iajs-3268 283 11 is be AUX iajs-3268 283 12 incomplete incomplete ADJ iajs-3268 283 13 . . PUNCT iajs-3268 284 1 the the PRON iajs-3268 284 2 ( ( PUNCT iajs-3268 284 3 70,5)-cap 70,5)-cap PROPN iajs-3268 284 4 will will AUX iajs-3268 284 5 be be AUX iajs-3268 284 6 complete complete ADJ iajs-3268 284 7 when when SCONJ iajs-3268 284 8 you you PRON iajs-3268 284 9 add add VERB iajs-3268 284 10 334 334 NUM iajs-3268 284 11 points point NOUN iajs-3268 284 12 to to ADP iajs-3268 284 13 it it PRON iajs-3268 284 14 . . PUNCT iajs-3268 285 1 let let VERB iajs-3268 285 2 ๐‘3 ๐‘3 ADV iajs-3268 285 3 = = PUNCT iajs-3268 285 4 { { PUNCT iajs-3268 285 5 356 356 NUM iajs-3268 285 6 , , PUNCT iajs-3268 285 7 565 565 NUM iajs-3268 285 8 , , PUNCT iajs-3268 285 9 718 718 NUM iajs-3268 285 10 } } PUNCT iajs-3268 285 11 , , PUNCT iajs-3268 285 12 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 285 13 ๐‘3 ๐‘3 NOUN iajs-3268 285 14 = = PUNCT iajs-3268 285 15 ๐œ’35 ๐œ’35 NOUN iajs-3268 285 16 โ‹ƒ โ‹ƒ NOUN iajs-3268 285 17 ๐‘3 ๐‘3 NOUN iajs-3268 285 18 . . PUNCT iajs-3268 286 1 the the DET iajs-3268 286 2 maximum maximum ADJ iajs-3268 286 3 number number NOUN iajs-3268 286 4 of of ADP iajs-3268 286 5 the the DET iajs-3268 286 6 intersection intersection NOUN iajs-3268 286 7 points point NOUN iajs-3268 286 8 between between ADP iajs-3268 286 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 286 10 ๐‘3 ๐‘3 ADV iajs-3268 286 11 and and CCONJ iajs-3268 286 12 the the DET iajs-3268 286 13 lines line NOUN iajs-3268 286 14 of of ADP iajs-3268 286 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 286 16 ) ) PUNCT iajs-3268 286 17 are be AUX iajs-3268 286 18 six six NUM iajs-3268 286 19 , , PUNCT iajs-3268 286 20 so so CCONJ iajs-3268 286 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 286 22 ๐‘3 ๐‘3 NOUN iajs-3268 286 23 is be AUX iajs-3268 286 24 ( ( PUNCT iajs-3268 286 25 71,6)-cap 71,6)-cap NUM iajs-3268 286 26 and and CCONJ iajs-3268 286 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 286 28 values value NOUN iajs-3268 286 29 are be AUX iajs-3268 286 30 ๐‘0 ๐‘0 NOUN iajs-3268 286 31 = = SYM iajs-3268 286 32 2301 2301 NUM iajs-3268 286 33 , , PUNCT iajs-3268 286 34 ๐‘1 ๐‘1 NOUN iajs-3268 286 35 = = NOUN iajs-3268 286 36 8 8 X iajs-3268 286 37 . . PUNCT iajs-3268 287 1 since since SCONJ iajs-3268 287 2 ๐‘0 ๐‘0 NOUN iajs-3268 287 3 โ‰  โ‰  PROPN iajs-3268 287 4 0 0 NUM iajs-3268 287 5 , , PUNCT iajs-3268 287 6 then then ADV iajs-3268 287 7 ๐œ’35 ๐œ’35 NOUN iajs-3268 287 8 ๐‘3 ๐‘3 ADV iajs-3268 287 9 is be AUX iajs-3268 287 10 incomplete incomplete ADJ iajs-3268 287 11 . . PUNCT iajs-3268 288 1 the the DET iajs-3268 288 2 ( ( PUNCT iajs-3268 288 3 71,6)-cap 71,6)-cap NOUN iajs-3268 288 4 will will AUX iajs-3268 288 5 be be AUX iajs-3268 288 6 complete complete ADJ iajs-3268 288 7 when when SCONJ iajs-3268 288 8 you you PRON iajs-3268 288 9 add add VERB iajs-3268 288 10 486 486 NUM iajs-3268 288 11 points point NOUN iajs-3268 288 12 to to ADP iajs-3268 288 13 it it PRON iajs-3268 288 14 . . PUNCT iajs-3268 289 1 let let VERB iajs-3268 289 2 ๐‘4 ๐‘4 NOUN iajs-3268 289 3 = = PUNCT iajs-3268 289 4 { { PUNCT iajs-3268 289 5 356 356 NUM iajs-3268 289 6 , , PUNCT iajs-3268 289 7 565 565 NUM iajs-3268 289 8 , , PUNCT iajs-3268 289 9 718 718 NUM iajs-3268 289 10 , , PUNCT iajs-3268 289 11 1049 1049 NUM iajs-3268 289 12 } } PUNCT iajs-3268 289 13 , , PUNCT iajs-3268 289 14 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 289 15 ๐‘4 ๐‘4 NOUN iajs-3268 289 16 = = NOUN iajs-3268 289 17 ๐œ’35โ‹ƒ๐‘4 ๐œ’35โ‹ƒ๐‘4 NOUN iajs-3268 289 18 . . PUNCT iajs-3268 290 1 the the DET iajs-3268 290 2 maximum maximum ADJ iajs-3268 290 3 number number NOUN iajs-3268 290 4 of of ADP iajs-3268 290 5 the the DET iajs-3268 290 6 intersection intersection NOUN iajs-3268 290 7 points point NOUN iajs-3268 290 8 between between ADP iajs-3268 290 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 290 10 ๐‘4 ๐‘4 NOUN iajs-3268 290 11 and and CCONJ iajs-3268 290 12 the the DET iajs-3268 290 13 lines line NOUN iajs-3268 290 14 of of ADP iajs-3268 290 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 290 16 ) ) PUNCT iajs-3268 290 17 are be AUX iajs-3268 290 18 seven seven NUM iajs-3268 290 19 , , PUNCT iajs-3268 290 20 so so SCONJ iajs-3268 290 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 290 22 ๐‘4 ๐‘4 NOUN iajs-3268 290 23 is be AUX iajs-3268 290 24 ( ( PUNCT iajs-3268 290 25 72,7)-cap 72,7)-cap NUM iajs-3268 290 26 and and CCONJ iajs-3268 290 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 290 28 values value NOUN iajs-3268 290 29 are be AUX iajs-3268 290 30 ๐‘0 ๐‘0 NOUN iajs-3268 290 31 = = SYM iajs-3268 290 32 2301 2301 NUM iajs-3268 290 33 , , PUNCT iajs-3268 290 34 ๐‘1 ๐‘1 NOUN iajs-3268 290 35 = = NOUN iajs-3268 290 36 7 7 X iajs-3268 290 37 . . PUNCT iajs-3268 290 38 since since SCONJ iajs-3268 290 39 ๐‘0 ๐‘0 NOUN iajs-3268 290 40 โ‰  โ‰  PROPN iajs-3268 290 41 0 0 NUM iajs-3268 290 42 , , PUNCT iajs-3268 290 43 then then ADV iajs-3268 290 44 ๐œ’35 ๐œ’35 NOUN iajs-3268 290 45 ๐‘4 ๐‘4 PROPN iajs-3268 290 46 is be AUX iajs-3268 290 47 incomplete incomplete ADJ iajs-3268 290 48 . . PUNCT iajs-3268 291 1 the the DET iajs-3268 291 2 ( ( PUNCT iajs-3268 291 3 72,7)-cap 72,7)-cap PROPN iajs-3268 291 4 will will AUX iajs-3268 291 5 be be AUX iajs-3268 291 6 complete complete ADJ iajs-3268 291 7 when when SCONJ iajs-3268 291 8 you you PRON iajs-3268 291 9 add add VERB iajs-3268 291 10 627 627 NUM iajs-3268 291 11 points point NOUN iajs-3268 291 12 to to ADP iajs-3268 291 13 it it PRON iajs-3268 291 14 . . PUNCT iajs-3268 292 1 let let VERB iajs-3268 292 2 ๐‘5 ๐‘5 VERB iajs-3268 292 3 = = SYM iajs-3268 292 4 { { PUNCT iajs-3268 292 5 356 356 NUM iajs-3268 292 6 , , PUNCT iajs-3268 292 7 565 565 NUM iajs-3268 292 8 , , PUNCT iajs-3268 292 9 718 718 NUM iajs-3268 292 10 , , PUNCT iajs-3268 292 11 1049 1049 NUM iajs-3268 292 12 , , PUNCT iajs-3268 292 13 1054 1054 NUM iajs-3268 292 14 } } PUNCT iajs-3268 292 15 , , PUNCT iajs-3268 292 16 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 292 17 ๐‘5= ๐‘5= PROPN iajs-3268 292 18 ๐œ’35โ‹ƒ๐‘5 ๐œ’35โ‹ƒ๐‘5 NOUN iajs-3268 292 19 . . PUNCT iajs-3268 293 1 the the DET iajs-3268 293 2 maximum maximum ADJ iajs-3268 293 3 number number NOUN iajs-3268 293 4 of of ADP iajs-3268 293 5 the the DET iajs-3268 293 6 intersection intersection NOUN iajs-3268 293 7 points point NOUN iajs-3268 293 8 between between ADP iajs-3268 293 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 293 10 ๐‘5 ๐‘5 NOUN iajs-3268 293 11 and and CCONJ iajs-3268 293 12 the the DET iajs-3268 293 13 lines line NOUN iajs-3268 293 14 of of ADP iajs-3268 293 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 293 16 ) ) PUNCT iajs-3268 293 17 are be AUX iajs-3268 293 18 eight eight NUM iajs-3268 293 19 , , PUNCT iajs-3268 293 20 so so SCONJ iajs-3268 293 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 293 22 ๐‘5 ๐‘5 PROPN iajs-3268 293 23 is be AUX iajs-3268 293 24 ( ( PUNCT iajs-3268 293 25 73,8)-cap 73,8)-cap NUM iajs-3268 293 26 and and CCONJ iajs-3268 293 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 293 28 values value NOUN iajs-3268 293 29 are be AUX iajs-3268 293 30 ๐‘0 ๐‘0 NOUN iajs-3268 293 31 = = SYM iajs-3268 293 32 2301 2301 NUM iajs-3268 293 33 , , PUNCT iajs-3268 293 34 ๐‘1 ๐‘1 NOUN iajs-3268 293 35 = = NOUN iajs-3268 293 36 6 6 X iajs-3268 293 37 . . PUNCT iajs-3268 293 38 since since SCONJ iajs-3268 293 39 ๐‘0 ๐‘0 NOUN iajs-3268 293 40 โ‰  โ‰  PROPN iajs-3268 293 41 0 0 NUM iajs-3268 293 42 , , PUNCT iajs-3268 293 43 then then ADV iajs-3268 293 44 ๐œ’35 ๐œ’35 NOUN iajs-3268 293 45 ๐‘5 ๐‘5 PROPN iajs-3268 293 46 is be AUX iajs-3268 293 47 incomplete incomplete ADJ iajs-3268 293 48 . . PUNCT iajs-3268 294 1 the the PRON iajs-3268 294 2 ( ( PUNCT iajs-3268 294 3 73,8)-cap 73,8)-cap NOUN iajs-3268 294 4 will will AUX iajs-3268 294 5 be be AUX iajs-3268 294 6 complete complete ADJ iajs-3268 294 7 when when SCONJ iajs-3268 294 8 you you PRON iajs-3268 294 9 add add VERB iajs-3268 294 10 692 692 NUM iajs-3268 294 11 points point NOUN iajs-3268 294 12 to to ADP iajs-3268 294 13 it it PRON iajs-3268 294 14 . . PUNCT iajs-3268 295 1 ihjpas ihjpas PROPN iajs-3268 295 2 . . PUNCT iajs-3268 296 1 2024 2024 NUM iajs-3268 296 2 , , PUNCT iajs-3268 296 3 37 37 NUM iajs-3268 296 4 ( ( PUNCT iajs-3268 296 5 3 3 NUM iajs-3268 296 6 ) ) PUNCT iajs-3268 296 7 404 404 NUM iajs-3268 296 8 let let VERB iajs-3268 296 9 ๐‘6 ๐‘6 NOUN iajs-3268 296 10 = = PUNCT iajs-3268 296 11 { { PUNCT iajs-3268 296 12 356 356 NUM iajs-3268 296 13 , , PUNCT iajs-3268 296 14 565 565 NUM iajs-3268 296 15 , , PUNCT iajs-3268 296 16 718 718 NUM iajs-3268 296 17 , , PUNCT iajs-3268 296 18 1049 1049 NUM iajs-3268 296 19 , , PUNCT iajs-3268 296 20 1054 1054 NUM iajs-3268 296 21 , , PUNCT iajs-3268 296 22 1314 1314 NUM iajs-3268 296 23 } } PUNCT iajs-3268 296 24 , , PUNCT iajs-3268 296 25 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 296 26 ๐‘6 ๐‘6 NOUN iajs-3268 296 27 = = NOUN iajs-3268 296 28 ๐œ’35โ‹ƒ๐‘6 ๐œ’35โ‹ƒ๐‘6 NOUN iajs-3268 296 29 . . PUNCT iajs-3268 297 1 the the DET iajs-3268 297 2 maximum maximum ADJ iajs-3268 297 3 number number NOUN iajs-3268 297 4 of of ADP iajs-3268 297 5 the the DET iajs-3268 297 6 intersection intersection NOUN iajs-3268 297 7 points point NOUN iajs-3268 297 8 between between ADP iajs-3268 297 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 297 10 ๐‘6 ๐‘6 NOUN iajs-3268 297 11 and and CCONJ iajs-3268 297 12 the the DET iajs-3268 297 13 lines line NOUN iajs-3268 297 14 of of ADP iajs-3268 297 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 297 16 ) ) PUNCT iajs-3268 297 17 are be AUX iajs-3268 297 18 nine nine NUM iajs-3268 297 19 , , PUNCT iajs-3268 297 20 so so CCONJ iajs-3268 297 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 297 22 ๐‘6 ๐‘6 NOUN iajs-3268 297 23 is be AUX iajs-3268 297 24 ( ( PUNCT iajs-3268 297 25 74,9)-cap 74,9)-cap NOUN iajs-3268 297 26 and and CCONJ iajs-3268 297 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 297 28 values value NOUN iajs-3268 297 29 are be AUX iajs-3268 297 30 ๐‘0 ๐‘0 NOUN iajs-3268 297 31 = = SYM iajs-3268 297 32 2301 2301 NUM iajs-3268 297 33 , , PUNCT iajs-3268 297 34 ๐‘1 ๐‘1 NOUN iajs-3268 297 35 = = NOUN iajs-3268 297 36 5 5 X iajs-3268 297 37 . . PUNCT iajs-3268 297 38 since since SCONJ iajs-3268 297 39 ๐‘0 ๐‘0 NOUN iajs-3268 297 40 โ‰  โ‰  PROPN iajs-3268 297 41 0 0 NUM iajs-3268 297 42 , , PUNCT iajs-3268 297 43 then then ADV iajs-3268 297 44 ๐œ’35 ๐œ’35 NOUN iajs-3268 297 45 ๐‘6 ๐‘6 NOUN iajs-3268 297 46 is be AUX iajs-3268 297 47 incomplete incomplete ADJ iajs-3268 297 48 . . PUNCT iajs-3268 298 1 the the DET iajs-3268 298 2 ( ( PUNCT iajs-3268 298 3 74,9)-cap 74,9)-cap NOUN iajs-3268 298 4 will will AUX iajs-3268 298 5 be be AUX iajs-3268 298 6 complete complete ADJ iajs-3268 298 7 when when SCONJ iajs-3268 298 8 you you PRON iajs-3268 298 9 add add VERB iajs-3268 298 10 876 876 NUM iajs-3268 298 11 points point NOUN iajs-3268 298 12 to to ADP iajs-3268 298 13 it it PRON iajs-3268 298 14 . . PUNCT iajs-3268 299 1 let let VERB iajs-3268 299 2 ๐‘7 ๐‘7 PROPN iajs-3268 299 3 = = PUNCT iajs-3268 299 4 { { PUNCT iajs-3268 299 5 356 356 NUM iajs-3268 299 6 , , PUNCT iajs-3268 299 7 565 565 NUM iajs-3268 299 8 , , PUNCT iajs-3268 299 9 718 718 NUM iajs-3268 299 10 , , PUNCT iajs-3268 299 11 1049 1049 NUM iajs-3268 299 12 , , PUNCT iajs-3268 299 13 1054 1054 NUM iajs-3268 299 14 , , PUNCT iajs-3268 299 15 1314 1314 NUM iajs-3268 299 16 , , PUNCT iajs-3268 299 17 1377 1377 NUM iajs-3268 299 18 } } PUNCT iajs-3268 299 19 , , PUNCT iajs-3268 299 20 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 299 21 ๐‘7= ๐‘7= PROPN iajs-3268 299 22 ๐œ’35โ‹ƒ๐‘7 ๐œ’35โ‹ƒ๐‘7 VERB iajs-3268 299 23 . . PUNCT iajs-3268 300 1 the the DET iajs-3268 300 2 maximum maximum ADJ iajs-3268 300 3 number number NOUN iajs-3268 300 4 of of ADP iajs-3268 300 5 the the DET iajs-3268 300 6 intersection intersection NOUN iajs-3268 300 7 points point NOUN iajs-3268 300 8 between between ADP iajs-3268 300 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 300 10 ๐‘7 ๐‘7 PROPN iajs-3268 300 11 and and CCONJ iajs-3268 300 12 the the DET iajs-3268 300 13 lines line NOUN iajs-3268 300 14 of of ADP iajs-3268 300 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 300 16 ) ) PUNCT iajs-3268 300 17 are be AUX iajs-3268 300 18 ten ten NUM iajs-3268 300 19 , , PUNCT iajs-3268 300 20 so so SCONJ iajs-3268 300 21 ๐œ’35 ๐œ’35 PROPN iajs-3268 300 22 ๐‘7 ๐‘7 PROPN iajs-3268 300 23 is be AUX iajs-3268 300 24 ( ( PUNCT iajs-3268 300 25 75,10)-cap 75,10)-cap NOUN iajs-3268 300 26 and and CCONJ iajs-3268 300 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 300 28 values value NOUN iajs-3268 300 29 are be AUX iajs-3268 300 30 ๐‘0 ๐‘0 NOUN iajs-3268 300 31 = = SYM iajs-3268 300 32 2301 2301 NUM iajs-3268 300 33 , , PUNCT iajs-3268 300 34 ๐‘1 ๐‘1 NOUN iajs-3268 300 35 = = NOUN iajs-3268 300 36 4 4 X iajs-3268 300 37 . . PUNCT iajs-3268 300 38 since since SCONJ iajs-3268 300 39 ๐‘0 ๐‘0 NOUN iajs-3268 300 40 โ‰  โ‰  PROPN iajs-3268 300 41 0 0 NUM iajs-3268 300 42 , , PUNCT iajs-3268 300 43 then then ADV iajs-3268 300 44 ๐œ’35 ๐œ’35 PROPN iajs-3268 300 45 ๐‘7 ๐‘7 PROPN iajs-3268 300 46 is be AUX iajs-3268 300 47 incomplete incomplete ADJ iajs-3268 300 48 . . PUNCT iajs-3268 301 1 the the DET iajs-3268 301 2 ( ( PUNCT iajs-3268 301 3 75,10)-cap 75,10)-cap NOUN iajs-3268 301 4 will will AUX iajs-3268 301 5 be be AUX iajs-3268 301 6 complete complete ADJ iajs-3268 301 7 when when SCONJ iajs-3268 301 8 you you PRON iajs-3268 301 9 add add VERB iajs-3268 301 10 1037 1037 NUM iajs-3268 301 11 points point NOUN iajs-3268 301 12 to to ADP iajs-3268 301 13 it it PRON iajs-3268 301 14 . . PUNCT iajs-3268 302 1 let let VERB iajs-3268 302 2 ๐‘8 ๐‘8 PROPN iajs-3268 302 3 = = PUNCT iajs-3268 302 4 { { PUNCT iajs-3268 302 5 356 356 NUM iajs-3268 302 6 , , PUNCT iajs-3268 302 7 565 565 NUM iajs-3268 302 8 , , PUNCT iajs-3268 302 9 718 718 NUM iajs-3268 302 10 , , PUNCT iajs-3268 302 11 1049 1049 NUM iajs-3268 302 12 , , PUNCT iajs-3268 302 13 1054 1054 NUM iajs-3268 302 14 , , PUNCT iajs-3268 302 15 1314 1314 NUM iajs-3268 302 16 , , PUNCT iajs-3268 302 17 1377 1377 NUM iajs-3268 302 18 , , PUNCT iajs-3268 302 19 1756 1756 NUM iajs-3268 302 20 } } PUNCT iajs-3268 302 21 , , PUNCT iajs-3268 302 22 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 302 23 ๐‘8 ๐‘8 PROPN iajs-3268 302 24 = = PUNCT iajs-3268 302 25 ๐œ’35โ‹ƒ๐‘8 ๐œ’35โ‹ƒ๐‘8 NOUN iajs-3268 302 26 . . PUNCT iajs-3268 303 1 the the DET iajs-3268 303 2 maximum maximum ADJ iajs-3268 303 3 number number NOUN iajs-3268 303 4 of of ADP iajs-3268 303 5 the the DET iajs-3268 303 6 intersection intersection NOUN iajs-3268 303 7 points point NOUN iajs-3268 303 8 between between ADP iajs-3268 303 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 303 10 ๐‘8 ๐‘8 NOUN iajs-3268 303 11 and and CCONJ iajs-3268 303 12 the the DET iajs-3268 303 13 lines line NOUN iajs-3268 303 14 of of ADP iajs-3268 303 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 303 16 ) ) PUNCT iajs-3268 303 17 are be AUX iajs-3268 303 18 eleven eleven NUM iajs-3268 303 19 , , PUNCT iajs-3268 303 20 so so SCONJ iajs-3268 303 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 303 22 ๐‘8 ๐‘8 PROPN iajs-3268 303 23 is be AUX iajs-3268 303 24 ( ( PUNCT iajs-3268 303 25 76,11)-cap 76,11)-cap NOUN iajs-3268 303 26 and and CCONJ iajs-3268 303 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 303 28 values value NOUN iajs-3268 303 29 are be AUX iajs-3268 303 30 ๐‘0 ๐‘0 NOUN iajs-3268 303 31 = = SYM iajs-3268 303 32 2301 2301 NUM iajs-3268 303 33 , , PUNCT iajs-3268 303 34 ๐‘1 ๐‘1 NOUN iajs-3268 303 35 = = NOUN iajs-3268 303 36 3 3 X iajs-3268 303 37 . . PUNCT iajs-3268 303 38 since since SCONJ iajs-3268 303 39 ๐‘0 ๐‘0 NOUN iajs-3268 303 40 โ‰  โ‰  PROPN iajs-3268 303 41 0 0 NUM iajs-3268 303 42 , , PUNCT iajs-3268 303 43 then then ADV iajs-3268 303 44 ๐œ’35 ๐œ’35 NOUN iajs-3268 303 45 ๐‘8 ๐‘8 PROPN iajs-3268 303 46 is be AUX iajs-3268 303 47 incomplete incomplete ADJ iajs-3268 303 48 . . PUNCT iajs-3268 304 1 the the DET iajs-3268 304 2 ( ( PUNCT iajs-3268 304 3 76,11)-cap 76,11)-cap NOUN iajs-3268 304 4 will will AUX iajs-3268 304 5 be be AUX iajs-3268 304 6 complete complete ADJ iajs-3268 304 7 when when SCONJ iajs-3268 304 8 you you PRON iajs-3268 304 9 add add VERB iajs-3268 304 10 1312 1312 NUM iajs-3268 304 11 points point NOUN iajs-3268 304 12 to to ADP iajs-3268 304 13 it it PRON iajs-3268 304 14 . . PUNCT iajs-3268 305 1 let let VERB iajs-3268 305 2 ๐‘9 ๐‘9 NOUN iajs-3268 305 3 = = PUNCT iajs-3268 305 4 { { PUNCT iajs-3268 305 5 356 356 NUM iajs-3268 305 6 , , PUNCT iajs-3268 305 7 565 565 NUM iajs-3268 305 8 , , PUNCT iajs-3268 305 9 718 718 NUM iajs-3268 305 10 , , PUNCT iajs-3268 305 11 1049 1049 NUM iajs-3268 305 12 , , PUNCT iajs-3268 305 13 1054 1054 NUM iajs-3268 305 14 , , PUNCT iajs-3268 305 15 1314 1314 NUM iajs-3268 305 16 , , PUNCT iajs-3268 305 17 1377 1377 NUM iajs-3268 305 18 , , PUNCT iajs-3268 305 19 1756 1756 NUM iajs-3268 305 20 , , PUNCT iajs-3268 305 21 1818 1818 NUM iajs-3268 305 22 } } PUNCT iajs-3268 305 23 . . PUNCT iajs-3268 306 1 put put VERB iajs-3268 306 2 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 306 3 ๐‘9= ๐‘9= PROPN iajs-3268 306 4 ๐œ’35โ‹ƒ๐‘9 ๐œ’35โ‹ƒ๐‘9 NOUN iajs-3268 306 5 . . PUNCT iajs-3268 307 1 the the DET iajs-3268 307 2 maximum maximum ADJ iajs-3268 307 3 number number NOUN iajs-3268 307 4 of of ADP iajs-3268 307 5 intersection intersection NOUN iajs-3268 307 6 points point NOUN iajs-3268 307 7 between between ADP iajs-3268 307 8 ๐œ’35 ๐œ’35 NOUN iajs-3268 307 9 ๐‘9 ๐‘9 PROPN iajs-3268 307 10 and and CCONJ iajs-3268 307 11 the the DET iajs-3268 307 12 lines line NOUN iajs-3268 307 13 of of ADP iajs-3268 307 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 307 15 ) ) PUNCT iajs-3268 307 16 are be AUX iajs-3268 307 17 twelve twelve NUM iajs-3268 307 18 , , PUNCT iajs-3268 307 19 so so ADV iajs-3268 307 20 ๐œ’35 ๐œ’35 NOUN iajs-3268 307 21 ๐‘9 ๐‘9 NOUN iajs-3268 307 22 is be AUX iajs-3268 307 23 ( ( PUNCT iajs-3268 307 24 77,12)-cap 77,12)-cap NOUN iajs-3268 307 25 and and CCONJ iajs-3268 307 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 307 27 values value NOUN iajs-3268 307 28 are be AUX iajs-3268 307 29 ๐‘0 ๐‘0 NOUN iajs-3268 307 30 = = SYM iajs-3268 307 31 2301 2301 NUM iajs-3268 307 32 , , PUNCT iajs-3268 307 33 ๐‘1 ๐‘1 NOUN iajs-3268 307 34 = = NOUN iajs-3268 307 35 2 2 X iajs-3268 307 36 . . PUNCT iajs-3268 307 37 since since SCONJ iajs-3268 307 38 ๐‘0 ๐‘0 NOUN iajs-3268 307 39 โ‰  โ‰  PROPN iajs-3268 307 40 0 0 NUM iajs-3268 307 41 , , PUNCT iajs-3268 307 42 then then ADV iajs-3268 307 43 ๐œ’35 ๐œ’35 NOUN iajs-3268 307 44 ๐‘9 ๐‘9 NOUN iajs-3268 307 45 is be AUX iajs-3268 307 46 incomplete incomplete ADJ iajs-3268 307 47 . . PUNCT iajs-3268 308 1 the the PRON iajs-3268 308 2 ( ( PUNCT iajs-3268 308 3 77,12)-cap 77,12)-cap NOUN iajs-3268 308 4 will will AUX iajs-3268 308 5 be be AUX iajs-3268 308 6 complete complete ADJ iajs-3268 308 7 when when SCONJ iajs-3268 308 8 you you PRON iajs-3268 308 9 add add VERB iajs-3268 308 10 1401 1401 NUM iajs-3268 308 11 points point NOUN iajs-3268 308 12 to to ADP iajs-3268 308 13 it it PRON iajs-3268 308 14 . . PUNCT iajs-3268 309 1 let let VERB iajs-3268 309 2 ๐‘10 ๐‘10 NOUN iajs-3268 309 3 = = SYM iajs-3268 309 4 { { PUNCT iajs-3268 309 5 356 356 NUM iajs-3268 309 6 , , PUNCT iajs-3268 309 7 565 565 NUM iajs-3268 309 8 , , PUNCT iajs-3268 309 9 718 718 NUM iajs-3268 309 10 , , PUNCT iajs-3268 309 11 1049 1049 NUM iajs-3268 309 12 , , PUNCT iajs-3268 309 13 1054 1054 NUM iajs-3268 309 14 , , PUNCT iajs-3268 309 15 1314 1314 NUM iajs-3268 309 16 , , PUNCT iajs-3268 309 17 1377 1377 NUM iajs-3268 309 18 , , PUNCT iajs-3268 309 19 1756 1756 NUM iajs-3268 309 20 , , PUNCT iajs-3268 309 21 1818 1818 NUM iajs-3268 309 22 , , PUNCT iajs-3268 309 23 2253 2253 NUM iajs-3268 309 24 } } PUNCT iajs-3268 309 25 , , PUNCT iajs-3268 309 26 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 309 27 ๐‘10 ๐‘10 NOUN iajs-3268 309 28 = = SYM iajs-3268 309 29 ๐œ’35โ‹ƒ๐‘10 ๐œ’35โ‹ƒ๐‘10 PROPN iajs-3268 309 30 . . PUNCT iajs-3268 310 1 the the DET iajs-3268 310 2 maximum maximum ADJ iajs-3268 310 3 number number NOUN iajs-3268 310 4 of of ADP iajs-3268 310 5 the the DET iajs-3268 310 6 intersection intersection NOUN iajs-3268 310 7 points point NOUN iajs-3268 310 8 between between ADP iajs-3268 310 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 310 10 ๐‘10 ๐‘10 NOUN iajs-3268 310 11 and and CCONJ iajs-3268 310 12 the the DET iajs-3268 310 13 lines line NOUN iajs-3268 310 14 of of ADP iajs-3268 310 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 310 16 ) ) PUNCT iajs-3268 310 17 are be AUX iajs-3268 310 18 thirteen thirteen NUM iajs-3268 310 19 , , PUNCT iajs-3268 310 20 so so ADV iajs-3268 310 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 310 22 ๐‘10 ๐‘10 PROPN iajs-3268 310 23 is be AUX iajs-3268 310 24 ( ( PUNCT iajs-3268 310 25 78,13)-cap 78,13)-cap NOUN iajs-3268 310 26 and and CCONJ iajs-3268 310 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 310 28 values value NOUN iajs-3268 310 29 are be AUX iajs-3268 310 30 ๐‘0 ๐‘0 NOUN iajs-3268 310 31 = = SYM iajs-3268 310 32 2301 2301 NUM iajs-3268 310 33 , , PUNCT iajs-3268 310 34 ๐‘1 ๐‘1 NOUN iajs-3268 310 35 = = NOUN iajs-3268 311 1 1 1 X iajs-3268 311 2 . . PUNCT iajs-3268 311 3 since since SCONJ iajs-3268 311 4 ๐‘0 ๐‘0 NOUN iajs-3268 311 5 โ‰  โ‰  PROPN iajs-3268 311 6 0 0 NUM iajs-3268 311 7 , , PUNCT iajs-3268 311 8 then then ADV iajs-3268 311 9 ๐œ’35 ๐œ’35 VERB iajs-3268 311 10 ๐‘10 ๐‘10 PROPN iajs-3268 311 11 is be AUX iajs-3268 311 12 incomplete incomplete ADJ iajs-3268 311 13 . . PUNCT iajs-3268 312 1 the the PRON iajs-3268 312 2 ( ( PUNCT iajs-3268 312 3 78,13)-cap 78,13)-cap NOUN iajs-3268 312 4 will will AUX iajs-3268 312 5 be be AUX iajs-3268 312 6 complete complete ADJ iajs-3268 312 7 when when SCONJ iajs-3268 312 8 you you PRON iajs-3268 312 9 add add VERB iajs-3268 312 10 1591 1591 NUM iajs-3268 312 11 points point NOUN iajs-3268 312 12 to to ADP iajs-3268 312 13 it it PRON iajs-3268 312 14 . . PUNCT iajs-3268 313 1 let let VERB iajs-3268 313 2 ๐‘11 ๐‘11 NOUN iajs-3268 313 3 = = SYM iajs-3268 313 4 { { PUNCT iajs-3268 313 5 356 356 NUM iajs-3268 313 6 , , PUNCT iajs-3268 313 7 565 565 NUM iajs-3268 313 8 , , PUNCT iajs-3268 313 9 718 718 NUM iajs-3268 313 10 , , PUNCT iajs-3268 313 11 1049 1049 NUM iajs-3268 313 12 , , PUNCT iajs-3268 313 13 1054 1054 NUM iajs-3268 313 14 , , PUNCT iajs-3268 313 15 1314 1314 NUM iajs-3268 313 16 , , PUNCT iajs-3268 313 17 1377 1377 NUM iajs-3268 313 18 , , PUNCT iajs-3268 313 19 1756 1756 NUM iajs-3268 313 20 , , PUNCT iajs-3268 313 21 1818 1818 NUM iajs-3268 313 22 , , PUNCT iajs-3268 313 23 2253 2253 NUM iajs-3268 313 24 , , PUNCT iajs-3268 313 25 2331 2331 NUM iajs-3268 313 26 } } PUNCT iajs-3268 313 27 . . PUNCT iajs-3268 314 1 put put VERB iajs-3268 314 2 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 314 3 ๐‘11 ๐‘11 NOUN iajs-3268 314 4 = = SYM iajs-3268 314 5 ๐œ’35 ๐œ’35 NOUN iajs-3268 314 6 โ‹ƒ โ‹ƒ NOUN iajs-3268 314 7 ๐‘11 ๐‘11 NOUN iajs-3268 314 8 . . PUNCT iajs-3268 315 1 the the DET iajs-3268 315 2 maximum maximum ADJ iajs-3268 315 3 number number NOUN iajs-3268 315 4 of of ADP iajs-3268 315 5 the the DET iajs-3268 315 6 intersection intersection NOUN iajs-3268 315 7 points point NOUN iajs-3268 315 8 between between ADP iajs-3268 315 9 ๐œ’35 ๐œ’35 NOUN iajs-3268 315 10 ๐‘11 ๐‘11 NOUN iajs-3268 315 11 and and CCONJ iajs-3268 315 12 the the DET iajs-3268 315 13 lines line NOUN iajs-3268 315 14 of of ADP iajs-3268 315 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 315 16 ) ) PUNCT iajs-3268 315 17 are be AUX iajs-3268 315 18 fourteen fourteen NUM iajs-3268 315 19 , , PUNCT iajs-3268 315 20 so so CCONJ iajs-3268 315 21 ๐œ’35 ๐œ’35 NOUN iajs-3268 315 22 ๐‘11 ๐‘11 NOUN iajs-3268 315 23 is be AUX iajs-3268 315 24 ( ( PUNCT iajs-3268 315 25 79,14)-cap 79,14)-cap NOUN iajs-3268 315 26 and and CCONJ iajs-3268 315 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 315 28 values value NOUN iajs-3268 315 29 are be AUX iajs-3268 315 30 ๐‘0 ๐‘0 NOUN iajs-3268 315 31 = = SYM iajs-3268 315 32 2301 2301 NUM iajs-3268 315 33 . . PUNCT iajs-3268 316 1 since since SCONJ iajs-3268 316 2 ๐‘0 ๐‘0 NOUN iajs-3268 316 3 โ‰  โ‰  PROPN iajs-3268 316 4 0 0 NUM iajs-3268 316 5 , , PUNCT iajs-3268 316 6 then then ADV iajs-3268 316 7 ๐œ’35 ๐œ’35 NOUN iajs-3268 316 8 ๐‘11 ๐‘11 PROPN iajs-3268 316 9 is be AUX iajs-3268 316 10 incomplete incomplete ADJ iajs-3268 316 11 . . PUNCT iajs-3268 317 1 the the PRON iajs-3268 317 2 ( ( PUNCT iajs-3268 317 3 79,14)-cap 79,14)-cap NOUN iajs-3268 317 4 will will AUX iajs-3268 317 5 be be AUX iajs-3268 317 6 complete complete ADJ iajs-3268 317 7 when when SCONJ iajs-3268 317 8 you you PRON iajs-3268 317 9 add add VERB iajs-3268 317 10 2301 2301 NUM iajs-3268 317 11 points point NOUN iajs-3268 317 12 to to ADP iajs-3268 317 13 it it PRON iajs-3268 317 14 . . PUNCT iajs-3268 318 1 7 7 X iajs-3268 318 2 . . X iajs-3268 318 3 the the DET iajs-3268 318 4 line line NOUN iajs-3268 318 5 ๐ˆ(๐œ11 ๐ˆ(๐œ11 PROPN iajs-3268 318 6 , , PUNCT iajs-3268 318 7 1,0,0,0,0 1,0,0,0,0 NUM iajs-3268 318 8 ) ) PUNCT iajs-3268 318 9 meets meet VERB iajs-3268 318 10 the the DET iajs-3268 318 11 cap cap NOUN iajs-3268 318 12 ๐œ’68 ๐œ’68 NOUN iajs-3268 318 13 in in ADP iajs-3268 318 14 7 7 NUM iajs-3268 318 15 points point NOUN iajs-3268 318 16 , , PUNCT iajs-3268 318 17 so so SCONJ iajs-3268 318 18 we we PRON iajs-3268 318 19 have have VERB iajs-3268 318 20 seven seven NUM iajs-3268 318 21 extension extension NOUN iajs-3268 318 22 points point NOUN iajs-3268 318 23 that that PRON iajs-3268 318 24 can can AUX iajs-3268 318 25 be be AUX iajs-3268 318 26 added add VERB iajs-3268 318 27 to to ADP iajs-3268 318 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 318 29 , , PUNCT iajs-3268 318 30 as as ADP iajs-3268 318 31 in in ADP iajs-3268 318 32 the the DET iajs-3268 318 33 following follow VERB iajs-3268 318 34 order order NOUN iajs-3268 318 35 : : PUNCT iajs-3268 318 36 171 171 NUM iajs-3268 318 37 , , PUNCT iajs-3268 318 38 511 511 NUM iajs-3268 318 39 , , PUNCT iajs-3268 318 40 851 851 NUM iajs-3268 318 41 , , PUNCT iajs-3268 318 42 1191 1191 NUM iajs-3268 318 43 , , PUNCT iajs-3268 318 44 1531 1531 NUM iajs-3268 318 45 , , PUNCT iajs-3268 318 46 1871 1871 NUM iajs-3268 318 47 , , PUNCT iajs-3268 318 48 2211 2211 NUM iajs-3268 318 49 . . PUNCT iajs-3268 319 1 let let VERB iajs-3268 319 2 ๐‘1 ๐‘1 NOUN iajs-3268 319 3 = = SYM iajs-3268 319 4 { { PUNCT iajs-3268 319 5 171 171 NUM iajs-3268 319 6 } } PUNCT iajs-3268 319 7 , , PUNCT iajs-3268 319 8 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 319 9 ๐‘1= ๐‘1= PROPN iajs-3268 319 10 ๐œ’68โ‹ƒ๐‘1 ๐œ’68โ‹ƒ๐‘1 VERB iajs-3268 319 11 . . PUNCT iajs-3268 320 1 the the DET iajs-3268 320 2 maximum maximum ADJ iajs-3268 320 3 number number NOUN iajs-3268 320 4 of of ADP iajs-3268 320 5 the the DET iajs-3268 320 6 intersection intersection NOUN iajs-3268 320 7 points point NOUN iajs-3268 320 8 between between ADP iajs-3268 320 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 320 10 ๐‘1 ๐‘1 NOUN iajs-3268 320 11 and and CCONJ iajs-3268 320 12 the the DET iajs-3268 320 13 lines line NOUN iajs-3268 320 14 of of ADP iajs-3268 320 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 320 16 ) ) PUNCT iajs-3268 320 17 are be AUX iajs-3268 320 18 eight eight NUM iajs-3268 320 19 , , PUNCT iajs-3268 320 20 so so ADV iajs-3268 320 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 320 22 ๐‘1 ๐‘1 NOUN iajs-3268 320 23 is be AUX iajs-3268 320 24 ( ( PUNCT iajs-3268 320 25 36,8)-cap 36,8)-cap NUM iajs-3268 320 26 and and CCONJ iajs-3268 320 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 320 28 values value NOUN iajs-3268 320 29 are be AUX iajs-3268 320 30 ๐‘0 ๐‘0 NOUN iajs-3268 320 31 = = SYM iajs-3268 320 32 2338 2338 NUM iajs-3268 320 33 , , PUNCT iajs-3268 320 34 ๐‘1 ๐‘1 NOUN iajs-3268 320 35 = = NOUN iajs-3268 320 36 6 6 X iajs-3268 320 37 . . PUNCT iajs-3268 321 1 since since SCONJ iajs-3268 321 2 ๐‘0 ๐‘0 NOUN iajs-3268 321 3 โ‰  โ‰  PROPN iajs-3268 321 4 0 0 NUM iajs-3268 321 5 , , PUNCT iajs-3268 321 6 then then ADV iajs-3268 321 7 ๐œ’68 ๐œ’68 NOUN iajs-3268 321 8 ๐‘1 ๐‘1 NOUN iajs-3268 321 9 is be AUX iajs-3268 321 10 incomplete incomplete ADJ iajs-3268 321 11 . . PUNCT iajs-3268 322 1 the the DET iajs-3268 322 2 ( ( PUNCT iajs-3268 322 3 36,8)-cap 36,8)-cap NUM iajs-3268 322 4 will will AUX iajs-3268 322 5 be be AUX iajs-3268 322 6 complete complete ADJ iajs-3268 322 7 when when SCONJ iajs-3268 322 8 you you PRON iajs-3268 322 9 add add VERB iajs-3268 322 10 709 709 NUM iajs-3268 322 11 points point NOUN iajs-3268 322 12 to to ADP iajs-3268 322 13 it it PRON iajs-3268 322 14 . . PUNCT iajs-3268 323 1 let let VERB iajs-3268 323 2 ๐‘2 ๐‘2 NOUN iajs-3268 323 3 = = SYM iajs-3268 323 4 { { PUNCT iajs-3268 323 5 171 171 NUM iajs-3268 323 6 , , PUNCT iajs-3268 323 7 511 511 NUM iajs-3268 323 8 } } PUNCT iajs-3268 323 9 , , PUNCT iajs-3268 324 1 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 324 2 ๐‘2= ๐‘2= PROPN iajs-3268 324 3 ๐œ’68โ‹ƒ๐‘2 ๐œ’68โ‹ƒ๐‘2 NOUN iajs-3268 324 4 . . PUNCT iajs-3268 325 1 the the DET iajs-3268 325 2 maximum maximum ADJ iajs-3268 325 3 number number NOUN iajs-3268 325 4 of of ADP iajs-3268 325 5 the the DET iajs-3268 325 6 intersection intersection NOUN iajs-3268 325 7 points point NOUN iajs-3268 325 8 between between ADP iajs-3268 325 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 325 10 ๐‘2 ๐‘2 NOUN iajs-3268 325 11 and and CCONJ iajs-3268 325 12 the the DET iajs-3268 325 13 lines line NOUN iajs-3268 325 14 of of ADP iajs-3268 325 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 325 16 ) ) PUNCT iajs-3268 325 17 are be AUX iajs-3268 325 18 nine nine NUM iajs-3268 325 19 , , PUNCT iajs-3268 325 20 so so SCONJ iajs-3268 325 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 325 22 ๐‘2 ๐‘2 NOUN iajs-3268 325 23 is be AUX iajs-3268 325 24 ( ( PUNCT iajs-3268 325 25 37,9)-cap 37,9)-cap NUM iajs-3268 325 26 and and CCONJ iajs-3268 325 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 325 28 values value NOUN iajs-3268 325 29 are be AUX iajs-3268 325 30 ๐‘0 ๐‘0 NOUN iajs-3268 325 31 = = SYM iajs-3268 325 32 2338 2338 NUM iajs-3268 325 33 , , PUNCT iajs-3268 325 34 ๐‘1 ๐‘1 NOUN iajs-3268 325 35 = = NOUN iajs-3268 325 36 5 5 X iajs-3268 325 37 . . PUNCT iajs-3268 325 38 since since SCONJ iajs-3268 325 39 ๐‘0 ๐‘0 NOUN iajs-3268 325 40 โ‰  โ‰  PROPN iajs-3268 325 41 0 0 NUM iajs-3268 325 42 , , PUNCT iajs-3268 325 43 then then ADV iajs-3268 325 44 ๐œ’68 ๐œ’68 NOUN iajs-3268 325 45 ๐‘2 ๐‘2 NOUN iajs-3268 325 46 is be AUX iajs-3268 325 47 incomplete incomplete ADJ iajs-3268 325 48 . . PUNCT iajs-3268 326 1 the the DET iajs-3268 326 2 ( ( PUNCT iajs-3268 326 3 37,9)-cap 37,9)-cap NOUN iajs-3268 326 4 will will AUX iajs-3268 326 5 be be AUX iajs-3268 326 6 complete complete ADJ iajs-3268 326 7 when when SCONJ iajs-3268 326 8 you you PRON iajs-3268 326 9 add add VERB iajs-3268 326 10 901 901 NUM iajs-3268 326 11 points point NOUN iajs-3268 326 12 to to ADP iajs-3268 326 13 it it PRON iajs-3268 326 14 . . PUNCT iajs-3268 327 1 let let VERB iajs-3268 327 2 ๐‘3 ๐‘3 ADV iajs-3268 327 3 = = PUNCT iajs-3268 327 4 { { PUNCT iajs-3268 327 5 171 171 NUM iajs-3268 327 6 , , PUNCT iajs-3268 327 7 511 511 NUM iajs-3268 327 8 , , PUNCT iajs-3268 327 9 851 851 NUM iajs-3268 327 10 } } PUNCT iajs-3268 327 11 , , PUNCT iajs-3268 327 12 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 327 13 ๐‘3 ๐‘3 NOUN iajs-3268 327 14 = = PUNCT iajs-3268 327 15 ๐œ’68โ‹ƒ๐‘3 ๐œ’68โ‹ƒ๐‘3 NOUN iajs-3268 327 16 . . PUNCT iajs-3268 328 1 the the DET iajs-3268 328 2 maximum maximum ADJ iajs-3268 328 3 number number NOUN iajs-3268 328 4 of of ADP iajs-3268 328 5 the the DET iajs-3268 328 6 intersection intersection NOUN iajs-3268 328 7 points point NOUN iajs-3268 328 8 between between ADP iajs-3268 328 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 328 10 ๐‘3 ๐‘3 NOUN iajs-3268 328 11 and and CCONJ iajs-3268 328 12 the the DET iajs-3268 328 13 lines line NOUN iajs-3268 328 14 of of ADP iajs-3268 328 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 328 16 ) ) PUNCT iajs-3268 328 17 are be AUX iajs-3268 328 18 ten ten NUM iajs-3268 328 19 , , PUNCT iajs-3268 328 20 so so CCONJ iajs-3268 328 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 328 22 ๐‘3 ๐‘3 NOUN iajs-3268 328 23 is be AUX iajs-3268 328 24 ( ( PUNCT iajs-3268 328 25 38,10)-cap 38,10)-cap NOUN iajs-3268 328 26 and and CCONJ iajs-3268 328 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 328 28 values value NOUN iajs-3268 328 29 are be AUX iajs-3268 328 30 ๐‘0 ๐‘0 NOUN iajs-3268 328 31 = = SYM iajs-3268 328 32 2338 2338 NUM iajs-3268 328 33 , , PUNCT iajs-3268 328 34 ๐‘1 ๐‘1 NOUN iajs-3268 328 35 = = NOUN iajs-3268 328 36 4 4 X iajs-3268 328 37 . . PUNCT iajs-3268 328 38 since since SCONJ iajs-3268 328 39 ๐‘0 ๐‘0 NOUN iajs-3268 328 40 โ‰  โ‰  PROPN iajs-3268 328 41 0 0 NUM iajs-3268 328 42 , , PUNCT iajs-3268 328 43 then then ADV iajs-3268 328 44 ๐œ’68 ๐œ’68 NOUN iajs-3268 328 45 ๐‘3 ๐‘3 NOUN iajs-3268 328 46 is be AUX iajs-3268 328 47 incomplete incomplete ADJ iajs-3268 328 48 . . PUNCT iajs-3268 329 1 the the DET iajs-3268 329 2 ( ( PUNCT iajs-3268 329 3 38,10)-cap 38,10)-cap NOUN iajs-3268 329 4 will will AUX iajs-3268 329 5 be be AUX iajs-3268 329 6 complete complete ADJ iajs-3268 329 7 when when SCONJ iajs-3268 329 8 you you PRON iajs-3268 329 9 add add VERB iajs-3268 329 10 1065 1065 NUM iajs-3268 329 11 points point NOUN iajs-3268 329 12 to to ADP iajs-3268 329 13 it it PRON iajs-3268 329 14 . . PUNCT iajs-3268 330 1 let let VERB iajs-3268 330 2 ๐‘4 ๐‘4 NOUN iajs-3268 330 3 = = PUNCT iajs-3268 330 4 { { PUNCT iajs-3268 330 5 171 171 NUM iajs-3268 330 6 , , PUNCT iajs-3268 330 7 511 511 NUM iajs-3268 330 8 , , PUNCT iajs-3268 330 9 851 851 NUM iajs-3268 330 10 , , PUNCT iajs-3268 330 11 1191 1191 NUM iajs-3268 330 12 } } PUNCT iajs-3268 330 13 , , PUNCT iajs-3268 330 14 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 330 15 ๐‘4 ๐‘4 NOUN iajs-3268 330 16 = = NOUN iajs-3268 330 17 ๐œ’68โ‹ƒ๐‘4 ๐œ’68โ‹ƒ๐‘4 NOUN iajs-3268 330 18 . . PUNCT iajs-3268 331 1 the the DET iajs-3268 331 2 maximum maximum ADJ iajs-3268 331 3 number number NOUN iajs-3268 331 4 of of ADP iajs-3268 331 5 the the DET iajs-3268 331 6 intersection intersection NOUN iajs-3268 331 7 points point NOUN iajs-3268 331 8 between between ADP iajs-3268 331 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 331 10 ๐‘4 ๐‘4 NOUN iajs-3268 331 11 and and CCONJ iajs-3268 331 12 the the DET iajs-3268 331 13 lines line NOUN iajs-3268 331 14 of of ADP iajs-3268 331 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 331 16 ) ) PUNCT iajs-3268 331 17 are be AUX iajs-3268 331 18 eleven eleven NUM iajs-3268 331 19 , , PUNCT iajs-3268 331 20 so so ADV iajs-3268 331 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 331 22 ๐‘4 ๐‘4 NOUN iajs-3268 331 23 is be AUX iajs-3268 331 24 ( ( PUNCT iajs-3268 331 25 39,11)-cap 39,11)-cap NOUN iajs-3268 331 26 and and CCONJ iajs-3268 331 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 331 28 values value NOUN iajs-3268 331 29 ihjpas ihjpa VERB iajs-3268 331 30 . . PUNCT iajs-3268 332 1 2024 2024 NUM iajs-3268 332 2 , , PUNCT iajs-3268 332 3 37 37 NUM iajs-3268 332 4 ( ( PUNCT iajs-3268 332 5 3 3 NUM iajs-3268 332 6 ) ) PUNCT iajs-3268 332 7 405 405 NUM iajs-3268 332 8 are be AUX iajs-3268 332 9 ๐‘0 ๐‘0 NOUN iajs-3268 332 10 = = SYM iajs-3268 332 11 2338 2338 NUM iajs-3268 332 12 , , PUNCT iajs-3268 332 13 ๐‘1 ๐‘1 NOUN iajs-3268 332 14 = = NOUN iajs-3268 332 15 3 3 X iajs-3268 332 16 . . PUNCT iajs-3268 332 17 since since SCONJ iajs-3268 332 18 ๐‘0 ๐‘0 NOUN iajs-3268 332 19 โ‰  โ‰  PROPN iajs-3268 332 20 0 0 NUM iajs-3268 332 21 , , PUNCT iajs-3268 332 22 then then ADV iajs-3268 332 23 ๐œ’68 ๐œ’68 NOUN iajs-3268 332 24 ๐‘4 ๐‘4 NOUN iajs-3268 332 25 is be AUX iajs-3268 332 26 incomplete incomplete ADJ iajs-3268 332 27 . . PUNCT iajs-3268 333 1 the the DET iajs-3268 333 2 ( ( PUNCT iajs-3268 333 3 39,11)-cap 39,11)-cap NOUN iajs-3268 333 4 will will AUX iajs-3268 333 5 be be AUX iajs-3268 333 6 complete complete ADJ iajs-3268 333 7 when when SCONJ iajs-3268 333 8 you you PRON iajs-3268 333 9 add add VERB iajs-3268 333 10 1395 1395 NUM iajs-3268 333 11 points point NOUN iajs-3268 333 12 to to ADP iajs-3268 333 13 it it PRON iajs-3268 333 14 . . PUNCT iajs-3268 334 1 let let VERB iajs-3268 334 2 ๐‘5 ๐‘5 VERB iajs-3268 334 3 = = SYM iajs-3268 334 4 { { PUNCT iajs-3268 334 5 171 171 NUM iajs-3268 334 6 , , PUNCT iajs-3268 334 7 511 511 NUM iajs-3268 334 8 , , PUNCT iajs-3268 334 9 851 851 NUM iajs-3268 334 10 , , PUNCT iajs-3268 334 11 1191 1191 NUM iajs-3268 334 12 , , PUNCT iajs-3268 334 13 1531 1531 NUM iajs-3268 334 14 } } PUNCT iajs-3268 334 15 , , PUNCT iajs-3268 334 16 ๐’Ÿ68 ๐’Ÿ68 DET iajs-3268 334 17 ๐‘5= ๐‘5= NOUN iajs-3268 334 18 ๐œ’68โ‹ƒ๐‘5 ๐œ’68โ‹ƒ๐‘5 NOUN iajs-3268 334 19 . . PUNCT iajs-3268 335 1 the the DET iajs-3268 335 2 maximum maximum ADJ iajs-3268 335 3 number number NOUN iajs-3268 335 4 of of ADP iajs-3268 335 5 the the DET iajs-3268 335 6 intersection intersection NOUN iajs-3268 335 7 points point NOUN iajs-3268 335 8 between between ADP iajs-3268 335 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 335 10 ๐‘5 ๐‘5 NOUN iajs-3268 335 11 and and CCONJ iajs-3268 335 12 the the DET iajs-3268 335 13 lines line NOUN iajs-3268 335 14 of of ADP iajs-3268 335 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 335 16 ) ) PUNCT iajs-3268 335 17 are be AUX iajs-3268 335 18 twelve twelve NUM iajs-3268 335 19 , , PUNCT iajs-3268 335 20 so so CCONJ iajs-3268 335 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 335 22 ๐‘5 ๐‘5 NOUN iajs-3268 335 23 is be AUX iajs-3268 335 24 ( ( PUNCT iajs-3268 335 25 40,12)-cap 40,12)-cap NUM iajs-3268 335 26 and and CCONJ iajs-3268 335 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 335 28 values value NOUN iajs-3268 335 29 are be AUX iajs-3268 335 30 ๐‘0 ๐‘0 NOUN iajs-3268 335 31 = = SYM iajs-3268 335 32 2338 2338 NUM iajs-3268 335 33 , , PUNCT iajs-3268 335 34 ๐‘1 ๐‘1 NOUN iajs-3268 335 35 = = NOUN iajs-3268 335 36 2 2 X iajs-3268 335 37 . . PUNCT iajs-3268 335 38 since since SCONJ iajs-3268 335 39 ๐‘0 ๐‘0 NOUN iajs-3268 335 40 โ‰  โ‰  PROPN iajs-3268 335 41 0 0 NUM iajs-3268 335 42 , , PUNCT iajs-3268 335 43 then then ADV iajs-3268 335 44 ๐œ’68 ๐œ’68 NOUN iajs-3268 335 45 ๐‘5 ๐‘5 NOUN iajs-3268 335 46 is be AUX iajs-3268 335 47 incomplete incomplete ADJ iajs-3268 335 48 . . PUNCT iajs-3268 336 1 the the DET iajs-3268 336 2 ( ( PUNCT iajs-3268 336 3 40,12)-cap 40,12)-cap NOUN iajs-3268 336 4 will will AUX iajs-3268 336 5 be be AUX iajs-3268 336 6 complete complete ADJ iajs-3268 336 7 when when SCONJ iajs-3268 336 8 you you PRON iajs-3268 336 9 add add VERB iajs-3268 336 10 1427 1427 NUM iajs-3268 336 11 points point NOUN iajs-3268 336 12 to to ADP iajs-3268 336 13 it it PRON iajs-3268 336 14 . . PUNCT iajs-3268 337 1 let let VERB iajs-3268 337 2 ๐‘6 ๐‘6 NOUN iajs-3268 337 3 = = VERB iajs-3268 337 4 { { PUNCT iajs-3268 337 5 171 171 NUM iajs-3268 337 6 , , PUNCT iajs-3268 337 7 511 511 NUM iajs-3268 337 8 , , PUNCT iajs-3268 337 9 851 851 NUM iajs-3268 337 10 , , PUNCT iajs-3268 337 11 1191 1191 NUM iajs-3268 337 12 , , PUNCT iajs-3268 337 13 1531 1531 NUM iajs-3268 337 14 , , PUNCT iajs-3268 337 15 1871 1871 NUM iajs-3268 337 16 } } PUNCT iajs-3268 337 17 , , PUNCT iajs-3268 337 18 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 337 19 ๐‘6 ๐‘6 NOUN iajs-3268 337 20 = = NOUN iajs-3268 337 21 ๐œ’68โ‹ƒ๐‘6 ๐œ’68โ‹ƒ๐‘6 X iajs-3268 337 22 . . PUNCT iajs-3268 338 1 the the DET iajs-3268 338 2 maximum maximum ADJ iajs-3268 338 3 number number NOUN iajs-3268 338 4 of of ADP iajs-3268 338 5 the the DET iajs-3268 338 6 intersection intersection NOUN iajs-3268 338 7 points point NOUN iajs-3268 338 8 between between ADP iajs-3268 338 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 338 10 ๐‘6 ๐‘6 NOUN iajs-3268 338 11 and and CCONJ iajs-3268 338 12 the the DET iajs-3268 338 13 lines line NOUN iajs-3268 338 14 of of ADP iajs-3268 338 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 338 16 ) ) PUNCT iajs-3268 338 17 are be AUX iajs-3268 338 18 thirteen thirteen NUM iajs-3268 338 19 , , PUNCT iajs-3268 338 20 so so CCONJ iajs-3268 338 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 338 22 ๐‘6 ๐‘6 NOUN iajs-3268 338 23 is be AUX iajs-3268 338 24 ( ( PUNCT iajs-3268 338 25 41,13)-cap 41,13)-cap NOUN iajs-3268 338 26 and and CCONJ iajs-3268 338 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 338 28 values value NOUN iajs-3268 338 29 are be AUX iajs-3268 338 30 ๐‘0 ๐‘0 NOUN iajs-3268 338 31 = = SYM iajs-3268 338 32 2338 2338 NUM iajs-3268 338 33 , , PUNCT iajs-3268 338 34 ๐‘1 ๐‘1 NOUN iajs-3268 338 35 = = NOUN iajs-3268 338 36 1 1 X iajs-3268 338 37 . . PUNCT iajs-3268 338 38 since since SCONJ iajs-3268 338 39 ๐‘0 ๐‘0 NOUN iajs-3268 338 40 โ‰  โ‰  PROPN iajs-3268 338 41 0 0 NUM iajs-3268 338 42 , , PUNCT iajs-3268 338 43 then then ADV iajs-3268 338 44 ๐œ’68 ๐œ’68 NOUN iajs-3268 338 45 ๐‘6 ๐‘6 NOUN iajs-3268 338 46 is be AUX iajs-3268 338 47 incomplete incomplete ADJ iajs-3268 338 48 . . PUNCT iajs-3268 339 1 the the DET iajs-3268 339 2 ( ( PUNCT iajs-3268 339 3 41,13)-cap 41,13)-cap NOUN iajs-3268 339 4 will will AUX iajs-3268 339 5 be be AUX iajs-3268 339 6 complete complete ADJ iajs-3268 339 7 when when SCONJ iajs-3268 339 8 you you PRON iajs-3268 339 9 add add VERB iajs-3268 339 10 1615 1615 NUM iajs-3268 339 11 points point NOUN iajs-3268 339 12 to to ADP iajs-3268 339 13 it it PRON iajs-3268 339 14 . . PUNCT iajs-3268 340 1 let let VERB iajs-3268 340 2 ๐‘7 ๐‘7 PROPN iajs-3268 340 3 = = PUNCT iajs-3268 340 4 { { PUNCT iajs-3268 340 5 171 171 NUM iajs-3268 340 6 , , PUNCT iajs-3268 340 7 511 511 NUM iajs-3268 340 8 , , PUNCT iajs-3268 340 9 851 851 NUM iajs-3268 340 10 , , PUNCT iajs-3268 340 11 1191 1191 NUM iajs-3268 340 12 , , PUNCT iajs-3268 340 13 1531 1531 NUM iajs-3268 340 14 , , PUNCT iajs-3268 340 15 1871 1871 NUM iajs-3268 340 16 , , PUNCT iajs-3268 340 17 2211 2211 NUM iajs-3268 340 18 } } PUNCT iajs-3268 340 19 , , PUNCT iajs-3268 340 20 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 340 21 ๐‘7= ๐‘7= PROPN iajs-3268 340 22 ๐œ’68โ‹ƒ๐‘7 ๐œ’68โ‹ƒ๐‘7 NOUN iajs-3268 340 23 . . PUNCT iajs-3268 341 1 the the DET iajs-3268 341 2 maximum maximum ADJ iajs-3268 341 3 number number NOUN iajs-3268 341 4 of of ADP iajs-3268 341 5 the the DET iajs-3268 341 6 intersection intersection NOUN iajs-3268 341 7 points point NOUN iajs-3268 341 8 between between ADP iajs-3268 341 9 ๐œ’68 ๐œ’68 NOUN iajs-3268 341 10 ๐‘7 ๐‘7 PROPN iajs-3268 341 11 and and CCONJ iajs-3268 341 12 the the DET iajs-3268 341 13 lines line NOUN iajs-3268 341 14 of of ADP iajs-3268 341 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 341 16 ) ) PUNCT iajs-3268 341 17 are be AUX iajs-3268 341 18 fourteen fourteen NUM iajs-3268 341 19 , , PUNCT iajs-3268 341 20 so so CCONJ iajs-3268 341 21 ๐œ’68 ๐œ’68 NOUN iajs-3268 341 22 ๐‘7 ๐‘7 PROPN iajs-3268 341 23 is be AUX iajs-3268 341 24 ( ( PUNCT iajs-3268 341 25 42,14)cap 42,14)cap PROPN iajs-3268 341 26 and and CCONJ iajs-3268 341 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 341 28 values value NOUN iajs-3268 341 29 are be AUX iajs-3268 341 30 ๐‘0 ๐‘0 NOUN iajs-3268 341 31 = = SYM iajs-3268 341 32 2338 2338 NUM iajs-3268 341 33 . . PUNCT iajs-3268 342 1 since since SCONJ iajs-3268 342 2 ๐‘0 ๐‘0 NOUN iajs-3268 342 3 โ‰  โ‰  PROPN iajs-3268 342 4 0 0 NUM iajs-3268 342 5 , , PUNCT iajs-3268 342 6 then then ADV iajs-3268 342 7 ๐œ’68 ๐œ’68 NOUN iajs-3268 342 8 ๐‘7 ๐‘7 PROPN iajs-3268 342 9 is be AUX iajs-3268 342 10 incomplete incomplete ADJ iajs-3268 342 11 . . PUNCT iajs-3268 343 1 the the DET iajs-3268 343 2 ( ( PUNCT iajs-3268 343 3 42,14)-cap 42,14)-cap NOUN iajs-3268 343 4 will will AUX iajs-3268 343 5 be be AUX iajs-3268 343 6 complete complete ADJ iajs-3268 343 7 when when SCONJ iajs-3268 343 8 you you PRON iajs-3268 343 9 add add VERB iajs-3268 343 10 2338 2338 NUM iajs-3268 343 11 points point NOUN iajs-3268 343 12 to to ADP iajs-3268 343 13 it it PRON iajs-3268 343 14 . . PUNCT iajs-3268 344 1 8 8 X iajs-3268 344 2 . . PUNCT iajs-3268 345 1 the the DET iajs-3268 345 2 line line NOUN iajs-3268 345 3 ๐ˆ(๐œ5 ๐ˆ(๐œ5 PROPN iajs-3268 345 4 , , PUNCT iajs-3268 345 5 ๐œ5 ๐œ5 ADJ iajs-3268 345 6 , , PUNCT iajs-3268 345 7 1,0,0,0 1,0,0,0 NUM iajs-3268 345 8 ) ) PUNCT iajs-3268 345 9 meets meet VERB iajs-3268 345 10 the the DET iajs-3268 345 11 cap cap NOUN iajs-3268 345 12 ๐œ’70 ๐œ’70 NOUN iajs-3268 345 13 in in ADP iajs-3268 345 14 2 2 NUM iajs-3268 345 15 points point NOUN iajs-3268 345 16 , , PUNCT iajs-3268 345 17 so so SCONJ iajs-3268 345 18 we we PRON iajs-3268 345 19 have have VERB iajs-3268 345 20 twelve twelve NUM iajs-3268 345 21 extension extension NOUN iajs-3268 345 22 points point NOUN iajs-3268 345 23 that that PRON iajs-3268 345 24 can can AUX iajs-3268 345 25 be be AUX iajs-3268 345 26 added add VERB iajs-3268 345 27 to to ADP iajs-3268 345 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 345 29 , , PUNCT iajs-3268 345 30 as as ADP iajs-3268 345 31 in in ADP iajs-3268 345 32 the the DET iajs-3268 345 33 following follow VERB iajs-3268 345 34 order order NOUN iajs-3268 345 35 : : PUNCT iajs-3268 345 36 20,202,772,1110,1150,1152,1325,1398 20,202,772,1110,1150,1152,1325,1398 NUM iajs-3268 345 37 , , PUNCT iajs-3268 345 38 1637,1787,2155,2224 1637,1787,2155,2224 NUM iajs-3268 345 39 . . PUNCT iajs-3268 346 1 let let VERB iajs-3268 346 2 ๐‘1 ๐‘1 NOUN iajs-3268 346 3 = = SYM iajs-3268 346 4 { { PUNCT iajs-3268 346 5 20 20 NUM iajs-3268 346 6 } } PUNCT iajs-3268 346 7 , , PUNCT iajs-3268 346 8 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 346 9 ๐‘1 ๐‘1 NOUN iajs-3268 346 10 = = PUNCT iajs-3268 346 11 ๐œ’70โ‹ƒ๐‘1 ๐œ’70โ‹ƒ๐‘1 PROPN iajs-3268 346 12 . . PUNCT iajs-3268 347 1 the the DET iajs-3268 347 2 maximum maximum ADJ iajs-3268 347 3 number number NOUN iajs-3268 347 4 of of ADP iajs-3268 347 5 the the DET iajs-3268 347 6 intersection intersection NOUN iajs-3268 347 7 points point NOUN iajs-3268 347 8 between between ADP iajs-3268 347 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 347 10 ๐‘1 ๐‘1 NOUN iajs-3268 347 11 and and CCONJ iajs-3268 347 12 the the DET iajs-3268 347 13 lines line NOUN iajs-3268 347 14 of of ADP iajs-3268 347 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 347 16 ) ) PUNCT iajs-3268 347 17 are be AUX iajs-3268 347 18 three three NUM iajs-3268 347 19 , , PUNCT iajs-3268 347 20 so so ADV iajs-3268 347 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 347 22 ๐‘1 ๐‘1 NOUN iajs-3268 347 23 is be AUX iajs-3268 347 24 ( ( PUNCT iajs-3268 347 25 35,3)-cap 35,3)-cap NUM iajs-3268 347 26 and and CCONJ iajs-3268 347 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 347 28 values value NOUN iajs-3268 347 29 are be AUX iajs-3268 347 30 ๐‘0 ๐‘0 NOUN iajs-3268 347 31 = = SYM iajs-3268 347 32 2323 2323 NUM iajs-3268 347 33 , , PUNCT iajs-3268 347 34 ๐‘1 ๐‘1 NOUN iajs-3268 347 35 = = NOUN iajs-3268 347 36 22 22 NUM iajs-3268 347 37 . . PUNCT iajs-3268 348 1 since since SCONJ iajs-3268 348 2 ๐‘0 ๐‘0 NOUN iajs-3268 348 3 โ‰  โ‰  PROPN iajs-3268 348 4 0 0 NUM iajs-3268 348 5 , , PUNCT iajs-3268 348 6 then then ADV iajs-3268 348 7 ๐œ’70 ๐œ’70 PROPN iajs-3268 348 8 ๐‘1 ๐‘1 NOUN iajs-3268 348 9 is be AUX iajs-3268 348 10 incomplete incomplete ADJ iajs-3268 348 11 . . PUNCT iajs-3268 349 1 the the DET iajs-3268 349 2 ( ( PUNCT iajs-3268 349 3 35,3)-cap 35,3)-cap PROPN iajs-3268 349 4 will will AUX iajs-3268 349 5 be be AUX iajs-3268 349 6 complete complete ADJ iajs-3268 349 7 when when SCONJ iajs-3268 349 8 you you PRON iajs-3268 349 9 add add VERB iajs-3268 349 10 109 109 NUM iajs-3268 349 11 points point NOUN iajs-3268 349 12 to to ADP iajs-3268 349 13 it it PRON iajs-3268 349 14 . . PUNCT iajs-3268 350 1 let let VERB iajs-3268 350 2 ๐‘2 ๐‘2 NOUN iajs-3268 350 3 = = SYM iajs-3268 350 4 { { PUNCT iajs-3268 350 5 20 20 NUM iajs-3268 350 6 , , PUNCT iajs-3268 350 7 202 202 NUM iajs-3268 350 8 , , PUNCT iajs-3268 350 9 } } PUNCT iajs-3268 350 10 , , PUNCT iajs-3268 350 11 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 351 1 ๐‘2= ๐‘2= ADP iajs-3268 351 2 ๐œ’70โ‹ƒ๐‘2 ๐œ’70โ‹ƒ๐‘2 NOUN iajs-3268 351 3 . . PUNCT iajs-3268 352 1 the the DET iajs-3268 352 2 maximum maximum ADJ iajs-3268 352 3 number number NOUN iajs-3268 352 4 of of ADP iajs-3268 352 5 the the DET iajs-3268 352 6 intersection intersection NOUN iajs-3268 352 7 points point NOUN iajs-3268 352 8 between between ADP iajs-3268 352 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 352 10 ๐‘2 ๐‘2 NOUN iajs-3268 352 11 and and CCONJ iajs-3268 352 12 the the DET iajs-3268 352 13 lines line NOUN iajs-3268 352 14 of of ADP iajs-3268 352 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 352 16 ) ) PUNCT iajs-3268 352 17 are be AUX iajs-3268 352 18 four four NUM iajs-3268 352 19 , , PUNCT iajs-3268 352 20 so so ADV iajs-3268 352 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 352 22 ๐‘2 ๐‘2 NOUN iajs-3268 352 23 is be AUX iajs-3268 352 24 ( ( PUNCT iajs-3268 352 25 36,4)-cap 36,4)-cap NUM iajs-3268 352 26 and and CCONJ iajs-3268 352 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 352 28 values value NOUN iajs-3268 352 29 are be AUX iajs-3268 352 30 ๐‘0 ๐‘0 NOUN iajs-3268 352 31 = = SYM iajs-3268 352 32 2334 2334 NUM iajs-3268 352 33 , , PUNCT iajs-3268 352 34 ๐‘1 ๐‘1 NOUN iajs-3268 352 35 = = NOUN iajs-3268 352 36 10 10 NUM iajs-3268 352 37 . . PUNCT iajs-3268 353 1 since since SCONJ iajs-3268 353 2 ๐‘0 ๐‘0 NOUN iajs-3268 353 3 โ‰  โ‰  PROPN iajs-3268 353 4 0 0 NUM iajs-3268 353 5 , , PUNCT iajs-3268 353 6 then then ADV iajs-3268 353 7 ๐œ’70 ๐œ’70 PROPN iajs-3268 353 8 ๐‘2 ๐‘2 NOUN iajs-3268 353 9 is be AUX iajs-3268 353 10 incomplete incomplete ADJ iajs-3268 353 11 . . PUNCT iajs-3268 354 1 the the DET iajs-3268 354 2 ( ( PUNCT iajs-3268 354 3 36,4)-cap 36,4)-cap NUM iajs-3268 354 4 will will AUX iajs-3268 354 5 be be AUX iajs-3268 354 6 complete complete ADJ iajs-3268 354 7 when when SCONJ iajs-3268 354 8 you you PRON iajs-3268 354 9 add add VERB iajs-3268 354 10 226 226 NUM iajs-3268 354 11 points point NOUN iajs-3268 354 12 to to ADP iajs-3268 354 13 it it PRON iajs-3268 354 14 . . PUNCT iajs-3268 355 1 let let VERB iajs-3268 355 2 ๐‘3 ๐‘3 ADV iajs-3268 355 3 = = PUNCT iajs-3268 355 4 { { PUNCT iajs-3268 355 5 20 20 NUM iajs-3268 355 6 , , PUNCT iajs-3268 355 7 202 202 NUM iajs-3268 355 8 , , PUNCT iajs-3268 355 9 772 772 NUM iajs-3268 355 10 } } PUNCT iajs-3268 355 11 , , PUNCT iajs-3268 355 12 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 355 13 ๐‘3= ๐‘3= PROPN iajs-3268 355 14 ๐œ’70โ‹ƒ๐‘3 ๐œ’70โ‹ƒ๐‘3 ADV iajs-3268 355 15 . . PUNCT iajs-3268 356 1 the the DET iajs-3268 356 2 maximum maximum ADJ iajs-3268 356 3 number number NOUN iajs-3268 356 4 of of ADP iajs-3268 356 5 the the DET iajs-3268 356 6 intersection intersection NOUN iajs-3268 356 7 points point NOUN iajs-3268 356 8 between between ADP iajs-3268 356 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 356 10 ๐‘3 ๐‘3 ADV iajs-3268 356 11 and and CCONJ iajs-3268 356 12 the the DET iajs-3268 356 13 lines line NOUN iajs-3268 356 14 of of ADP iajs-3268 356 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 356 16 ) ) PUNCT iajs-3268 356 17 are be AUX iajs-3268 356 18 five five NUM iajs-3268 356 19 , , PUNCT iajs-3268 356 20 so so ADV iajs-3268 356 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 356 22 ๐‘3 ๐‘3 ADV iajs-3268 356 23 is be AUX iajs-3268 356 24 ( ( PUNCT iajs-3268 356 25 37,5)-cap 37,5)-cap NUM iajs-3268 356 26 and and CCONJ iajs-3268 356 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 356 28 values value NOUN iajs-3268 356 29 are be AUX iajs-3268 356 30 ๐‘0 ๐‘0 NOUN iajs-3268 356 31 = = SYM iajs-3268 356 32 2334 2334 NUM iajs-3268 356 33 , , PUNCT iajs-3268 356 34 ๐‘1 ๐‘1 NOUN iajs-3268 356 35 = = NOUN iajs-3268 356 36 9 9 X iajs-3268 356 37 . . PUNCT iajs-3268 356 38 since since SCONJ iajs-3268 356 39 ๐‘0 ๐‘0 NOUN iajs-3268 356 40 โ‰  โ‰  PROPN iajs-3268 356 41 0 0 NUM iajs-3268 356 42 , , PUNCT iajs-3268 356 43 then then ADV iajs-3268 356 44 ๐œ’70 ๐œ’70 NOUN iajs-3268 356 45 ๐‘3 ๐‘3 ADV iajs-3268 356 46 is be AUX iajs-3268 356 47 incomplete incomplete ADJ iajs-3268 356 48 . . PUNCT iajs-3268 357 1 the the DET iajs-3268 357 2 ( ( PUNCT iajs-3268 357 3 37,5)-cap 37,5)-cap NUM iajs-3268 357 4 will will AUX iajs-3268 357 5 be be AUX iajs-3268 357 6 complete complete ADJ iajs-3268 357 7 when when SCONJ iajs-3268 357 8 you you PRON iajs-3268 357 9 add add VERB iajs-3268 357 10 368 368 NUM iajs-3268 357 11 points point NOUN iajs-3268 357 12 to to ADP iajs-3268 357 13 it it PRON iajs-3268 357 14 . . PUNCT iajs-3268 358 1 let let VERB iajs-3268 358 2 ๐‘4 ๐‘4 NOUN iajs-3268 358 3 = = PUNCT iajs-3268 358 4 { { PUNCT iajs-3268 358 5 20 20 NUM iajs-3268 358 6 , , PUNCT iajs-3268 358 7 202 202 NUM iajs-3268 358 8 , , PUNCT iajs-3268 358 9 772 772 NUM iajs-3268 358 10 , , PUNCT iajs-3268 358 11 1110 1110 NUM iajs-3268 358 12 } } PUNCT iajs-3268 358 13 , , PUNCT iajs-3268 358 14 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 358 15 ๐‘4= ๐‘4= PROPN iajs-3268 358 16 ๐œ’70โ‹ƒ๐‘4 ๐œ’70โ‹ƒ๐‘4 VERB iajs-3268 358 17 . . PUNCT iajs-3268 359 1 the the DET iajs-3268 359 2 maximum maximum ADJ iajs-3268 359 3 number number NOUN iajs-3268 359 4 of of ADP iajs-3268 359 5 the the DET iajs-3268 359 6 intersection intersection NOUN iajs-3268 359 7 points point NOUN iajs-3268 359 8 between between ADP iajs-3268 359 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 359 10 ๐‘4 ๐‘4 NOUN iajs-3268 359 11 and and CCONJ iajs-3268 359 12 the the DET iajs-3268 359 13 lines line NOUN iajs-3268 359 14 of of ADP iajs-3268 359 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 359 16 ) ) PUNCT iajs-3268 359 17 are be AUX iajs-3268 359 18 six six NUM iajs-3268 359 19 , , PUNCT iajs-3268 359 20 so so ADV iajs-3268 359 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 359 22 ๐‘4 ๐‘4 PROPN iajs-3268 359 23 is be AUX iajs-3268 359 24 ( ( PUNCT iajs-3268 359 25 38,6)-cap 38,6)-cap NUM iajs-3268 359 26 and and CCONJ iajs-3268 359 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 359 28 values value NOUN iajs-3268 359 29 are be AUX iajs-3268 359 30 ๐‘0 ๐‘0 NOUN iajs-3268 359 31 = = SYM iajs-3268 359 32 2334 2334 NUM iajs-3268 359 33 , , PUNCT iajs-3268 359 34 ๐‘1 ๐‘1 NOUN iajs-3268 359 35 = = NOUN iajs-3268 359 36 8 8 X iajs-3268 359 37 . . PUNCT iajs-3268 360 1 since since SCONJ iajs-3268 360 2 ๐‘0 ๐‘0 NOUN iajs-3268 360 3 โ‰  โ‰  PROPN iajs-3268 360 4 0 0 NUM iajs-3268 360 5 , , PUNCT iajs-3268 360 6 then then ADV iajs-3268 360 7 ๐œ’70 ๐œ’70 PROPN iajs-3268 360 8 ๐‘4 ๐‘4 PROPN iajs-3268 360 9 is be AUX iajs-3268 360 10 incomplete incomplete ADJ iajs-3268 360 11 . . PUNCT iajs-3268 361 1 the the DET iajs-3268 361 2 ( ( PUNCT iajs-3268 361 3 38,6)-cap 38,6)-cap NOUN iajs-3268 361 4 will will AUX iajs-3268 361 5 be be AUX iajs-3268 361 6 complete complete ADJ iajs-3268 361 7 when when SCONJ iajs-3268 361 8 you you PRON iajs-3268 361 9 add add VERB iajs-3268 361 10 468 468 NUM iajs-3268 361 11 points point NOUN iajs-3268 361 12 to to ADP iajs-3268 361 13 it it PRON iajs-3268 361 14 . . PUNCT iajs-3268 362 1 let let VERB iajs-3268 362 2 ๐‘5 ๐‘5 VERB iajs-3268 362 3 = = SYM iajs-3268 362 4 { { PUNCT iajs-3268 362 5 20 20 NUM iajs-3268 362 6 , , PUNCT iajs-3268 362 7 202 202 NUM iajs-3268 362 8 , , PUNCT iajs-3268 362 9 772 772 NUM iajs-3268 362 10 , , PUNCT iajs-3268 362 11 1110 1110 NUM iajs-3268 362 12 , , PUNCT iajs-3268 362 13 1150 1150 NUM iajs-3268 362 14 } } PUNCT iajs-3268 362 15 , , PUNCT iajs-3268 362 16 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 362 17 ๐‘5 ๐‘5 NOUN iajs-3268 362 18 = = PUNCT iajs-3268 362 19 ๐œ’70โ‹ƒ๐‘5 ๐œ’70โ‹ƒ๐‘5 NOUN iajs-3268 362 20 . . PUNCT iajs-3268 363 1 the the DET iajs-3268 363 2 maximum maximum ADJ iajs-3268 363 3 number number NOUN iajs-3268 363 4 of of ADP iajs-3268 363 5 the the DET iajs-3268 363 6 intersection intersection NOUN iajs-3268 363 7 points point NOUN iajs-3268 363 8 between between ADP iajs-3268 363 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 363 10 ๐‘5 ๐‘5 NOUN iajs-3268 363 11 and and CCONJ iajs-3268 363 12 the the DET iajs-3268 363 13 lines line NOUN iajs-3268 363 14 of of ADP iajs-3268 363 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 363 16 ) ) PUNCT iajs-3268 363 17 are be AUX iajs-3268 363 18 seven seven NUM iajs-3268 363 19 , , PUNCT iajs-3268 363 20 so so ADV iajs-3268 363 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 363 22 ๐‘5 ๐‘5 PROPN iajs-3268 363 23 is be AUX iajs-3268 363 24 ( ( PUNCT iajs-3268 363 25 39,7)-cap 39,7)-cap NUM iajs-3268 363 26 and and CCONJ iajs-3268 363 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 363 28 values value NOUN iajs-3268 363 29 are be AUX iajs-3268 363 30 ๐‘0 ๐‘0 NOUN iajs-3268 363 31 = = SYM iajs-3268 363 32 2334 2334 NUM iajs-3268 363 33 , , PUNCT iajs-3268 363 34 ๐‘1 ๐‘1 NOUN iajs-3268 363 35 = = NOUN iajs-3268 363 36 7 7 X iajs-3268 363 37 . . PUNCT iajs-3268 363 38 since since SCONJ iajs-3268 363 39 ๐‘0 ๐‘0 NOUN iajs-3268 363 40 โ‰  โ‰  PROPN iajs-3268 363 41 0 0 NUM iajs-3268 363 42 , , PUNCT iajs-3268 363 43 then then ADV iajs-3268 363 44 ๐œ’70 ๐œ’70 PROPN iajs-3268 363 45 ๐‘5 ๐‘5 PROPN iajs-3268 363 46 is be AUX iajs-3268 363 47 incomplete incomplete ADJ iajs-3268 363 48 . . PUNCT iajs-3268 364 1 the the DET iajs-3268 364 2 ( ( PUNCT iajs-3268 364 3 39,7)-cap 39,7)-cap PROPN iajs-3268 364 4 will will AUX iajs-3268 364 5 be be AUX iajs-3268 364 6 complete complete ADJ iajs-3268 364 7 when when SCONJ iajs-3268 364 8 you you PRON iajs-3268 364 9 add add VERB iajs-3268 364 10 639 639 NUM iajs-3268 364 11 points point NOUN iajs-3268 364 12 to to ADP iajs-3268 364 13 it it PRON iajs-3268 364 14 . . PUNCT iajs-3268 365 1 let let VERB iajs-3268 365 2 ๐‘6 ๐‘6 NOUN iajs-3268 365 3 = = VERB iajs-3268 365 4 { { PUNCT iajs-3268 365 5 20 20 NUM iajs-3268 365 6 , , PUNCT iajs-3268 365 7 202 202 NUM iajs-3268 365 8 , , PUNCT iajs-3268 365 9 772 772 NUM iajs-3268 365 10 , , PUNCT iajs-3268 365 11 1110 1110 NUM iajs-3268 365 12 , , PUNCT iajs-3268 365 13 1150 1150 NUM iajs-3268 365 14 , , PUNCT iajs-3268 365 15 1152 1152 NUM iajs-3268 365 16 } } PUNCT iajs-3268 365 17 , , PUNCT iajs-3268 365 18 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 365 19 ๐‘6 ๐‘6 NOUN iajs-3268 365 20 = = PUNCT iajs-3268 365 21 ๐œ’70โ‹ƒ ๐œ’70โ‹ƒ X iajs-3268 365 22 ๐‘6 ๐‘6 NOUN iajs-3268 365 23 . . PUNCT iajs-3268 366 1 the the DET iajs-3268 366 2 maximum maximum ADJ iajs-3268 366 3 number number NOUN iajs-3268 366 4 of of ADP iajs-3268 366 5 the the DET iajs-3268 366 6 intersection intersection NOUN iajs-3268 366 7 points point NOUN iajs-3268 366 8 between between ADP iajs-3268 366 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 366 10 ๐‘6 ๐‘6 NOUN iajs-3268 366 11 and and CCONJ iajs-3268 366 12 the the DET iajs-3268 366 13 lines line NOUN iajs-3268 366 14 of of ADP iajs-3268 366 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 366 16 ) ) PUNCT iajs-3268 366 17 are be AUX iajs-3268 366 18 eight eight NUM iajs-3268 366 19 , , PUNCT iajs-3268 366 20 so so ADV iajs-3268 366 21 ๐œ’70 ๐œ’70 NOUN iajs-3268 366 22 ๐‘6 ๐‘6 NOUN iajs-3268 366 23 is be AUX iajs-3268 366 24 ( ( PUNCT iajs-3268 366 25 40,8)-cap 40,8)-cap NOUN iajs-3268 366 26 and and CCONJ iajs-3268 366 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 366 28 values value NOUN iajs-3268 366 29 are be AUX iajs-3268 366 30 ๐‘0 ๐‘0 NOUN iajs-3268 366 31 = = SYM iajs-3268 366 32 2334 2334 NUM iajs-3268 366 33 , , PUNCT iajs-3268 366 34 ๐‘1 ๐‘1 NOUN iajs-3268 366 35 = = NOUN iajs-3268 366 36 6 6 X iajs-3268 366 37 . . PUNCT iajs-3268 366 38 since since SCONJ iajs-3268 366 39 ๐‘0 ๐‘0 NOUN iajs-3268 366 40 โ‰  โ‰  PROPN iajs-3268 366 41 0 0 NUM iajs-3268 366 42 , , PUNCT iajs-3268 366 43 then then ADV iajs-3268 366 44 ๐œ’70 ๐œ’70 NOUN iajs-3268 366 45 ๐‘6 ๐‘6 NOUN iajs-3268 366 46 is be AUX iajs-3268 366 47 incomplete incomplete ADJ iajs-3268 366 48 . . PUNCT iajs-3268 367 1 the the DET iajs-3268 367 2 ( ( PUNCT iajs-3268 367 3 40,8)-cap 40,8)-cap PROPN iajs-3268 367 4 will will AUX iajs-3268 367 5 be be AUX iajs-3268 367 6 complete complete ADJ iajs-3268 367 7 when when SCONJ iajs-3268 367 8 you you PRON iajs-3268 367 9 add add VERB iajs-3268 367 10 697 697 NUM iajs-3268 367 11 points point NOUN iajs-3268 367 12 to to ADP iajs-3268 367 13 it it PRON iajs-3268 367 14 . . PUNCT iajs-3268 368 1 ihjpas ihjpas PROPN iajs-3268 368 2 . . PUNCT iajs-3268 369 1 2024 2024 NUM iajs-3268 369 2 , , PUNCT iajs-3268 369 3 37 37 NUM iajs-3268 369 4 ( ( PUNCT iajs-3268 369 5 3 3 NUM iajs-3268 369 6 ) ) PUNCT iajs-3268 369 7 406 406 NUM iajs-3268 369 8 let let VERB iajs-3268 369 9 ๐‘7 ๐‘7 PROPN iajs-3268 369 10 = = PUNCT iajs-3268 369 11 { { PUNCT iajs-3268 369 12 20 20 NUM iajs-3268 369 13 , , PUNCT iajs-3268 369 14 202 202 NUM iajs-3268 369 15 , , PUNCT iajs-3268 369 16 772 772 NUM iajs-3268 369 17 , , PUNCT iajs-3268 369 18 1110 1110 NUM iajs-3268 369 19 , , PUNCT iajs-3268 369 20 1150 1150 NUM iajs-3268 369 21 , , PUNCT iajs-3268 369 22 1152 1152 NUM iajs-3268 369 23 , , PUNCT iajs-3268 369 24 1325 1325 NUM iajs-3268 369 25 } } PUNCT iajs-3268 369 26 , , PUNCT iajs-3268 369 27 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 369 28 ๐‘7= ๐‘7= PROPN iajs-3268 369 29 ๐œ’70โ‹ƒ๐‘7 ๐œ’70โ‹ƒ๐‘7 VERB iajs-3268 369 30 . . PUNCT iajs-3268 370 1 the the DET iajs-3268 370 2 maximum maximum ADJ iajs-3268 370 3 number number NOUN iajs-3268 370 4 of of ADP iajs-3268 370 5 the the DET iajs-3268 370 6 intersection intersection NOUN iajs-3268 370 7 points point NOUN iajs-3268 370 8 between between ADP iajs-3268 370 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 370 10 ๐‘7 ๐‘7 PROPN iajs-3268 370 11 and and CCONJ iajs-3268 370 12 the the DET iajs-3268 370 13 lines line NOUN iajs-3268 370 14 of of ADP iajs-3268 370 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 370 16 ) ) PUNCT iajs-3268 370 17 are be AUX iajs-3268 370 18 nine nine NUM iajs-3268 370 19 , , PUNCT iajs-3268 370 20 so so ADV iajs-3268 370 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 370 22 ๐‘7 ๐‘7 PROPN iajs-3268 370 23 is be AUX iajs-3268 370 24 ( ( PUNCT iajs-3268 370 25 41,9)-cap 41,9)-cap NUM iajs-3268 370 26 and and CCONJ iajs-3268 370 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 370 28 values value NOUN iajs-3268 370 29 are be AUX iajs-3268 370 30 ๐‘0 ๐‘0 NOUN iajs-3268 370 31 = = SYM iajs-3268 370 32 2334 2334 NUM iajs-3268 370 33 , , PUNCT iajs-3268 370 34 ๐‘1 ๐‘1 NOUN iajs-3268 370 35 = = NOUN iajs-3268 370 36 5 5 X iajs-3268 370 37 . . PUNCT iajs-3268 370 38 since since SCONJ iajs-3268 370 39 ๐‘0 ๐‘0 NOUN iajs-3268 370 40 โ‰  โ‰  PROPN iajs-3268 370 41 0 0 NUM iajs-3268 370 42 , , PUNCT iajs-3268 370 43 then then ADV iajs-3268 370 44 ๐œ’70 ๐œ’70 PROPN iajs-3268 370 45 ๐‘7 ๐‘7 PROPN iajs-3268 370 46 is be AUX iajs-3268 370 47 incomplete incomplete ADJ iajs-3268 370 48 . . PUNCT iajs-3268 371 1 the the DET iajs-3268 371 2 ( ( PUNCT iajs-3268 371 3 41,9)-cap 41,9)-cap NUM iajs-3268 371 4 will will AUX iajs-3268 371 5 be be AUX iajs-3268 371 6 complete complete ADJ iajs-3268 371 7 when when SCONJ iajs-3268 371 8 you you PRON iajs-3268 371 9 add add VERB iajs-3268 371 10 989 989 NUM iajs-3268 371 11 points point NOUN iajs-3268 371 12 to to ADP iajs-3268 371 13 it it PRON iajs-3268 371 14 . . PUNCT iajs-3268 372 1 let let VERB iajs-3268 372 2 ๐‘8 ๐‘8 PROPN iajs-3268 372 3 = = PUNCT iajs-3268 372 4 { { PUNCT iajs-3268 372 5 20 20 NUM iajs-3268 372 6 , , PUNCT iajs-3268 372 7 202 202 NUM iajs-3268 372 8 , , PUNCT iajs-3268 372 9 772 772 NUM iajs-3268 372 10 , , PUNCT iajs-3268 372 11 1110 1110 NUM iajs-3268 372 12 , , PUNCT iajs-3268 372 13 1150 1150 NUM iajs-3268 372 14 , , PUNCT iajs-3268 372 15 1152 1152 NUM iajs-3268 372 16 , , PUNCT iajs-3268 372 17 1325 1325 NUM iajs-3268 372 18 , , PUNCT iajs-3268 372 19 1398 1398 NUM iajs-3268 372 20 } } PUNCT iajs-3268 372 21 , , PUNCT iajs-3268 372 22 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 372 23 ๐‘8= ๐‘8= PROPN iajs-3268 372 24 ๐œ’70โ‹ƒ ๐œ’70โ‹ƒ X iajs-3268 372 25 ๐‘8 ๐‘8 NOUN iajs-3268 372 26 . . PUNCT iajs-3268 373 1 the the DET iajs-3268 373 2 maximum maximum ADJ iajs-3268 373 3 number number NOUN iajs-3268 373 4 of of ADP iajs-3268 373 5 the the DET iajs-3268 373 6 intersection intersection NOUN iajs-3268 373 7 points point NOUN iajs-3268 373 8 between between ADP iajs-3268 373 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 373 10 ๐‘8 ๐‘8 NOUN iajs-3268 373 11 and and CCONJ iajs-3268 373 12 the the DET iajs-3268 373 13 lines line NOUN iajs-3268 373 14 of of ADP iajs-3268 373 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 373 16 ) ) PUNCT iajs-3268 373 17 are be AUX iajs-3268 373 18 ten ten NUM iajs-3268 373 19 , , PUNCT iajs-3268 373 20 so so ADV iajs-3268 373 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 373 22 ๐‘8 ๐‘8 PROPN iajs-3268 373 23 is be AUX iajs-3268 373 24 ( ( PUNCT iajs-3268 373 25 42,10)-cap 42,10)-cap NOUN iajs-3268 373 26 and and CCONJ iajs-3268 373 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 373 28 values value NOUN iajs-3268 373 29 are be AUX iajs-3268 373 30 ๐‘0 ๐‘0 NOUN iajs-3268 373 31 = = SYM iajs-3268 373 32 2334 2334 NUM iajs-3268 373 33 , , PUNCT iajs-3268 373 34 ๐‘1 ๐‘1 NOUN iajs-3268 373 35 = = NOUN iajs-3268 373 36 4 4 X iajs-3268 373 37 . . PUNCT iajs-3268 373 38 since since SCONJ iajs-3268 373 39 ๐‘0 ๐‘0 NOUN iajs-3268 373 40 โ‰  โ‰  PROPN iajs-3268 373 41 0 0 NUM iajs-3268 373 42 , , PUNCT iajs-3268 373 43 then then ADV iajs-3268 373 44 ๐œ’70 ๐œ’70 NOUN iajs-3268 373 45 ๐‘8 ๐‘8 PROPN iajs-3268 373 46 is be AUX iajs-3268 373 47 incomplete incomplete ADJ iajs-3268 373 48 . . PUNCT iajs-3268 374 1 the the DET iajs-3268 374 2 ( ( PUNCT iajs-3268 374 3 42,10)-cap 42,10)-cap NOUN iajs-3268 374 4 will will AUX iajs-3268 374 5 be be AUX iajs-3268 374 6 complete complete ADJ iajs-3268 374 7 when when SCONJ iajs-3268 374 8 you you PRON iajs-3268 374 9 add add VERB iajs-3268 374 10 1056 1056 NUM iajs-3268 374 11 points point NOUN iajs-3268 374 12 to to ADP iajs-3268 374 13 it it PRON iajs-3268 374 14 . . PUNCT iajs-3268 375 1 let let VERB iajs-3268 375 2 ๐‘9 ๐‘9 NOUN iajs-3268 375 3 = = PUNCT iajs-3268 375 4 { { PUNCT iajs-3268 375 5 20 20 NUM iajs-3268 375 6 , , PUNCT iajs-3268 375 7 202 202 NUM iajs-3268 375 8 , , PUNCT iajs-3268 375 9 772 772 NUM iajs-3268 375 10 , , PUNCT iajs-3268 375 11 1110 1110 NUM iajs-3268 375 12 , , PUNCT iajs-3268 375 13 1150 1150 NUM iajs-3268 375 14 , , PUNCT iajs-3268 375 15 1152 1152 NUM iajs-3268 375 16 , , PUNCT iajs-3268 375 17 1325 1325 NUM iajs-3268 375 18 , , PUNCT iajs-3268 375 19 1398 1398 NUM iajs-3268 375 20 , , PUNCT iajs-3268 375 21 1637 1637 NUM iajs-3268 375 22 } } PUNCT iajs-3268 375 23 , , PUNCT iajs-3268 375 24 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 375 25 ๐‘9= ๐‘9= PROPN iajs-3268 375 26 ๐œ’70โ‹ƒ๐‘9 ๐œ’70โ‹ƒ๐‘9 NOUN iajs-3268 375 27 . . PUNCT iajs-3268 376 1 the the DET iajs-3268 376 2 maximum maximum ADJ iajs-3268 376 3 number number NOUN iajs-3268 376 4 of of ADP iajs-3268 376 5 the the DET iajs-3268 376 6 intersection intersection NOUN iajs-3268 376 7 points point NOUN iajs-3268 376 8 between between ADP iajs-3268 376 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 376 10 ๐‘9 ๐‘9 PROPN iajs-3268 376 11 and and CCONJ iajs-3268 376 12 the the DET iajs-3268 376 13 lines line NOUN iajs-3268 376 14 of of ADP iajs-3268 376 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 376 16 ) ) PUNCT iajs-3268 376 17 are be AUX iajs-3268 376 18 eleven eleven NUM iajs-3268 376 19 , , PUNCT iajs-3268 376 20 so so ADV iajs-3268 376 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 376 22 ๐‘9 ๐‘9 PROPN iajs-3268 376 23 is be AUX iajs-3268 376 24 ( ( PUNCT iajs-3268 376 25 43,11)-cap 43,11)-cap NOUN iajs-3268 376 26 and and CCONJ iajs-3268 376 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 376 28 values value NOUN iajs-3268 376 29 are be AUX iajs-3268 376 30 ๐‘0 ๐‘0 NOUN iajs-3268 376 31 = = SYM iajs-3268 376 32 2334 2334 NUM iajs-3268 376 33 , , PUNCT iajs-3268 376 34 ๐‘1 ๐‘1 NOUN iajs-3268 376 35 = = NOUN iajs-3268 377 1 3 3 X iajs-3268 377 2 . . PUNCT iajs-3268 377 3 since since SCONJ iajs-3268 377 4 ๐‘0 ๐‘0 NOUN iajs-3268 377 5 โ‰  โ‰  PROPN iajs-3268 377 6 0 0 NUM iajs-3268 377 7 , , PUNCT iajs-3268 377 8 then then ADV iajs-3268 377 9 ๐œ’70 ๐œ’70 NOUN iajs-3268 377 10 ๐‘9 ๐‘9 PROPN iajs-3268 377 11 is be AUX iajs-3268 377 12 incomplete incomplete ADJ iajs-3268 377 13 . . PUNCT iajs-3268 378 1 the the DET iajs-3268 378 2 ( ( PUNCT iajs-3268 378 3 43,11)-cap 43,11)-cap NOUN iajs-3268 378 4 will will AUX iajs-3268 378 5 be be AUX iajs-3268 378 6 complete complete ADJ iajs-3268 378 7 when when SCONJ iajs-3268 378 8 you you PRON iajs-3268 378 9 add add VERB iajs-3268 378 10 1330 1330 NUM iajs-3268 378 11 points point NOUN iajs-3268 378 12 to to ADP iajs-3268 378 13 it it PRON iajs-3268 378 14 . . PUNCT iajs-3268 379 1 let let VERB iajs-3268 379 2 ๐‘10 ๐‘10 NOUN iajs-3268 379 3 = = SYM iajs-3268 379 4 { { PUNCT iajs-3268 379 5 20 20 NUM iajs-3268 379 6 , , PUNCT iajs-3268 379 7 202 202 NUM iajs-3268 379 8 , , PUNCT iajs-3268 379 9 772 772 NUM iajs-3268 379 10 , , PUNCT iajs-3268 379 11 1110 1110 NUM iajs-3268 379 12 , , PUNCT iajs-3268 379 13 1150 1150 NUM iajs-3268 379 14 , , PUNCT iajs-3268 379 15 1152 1152 NUM iajs-3268 379 16 , , PUNCT iajs-3268 379 17 1325 1325 NUM iajs-3268 379 18 , , PUNCT iajs-3268 379 19 1398 1398 NUM iajs-3268 379 20 , , PUNCT iajs-3268 379 21 1637 1637 NUM iajs-3268 379 22 , , PUNCT iajs-3268 379 23 1787 1787 NUM iajs-3268 379 24 } } PUNCT iajs-3268 379 25 , , PUNCT iajs-3268 379 26 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 379 27 ๐‘10 ๐‘10 PROPN iajs-3268 379 28 = = SYM iajs-3268 379 29 ๐œ’70โ‹ƒ๐‘10 ๐œ’70โ‹ƒ๐‘10 PROPN iajs-3268 379 30 . . PUNCT iajs-3268 380 1 the the DET iajs-3268 380 2 maximum maximum ADJ iajs-3268 380 3 number number NOUN iajs-3268 380 4 of of ADP iajs-3268 380 5 the the DET iajs-3268 380 6 intersection intersection NOUN iajs-3268 380 7 points point NOUN iajs-3268 380 8 between between ADP iajs-3268 380 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 380 10 ๐‘10 ๐‘10 NOUN iajs-3268 380 11 and and CCONJ iajs-3268 380 12 the the DET iajs-3268 380 13 lines line NOUN iajs-3268 380 14 of of ADP iajs-3268 380 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 380 16 ) ) PUNCT iajs-3268 380 17 are be AUX iajs-3268 380 18 twelve twelve NUM iajs-3268 380 19 , , PUNCT iajs-3268 380 20 so so ADV iajs-3268 380 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 380 22 ๐‘10 ๐‘10 PROPN iajs-3268 380 23 is be AUX iajs-3268 380 24 ( ( PUNCT iajs-3268 380 25 44,12)-cap 44,12)-cap NOUN iajs-3268 380 26 and and CCONJ iajs-3268 380 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 380 28 values value NOUN iajs-3268 380 29 are be AUX iajs-3268 380 30 ๐‘0 ๐‘0 NOUN iajs-3268 380 31 = = SYM iajs-3268 380 32 2334 2334 NUM iajs-3268 380 33 , , PUNCT iajs-3268 380 34 ๐‘1 ๐‘1 NOUN iajs-3268 380 35 = = NOUN iajs-3268 380 36 2 2 X iajs-3268 380 37 . . PUNCT iajs-3268 380 38 since since SCONJ iajs-3268 380 39 ๐‘0 ๐‘0 NOUN iajs-3268 380 40 โ‰  โ‰  PROPN iajs-3268 380 41 0 0 NUM iajs-3268 380 42 , , PUNCT iajs-3268 380 43 then then ADV iajs-3268 380 44 ๐œ’70 ๐œ’70 VERB iajs-3268 380 45 ๐‘10 ๐‘10 PROPN iajs-3268 380 46 is be AUX iajs-3268 380 47 incomplete incomplete ADJ iajs-3268 380 48 . . PUNCT iajs-3268 381 1 the the DET iajs-3268 381 2 ( ( PUNCT iajs-3268 381 3 44,12)-cap 44,12)-cap NOUN iajs-3268 381 4 will will AUX iajs-3268 381 5 be be AUX iajs-3268 381 6 complete complete ADJ iajs-3268 381 7 when when SCONJ iajs-3268 381 8 you you PRON iajs-3268 381 9 add add VERB iajs-3268 381 10 1421 1421 NUM iajs-3268 381 11 points point NOUN iajs-3268 381 12 to to ADP iajs-3268 381 13 it it PRON iajs-3268 381 14 . . PUNCT iajs-3268 382 1 let let VERB iajs-3268 382 2 ๐‘11 ๐‘11 NOUN iajs-3268 382 3 = = SYM iajs-3268 382 4 { { PUNCT iajs-3268 382 5 20 20 NUM iajs-3268 382 6 , , PUNCT iajs-3268 382 7 202 202 NUM iajs-3268 382 8 , , PUNCT iajs-3268 382 9 772 772 NUM iajs-3268 382 10 , , PUNCT iajs-3268 382 11 1110 1110 NUM iajs-3268 382 12 , , PUNCT iajs-3268 382 13 1150 1150 NUM iajs-3268 382 14 , , PUNCT iajs-3268 382 15 1152 1152 NUM iajs-3268 382 16 , , PUNCT iajs-3268 382 17 1325 1325 NUM iajs-3268 382 18 , , PUNCT iajs-3268 382 19 1398 1398 NUM iajs-3268 382 20 , , PUNCT iajs-3268 382 21 1637 1637 NUM iajs-3268 382 22 , , PUNCT iajs-3268 382 23 1787,2155 1787,2155 NUM iajs-3268 382 24 } } PUNCT iajs-3268 382 25 . . PUNCT iajs-3268 383 1 put put VERB iajs-3268 383 2 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 383 3 ๐‘11 ๐‘11 NOUN iajs-3268 383 4 = = SYM iajs-3268 383 5 ๐œ’70โ‹ƒ๐‘11 ๐œ’70โ‹ƒ๐‘11 PROPN iajs-3268 383 6 . . PUNCT iajs-3268 384 1 the the DET iajs-3268 384 2 maximum maximum ADJ iajs-3268 384 3 number number NOUN iajs-3268 384 4 of of ADP iajs-3268 384 5 the the DET iajs-3268 384 6 intersection intersection NOUN iajs-3268 384 7 points point NOUN iajs-3268 384 8 between between ADP iajs-3268 384 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 384 10 ๐‘11 ๐‘11 NOUN iajs-3268 384 11 and and CCONJ iajs-3268 384 12 the the DET iajs-3268 384 13 lines line NOUN iajs-3268 384 14 of of ADP iajs-3268 384 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 384 16 ) ) PUNCT iajs-3268 384 17 are be AUX iajs-3268 384 18 thirteen thirteen NUM iajs-3268 384 19 , , PUNCT iajs-3268 384 20 so so ADV iajs-3268 384 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 384 22 ๐‘11 ๐‘11 PROPN iajs-3268 384 23 is be AUX iajs-3268 384 24 ( ( PUNCT iajs-3268 384 25 45,13)-cap 45,13)-cap NOUN iajs-3268 384 26 and and CCONJ iajs-3268 384 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 384 28 values value NOUN iajs-3268 384 29 are be AUX iajs-3268 384 30 ๐‘0 ๐‘0 NOUN iajs-3268 384 31 = = SYM iajs-3268 384 32 2334 2334 NUM iajs-3268 384 33 , , PUNCT iajs-3268 384 34 ๐‘1 ๐‘1 NOUN iajs-3268 384 35 = = NOUN iajs-3268 384 36 1 1 X iajs-3268 384 37 . . PUNCT iajs-3268 384 38 since since SCONJ iajs-3268 384 39 ๐‘0 ๐‘0 NOUN iajs-3268 384 40 โ‰  โ‰  PROPN iajs-3268 384 41 0 0 NUM iajs-3268 384 42 , , PUNCT iajs-3268 384 43 then then ADV iajs-3268 384 44 ๐œ’70 ๐œ’70 PROPN iajs-3268 384 45 ๐‘11 ๐‘11 PROPN iajs-3268 384 46 is be AUX iajs-3268 384 47 incomplete incomplete ADJ iajs-3268 384 48 . . PUNCT iajs-3268 385 1 the the DET iajs-3268 385 2 ( ( PUNCT iajs-3268 385 3 45,13)-cap 45,13)-cap NOUN iajs-3268 385 4 will will AUX iajs-3268 385 5 be be AUX iajs-3268 385 6 complete complete ADJ iajs-3268 385 7 when when SCONJ iajs-3268 385 8 you you PRON iajs-3268 385 9 add add VERB iajs-3268 385 10 1612 1612 NUM iajs-3268 385 11 points point NOUN iajs-3268 385 12 to to ADP iajs-3268 385 13 it it PRON iajs-3268 385 14 . . PUNCT iajs-3268 386 1 let let VERB iajs-3268 386 2 ๐‘12 ๐‘12 PROPN iajs-3268 386 3 = = PROPN iajs-3268 386 4 { { PUNCT iajs-3268 386 5 20 20 NUM iajs-3268 386 6 , , PUNCT iajs-3268 386 7 202 202 NUM iajs-3268 386 8 , , PUNCT iajs-3268 386 9 772 772 NUM iajs-3268 386 10 , , PUNCT iajs-3268 386 11 1110 1110 NUM iajs-3268 386 12 , , PUNCT iajs-3268 386 13 1150 1150 NUM iajs-3268 386 14 , , PUNCT iajs-3268 386 15 1152 1152 NUM iajs-3268 386 16 , , PUNCT iajs-3268 386 17 1325 1325 NUM iajs-3268 386 18 , , PUNCT iajs-3268 386 19 1398 1398 NUM iajs-3268 386 20 , , PUNCT iajs-3268 386 21 1637 1637 NUM iajs-3268 386 22 , , PUNCT iajs-3268 386 23 1787 1787 NUM iajs-3268 386 24 , , PUNCT iajs-3268 386 25 2155 2155 NUM iajs-3268 386 26 , , PUNCT iajs-3268 386 27 2224 2224 NUM iajs-3268 386 28 } } PUNCT iajs-3268 386 29 . . PUNCT iajs-3268 387 1 put put VERB iajs-3268 387 2 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 387 3 ๐‘12= ๐‘12= PROPN iajs-3268 387 4 ๐œ’70โ‹ƒ๐‘12 ๐œ’70โ‹ƒ๐‘12 PROPN iajs-3268 387 5 . . PUNCT iajs-3268 388 1 the the DET iajs-3268 388 2 maximum maximum ADJ iajs-3268 388 3 number number NOUN iajs-3268 388 4 of of ADP iajs-3268 388 5 the the DET iajs-3268 388 6 intersection intersection NOUN iajs-3268 388 7 points point NOUN iajs-3268 388 8 between between ADP iajs-3268 388 9 ๐œ’70 ๐œ’70 PROPN iajs-3268 388 10 ๐‘12 ๐‘12 PROPN iajs-3268 388 11 and and CCONJ iajs-3268 388 12 the the DET iajs-3268 388 13 lines line NOUN iajs-3268 388 14 of of ADP iajs-3268 388 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 388 16 ) ) PUNCT iajs-3268 388 17 are be AUX iajs-3268 388 18 fourteen fourteen NUM iajs-3268 388 19 , , PUNCT iajs-3268 388 20 so so ADV iajs-3268 388 21 ๐œ’70 ๐œ’70 PROPN iajs-3268 388 22 ๐‘12 ๐‘12 PROPN iajs-3268 388 23 is be AUX iajs-3268 388 24 ( ( PUNCT iajs-3268 388 25 46,14)-cap 46,14)-cap NOUN iajs-3268 388 26 and and CCONJ iajs-3268 388 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 388 28 values value NOUN iajs-3268 388 29 are be AUX iajs-3268 388 30 ๐‘0 ๐‘0 NOUN iajs-3268 388 31 = = SYM iajs-3268 388 32 2334 2334 NUM iajs-3268 388 33 . . PUNCT iajs-3268 389 1 since since SCONJ iajs-3268 389 2 ๐‘0 ๐‘0 NOUN iajs-3268 389 3 โ‰  โ‰  PROPN iajs-3268 389 4 0 0 NUM iajs-3268 389 5 , , PUNCT iajs-3268 389 6 then then ADV iajs-3268 389 7 ๐œ’70 ๐œ’70 PROPN iajs-3268 389 8 ๐‘12 ๐‘12 PROPN iajs-3268 389 9 is be AUX iajs-3268 389 10 incomplete incomplete ADJ iajs-3268 389 11 . . PUNCT iajs-3268 390 1 the the PRON iajs-3268 390 2 ( ( PUNCT iajs-3268 390 3 46,14)-cap 46,14)-cap NOUN iajs-3268 390 4 will will AUX iajs-3268 390 5 be be AUX iajs-3268 390 6 complete complete ADJ iajs-3268 390 7 when when SCONJ iajs-3268 390 8 you you PRON iajs-3268 390 9 add add VERB iajs-3268 390 10 2334 2334 NUM iajs-3268 390 11 points point NOUN iajs-3268 390 12 to to ADP iajs-3268 390 13 it it PRON iajs-3268 390 14 . . PUNCT iajs-3268 391 1 9 9 X iajs-3268 391 2 . . X iajs-3268 391 3 the the DET iajs-3268 391 4 line line NOUN iajs-3268 391 5 ๐ˆ(0,0,1,0,0,0 ๐ˆ(0,0,1,0,0,0 NOUN iajs-3268 391 6 ) ) PUNCT iajs-3268 391 7 meets meet VERB iajs-3268 391 8 the the DET iajs-3268 391 9 cap cap NOUN iajs-3268 391 10 ๐œ’119 ๐œ’119 PROPN iajs-3268 391 11 in in ADP iajs-3268 391 12 2 2 NUM iajs-3268 391 13 points point NOUN iajs-3268 391 14 , , PUNCT iajs-3268 391 15 so so SCONJ iajs-3268 391 16 we we PRON iajs-3268 391 17 have have VERB iajs-3268 391 18 twelve twelve NUM iajs-3268 391 19 extension extension NOUN iajs-3268 391 20 points point NOUN iajs-3268 391 21 that that PRON iajs-3268 391 22 can can AUX iajs-3268 391 23 be be AUX iajs-3268 391 24 added add VERB iajs-3268 391 25 to to ADP iajs-3268 391 26 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 391 27 , , PUNCT iajs-3268 391 28 as as ADP iajs-3268 391 29 in in ADP iajs-3268 391 30 the the DET iajs-3268 391 31 following follow VERB iajs-3268 391 32 order order NOUN iajs-3268 391 33 : : PUNCT iajs-3268 391 34 4 4 NUM iajs-3268 391 35 , , PUNCT iajs-3268 391 36 144 144 NUM iajs-3268 391 37 , , PUNCT iajs-3268 391 38 470 470 NUM iajs-3268 391 39 , , PUNCT iajs-3268 391 40 593 593 NUM iajs-3268 391 41 , , PUNCT iajs-3268 391 42 754 754 NUM iajs-3268 391 43 , , PUNCT iajs-3268 391 44 755,923,1213,2017 755,923,1213,2017 NUM iajs-3268 391 45 , , PUNCT iajs-3268 391 46 2105 2105 NUM iajs-3268 391 47 , , PUNCT iajs-3268 391 48 2165 2165 NUM iajs-3268 391 49 , , PUNCT iajs-3268 391 50 2369 2369 NUM iajs-3268 391 51 . . PUNCT iajs-3268 392 1 let let VERB iajs-3268 392 2 ๐‘1 ๐‘1 NOUN iajs-3268 392 3 = = SYM iajs-3268 392 4 { { PUNCT iajs-3268 392 5 4 4 NUM iajs-3268 392 6 } } PUNCT iajs-3268 392 7 , , PUNCT iajs-3268 392 8 ๐’Ÿ119 ๐’Ÿ119 PUNCT iajs-3268 392 9 ๐‘1 ๐‘1 NOUN iajs-3268 392 10 = = SYM iajs-3268 392 11 ๐œ’119โ‹ƒ๐‘1 ๐œ’119โ‹ƒ๐‘1 NOUN iajs-3268 392 12 . . PUNCT iajs-3268 393 1 the the DET iajs-3268 393 2 maximum maximum ADJ iajs-3268 393 3 number number NOUN iajs-3268 393 4 of of ADP iajs-3268 393 5 the the DET iajs-3268 393 6 intersection intersection NOUN iajs-3268 393 7 points point NOUN iajs-3268 393 8 between between ADP iajs-3268 393 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 393 10 ๐‘1 ๐‘1 NOUN iajs-3268 393 11 and and CCONJ iajs-3268 393 12 the the DET iajs-3268 393 13 lines line NOUN iajs-3268 393 14 of of ADP iajs-3268 393 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 393 16 ) ) PUNCT iajs-3268 393 17 are be AUX iajs-3268 393 18 three three NUM iajs-3268 393 19 , , PUNCT iajs-3268 393 20 so so ADV iajs-3268 393 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 393 22 ๐‘1 ๐‘1 NOUN iajs-3268 393 23 is be AUX iajs-3268 393 24 ( ( PUNCT iajs-3268 393 25 21,3)-cap 21,3)-cap NUM iajs-3268 393 26 and and CCONJ iajs-3268 393 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 393 28 values value NOUN iajs-3268 393 29 are be AUX iajs-3268 393 30 ๐‘0 ๐‘0 NOUN iajs-3268 393 31 = = SYM iajs-3268 393 32 2337 2337 NUM iajs-3268 393 33 , , PUNCT iajs-3268 393 34 ๐‘1 ๐‘1 NOUN iajs-3268 393 35 = = NOUN iajs-3268 393 36 22 22 NUM iajs-3268 393 37 . . PUNCT iajs-3268 394 1 since since SCONJ iajs-3268 394 2 ๐‘0 ๐‘0 NOUN iajs-3268 394 3 โ‰  โ‰  PROPN iajs-3268 394 4 0 0 NUM iajs-3268 394 5 , , PUNCT iajs-3268 394 6 then then ADV iajs-3268 394 7 ๐œ’119 ๐œ’119 PROPN iajs-3268 394 8 ๐‘1 ๐‘1 NOUN iajs-3268 394 9 is be AUX iajs-3268 394 10 incomplete incomplete ADJ iajs-3268 394 11 . . PUNCT iajs-3268 395 1 the the DET iajs-3268 395 2 ( ( PUNCT iajs-3268 395 3 21,3)-cap 21,3)-cap PROPN iajs-3268 395 4 will will AUX iajs-3268 395 5 be be AUX iajs-3268 395 6 complete complete ADJ iajs-3268 395 7 when when SCONJ iajs-3268 395 8 you you PRON iajs-3268 395 9 add add VERB iajs-3268 395 10 117 117 NUM iajs-3268 395 11 points point NOUN iajs-3268 395 12 to to ADP iajs-3268 395 13 it it PRON iajs-3268 395 14 . . PUNCT iajs-3268 396 1 let let VERB iajs-3268 396 2 ๐‘2 ๐‘2 NOUN iajs-3268 396 3 = = SYM iajs-3268 396 4 { { PUNCT iajs-3268 396 5 4 4 NUM iajs-3268 396 6 , , PUNCT iajs-3268 396 7 144 144 NUM iajs-3268 396 8 } } PUNCT iajs-3268 396 9 , , PUNCT iajs-3268 396 10 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 396 11 ๐‘2 ๐‘2 NOUN iajs-3268 396 12 = = SYM iajs-3268 396 13 ๐œ’119โ‹ƒ๐‘2 ๐œ’119โ‹ƒ๐‘2 PROPN iajs-3268 396 14 . . PUNCT iajs-3268 397 1 the the DET iajs-3268 397 2 maximum maximum ADJ iajs-3268 397 3 number number NOUN iajs-3268 397 4 of of ADP iajs-3268 397 5 the the DET iajs-3268 397 6 intersection intersection NOUN iajs-3268 397 7 points point NOUN iajs-3268 397 8 between between ADP iajs-3268 397 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 397 10 ๐‘2 ๐‘2 NOUN iajs-3268 397 11 and and CCONJ iajs-3268 397 12 the the DET iajs-3268 397 13 lines line NOUN iajs-3268 397 14 of of ADP iajs-3268 397 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 397 16 ) ) PUNCT iajs-3268 397 17 four four NUM iajs-3268 397 18 , , PUNCT iajs-3268 397 19 so so ADV iajs-3268 397 20 ๐œ’119 ๐œ’119 PROPN iajs-3268 397 21 ๐‘2 ๐‘2 NOUN iajs-3268 397 22 is be AUX iajs-3268 397 23 ( ( PUNCT iajs-3268 397 24 22,4)-cap 22,4)-cap NUM iajs-3268 397 25 and and CCONJ iajs-3268 397 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 397 27 values value NOUN iajs-3268 397 28 are be AUX iajs-3268 397 29 ๐‘0 ๐‘0 NOUN iajs-3268 397 30 = = SYM iajs-3268 397 31 2348 2348 NUM iajs-3268 397 32 , , PUNCT iajs-3268 397 33 ๐‘1 ๐‘1 NOUN iajs-3268 397 34 = = NOUN iajs-3268 397 35 10 10 NUM iajs-3268 397 36 . . PUNCT iajs-3268 398 1 since since SCONJ iajs-3268 398 2 ๐‘0 ๐‘0 NOUN iajs-3268 398 3 โ‰  โ‰  PROPN iajs-3268 398 4 0 0 NUM iajs-3268 398 5 , , PUNCT iajs-3268 398 6 then then ADV iajs-3268 398 7 ๐œ’119 ๐œ’119 PROPN iajs-3268 398 8 ๐‘2 ๐‘2 NOUN iajs-3268 398 9 is be AUX iajs-3268 398 10 incomplete incomplete ADJ iajs-3268 398 11 . . PUNCT iajs-3268 399 1 the the DET iajs-3268 399 2 ( ( PUNCT iajs-3268 399 3 22,4)-cap 22,4)-cap NUM iajs-3268 399 4 will will AUX iajs-3268 399 5 be be AUX iajs-3268 399 6 complete complete ADJ iajs-3268 399 7 when when SCONJ iajs-3268 399 8 you you PRON iajs-3268 399 9 add add VERB iajs-3268 399 10 241 241 NUM iajs-3268 399 11 points point NOUN iajs-3268 399 12 to to ADP iajs-3268 399 13 it it PRON iajs-3268 399 14 . . PUNCT iajs-3268 400 1 let let VERB iajs-3268 400 2 ๐‘3 ๐‘3 ADV iajs-3268 400 3 = = PUNCT iajs-3268 400 4 { { PUNCT iajs-3268 400 5 4 4 NUM iajs-3268 400 6 , , PUNCT iajs-3268 400 7 144 144 NUM iajs-3268 400 8 , , PUNCT iajs-3268 400 9 470 470 NUM iajs-3268 400 10 } } PUNCT iajs-3268 400 11 , , PUNCT iajs-3268 400 12 ๐’Ÿ119 ๐’Ÿ119 PUNCT iajs-3268 400 13 ๐‘3 ๐‘3 NOUN iajs-3268 400 14 = = SYM iajs-3268 400 15 ๐œ’119โ‹ƒ๐‘3 ๐œ’119โ‹ƒ๐‘3 NOUN iajs-3268 400 16 . . PUNCT iajs-3268 401 1 the the DET iajs-3268 401 2 maximum maximum ADJ iajs-3268 401 3 number number NOUN iajs-3268 401 4 of of ADP iajs-3268 401 5 the the DET iajs-3268 401 6 intersection intersection NOUN iajs-3268 401 7 points point NOUN iajs-3268 401 8 between between ADP iajs-3268 401 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 401 10 ๐‘3 ๐‘3 NOUN iajs-3268 401 11 and and CCONJ iajs-3268 401 12 the the DET iajs-3268 401 13 lines line NOUN iajs-3268 401 14 of of ADP iajs-3268 401 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 401 16 ) ) PUNCT iajs-3268 401 17 are be AUX iajs-3268 401 18 five five NUM iajs-3268 401 19 , , PUNCT iajs-3268 401 20 so so ADV iajs-3268 401 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 401 22 ๐‘3 ๐‘3 NOUN iajs-3268 401 23 is be AUX iajs-3268 401 24 ( ( PUNCT iajs-3268 401 25 23,5)-cap 23,5)-cap NOUN iajs-3268 401 26 and and CCONJ iajs-3268 401 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 401 28 values value NOUN iajs-3268 401 29 are be AUX iajs-3268 401 30 ๐‘0 ๐‘0 NOUN iajs-3268 401 31 = = SYM iajs-3268 401 32 2348 2348 NUM iajs-3268 401 33 , , PUNCT iajs-3268 401 34 ๐‘1 ๐‘1 NOUN iajs-3268 401 35 = = NOUN iajs-3268 402 1 9 9 X iajs-3268 402 2 . . PUNCT iajs-3268 402 3 since since SCONJ iajs-3268 402 4 ๐‘0 ๐‘0 NOUN iajs-3268 402 5 โ‰  โ‰  PROPN iajs-3268 402 6 0 0 NUM iajs-3268 402 7 , , PUNCT iajs-3268 402 8 then then ADV iajs-3268 402 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 402 10 ๐‘3 ๐‘3 NOUN iajs-3268 402 11 is be AUX iajs-3268 402 12 incomplete incomplete ADJ iajs-3268 402 13 . . PUNCT iajs-3268 403 1 the the DET iajs-3268 403 2 ( ( PUNCT iajs-3268 403 3 23,5)-cap 23,5)-cap NOUN iajs-3268 403 4 will will AUX iajs-3268 403 5 be be AUX iajs-3268 403 6 complete complete ADJ iajs-3268 403 7 when when SCONJ iajs-3268 403 8 you you PRON iajs-3268 403 9 add add VERB iajs-3268 403 10 392 392 NUM iajs-3268 403 11 points point NOUN iajs-3268 403 12 to to ADP iajs-3268 403 13 it it PRON iajs-3268 403 14 . . PUNCT iajs-3268 404 1 ihjpas ihjpas PROPN iajs-3268 404 2 . . PUNCT iajs-3268 405 1 2024 2024 NUM iajs-3268 405 2 , , PUNCT iajs-3268 405 3 37 37 NUM iajs-3268 405 4 ( ( PUNCT iajs-3268 405 5 3 3 NUM iajs-3268 405 6 ) ) PUNCT iajs-3268 405 7 407 407 NUM iajs-3268 405 8 let let VERB iajs-3268 405 9 ๐‘4 ๐‘4 NOUN iajs-3268 405 10 = = PUNCT iajs-3268 405 11 { { PUNCT iajs-3268 405 12 4 4 NUM iajs-3268 405 13 , , PUNCT iajs-3268 405 14 144 144 NUM iajs-3268 405 15 , , PUNCT iajs-3268 405 16 470 470 NUM iajs-3268 405 17 , , PUNCT iajs-3268 405 18 593 593 NUM iajs-3268 405 19 } } PUNCT iajs-3268 405 20 , , PUNCT iajs-3268 405 21 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 405 22 ๐‘4 ๐‘4 NOUN iajs-3268 405 23 = = PUNCT iajs-3268 405 24 ๐œ’119โ‹ƒ๐‘4 ๐œ’119โ‹ƒ๐‘4 NUM iajs-3268 405 25 . . PUNCT iajs-3268 406 1 the the DET iajs-3268 406 2 maximum maximum ADJ iajs-3268 406 3 number number NOUN iajs-3268 406 4 of of ADP iajs-3268 406 5 the the DET iajs-3268 406 6 intersection intersection NOUN iajs-3268 406 7 points point NOUN iajs-3268 406 8 between between ADP iajs-3268 406 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 406 10 ๐‘4 ๐‘4 NOUN iajs-3268 406 11 and and CCONJ iajs-3268 406 12 the the DET iajs-3268 406 13 lines line NOUN iajs-3268 406 14 of of ADP iajs-3268 406 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 406 16 ) ) PUNCT iajs-3268 406 17 are be AUX iajs-3268 406 18 six six NUM iajs-3268 406 19 , , PUNCT iajs-3268 406 20 so so ADV iajs-3268 406 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 406 22 ๐‘4 ๐‘4 NOUN iajs-3268 406 23 is be AUX iajs-3268 406 24 ( ( PUNCT iajs-3268 406 25 24,6)-cap 24,6)-cap NUM iajs-3268 406 26 and and CCONJ iajs-3268 406 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 406 28 values value NOUN iajs-3268 406 29 are be AUX iajs-3268 406 30 ๐‘0 ๐‘0 NOUN iajs-3268 406 31 = = SYM iajs-3268 406 32 2348 2348 NUM iajs-3268 406 33 , , PUNCT iajs-3268 406 34 ๐‘1 ๐‘1 NOUN iajs-3268 406 35 = = NOUN iajs-3268 406 36 8 8 X iajs-3268 406 37 . . PUNCT iajs-3268 407 1 since since SCONJ iajs-3268 407 2 ๐‘0 ๐‘0 NOUN iajs-3268 407 3 โ‰  โ‰  PROPN iajs-3268 407 4 0 0 NUM iajs-3268 407 5 , , PUNCT iajs-3268 407 6 then then ADV iajs-3268 407 7 ๐œ’119 ๐œ’119 PROPN iajs-3268 407 8 ๐‘4 ๐‘4 NOUN iajs-3268 407 9 is be AUX iajs-3268 407 10 incomplete incomplete ADJ iajs-3268 407 11 . . PUNCT iajs-3268 408 1 the the DET iajs-3268 408 2 ( ( PUNCT iajs-3268 408 3 24,6)-cap 24,6)-cap NUM iajs-3268 408 4 will will AUX iajs-3268 408 5 be be AUX iajs-3268 408 6 complete complete ADJ iajs-3268 408 7 when when SCONJ iajs-3268 408 8 you you PRON iajs-3268 408 9 add add VERB iajs-3268 408 10 507 507 NUM iajs-3268 408 11 points point NOUN iajs-3268 408 12 to to ADP iajs-3268 408 13 it it PRON iajs-3268 408 14 . . PUNCT iajs-3268 409 1 let let VERB iajs-3268 409 2 ๐‘5 ๐‘5 VERB iajs-3268 409 3 = = SYM iajs-3268 409 4 { { PUNCT iajs-3268 409 5 4 4 NUM iajs-3268 409 6 , , PUNCT iajs-3268 409 7 144 144 NUM iajs-3268 409 8 , , PUNCT iajs-3268 409 9 470 470 NUM iajs-3268 409 10 , , PUNCT iajs-3268 409 11 593 593 NUM iajs-3268 409 12 , , PUNCT iajs-3268 409 13 754 754 NUM iajs-3268 409 14 } } PUNCT iajs-3268 409 15 , , PUNCT iajs-3268 409 16 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 409 17 ๐‘5 ๐‘5 NOUN iajs-3268 409 18 = = PUNCT iajs-3268 409 19 ๐œ’119โ‹ƒ๐‘5 ๐œ’119โ‹ƒ๐‘5 NOUN iajs-3268 409 20 . . PUNCT iajs-3268 410 1 the the DET iajs-3268 410 2 maximum maximum ADJ iajs-3268 410 3 number number NOUN iajs-3268 410 4 of of ADP iajs-3268 410 5 the the DET iajs-3268 410 6 intersection intersection NOUN iajs-3268 410 7 points point NOUN iajs-3268 410 8 between between ADP iajs-3268 410 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 410 10 ๐‘5 ๐‘5 NOUN iajs-3268 410 11 and and CCONJ iajs-3268 410 12 the the DET iajs-3268 410 13 lines line NOUN iajs-3268 410 14 of of ADP iajs-3268 410 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 410 16 ) ) PUNCT iajs-3268 410 17 are be AUX iajs-3268 410 18 seven seven NUM iajs-3268 410 19 , , PUNCT iajs-3268 410 20 so so ADV iajs-3268 410 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 410 22 ๐‘5 ๐‘5 NOUN iajs-3268 410 23 is be AUX iajs-3268 410 24 ( ( PUNCT iajs-3268 410 25 25,7)-cap 25,7)-cap NUM iajs-3268 410 26 and and CCONJ iajs-3268 410 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 410 28 values value NOUN iajs-3268 410 29 are be AUX iajs-3268 410 30 ๐‘0 ๐‘0 NOUN iajs-3268 410 31 = = SYM iajs-3268 410 32 2348 2348 NUM iajs-3268 410 33 , , PUNCT iajs-3268 410 34 ๐‘1 ๐‘1 NOUN iajs-3268 410 35 = = NOUN iajs-3268 410 36 7 7 X iajs-3268 410 37 . . PUNCT iajs-3268 410 38 since since SCONJ iajs-3268 410 39 ๐‘0 ๐‘0 NOUN iajs-3268 410 40 โ‰  โ‰  PROPN iajs-3268 410 41 0 0 NUM iajs-3268 410 42 , , PUNCT iajs-3268 410 43 then then ADV iajs-3268 410 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 410 45 ๐‘5 ๐‘5 NOUN iajs-3268 410 46 is be AUX iajs-3268 410 47 incomplete incomplete ADJ iajs-3268 410 48 . . PUNCT iajs-3268 411 1 the the DET iajs-3268 411 2 ( ( PUNCT iajs-3268 411 3 25,7)-cap 25,7)-cap NUM iajs-3268 411 4 will will AUX iajs-3268 411 5 be be AUX iajs-3268 411 6 complete complete ADJ iajs-3268 411 7 when when SCONJ iajs-3268 411 8 you you PRON iajs-3268 411 9 add add VERB iajs-3268 411 10 639 639 NUM iajs-3268 411 11 points point NOUN iajs-3268 411 12 to to ADP iajs-3268 411 13 it it PRON iajs-3268 411 14 . . PUNCT iajs-3268 412 1 let let VERB iajs-3268 412 2 ๐‘6 ๐‘6 NOUN iajs-3268 412 3 = = VERB iajs-3268 412 4 { { PUNCT iajs-3268 412 5 4 4 NUM iajs-3268 412 6 , , PUNCT iajs-3268 412 7 144 144 NUM iajs-3268 412 8 , , PUNCT iajs-3268 412 9 470 470 NUM iajs-3268 412 10 , , PUNCT iajs-3268 412 11 593 593 NUM iajs-3268 412 12 , , PUNCT iajs-3268 412 13 754 754 NUM iajs-3268 412 14 , , PUNCT iajs-3268 412 15 755 755 NUM iajs-3268 412 16 } } PUNCT iajs-3268 412 17 , , PUNCT iajs-3268 412 18 ๐’Ÿ119 ๐’Ÿ119 PUNCT iajs-3268 412 19 ๐‘6 ๐‘6 NOUN iajs-3268 412 20 = = NOUN iajs-3268 412 21 ๐œ’119โ‹ƒ๐‘6 ๐œ’119โ‹ƒ๐‘6 NOUN iajs-3268 412 22 . . PUNCT iajs-3268 413 1 the the DET iajs-3268 413 2 maximum maximum ADJ iajs-3268 413 3 number number NOUN iajs-3268 413 4 of of ADP iajs-3268 413 5 the the DET iajs-3268 413 6 intersection intersection NOUN iajs-3268 413 7 points point NOUN iajs-3268 413 8 between between ADP iajs-3268 413 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 413 10 ๐‘6 ๐‘6 NOUN iajs-3268 413 11 and and CCONJ iajs-3268 413 12 the the DET iajs-3268 413 13 lines line NOUN iajs-3268 413 14 of of ADP iajs-3268 413 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 413 16 ) ) PUNCT iajs-3268 413 17 are be AUX iajs-3268 413 18 eight eight NUM iajs-3268 413 19 , , PUNCT iajs-3268 413 20 so so ADV iajs-3268 413 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 413 22 ๐‘6 ๐‘6 NOUN iajs-3268 413 23 is be AUX iajs-3268 413 24 ( ( PUNCT iajs-3268 413 25 26,8)-cap 26,8)-cap NUM iajs-3268 413 26 and and CCONJ iajs-3268 413 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 413 28 values value NOUN iajs-3268 413 29 are be AUX iajs-3268 413 30 ๐‘0 ๐‘0 NOUN iajs-3268 413 31 = = SYM iajs-3268 413 32 2348 2348 NUM iajs-3268 413 33 , , PUNCT iajs-3268 413 34 ๐‘1 ๐‘1 NOUN iajs-3268 413 35 = = NOUN iajs-3268 413 36 6 6 X iajs-3268 413 37 . . PUNCT iajs-3268 413 38 since since SCONJ iajs-3268 413 39 ๐‘0 ๐‘0 NOUN iajs-3268 413 40 โ‰  โ‰  PROPN iajs-3268 413 41 0 0 NUM iajs-3268 413 42 , , PUNCT iajs-3268 413 43 then then ADV iajs-3268 413 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 413 45 ๐‘6 ๐‘6 NOUN iajs-3268 413 46 is be AUX iajs-3268 413 47 incomplete incomplete ADJ iajs-3268 413 48 . . PUNCT iajs-3268 414 1 the the DET iajs-3268 414 2 ( ( PUNCT iajs-3268 414 3 26,8)-cap 26,8)-cap NUM iajs-3268 414 4 will will AUX iajs-3268 414 5 be be AUX iajs-3268 414 6 complete complete ADJ iajs-3268 414 7 when when SCONJ iajs-3268 414 8 you you PRON iajs-3268 414 9 add add VERB iajs-3268 414 10 734 734 NUM iajs-3268 414 11 points point NOUN iajs-3268 414 12 to to ADP iajs-3268 414 13 it it PRON iajs-3268 414 14 . . PUNCT iajs-3268 415 1 let let VERB iajs-3268 415 2 ๐‘7 ๐‘7 PROPN iajs-3268 415 3 = = PUNCT iajs-3268 415 4 { { PUNCT iajs-3268 415 5 4 4 NUM iajs-3268 415 6 , , PUNCT iajs-3268 415 7 144 144 NUM iajs-3268 415 8 , , PUNCT iajs-3268 415 9 470 470 NUM iajs-3268 415 10 , , PUNCT iajs-3268 415 11 593 593 NUM iajs-3268 415 12 , , PUNCT iajs-3268 415 13 754 754 NUM iajs-3268 415 14 , , PUNCT iajs-3268 415 15 755 755 NUM iajs-3268 415 16 , , PUNCT iajs-3268 415 17 923 923 NUM iajs-3268 415 18 } } PUNCT iajs-3268 415 19 , , PUNCT iajs-3268 415 20 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 415 21 ๐‘7 ๐‘7 PROPN iajs-3268 415 22 = = NOUN iajs-3268 415 23 ๐œ’119โ‹ƒ๐‘7 ๐œ’119โ‹ƒ๐‘7 PROPN iajs-3268 415 24 . . PUNCT iajs-3268 416 1 the the DET iajs-3268 416 2 maximum maximum ADJ iajs-3268 416 3 number number NOUN iajs-3268 416 4 of of ADP iajs-3268 416 5 the the DET iajs-3268 416 6 intersection intersection NOUN iajs-3268 416 7 points point NOUN iajs-3268 416 8 between between ADP iajs-3268 416 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 416 10 4,144,470,593,754,755,923 4,144,470,593,754,755,923 NOUN iajs-3268 416 11 and and CCONJ iajs-3268 416 12 the the DET iajs-3268 416 13 lines line NOUN iajs-3268 416 14 of of ADP iajs-3268 416 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 416 16 ) ) PUNCT iajs-3268 416 17 are be AUX iajs-3268 416 18 nine nine NUM iajs-3268 416 19 , , PUNCT iajs-3268 416 20 so so ADV iajs-3268 416 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 416 22 ๐‘7 ๐‘7 PROPN iajs-3268 416 23 is be AUX iajs-3268 416 24 ( ( PUNCT iajs-3268 416 25 27,9)-cap 27,9)-cap NUM iajs-3268 416 26 and and CCONJ iajs-3268 416 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 416 28 values value NOUN iajs-3268 416 29 are be AUX iajs-3268 416 30 ๐‘0 ๐‘0 NOUN iajs-3268 416 31 = = SYM iajs-3268 416 32 2348 2348 NUM iajs-3268 416 33 , , PUNCT iajs-3268 416 34 ๐‘1 ๐‘1 NOUN iajs-3268 416 35 = = NOUN iajs-3268 416 36 5 5 X iajs-3268 416 37 . . PUNCT iajs-3268 416 38 since since SCONJ iajs-3268 416 39 ๐‘0 ๐‘0 NOUN iajs-3268 416 40 โ‰  โ‰  PROPN iajs-3268 416 41 0 0 NUM iajs-3268 416 42 , , PUNCT iajs-3268 416 43 then then ADV iajs-3268 416 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 416 45 ๐‘7 ๐‘7 PROPN iajs-3268 416 46 is be AUX iajs-3268 416 47 incomplete incomplete ADJ iajs-3268 416 48 . . PUNCT iajs-3268 417 1 the the PRON iajs-3268 417 2 ( ( PUNCT iajs-3268 417 3 27,9)-cap 27,9)-cap NUM iajs-3268 417 4 will will AUX iajs-3268 417 5 be be AUX iajs-3268 417 6 complete complete ADJ iajs-3268 417 7 when when SCONJ iajs-3268 417 8 you you PRON iajs-3268 417 9 add add VERB iajs-3268 417 10 891 891 NUM iajs-3268 417 11 points point NOUN iajs-3268 417 12 to to ADP iajs-3268 417 13 it it PRON iajs-3268 417 14 . . PUNCT iajs-3268 418 1 let let VERB iajs-3268 418 2 ๐‘8 ๐‘8 PROPN iajs-3268 418 3 = = SYM iajs-3268 418 4 { { PUNCT iajs-3268 418 5 4 4 NUM iajs-3268 418 6 , , PUNCT iajs-3268 418 7 144 144 NUM iajs-3268 418 8 , , PUNCT iajs-3268 418 9 470 470 NUM iajs-3268 418 10 , , PUNCT iajs-3268 418 11 593 593 NUM iajs-3268 418 12 , , PUNCT iajs-3268 418 13 754 754 NUM iajs-3268 418 14 , , PUNCT iajs-3268 418 15 755 755 NUM iajs-3268 418 16 , , PUNCT iajs-3268 418 17 923 923 NUM iajs-3268 418 18 , , PUNCT iajs-3268 418 19 1213 1213 NUM iajs-3268 418 20 } } PUNCT iajs-3268 418 21 , , PUNCT iajs-3268 418 22 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 418 23 ๐‘8 ๐‘8 NOUN iajs-3268 418 24 = = PUNCT iajs-3268 418 25 ๐œ’119โ‹ƒ๐‘8 ๐œ’119โ‹ƒ๐‘8 PROPN iajs-3268 418 26 . . PUNCT iajs-3268 419 1 the the DET iajs-3268 419 2 maximum maximum ADJ iajs-3268 419 3 number number NOUN iajs-3268 419 4 of of ADP iajs-3268 419 5 the the DET iajs-3268 419 6 intersection intersection NOUN iajs-3268 419 7 points point NOUN iajs-3268 419 8 between between ADP iajs-3268 419 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 419 10 ๐‘8 ๐‘8 NOUN iajs-3268 419 11 and and CCONJ iajs-3268 419 12 the the DET iajs-3268 419 13 lines line NOUN iajs-3268 419 14 of of ADP iajs-3268 419 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 419 16 ) ) PUNCT iajs-3268 419 17 are be AUX iajs-3268 419 18 ten ten NUM iajs-3268 419 19 , , PUNCT iajs-3268 419 20 so so ADV iajs-3268 419 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 419 22 ๐‘8 ๐‘8 PROPN iajs-3268 419 23 is be AUX iajs-3268 419 24 ( ( PUNCT iajs-3268 419 25 28,10)-cap 28,10)-cap NOUN iajs-3268 419 26 and and CCONJ iajs-3268 419 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 419 28 values value NOUN iajs-3268 419 29 are be AUX iajs-3268 419 30 ๐‘0 ๐‘0 NOUN iajs-3268 419 31 = = SYM iajs-3268 419 32 2348 2348 NUM iajs-3268 419 33 , , PUNCT iajs-3268 419 34 ๐‘1 ๐‘1 NOUN iajs-3268 419 35 = = NOUN iajs-3268 419 36 4 4 X iajs-3268 419 37 . . PUNCT iajs-3268 419 38 since since SCONJ iajs-3268 419 39 ๐‘0 ๐‘0 NOUN iajs-3268 419 40 โ‰  โ‰  PROPN iajs-3268 419 41 0 0 NUM iajs-3268 419 42 , , PUNCT iajs-3268 419 43 then then ADV iajs-3268 419 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 419 45 ๐‘8 ๐‘8 NOUN iajs-3268 419 46 is be AUX iajs-3268 419 47 incomplete incomplete ADJ iajs-3268 419 48 . . PUNCT iajs-3268 420 1 the the DET iajs-3268 420 2 ( ( PUNCT iajs-3268 420 3 28,10)cap 28,10)cap PROPN iajs-3268 420 4 will will AUX iajs-3268 420 5 be be AUX iajs-3268 420 6 complete complete ADJ iajs-3268 420 7 when when SCONJ iajs-3268 420 8 you you PRON iajs-3268 420 9 add add VERB iajs-3268 420 10 1066 1066 NUM iajs-3268 420 11 points point NOUN iajs-3268 420 12 to to ADP iajs-3268 420 13 it it PRON iajs-3268 420 14 . . PUNCT iajs-3268 421 1 let let VERB iajs-3268 421 2 ๐‘9 ๐‘9 NOUN iajs-3268 421 3 = = PUNCT iajs-3268 421 4 { { PUNCT iajs-3268 421 5 4 4 NUM iajs-3268 421 6 , , PUNCT iajs-3268 421 7 144 144 NUM iajs-3268 421 8 , , PUNCT iajs-3268 421 9 470 470 NUM iajs-3268 421 10 , , PUNCT iajs-3268 421 11 593 593 NUM iajs-3268 421 12 , , PUNCT iajs-3268 421 13 754 754 NUM iajs-3268 421 14 , , PUNCT iajs-3268 421 15 755 755 NUM iajs-3268 421 16 , , PUNCT iajs-3268 421 17 923 923 NUM iajs-3268 421 18 , , PUNCT iajs-3268 421 19 1213 1213 NUM iajs-3268 421 20 , , PUNCT iajs-3268 421 21 2017 2017 NUM iajs-3268 421 22 } } PUNCT iajs-3268 421 23 , , PUNCT iajs-3268 421 24 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 421 25 ๐‘9 ๐‘9 NOUN iajs-3268 421 26 = = SYM iajs-3268 422 1 ๐œ’119 ๐œ’119 PROPN iajs-3268 422 2 โ‹ƒ โ‹ƒ PROPN iajs-3268 422 3 ๐‘9 ๐‘9 NOUN iajs-3268 422 4 . . PUNCT iajs-3268 423 1 the the DET iajs-3268 423 2 maximum maximum ADJ iajs-3268 423 3 number number NOUN iajs-3268 423 4 of of ADP iajs-3268 423 5 the the DET iajs-3268 423 6 intersection intersection NOUN iajs-3268 423 7 points point NOUN iajs-3268 423 8 between between ADP iajs-3268 423 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 423 10 ๐‘9 ๐‘9 NOUN iajs-3268 423 11 and and CCONJ iajs-3268 423 12 the the DET iajs-3268 423 13 lines line NOUN iajs-3268 423 14 of of ADP iajs-3268 423 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 423 16 ) ) PUNCT iajs-3268 423 17 are be AUX iajs-3268 423 18 eleven eleven NUM iajs-3268 423 19 , , PUNCT iajs-3268 423 20 so so ADV iajs-3268 423 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 423 22 ๐‘9 ๐‘9 NOUN iajs-3268 423 23 is be AUX iajs-3268 423 24 ( ( PUNCT iajs-3268 423 25 29,11)-cap 29,11)-cap NUM iajs-3268 423 26 and and CCONJ iajs-3268 423 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 423 28 values value NOUN iajs-3268 423 29 are be AUX iajs-3268 423 30 ๐‘0 ๐‘0 NOUN iajs-3268 423 31 = = SYM iajs-3268 423 32 2348 2348 NUM iajs-3268 423 33 , , PUNCT iajs-3268 423 34 ๐‘1 ๐‘1 NOUN iajs-3268 423 35 = = NOUN iajs-3268 424 1 3 3 X iajs-3268 424 2 . . PUNCT iajs-3268 424 3 since since SCONJ iajs-3268 424 4 ๐‘0 ๐‘0 NOUN iajs-3268 424 5 โ‰  โ‰  PROPN iajs-3268 424 6 0 0 NUM iajs-3268 424 7 , , PUNCT iajs-3268 424 8 then then ADV iajs-3268 424 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 424 10 ๐‘9 ๐‘9 NOUN iajs-3268 424 11 is be AUX iajs-3268 424 12 incomplete incomplete ADJ iajs-3268 424 13 . . PUNCT iajs-3268 425 1 the the DET iajs-3268 425 2 ( ( PUNCT iajs-3268 425 3 29,11)-cap 29,11)-cap NOUN iajs-3268 425 4 will will AUX iajs-3268 425 5 be be AUX iajs-3268 425 6 complete complete ADJ iajs-3268 425 7 when when SCONJ iajs-3268 425 8 you you PRON iajs-3268 425 9 add add VERB iajs-3268 425 10 1335 1335 NUM iajs-3268 425 11 points point NOUN iajs-3268 425 12 to to ADP iajs-3268 425 13 it it PRON iajs-3268 425 14 . . PUNCT iajs-3268 426 1 let let VERB iajs-3268 426 2 ๐‘10 ๐‘10 NUM iajs-3268 426 3 = = SYM iajs-3268 426 4 { { PUNCT iajs-3268 426 5 4 4 NUM iajs-3268 426 6 , , PUNCT iajs-3268 426 7 144 144 NUM iajs-3268 426 8 , , PUNCT iajs-3268 426 9 470 470 NUM iajs-3268 426 10 , , PUNCT iajs-3268 426 11 593 593 NUM iajs-3268 426 12 , , PUNCT iajs-3268 426 13 754 754 NUM iajs-3268 426 14 , , PUNCT iajs-3268 426 15 755 755 NUM iajs-3268 426 16 , , PUNCT iajs-3268 426 17 923 923 NUM iajs-3268 426 18 , , PUNCT iajs-3268 426 19 1213 1213 NUM iajs-3268 426 20 , , PUNCT iajs-3268 426 21 2017 2017 NUM iajs-3268 426 22 , , PUNCT iajs-3268 426 23 2105 2105 NUM iajs-3268 426 24 } } PUNCT iajs-3268 426 25 , , PUNCT iajs-3268 426 26 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 426 27 ๐‘10 ๐‘10 PROPN iajs-3268 426 28 = = SYM iajs-3268 426 29 ๐œ’119โ‹ƒ ๐œ’119โ‹ƒ NUM iajs-3268 426 30 ๐‘10 ๐‘10 NOUN iajs-3268 426 31 . . PUNCT iajs-3268 427 1 the the DET iajs-3268 427 2 maximum maximum ADJ iajs-3268 427 3 number number NOUN iajs-3268 427 4 of of ADP iajs-3268 427 5 the the DET iajs-3268 427 6 intersection intersection NOUN iajs-3268 427 7 points point NOUN iajs-3268 427 8 between between ADP iajs-3268 427 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 427 10 ๐‘10 ๐‘10 NOUN iajs-3268 427 11 and and CCONJ iajs-3268 427 12 the the DET iajs-3268 427 13 lines line NOUN iajs-3268 427 14 of of ADP iajs-3268 427 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 427 16 ) ) PUNCT iajs-3268 427 17 are be AUX iajs-3268 427 18 twelve twelve NUM iajs-3268 427 19 , , PUNCT iajs-3268 427 20 so so ADV iajs-3268 427 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 427 22 ๐‘10 ๐‘10 NOUN iajs-3268 427 23 is be AUX iajs-3268 427 24 ( ( PUNCT iajs-3268 427 25 30,12)-cap 30,12)-cap NOUN iajs-3268 427 26 and and CCONJ iajs-3268 427 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 427 28 values value NOUN iajs-3268 427 29 are be AUX iajs-3268 427 30 ๐‘0 ๐‘0 NOUN iajs-3268 427 31 = = SYM iajs-3268 427 32 2348 2348 NUM iajs-3268 427 33 , , PUNCT iajs-3268 427 34 ๐‘1 ๐‘1 NOUN iajs-3268 427 35 = = NOUN iajs-3268 427 36 2 2 X iajs-3268 427 37 . . PUNCT iajs-3268 427 38 since since SCONJ iajs-3268 427 39 ๐‘0 ๐‘0 NOUN iajs-3268 427 40 โ‰  โ‰  PROPN iajs-3268 427 41 0 0 NUM iajs-3268 427 42 , , PUNCT iajs-3268 427 43 then then ADV iajs-3268 427 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 427 45 ๐‘10 ๐‘10 NOUN iajs-3268 427 46 is be AUX iajs-3268 427 47 incomplete incomplete ADJ iajs-3268 427 48 . . PUNCT iajs-3268 428 1 the the DET iajs-3268 428 2 ( ( PUNCT iajs-3268 428 3 30,12)-cap 30,12)-cap NOUN iajs-3268 428 4 will will AUX iajs-3268 428 5 be be AUX iajs-3268 428 6 complete complete ADJ iajs-3268 428 7 when when SCONJ iajs-3268 428 8 you you PRON iajs-3268 428 9 add add VERB iajs-3268 428 10 1444 1444 NUM iajs-3268 428 11 points point NOUN iajs-3268 428 12 to to ADP iajs-3268 428 13 it it PRON iajs-3268 428 14 . . PUNCT iajs-3268 429 1 let let VERB iajs-3268 429 2 ๐‘11 ๐‘11 NOUN iajs-3268 429 3 = = SYM iajs-3268 429 4 { { PUNCT iajs-3268 429 5 4 4 NUM iajs-3268 429 6 , , PUNCT iajs-3268 429 7 144 144 NUM iajs-3268 429 8 , , PUNCT iajs-3268 429 9 470 470 NUM iajs-3268 429 10 , , PUNCT iajs-3268 429 11 593 593 NUM iajs-3268 429 12 , , PUNCT iajs-3268 429 13 754 754 NUM iajs-3268 429 14 , , PUNCT iajs-3268 429 15 755 755 NUM iajs-3268 429 16 , , PUNCT iajs-3268 429 17 923 923 NUM iajs-3268 429 18 , , PUNCT iajs-3268 429 19 1213 1213 NUM iajs-3268 429 20 , , PUNCT iajs-3268 429 21 2017 2017 NUM iajs-3268 429 22 , , PUNCT iajs-3268 429 23 2105 2105 NUM iajs-3268 429 24 , , PUNCT iajs-3268 429 25 2165 2165 NUM iajs-3268 429 26 } } PUNCT iajs-3268 429 27 , , PUNCT iajs-3268 429 28 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 429 29 ๐‘11 ๐‘11 NOUN iajs-3268 429 30 = = PUNCT iajs-3268 429 31 ๐œ’119โ‹ƒ๐‘11 ๐œ’119โ‹ƒ๐‘11 NOUN iajs-3268 429 32 . . PUNCT iajs-3268 430 1 the the DET iajs-3268 430 2 maximum maximum ADJ iajs-3268 430 3 number number NOUN iajs-3268 430 4 of of ADP iajs-3268 430 5 the the DET iajs-3268 430 6 intersection intersection NOUN iajs-3268 430 7 points point NOUN iajs-3268 430 8 between between ADP iajs-3268 430 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 430 10 ๐‘11 ๐‘11 NOUN iajs-3268 430 11 and and CCONJ iajs-3268 430 12 the the DET iajs-3268 430 13 lines line NOUN iajs-3268 430 14 of of ADP iajs-3268 430 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 430 16 ) ) PUNCT iajs-3268 430 17 are be AUX iajs-3268 430 18 thirteen thirteen NUM iajs-3268 430 19 , , PUNCT iajs-3268 430 20 so so ADV iajs-3268 430 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 430 22 ๐‘11 ๐‘11 NOUN iajs-3268 430 23 is be AUX iajs-3268 430 24 ( ( PUNCT iajs-3268 430 25 31,13)-cap 31,13)-cap NOUN iajs-3268 430 26 and and CCONJ iajs-3268 430 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 430 28 values value NOUN iajs-3268 430 29 are be AUX iajs-3268 430 30 ๐‘0 ๐‘0 NOUN iajs-3268 430 31 = = SYM iajs-3268 430 32 2348 2348 NUM iajs-3268 430 33 , , PUNCT iajs-3268 430 34 ๐‘1 ๐‘1 NOUN iajs-3268 430 35 = = NOUN iajs-3268 430 36 1 1 X iajs-3268 430 37 . . PUNCT iajs-3268 430 38 since since SCONJ iajs-3268 430 39 ๐‘0 ๐‘0 NOUN iajs-3268 430 40 โ‰  โ‰  PROPN iajs-3268 430 41 0 0 NUM iajs-3268 430 42 , , PUNCT iajs-3268 430 43 then then ADV iajs-3268 430 44 ๐œ’119 ๐œ’119 PROPN iajs-3268 430 45 ๐‘11 ๐‘11 NOUN iajs-3268 430 46 is be AUX iajs-3268 430 47 incomplete incomplete ADJ iajs-3268 430 48 . . PUNCT iajs-3268 431 1 the the DET iajs-3268 431 2 ( ( PUNCT iajs-3268 431 3 31,13)-cap 31,13)-cap NOUN iajs-3268 431 4 will will AUX iajs-3268 431 5 be be AUX iajs-3268 431 6 complete complete ADJ iajs-3268 431 7 when when SCONJ iajs-3268 431 8 you you PRON iajs-3268 431 9 add add VERB iajs-3268 431 10 1623 1623 NUM iajs-3268 431 11 points point NOUN iajs-3268 431 12 to to ADP iajs-3268 431 13 it it PRON iajs-3268 431 14 . . PUNCT iajs-3268 432 1 let let VERB iajs-3268 432 2 ๐‘12 ๐‘12 PROPN iajs-3268 432 3 = = X iajs-3268 432 4 { { PUNCT iajs-3268 432 5 4 4 NUM iajs-3268 432 6 , , PUNCT iajs-3268 432 7 144 144 NUM iajs-3268 432 8 , , PUNCT iajs-3268 432 9 470 470 NUM iajs-3268 432 10 , , PUNCT iajs-3268 432 11 593 593 NUM iajs-3268 432 12 , , PUNCT iajs-3268 432 13 754 754 NUM iajs-3268 432 14 , , PUNCT iajs-3268 432 15 755 755 NUM iajs-3268 432 16 , , PUNCT iajs-3268 432 17 923 923 NUM iajs-3268 432 18 , , PUNCT iajs-3268 432 19 1213 1213 NUM iajs-3268 432 20 , , PUNCT iajs-3268 432 21 2017 2017 NUM iajs-3268 432 22 , , PUNCT iajs-3268 432 23 2105 2105 NUM iajs-3268 432 24 , , PUNCT iajs-3268 432 25 2165 2165 NUM iajs-3268 432 26 , , PUNCT iajs-3268 432 27 2369 2369 NUM iajs-3268 432 28 } } PUNCT iajs-3268 432 29 . . PUNCT iajs-3268 433 1 put put VERB iajs-3268 433 2 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 433 3 ๐‘12 ๐‘12 NOUN iajs-3268 433 4 = = PROPN iajs-3268 433 5 ๐œ’119โ‹ƒ๐‘12 ๐œ’119โ‹ƒ๐‘12 NOUN iajs-3268 433 6 . . PUNCT iajs-3268 434 1 the the DET iajs-3268 434 2 maximum maximum ADJ iajs-3268 434 3 number number NOUN iajs-3268 434 4 of of ADP iajs-3268 434 5 the the DET iajs-3268 434 6 intersection intersection NOUN iajs-3268 434 7 points point NOUN iajs-3268 434 8 between between ADP iajs-3268 434 9 ๐œ’119 ๐œ’119 PROPN iajs-3268 434 10 ๐‘12 ๐‘12 NOUN iajs-3268 434 11 and and CCONJ iajs-3268 434 12 the the DET iajs-3268 434 13 lines line NOUN iajs-3268 434 14 of of ADP iajs-3268 434 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 434 16 ) ) PUNCT iajs-3268 434 17 are be AUX iajs-3268 434 18 fourteen fourteen NUM iajs-3268 434 19 , , PUNCT iajs-3268 434 20 so so ADV iajs-3268 434 21 ๐œ’119 ๐œ’119 PROPN iajs-3268 434 22 ๐‘12 ๐‘12 NOUN iajs-3268 434 23 is be AUX iajs-3268 434 24 ( ( PUNCT iajs-3268 434 25 32,14)-cap 32,14)-cap NUM iajs-3268 434 26 and and CCONJ iajs-3268 434 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 434 28 values value NOUN iajs-3268 434 29 are be AUX iajs-3268 434 30 ๐‘0 ๐‘0 NOUN iajs-3268 434 31 = = SYM iajs-3268 434 32 2348 2348 NUM iajs-3268 434 33 . . PUNCT iajs-3268 435 1 since since SCONJ iajs-3268 435 2 ๐‘0 ๐‘0 NOUN iajs-3268 435 3 โ‰  โ‰  PROPN iajs-3268 435 4 0 0 NUM iajs-3268 435 5 , , PUNCT iajs-3268 435 6 then then ADV iajs-3268 435 7 ๐œ’119 ๐œ’119 PROPN iajs-3268 435 8 ๐‘12 ๐‘12 NOUN iajs-3268 435 9 is be AUX iajs-3268 435 10 incomplete incomplete ADJ iajs-3268 435 11 . . PUNCT iajs-3268 436 1 the the PRON iajs-3268 436 2 ( ( PUNCT iajs-3268 436 3 32,14)-cap 32,14)-cap NOUN iajs-3268 436 4 will will AUX iajs-3268 436 5 be be AUX iajs-3268 436 6 complete complete ADJ iajs-3268 436 7 when when SCONJ iajs-3268 436 8 you you PRON iajs-3268 436 9 add add VERB iajs-3268 436 10 2348 2348 NUM iajs-3268 436 11 points point NOUN iajs-3268 436 12 to to ADP iajs-3268 436 13 it it PRON iajs-3268 436 14 . . PUNCT iajs-3268 437 1 10 10 X iajs-3268 437 2 . . PUNCT iajs-3268 438 1 the the DET iajs-3268 438 2 line line NOUN iajs-3268 438 3 ๐ˆ(๐œ9 ๐ˆ(๐œ9 PROPN iajs-3268 438 4 , , PUNCT iajs-3268 438 5 ๐œ10 ๐œ10 NOUN iajs-3268 438 6 , , PUNCT iajs-3268 438 7 1,0,0,0 1,0,0,0 NUM iajs-3268 438 8 ) ) PUNCT iajs-3268 438 9 meets meet VERB iajs-3268 438 10 the the DET iajs-3268 438 11 cap cap NOUN iajs-3268 438 12 ๐œ’140 ๐œ’140 PROPN iajs-3268 438 13 in in ADP iajs-3268 438 14 2 2 NUM iajs-3268 438 15 points point NOUN iajs-3268 438 16 , , PUNCT iajs-3268 438 17 so so SCONJ iajs-3268 438 18 we we PRON iajs-3268 438 19 have have VERB iajs-3268 438 20 twelve twelve NUM iajs-3268 438 21 extension extension NOUN iajs-3268 438 22 points point NOUN iajs-3268 438 23 that that PRON iajs-3268 438 24 can can AUX iajs-3268 438 25 be be AUX iajs-3268 438 26 added add VERB iajs-3268 438 27 to to ADP iajs-3268 438 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 438 29 , , PUNCT iajs-3268 438 30 as as ADP iajs-3268 438 31 in in ADP iajs-3268 438 32 the the DET iajs-3268 438 33 following follow VERB iajs-3268 438 34 order order NOUN iajs-3268 438 35 : : PUNCT iajs-3268 438 36 36,356,565,718,1049,1054,1314,1377 36,356,565,718,1049,1054,1314,1377 NUM iajs-3268 438 37 , , PUNCT iajs-3268 438 38 1756,1818,2253,2331 1756,1818,2253,2331 NUM iajs-3268 438 39 . . PUNCT iajs-3268 439 1 let let VERB iajs-3268 439 2 ๐‘1 ๐‘1 NOUN iajs-3268 439 3 = = SYM iajs-3268 439 4 { { PUNCT iajs-3268 439 5 36 36 NUM iajs-3268 439 6 } } PUNCT iajs-3268 439 7 , , PUNCT iajs-3268 439 8 ๐’Ÿ140 ๐’Ÿ140 ADJ iajs-3268 439 9 ๐‘1 ๐‘1 NOUN iajs-3268 439 10 = = PUNCT iajs-3268 439 11 ๐œ’140โ‹ƒ๐‘1 ๐œ’140โ‹ƒ๐‘1 NOUN iajs-3268 439 12 . . PUNCT iajs-3268 440 1 the the DET iajs-3268 440 2 maximum maximum ADJ iajs-3268 440 3 number number NOUN iajs-3268 440 4 of of ADP iajs-3268 440 5 the the DET iajs-3268 440 6 intersection intersection NOUN iajs-3268 440 7 points point NOUN iajs-3268 440 8 between between ADP iajs-3268 440 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 440 10 ๐‘1 ๐‘1 NOUN iajs-3268 440 11 and and CCONJ iajs-3268 440 12 the the DET iajs-3268 440 13 lines line NOUN iajs-3268 440 14 of of ADP iajs-3268 440 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 440 16 ) ) PUNCT iajs-3268 440 17 are be AUX iajs-3268 440 18 three three NUM iajs-3268 440 19 , , PUNCT iajs-3268 440 20 so so ADV iajs-3268 440 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 440 22 ๐‘1 ๐‘1 NOUN iajs-3268 440 23 is be AUX iajs-3268 440 24 ( ( PUNCT iajs-3268 440 25 18,3)-cap 18,3)-cap NUM iajs-3268 440 26 and and CCONJ iajs-3268 440 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 440 28 values value NOUN iajs-3268 440 29 are be AUX iajs-3268 440 30 ๐‘0 ๐‘0 NOUN iajs-3268 440 31 = = SYM iajs-3268 440 32 2340 2340 NUM iajs-3268 440 33 , , PUNCT iajs-3268 440 34 ๐‘1 ๐‘1 NOUN iajs-3268 440 35 = = SYM iajs-3268 440 36 ihjpas ihjpas PROPN iajs-3268 440 37 . . PUNCT iajs-3268 441 1 2024 2024 NUM iajs-3268 441 2 , , PUNCT iajs-3268 441 3 37 37 NUM iajs-3268 441 4 ( ( PUNCT iajs-3268 441 5 3 3 NUM iajs-3268 441 6 ) ) PUNCT iajs-3268 441 7 408 408 NUM iajs-3268 441 8 22 22 NUM iajs-3268 441 9 . . PUNCT iajs-3268 442 1 since since SCONJ iajs-3268 442 2 ๐‘0 ๐‘0 NOUN iajs-3268 442 3 โ‰  โ‰  PROPN iajs-3268 442 4 0 0 NUM iajs-3268 442 5 , , PUNCT iajs-3268 442 6 then then ADV iajs-3268 442 7 ๐œ’140 ๐œ’140 PROPN iajs-3268 442 8 ๐‘1 ๐‘1 NOUN iajs-3268 442 9 is be AUX iajs-3268 442 10 incomplete incomplete ADJ iajs-3268 442 11 . . PUNCT iajs-3268 443 1 the the PRON iajs-3268 443 2 ( ( PUNCT iajs-3268 443 3 18,3)-cap 18,3)-cap NUM iajs-3268 443 4 will will AUX iajs-3268 443 5 be be AUX iajs-3268 443 6 complete complete ADJ iajs-3268 443 7 when when SCONJ iajs-3268 443 8 you you PRON iajs-3268 443 9 add add VERB iajs-3268 443 10 128 128 NUM iajs-3268 443 11 points point NOUN iajs-3268 443 12 to to ADP iajs-3268 443 13 it it PRON iajs-3268 443 14 . . PUNCT iajs-3268 444 1 let let VERB iajs-3268 444 2 ๐‘2 ๐‘2 NOUN iajs-3268 444 3 = = SYM iajs-3268 444 4 { { PUNCT iajs-3268 444 5 36 36 NUM iajs-3268 444 6 , , PUNCT iajs-3268 444 7 356 356 NUM iajs-3268 444 8 } } PUNCT iajs-3268 444 9 , , PUNCT iajs-3268 444 10 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 444 11 ๐‘2 ๐‘2 NOUN iajs-3268 444 12 = = SYM iajs-3268 445 1 ๐œ’140 ๐œ’140 PROPN iajs-3268 445 2 โ‹ƒ โ‹ƒ PROPN iajs-3268 445 3 ๐‘2 ๐‘2 NOUN iajs-3268 445 4 . . PUNCT iajs-3268 446 1 the the DET iajs-3268 446 2 maximum maximum ADJ iajs-3268 446 3 number number NOUN iajs-3268 446 4 of of ADP iajs-3268 446 5 the the DET iajs-3268 446 6 intersection intersection NOUN iajs-3268 446 7 points point NOUN iajs-3268 446 8 between between ADP iajs-3268 446 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 446 10 ๐‘2 ๐‘2 NOUN iajs-3268 446 11 and and CCONJ iajs-3268 446 12 the the DET iajs-3268 446 13 lines line NOUN iajs-3268 446 14 of of ADP iajs-3268 446 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 446 16 ) ) PUNCT iajs-3268 446 17 are be AUX iajs-3268 446 18 four four NUM iajs-3268 446 19 , , PUNCT iajs-3268 446 20 so so SCONJ iajs-3268 446 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 446 22 ๐‘2 ๐‘2 NOUN iajs-3268 446 23 is be AUX iajs-3268 446 24 ( ( PUNCT iajs-3268 446 25 19,4)-cap 19,4)-cap NUM iajs-3268 446 26 and and CCONJ iajs-3268 446 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 446 28 values value NOUN iajs-3268 446 29 are be AUX iajs-3268 446 30 ๐‘0 ๐‘0 NOUN iajs-3268 446 31 = = SYM iajs-3268 446 32 2351 2351 NUM iajs-3268 446 33 , , PUNCT iajs-3268 446 34 ๐‘1 ๐‘1 NOUN iajs-3268 446 35 = = NOUN iajs-3268 446 36 10 10 NUM iajs-3268 446 37 . . PUNCT iajs-3268 447 1 since since SCONJ iajs-3268 447 2 ๐‘0 ๐‘0 NOUN iajs-3268 447 3 โ‰  โ‰  PROPN iajs-3268 447 4 0 0 NUM iajs-3268 447 5 , , PUNCT iajs-3268 447 6 then then ADV iajs-3268 447 7 ๐œ’140 ๐œ’140 PROPN iajs-3268 447 8 ๐‘2 ๐‘2 NOUN iajs-3268 447 9 is be AUX iajs-3268 447 10 incomplete incomplete ADJ iajs-3268 447 11 . . PUNCT iajs-3268 448 1 the the DET iajs-3268 448 2 ( ( PUNCT iajs-3268 448 3 19,4)-cap 19,4)-cap PROPN iajs-3268 448 4 will will AUX iajs-3268 448 5 be be AUX iajs-3268 448 6 complete complete ADJ iajs-3268 448 7 when when SCONJ iajs-3268 448 8 you you PRON iajs-3268 448 9 add add VERB iajs-3268 448 10 248 248 NUM iajs-3268 448 11 points point NOUN iajs-3268 448 12 to to ADP iajs-3268 448 13 it it PRON iajs-3268 448 14 . . PUNCT iajs-3268 449 1 let let VERB iajs-3268 449 2 ๐‘3 ๐‘3 ADV iajs-3268 449 3 = = PUNCT iajs-3268 449 4 { { PUNCT iajs-3268 449 5 36 36 NUM iajs-3268 449 6 , , PUNCT iajs-3268 449 7 356 356 NUM iajs-3268 449 8 , , PUNCT iajs-3268 449 9 565 565 NUM iajs-3268 449 10 } } PUNCT iajs-3268 449 11 , , PUNCT iajs-3268 449 12 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 449 13 ๐‘3 ๐‘3 NOUN iajs-3268 449 14 = = SYM iajs-3268 449 15 ๐œ’140โ‹ƒ๐‘3 ๐œ’140โ‹ƒ๐‘3 NOUN iajs-3268 449 16 . . PUNCT iajs-3268 450 1 the the DET iajs-3268 450 2 maximum maximum ADJ iajs-3268 450 3 number number NOUN iajs-3268 450 4 of of ADP iajs-3268 450 5 the the DET iajs-3268 450 6 intersection intersection NOUN iajs-3268 450 7 points point NOUN iajs-3268 450 8 between between ADP iajs-3268 450 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 450 10 ๐‘3 ๐‘3 NOUN iajs-3268 450 11 and and CCONJ iajs-3268 450 12 the the DET iajs-3268 450 13 lines line NOUN iajs-3268 450 14 of of ADP iajs-3268 450 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 450 16 ) ) PUNCT iajs-3268 450 17 are be AUX iajs-3268 450 18 five five NUM iajs-3268 450 19 , , PUNCT iajs-3268 450 20 so so CCONJ iajs-3268 450 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 450 22 ๐‘3 ๐‘3 NOUN iajs-3268 450 23 is be AUX iajs-3268 450 24 ( ( PUNCT iajs-3268 450 25 20,5)-cap 20,5)-cap NUM iajs-3268 450 26 and and CCONJ iajs-3268 450 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 450 28 values value NOUN iajs-3268 450 29 are be AUX iajs-3268 450 30 ๐‘0 ๐‘0 NOUN iajs-3268 450 31 = = SYM iajs-3268 450 32 2351 2351 NUM iajs-3268 450 33 , , PUNCT iajs-3268 450 34 ๐‘1 ๐‘1 NOUN iajs-3268 450 35 = = NOUN iajs-3268 450 36 9 9 X iajs-3268 450 37 . . PUNCT iajs-3268 450 38 since since SCONJ iajs-3268 450 39 ๐‘0 ๐‘0 NOUN iajs-3268 450 40 โ‰  โ‰  PROPN iajs-3268 450 41 0 0 NUM iajs-3268 450 42 , , PUNCT iajs-3268 450 43 then then ADV iajs-3268 450 44 ๐œ’140 ๐œ’140 PROPN iajs-3268 450 45 ๐‘3 ๐‘3 NOUN iajs-3268 450 46 is be AUX iajs-3268 450 47 incomplete incomplete ADJ iajs-3268 450 48 . . PUNCT iajs-3268 451 1 the the DET iajs-3268 451 2 ( ( PUNCT iajs-3268 451 3 20,5)-cap 20,5)-cap NUM iajs-3268 451 4 will will AUX iajs-3268 451 5 be be AUX iajs-3268 451 6 complete complete ADJ iajs-3268 451 7 when when SCONJ iajs-3268 451 8 you you PRON iajs-3268 451 9 add add VERB iajs-3268 451 10 388 388 NUM iajs-3268 451 11 points point NOUN iajs-3268 451 12 to to ADP iajs-3268 451 13 it it PRON iajs-3268 451 14 . . PUNCT iajs-3268 452 1 let let VERB iajs-3268 452 2 ๐‘4 ๐‘4 NOUN iajs-3268 452 3 = = PUNCT iajs-3268 452 4 { { PUNCT iajs-3268 452 5 36 36 NUM iajs-3268 452 6 , , PUNCT iajs-3268 452 7 356 356 NUM iajs-3268 452 8 , , PUNCT iajs-3268 452 9 565 565 NUM iajs-3268 452 10 , , PUNCT iajs-3268 452 11 718 718 NUM iajs-3268 452 12 } } PUNCT iajs-3268 452 13 , , PUNCT iajs-3268 452 14 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 452 15 ๐‘4 ๐‘4 NOUN iajs-3268 452 16 = = SYM iajs-3268 452 17 ๐œ’140โ‹ƒ๐‘4 ๐œ’140โ‹ƒ๐‘4 PROPN iajs-3268 452 18 . . PUNCT iajs-3268 453 1 the the DET iajs-3268 453 2 maximum maximum ADJ iajs-3268 453 3 number number NOUN iajs-3268 453 4 of of ADP iajs-3268 453 5 the the DET iajs-3268 453 6 intersection intersection NOUN iajs-3268 453 7 points point NOUN iajs-3268 453 8 between between ADP iajs-3268 453 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 453 10 ๐‘4 ๐‘4 NOUN iajs-3268 453 11 and and CCONJ iajs-3268 453 12 the the DET iajs-3268 453 13 lines line NOUN iajs-3268 453 14 of of ADP iajs-3268 453 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 453 16 ) ) PUNCT iajs-3268 453 17 are be AUX iajs-3268 453 18 six six NUM iajs-3268 453 19 , , PUNCT iajs-3268 453 20 so so ADV iajs-3268 453 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 453 22 ๐‘4 ๐‘4 NOUN iajs-3268 453 23 is be AUX iajs-3268 453 24 ( ( PUNCT iajs-3268 453 25 21,6)-cap 21,6)-cap NUM iajs-3268 453 26 and and CCONJ iajs-3268 453 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 453 28 values value NOUN iajs-3268 453 29 are be AUX iajs-3268 453 30 ๐‘0 ๐‘0 NOUN iajs-3268 453 31 = = SYM iajs-3268 453 32 2351 2351 NUM iajs-3268 453 33 , , PUNCT iajs-3268 453 34 ๐‘1 ๐‘1 NOUN iajs-3268 453 35 = = NOUN iajs-3268 453 36 8 8 X iajs-3268 453 37 . . PUNCT iajs-3268 454 1 since since SCONJ iajs-3268 454 2 ๐‘0 ๐‘0 NOUN iajs-3268 454 3 โ‰  โ‰  PROPN iajs-3268 454 4 0 0 NUM iajs-3268 454 5 , , PUNCT iajs-3268 454 6 then then ADV iajs-3268 454 7 ๐œ’140 ๐œ’140 PROPN iajs-3268 454 8 ๐‘4 ๐‘4 NOUN iajs-3268 454 9 is be AUX iajs-3268 454 10 incomplete incomplete ADJ iajs-3268 454 11 . . PUNCT iajs-3268 455 1 the the DET iajs-3268 455 2 ( ( PUNCT iajs-3268 455 3 21,6)-cap 21,6)-cap NUM iajs-3268 455 4 will will AUX iajs-3268 455 5 be be AUX iajs-3268 455 6 complete complete ADJ iajs-3268 455 7 when when SCONJ iajs-3268 455 8 you you PRON iajs-3268 455 9 add add VERB iajs-3268 455 10 489 489 NUM iajs-3268 455 11 points point NOUN iajs-3268 455 12 to to ADP iajs-3268 455 13 it it PRON iajs-3268 455 14 . . PUNCT iajs-3268 456 1 let let VERB iajs-3268 456 2 ๐‘5 ๐‘5 VERB iajs-3268 456 3 = = SYM iajs-3268 456 4 { { PUNCT iajs-3268 456 5 36 36 NUM iajs-3268 456 6 , , PUNCT iajs-3268 456 7 356 356 NUM iajs-3268 456 8 , , PUNCT iajs-3268 456 9 565 565 NUM iajs-3268 456 10 , , PUNCT iajs-3268 456 11 718 718 NUM iajs-3268 456 12 , , PUNCT iajs-3268 456 13 1049 1049 NUM iajs-3268 456 14 } } PUNCT iajs-3268 456 15 , , PUNCT iajs-3268 456 16 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 456 17 ๐‘5 ๐‘5 NOUN iajs-3268 456 18 = = SYM iajs-3268 456 19 ๐œ’140โ‹ƒ๐‘5 ๐œ’140โ‹ƒ๐‘5 NUM iajs-3268 456 20 . . PUNCT iajs-3268 457 1 the the DET iajs-3268 457 2 maximum maximum ADJ iajs-3268 457 3 number number NOUN iajs-3268 457 4 of of ADP iajs-3268 457 5 the the DET iajs-3268 457 6 intersection intersection NOUN iajs-3268 457 7 points point NOUN iajs-3268 457 8 between between ADP iajs-3268 457 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 457 10 ๐‘5 ๐‘5 NOUN iajs-3268 457 11 and and CCONJ iajs-3268 457 12 the the DET iajs-3268 457 13 lines line NOUN iajs-3268 457 14 of of ADP iajs-3268 457 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 457 16 ) ) PUNCT iajs-3268 457 17 are be AUX iajs-3268 457 18 seven seven NUM iajs-3268 457 19 , , PUNCT iajs-3268 457 20 so so CCONJ iajs-3268 457 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 457 22 ๐‘5 ๐‘5 NOUN iajs-3268 457 23 is be AUX iajs-3268 457 24 ( ( PUNCT iajs-3268 457 25 22,7)-cap 22,7)-cap NUM iajs-3268 457 26 and and CCONJ iajs-3268 457 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 457 28 values value NOUN iajs-3268 457 29 are be AUX iajs-3268 457 30 ๐‘0 ๐‘0 NOUN iajs-3268 457 31 = = SYM iajs-3268 457 32 2351 2351 NUM iajs-3268 457 33 , , PUNCT iajs-3268 457 34 ๐‘1 ๐‘1 NOUN iajs-3268 457 35 = = NOUN iajs-3268 457 36 7 7 X iajs-3268 457 37 . . PUNCT iajs-3268 457 38 since since SCONJ iajs-3268 457 39 ๐‘0 ๐‘0 NOUN iajs-3268 457 40 โ‰  โ‰  PROPN iajs-3268 457 41 0 0 NUM iajs-3268 457 42 , , PUNCT iajs-3268 457 43 then then ADV iajs-3268 457 44 ๐œ’140 ๐œ’140 PROPN iajs-3268 457 45 ๐‘5 ๐‘5 NOUN iajs-3268 457 46 is be AUX iajs-3268 457 47 incomplete incomplete ADJ iajs-3268 457 48 . . PUNCT iajs-3268 458 1 the the DET iajs-3268 458 2 ( ( PUNCT iajs-3268 458 3 22,7)-cap 22,7)-cap NOUN iajs-3268 458 4 will will AUX iajs-3268 458 5 be be AUX iajs-3268 458 6 complete complete ADJ iajs-3268 458 7 when when SCONJ iajs-3268 458 8 you you PRON iajs-3268 458 9 add add VERB iajs-3268 458 10 647 647 NUM iajs-3268 458 11 points point NOUN iajs-3268 458 12 to to ADP iajs-3268 458 13 it it PRON iajs-3268 458 14 . . PUNCT iajs-3268 459 1 let let VERB iajs-3268 459 2 ๐‘6 ๐‘6 NOUN iajs-3268 459 3 = = PUNCT iajs-3268 459 4 { { PUNCT iajs-3268 459 5 36 36 NUM iajs-3268 459 6 , , PUNCT iajs-3268 459 7 356 356 NUM iajs-3268 459 8 , , PUNCT iajs-3268 459 9 565 565 NUM iajs-3268 459 10 , , PUNCT iajs-3268 459 11 718 718 NUM iajs-3268 459 12 , , PUNCT iajs-3268 459 13 1049 1049 NUM iajs-3268 459 14 , , PUNCT iajs-3268 459 15 1054 1054 NUM iajs-3268 459 16 } } PUNCT iajs-3268 459 17 , , PUNCT iajs-3268 459 18 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 459 19 ๐‘6 ๐‘6 NOUN iajs-3268 459 20 = = PUNCT iajs-3268 460 1 ๐œ’140 ๐œ’140 PROPN iajs-3268 460 2 โ‹ƒ โ‹ƒ PROPN iajs-3268 460 3 ๐‘6 ๐‘6 NOUN iajs-3268 460 4 . . PUNCT iajs-3268 461 1 the the DET iajs-3268 461 2 maximum maximum ADJ iajs-3268 461 3 number number NOUN iajs-3268 461 4 of of ADP iajs-3268 461 5 the the DET iajs-3268 461 6 intersection intersection NOUN iajs-3268 461 7 points point NOUN iajs-3268 461 8 between between ADP iajs-3268 461 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 461 10 ๐‘6 ๐‘6 NOUN iajs-3268 461 11 and and CCONJ iajs-3268 461 12 the the DET iajs-3268 461 13 lines line NOUN iajs-3268 461 14 of of ADP iajs-3268 461 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 461 16 ) ) PUNCT iajs-3268 461 17 are be AUX iajs-3268 461 18 eight eight NUM iajs-3268 461 19 , , PUNCT iajs-3268 461 20 so so ADV iajs-3268 461 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 461 22 ๐‘6 ๐‘6 NOUN iajs-3268 461 23 is be AUX iajs-3268 461 24 ( ( PUNCT iajs-3268 461 25 23,8)-cap 23,8)-cap NUM iajs-3268 461 26 and and CCONJ iajs-3268 461 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 461 28 values value NOUN iajs-3268 461 29 are be AUX iajs-3268 461 30 ๐‘0 ๐‘0 NOUN iajs-3268 461 31 = = SYM iajs-3268 461 32 2351 2351 NUM iajs-3268 461 33 , , PUNCT iajs-3268 461 34 ๐‘1 ๐‘1 NOUN iajs-3268 461 35 = = NOUN iajs-3268 461 36 6 6 X iajs-3268 461 37 . . PUNCT iajs-3268 461 38 since since SCONJ iajs-3268 461 39 ๐‘0 ๐‘0 NOUN iajs-3268 461 40 โ‰  โ‰  PROPN iajs-3268 461 41 0 0 NUM iajs-3268 461 42 , , PUNCT iajs-3268 461 43 then then ADV iajs-3268 461 44 ๐œ’140 ๐œ’140 PROPN iajs-3268 461 45 ๐‘6 ๐‘6 NOUN iajs-3268 461 46 is be AUX iajs-3268 461 47 incomplete incomplete ADJ iajs-3268 461 48 . . PUNCT iajs-3268 462 1 the the DET iajs-3268 462 2 ( ( PUNCT iajs-3268 462 3 23,8)-cap 23,8)-cap PROPN iajs-3268 462 4 will will AUX iajs-3268 462 5 be be AUX iajs-3268 462 6 complete complete ADJ iajs-3268 462 7 when when SCONJ iajs-3268 462 8 you you PRON iajs-3268 462 9 add add VERB iajs-3268 462 10 707 707 NUM iajs-3268 462 11 points point NOUN iajs-3268 462 12 to to ADP iajs-3268 462 13 it it PRON iajs-3268 462 14 . . PUNCT iajs-3268 463 1 let let VERB iajs-3268 463 2 ๐‘7 ๐‘7 PROPN iajs-3268 463 3 = = PUNCT iajs-3268 463 4 { { PUNCT iajs-3268 463 5 36 36 NUM iajs-3268 463 6 , , PUNCT iajs-3268 463 7 356 356 NUM iajs-3268 463 8 , , PUNCT iajs-3268 463 9 565 565 NUM iajs-3268 463 10 , , PUNCT iajs-3268 463 11 718 718 NUM iajs-3268 463 12 , , PUNCT iajs-3268 463 13 1049 1049 NUM iajs-3268 463 14 , , PUNCT iajs-3268 463 15 1054 1054 NUM iajs-3268 463 16 , , PUNCT iajs-3268 463 17 1314 1314 NUM iajs-3268 463 18 } } PUNCT iajs-3268 463 19 , , PUNCT iajs-3268 463 20 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 463 21 ๐‘7 ๐‘7 PROPN iajs-3268 463 22 = = PUNCT iajs-3268 463 23 ๐œ’140โ‹ƒ๐‘7 ๐œ’140โ‹ƒ๐‘7 NOUN iajs-3268 463 24 . . PUNCT iajs-3268 464 1 the the DET iajs-3268 464 2 maximum maximum ADJ iajs-3268 464 3 number number NOUN iajs-3268 464 4 of of ADP iajs-3268 464 5 the the DET iajs-3268 464 6 intersection intersection NOUN iajs-3268 464 7 points point NOUN iajs-3268 464 8 between between ADP iajs-3268 464 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 464 10 ๐‘7 ๐‘7 PROPN iajs-3268 464 11 and and CCONJ iajs-3268 464 12 the the DET iajs-3268 464 13 lines line NOUN iajs-3268 464 14 of of ADP iajs-3268 464 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 464 16 ) ) PUNCT iajs-3268 464 17 are be AUX iajs-3268 464 18 nine nine NUM iajs-3268 464 19 , , PUNCT iajs-3268 464 20 so so ADV iajs-3268 464 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 464 22 ๐‘7 ๐‘7 PROPN iajs-3268 464 23 is be AUX iajs-3268 464 24 ( ( PUNCT iajs-3268 464 25 24,9)-cap 24,9)-cap NUM iajs-3268 464 26 and and CCONJ iajs-3268 464 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 464 28 values value NOUN iajs-3268 464 29 are be AUX iajs-3268 464 30 ๐‘0 ๐‘0 NOUN iajs-3268 464 31 = = SYM iajs-3268 464 32 2351 2351 NUM iajs-3268 464 33 , , PUNCT iajs-3268 464 34 ๐‘1 ๐‘1 NOUN iajs-3268 464 35 = = NOUN iajs-3268 464 36 5 5 X iajs-3268 464 37 . . PUNCT iajs-3268 464 38 since since SCONJ iajs-3268 464 39 ๐‘0 ๐‘0 NOUN iajs-3268 464 40 โ‰  โ‰  PROPN iajs-3268 464 41 0 0 NUM iajs-3268 464 42 , , PUNCT iajs-3268 464 43 then then ADV iajs-3268 464 44 ๐œ’140 ๐œ’140 PROPN iajs-3268 464 45 ๐‘7 ๐‘7 PROPN iajs-3268 464 46 is be AUX iajs-3268 464 47 incomplete incomplete ADJ iajs-3268 464 48 . . PUNCT iajs-3268 465 1 the the DET iajs-3268 465 2 ( ( PUNCT iajs-3268 465 3 24,9)-cap 24,9)-cap NUM iajs-3268 465 4 will will AUX iajs-3268 465 5 be be AUX iajs-3268 465 6 complete complete ADJ iajs-3268 465 7 when when SCONJ iajs-3268 465 8 you you PRON iajs-3268 465 9 add add VERB iajs-3268 465 10 904 904 NUM iajs-3268 465 11 points point NOUN iajs-3268 465 12 to to ADP iajs-3268 465 13 it it PRON iajs-3268 465 14 . . PUNCT iajs-3268 466 1 let let VERB iajs-3268 466 2 ๐‘8 ๐‘8 PROPN iajs-3268 466 3 = = SYM iajs-3268 466 4 { { PUNCT iajs-3268 466 5 36 36 NUM iajs-3268 466 6 , , PUNCT iajs-3268 466 7 356 356 NUM iajs-3268 466 8 , , PUNCT iajs-3268 466 9 565 565 NUM iajs-3268 466 10 , , PUNCT iajs-3268 466 11 718 718 NUM iajs-3268 466 12 , , PUNCT iajs-3268 466 13 1049 1049 NUM iajs-3268 466 14 , , PUNCT iajs-3268 466 15 1054 1054 NUM iajs-3268 466 16 , , PUNCT iajs-3268 466 17 1314 1314 NUM iajs-3268 466 18 , , PUNCT iajs-3268 466 19 1377 1377 NUM iajs-3268 466 20 } } PUNCT iajs-3268 466 21 , , PUNCT iajs-3268 466 22 ๐’Ÿ140 ๐’Ÿ140 ADJ iajs-3268 466 23 ๐‘8 ๐‘8 NOUN iajs-3268 466 24 = = PUNCT iajs-3268 466 25 ๐œ’140 ๐œ’140 PROPN iajs-3268 466 26 โ‹ƒ โ‹ƒ PROPN iajs-3268 466 27 ๐‘8 ๐‘8 NOUN iajs-3268 466 28 . . PUNCT iajs-3268 467 1 the the DET iajs-3268 467 2 maximum maximum ADJ iajs-3268 467 3 number number NOUN iajs-3268 467 4 of of ADP iajs-3268 467 5 the the DET iajs-3268 467 6 intersection intersection NOUN iajs-3268 467 7 points point NOUN iajs-3268 467 8 between between ADP iajs-3268 467 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 467 10 ๐‘8 ๐‘8 NOUN iajs-3268 467 11 and and CCONJ iajs-3268 467 12 the the DET iajs-3268 467 13 lines line NOUN iajs-3268 467 14 of of ADP iajs-3268 467 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 467 16 ) ) PUNCT iajs-3268 467 17 are be AUX iajs-3268 467 18 ten ten NUM iajs-3268 467 19 , , PUNCT iajs-3268 467 20 so so ADV iajs-3268 467 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 467 22 ๐‘8 ๐‘8 PROPN iajs-3268 467 23 is be AUX iajs-3268 467 24 ( ( PUNCT iajs-3268 467 25 25,10)-cap 25,10)-cap NOUN iajs-3268 467 26 and and CCONJ iajs-3268 467 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 467 28 values value NOUN iajs-3268 467 29 are be AUX iajs-3268 467 30 ๐‘0 ๐‘0 NOUN iajs-3268 467 31 = = SYM iajs-3268 467 32 2351 2351 NUM iajs-3268 467 33 , , PUNCT iajs-3268 467 34 ๐‘1 ๐‘1 NOUN iajs-3268 467 35 = = NOUN iajs-3268 467 36 4 4 X iajs-3268 467 37 . . PUNCT iajs-3268 468 1 since since SCONJ iajs-3268 468 2 ๐‘0 ๐‘0 NOUN iajs-3268 468 3 โ‰  โ‰  PROPN iajs-3268 468 4 0 0 NUM iajs-3268 468 5 , , PUNCT iajs-3268 468 6 then then ADV iajs-3268 468 7 ๐œ’140 ๐œ’140 PROPN iajs-3268 468 8 ๐‘8 ๐‘8 PROPN iajs-3268 468 9 is be AUX iajs-3268 468 10 incomplete incomplete ADJ iajs-3268 468 11 . . PUNCT iajs-3268 469 1 the the DET iajs-3268 469 2 ( ( PUNCT iajs-3268 469 3 25,10)-cap 25,10)-cap NOUN iajs-3268 469 4 will will AUX iajs-3268 469 5 be be AUX iajs-3268 469 6 complete complete ADJ iajs-3268 469 7 when when SCONJ iajs-3268 469 8 you you PRON iajs-3268 469 9 add add VERB iajs-3268 469 10 1062 1062 NUM iajs-3268 469 11 points point NOUN iajs-3268 469 12 to to ADP iajs-3268 469 13 it it PRON iajs-3268 469 14 . . PUNCT iajs-3268 470 1 let let VERB iajs-3268 470 2 ๐‘9 ๐‘9 NOUN iajs-3268 470 3 = = PUNCT iajs-3268 470 4 { { PUNCT iajs-3268 470 5 36 36 NUM iajs-3268 470 6 , , PUNCT iajs-3268 470 7 356 356 NUM iajs-3268 470 8 , , PUNCT iajs-3268 470 9 565 565 NUM iajs-3268 470 10 , , PUNCT iajs-3268 470 11 718 718 NUM iajs-3268 470 12 , , PUNCT iajs-3268 470 13 1049 1049 NUM iajs-3268 470 14 , , PUNCT iajs-3268 470 15 1054 1054 NUM iajs-3268 470 16 , , PUNCT iajs-3268 470 17 1314 1314 NUM iajs-3268 470 18 , , PUNCT iajs-3268 470 19 1377 1377 NUM iajs-3268 470 20 , , PUNCT iajs-3268 470 21 1756 1756 NUM iajs-3268 470 22 } } PUNCT iajs-3268 470 23 . . PUNCT iajs-3268 471 1 put put VERB iajs-3268 471 2 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 471 3 ๐‘9 ๐‘9 NOUN iajs-3268 471 4 = = PUNCT iajs-3268 472 1 ๐œ’140 ๐œ’140 PROPN iajs-3268 472 2 โ‹ƒ โ‹ƒ PROPN iajs-3268 472 3 ๐‘9 ๐‘9 NOUN iajs-3268 472 4 . . PUNCT iajs-3268 473 1 the the DET iajs-3268 473 2 maximum maximum ADJ iajs-3268 473 3 number number NOUN iajs-3268 473 4 of of ADP iajs-3268 473 5 the the DET iajs-3268 473 6 intersection intersection NOUN iajs-3268 473 7 points point NOUN iajs-3268 473 8 between between ADP iajs-3268 473 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 473 10 ๐‘9 ๐‘9 NOUN iajs-3268 473 11 and and CCONJ iajs-3268 473 12 the the DET iajs-3268 473 13 lines line NOUN iajs-3268 473 14 of of ADP iajs-3268 473 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 473 16 ) ) PUNCT iajs-3268 473 17 are be AUX iajs-3268 473 18 eleven eleven NUM iajs-3268 473 19 , , PUNCT iajs-3268 473 20 so so ADV iajs-3268 473 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 473 22 ๐‘9 ๐‘9 NOUN iajs-3268 473 23 is be AUX iajs-3268 473 24 ( ( PUNCT iajs-3268 473 25 26,11)-cap 26,11)-cap NOUN iajs-3268 473 26 and and CCONJ iajs-3268 473 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 473 28 values value NOUN iajs-3268 473 29 are be AUX iajs-3268 473 30 ๐‘0 ๐‘0 NOUN iajs-3268 473 31 = = SYM iajs-3268 473 32 2351 2351 NUM iajs-3268 473 33 , , PUNCT iajs-3268 473 34 ๐‘1 ๐‘1 NOUN iajs-3268 473 35 = = NOUN iajs-3268 474 1 3 3 X iajs-3268 474 2 . . PUNCT iajs-3268 474 3 since since SCONJ iajs-3268 474 4 ๐‘0 ๐‘0 NOUN iajs-3268 474 5 โ‰  โ‰  PROPN iajs-3268 474 6 0 0 NUM iajs-3268 474 7 , , PUNCT iajs-3268 474 8 then then ADV iajs-3268 474 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 474 10 ๐‘9 ๐‘9 NOUN iajs-3268 474 11 is be AUX iajs-3268 474 12 incomplete incomplete ADJ iajs-3268 474 13 . . PUNCT iajs-3268 475 1 the the PRON iajs-3268 475 2 ( ( PUNCT iajs-3268 475 3 26,11)-cap 26,11)-cap NOUN iajs-3268 475 4 will will AUX iajs-3268 475 5 be be AUX iajs-3268 475 6 complete complete ADJ iajs-3268 475 7 when when SCONJ iajs-3268 475 8 you you PRON iajs-3268 475 9 add add VERB iajs-3268 475 10 1340 1340 NUM iajs-3268 475 11 points point NOUN iajs-3268 475 12 to to ADP iajs-3268 475 13 it it PRON iajs-3268 475 14 . . PUNCT iajs-3268 476 1 let let VERB iajs-3268 476 2 ๐‘10 ๐‘10 NOUN iajs-3268 476 3 = = SYM iajs-3268 476 4 { { PUNCT iajs-3268 476 5 36 36 NUM iajs-3268 476 6 , , PUNCT iajs-3268 476 7 356 356 NUM iajs-3268 476 8 , , PUNCT iajs-3268 476 9 565 565 NUM iajs-3268 476 10 , , PUNCT iajs-3268 476 11 718 718 NUM iajs-3268 476 12 , , PUNCT iajs-3268 476 13 1049 1049 NUM iajs-3268 476 14 , , PUNCT iajs-3268 476 15 1054 1054 NUM iajs-3268 476 16 , , PUNCT iajs-3268 476 17 1314 1314 NUM iajs-3268 476 18 , , PUNCT iajs-3268 476 19 1377 1377 NUM iajs-3268 476 20 , , PUNCT iajs-3268 476 21 1756 1756 NUM iajs-3268 476 22 , , PUNCT iajs-3268 476 23 1818 1818 NUM iajs-3268 476 24 } } PUNCT iajs-3268 476 25 , , PUNCT iajs-3268 476 26 ๐’Ÿ140 ๐’Ÿ140 ADJ iajs-3268 476 27 ๐‘10 ๐‘10 NOUN iajs-3268 476 28 = = SYM iajs-3268 476 29 ๐œ’140 ๐œ’140 PROPN iajs-3268 476 30 โ‹ƒ โ‹ƒ ADJ iajs-3268 476 31 ๐‘10 ๐‘10 NOUN iajs-3268 476 32 . . PUNCT iajs-3268 477 1 the the DET iajs-3268 477 2 maximum maximum ADJ iajs-3268 477 3 number number NOUN iajs-3268 477 4 of of ADP iajs-3268 477 5 the the DET iajs-3268 477 6 intersection intersection NOUN iajs-3268 477 7 points point NOUN iajs-3268 477 8 between between ADP iajs-3268 477 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 477 10 ๐‘10 ๐‘10 NOUN iajs-3268 477 11 and and CCONJ iajs-3268 477 12 the the DET iajs-3268 477 13 lines line NOUN iajs-3268 477 14 of of ADP iajs-3268 477 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 477 16 ) ) PUNCT iajs-3268 477 17 are be AUX iajs-3268 477 18 twelve twelve NUM iajs-3268 477 19 , , PUNCT iajs-3268 477 20 so so ADV iajs-3268 477 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 477 22 ๐‘10 ๐‘10 NOUN iajs-3268 477 23 is be AUX iajs-3268 477 24 ( ( PUNCT iajs-3268 477 25 27,12)-cap 27,12)-cap NUM iajs-3268 477 26 and and CCONJ iajs-3268 477 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 477 28 values value NOUN iajs-3268 477 29 are be AUX iajs-3268 477 30 ๐‘0 ๐‘0 NOUN iajs-3268 477 31 = = SYM iajs-3268 477 32 2351 2351 NUM iajs-3268 477 33 , , PUNCT iajs-3268 477 34 ๐‘1 ๐‘1 NOUN iajs-3268 477 35 = = NOUN iajs-3268 477 36 2 2 X iajs-3268 477 37 . . PUNCT iajs-3268 477 38 since since SCONJ iajs-3268 477 39 ๐‘0 ๐‘0 NOUN iajs-3268 477 40 โ‰  โ‰  PROPN iajs-3268 477 41 0 0 NUM iajs-3268 477 42 , , PUNCT iajs-3268 477 43 then then ADV iajs-3268 477 44 ๐œ’140 ๐œ’140 PROPN iajs-3268 477 45 ๐‘10 ๐‘10 NOUN iajs-3268 477 46 is be AUX iajs-3268 477 47 incomplete incomplete ADJ iajs-3268 477 48 . . PUNCT iajs-3268 478 1 the the PRON iajs-3268 478 2 ( ( PUNCT iajs-3268 478 3 27,12)-cap 27,12)-cap NOUN iajs-3268 478 4 will will AUX iajs-3268 478 5 be be AUX iajs-3268 478 6 complete complete ADJ iajs-3268 478 7 when when SCONJ iajs-3268 478 8 you you PRON iajs-3268 478 9 add add VERB iajs-3268 478 10 1383 1383 NUM iajs-3268 478 11 points point NOUN iajs-3268 478 12 to to ADP iajs-3268 478 13 it it PRON iajs-3268 478 14 . . PUNCT iajs-3268 479 1 let let VERB iajs-3268 479 2 ๐‘11 ๐‘11 NOUN iajs-3268 479 3 = = SYM iajs-3268 479 4 { { PUNCT iajs-3268 479 5 36 36 NUM iajs-3268 479 6 , , PUNCT iajs-3268 479 7 356 356 NUM iajs-3268 479 8 , , PUNCT iajs-3268 479 9 565 565 NUM iajs-3268 479 10 , , PUNCT iajs-3268 479 11 718 718 NUM iajs-3268 479 12 , , PUNCT iajs-3268 479 13 1049 1049 NUM iajs-3268 479 14 , , PUNCT iajs-3268 479 15 1054 1054 NUM iajs-3268 479 16 , , PUNCT iajs-3268 479 17 1314 1314 NUM iajs-3268 479 18 , , PUNCT iajs-3268 479 19 1377 1377 NUM iajs-3268 479 20 , , PUNCT iajs-3268 479 21 1756 1756 NUM iajs-3268 479 22 , , PUNCT iajs-3268 479 23 1818 1818 NUM iajs-3268 479 24 , , PUNCT iajs-3268 479 25 2253 2253 NUM iajs-3268 479 26 } } PUNCT iajs-3268 479 27 . . PUNCT iajs-3268 480 1 put put VERB iajs-3268 480 2 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 480 3 ๐‘11 ๐‘11 NOUN iajs-3268 480 4 = = NOUN iajs-3268 480 5 ๐œ’140โ‹ƒ๐‘11 ๐œ’140โ‹ƒ๐‘11 NOUN iajs-3268 480 6 . . PUNCT iajs-3268 481 1 the the DET iajs-3268 481 2 maximum maximum ADJ iajs-3268 481 3 number number NOUN iajs-3268 481 4 of of ADP iajs-3268 481 5 the the DET iajs-3268 481 6 intersection intersection NOUN iajs-3268 481 7 points point NOUN iajs-3268 481 8 between between ADP iajs-3268 481 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 481 10 ๐‘11 ๐‘11 NOUN iajs-3268 481 11 and and CCONJ iajs-3268 481 12 the the DET iajs-3268 481 13 lines line NOUN iajs-3268 481 14 of of ADP iajs-3268 481 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 481 16 ) ) PUNCT iajs-3268 481 17 are be AUX iajs-3268 481 18 thirteen thirteen NUM iajs-3268 481 19 , , PUNCT iajs-3268 481 20 so so ADV iajs-3268 481 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 481 22 ๐‘11 ๐‘11 NOUN iajs-3268 481 23 is be AUX iajs-3268 481 24 ( ( PUNCT iajs-3268 481 25 28,13)-cap 28,13)-cap NOUN iajs-3268 481 26 and and CCONJ iajs-3268 481 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 481 28 values value NOUN iajs-3268 481 29 are be AUX iajs-3268 481 30 ๐‘0 ๐‘0 NOUN iajs-3268 481 31 = = SYM iajs-3268 481 32 2351 2351 NUM iajs-3268 481 33 , , PUNCT iajs-3268 481 34 ๐‘1 ๐‘1 NOUN iajs-3268 481 35 = = NOUN iajs-3268 481 36 1 1 X iajs-3268 481 37 . . PUNCT iajs-3268 481 38 ihjpas ihjpas PROPN iajs-3268 481 39 . . PUNCT iajs-3268 481 40 2024 2024 NUM iajs-3268 481 41 , , PUNCT iajs-3268 481 42 37 37 NUM iajs-3268 481 43 ( ( PUNCT iajs-3268 481 44 3 3 NUM iajs-3268 481 45 ) ) PUNCT iajs-3268 481 46 409 409 NUM iajs-3268 481 47 since since SCONJ iajs-3268 481 48 ๐‘0 ๐‘0 NOUN iajs-3268 481 49 โ‰  โ‰  PROPN iajs-3268 481 50 0 0 NUM iajs-3268 481 51 , , PUNCT iajs-3268 481 52 then then ADV iajs-3268 481 53 ๐œ’140 ๐œ’140 PROPN iajs-3268 481 54 ๐‘11 ๐‘11 NOUN iajs-3268 481 55 is be AUX iajs-3268 481 56 incomplete incomplete ADJ iajs-3268 481 57 . . PUNCT iajs-3268 482 1 the the DET iajs-3268 482 2 ( ( PUNCT iajs-3268 482 3 28,13)-cap 28,13)-cap NOUN iajs-3268 482 4 will will AUX iajs-3268 482 5 be be AUX iajs-3268 482 6 complete complete ADJ iajs-3268 482 7 when when SCONJ iajs-3268 482 8 you you PRON iajs-3268 482 9 add add VERB iajs-3268 482 10 1625 1625 NUM iajs-3268 482 11 points point NOUN iajs-3268 482 12 to to ADP iajs-3268 482 13 it it PRON iajs-3268 482 14 . . PUNCT iajs-3268 483 1 let let VERB iajs-3268 483 2 ๐‘12 ๐‘12 PROPN iajs-3268 483 3 = = PROPN iajs-3268 483 4 { { PUNCT iajs-3268 483 5 36 36 NUM iajs-3268 483 6 , , PUNCT iajs-3268 483 7 356 356 NUM iajs-3268 483 8 , , PUNCT iajs-3268 483 9 565 565 NUM iajs-3268 483 10 , , PUNCT iajs-3268 483 11 718 718 NUM iajs-3268 483 12 , , PUNCT iajs-3268 483 13 1049 1049 NUM iajs-3268 483 14 , , PUNCT iajs-3268 483 15 1054 1054 NUM iajs-3268 483 16 , , PUNCT iajs-3268 483 17 1314 1314 NUM iajs-3268 483 18 , , PUNCT iajs-3268 483 19 1377 1377 NUM iajs-3268 483 20 , , PUNCT iajs-3268 483 21 1756 1756 NUM iajs-3268 483 22 , , PUNCT iajs-3268 483 23 1818 1818 NUM iajs-3268 483 24 , , PUNCT iajs-3268 483 25 2253 2253 NUM iajs-3268 483 26 , , PUNCT iajs-3268 483 27 2331 2331 NUM iajs-3268 483 28 } } PUNCT iajs-3268 483 29 . . PUNCT iajs-3268 484 1 put put VERB iajs-3268 484 2 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 484 3 ๐‘12= ๐‘12= PROPN iajs-3268 484 4 ๐œ’140โ‹ƒ๐‘12 ๐œ’140โ‹ƒ๐‘12 NOUN iajs-3268 484 5 . . PUNCT iajs-3268 485 1 the the DET iajs-3268 485 2 maximum maximum ADJ iajs-3268 485 3 number number NOUN iajs-3268 485 4 of of ADP iajs-3268 485 5 the the DET iajs-3268 485 6 intersection intersection NOUN iajs-3268 485 7 points point NOUN iajs-3268 485 8 between between ADP iajs-3268 485 9 ๐œ’140 ๐œ’140 PROPN iajs-3268 485 10 ๐‘12 ๐‘12 NOUN iajs-3268 485 11 and and CCONJ iajs-3268 485 12 the the DET iajs-3268 485 13 lines line NOUN iajs-3268 485 14 of of ADP iajs-3268 485 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 485 16 ) ) PUNCT iajs-3268 485 17 are be AUX iajs-3268 485 18 fourteen fourteen NUM iajs-3268 485 19 , , PUNCT iajs-3268 485 20 so so ADV iajs-3268 485 21 ๐œ’140 ๐œ’140 PROPN iajs-3268 485 22 ๐‘12 ๐‘12 PROPN iajs-3268 485 23 is be AUX iajs-3268 485 24 ( ( PUNCT iajs-3268 485 25 29,14)-cap 29,14)-cap NUM iajs-3268 485 26 and and CCONJ iajs-3268 485 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 485 28 values value NOUN iajs-3268 485 29 are be AUX iajs-3268 485 30 ๐‘0 ๐‘0 NOUN iajs-3268 485 31 = = SYM iajs-3268 485 32 2351 2351 NUM iajs-3268 485 33 . . PUNCT iajs-3268 486 1 since since SCONJ iajs-3268 486 2 ๐‘0 ๐‘0 NOUN iajs-3268 486 3 โ‰  โ‰  PROPN iajs-3268 486 4 0 0 NUM iajs-3268 486 5 , , PUNCT iajs-3268 486 6 then then ADV iajs-3268 486 7 ๐œ’140 ๐œ’140 PROPN iajs-3268 486 8 ๐‘12 ๐‘12 NOUN iajs-3268 486 9 is be AUX iajs-3268 486 10 incomplete incomplete ADJ iajs-3268 486 11 . . PUNCT iajs-3268 487 1 the the DET iajs-3268 487 2 ( ( PUNCT iajs-3268 487 3 29,14)-cap 29,14)-cap NOUN iajs-3268 487 4 will will AUX iajs-3268 487 5 be be AUX iajs-3268 487 6 complete complete ADJ iajs-3268 487 7 when when SCONJ iajs-3268 487 8 you you PRON iajs-3268 487 9 add add VERB iajs-3268 487 10 2351 2351 NUM iajs-3268 487 11 points point NOUN iajs-3268 487 12 to to ADP iajs-3268 487 13 it it PRON iajs-3268 487 14 . . PUNCT iajs-3268 488 1 11 11 NUM iajs-3268 488 2 . . PUNCT iajs-3268 489 1 the the DET iajs-3268 489 2 line line NOUN iajs-3268 489 3 ๐ˆ(๐œ7 ๐ˆ(๐œ7 PROPN iajs-3268 489 4 , , PUNCT iajs-3268 489 5 ๐œ9 ๐œ9 NOUN iajs-3268 489 6 , , PUNCT iajs-3268 489 7 1,0,0,0 1,0,0,0 NUM iajs-3268 489 8 ) ) PUNCT iajs-3268 489 9 meets meet VERB iajs-3268 489 10 the the DET iajs-3268 489 11 cap cap NOUN iajs-3268 489 12 ๐œ’238 ๐œ’238 PRON iajs-3268 489 13 in in ADP iajs-3268 489 14 2 2 NUM iajs-3268 489 15 points point NOUN iajs-3268 489 16 , , PUNCT iajs-3268 489 17 so so SCONJ iajs-3268 489 18 we we PRON iajs-3268 489 19 have have VERB iajs-3268 489 20 twelve twelve NUM iajs-3268 489 21 extension extension NOUN iajs-3268 489 22 points point NOUN iajs-3268 489 23 that that PRON iajs-3268 489 24 can can AUX iajs-3268 489 25 be be AUX iajs-3268 489 26 added add VERB iajs-3268 489 27 to to ADP iajs-3268 489 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 489 29 , , PUNCT iajs-3268 489 30 as as ADP iajs-3268 489 31 in in ADP iajs-3268 489 32 the the DET iajs-3268 489 33 following follow VERB iajs-3268 489 34 order order NOUN iajs-3268 489 35 : : PUNCT iajs-3268 489 36 24 24 NUM iajs-3268 489 37 , , PUNCT iajs-3268 489 38 315 315 NUM iajs-3268 489 39 , , PUNCT iajs-3268 489 40 453 453 NUM iajs-3268 489 41 , , PUNCT iajs-3268 489 42 794 794 NUM iajs-3268 489 43 , , PUNCT iajs-3268 489 44 860 860 NUM iajs-3268 489 45 , , PUNCT iajs-3268 489 46 870 870 NUM iajs-3268 489 47 , , PUNCT iajs-3268 489 48 968 968 NUM iajs-3268 489 49 , , PUNCT iajs-3268 489 50 1324 1324 NUM iajs-3268 489 51 , , PUNCT iajs-3268 489 52 1534 1534 NUM iajs-3268 489 53 , , PUNCT iajs-3268 489 54 1658 1658 NUM iajs-3268 489 55 , , PUNCT iajs-3268 489 56 1895 1895 NUM iajs-3268 489 57 , , PUNCT iajs-3268 489 58 2373 2373 NUM iajs-3268 489 59 . . PUNCT iajs-3268 490 1 let let VERB iajs-3268 490 2 ๐‘1 ๐‘1 NOUN iajs-3268 490 3 = = SYM iajs-3268 490 4 { { PUNCT iajs-3268 490 5 24 24 NUM iajs-3268 490 6 } } PUNCT iajs-3268 490 7 , , PUNCT iajs-3268 490 8 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 490 9 ๐‘1 ๐‘1 NOUN iajs-3268 490 10 = = PUNCT iajs-3268 490 11 ๐œ’238โ‹ƒ๐‘1 ๐œ’238โ‹ƒ๐‘1 VERB iajs-3268 490 12 . . PUNCT iajs-3268 491 1 the the DET iajs-3268 491 2 maximum maximum ADJ iajs-3268 491 3 number number NOUN iajs-3268 491 4 of of ADP iajs-3268 491 5 the the DET iajs-3268 491 6 intersection intersection NOUN iajs-3268 491 7 points point NOUN iajs-3268 491 8 between between ADP iajs-3268 491 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 491 10 ๐‘1 ๐‘1 NOUN iajs-3268 491 11 and and CCONJ iajs-3268 491 12 the the DET iajs-3268 491 13 lines line NOUN iajs-3268 491 14 of of ADP iajs-3268 491 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 491 16 ) ) PUNCT iajs-3268 491 17 are be AUX iajs-3268 491 18 three three NUM iajs-3268 491 19 , , PUNCT iajs-3268 491 20 so so ADV iajs-3268 491 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 491 22 ๐‘1 ๐‘1 NOUN iajs-3268 491 23 is be AUX iajs-3268 491 24 ( ( PUNCT iajs-3268 491 25 11,3)-cap 11,3)-cap NUM iajs-3268 491 26 and and CCONJ iajs-3268 491 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 491 28 values value NOUN iajs-3268 491 29 are be AUX iajs-3268 491 30 ๐‘0 ๐‘0 NOUN iajs-3268 491 31 = = SYM iajs-3268 491 32 2358 2358 NUM iajs-3268 491 33 , , PUNCT iajs-3268 491 34 ๐‘1 ๐‘1 NOUN iajs-3268 491 35 = = NOUN iajs-3268 491 36 11 11 NUM iajs-3268 491 37 . . PUNCT iajs-3268 492 1 since since SCONJ iajs-3268 492 2 ๐‘0 ๐‘0 NOUN iajs-3268 492 3 โ‰  โ‰  PROPN iajs-3268 492 4 0 0 NUM iajs-3268 492 5 , , PUNCT iajs-3268 492 6 then then ADV iajs-3268 492 7 ๐œ’238 ๐œ’238 PROPN iajs-3268 492 8 ๐‘1 ๐‘1 NOUN iajs-3268 492 9 is be AUX iajs-3268 492 10 incomplete incomplete ADJ iajs-3268 492 11 . . PUNCT iajs-3268 493 1 the the DET iajs-3268 493 2 ( ( PUNCT iajs-3268 493 3 11,3)-cap 11,3)-cap NUM iajs-3268 493 4 will will AUX iajs-3268 493 5 be be AUX iajs-3268 493 6 complete complete ADJ iajs-3268 493 7 when when SCONJ iajs-3268 493 8 you you PRON iajs-3268 493 9 add add VERB iajs-3268 493 10 119 119 NUM iajs-3268 493 11 points point NOUN iajs-3268 493 12 to to ADP iajs-3268 493 13 it it PRON iajs-3268 493 14 . . PUNCT iajs-3268 494 1 let let VERB iajs-3268 495 1 ๐‘2 ๐‘2 NOUN iajs-3268 495 2 = = SYM iajs-3268 495 3 { { PUNCT iajs-3268 495 4 24 24 NUM iajs-3268 495 5 , , PUNCT iajs-3268 495 6 315 315 NUM iajs-3268 495 7 } } PUNCT iajs-3268 495 8 , , PUNCT iajs-3268 495 9 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 495 10 ๐‘2 ๐‘2 NOUN iajs-3268 495 11 = = SYM iajs-3268 495 12 ๐œ’238โ‹ƒ๐‘2 ๐œ’238โ‹ƒ๐‘2 PROPN iajs-3268 495 13 . . PUNCT iajs-3268 496 1 the the DET iajs-3268 496 2 maximum maximum ADJ iajs-3268 496 3 number number NOUN iajs-3268 496 4 of of ADP iajs-3268 496 5 the the DET iajs-3268 496 6 intersection intersection NOUN iajs-3268 496 7 points point NOUN iajs-3268 496 8 between between ADP iajs-3268 496 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 496 10 ๐‘2 ๐‘2 NOUN iajs-3268 496 11 and and CCONJ iajs-3268 496 12 the the DET iajs-3268 496 13 lines line NOUN iajs-3268 496 14 of of ADP iajs-3268 496 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 496 16 ) ) PUNCT iajs-3268 496 17 are be AUX iajs-3268 496 18 four four NUM iajs-3268 496 19 , , PUNCT iajs-3268 496 20 so so ADV iajs-3268 496 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 496 22 ๐‘2 ๐‘2 NOUN iajs-3268 496 23 is be AUX iajs-3268 496 24 ( ( PUNCT iajs-3268 496 25 12,4)-cap 12,4)-cap NUM iajs-3268 496 26 and and CCONJ iajs-3268 496 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 496 28 values value NOUN iajs-3268 496 29 are be AUX iajs-3268 496 30 ๐‘0 ๐‘0 NOUN iajs-3268 496 31 = = SYM iajs-3268 496 32 2358 2358 NUM iajs-3268 496 33 , , PUNCT iajs-3268 496 34 ๐‘1 ๐‘1 NOUN iajs-3268 496 35 = = NOUN iajs-3268 496 36 10 10 NUM iajs-3268 496 37 . . PUNCT iajs-3268 497 1 since since SCONJ iajs-3268 497 2 ๐‘0 ๐‘0 NOUN iajs-3268 497 3 โ‰  โ‰  PROPN iajs-3268 497 4 0 0 NUM iajs-3268 497 5 , , PUNCT iajs-3268 497 6 then then ADV iajs-3268 497 7 ๐œ’238 ๐œ’238 PROPN iajs-3268 497 8 ๐‘2 ๐‘2 NOUN iajs-3268 497 9 is be AUX iajs-3268 497 10 incomplete incomplete ADJ iajs-3268 497 11 . . PUNCT iajs-3268 498 1 the the DET iajs-3268 498 2 ( ( PUNCT iajs-3268 498 3 12,4)-cap 12,4)-cap PROPN iajs-3268 498 4 will will AUX iajs-3268 498 5 be be AUX iajs-3268 498 6 complete complete ADJ iajs-3268 498 7 when when SCONJ iajs-3268 498 8 you you PRON iajs-3268 498 9 add add VERB iajs-3268 498 10 243 243 NUM iajs-3268 498 11 points point NOUN iajs-3268 498 12 to to ADP iajs-3268 498 13 it it PRON iajs-3268 498 14 . . PUNCT iajs-3268 499 1 let let VERB iajs-3268 499 2 ๐‘3 ๐‘3 ADV iajs-3268 499 3 = = PUNCT iajs-3268 499 4 { { PUNCT iajs-3268 499 5 24 24 NUM iajs-3268 499 6 , , PUNCT iajs-3268 499 7 315 315 NUM iajs-3268 499 8 , , PUNCT iajs-3268 499 9 453 453 NUM iajs-3268 499 10 } } PUNCT iajs-3268 499 11 , , PUNCT iajs-3268 499 12 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 499 13 ๐‘3 ๐‘3 NOUN iajs-3268 499 14 = = PUNCT iajs-3268 499 15 ๐œ’238โ‹ƒ๐‘3 ๐œ’238โ‹ƒ๐‘3 PROPN iajs-3268 499 16 . . PUNCT iajs-3268 500 1 the the DET iajs-3268 500 2 maximum maximum ADJ iajs-3268 500 3 number number NOUN iajs-3268 500 4 of of ADP iajs-3268 500 5 the the DET iajs-3268 500 6 intersection intersection NOUN iajs-3268 500 7 points point NOUN iajs-3268 500 8 between between ADP iajs-3268 500 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 500 10 ๐‘3 ๐‘3 ADV iajs-3268 500 11 and and CCONJ iajs-3268 500 12 the the DET iajs-3268 500 13 lines line NOUN iajs-3268 500 14 of of ADP iajs-3268 500 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 500 16 ) ) PUNCT iajs-3268 500 17 are be AUX iajs-3268 500 18 five five NUM iajs-3268 500 19 , , PUNCT iajs-3268 500 20 so so SCONJ iajs-3268 500 21 ๐œ’238 ๐œ’238 NUM iajs-3268 500 22 ๐‘3 ๐‘3 NOUN iajs-3268 500 23 is be AUX iajs-3268 500 24 ( ( PUNCT iajs-3268 500 25 13,5)-cap 13,5)-cap NUM iajs-3268 500 26 and and CCONJ iajs-3268 500 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 500 28 values value NOUN iajs-3268 500 29 are be AUX iajs-3268 500 30 ๐‘0 ๐‘0 NOUN iajs-3268 500 31 = = SYM iajs-3268 500 32 2358 2358 NUM iajs-3268 500 33 , , PUNCT iajs-3268 500 34 ๐‘1 ๐‘1 NOUN iajs-3268 500 35 = = NOUN iajs-3268 500 36 9 9 X iajs-3268 500 37 . . PUNCT iajs-3268 501 1 since since SCONJ iajs-3268 501 2 ๐‘0 ๐‘0 NOUN iajs-3268 501 3 โ‰  โ‰  PROPN iajs-3268 501 4 0 0 NUM iajs-3268 501 5 , , PUNCT iajs-3268 501 6 then then ADV iajs-3268 501 7 ๐œ’238 ๐œ’238 NUM iajs-3268 501 8 ๐‘3 ๐‘3 NOUN iajs-3268 501 9 is be AUX iajs-3268 501 10 incomplete incomplete ADJ iajs-3268 501 11 . . PUNCT iajs-3268 502 1 the the DET iajs-3268 502 2 ( ( PUNCT iajs-3268 502 3 13,5)-cap 13,5)-cap NUM iajs-3268 502 4 will will AUX iajs-3268 502 5 be be AUX iajs-3268 502 6 complete complete ADJ iajs-3268 502 7 when when SCONJ iajs-3268 502 8 you you PRON iajs-3268 502 9 add add VERB iajs-3268 502 10 393 393 NUM iajs-3268 502 11 points point NOUN iajs-3268 502 12 to to ADP iajs-3268 502 13 it it PRON iajs-3268 502 14 . . PUNCT iajs-3268 503 1 let let VERB iajs-3268 503 2 ๐‘4 ๐‘4 NOUN iajs-3268 503 3 = = PUNCT iajs-3268 503 4 { { PUNCT iajs-3268 503 5 24 24 NUM iajs-3268 503 6 , , PUNCT iajs-3268 503 7 315 315 NUM iajs-3268 503 8 , , PUNCT iajs-3268 503 9 453 453 NUM iajs-3268 503 10 , , PUNCT iajs-3268 503 11 794 794 NUM iajs-3268 503 12 } } PUNCT iajs-3268 503 13 , , PUNCT iajs-3268 503 14 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 503 15 ๐‘4 ๐‘4 NOUN iajs-3268 503 16 = = NOUN iajs-3268 503 17 ๐œ’238โ‹ƒ๐‘4 ๐œ’238โ‹ƒ๐‘4 NUM iajs-3268 503 18 . . PUNCT iajs-3268 504 1 the the DET iajs-3268 504 2 maximum maximum ADJ iajs-3268 504 3 number number NOUN iajs-3268 504 4 of of ADP iajs-3268 504 5 the the DET iajs-3268 504 6 intersection intersection NOUN iajs-3268 504 7 points point NOUN iajs-3268 504 8 between between ADP iajs-3268 504 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 504 10 ๐‘4 ๐‘4 NOUN iajs-3268 504 11 and and CCONJ iajs-3268 504 12 the the DET iajs-3268 504 13 lines line NOUN iajs-3268 504 14 of of ADP iajs-3268 504 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 504 16 ) ) PUNCT iajs-3268 504 17 are be AUX iajs-3268 504 18 six six NUM iajs-3268 504 19 , , PUNCT iajs-3268 504 20 so so ADV iajs-3268 504 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 504 22 ๐‘4 ๐‘4 NOUN iajs-3268 504 23 is be AUX iajs-3268 504 24 ( ( PUNCT iajs-3268 504 25 14,6)-cap 14,6)-cap NUM iajs-3268 504 26 and and CCONJ iajs-3268 504 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 504 28 values value NOUN iajs-3268 504 29 are be AUX iajs-3268 504 30 ๐‘0 ๐‘0 NOUN iajs-3268 504 31 = = SYM iajs-3268 504 32 2358 2358 NUM iajs-3268 504 33 , , PUNCT iajs-3268 504 34 ๐‘1 ๐‘1 NOUN iajs-3268 504 35 = = NOUN iajs-3268 504 36 8 8 X iajs-3268 504 37 . . PUNCT iajs-3268 505 1 since since SCONJ iajs-3268 505 2 ๐‘0 ๐‘0 NOUN iajs-3268 505 3 โ‰  โ‰  PROPN iajs-3268 505 4 0 0 NUM iajs-3268 505 5 , , PUNCT iajs-3268 505 6 then then ADV iajs-3268 505 7 ๐œ’238 ๐œ’238 PROPN iajs-3268 505 8 ๐‘4 ๐‘4 NOUN iajs-3268 505 9 is be AUX iajs-3268 505 10 incomplete incomplete ADJ iajs-3268 505 11 . . PUNCT iajs-3268 506 1 the the DET iajs-3268 506 2 ( ( PUNCT iajs-3268 506 3 14,6)-cap 14,6)-cap NUM iajs-3268 506 4 will will AUX iajs-3268 506 5 be be AUX iajs-3268 506 6 complete complete ADJ iajs-3268 506 7 when when SCONJ iajs-3268 506 8 you you PRON iajs-3268 506 9 add add VERB iajs-3268 506 10 509 509 NUM iajs-3268 506 11 points point NOUN iajs-3268 506 12 to to ADP iajs-3268 506 13 it it PRON iajs-3268 506 14 . . PUNCT iajs-3268 507 1 let let VERB iajs-3268 507 2 ๐‘5 ๐‘5 NOUN iajs-3268 507 3 = = SYM iajs-3268 507 4 { { PUNCT iajs-3268 507 5 24 24 NUM iajs-3268 507 6 , , PUNCT iajs-3268 507 7 315 315 NUM iajs-3268 507 8 , , PUNCT iajs-3268 507 9 453 453 NUM iajs-3268 507 10 , , PUNCT iajs-3268 507 11 794 794 NUM iajs-3268 507 12 , , PUNCT iajs-3268 507 13 860 860 NUM iajs-3268 507 14 } } PUNCT iajs-3268 507 15 , , PUNCT iajs-3268 507 16 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 507 17 ๐‘5 ๐‘5 NOUN iajs-3268 507 18 = = PUNCT iajs-3268 507 19 ๐œ’238โ‹ƒ๐‘5 ๐œ’238โ‹ƒ๐‘5 ADJ iajs-3268 507 20 . . PUNCT iajs-3268 508 1 the the DET iajs-3268 508 2 maximum maximum ADJ iajs-3268 508 3 number number NOUN iajs-3268 508 4 of of ADP iajs-3268 508 5 the the DET iajs-3268 508 6 intersection intersection NOUN iajs-3268 508 7 points point NOUN iajs-3268 508 8 between between ADP iajs-3268 508 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 508 10 ๐‘5 ๐‘5 NOUN iajs-3268 508 11 and and CCONJ iajs-3268 508 12 the the DET iajs-3268 508 13 lines line NOUN iajs-3268 508 14 of of ADP iajs-3268 508 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 508 16 ) ) PUNCT iajs-3268 508 17 are be AUX iajs-3268 508 18 seven seven NUM iajs-3268 508 19 , , PUNCT iajs-3268 508 20 so so SCONJ iajs-3268 508 21 ๐œ’238 ๐œ’238 NUM iajs-3268 508 22 ๐‘5 ๐‘5 NOUN iajs-3268 508 23 is be AUX iajs-3268 508 24 ( ( PUNCT iajs-3268 508 25 15,7)-cap 15,7)-cap NUM iajs-3268 508 26 and and CCONJ iajs-3268 508 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 508 28 values value NOUN iajs-3268 508 29 are be AUX iajs-3268 508 30 ๐‘0 ๐‘0 NOUN iajs-3268 508 31 = = SYM iajs-3268 508 32 2358 2358 NUM iajs-3268 508 33 , , PUNCT iajs-3268 508 34 ๐‘1 ๐‘1 NOUN iajs-3268 508 35 = = NOUN iajs-3268 508 36 7 7 X iajs-3268 508 37 . . PUNCT iajs-3268 508 38 since since SCONJ iajs-3268 508 39 ๐‘0 ๐‘0 NOUN iajs-3268 508 40 โ‰  โ‰  PROPN iajs-3268 508 41 0 0 NUM iajs-3268 508 42 , , PUNCT iajs-3268 508 43 then then ADV iajs-3268 508 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 508 45 ๐‘5 ๐‘5 NOUN iajs-3268 508 46 is be AUX iajs-3268 508 47 incomplete incomplete ADJ iajs-3268 508 48 . . PUNCT iajs-3268 509 1 the the DET iajs-3268 509 2 ( ( PUNCT iajs-3268 509 3 15,7)-cap 15,7)-cap NUM iajs-3268 509 4 will will AUX iajs-3268 509 5 be be AUX iajs-3268 509 6 complete complete ADJ iajs-3268 509 7 when when SCONJ iajs-3268 509 8 you you PRON iajs-3268 509 9 add add VERB iajs-3268 509 10 643 643 NUM iajs-3268 509 11 points point NOUN iajs-3268 509 12 to to ADP iajs-3268 509 13 it it PRON iajs-3268 509 14 . . PUNCT iajs-3268 510 1 let let VERB iajs-3268 510 2 ๐‘6 ๐‘6 NOUN iajs-3268 510 3 = = VERB iajs-3268 510 4 { { PUNCT iajs-3268 510 5 24 24 NUM iajs-3268 510 6 , , PUNCT iajs-3268 510 7 315 315 NUM iajs-3268 510 8 , , PUNCT iajs-3268 510 9 453 453 NUM iajs-3268 510 10 , , PUNCT iajs-3268 510 11 794 794 NUM iajs-3268 510 12 , , PUNCT iajs-3268 510 13 860 860 NUM iajs-3268 510 14 , , PUNCT iajs-3268 510 15 870 870 NUM iajs-3268 510 16 } } PUNCT iajs-3268 510 17 , , PUNCT iajs-3268 510 18 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 510 19 ๐‘6 ๐‘6 NOUN iajs-3268 510 20 = = PUNCT iajs-3268 511 1 ๐œ’238 ๐œ’238 PROPN iajs-3268 511 2 โ‹ƒ โ‹ƒ NOUN iajs-3268 511 3 ๐‘6 ๐‘6 NOUN iajs-3268 511 4 . . PUNCT iajs-3268 512 1 the the DET iajs-3268 512 2 maximum maximum ADJ iajs-3268 512 3 number number NOUN iajs-3268 512 4 of of ADP iajs-3268 512 5 the the DET iajs-3268 512 6 intersection intersection NOUN iajs-3268 512 7 points point NOUN iajs-3268 512 8 between between ADP iajs-3268 512 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 512 10 ๐‘6 ๐‘6 NOUN iajs-3268 512 11 and and CCONJ iajs-3268 512 12 the the DET iajs-3268 512 13 lines line NOUN iajs-3268 512 14 of of ADP iajs-3268 512 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 512 16 ) ) PUNCT iajs-3268 512 17 are be AUX iajs-3268 512 18 eight eight NUM iajs-3268 512 19 , , PUNCT iajs-3268 512 20 so so ADV iajs-3268 512 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 512 22 ๐‘6 ๐‘6 NOUN iajs-3268 512 23 is be AUX iajs-3268 512 24 ( ( PUNCT iajs-3268 512 25 16,8)-cap 16,8)-cap NUM iajs-3268 512 26 and and CCONJ iajs-3268 512 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 512 28 values value NOUN iajs-3268 512 29 are be AUX iajs-3268 512 30 ๐‘0 ๐‘0 NOUN iajs-3268 512 31 = = SYM iajs-3268 512 32 2358 2358 NUM iajs-3268 512 33 , , PUNCT iajs-3268 512 34 ๐‘1 ๐‘1 NOUN iajs-3268 512 35 = = NOUN iajs-3268 512 36 6 6 X iajs-3268 512 37 . . PUNCT iajs-3268 512 38 since since SCONJ iajs-3268 512 39 ๐‘0 ๐‘0 NOUN iajs-3268 512 40 โ‰  โ‰  PROPN iajs-3268 512 41 0 0 NUM iajs-3268 512 42 , , PUNCT iajs-3268 512 43 then then ADV iajs-3268 512 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 512 45 ๐‘6 ๐‘6 NOUN iajs-3268 512 46 is be AUX iajs-3268 512 47 incomplete incomplete ADJ iajs-3268 512 48 . . PUNCT iajs-3268 513 1 the the DET iajs-3268 513 2 ( ( PUNCT iajs-3268 513 3 16,8)-cap 16,8)-cap PROPN iajs-3268 513 4 will will AUX iajs-3268 513 5 be be AUX iajs-3268 513 6 complete complete ADJ iajs-3268 513 7 when when SCONJ iajs-3268 513 8 you you PRON iajs-3268 513 9 add add VERB iajs-3268 513 10 707 707 NUM iajs-3268 513 11 points point NOUN iajs-3268 513 12 to to ADP iajs-3268 513 13 it it PRON iajs-3268 513 14 . . PUNCT iajs-3268 514 1 let let VERB iajs-3268 514 2 ๐‘7 ๐‘7 PROPN iajs-3268 514 3 = = PUNCT iajs-3268 514 4 { { PUNCT iajs-3268 514 5 24 24 NUM iajs-3268 514 6 , , PUNCT iajs-3268 514 7 315 315 NUM iajs-3268 514 8 , , PUNCT iajs-3268 514 9 453 453 NUM iajs-3268 514 10 , , PUNCT iajs-3268 514 11 794 794 NUM iajs-3268 514 12 , , PUNCT iajs-3268 514 13 860 860 NUM iajs-3268 514 14 , , PUNCT iajs-3268 514 15 870 870 NUM iajs-3268 514 16 , , PUNCT iajs-3268 514 17 968 968 NUM iajs-3268 514 18 } } PUNCT iajs-3268 514 19 , , PUNCT iajs-3268 514 20 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 514 21 ๐‘7 ๐‘7 PROPN iajs-3268 514 22 = = PUNCT iajs-3268 514 23 ๐œ’238โ‹ƒ๐‘7 ๐œ’238โ‹ƒ๐‘7 PROPN iajs-3268 514 24 . . PUNCT iajs-3268 515 1 the the DET iajs-3268 515 2 maximum maximum ADJ iajs-3268 515 3 number number NOUN iajs-3268 515 4 of of ADP iajs-3268 515 5 the the DET iajs-3268 515 6 intersection intersection NOUN iajs-3268 515 7 points point NOUN iajs-3268 515 8 between between ADP iajs-3268 515 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 515 10 ๐‘7 ๐‘7 PROPN iajs-3268 515 11 and and CCONJ iajs-3268 515 12 the the DET iajs-3268 515 13 lines line NOUN iajs-3268 515 14 of of ADP iajs-3268 515 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 515 16 ) ) PUNCT iajs-3268 515 17 are be AUX iajs-3268 515 18 nine nine NUM iajs-3268 515 19 , , PUNCT iajs-3268 515 20 so so ADV iajs-3268 515 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 515 22 ๐‘7 ๐‘7 PROPN iajs-3268 515 23 is be AUX iajs-3268 515 24 ( ( PUNCT iajs-3268 515 25 17,9)-cap 17,9)-cap NUM iajs-3268 515 26 and and CCONJ iajs-3268 515 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 515 28 values value NOUN iajs-3268 515 29 are be AUX iajs-3268 515 30 ๐‘0 ๐‘0 NOUN iajs-3268 515 31 = = SYM iajs-3268 515 32 2358 2358 NUM iajs-3268 515 33 , , PUNCT iajs-3268 515 34 ๐‘1 ๐‘1 NOUN iajs-3268 515 35 = = NOUN iajs-3268 515 36 5 5 X iajs-3268 515 37 . . PUNCT iajs-3268 515 38 since since SCONJ iajs-3268 515 39 ๐‘0 ๐‘0 NOUN iajs-3268 515 40 โ‰  โ‰  PROPN iajs-3268 515 41 0 0 NUM iajs-3268 515 42 , , PUNCT iajs-3268 515 43 then then ADV iajs-3268 515 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 515 45 ๐‘7 ๐‘7 PROPN iajs-3268 515 46 is be AUX iajs-3268 515 47 incomplete incomplete ADJ iajs-3268 515 48 . . PUNCT iajs-3268 516 1 the the DET iajs-3268 516 2 ( ( PUNCT iajs-3268 516 3 17,9)-cap 17,9)-cap NUM iajs-3268 516 4 will will AUX iajs-3268 516 5 be be AUX iajs-3268 516 6 complete complete ADJ iajs-3268 516 7 when when SCONJ iajs-3268 516 8 you you PRON iajs-3268 516 9 add add VERB iajs-3268 516 10 896 896 NUM iajs-3268 516 11 points point NOUN iajs-3268 516 12 to to ADP iajs-3268 516 13 it it PRON iajs-3268 516 14 . . PUNCT iajs-3268 517 1 let let VERB iajs-3268 517 2 ๐‘8 ๐‘8 PROPN iajs-3268 517 3 = = SYM iajs-3268 517 4 { { PUNCT iajs-3268 517 5 24 24 NUM iajs-3268 517 6 , , PUNCT iajs-3268 517 7 315 315 NUM iajs-3268 517 8 , , PUNCT iajs-3268 517 9 453 453 NUM iajs-3268 517 10 , , PUNCT iajs-3268 517 11 794 794 NUM iajs-3268 517 12 , , PUNCT iajs-3268 517 13 860 860 NUM iajs-3268 517 14 , , PUNCT iajs-3268 517 15 870 870 NUM iajs-3268 517 16 , , PUNCT iajs-3268 517 17 968 968 NUM iajs-3268 517 18 , , PUNCT iajs-3268 517 19 1324 1324 NUM iajs-3268 517 20 } } PUNCT iajs-3268 517 21 , , PUNCT iajs-3268 517 22 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 517 23 ๐‘8 ๐‘8 NOUN iajs-3268 517 24 = = SYM iajs-3268 517 25 ๐œ’238โ‹ƒ๐‘8 ๐œ’238โ‹ƒ๐‘8 PROPN iajs-3268 517 26 . . PUNCT iajs-3268 518 1 the the DET iajs-3268 518 2 maximum maximum ADJ iajs-3268 518 3 number number NOUN iajs-3268 518 4 of of ADP iajs-3268 518 5 the the DET iajs-3268 518 6 intersection intersection NOUN iajs-3268 518 7 points point NOUN iajs-3268 518 8 between between ADP iajs-3268 518 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 518 10 ๐‘8 ๐‘8 NOUN iajs-3268 518 11 and and CCONJ iajs-3268 518 12 the the DET iajs-3268 518 13 lines line NOUN iajs-3268 518 14 of of ADP iajs-3268 518 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 518 16 ) ) PUNCT iajs-3268 518 17 are be AUX iajs-3268 518 18 ten ten NUM iajs-3268 518 19 , , PUNCT iajs-3268 518 20 so so ADV iajs-3268 518 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 518 22 ๐‘8 ๐‘8 PROPN iajs-3268 518 23 is be AUX iajs-3268 518 24 ( ( PUNCT iajs-3268 518 25 18,10)cap 18,10)cap NUM iajs-3268 518 26 and and CCONJ iajs-3268 518 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 518 28 values value NOUN iajs-3268 518 29 are be AUX iajs-3268 518 30 ๐‘0 ๐‘0 NOUN iajs-3268 518 31 = = SYM iajs-3268 518 32 2358 2358 NUM iajs-3268 518 33 , , PUNCT iajs-3268 518 34 ๐‘1 ๐‘1 NOUN iajs-3268 518 35 = = NOUN iajs-3268 518 36 4 4 X iajs-3268 518 37 . . PUNCT iajs-3268 518 38 since since SCONJ iajs-3268 518 39 ๐‘0 ๐‘0 NOUN iajs-3268 518 40 โ‰  โ‰  PROPN iajs-3268 518 41 0 0 NUM iajs-3268 518 42 , , PUNCT iajs-3268 518 43 then then ADV iajs-3268 518 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 518 45 ๐‘8 ๐‘8 NOUN iajs-3268 518 46 is be AUX iajs-3268 518 47 incomplete incomplete ADJ iajs-3268 518 48 . . PUNCT iajs-3268 519 1 the the DET iajs-3268 519 2 ( ( PUNCT iajs-3268 519 3 18,10)-cap 18,10)-cap NOUN iajs-3268 519 4 will will AUX iajs-3268 519 5 be be AUX iajs-3268 519 6 complete complete ADJ iajs-3268 519 7 when when SCONJ iajs-3268 519 8 you you PRON iajs-3268 519 9 add add VERB iajs-3268 519 10 1065 1065 NUM iajs-3268 519 11 points point NOUN iajs-3268 519 12 to to ADP iajs-3268 519 13 it it PRON iajs-3268 519 14 . . PUNCT iajs-3268 520 1 ihjpas ihjpas PROPN iajs-3268 520 2 . . PUNCT iajs-3268 521 1 2024 2024 NUM iajs-3268 521 2 , , PUNCT iajs-3268 521 3 37 37 NUM iajs-3268 521 4 ( ( PUNCT iajs-3268 521 5 3 3 NUM iajs-3268 521 6 ) ) PUNCT iajs-3268 521 7 410 410 NUM iajs-3268 521 8 let let VERB iajs-3268 521 9 ๐‘9 ๐‘9 NOUN iajs-3268 521 10 = = PUNCT iajs-3268 521 11 { { PUNCT iajs-3268 521 12 24 24 NUM iajs-3268 521 13 , , PUNCT iajs-3268 521 14 315 315 NUM iajs-3268 521 15 , , PUNCT iajs-3268 521 16 453 453 NUM iajs-3268 521 17 , , PUNCT iajs-3268 521 18 794 794 NUM iajs-3268 521 19 , , PUNCT iajs-3268 521 20 860 860 NUM iajs-3268 521 21 , , PUNCT iajs-3268 521 22 870 870 NUM iajs-3268 521 23 , , PUNCT iajs-3268 521 24 968 968 NUM iajs-3268 521 25 , , PUNCT iajs-3268 521 26 1324 1324 NUM iajs-3268 521 27 , , PUNCT iajs-3268 521 28 1534 1534 NUM iajs-3268 521 29 } } PUNCT iajs-3268 521 30 , , PUNCT iajs-3268 521 31 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 521 32 ๐‘9 ๐‘9 NOUN iajs-3268 521 33 = = PUNCT iajs-3268 521 34 ๐œ’238โ‹ƒ๐‘9 ๐œ’238โ‹ƒ๐‘9 X iajs-3268 521 35 . . PUNCT iajs-3268 522 1 the the DET iajs-3268 522 2 maximum maximum ADJ iajs-3268 522 3 number number NOUN iajs-3268 522 4 of of ADP iajs-3268 522 5 the the DET iajs-3268 522 6 intersection intersection NOUN iajs-3268 522 7 points point NOUN iajs-3268 522 8 between between ADP iajs-3268 522 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 522 10 ๐‘9 ๐‘9 NOUN iajs-3268 522 11 and and CCONJ iajs-3268 522 12 the the DET iajs-3268 522 13 lines line NOUN iajs-3268 522 14 of of ADP iajs-3268 522 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 522 16 ) ) PUNCT iajs-3268 522 17 are be AUX iajs-3268 522 18 eleven eleven NUM iajs-3268 522 19 , , PUNCT iajs-3268 522 20 so so SCONJ iajs-3268 522 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 522 22 ๐‘9 ๐‘9 NOUN iajs-3268 522 23 is be AUX iajs-3268 522 24 ( ( PUNCT iajs-3268 522 25 19,11)-cap 19,11)-cap NOUN iajs-3268 522 26 and and CCONJ iajs-3268 522 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 522 28 values value NOUN iajs-3268 522 29 are be AUX iajs-3268 522 30 ๐‘0 ๐‘0 NOUN iajs-3268 522 31 = = SYM iajs-3268 522 32 2358 2358 NUM iajs-3268 522 33 , , PUNCT iajs-3268 522 34 ๐‘1 ๐‘1 NOUN iajs-3268 522 35 = = NOUN iajs-3268 522 36 3 3 X iajs-3268 522 37 . . PUNCT iajs-3268 522 38 since since SCONJ iajs-3268 522 39 ๐‘0 ๐‘0 NOUN iajs-3268 522 40 โ‰  โ‰  PROPN iajs-3268 522 41 0 0 NUM iajs-3268 522 42 , , PUNCT iajs-3268 522 43 then then ADV iajs-3268 522 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 522 45 ๐‘9 ๐‘9 NOUN iajs-3268 522 46 is be AUX iajs-3268 522 47 incomplete incomplete ADJ iajs-3268 522 48 . . PUNCT iajs-3268 523 1 the the DET iajs-3268 523 2 ( ( PUNCT iajs-3268 523 3 19,11)-cap 19,11)-cap NOUN iajs-3268 523 4 will will AUX iajs-3268 523 5 be be AUX iajs-3268 523 6 complete complete ADJ iajs-3268 523 7 when when SCONJ iajs-3268 523 8 you you PRON iajs-3268 523 9 add add VERB iajs-3268 523 10 1406 1406 NUM iajs-3268 523 11 points point NOUN iajs-3268 523 12 to to ADP iajs-3268 523 13 it it PRON iajs-3268 523 14 . . PUNCT iajs-3268 524 1 let let VERB iajs-3268 524 2 ๐‘10 ๐‘10 NOUN iajs-3268 524 3 = = SYM iajs-3268 524 4 { { PUNCT iajs-3268 524 5 24 24 NUM iajs-3268 524 6 , , PUNCT iajs-3268 524 7 315 315 NUM iajs-3268 524 8 , , PUNCT iajs-3268 524 9 453 453 NUM iajs-3268 524 10 , , PUNCT iajs-3268 524 11 794 794 NUM iajs-3268 524 12 , , PUNCT iajs-3268 524 13 860 860 NUM iajs-3268 524 14 , , PUNCT iajs-3268 524 15 870 870 NUM iajs-3268 524 16 , , PUNCT iajs-3268 524 17 968 968 NUM iajs-3268 524 18 , , PUNCT iajs-3268 524 19 1324 1324 NUM iajs-3268 524 20 , , PUNCT iajs-3268 524 21 1534 1534 NUM iajs-3268 524 22 , , PUNCT iajs-3268 524 23 1658 1658 NUM iajs-3268 524 24 } } PUNCT iajs-3268 524 25 , , PUNCT iajs-3268 524 26 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 524 27 ๐‘10 ๐‘10 NOUN iajs-3268 524 28 = = SYM iajs-3268 524 29 ๐œ’238 ๐œ’238 PROPN iajs-3268 524 30 โ‹ƒ โ‹ƒ NOUN iajs-3268 524 31 ๐‘10 ๐‘10 NOUN iajs-3268 524 32 . . PUNCT iajs-3268 525 1 the the DET iajs-3268 525 2 maximum maximum ADJ iajs-3268 525 3 number number NOUN iajs-3268 525 4 of of ADP iajs-3268 525 5 the the DET iajs-3268 525 6 intersection intersection NOUN iajs-3268 525 7 points point NOUN iajs-3268 525 8 between between ADP iajs-3268 525 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 525 10 ๐‘10 ๐‘10 NOUN iajs-3268 525 11 and and CCONJ iajs-3268 525 12 the the DET iajs-3268 525 13 lines line NOUN iajs-3268 525 14 of of ADP iajs-3268 525 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 525 16 ) ) PUNCT iajs-3268 525 17 are be AUX iajs-3268 525 18 twelve twelve NUM iajs-3268 525 19 , , PUNCT iajs-3268 525 20 so so ADV iajs-3268 525 21 ๐œ’238 ๐œ’238 NUM iajs-3268 525 22 ๐‘10 ๐‘10 NOUN iajs-3268 525 23 is be AUX iajs-3268 525 24 ( ( PUNCT iajs-3268 525 25 20,12)-cap 20,12)-cap NOUN iajs-3268 525 26 and and CCONJ iajs-3268 525 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 525 28 values value NOUN iajs-3268 525 29 are be AUX iajs-3268 525 30 ๐‘0 ๐‘0 NOUN iajs-3268 525 31 = = SYM iajs-3268 525 32 2358 2358 NUM iajs-3268 525 33 , , PUNCT iajs-3268 525 34 ๐‘1 ๐‘1 NOUN iajs-3268 525 35 = = NOUN iajs-3268 525 36 2 2 X iajs-3268 525 37 . . PUNCT iajs-3268 525 38 since since SCONJ iajs-3268 525 39 ๐‘0 ๐‘0 NOUN iajs-3268 525 40 โ‰  โ‰  PROPN iajs-3268 525 41 0 0 NUM iajs-3268 525 42 , , PUNCT iajs-3268 525 43 then then ADV iajs-3268 525 44 ๐œ’238 ๐œ’238 PRON iajs-3268 525 45 ๐‘10 ๐‘10 NOUN iajs-3268 525 46 is be AUX iajs-3268 525 47 incomplete incomplete ADJ iajs-3268 525 48 . . PUNCT iajs-3268 526 1 the the DET iajs-3268 526 2 ( ( PUNCT iajs-3268 526 3 20,12)-cap 20,12)-cap NOUN iajs-3268 526 4 will will AUX iajs-3268 526 5 be be AUX iajs-3268 526 6 complete complete ADJ iajs-3268 526 7 when when SCONJ iajs-3268 526 8 you you PRON iajs-3268 526 9 add add VERB iajs-3268 526 10 1450 1450 NUM iajs-3268 526 11 points point NOUN iajs-3268 526 12 to to ADP iajs-3268 526 13 it it PRON iajs-3268 526 14 . . PUNCT iajs-3268 527 1 let let VERB iajs-3268 527 2 ๐‘11 ๐‘11 NOUN iajs-3268 527 3 = = SYM iajs-3268 527 4 { { PUNCT iajs-3268 527 5 24 24 NUM iajs-3268 527 6 , , PUNCT iajs-3268 527 7 315 315 NUM iajs-3268 527 8 , , PUNCT iajs-3268 527 9 453 453 NUM iajs-3268 527 10 , , PUNCT iajs-3268 527 11 794 794 NUM iajs-3268 527 12 , , PUNCT iajs-3268 527 13 860 860 NUM iajs-3268 527 14 , , PUNCT iajs-3268 527 15 870 870 NUM iajs-3268 527 16 , , PUNCT iajs-3268 527 17 968 968 NUM iajs-3268 527 18 , , PUNCT iajs-3268 527 19 1324 1324 NUM iajs-3268 527 20 , , PUNCT iajs-3268 527 21 1534 1534 NUM iajs-3268 527 22 , , PUNCT iajs-3268 527 23 1658 1658 NUM iajs-3268 527 24 , , PUNCT iajs-3268 527 25 1895 1895 NUM iajs-3268 527 26 } } PUNCT iajs-3268 527 27 , , PUNCT iajs-3268 527 28 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 527 29 ๐‘11 ๐‘11 NOUN iajs-3268 527 30 = = SYM iajs-3268 527 31 ๐œ’238 ๐œ’238 PROPN iajs-3268 527 32 โ‹ƒ โ‹ƒ NOUN iajs-3268 527 33 ๐‘11 ๐‘11 NOUN iajs-3268 527 34 . . PUNCT iajs-3268 528 1 the the DET iajs-3268 528 2 maximum maximum ADJ iajs-3268 528 3 number number NOUN iajs-3268 528 4 of of ADP iajs-3268 528 5 the the DET iajs-3268 528 6 intersection intersection NOUN iajs-3268 528 7 points point NOUN iajs-3268 528 8 between between ADP iajs-3268 528 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 528 10 ๐‘11 ๐‘11 NOUN iajs-3268 528 11 and and CCONJ iajs-3268 528 12 the the DET iajs-3268 528 13 lines line NOUN iajs-3268 528 14 of of ADP iajs-3268 528 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 528 16 ) ) PUNCT iajs-3268 528 17 are be AUX iajs-3268 528 18 thirteen thirteen NUM iajs-3268 528 19 , , PUNCT iajs-3268 528 20 so so ADV iajs-3268 528 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 528 22 ๐‘11 ๐‘11 NOUN iajs-3268 528 23 is be AUX iajs-3268 528 24 ( ( PUNCT iajs-3268 528 25 21,13)-cap 21,13)-cap NOUN iajs-3268 528 26 and and CCONJ iajs-3268 528 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 528 28 values value NOUN iajs-3268 528 29 are be AUX iajs-3268 528 30 ๐‘0 ๐‘0 NOUN iajs-3268 528 31 = = SYM iajs-3268 528 32 2358 2358 NUM iajs-3268 528 33 , , PUNCT iajs-3268 528 34 ๐‘1 ๐‘1 NOUN iajs-3268 528 35 = = NOUN iajs-3268 528 36 1 1 X iajs-3268 528 37 . . PUNCT iajs-3268 528 38 since since SCONJ iajs-3268 528 39 ๐‘0 ๐‘0 NOUN iajs-3268 528 40 โ‰  โ‰  PROPN iajs-3268 528 41 0 0 NUM iajs-3268 528 42 , , PUNCT iajs-3268 528 43 then then ADV iajs-3268 528 44 ๐œ’238 ๐œ’238 PROPN iajs-3268 528 45 ๐‘11 ๐‘11 NOUN iajs-3268 528 46 is be AUX iajs-3268 528 47 incomplete incomplete ADJ iajs-3268 528 48 . . PUNCT iajs-3268 529 1 the the DET iajs-3268 529 2 ( ( PUNCT iajs-3268 529 3 21,13)-cap 21,13)-cap NOUN iajs-3268 529 4 will will AUX iajs-3268 529 5 be be AUX iajs-3268 529 6 complete complete ADJ iajs-3268 529 7 when when SCONJ iajs-3268 529 8 you you PRON iajs-3268 529 9 add add VERB iajs-3268 529 10 1629 1629 NUM iajs-3268 529 11 points point NOUN iajs-3268 529 12 to to ADP iajs-3268 529 13 it it PRON iajs-3268 529 14 . . PUNCT iajs-3268 530 1 let let VERB iajs-3268 530 2 ๐‘12 ๐‘12 PROPN iajs-3268 530 3 = = PROPN iajs-3268 530 4 { { PUNCT iajs-3268 530 5 24 24 NUM iajs-3268 530 6 , , PUNCT iajs-3268 530 7 315 315 NUM iajs-3268 530 8 , , PUNCT iajs-3268 530 9 453 453 NUM iajs-3268 530 10 , , PUNCT iajs-3268 530 11 794 794 NUM iajs-3268 530 12 , , PUNCT iajs-3268 530 13 860 860 NUM iajs-3268 530 14 , , PUNCT iajs-3268 530 15 870 870 NUM iajs-3268 530 16 , , PUNCT iajs-3268 530 17 968 968 NUM iajs-3268 530 18 , , PUNCT iajs-3268 530 19 1324 1324 NUM iajs-3268 530 20 , , PUNCT iajs-3268 530 21 1534 1534 NUM iajs-3268 530 22 , , PUNCT iajs-3268 530 23 1658 1658 NUM iajs-3268 530 24 , , PUNCT iajs-3268 530 25 1895 1895 NUM iajs-3268 530 26 , , PUNCT iajs-3268 530 27 2373 2373 NUM iajs-3268 530 28 } } PUNCT iajs-3268 530 29 . . PUNCT iajs-3268 531 1 put put VERB iajs-3268 531 2 ๐’Ÿ238 ๐’Ÿ238 NUM iajs-3268 531 3 ๐‘12 ๐‘12 NOUN iajs-3268 531 4 = = PROPN iajs-3268 531 5 ๐œ’238โ‹ƒ๐‘12 ๐œ’238โ‹ƒ๐‘12 PROPN iajs-3268 531 6 . . PUNCT iajs-3268 532 1 the the DET iajs-3268 532 2 maximum maximum ADJ iajs-3268 532 3 number number NOUN iajs-3268 532 4 of of ADP iajs-3268 532 5 the the DET iajs-3268 532 6 intersection intersection NOUN iajs-3268 532 7 points point NOUN iajs-3268 532 8 between between ADP iajs-3268 532 9 ๐œ’238 ๐œ’238 PROPN iajs-3268 532 10 ๐‘12 ๐‘12 NOUN iajs-3268 532 11 and and CCONJ iajs-3268 532 12 the the DET iajs-3268 532 13 lines line NOUN iajs-3268 532 14 of of ADP iajs-3268 532 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 532 16 ) ) PUNCT iajs-3268 532 17 are be AUX iajs-3268 532 18 fourteen fourteen NUM iajs-3268 532 19 , , PUNCT iajs-3268 532 20 so so ADV iajs-3268 532 21 ๐œ’238 ๐œ’238 PROPN iajs-3268 532 22 ๐‘12 ๐‘12 PROPN iajs-3268 532 23 is be AUX iajs-3268 532 24 ( ( PUNCT iajs-3268 532 25 22,14)-cap 22,14)-cap NOUN iajs-3268 532 26 and and CCONJ iajs-3268 532 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 532 28 values value NOUN iajs-3268 532 29 are be AUX iajs-3268 532 30 ๐‘0 ๐‘0 NOUN iajs-3268 532 31 = = SYM iajs-3268 532 32 2358 2358 NUM iajs-3268 532 33 . . PUNCT iajs-3268 533 1 since since SCONJ iajs-3268 533 2 ๐‘0 ๐‘0 NOUN iajs-3268 533 3 โ‰  โ‰  PROPN iajs-3268 533 4 0 0 NUM iajs-3268 533 5 , , PUNCT iajs-3268 533 6 then then ADV iajs-3268 533 7 ๐œ’238 ๐œ’238 PROPN iajs-3268 533 8 ๐‘12 ๐‘12 NOUN iajs-3268 533 9 is be AUX iajs-3268 533 10 incomplete incomplete ADJ iajs-3268 533 11 . . PUNCT iajs-3268 534 1 the the DET iajs-3268 534 2 ( ( PUNCT iajs-3268 534 3 22,14)-cap 22,14)-cap NOUN iajs-3268 534 4 will will AUX iajs-3268 534 5 be be AUX iajs-3268 534 6 complete complete ADJ iajs-3268 534 7 when when SCONJ iajs-3268 534 8 you you PRON iajs-3268 534 9 add add VERB iajs-3268 534 10 2358 2358 NUM iajs-3268 534 11 points point NOUN iajs-3268 534 12 to to ADP iajs-3268 534 13 it it PRON iajs-3268 534 14 . . PUNCT iajs-3268 535 1 12 12 NUM iajs-3268 535 2 . . PUNCT iajs-3268 536 1 the the DET iajs-3268 536 2 line line NOUN iajs-3268 536 3 ๐ˆ(๐œ11 ๐ˆ(๐œ11 PROPN iajs-3268 536 4 , , PUNCT iajs-3268 536 5 1,0,0,0,0 1,0,0,0,0 NUM iajs-3268 536 6 ) ) PUNCT iajs-3268 536 7 meets meet VERB iajs-3268 536 8 the the DET iajs-3268 536 9 cap cap NOUN iajs-3268 536 10 ๐œ’340 ๐œ’340 PROPN iajs-3268 536 11 in in ADP iajs-3268 536 12 7 7 NUM iajs-3268 536 13 points point NOUN iajs-3268 536 14 , , PUNCT iajs-3268 536 15 so so SCONJ iajs-3268 536 16 we we PRON iajs-3268 536 17 have have VERB iajs-3268 536 18 seven seven NUM iajs-3268 536 19 extension extension NOUN iajs-3268 536 20 points point NOUN iajs-3268 536 21 that that PRON iajs-3268 536 22 can can AUX iajs-3268 536 23 be be AUX iajs-3268 536 24 added add VERB iajs-3268 536 25 to to ADP iajs-3268 536 26 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 536 27 , , PUNCT iajs-3268 536 28 as as ADP iajs-3268 536 29 in in ADP iajs-3268 536 30 the the DET iajs-3268 536 31 following follow VERB iajs-3268 536 32 order order NOUN iajs-3268 536 33 : : PUNCT iajs-3268 536 34 171 171 NUM iajs-3268 536 35 , , PUNCT iajs-3268 536 36 511 511 NUM iajs-3268 536 37 , , PUNCT iajs-3268 536 38 851 851 NUM iajs-3268 536 39 , , PUNCT iajs-3268 536 40 1191 1191 NUM iajs-3268 536 41 , , PUNCT iajs-3268 536 42 1531 1531 NUM iajs-3268 536 43 , , PUNCT iajs-3268 536 44 1871 1871 NUM iajs-3268 536 45 , , PUNCT iajs-3268 536 46 2211 2211 NUM iajs-3268 536 47 . . PUNCT iajs-3268 537 1 let let VERB iajs-3268 537 2 ๐‘1 ๐‘1 NOUN iajs-3268 537 3 = = SYM iajs-3268 537 4 { { PUNCT iajs-3268 537 5 171 171 NUM iajs-3268 537 6 } } PUNCT iajs-3268 537 7 , , PUNCT iajs-3268 537 8 ๐’Ÿ340 ๐’Ÿ340 NOUN iajs-3268 537 9 ๐‘1 ๐‘1 NOUN iajs-3268 537 10 = = NOUN iajs-3268 537 11 ๐œ’340โ‹ƒ๐‘1 ๐œ’340โ‹ƒ๐‘1 PROPN iajs-3268 537 12 . . PUNCT iajs-3268 538 1 the the DET iajs-3268 538 2 maximum maximum ADJ iajs-3268 538 3 number number NOUN iajs-3268 538 4 of of ADP iajs-3268 538 5 intersection intersection NOUN iajs-3268 538 6 points point NOUN iajs-3268 538 7 between between ADP iajs-3268 538 8 ๐œ’340 ๐œ’340 PROPN iajs-3268 538 9 ๐‘1 ๐‘1 NOUN iajs-3268 538 10 and and CCONJ iajs-3268 538 11 the the DET iajs-3268 538 12 lines line NOUN iajs-3268 538 13 of of ADP iajs-3268 538 14 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 538 15 ) ) PUNCT iajs-3268 538 16 are be AUX iajs-3268 538 17 eight eight NUM iajs-3268 538 18 , , PUNCT iajs-3268 538 19 so so ADV iajs-3268 538 20 ๐œ’340 ๐œ’340 PROPN iajs-3268 538 21 ๐‘1 ๐‘1 NOUN iajs-3268 538 22 is be AUX iajs-3268 538 23 ( ( PUNCT iajs-3268 538 24 8,8)-cap 8,8)-cap NUM iajs-3268 538 25 and and CCONJ iajs-3268 538 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 538 27 values value NOUN iajs-3268 538 28 are be AUX iajs-3268 538 29 ๐‘0 ๐‘0 NOUN iajs-3268 538 30 = = SYM iajs-3268 538 31 2366 2366 NUM iajs-3268 538 32 , , PUNCT iajs-3268 538 33 ๐‘1 ๐‘1 NOUN iajs-3268 538 34 = = NOUN iajs-3268 538 35 6 6 X iajs-3268 538 36 . . PUNCT iajs-3268 538 37 since since SCONJ iajs-3268 538 38 ๐‘0 ๐‘0 NOUN iajs-3268 538 39 โ‰  โ‰  PROPN iajs-3268 538 40 0 0 NUM iajs-3268 538 41 , , PUNCT iajs-3268 538 42 then then ADV iajs-3268 538 43 ๐œ’340 ๐œ’340 PROPN iajs-3268 538 44 ๐‘1 ๐‘1 NOUN iajs-3268 538 45 is be AUX iajs-3268 538 46 incomplete incomplete ADJ iajs-3268 538 47 . . PUNCT iajs-3268 539 1 the the DET iajs-3268 539 2 ( ( PUNCT iajs-3268 539 3 8,8)-cap 8,8)-cap NUM iajs-3268 539 4 will will AUX iajs-3268 539 5 be be AUX iajs-3268 539 6 complete complete ADJ iajs-3268 539 7 when when SCONJ iajs-3268 539 8 you you PRON iajs-3268 539 9 add add VERB iajs-3268 539 10 702 702 NUM iajs-3268 539 11 points point NOUN iajs-3268 539 12 to to ADP iajs-3268 539 13 it it PRON iajs-3268 539 14 . . PUNCT iajs-3268 540 1 let let VERB iajs-3268 540 2 ๐‘2 ๐‘2 NOUN iajs-3268 540 3 = = SYM iajs-3268 540 4 { { PUNCT iajs-3268 540 5 171 171 NUM iajs-3268 540 6 , , PUNCT iajs-3268 540 7 511 511 NUM iajs-3268 540 8 } } PUNCT iajs-3268 540 9 , , PUNCT iajs-3268 540 10 ๐’Ÿ340 ๐’Ÿ340 NOUN iajs-3268 540 11 ๐‘2 ๐‘2 NOUN iajs-3268 540 12 = = SYM iajs-3268 540 13 ๐œ’340โ‹ƒ๐‘2 ๐œ’340โ‹ƒ๐‘2 PROPN iajs-3268 540 14 . . PUNCT iajs-3268 541 1 the the DET iajs-3268 541 2 maximum maximum ADJ iajs-3268 541 3 number number NOUN iajs-3268 541 4 of of ADP iajs-3268 541 5 the the DET iajs-3268 541 6 intersection intersection NOUN iajs-3268 541 7 points point NOUN iajs-3268 541 8 between between ADP iajs-3268 541 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 541 10 ๐‘2 ๐‘2 NOUN iajs-3268 541 11 and and CCONJ iajs-3268 541 12 the the DET iajs-3268 541 13 lines line NOUN iajs-3268 541 14 of of ADP iajs-3268 541 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 541 16 ) ) PUNCT iajs-3268 541 17 are be AUX iajs-3268 541 18 nine nine NUM iajs-3268 541 19 , , PUNCT iajs-3268 541 20 so so ADV iajs-3268 541 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 541 22 ๐‘2 ๐‘2 NOUN iajs-3268 541 23 is be AUX iajs-3268 541 24 ( ( PUNCT iajs-3268 541 25 9,9)-cap 9,9)-cap NUM iajs-3268 541 26 and and CCONJ iajs-3268 541 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 541 28 values value NOUN iajs-3268 541 29 are be AUX iajs-3268 541 30 ๐‘0 ๐‘0 NOUN iajs-3268 541 31 = = SYM iajs-3268 541 32 2366 2366 NUM iajs-3268 541 33 , , PUNCT iajs-3268 541 34 ๐‘1 ๐‘1 NOUN iajs-3268 541 35 = = NOUN iajs-3268 541 36 5 5 X iajs-3268 541 37 . . PUNCT iajs-3268 541 38 since since SCONJ iajs-3268 541 39 ๐‘0 ๐‘0 NOUN iajs-3268 541 40 โ‰  โ‰  PROPN iajs-3268 541 41 0 0 NUM iajs-3268 541 42 , , PUNCT iajs-3268 541 43 then then ADV iajs-3268 541 44 ๐œ’340 ๐œ’340 PROPN iajs-3268 541 45 ๐‘2 ๐‘2 NOUN iajs-3268 541 46 is be AUX iajs-3268 541 47 incomplete incomplete ADJ iajs-3268 541 48 . . PUNCT iajs-3268 542 1 the the DET iajs-3268 542 2 ( ( PUNCT iajs-3268 542 3 9,9)-cap 9,9)-cap NOUN iajs-3268 542 4 will will AUX iajs-3268 542 5 be be AUX iajs-3268 542 6 complete complete ADJ iajs-3268 542 7 when when SCONJ iajs-3268 542 8 you you PRON iajs-3268 542 9 add add VERB iajs-3268 542 10 912 912 NUM iajs-3268 542 11 points point NOUN iajs-3268 542 12 to to ADP iajs-3268 542 13 it it PRON iajs-3268 542 14 . . PUNCT iajs-3268 543 1 let let VERB iajs-3268 543 2 ๐‘3 ๐‘3 ADV iajs-3268 543 3 = = PUNCT iajs-3268 543 4 { { PUNCT iajs-3268 543 5 171 171 NUM iajs-3268 543 6 , , PUNCT iajs-3268 543 7 511 511 NUM iajs-3268 543 8 , , PUNCT iajs-3268 543 9 851 851 NUM iajs-3268 543 10 } } PUNCT iajs-3268 543 11 , , PUNCT iajs-3268 543 12 ๐’Ÿ340 ๐’Ÿ340 NOUN iajs-3268 543 13 ๐‘3 ๐‘3 NOUN iajs-3268 543 14 = = PUNCT iajs-3268 543 15 ๐œ’340 ๐œ’340 PROPN iajs-3268 543 16 โ‹ƒ โ‹ƒ NOUN iajs-3268 543 17 ๐‘3 ๐‘3 NOUN iajs-3268 543 18 . . PUNCT iajs-3268 544 1 the the DET iajs-3268 544 2 maximum maximum ADJ iajs-3268 544 3 number number NOUN iajs-3268 544 4 of of ADP iajs-3268 544 5 the the DET iajs-3268 544 6 intersection intersection NOUN iajs-3268 544 7 points point NOUN iajs-3268 544 8 between between ADP iajs-3268 544 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 544 10 ๐‘3 ๐‘3 ADV iajs-3268 544 11 and and CCONJ iajs-3268 544 12 the the DET iajs-3268 544 13 lines line NOUN iajs-3268 544 14 of of ADP iajs-3268 544 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 544 16 ) ) PUNCT iajs-3268 544 17 are be AUX iajs-3268 544 18 ten ten NUM iajs-3268 544 19 , , PUNCT iajs-3268 544 20 so so ADV iajs-3268 544 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 544 22 ๐‘3 ๐‘3 NOUN iajs-3268 544 23 is be AUX iajs-3268 544 24 ( ( PUNCT iajs-3268 544 25 10,10)-cap 10,10)-cap NOUN iajs-3268 544 26 and and CCONJ iajs-3268 544 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 544 28 values value NOUN iajs-3268 544 29 are be AUX iajs-3268 544 30 ๐‘0 ๐‘0 NOUN iajs-3268 544 31 = = SYM iajs-3268 544 32 2366 2366 NUM iajs-3268 544 33 , , PUNCT iajs-3268 544 34 ๐‘1 ๐‘1 NOUN iajs-3268 544 35 = = NOUN iajs-3268 544 36 4 4 X iajs-3268 544 37 . . PUNCT iajs-3268 545 1 since since SCONJ iajs-3268 545 2 ๐‘0 ๐‘0 NOUN iajs-3268 545 3 โ‰  โ‰  PROPN iajs-3268 545 4 0 0 NUM iajs-3268 545 5 , , PUNCT iajs-3268 545 6 then then ADV iajs-3268 545 7 ๐œ’340 ๐œ’340 PROPN iajs-3268 545 8 ๐‘3 ๐‘3 NOUN iajs-3268 545 9 is be AUX iajs-3268 545 10 incomplete incomplete ADJ iajs-3268 545 11 . . PUNCT iajs-3268 546 1 the the DET iajs-3268 546 2 ( ( PUNCT iajs-3268 546 3 10,10)-cap 10,10)-cap NOUN iajs-3268 546 4 will will AUX iajs-3268 546 5 be be AUX iajs-3268 546 6 complete complete ADJ iajs-3268 546 7 when when SCONJ iajs-3268 546 8 you you PRON iajs-3268 546 9 add add VERB iajs-3268 546 10 1077 1077 NUM iajs-3268 546 11 points point NOUN iajs-3268 546 12 to to ADP iajs-3268 546 13 it it PRON iajs-3268 546 14 . . PUNCT iajs-3268 547 1 let let VERB iajs-3268 547 2 ๐‘4 ๐‘4 NOUN iajs-3268 547 3 = = PUNCT iajs-3268 547 4 { { PUNCT iajs-3268 547 5 171 171 NUM iajs-3268 547 6 , , PUNCT iajs-3268 547 7 511 511 NUM iajs-3268 547 8 , , PUNCT iajs-3268 547 9 851 851 NUM iajs-3268 547 10 , , PUNCT iajs-3268 547 11 1191 1191 NUM iajs-3268 547 12 } } PUNCT iajs-3268 547 13 , , PUNCT iajs-3268 547 14 ๐’Ÿ340 ๐’Ÿ340 NUM iajs-3268 547 15 ๐‘4 ๐‘4 NOUN iajs-3268 547 16 = = SYM iajs-3268 547 17 ๐œ’340โ‹ƒ๐‘4 ๐œ’340โ‹ƒ๐‘4 NUM iajs-3268 547 18 . . PUNCT iajs-3268 548 1 the the DET iajs-3268 548 2 maximum maximum ADJ iajs-3268 548 3 number number NOUN iajs-3268 548 4 of of ADP iajs-3268 548 5 the the DET iajs-3268 548 6 intersection intersection NOUN iajs-3268 548 7 points point NOUN iajs-3268 548 8 between between ADP iajs-3268 548 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 548 10 ๐‘4 ๐‘4 NOUN iajs-3268 548 11 and and CCONJ iajs-3268 548 12 the the DET iajs-3268 548 13 lines line NOUN iajs-3268 548 14 of of ADP iajs-3268 548 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 548 16 ) ) PUNCT iajs-3268 548 17 are be AUX iajs-3268 548 18 eleven eleven NUM iajs-3268 548 19 , , PUNCT iajs-3268 548 20 so so ADV iajs-3268 548 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 548 22 ๐‘4 ๐‘4 NOUN iajs-3268 548 23 is be AUX iajs-3268 548 24 ( ( PUNCT iajs-3268 548 25 11,11)-cap 11,11)-cap NOUN iajs-3268 548 26 and and CCONJ iajs-3268 548 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 548 28 values value NOUN iajs-3268 548 29 are be AUX iajs-3268 548 30 ๐‘0 ๐‘0 NOUN iajs-3268 548 31 = = SYM iajs-3268 548 32 2366 2366 NUM iajs-3268 548 33 , , PUNCT iajs-3268 548 34 ๐‘1 ๐‘1 NOUN iajs-3268 548 35 = = NOUN iajs-3268 548 36 3 3 X iajs-3268 548 37 . . PUNCT iajs-3268 548 38 since since SCONJ iajs-3268 548 39 ๐‘0 ๐‘0 NOUN iajs-3268 548 40 โ‰  โ‰  PROPN iajs-3268 548 41 0 0 NUM iajs-3268 548 42 , , PUNCT iajs-3268 548 43 then then ADV iajs-3268 548 44 ๐œ’340 ๐œ’340 PROPN iajs-3268 548 45 ๐‘4 ๐‘4 NOUN iajs-3268 548 46 is be AUX iajs-3268 548 47 incomplete incomplete ADJ iajs-3268 548 48 . . PUNCT iajs-3268 549 1 the the PRON iajs-3268 549 2 ( ( PUNCT iajs-3268 549 3 11,11)-cap 11,11)-cap NOUN iajs-3268 549 4 will will AUX iajs-3268 549 5 be be AUX iajs-3268 549 6 complete complete ADJ iajs-3268 549 7 when when SCONJ iajs-3268 549 8 you you PRON iajs-3268 549 9 add add VERB iajs-3268 549 10 1408 1408 NUM iajs-3268 549 11 points point NOUN iajs-3268 549 12 to to ADP iajs-3268 549 13 it it PRON iajs-3268 549 14 . . PUNCT iajs-3268 550 1 let let VERB iajs-3268 550 2 ๐‘5 ๐‘5 VERB iajs-3268 550 3 = = SYM iajs-3268 550 4 { { PUNCT iajs-3268 550 5 171 171 NUM iajs-3268 550 6 , , PUNCT iajs-3268 550 7 511 511 NUM iajs-3268 550 8 , , PUNCT iajs-3268 550 9 851 851 NUM iajs-3268 550 10 , , PUNCT iajs-3268 550 11 1191 1191 NUM iajs-3268 550 12 , , PUNCT iajs-3268 550 13 1531 1531 NUM iajs-3268 550 14 } } PUNCT iajs-3268 550 15 , , PUNCT iajs-3268 550 16 ๐’Ÿ340 ๐’Ÿ340 NOUN iajs-3268 550 17 ๐‘5 ๐‘5 NOUN iajs-3268 550 18 = = SYM iajs-3268 550 19 ๐œ’340 ๐œ’340 PROPN iajs-3268 550 20 โ‹ƒ โ‹ƒ NOUN iajs-3268 550 21 ๐‘5 ๐‘5 NOUN iajs-3268 550 22 . . PUNCT iajs-3268 551 1 the the DET iajs-3268 551 2 maximum maximum ADJ iajs-3268 551 3 number number NOUN iajs-3268 551 4 of of ADP iajs-3268 551 5 the the DET iajs-3268 551 6 intersection intersection NOUN iajs-3268 551 7 points point NOUN iajs-3268 551 8 between between ADP iajs-3268 551 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 551 10 ๐‘5 ๐‘5 NOUN iajs-3268 551 11 and and CCONJ iajs-3268 551 12 the the DET iajs-3268 551 13 lines line NOUN iajs-3268 551 14 of of ADP iajs-3268 551 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 551 16 ) ) PUNCT iajs-3268 551 17 are be AUX iajs-3268 551 18 twelve twelve NUM iajs-3268 551 19 , , PUNCT iajs-3268 551 20 so so ADV iajs-3268 551 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 551 22 ๐‘5 ๐‘5 NOUN iajs-3268 551 23 is be AUX iajs-3268 551 24 ( ( PUNCT iajs-3268 551 25 12,12)-cap 12,12)-cap NUM iajs-3268 551 26 and and CCONJ iajs-3268 551 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 551 28 values value NOUN iajs-3268 551 29 are be AUX iajs-3268 551 30 ๐‘0 ๐‘0 NOUN iajs-3268 551 31 = = SYM iajs-3268 551 32 2366 2366 NUM iajs-3268 551 33 , , PUNCT iajs-3268 551 34 ๐‘1 ๐‘1 NOUN iajs-3268 551 35 = = NOUN iajs-3268 551 36 2 2 X iajs-3268 551 37 . . PUNCT iajs-3268 551 38 since since SCONJ iajs-3268 551 39 ๐‘0 ๐‘0 NOUN iajs-3268 551 40 โ‰  โ‰  PROPN iajs-3268 551 41 0 0 NUM iajs-3268 551 42 , , PUNCT iajs-3268 551 43 then then ADV iajs-3268 551 44 ๐œ’340 ๐œ’340 PROPN iajs-3268 551 45 ๐‘5 ๐‘5 NOUN iajs-3268 551 46 is be AUX iajs-3268 551 47 incomplete incomplete ADJ iajs-3268 551 48 . . PUNCT iajs-3268 552 1 the the DET iajs-3268 552 2 ( ( PUNCT iajs-3268 552 3 12,12)cap 12,12)cap NUM iajs-3268 552 4 will will AUX iajs-3268 552 5 be be AUX iajs-3268 552 6 complete complete ADJ iajs-3268 552 7 when when SCONJ iajs-3268 552 8 you you PRON iajs-3268 552 9 add add VERB iajs-3268 552 10 1451 1451 NUM iajs-3268 552 11 points point NOUN iajs-3268 552 12 to to ADP iajs-3268 552 13 it it PRON iajs-3268 552 14 . . PUNCT iajs-3268 553 1 let let VERB iajs-3268 553 2 ๐‘6 ๐‘6 NOUN iajs-3268 553 3 = = VERB iajs-3268 553 4 { { PUNCT iajs-3268 553 5 171 171 NUM iajs-3268 553 6 , , PUNCT iajs-3268 553 7 511 511 NUM iajs-3268 553 8 , , PUNCT iajs-3268 553 9 851 851 NUM iajs-3268 553 10 , , PUNCT iajs-3268 553 11 1191 1191 NUM iajs-3268 553 12 , , PUNCT iajs-3268 553 13 1531 1531 NUM iajs-3268 553 14 , , PUNCT iajs-3268 553 15 1871 1871 NUM iajs-3268 553 16 } } PUNCT iajs-3268 553 17 , , PUNCT iajs-3268 553 18 ๐’Ÿ340 ๐’Ÿ340 NUM iajs-3268 553 19 ๐‘6 ๐‘6 NOUN iajs-3268 553 20 = = NOUN iajs-3268 553 21 ๐œ’340โ‹ƒ๐‘6 ๐œ’340โ‹ƒ๐‘6 PROPN iajs-3268 553 22 . . PUNCT iajs-3268 554 1 the the DET iajs-3268 554 2 maximum maximum ADJ iajs-3268 554 3 number number NOUN iajs-3268 554 4 of of ADP iajs-3268 554 5 the the DET iajs-3268 554 6 intersection intersection NOUN iajs-3268 554 7 points point NOUN iajs-3268 554 8 between between ADP iajs-3268 554 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 554 10 ๐‘6 ๐‘6 NOUN iajs-3268 554 11 and and CCONJ iajs-3268 554 12 the the DET iajs-3268 554 13 lines line NOUN iajs-3268 554 14 of of ADP iajs-3268 554 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 554 16 ) ) PUNCT iajs-3268 554 17 are be AUX iajs-3268 554 18 thirteen thirteen NUM iajs-3268 554 19 , , PUNCT iajs-3268 554 20 so so ADV iajs-3268 554 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 554 22 ๐‘6 ๐‘6 NOUN iajs-3268 554 23 is be AUX iajs-3268 554 24 ( ( PUNCT iajs-3268 554 25 13,13)ihjpas 13,13)ihjpas NUM iajs-3268 554 26 . . PUNCT iajs-3268 554 27 2024 2024 NUM iajs-3268 554 28 , , PUNCT iajs-3268 554 29 37 37 NUM iajs-3268 554 30 ( ( PUNCT iajs-3268 554 31 3 3 NUM iajs-3268 554 32 ) ) PUNCT iajs-3268 554 33 411 411 NUM iajs-3268 554 34 cap cap NOUN iajs-3268 554 35 and and CCONJ iajs-3268 554 36 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 554 37 values value NOUN iajs-3268 554 38 are be AUX iajs-3268 554 39 ๐‘0 ๐‘0 NOUN iajs-3268 554 40 = = SYM iajs-3268 554 41 2366 2366 NUM iajs-3268 554 42 , , PUNCT iajs-3268 554 43 ๐‘1 ๐‘1 NOUN iajs-3268 554 44 = = NOUN iajs-3268 554 45 1 1 X iajs-3268 554 46 . . PUNCT iajs-3268 554 47 since since SCONJ iajs-3268 554 48 ๐‘0 ๐‘0 NOUN iajs-3268 554 49 โ‰  โ‰  PROPN iajs-3268 554 50 0 0 NUM iajs-3268 554 51 , , PUNCT iajs-3268 554 52 then then ADV iajs-3268 554 53 ๐œ’340 ๐œ’340 PROPN iajs-3268 554 54 ๐‘6 ๐‘6 NOUN iajs-3268 554 55 is be AUX iajs-3268 554 56 incomplete incomplete ADJ iajs-3268 554 57 . . PUNCT iajs-3268 555 1 the the DET iajs-3268 555 2 ( ( PUNCT iajs-3268 555 3 13,13)-cap 13,13)-cap NOUN iajs-3268 555 4 will will AUX iajs-3268 555 5 be be AUX iajs-3268 555 6 complete complete ADJ iajs-3268 555 7 when when SCONJ iajs-3268 555 8 you you PRON iajs-3268 555 9 add add VERB iajs-3268 555 10 1635 1635 NUM iajs-3268 555 11 points point NOUN iajs-3268 555 12 to to ADP iajs-3268 555 13 it it PRON iajs-3268 555 14 . . PUNCT iajs-3268 556 1 let let VERB iajs-3268 556 2 ๐‘7 ๐‘7 PROPN iajs-3268 556 3 = = PUNCT iajs-3268 556 4 { { PUNCT iajs-3268 556 5 171 171 NUM iajs-3268 556 6 , , PUNCT iajs-3268 556 7 511 511 NUM iajs-3268 556 8 , , PUNCT iajs-3268 556 9 851 851 NUM iajs-3268 556 10 , , PUNCT iajs-3268 556 11 1191 1191 NUM iajs-3268 556 12 , , PUNCT iajs-3268 556 13 1531 1531 NUM iajs-3268 556 14 , , PUNCT iajs-3268 556 15 1871 1871 NUM iajs-3268 556 16 , , PUNCT iajs-3268 556 17 2211 2211 NUM iajs-3268 556 18 } } PUNCT iajs-3268 556 19 , , PUNCT iajs-3268 556 20 ๐’Ÿ340 ๐’Ÿ340 X iajs-3268 556 21 ๐‘7 ๐‘7 NOUN iajs-3268 556 22 = = PUNCT iajs-3268 557 1 ๐œ’340 ๐œ’340 PROPN iajs-3268 557 2 โ‹ƒ โ‹ƒ PROPN iajs-3268 557 3 ๐‘7 ๐‘7 PROPN iajs-3268 557 4 . . PUNCT iajs-3268 558 1 the the DET iajs-3268 558 2 maximum maximum ADJ iajs-3268 558 3 number number NOUN iajs-3268 558 4 of of ADP iajs-3268 558 5 the the DET iajs-3268 558 6 intersection intersection NOUN iajs-3268 558 7 points point NOUN iajs-3268 558 8 between between ADP iajs-3268 558 9 ๐œ’340 ๐œ’340 PROPN iajs-3268 558 10 ๐‘7 ๐‘7 PROPN iajs-3268 558 11 and and CCONJ iajs-3268 558 12 the the DET iajs-3268 558 13 lines line NOUN iajs-3268 558 14 of of ADP iajs-3268 558 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 558 16 ) ) PUNCT iajs-3268 558 17 are be AUX iajs-3268 558 18 fourteen fourteen NUM iajs-3268 558 19 , , PUNCT iajs-3268 558 20 so so ADV iajs-3268 558 21 ๐œ’340 ๐œ’340 PROPN iajs-3268 558 22 ๐‘7 ๐‘7 PROPN iajs-3268 558 23 is be AUX iajs-3268 558 24 ( ( PUNCT iajs-3268 558 25 14,14)-cap 14,14)-cap NOUN iajs-3268 558 26 and and CCONJ iajs-3268 558 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 558 28 values value NOUN iajs-3268 558 29 are be AUX iajs-3268 558 30 ๐‘0 ๐‘0 NOUN iajs-3268 558 31 = = SYM iajs-3268 558 32 2366 2366 NUM iajs-3268 558 33 . . PUNCT iajs-3268 559 1 since since SCONJ iajs-3268 559 2 ๐‘0 ๐‘0 NOUN iajs-3268 559 3 โ‰  โ‰  PROPN iajs-3268 559 4 0 0 NUM iajs-3268 559 5 , , PUNCT iajs-3268 559 6 then then ADV iajs-3268 559 7 ๐œ’340 ๐œ’340 PROPN iajs-3268 559 8 ๐‘7 ๐‘7 PROPN iajs-3268 559 9 is be AUX iajs-3268 559 10 incomplete incomplete ADJ iajs-3268 559 11 . . PUNCT iajs-3268 560 1 the the DET iajs-3268 560 2 ( ( PUNCT iajs-3268 560 3 14,14)-cap 14,14)-cap NOUN iajs-3268 560 4 will will AUX iajs-3268 560 5 be be AUX iajs-3268 560 6 complete complete ADJ iajs-3268 560 7 when when SCONJ iajs-3268 560 8 you you PRON iajs-3268 560 9 add add VERB iajs-3268 560 10 2366 2366 NUM iajs-3268 560 11 points point NOUN iajs-3268 560 12 to to ADP iajs-3268 560 13 it it PRON iajs-3268 560 14 . . PUNCT iajs-3268 561 1 13 13 NUM iajs-3268 561 2 . . PUNCT iajs-3268 562 1 the the DET iajs-3268 562 2 line line NOUN iajs-3268 562 3 ๐ˆ(๐œ ๐ˆ(๐œ PROPN iajs-3268 562 4 , , PUNCT iajs-3268 562 5 ๐œ6 ๐œ6 NOUN iajs-3268 562 6 , , PUNCT iajs-3268 562 7 1,0,0,0 1,0,0,0 NUM iajs-3268 562 8 ) ) PUNCT iajs-3268 562 9 meets meet VERB iajs-3268 562 10 the the DET iajs-3268 562 11 cap cap NOUN iajs-3268 562 12 ๐œ’476 ๐œ’476 PROPN iajs-3268 562 13 in in ADP iajs-3268 562 14 2 2 NUM iajs-3268 562 15 points point NOUN iajs-3268 562 16 , , PUNCT iajs-3268 562 17 so so SCONJ iajs-3268 562 18 we we PRON iajs-3268 562 19 have have VERB iajs-3268 562 20 twelve twelve NUM iajs-3268 562 21 extension extension NOUN iajs-3268 562 22 points point NOUN iajs-3268 562 23 that that PRON iajs-3268 562 24 can can AUX iajs-3268 562 25 be be AUX iajs-3268 562 26 added add VERB iajs-3268 562 27 to to ADP iajs-3268 562 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 562 29 , , PUNCT iajs-3268 562 30 as as ADP iajs-3268 562 31 in in ADP iajs-3268 562 32 the the DET iajs-3268 562 33 following follow VERB iajs-3268 562 34 order order NOUN iajs-3268 562 35 : : PUNCT iajs-3268 562 36 205 205 NUM iajs-3268 562 37 , , PUNCT iajs-3268 562 38 217 217 NUM iajs-3268 562 39 , , PUNCT iajs-3268 562 40 220 220 NUM iajs-3268 562 41 , , PUNCT iajs-3268 562 42 360 360 NUM iajs-3268 562 43 , , PUNCT iajs-3268 562 44 574 574 NUM iajs-3268 562 45 , , PUNCT iajs-3268 562 46 686 686 NUM iajs-3268 562 47 , , PUNCT iajs-3268 562 48 809 809 NUM iajs-3268 562 49 , , PUNCT iajs-3268 562 50 970 970 NUM iajs-3268 562 51 , , PUNCT iajs-3268 562 52 971 971 NUM iajs-3268 562 53 , , PUNCT iajs-3268 562 54 1139 1139 NUM iajs-3268 562 55 , , PUNCT iajs-3268 562 56 2233 2233 NUM iajs-3268 562 57 , , PUNCT iajs-3268 562 58 2321 2321 NUM iajs-3268 562 59 . . PUNCT iajs-3268 563 1 let let VERB iajs-3268 563 2 ๐‘1 ๐‘1 NOUN iajs-3268 563 3 = = SYM iajs-3268 563 4 { { PUNCT iajs-3268 563 5 205 205 NUM iajs-3268 563 6 } } PUNCT iajs-3268 563 7 , , PUNCT iajs-3268 563 8 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 563 9 ๐‘1 ๐‘1 NOUN iajs-3268 563 10 = = SYM iajs-3268 563 11 ๐œ’476โ‹ƒ๐‘1 ๐œ’476โ‹ƒ๐‘1 PROPN iajs-3268 563 12 . . PUNCT iajs-3268 564 1 the the DET iajs-3268 564 2 maximum maximum ADJ iajs-3268 564 3 number number NOUN iajs-3268 564 4 of of ADP iajs-3268 564 5 the the DET iajs-3268 564 6 intersection intersection NOUN iajs-3268 564 7 points point NOUN iajs-3268 564 8 between between ADP iajs-3268 564 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 564 10 ๐‘1 ๐‘1 NOUN iajs-3268 564 11 and and CCONJ iajs-3268 564 12 the the DET iajs-3268 564 13 lines line NOUN iajs-3268 564 14 of of ADP iajs-3268 564 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 564 16 ) ) PUNCT iajs-3268 564 17 are be AUX iajs-3268 564 18 three three NUM iajs-3268 564 19 , , PUNCT iajs-3268 564 20 so so SCONJ iajs-3268 564 21 ๐œ’476 ๐œ’476 NUM iajs-3268 564 22 ๐‘1 ๐‘1 NOUN iajs-3268 564 23 is be AUX iajs-3268 564 24 ( ( PUNCT iajs-3268 564 25 6,3)-cap 6,3)-cap NUM iajs-3268 564 26 and and CCONJ iajs-3268 564 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 564 28 values value NOUN iajs-3268 564 29 are be AUX iajs-3268 564 30 ๐‘0 ๐‘0 NOUN iajs-3268 564 31 = = SYM iajs-3268 564 32 2363 2363 NUM iajs-3268 564 33 , , PUNCT iajs-3268 564 34 ๐‘1 ๐‘1 NOUN iajs-3268 564 35 = = NOUN iajs-3268 564 36 11 11 NUM iajs-3268 564 37 . . PUNCT iajs-3268 565 1 since since SCONJ iajs-3268 565 2 ๐‘0 ๐‘0 NOUN iajs-3268 565 3 โ‰  โ‰  PROPN iajs-3268 565 4 0 0 NUM iajs-3268 565 5 , , PUNCT iajs-3268 565 6 then then ADV iajs-3268 565 7 ๐œ’476 ๐œ’476 NUM iajs-3268 565 8 ๐‘1 ๐‘1 NOUN iajs-3268 565 9 is be AUX iajs-3268 565 10 incomplete incomplete ADJ iajs-3268 565 11 . . PUNCT iajs-3268 566 1 the the DET iajs-3268 566 2 ( ( PUNCT iajs-3268 566 3 6,3)-cap 6,3)-cap NUM iajs-3268 566 4 will will AUX iajs-3268 566 5 be be AUX iajs-3268 566 6 complete complete ADJ iajs-3268 566 7 when when SCONJ iajs-3268 566 8 you you PRON iajs-3268 566 9 add add VERB iajs-3268 566 10 137 137 NUM iajs-3268 566 11 points point NOUN iajs-3268 566 12 to to ADP iajs-3268 566 13 it it PRON iajs-3268 566 14 . . PUNCT iajs-3268 567 1 let let VERB iajs-3268 567 2 ๐‘2 ๐‘2 NOUN iajs-3268 567 3 = = SYM iajs-3268 567 4 { { PUNCT iajs-3268 567 5 205 205 NUM iajs-3268 567 6 , , PUNCT iajs-3268 567 7 217 217 NUM iajs-3268 567 8 } } PUNCT iajs-3268 567 9 , , PUNCT iajs-3268 567 10 ๐’Ÿ476 ๐’Ÿ476 PRON iajs-3268 567 11 ๐‘2 ๐‘2 NOUN iajs-3268 567 12 = = SYM iajs-3268 567 13 ๐œ’476โ‹ƒ๐‘2 ๐œ’476โ‹ƒ๐‘2 PROPN iajs-3268 567 14 . . PUNCT iajs-3268 568 1 the the DET iajs-3268 568 2 maximum maximum ADJ iajs-3268 568 3 number number NOUN iajs-3268 568 4 of of ADP iajs-3268 568 5 the the DET iajs-3268 568 6 intersection intersection NOUN iajs-3268 568 7 points point NOUN iajs-3268 568 8 between between ADP iajs-3268 568 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 568 10 ๐‘2 ๐‘2 NOUN iajs-3268 568 11 and and CCONJ iajs-3268 568 12 the the DET iajs-3268 568 13 lines line NOUN iajs-3268 568 14 of of ADP iajs-3268 568 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 568 16 ) ) PUNCT iajs-3268 568 17 are be AUX iajs-3268 568 18 four four NUM iajs-3268 568 19 , , PUNCT iajs-3268 568 20 so so SCONJ iajs-3268 568 21 ๐œ’476 ๐œ’476 PROPN iajs-3268 568 22 ๐‘2 ๐‘2 NOUN iajs-3268 568 23 is be AUX iajs-3268 568 24 ( ( PUNCT iajs-3268 568 25 7,4)-cap 7,4)-cap NUM iajs-3268 568 26 and and CCONJ iajs-3268 568 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 568 28 values value NOUN iajs-3268 568 29 are be AUX iajs-3268 568 30 ๐‘0 ๐‘0 NOUN iajs-3268 568 31 = = SYM iajs-3268 568 32 2363 2363 NUM iajs-3268 568 33 , , PUNCT iajs-3268 568 34 ๐‘1 ๐‘1 NOUN iajs-3268 568 35 = = NOUN iajs-3268 568 36 10 10 NUM iajs-3268 568 37 . . PUNCT iajs-3268 569 1 since since SCONJ iajs-3268 569 2 ๐‘0 ๐‘0 NOUN iajs-3268 569 3 โ‰  โ‰  PROPN iajs-3268 569 4 0 0 NUM iajs-3268 569 5 , , PUNCT iajs-3268 569 6 then then ADV iajs-3268 569 7 ๐œ’476 ๐œ’476 PROPN iajs-3268 569 8 ๐‘2 ๐‘2 NOUN iajs-3268 569 9 is be AUX iajs-3268 569 10 incomplete incomplete ADJ iajs-3268 569 11 . . PUNCT iajs-3268 570 1 the the DET iajs-3268 570 2 ( ( PUNCT iajs-3268 570 3 7,4)-cap 7,4)-cap NUM iajs-3268 570 4 will will AUX iajs-3268 570 5 be be AUX iajs-3268 570 6 complete complete ADJ iajs-3268 570 7 when when SCONJ iajs-3268 570 8 you you PRON iajs-3268 570 9 add add VERB iajs-3268 570 10 243 243 NUM iajs-3268 570 11 points point NOUN iajs-3268 570 12 to to ADP iajs-3268 570 13 it it PRON iajs-3268 570 14 . . PUNCT iajs-3268 571 1 let let VERB iajs-3268 571 2 ๐‘3 ๐‘3 ADV iajs-3268 571 3 = = PUNCT iajs-3268 571 4 { { PUNCT iajs-3268 571 5 205 205 NUM iajs-3268 571 6 , , PUNCT iajs-3268 571 7 217 217 NUM iajs-3268 571 8 , , PUNCT iajs-3268 571 9 220 220 NUM iajs-3268 571 10 } } PUNCT iajs-3268 571 11 , , PUNCT iajs-3268 571 12 ๐’Ÿ476 ๐’Ÿ476 PUNCT iajs-3268 571 13 ๐‘3 ๐‘3 ADV iajs-3268 571 14 = = PUNCT iajs-3268 571 15 ๐œ’476โ‹ƒ๐‘3 ๐œ’476โ‹ƒ๐‘3 PROPN iajs-3268 571 16 . . PUNCT iajs-3268 572 1 the the DET iajs-3268 572 2 maximum maximum ADJ iajs-3268 572 3 number number NOUN iajs-3268 572 4 of of ADP iajs-3268 572 5 the the DET iajs-3268 572 6 intersection intersection NOUN iajs-3268 572 7 points point NOUN iajs-3268 572 8 between between ADP iajs-3268 572 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 572 10 ๐‘3 ๐‘3 ADV iajs-3268 572 11 and and CCONJ iajs-3268 572 12 the the DET iajs-3268 572 13 lines line NOUN iajs-3268 572 14 of of ADP iajs-3268 572 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 572 16 ) ) PUNCT iajs-3268 572 17 are be AUX iajs-3268 572 18 five five NUM iajs-3268 572 19 , , PUNCT iajs-3268 572 20 so so SCONJ iajs-3268 572 21 ๐œ’476 ๐œ’476 NUM iajs-3268 572 22 ๐‘3 ๐‘3 NOUN iajs-3268 572 23 is be AUX iajs-3268 572 24 ( ( PUNCT iajs-3268 572 25 8,5)-cap 8,5)-cap NUM iajs-3268 572 26 and and CCONJ iajs-3268 572 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 572 28 values value NOUN iajs-3268 572 29 are be AUX iajs-3268 572 30 ๐‘0 ๐‘0 NOUN iajs-3268 572 31 = = SYM iajs-3268 572 32 2363 2363 NUM iajs-3268 572 33 , , PUNCT iajs-3268 572 34 ๐‘1 ๐‘1 NOUN iajs-3268 572 35 = = NOUN iajs-3268 572 36 9 9 X iajs-3268 572 37 . . PUNCT iajs-3268 572 38 since since SCONJ iajs-3268 572 39 ๐‘0 ๐‘0 NOUN iajs-3268 572 40 โ‰  โ‰  PROPN iajs-3268 572 41 0 0 NUM iajs-3268 572 42 , , PUNCT iajs-3268 572 43 then then ADV iajs-3268 572 44 ๐œ’476 ๐œ’476 NUM iajs-3268 572 45 ๐‘3 ๐‘3 ADV iajs-3268 572 46 is be AUX iajs-3268 572 47 incomplete incomplete ADJ iajs-3268 572 48 . . PUNCT iajs-3268 573 1 the the DET iajs-3268 573 2 ( ( PUNCT iajs-3268 573 3 8,5)-cap 8,5)-cap NUM iajs-3268 573 4 will will AUX iajs-3268 573 5 be be AUX iajs-3268 573 6 complete complete ADJ iajs-3268 573 7 when when SCONJ iajs-3268 573 8 you you PRON iajs-3268 573 9 add add VERB iajs-3268 573 10 399 399 NUM iajs-3268 573 11 points point NOUN iajs-3268 573 12 to to ADP iajs-3268 573 13 it it PRON iajs-3268 573 14 . . PUNCT iajs-3268 574 1 let let VERB iajs-3268 574 2 ๐‘4 ๐‘4 NOUN iajs-3268 574 3 = = PUNCT iajs-3268 574 4 { { PUNCT iajs-3268 574 5 205 205 NUM iajs-3268 574 6 , , PUNCT iajs-3268 574 7 217 217 NUM iajs-3268 574 8 , , PUNCT iajs-3268 574 9 220 220 NUM iajs-3268 574 10 , , PUNCT iajs-3268 574 11 360 360 NUM iajs-3268 574 12 } } PUNCT iajs-3268 574 13 , , PUNCT iajs-3268 574 14 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 574 15 ๐‘4 ๐‘4 NOUN iajs-3268 574 16 = = SYM iajs-3268 574 17 ๐œ’476โ‹ƒ๐‘4 ๐œ’476โ‹ƒ๐‘4 PROPN iajs-3268 574 18 . . PUNCT iajs-3268 575 1 the the DET iajs-3268 575 2 maximum maximum ADJ iajs-3268 575 3 number number NOUN iajs-3268 575 4 of of ADP iajs-3268 575 5 the the DET iajs-3268 575 6 intersection intersection NOUN iajs-3268 575 7 points point NOUN iajs-3268 575 8 between between ADP iajs-3268 575 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 575 10 ๐‘4 ๐‘4 NOUN iajs-3268 575 11 and and CCONJ iajs-3268 575 12 the the DET iajs-3268 575 13 lines line NOUN iajs-3268 575 14 of of ADP iajs-3268 575 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 575 16 ) ) PUNCT iajs-3268 575 17 are be AUX iajs-3268 575 18 six six NUM iajs-3268 575 19 , , PUNCT iajs-3268 575 20 so so SCONJ iajs-3268 575 21 ๐œ’476 ๐œ’476 NUM iajs-3268 575 22 ๐‘4 ๐‘4 NOUN iajs-3268 575 23 is be AUX iajs-3268 575 24 ( ( PUNCT iajs-3268 575 25 9,6)-cap 9,6)-cap NUM iajs-3268 575 26 and and CCONJ iajs-3268 575 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 575 28 values value NOUN iajs-3268 575 29 are be AUX iajs-3268 575 30 ๐‘0 ๐‘0 NOUN iajs-3268 575 31 = = SYM iajs-3268 575 32 2363 2363 NUM iajs-3268 575 33 , , PUNCT iajs-3268 575 34 ๐‘1 ๐‘1 NOUN iajs-3268 575 35 = = NOUN iajs-3268 575 36 8 8 X iajs-3268 575 37 . . PUNCT iajs-3268 576 1 since since SCONJ iajs-3268 576 2 ๐‘0 ๐‘0 NOUN iajs-3268 576 3 โ‰  โ‰  PROPN iajs-3268 576 4 0 0 NUM iajs-3268 576 5 , , PUNCT iajs-3268 576 6 then then ADV iajs-3268 576 7 ๐œ’476 ๐œ’476 NUM iajs-3268 576 8 ๐‘4 ๐‘4 NOUN iajs-3268 576 9 is be AUX iajs-3268 576 10 incomplete incomplete ADJ iajs-3268 576 11 . . PUNCT iajs-3268 577 1 the the DET iajs-3268 577 2 ( ( PUNCT iajs-3268 577 3 9,6)-cap 9,6)-cap NUM iajs-3268 577 4 will will AUX iajs-3268 577 5 be be AUX iajs-3268 577 6 complete complete ADJ iajs-3268 577 7 when when SCONJ iajs-3268 577 8 you you PRON iajs-3268 577 9 add add VERB iajs-3268 577 10 509 509 NUM iajs-3268 577 11 points point NOUN iajs-3268 577 12 to to ADP iajs-3268 577 13 it it PRON iajs-3268 577 14 . . PUNCT iajs-3268 578 1 let let VERB iajs-3268 578 2 ๐‘5 ๐‘5 VERB iajs-3268 578 3 = = SYM iajs-3268 578 4 { { PUNCT iajs-3268 578 5 205 205 NUM iajs-3268 578 6 , , PUNCT iajs-3268 578 7 217 217 NUM iajs-3268 578 8 , , PUNCT iajs-3268 578 9 220 220 NUM iajs-3268 578 10 , , PUNCT iajs-3268 578 11 360 360 NUM iajs-3268 578 12 , , PUNCT iajs-3268 578 13 574 574 NUM iajs-3268 578 14 } } PUNCT iajs-3268 578 15 , , PUNCT iajs-3268 578 16 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 578 17 ๐‘5 ๐‘5 NOUN iajs-3268 578 18 = = SYM iajs-3268 578 19 ๐œ’476โ‹ƒ๐‘5 ๐œ’476โ‹ƒ๐‘5 NOUN iajs-3268 578 20 . . PUNCT iajs-3268 579 1 the the DET iajs-3268 579 2 maximum maximum ADJ iajs-3268 579 3 number number NOUN iajs-3268 579 4 of of ADP iajs-3268 579 5 the the DET iajs-3268 579 6 intersection intersection NOUN iajs-3268 579 7 points point NOUN iajs-3268 579 8 between between ADP iajs-3268 579 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 579 10 ๐‘5 ๐‘5 NOUN iajs-3268 579 11 and and CCONJ iajs-3268 579 12 the the DET iajs-3268 579 13 lines line NOUN iajs-3268 579 14 of of ADP iajs-3268 579 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 579 16 ) ) PUNCT iajs-3268 579 17 are be AUX iajs-3268 579 18 seven seven NUM iajs-3268 579 19 , , PUNCT iajs-3268 579 20 so so SCONJ iajs-3268 579 21 ๐œ’476 ๐œ’476 NUM iajs-3268 579 22 ๐‘5 ๐‘5 NOUN iajs-3268 579 23 is be AUX iajs-3268 579 24 ( ( PUNCT iajs-3268 579 25 10,7)-cap 10,7)-cap NUM iajs-3268 579 26 and and CCONJ iajs-3268 579 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 579 28 values value NOUN iajs-3268 579 29 are be AUX iajs-3268 579 30 ๐‘0 ๐‘0 NOUN iajs-3268 579 31 = = SYM iajs-3268 579 32 2363 2363 NUM iajs-3268 579 33 , , PUNCT iajs-3268 579 34 ๐‘1 ๐‘1 NOUN iajs-3268 579 35 = = NOUN iajs-3268 579 36 7 7 X iajs-3268 579 37 . . PUNCT iajs-3268 579 38 since since SCONJ iajs-3268 579 39 ๐‘0 ๐‘0 NOUN iajs-3268 579 40 โ‰  โ‰  PROPN iajs-3268 579 41 0 0 NUM iajs-3268 579 42 , , PUNCT iajs-3268 579 43 then then ADV iajs-3268 579 44 ๐œ’476 ๐œ’476 NUM iajs-3268 579 45 ๐‘5 ๐‘5 NOUN iajs-3268 579 46 is be AUX iajs-3268 579 47 incomplete incomplete ADJ iajs-3268 579 48 . . PUNCT iajs-3268 580 1 the the DET iajs-3268 580 2 ( ( PUNCT iajs-3268 580 3 10,7)-cap 10,7)-cap NUM iajs-3268 580 4 will will AUX iajs-3268 580 5 be be AUX iajs-3268 580 6 complete complete ADJ iajs-3268 580 7 when when SCONJ iajs-3268 580 8 you you PRON iajs-3268 580 9 add add VERB iajs-3268 580 10 632 632 NUM iajs-3268 580 11 points point NOUN iajs-3268 580 12 to to ADP iajs-3268 580 13 it it PRON iajs-3268 580 14 . . PUNCT iajs-3268 581 1 let let VERB iajs-3268 581 2 ๐‘6 ๐‘6 NOUN iajs-3268 581 3 = = VERB iajs-3268 581 4 { { PUNCT iajs-3268 581 5 205 205 NUM iajs-3268 581 6 , , PUNCT iajs-3268 581 7 217 217 NUM iajs-3268 581 8 , , PUNCT iajs-3268 581 9 220 220 NUM iajs-3268 581 10 , , PUNCT iajs-3268 581 11 360 360 NUM iajs-3268 581 12 , , PUNCT iajs-3268 581 13 574 574 NUM iajs-3268 581 14 , , PUNCT iajs-3268 581 15 686 686 NUM iajs-3268 581 16 } } PUNCT iajs-3268 581 17 , , PUNCT iajs-3268 581 18 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 581 19 ๐‘6 ๐‘6 NOUN iajs-3268 581 20 = = PUNCT iajs-3268 581 21 ๐œ’476 ๐œ’476 PROPN iajs-3268 581 22 โ‹ƒ โ‹ƒ PROPN iajs-3268 581 23 ๐‘6 ๐‘6 NOUN iajs-3268 581 24 . . PUNCT iajs-3268 582 1 the the DET iajs-3268 582 2 maximum maximum ADJ iajs-3268 582 3 number number NOUN iajs-3268 582 4 of of ADP iajs-3268 582 5 the the DET iajs-3268 582 6 intersection intersection NOUN iajs-3268 582 7 points point NOUN iajs-3268 582 8 between between ADP iajs-3268 582 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 582 10 ๐‘6 ๐‘6 NOUN iajs-3268 582 11 and and CCONJ iajs-3268 582 12 the the DET iajs-3268 582 13 lines line NOUN iajs-3268 582 14 of of ADP iajs-3268 582 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 582 16 ) ) PUNCT iajs-3268 582 17 are be AUX iajs-3268 582 18 eight eight NUM iajs-3268 582 19 , , PUNCT iajs-3268 582 20 so so ADV iajs-3268 582 21 ๐œ’476 ๐œ’476 NUM iajs-3268 582 22 ๐‘6 ๐‘6 NOUN iajs-3268 582 23 is be AUX iajs-3268 582 24 ( ( PUNCT iajs-3268 582 25 11,8)-cap 11,8)-cap NUM iajs-3268 582 26 and and CCONJ iajs-3268 582 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 582 28 values value NOUN iajs-3268 582 29 are be AUX iajs-3268 582 30 ๐‘0 ๐‘0 NOUN iajs-3268 582 31 = = SYM iajs-3268 582 32 2363 2363 NUM iajs-3268 582 33 , , PUNCT iajs-3268 582 34 ๐‘1 ๐‘1 NOUN iajs-3268 582 35 = = NOUN iajs-3268 582 36 6 6 X iajs-3268 582 37 . . PUNCT iajs-3268 582 38 since since SCONJ iajs-3268 582 39 ๐‘0 ๐‘0 NOUN iajs-3268 582 40 โ‰  โ‰  PROPN iajs-3268 582 41 0 0 NUM iajs-3268 582 42 , , PUNCT iajs-3268 582 43 then then ADV iajs-3268 582 44 ๐œ’476 ๐œ’476 PROPN iajs-3268 582 45 ๐‘6 ๐‘6 NOUN iajs-3268 582 46 is be AUX iajs-3268 582 47 incomplete incomplete ADJ iajs-3268 582 48 . . PUNCT iajs-3268 583 1 the the PRON iajs-3268 583 2 ( ( PUNCT iajs-3268 583 3 11,8)-cap 11,8)-cap NUM iajs-3268 583 4 will will AUX iajs-3268 583 5 be be AUX iajs-3268 583 6 complete complete ADJ iajs-3268 583 7 when when SCONJ iajs-3268 583 8 you you PRON iajs-3268 583 9 add add VERB iajs-3268 583 10 677 677 NUM iajs-3268 583 11 points point NOUN iajs-3268 583 12 to to ADP iajs-3268 583 13 it it PRON iajs-3268 583 14 . . PUNCT iajs-3268 584 1 let let VERB iajs-3268 584 2 ๐‘7 ๐‘7 PROPN iajs-3268 584 3 = = PUNCT iajs-3268 584 4 { { PUNCT iajs-3268 584 5 205 205 NUM iajs-3268 584 6 , , PUNCT iajs-3268 584 7 217 217 NUM iajs-3268 584 8 , , PUNCT iajs-3268 584 9 220 220 NUM iajs-3268 584 10 , , PUNCT iajs-3268 584 11 360 360 NUM iajs-3268 584 12 , , PUNCT iajs-3268 584 13 574 574 NUM iajs-3268 584 14 , , PUNCT iajs-3268 584 15 686 686 NUM iajs-3268 584 16 , , PUNCT iajs-3268 584 17 809 809 NUM iajs-3268 584 18 } } PUNCT iajs-3268 584 19 , , PUNCT iajs-3268 584 20 ๐’Ÿ476 ๐’Ÿ476 X iajs-3268 584 21 ๐‘7 ๐‘7 PROPN iajs-3268 585 1 = = SYM iajs-3268 585 2 ๐œ’476โ‹ƒ๐‘7 ๐œ’476โ‹ƒ๐‘7 PROPN iajs-3268 585 3 . . PUNCT iajs-3268 586 1 the the DET iajs-3268 586 2 maximum maximum ADJ iajs-3268 586 3 number number NOUN iajs-3268 586 4 of of ADP iajs-3268 586 5 the the DET iajs-3268 586 6 intersection intersection NOUN iajs-3268 586 7 points point NOUN iajs-3268 586 8 between between ADP iajs-3268 586 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 586 10 ๐‘7 ๐‘7 PROPN iajs-3268 586 11 and and CCONJ iajs-3268 586 12 the the DET iajs-3268 586 13 lines line NOUN iajs-3268 586 14 of of ADP iajs-3268 586 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 586 16 ) ) PUNCT iajs-3268 586 17 are be AUX iajs-3268 586 18 nine nine NUM iajs-3268 586 19 , , PUNCT iajs-3268 586 20 so so SCONJ iajs-3268 586 21 ๐œ’476 ๐œ’476 PROPN iajs-3268 586 22 ๐‘7 ๐‘7 PROPN iajs-3268 586 23 is be AUX iajs-3268 586 24 ( ( PUNCT iajs-3268 586 25 12,9)-cap 12,9)-cap NUM iajs-3268 586 26 and and CCONJ iajs-3268 586 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 586 28 values value NOUN iajs-3268 586 29 are be AUX iajs-3268 586 30 ๐‘0 ๐‘0 NOUN iajs-3268 586 31 = = SYM iajs-3268 586 32 2363 2363 NUM iajs-3268 586 33 , , PUNCT iajs-3268 586 34 ๐‘1 ๐‘1 NOUN iajs-3268 586 35 = = NOUN iajs-3268 586 36 5 5 X iajs-3268 586 37 . . PUNCT iajs-3268 586 38 since since SCONJ iajs-3268 586 39 ๐‘0 ๐‘0 NOUN iajs-3268 586 40 โ‰  โ‰  PROPN iajs-3268 586 41 0 0 NUM iajs-3268 586 42 , , PUNCT iajs-3268 586 43 then then ADV iajs-3268 586 44 ๐œ’476 ๐œ’476 PROPN iajs-3268 586 45 ๐‘7 ๐‘7 PROPN iajs-3268 586 46 is be AUX iajs-3268 586 47 incomplete incomplete ADJ iajs-3268 586 48 . . PUNCT iajs-3268 587 1 the the PRON iajs-3268 587 2 ( ( PUNCT iajs-3268 587 3 12,9)-cap 12,9)-cap PROPN iajs-3268 587 4 will will AUX iajs-3268 587 5 be be AUX iajs-3268 587 6 complete complete ADJ iajs-3268 587 7 when when SCONJ iajs-3268 587 8 you you PRON iajs-3268 587 9 add add VERB iajs-3268 587 10 896 896 NUM iajs-3268 587 11 points point NOUN iajs-3268 587 12 to to ADP iajs-3268 587 13 it it PRON iajs-3268 587 14 . . PUNCT iajs-3268 588 1 let let VERB iajs-3268 588 2 ๐‘8 ๐‘8 PROPN iajs-3268 588 3 = = SYM iajs-3268 588 4 { { PUNCT iajs-3268 588 5 205 205 NUM iajs-3268 588 6 , , PUNCT iajs-3268 588 7 217 217 NUM iajs-3268 588 8 , , PUNCT iajs-3268 588 9 220 220 NUM iajs-3268 588 10 , , PUNCT iajs-3268 588 11 360 360 NUM iajs-3268 588 12 , , PUNCT iajs-3268 588 13 574 574 NUM iajs-3268 588 14 , , PUNCT iajs-3268 588 15 686 686 NUM iajs-3268 588 16 , , PUNCT iajs-3268 588 17 809 809 NUM iajs-3268 588 18 , , PUNCT iajs-3268 588 19 970 970 NUM iajs-3268 588 20 } } PUNCT iajs-3268 588 21 , , PUNCT iajs-3268 588 22 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 588 23 ๐‘8 ๐‘8 NOUN iajs-3268 588 24 = = SYM iajs-3268 588 25 ๐œ’476โ‹ƒ๐‘8 ๐œ’476โ‹ƒ๐‘8 PROPN iajs-3268 588 26 . . PUNCT iajs-3268 589 1 the the DET iajs-3268 589 2 maximum maximum ADJ iajs-3268 589 3 number number NOUN iajs-3268 589 4 of of ADP iajs-3268 589 5 the the DET iajs-3268 589 6 intersection intersection NOUN iajs-3268 589 7 points point NOUN iajs-3268 589 8 between between ADP iajs-3268 589 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 589 10 ๐‘8 ๐‘8 NOUN iajs-3268 589 11 and and CCONJ iajs-3268 589 12 the the DET iajs-3268 589 13 lines line NOUN iajs-3268 589 14 of of ADP iajs-3268 589 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 589 16 ) ) PUNCT iajs-3268 589 17 ten ten NUM iajs-3268 589 18 , , PUNCT iajs-3268 589 19 so so SCONJ iajs-3268 589 20 ๐œ’476 ๐œ’476 NUM iajs-3268 589 21 ๐‘8 ๐‘8 PROPN iajs-3268 589 22 is be AUX iajs-3268 589 23 ( ( PUNCT iajs-3268 589 24 13,10)-cap 13,10)-cap NUM iajs-3268 589 25 and and CCONJ iajs-3268 589 26 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 589 27 values value NOUN iajs-3268 589 28 are be AUX iajs-3268 589 29 ๐‘0 ๐‘0 NOUN iajs-3268 589 30 = = SYM iajs-3268 589 31 2363 2363 NUM iajs-3268 589 32 , , PUNCT iajs-3268 589 33 ๐‘1 ๐‘1 NOUN iajs-3268 589 34 = = NOUN iajs-3268 589 35 4 4 X iajs-3268 589 36 . . PUNCT iajs-3268 589 37 since since SCONJ iajs-3268 589 38 ๐‘0 ๐‘0 NOUN iajs-3268 589 39 โ‰  โ‰  PROPN iajs-3268 589 40 0 0 NUM iajs-3268 589 41 , , PUNCT iajs-3268 589 42 then then ADV iajs-3268 589 43 ๐œ’476 ๐œ’476 PROPN iajs-3268 589 44 ๐‘8 ๐‘8 NOUN iajs-3268 589 45 is be AUX iajs-3268 589 46 incomplete incomplete ADJ iajs-3268 589 47 . . PUNCT iajs-3268 590 1 the the DET iajs-3268 590 2 ( ( PUNCT iajs-3268 590 3 13,10)-cap 13,10)-cap NOUN iajs-3268 590 4 will will AUX iajs-3268 590 5 be be AUX iajs-3268 590 6 complete complete ADJ iajs-3268 590 7 when when SCONJ iajs-3268 590 8 you you PRON iajs-3268 590 9 add add VERB iajs-3268 590 10 1069 1069 NUM iajs-3268 590 11 points point NOUN iajs-3268 590 12 to to ADP iajs-3268 590 13 it it PRON iajs-3268 590 14 . . PUNCT iajs-3268 591 1 ihjpas ihjpas PROPN iajs-3268 591 2 . . PUNCT iajs-3268 592 1 2024 2024 NUM iajs-3268 592 2 , , PUNCT iajs-3268 592 3 37 37 NUM iajs-3268 592 4 ( ( PUNCT iajs-3268 592 5 3 3 NUM iajs-3268 592 6 ) ) PUNCT iajs-3268 592 7 412 412 NUM iajs-3268 592 8 let let VERB iajs-3268 592 9 ๐‘9 ๐‘9 NOUN iajs-3268 592 10 = = PUNCT iajs-3268 592 11 { { PUNCT iajs-3268 592 12 205 205 NUM iajs-3268 592 13 , , PUNCT iajs-3268 592 14 217 217 NUM iajs-3268 592 15 , , PUNCT iajs-3268 592 16 220 220 NUM iajs-3268 592 17 , , PUNCT iajs-3268 592 18 360 360 NUM iajs-3268 592 19 , , PUNCT iajs-3268 592 20 574 574 NUM iajs-3268 592 21 , , PUNCT iajs-3268 592 22 686 686 NUM iajs-3268 592 23 , , PUNCT iajs-3268 592 24 809 809 NUM iajs-3268 592 25 , , PUNCT iajs-3268 592 26 970 970 NUM iajs-3268 592 27 , , PUNCT iajs-3268 592 28 971 971 NUM iajs-3268 592 29 } } PUNCT iajs-3268 592 30 , , PUNCT iajs-3268 593 1 ๐’Ÿ476 ๐’Ÿ476 PRON iajs-3268 593 2 ๐‘9 ๐‘9 NOUN iajs-3268 593 3 = = SYM iajs-3268 593 4 ๐œ’476โ‹ƒ๐‘9 ๐œ’476โ‹ƒ๐‘9 NOUN iajs-3268 593 5 . . PUNCT iajs-3268 594 1 the the DET iajs-3268 594 2 maximum maximum ADJ iajs-3268 594 3 number number NOUN iajs-3268 594 4 of of ADP iajs-3268 594 5 the the DET iajs-3268 594 6 intersection intersection NOUN iajs-3268 594 7 points point NOUN iajs-3268 594 8 between between ADP iajs-3268 594 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 594 10 ๐‘9 ๐‘9 NOUN iajs-3268 594 11 and and CCONJ iajs-3268 594 12 the the DET iajs-3268 594 13 lines line NOUN iajs-3268 594 14 of of ADP iajs-3268 594 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 594 16 ) ) PUNCT iajs-3268 594 17 are be AUX iajs-3268 594 18 eleven eleven NUM iajs-3268 594 19 , , PUNCT iajs-3268 594 20 so so SCONJ iajs-3268 594 21 ๐œ’476 ๐œ’476 NUM iajs-3268 594 22 ๐‘9 ๐‘9 NOUN iajs-3268 594 23 is be AUX iajs-3268 594 24 ( ( PUNCT iajs-3268 594 25 14,11)-cap 14,11)-cap NOUN iajs-3268 594 26 and and CCONJ iajs-3268 594 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 594 28 values value NOUN iajs-3268 594 29 are be AUX iajs-3268 594 30 ๐‘0 ๐‘0 NOUN iajs-3268 594 31 = = SYM iajs-3268 594 32 2363 2363 NUM iajs-3268 594 33 , , PUNCT iajs-3268 594 34 ๐‘1 ๐‘1 NOUN iajs-3268 594 35 = = NOUN iajs-3268 595 1 3 3 X iajs-3268 595 2 . . PUNCT iajs-3268 595 3 since since SCONJ iajs-3268 595 4 ๐‘0 ๐‘0 NOUN iajs-3268 595 5 โ‰  โ‰  PROPN iajs-3268 595 6 0 0 NUM iajs-3268 595 7 , , PUNCT iajs-3268 595 8 then then ADV iajs-3268 595 9 ๐œ’476 ๐œ’476 NUM iajs-3268 595 10 ๐‘9 ๐‘9 NOUN iajs-3268 595 11 is be AUX iajs-3268 595 12 incomplete incomplete ADJ iajs-3268 595 13 . . PUNCT iajs-3268 596 1 the the PRON iajs-3268 596 2 ( ( PUNCT iajs-3268 596 3 14,11)-cap 14,11)-cap NOUN iajs-3268 596 4 will will AUX iajs-3268 596 5 be be AUX iajs-3268 596 6 complete complete ADJ iajs-3268 596 7 when when SCONJ iajs-3268 596 8 you you PRON iajs-3268 596 9 add add VERB iajs-3268 596 10 1407 1407 NUM iajs-3268 596 11 points point NOUN iajs-3268 596 12 to to ADP iajs-3268 596 13 it it PRON iajs-3268 596 14 . . PUNCT iajs-3268 597 1 let let VERB iajs-3268 597 2 ๐‘10 ๐‘10 NOUN iajs-3268 597 3 = = SYM iajs-3268 597 4 { { PUNCT iajs-3268 597 5 205 205 NUM iajs-3268 597 6 , , PUNCT iajs-3268 597 7 217 217 NUM iajs-3268 597 8 , , PUNCT iajs-3268 597 9 220 220 NUM iajs-3268 597 10 , , PUNCT iajs-3268 597 11 360 360 NUM iajs-3268 597 12 , , PUNCT iajs-3268 597 13 574 574 NUM iajs-3268 597 14 , , PUNCT iajs-3268 597 15 686 686 NUM iajs-3268 597 16 , , PUNCT iajs-3268 597 17 809 809 NUM iajs-3268 597 18 , , PUNCT iajs-3268 597 19 970 970 NUM iajs-3268 597 20 , , PUNCT iajs-3268 597 21 971 971 NUM iajs-3268 597 22 , , PUNCT iajs-3268 597 23 1139 1139 NUM iajs-3268 597 24 } } PUNCT iajs-3268 597 25 , , PUNCT iajs-3268 597 26 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 597 27 ๐‘10 ๐‘10 NOUN iajs-3268 597 28 = = SYM iajs-3268 597 29 ๐œ’476 ๐œ’476 PROPN iajs-3268 597 30 โ‹ƒ โ‹ƒ ADV iajs-3268 597 31 ๐‘10 ๐‘10 NOUN iajs-3268 597 32 . . PUNCT iajs-3268 598 1 the the DET iajs-3268 598 2 maximum maximum ADJ iajs-3268 598 3 number number NOUN iajs-3268 598 4 of of ADP iajs-3268 598 5 the the DET iajs-3268 598 6 intersection intersection NOUN iajs-3268 598 7 points point NOUN iajs-3268 598 8 between between ADP iajs-3268 598 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 598 10 ๐‘10 ๐‘10 NOUN iajs-3268 598 11 and and CCONJ iajs-3268 598 12 the the DET iajs-3268 598 13 lines line NOUN iajs-3268 598 14 of of ADP iajs-3268 598 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 598 16 ) ) PUNCT iajs-3268 598 17 are be AUX iajs-3268 598 18 twelve twelve NUM iajs-3268 598 19 , , PUNCT iajs-3268 598 20 so so SCONJ iajs-3268 598 21 ๐œ’476 ๐œ’476 NUM iajs-3268 598 22 ๐‘10 ๐‘10 NOUN iajs-3268 598 23 is be AUX iajs-3268 598 24 ( ( PUNCT iajs-3268 598 25 15,12)-cap 15,12)-cap NUM iajs-3268 598 26 and and CCONJ iajs-3268 598 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 598 28 values value NOUN iajs-3268 598 29 are be AUX iajs-3268 598 30 ๐‘0 ๐‘0 NOUN iajs-3268 598 31 = = SYM iajs-3268 598 32 2363 2363 NUM iajs-3268 598 33 , , PUNCT iajs-3268 598 34 ๐‘1 ๐‘1 NOUN iajs-3268 598 35 = = NOUN iajs-3268 598 36 2 2 X iajs-3268 598 37 . . PUNCT iajs-3268 598 38 since since SCONJ iajs-3268 598 39 ๐‘0 ๐‘0 NOUN iajs-3268 598 40 โ‰  โ‰  PROPN iajs-3268 598 41 0 0 NUM iajs-3268 598 42 , , PUNCT iajs-3268 598 43 then then ADV iajs-3268 598 44 ๐œ’476 ๐œ’476 NUM iajs-3268 598 45 ๐‘10 ๐‘10 NOUN iajs-3268 598 46 is be AUX iajs-3268 598 47 incomplete incomplete ADJ iajs-3268 598 48 . . PUNCT iajs-3268 599 1 the the PRON iajs-3268 599 2 ( ( PUNCT iajs-3268 599 3 15,12)-cap 15,12)-cap NOUN iajs-3268 599 4 will will AUX iajs-3268 599 5 be be AUX iajs-3268 599 6 complete complete ADJ iajs-3268 599 7 when when SCONJ iajs-3268 599 8 you you PRON iajs-3268 599 9 add add VERB iajs-3268 599 10 1389 1389 NUM iajs-3268 599 11 points point NOUN iajs-3268 599 12 to to ADP iajs-3268 599 13 it it PRON iajs-3268 599 14 . . PUNCT iajs-3268 600 1 let let VERB iajs-3268 600 2 ๐‘11 ๐‘11 NOUN iajs-3268 600 3 = = SYM iajs-3268 600 4 { { PUNCT iajs-3268 600 5 205 205 NUM iajs-3268 600 6 , , PUNCT iajs-3268 600 7 217 217 NUM iajs-3268 600 8 , , PUNCT iajs-3268 600 9 220 220 NUM iajs-3268 600 10 , , PUNCT iajs-3268 600 11 360 360 NUM iajs-3268 600 12 , , PUNCT iajs-3268 600 13 574 574 NUM iajs-3268 600 14 , , PUNCT iajs-3268 600 15 686 686 NUM iajs-3268 600 16 , , PUNCT iajs-3268 600 17 809 809 NUM iajs-3268 600 18 , , PUNCT iajs-3268 600 19 970 970 NUM iajs-3268 600 20 , , PUNCT iajs-3268 600 21 971 971 NUM iajs-3268 600 22 , , PUNCT iajs-3268 600 23 1139 1139 NUM iajs-3268 600 24 , , PUNCT iajs-3268 600 25 2233 2233 NUM iajs-3268 600 26 } } PUNCT iajs-3268 600 27 , , PUNCT iajs-3268 600 28 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 600 29 ๐‘11 ๐‘11 NOUN iajs-3268 600 30 = = SYM iajs-3268 600 31 ๐œ’476โ‹ƒ ๐œ’476โ‹ƒ PROPN iajs-3268 600 32 ๐‘11 ๐‘11 NOUN iajs-3268 600 33 . . PUNCT iajs-3268 601 1 the the DET iajs-3268 601 2 maximum maximum ADJ iajs-3268 601 3 number number NOUN iajs-3268 601 4 of of ADP iajs-3268 601 5 the the DET iajs-3268 601 6 intersection intersection NOUN iajs-3268 601 7 points point NOUN iajs-3268 601 8 between between ADP iajs-3268 601 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 601 10 ๐‘11 ๐‘11 NOUN iajs-3268 601 11 and and CCONJ iajs-3268 601 12 the the DET iajs-3268 601 13 lines line NOUN iajs-3268 601 14 of of ADP iajs-3268 601 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 601 16 ) ) PUNCT iajs-3268 601 17 are be AUX iajs-3268 601 18 thirteen thirteen NUM iajs-3268 601 19 , , PUNCT iajs-3268 601 20 so so ADV iajs-3268 601 21 ๐œ’476 ๐œ’476 NUM iajs-3268 601 22 ๐‘11 ๐‘11 NOUN iajs-3268 601 23 is be AUX iajs-3268 601 24 ( ( PUNCT iajs-3268 601 25 16,13)-cap 16,13)-cap NOUN iajs-3268 601 26 and and CCONJ iajs-3268 601 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 601 28 values value NOUN iajs-3268 601 29 are be AUX iajs-3268 601 30 ๐‘0 ๐‘0 NOUN iajs-3268 601 31 = = SYM iajs-3268 601 32 2363 2363 NUM iajs-3268 601 33 , , PUNCT iajs-3268 601 34 ๐‘1 ๐‘1 NOUN iajs-3268 601 35 = = NOUN iajs-3268 601 36 1 1 X iajs-3268 601 37 . . PUNCT iajs-3268 601 38 since since SCONJ iajs-3268 601 39 ๐‘0 ๐‘0 NOUN iajs-3268 601 40 โ‰  โ‰  PROPN iajs-3268 601 41 0 0 NUM iajs-3268 601 42 , , PUNCT iajs-3268 601 43 then then ADV iajs-3268 601 44 ๐œ’476 ๐œ’476 NUM iajs-3268 601 45 ๐‘11 ๐‘11 NOUN iajs-3268 601 46 is be AUX iajs-3268 601 47 incomplete incomplete ADJ iajs-3268 601 48 . . PUNCT iajs-3268 602 1 the the DET iajs-3268 602 2 ( ( PUNCT iajs-3268 602 3 16,13)-cap 16,13)-cap NOUN iajs-3268 602 4 will will AUX iajs-3268 602 5 be be AUX iajs-3268 602 6 complete complete ADJ iajs-3268 602 7 when when SCONJ iajs-3268 602 8 you you PRON iajs-3268 602 9 add add VERB iajs-3268 602 10 1630 1630 NUM iajs-3268 602 11 points point NOUN iajs-3268 602 12 to to ADP iajs-3268 602 13 it it PRON iajs-3268 602 14 . . PUNCT iajs-3268 603 1 let let VERB iajs-3268 603 2 ๐‘12 ๐‘12 PROPN iajs-3268 603 3 = = PROPN iajs-3268 603 4 { { PUNCT iajs-3268 603 5 205 205 NUM iajs-3268 603 6 , , PUNCT iajs-3268 603 7 217 217 NUM iajs-3268 603 8 , , PUNCT iajs-3268 603 9 220 220 NUM iajs-3268 603 10 , , PUNCT iajs-3268 603 11 360 360 NUM iajs-3268 603 12 , , PUNCT iajs-3268 603 13 574 574 NUM iajs-3268 603 14 , , PUNCT iajs-3268 603 15 686 686 NUM iajs-3268 603 16 , , PUNCT iajs-3268 603 17 809 809 NUM iajs-3268 603 18 , , PUNCT iajs-3268 603 19 970 970 NUM iajs-3268 603 20 , , PUNCT iajs-3268 603 21 971 971 NUM iajs-3268 603 22 , , PUNCT iajs-3268 603 23 1139 1139 NUM iajs-3268 603 24 , , PUNCT iajs-3268 603 25 2233 2233 NUM iajs-3268 603 26 , , PUNCT iajs-3268 603 27 2321 2321 NUM iajs-3268 603 28 } } PUNCT iajs-3268 603 29 . . PUNCT iajs-3268 604 1 put put VERB iajs-3268 604 2 ๐’Ÿ476 ๐’Ÿ476 DET iajs-3268 604 3 ๐‘12 ๐‘12 NOUN iajs-3268 604 4 = = NOUN iajs-3268 604 5 ๐œ’476โ‹ƒ๐‘12 ๐œ’476โ‹ƒ๐‘12 PROPN iajs-3268 604 6 . . PUNCT iajs-3268 605 1 the the DET iajs-3268 605 2 maximum maximum ADJ iajs-3268 605 3 number number NOUN iajs-3268 605 4 of of ADP iajs-3268 605 5 the the DET iajs-3268 605 6 intersection intersection NOUN iajs-3268 605 7 points point NOUN iajs-3268 605 8 between between ADP iajs-3268 605 9 ๐œ’476 ๐œ’476 PROPN iajs-3268 605 10 ๐‘12 ๐‘12 PROPN iajs-3268 605 11 and and CCONJ iajs-3268 605 12 the the DET iajs-3268 605 13 lines line NOUN iajs-3268 605 14 of of ADP iajs-3268 605 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 605 16 ) ) PUNCT iajs-3268 605 17 are be AUX iajs-3268 605 18 fourteen fourteen NUM iajs-3268 605 19 , , PUNCT iajs-3268 605 20 so so ADV iajs-3268 605 21 ๐œ’476 ๐œ’476 PROPN iajs-3268 605 22 ๐‘12 ๐‘12 NOUN iajs-3268 605 23 is be AUX iajs-3268 605 24 ( ( PUNCT iajs-3268 605 25 17,14)-cap 17,14)-cap NUM iajs-3268 605 26 and and CCONJ iajs-3268 605 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 605 28 values value NOUN iajs-3268 605 29 are be AUX iajs-3268 605 30 ๐‘0 ๐‘0 NOUN iajs-3268 605 31 = = PUNCT iajs-3268 605 32 2363 2363 NUM iajs-3268 605 33 . . PUNCT iajs-3268 606 1 since since SCONJ iajs-3268 606 2 ๐‘0 ๐‘0 NOUN iajs-3268 606 3 โ‰  โ‰  PROPN iajs-3268 606 4 0 0 NUM iajs-3268 606 5 , , PUNCT iajs-3268 606 6 then then ADV iajs-3268 606 7 ๐œ’476 ๐œ’476 PROPN iajs-3268 606 8 ๐‘12 ๐‘12 NOUN iajs-3268 606 9 is be AUX iajs-3268 606 10 incomplete incomplete ADJ iajs-3268 606 11 . . PUNCT iajs-3268 607 1 the the DET iajs-3268 607 2 ( ( PUNCT iajs-3268 607 3 17,14)-cap 17,14)-cap NOUN iajs-3268 607 4 will will AUX iajs-3268 607 5 be be AUX iajs-3268 607 6 complete complete ADJ iajs-3268 607 7 when when SCONJ iajs-3268 607 8 you you PRON iajs-3268 607 9 add add VERB iajs-3268 607 10 2363 2363 NUM iajs-3268 607 11 points point NOUN iajs-3268 607 12 to to ADP iajs-3268 607 13 it it PRON iajs-3268 607 14 . . PUNCT iajs-3268 608 1 14 14 NUM iajs-3268 608 2 . . PUNCT iajs-3268 609 1 the the DET iajs-3268 609 2 line line NOUN iajs-3268 609 3 ๐ˆ(๐œ8 ๐ˆ(๐œ8 PROPN iajs-3268 609 4 , , PUNCT iajs-3268 609 5 ๐œ2 ๐œ2 PROPN iajs-3268 609 6 , , PUNCT iajs-3268 609 7 1,0,0,0 1,0,0,0 NUM iajs-3268 609 8 ) ) PUNCT iajs-3268 609 9 meets meet VERB iajs-3268 609 10 the the DET iajs-3268 609 11 cap cap NOUN iajs-3268 609 12 ๐œ’595 ๐œ’595 PROPN iajs-3268 609 13 in in ADP iajs-3268 609 14 2 2 NUM iajs-3268 609 15 points point NOUN iajs-3268 609 16 , , PUNCT iajs-3268 609 17 so so SCONJ iajs-3268 609 18 we we PRON iajs-3268 609 19 have have VERB iajs-3268 609 20 twelve twelve NUM iajs-3268 609 21 extension extension NOUN iajs-3268 609 22 points point NOUN iajs-3268 609 23 that that PRON iajs-3268 609 24 can can AUX iajs-3268 609 25 be be AUX iajs-3268 609 26 added add VERB iajs-3268 609 27 to to ADP iajs-3268 609 28 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 609 29 , , PUNCT iajs-3268 609 30 as as ADP iajs-3268 609 31 in in ADP iajs-3268 609 32 the the DET iajs-3268 609 33 following follow VERB iajs-3268 609 34 order order NOUN iajs-3268 609 35 : : PUNCT iajs-3268 609 36 108 108 NUM iajs-3268 609 37 , , PUNCT iajs-3268 609 38 483 483 NUM iajs-3268 609 39 , , PUNCT iajs-3268 609 40 501 501 NUM iajs-3268 609 41 , , PUNCT iajs-3268 609 42 539 539 NUM iajs-3268 609 43 , , PUNCT iajs-3268 609 44 1201 1201 NUM iajs-3268 609 45 , , PUNCT iajs-3268 609 46 1321 1321 NUM iajs-3268 609 47 , , PUNCT iajs-3268 609 48 1392 1392 NUM iajs-3268 609 49 , , PUNCT iajs-3268 609 50 1424 1424 NUM iajs-3268 609 51 , , PUNCT iajs-3268 609 52 1507 1507 NUM iajs-3268 609 53 , , PUNCT iajs-3268 609 54 1741 1741 NUM iajs-3268 609 55 , , PUNCT iajs-3268 609 56 1840 1840 NUM iajs-3268 609 57 , , PUNCT iajs-3268 609 58 2235 2235 NUM iajs-3268 609 59 . . PUNCT iajs-3268 610 1 let let VERB iajs-3268 610 2 ๐‘1 ๐‘1 NOUN iajs-3268 610 3 = = PUNCT iajs-3268 610 4 { { PUNCT iajs-3268 610 5 108 108 NUM iajs-3268 610 6 } } PUNCT iajs-3268 610 7 , , PUNCT iajs-3268 610 8 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 610 9 ๐‘1 ๐‘1 NOUN iajs-3268 610 10 = = SYM iajs-3268 610 11 ๐œ’595 ๐œ’595 PROPN iajs-3268 610 12 โ‹ƒ โ‹ƒ NOUN iajs-3268 610 13 ๐‘1 ๐‘1 NOUN iajs-3268 610 14 . . PUNCT iajs-3268 611 1 the the DET iajs-3268 611 2 maximum maximum ADJ iajs-3268 611 3 number number NOUN iajs-3268 611 4 of of ADP iajs-3268 611 5 the the DET iajs-3268 611 6 intersection intersection NOUN iajs-3268 611 7 points point NOUN iajs-3268 611 8 between between ADP iajs-3268 611 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 611 10 ๐‘1 ๐‘1 NOUN iajs-3268 611 11 and and CCONJ iajs-3268 611 12 the the DET iajs-3268 611 13 lines line NOUN iajs-3268 611 14 of of ADP iajs-3268 611 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 611 16 ) ) PUNCT iajs-3268 611 17 are be AUX iajs-3268 611 18 three three NUM iajs-3268 611 19 , , PUNCT iajs-3268 611 20 so so SCONJ iajs-3268 611 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 611 22 ๐‘1 ๐‘1 NOUN iajs-3268 611 23 is be AUX iajs-3268 611 24 ( ( PUNCT iajs-3268 611 25 5,3)-cap 5,3)-cap NUM iajs-3268 611 26 and and CCONJ iajs-3268 611 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 611 28 values value NOUN iajs-3268 611 29 are be AUX iajs-3268 611 30 ๐‘0 ๐‘0 NOUN iajs-3268 611 31 = = SYM iajs-3268 611 32 2364 2364 NUM iajs-3268 611 33 , , PUNCT iajs-3268 611 34 ๐‘1 ๐‘1 NOUN iajs-3268 611 35 = = NOUN iajs-3268 611 36 11 11 NUM iajs-3268 611 37 . . PUNCT iajs-3268 612 1 since since SCONJ iajs-3268 612 2 ๐‘0 ๐‘0 NOUN iajs-3268 612 3 โ‰  โ‰  PROPN iajs-3268 612 4 0 0 NUM iajs-3268 612 5 , , PUNCT iajs-3268 612 6 then then ADV iajs-3268 612 7 ๐œ’595 ๐œ’595 PROPN iajs-3268 612 8 ๐‘1 ๐‘1 NOUN iajs-3268 612 9 is be AUX iajs-3268 612 10 incomplete incomplete ADJ iajs-3268 612 11 . . PUNCT iajs-3268 613 1 the the DET iajs-3268 613 2 ( ( PUNCT iajs-3268 613 3 5,3)-cap 5,3)-cap NUM iajs-3268 613 4 will will AUX iajs-3268 613 5 be be AUX iajs-3268 613 6 complete complete ADJ iajs-3268 613 7 when when SCONJ iajs-3268 613 8 you you PRON iajs-3268 613 9 add add VERB iajs-3268 613 10 118 118 NUM iajs-3268 613 11 points point NOUN iajs-3268 613 12 to to ADP iajs-3268 613 13 it it PRON iajs-3268 613 14 . . PUNCT iajs-3268 614 1 let let VERB iajs-3268 614 2 ๐‘2 ๐‘2 NOUN iajs-3268 614 3 = = SYM iajs-3268 614 4 { { PUNCT iajs-3268 614 5 108 108 NUM iajs-3268 614 6 , , PUNCT iajs-3268 614 7 483 483 NUM iajs-3268 614 8 } } PUNCT iajs-3268 614 9 , , PUNCT iajs-3268 614 10 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 614 11 ๐‘2 ๐‘2 NOUN iajs-3268 614 12 = = SYM iajs-3268 614 13 ๐œ’595โ‹ƒ๐‘2 ๐œ’595โ‹ƒ๐‘2 PROPN iajs-3268 614 14 . . PUNCT iajs-3268 615 1 the the DET iajs-3268 615 2 maximum maximum ADJ iajs-3268 615 3 number number NOUN iajs-3268 615 4 of of ADP iajs-3268 615 5 the the DET iajs-3268 615 6 intersection intersection NOUN iajs-3268 615 7 points point NOUN iajs-3268 615 8 between between ADP iajs-3268 615 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 615 10 ๐‘2 ๐‘2 NOUN iajs-3268 615 11 and and CCONJ iajs-3268 615 12 the the DET iajs-3268 615 13 lines line NOUN iajs-3268 615 14 of of ADP iajs-3268 615 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 615 16 ) ) PUNCT iajs-3268 615 17 are be AUX iajs-3268 615 18 four four NUM iajs-3268 615 19 , , PUNCT iajs-3268 615 20 so so SCONJ iajs-3268 615 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 615 22 ๐‘2 ๐‘2 NOUN iajs-3268 615 23 is be AUX iajs-3268 615 24 ( ( PUNCT iajs-3268 615 25 6,4)-cap 6,4)-cap NUM iajs-3268 615 26 and and CCONJ iajs-3268 615 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 615 28 values value NOUN iajs-3268 615 29 are be AUX iajs-3268 615 30 ๐‘0 ๐‘0 NOUN iajs-3268 615 31 = = SYM iajs-3268 615 32 2364 2364 NUM iajs-3268 615 33 , , PUNCT iajs-3268 615 34 ๐‘1 ๐‘1 NOUN iajs-3268 615 35 = = NOUN iajs-3268 615 36 10 10 NUM iajs-3268 615 37 . . PUNCT iajs-3268 616 1 since since SCONJ iajs-3268 616 2 ๐‘0 ๐‘0 NOUN iajs-3268 616 3 โ‰  โ‰  PROPN iajs-3268 616 4 0 0 NUM iajs-3268 616 5 , , PUNCT iajs-3268 616 6 then then ADV iajs-3268 616 7 ๐œ’595 ๐œ’595 PROPN iajs-3268 616 8 ๐‘2 ๐‘2 NOUN iajs-3268 616 9 is be AUX iajs-3268 616 10 incomplete incomplete ADJ iajs-3268 616 11 . . PUNCT iajs-3268 617 1 the the DET iajs-3268 617 2 ( ( PUNCT iajs-3268 617 3 6,4)-cap 6,4)-cap NUM iajs-3268 617 4 will will AUX iajs-3268 617 5 be be AUX iajs-3268 617 6 complete complete ADJ iajs-3268 617 7 when when SCONJ iajs-3268 617 8 you you PRON iajs-3268 617 9 add add VERB iajs-3268 617 10 221 221 NUM iajs-3268 617 11 points point NOUN iajs-3268 617 12 to to ADP iajs-3268 617 13 it it PRON iajs-3268 617 14 . . PUNCT iajs-3268 618 1 let let VERB iajs-3268 618 2 ๐‘3 ๐‘3 ADV iajs-3268 618 3 = = PUNCT iajs-3268 618 4 { { PUNCT iajs-3268 618 5 108 108 NUM iajs-3268 618 6 , , PUNCT iajs-3268 618 7 483 483 NUM iajs-3268 618 8 , , PUNCT iajs-3268 618 9 501 501 NUM iajs-3268 618 10 } } PUNCT iajs-3268 618 11 , , PUNCT iajs-3268 618 12 ๐’Ÿ595 ๐’Ÿ595 X iajs-3268 618 13 ๐‘3 ๐‘3 ADV iajs-3268 618 14 = = PUNCT iajs-3268 618 15 ๐œ’595โ‹ƒ๐‘3 ๐œ’595โ‹ƒ๐‘3 NOUN iajs-3268 618 16 . . PUNCT iajs-3268 619 1 the the DET iajs-3268 619 2 maximum maximum ADJ iajs-3268 619 3 number number NOUN iajs-3268 619 4 of of ADP iajs-3268 619 5 the the DET iajs-3268 619 6 intersection intersection NOUN iajs-3268 619 7 points point NOUN iajs-3268 619 8 between between ADP iajs-3268 619 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 619 10 ๐‘3 ๐‘3 ADV iajs-3268 619 11 and and CCONJ iajs-3268 619 12 the the DET iajs-3268 619 13 lines line NOUN iajs-3268 619 14 of of ADP iajs-3268 619 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 619 16 ) ) PUNCT iajs-3268 619 17 are be AUX iajs-3268 619 18 five five NUM iajs-3268 619 19 , , PUNCT iajs-3268 619 20 so so SCONJ iajs-3268 619 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 619 22 ๐‘3 ๐‘3 ADV iajs-3268 619 23 is be AUX iajs-3268 619 24 ( ( PUNCT iajs-3268 619 25 7,5)-cap 7,5)-cap NUM iajs-3268 619 26 and and CCONJ iajs-3268 619 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 619 28 values value NOUN iajs-3268 619 29 are be AUX iajs-3268 619 30 ๐‘0 ๐‘0 NOUN iajs-3268 619 31 = = SYM iajs-3268 619 32 2364 2364 NUM iajs-3268 619 33 , , PUNCT iajs-3268 619 34 ๐‘1 ๐‘1 NOUN iajs-3268 619 35 = = NOUN iajs-3268 619 36 9 9 X iajs-3268 619 37 . . PUNCT iajs-3268 619 38 since since SCONJ iajs-3268 619 39 ๐‘0 ๐‘0 NOUN iajs-3268 619 40 โ‰  โ‰  PROPN iajs-3268 619 41 0 0 NUM iajs-3268 619 42 , , PUNCT iajs-3268 619 43 then then ADV iajs-3268 619 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 619 45 ๐‘3 ๐‘3 ADV iajs-3268 619 46 is be AUX iajs-3268 619 47 incomplete incomplete ADJ iajs-3268 619 48 . . PUNCT iajs-3268 620 1 the the DET iajs-3268 620 2 ( ( PUNCT iajs-3268 620 3 7,5)-cap 7,5)-cap NUM iajs-3268 620 4 will will AUX iajs-3268 620 5 be be AUX iajs-3268 620 6 complete complete ADJ iajs-3268 620 7 when when SCONJ iajs-3268 620 8 you you PRON iajs-3268 620 9 add add VERB iajs-3268 620 10 404 404 NUM iajs-3268 620 11 points point NOUN iajs-3268 620 12 to to ADP iajs-3268 620 13 it it PRON iajs-3268 620 14 . . PUNCT iajs-3268 621 1 let let VERB iajs-3268 621 2 ๐‘4 ๐‘4 NOUN iajs-3268 621 3 = = PUNCT iajs-3268 621 4 { { PUNCT iajs-3268 621 5 108 108 NUM iajs-3268 621 6 , , PUNCT iajs-3268 621 7 483 483 NUM iajs-3268 621 8 , , PUNCT iajs-3268 621 9 501 501 NUM iajs-3268 621 10 , , PUNCT iajs-3268 621 11 539 539 NUM iajs-3268 621 12 } } PUNCT iajs-3268 621 13 , , PUNCT iajs-3268 621 14 ๐’Ÿ595 ๐’Ÿ595 X iajs-3268 621 15 ๐‘4 ๐‘4 NOUN iajs-3268 621 16 = = NOUN iajs-3268 621 17 ๐œ’595โ‹ƒ๐‘4 ๐œ’595โ‹ƒ๐‘4 PROPN iajs-3268 621 18 . . PUNCT iajs-3268 622 1 the the DET iajs-3268 622 2 maximum maximum ADJ iajs-3268 622 3 number number NOUN iajs-3268 622 4 of of ADP iajs-3268 622 5 the the DET iajs-3268 622 6 intersection intersection NOUN iajs-3268 622 7 points point NOUN iajs-3268 622 8 between between ADP iajs-3268 622 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 622 10 ๐‘4 ๐‘4 NOUN iajs-3268 622 11 and and CCONJ iajs-3268 622 12 the the DET iajs-3268 622 13 lines line NOUN iajs-3268 622 14 of of ADP iajs-3268 622 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 622 16 ) ) PUNCT iajs-3268 622 17 are be AUX iajs-3268 622 18 six six NUM iajs-3268 622 19 , , PUNCT iajs-3268 622 20 so so SCONJ iajs-3268 622 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 622 22 ๐‘4 ๐‘4 PROPN iajs-3268 622 23 is be AUX iajs-3268 622 24 ( ( PUNCT iajs-3268 622 25 8,6)-cap 8,6)-cap NUM iajs-3268 622 26 and and CCONJ iajs-3268 622 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 622 28 values value NOUN iajs-3268 622 29 are be AUX iajs-3268 622 30 ๐‘0 ๐‘0 NOUN iajs-3268 622 31 = = SYM iajs-3268 622 32 2364 2364 NUM iajs-3268 622 33 , , PUNCT iajs-3268 622 34 ๐‘1 ๐‘1 NOUN iajs-3268 622 35 = = NOUN iajs-3268 622 36 8 8 X iajs-3268 622 37 . . PUNCT iajs-3268 623 1 since since SCONJ iajs-3268 623 2 ๐‘0 ๐‘0 NOUN iajs-3268 623 3 โ‰  โ‰  PROPN iajs-3268 623 4 0 0 NUM iajs-3268 623 5 , , PUNCT iajs-3268 623 6 then then ADV iajs-3268 623 7 ๐œ’595 ๐œ’595 PROPN iajs-3268 623 8 ๐‘4 ๐‘4 NOUN iajs-3268 623 9 is be AUX iajs-3268 623 10 incomplete incomplete ADJ iajs-3268 623 11 . . PUNCT iajs-3268 624 1 the the DET iajs-3268 624 2 ( ( PUNCT iajs-3268 624 3 8,6)-cap 8,6)-cap NUM iajs-3268 624 4 will will AUX iajs-3268 624 5 be be AUX iajs-3268 624 6 complete complete ADJ iajs-3268 624 7 when when SCONJ iajs-3268 624 8 you you PRON iajs-3268 624 9 add add VERB iajs-3268 624 10 491 491 NUM iajs-3268 624 11 points point NOUN iajs-3268 624 12 to to ADP iajs-3268 624 13 it it PRON iajs-3268 624 14 . . PUNCT iajs-3268 625 1 let let VERB iajs-3268 625 2 ๐‘5 ๐‘5 VERB iajs-3268 625 3 = = SYM iajs-3268 625 4 { { PUNCT iajs-3268 625 5 108 108 NUM iajs-3268 625 6 , , PUNCT iajs-3268 625 7 483 483 NUM iajs-3268 625 8 , , PUNCT iajs-3268 625 9 501 501 NUM iajs-3268 625 10 , , PUNCT iajs-3268 625 11 539 539 NUM iajs-3268 625 12 , , PUNCT iajs-3268 625 13 1201 1201 NUM iajs-3268 625 14 } } PUNCT iajs-3268 625 15 , , PUNCT iajs-3268 625 16 ๐’Ÿ595 ๐’Ÿ595 X iajs-3268 625 17 ๐‘5 ๐‘5 NOUN iajs-3268 625 18 = = PUNCT iajs-3268 625 19 ๐œ’595โ‹ƒ๐‘5 ๐œ’595โ‹ƒ๐‘5 PROPN iajs-3268 625 20 . . PUNCT iajs-3268 626 1 the the DET iajs-3268 626 2 maximum maximum ADJ iajs-3268 626 3 number number NOUN iajs-3268 626 4 of of ADP iajs-3268 626 5 the the DET iajs-3268 626 6 intersection intersection NOUN iajs-3268 626 7 points point NOUN iajs-3268 626 8 between between ADP iajs-3268 626 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 626 10 ๐‘5 ๐‘5 NOUN iajs-3268 626 11 and and CCONJ iajs-3268 626 12 the the DET iajs-3268 626 13 lines line NOUN iajs-3268 626 14 of of ADP iajs-3268 626 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 626 16 ) ) PUNCT iajs-3268 626 17 are be AUX iajs-3268 626 18 seven seven NUM iajs-3268 626 19 , , PUNCT iajs-3268 626 20 so so SCONJ iajs-3268 626 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 626 22 ๐‘5 ๐‘5 NOUN iajs-3268 626 23 is be AUX iajs-3268 626 24 ( ( PUNCT iajs-3268 626 25 9,7)-cap 9,7)-cap NUM iajs-3268 626 26 and and CCONJ iajs-3268 626 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 626 28 values value NOUN iajs-3268 626 29 are be AUX iajs-3268 626 30 ๐‘0 ๐‘0 NOUN iajs-3268 626 31 = = SYM iajs-3268 626 32 2364 2364 NUM iajs-3268 626 33 , , PUNCT iajs-3268 626 34 ๐‘1 ๐‘1 NOUN iajs-3268 626 35 = = NOUN iajs-3268 626 36 7 7 X iajs-3268 626 37 . . PUNCT iajs-3268 626 38 since since SCONJ iajs-3268 626 39 ๐‘0 ๐‘0 NOUN iajs-3268 626 40 โ‰  โ‰  PROPN iajs-3268 626 41 0 0 NUM iajs-3268 626 42 , , PUNCT iajs-3268 626 43 then then ADV iajs-3268 626 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 626 45 108,483,501,539,1201 108,483,501,539,1201 NUM iajs-3268 626 46 is be AUX iajs-3268 626 47 incomplete incomplete ADJ iajs-3268 626 48 . . PUNCT iajs-3268 627 1 the the DET iajs-3268 627 2 ( ( PUNCT iajs-3268 627 3 9,7)-cap 9,7)-cap NUM iajs-3268 627 4 will will AUX iajs-3268 627 5 be be AUX iajs-3268 627 6 complete complete ADJ iajs-3268 627 7 when when SCONJ iajs-3268 627 8 you you PRON iajs-3268 627 9 add add VERB iajs-3268 627 10 633 633 NUM iajs-3268 627 11 points point NOUN iajs-3268 627 12 to to ADP iajs-3268 627 13 it it PRON iajs-3268 627 14 . . PUNCT iajs-3268 628 1 let let VERB iajs-3268 628 2 ๐‘6 ๐‘6 NOUN iajs-3268 628 3 = = VERB iajs-3268 628 4 { { PUNCT iajs-3268 628 5 108 108 NUM iajs-3268 628 6 , , PUNCT iajs-3268 628 7 483 483 NUM iajs-3268 628 8 , , PUNCT iajs-3268 628 9 501 501 NUM iajs-3268 628 10 , , PUNCT iajs-3268 628 11 539 539 NUM iajs-3268 628 12 , , PUNCT iajs-3268 628 13 1201 1201 NUM iajs-3268 628 14 , , PUNCT iajs-3268 628 15 1321 1321 NUM iajs-3268 628 16 } } PUNCT iajs-3268 628 17 , , PUNCT iajs-3268 628 18 ๐’Ÿ595 ๐’Ÿ595 X iajs-3268 628 19 ๐‘6 ๐‘6 NOUN iajs-3268 628 20 = = NOUN iajs-3268 628 21 ๐œ’595โ‹ƒ๐‘6 ๐œ’595โ‹ƒ๐‘6 PROPN iajs-3268 628 22 . . PUNCT iajs-3268 629 1 the the DET iajs-3268 629 2 maximum maximum ADJ iajs-3268 629 3 number number NOUN iajs-3268 629 4 of of ADP iajs-3268 629 5 the the DET iajs-3268 629 6 intersection intersection NOUN iajs-3268 629 7 points point NOUN iajs-3268 629 8 between between ADP iajs-3268 629 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 629 10 ๐‘6 ๐‘6 NOUN iajs-3268 629 11 and and CCONJ iajs-3268 629 12 the the DET iajs-3268 629 13 lines line NOUN iajs-3268 629 14 of of ADP iajs-3268 629 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 629 16 ) ) PUNCT iajs-3268 629 17 are be AUX iajs-3268 629 18 eight eight NUM iajs-3268 629 19 , , PUNCT iajs-3268 629 20 so so SCONJ iajs-3268 629 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 629 22 ๐‘6 ๐‘6 NOUN iajs-3268 629 23 is be AUX iajs-3268 629 24 ( ( PUNCT iajs-3268 629 25 10,8)-cap 10,8)-cap NUM iajs-3268 629 26 and and CCONJ iajs-3268 629 27 ihjpas ihjpa VERB iajs-3268 629 28 . . PUNCT iajs-3268 630 1 2024 2024 NUM iajs-3268 630 2 , , PUNCT iajs-3268 630 3 37 37 NUM iajs-3268 630 4 ( ( PUNCT iajs-3268 630 5 3 3 NUM iajs-3268 630 6 ) ) PUNCT iajs-3268 630 7 413 413 NUM iajs-3268 630 8 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 630 9 values value NOUN iajs-3268 630 10 are be AUX iajs-3268 630 11 ๐‘0 ๐‘0 NOUN iajs-3268 630 12 = = SYM iajs-3268 630 13 2364 2364 NUM iajs-3268 630 14 , , PUNCT iajs-3268 630 15 ๐‘1 ๐‘1 NOUN iajs-3268 630 16 = = NOUN iajs-3268 630 17 6 6 X iajs-3268 630 18 . . PUNCT iajs-3268 631 1 since since SCONJ iajs-3268 631 2 ๐‘0 ๐‘0 NOUN iajs-3268 631 3 โ‰  โ‰  PROPN iajs-3268 631 4 0 0 NUM iajs-3268 631 5 , , PUNCT iajs-3268 631 6 then then ADV iajs-3268 631 7 ๐œ’595 ๐œ’595 PROPN iajs-3268 631 8 ๐‘6 ๐‘6 NOUN iajs-3268 631 9 is be AUX iajs-3268 631 10 incomplete incomplete ADJ iajs-3268 631 11 . . PUNCT iajs-3268 632 1 the the DET iajs-3268 632 2 ( ( PUNCT iajs-3268 632 3 10,8)-cap 10,8)-cap NUM iajs-3268 632 4 will will AUX iajs-3268 632 5 be be AUX iajs-3268 632 6 complete complete ADJ iajs-3268 632 7 when when SCONJ iajs-3268 632 8 you you PRON iajs-3268 632 9 add add VERB iajs-3268 632 10 695 695 NUM iajs-3268 632 11 points point NOUN iajs-3268 632 12 to to ADP iajs-3268 632 13 it it PRON iajs-3268 632 14 . . PUNCT iajs-3268 633 1 let let VERB iajs-3268 633 2 ๐‘7 ๐‘7 PROPN iajs-3268 633 3 = = PUNCT iajs-3268 633 4 { { PUNCT iajs-3268 633 5 108 108 NUM iajs-3268 633 6 , , PUNCT iajs-3268 633 7 483 483 NUM iajs-3268 633 8 , , PUNCT iajs-3268 633 9 501 501 NUM iajs-3268 633 10 , , PUNCT iajs-3268 633 11 539 539 NUM iajs-3268 633 12 , , PUNCT iajs-3268 633 13 1201 1201 NUM iajs-3268 633 14 , , PUNCT iajs-3268 633 15 1321 1321 NUM iajs-3268 633 16 , , PUNCT iajs-3268 633 17 1392 1392 NUM iajs-3268 633 18 } } PUNCT iajs-3268 633 19 , , PUNCT iajs-3268 633 20 ๐’Ÿ595 ๐’Ÿ595 X iajs-3268 633 21 ๐‘7 ๐‘7 PROPN iajs-3268 633 22 = = SYM iajs-3268 633 23 ๐œ’595โ‹ƒ๐‘7 ๐œ’595โ‹ƒ๐‘7 PROPN iajs-3268 633 24 . . PUNCT iajs-3268 634 1 the the DET iajs-3268 634 2 maximum maximum ADJ iajs-3268 634 3 number number NOUN iajs-3268 634 4 of of ADP iajs-3268 634 5 the the DET iajs-3268 634 6 intersection intersection NOUN iajs-3268 634 7 points point NOUN iajs-3268 634 8 between between ADP iajs-3268 634 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 634 10 ๐‘7 ๐‘7 PROPN iajs-3268 634 11 and and CCONJ iajs-3268 634 12 the the DET iajs-3268 634 13 lines line NOUN iajs-3268 634 14 of of ADP iajs-3268 634 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 634 16 ) ) PUNCT iajs-3268 634 17 are be AUX iajs-3268 634 18 nine nine NUM iajs-3268 634 19 , , PUNCT iajs-3268 634 20 so so SCONJ iajs-3268 634 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 634 22 ๐‘7 ๐‘7 PROPN iajs-3268 634 23 is be AUX iajs-3268 634 24 ( ( PUNCT iajs-3268 634 25 11,9)cap 11,9)cap NUM iajs-3268 634 26 and and CCONJ iajs-3268 634 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 634 28 values value NOUN iajs-3268 634 29 are be AUX iajs-3268 634 30 ๐‘0 ๐‘0 NOUN iajs-3268 634 31 = = SYM iajs-3268 634 32 2364 2364 NUM iajs-3268 634 33 , , PUNCT iajs-3268 634 34 ๐‘1 ๐‘1 NOUN iajs-3268 634 35 = = NOUN iajs-3268 634 36 5 5 X iajs-3268 634 37 . . PUNCT iajs-3268 634 38 since since SCONJ iajs-3268 634 39 ๐‘0 ๐‘0 NOUN iajs-3268 634 40 โ‰  โ‰  PROPN iajs-3268 634 41 0 0 NUM iajs-3268 634 42 , , PUNCT iajs-3268 634 43 then then ADV iajs-3268 634 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 634 45 ๐‘7 ๐‘7 PROPN iajs-3268 634 46 is be AUX iajs-3268 634 47 incomplete incomplete ADJ iajs-3268 634 48 . . PUNCT iajs-3268 635 1 the the DET iajs-3268 635 2 ( ( PUNCT iajs-3268 635 3 11,9)cap 11,9)cap PROPN iajs-3268 635 4 will will AUX iajs-3268 635 5 be be AUX iajs-3268 635 6 complete complete ADJ iajs-3268 635 7 when when SCONJ iajs-3268 635 8 you you PRON iajs-3268 635 9 add add VERB iajs-3268 635 10 902 902 NUM iajs-3268 635 11 points point NOUN iajs-3268 635 12 to to ADP iajs-3268 635 13 it it PRON iajs-3268 635 14 . . PUNCT iajs-3268 636 1 let let VERB iajs-3268 636 2 ๐‘8 ๐‘8 PROPN iajs-3268 636 3 = = SYM iajs-3268 636 4 { { PUNCT iajs-3268 636 5 108 108 NUM iajs-3268 636 6 , , PUNCT iajs-3268 636 7 483 483 NUM iajs-3268 636 8 , , PUNCT iajs-3268 636 9 501 501 NUM iajs-3268 636 10 , , PUNCT iajs-3268 636 11 539 539 NUM iajs-3268 636 12 , , PUNCT iajs-3268 636 13 1201 1201 NUM iajs-3268 636 14 , , PUNCT iajs-3268 636 15 1321 1321 NUM iajs-3268 636 16 , , PUNCT iajs-3268 636 17 1392 1392 NUM iajs-3268 636 18 , , PUNCT iajs-3268 636 19 1424 1424 NUM iajs-3268 636 20 } } PUNCT iajs-3268 636 21 , , PUNCT iajs-3268 636 22 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 636 23 ๐‘8 ๐‘8 NOUN iajs-3268 636 24 = = SYM iajs-3268 636 25 ๐œ’595โ‹ƒ๐‘8 ๐œ’595โ‹ƒ๐‘8 PROPN iajs-3268 636 26 . . PUNCT iajs-3268 637 1 the the DET iajs-3268 637 2 maximum maximum ADJ iajs-3268 637 3 number number NOUN iajs-3268 637 4 of of ADP iajs-3268 637 5 the the DET iajs-3268 637 6 intersection intersection NOUN iajs-3268 637 7 points point NOUN iajs-3268 637 8 between between ADP iajs-3268 637 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 637 10 ๐‘8 ๐‘8 NOUN iajs-3268 637 11 and and CCONJ iajs-3268 637 12 the the DET iajs-3268 637 13 lines line NOUN iajs-3268 637 14 of of ADP iajs-3268 637 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 637 16 ) ) PUNCT iajs-3268 637 17 are be AUX iajs-3268 637 18 ten ten NUM iajs-3268 637 19 , , PUNCT iajs-3268 637 20 so so SCONJ iajs-3268 637 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 637 22 ๐‘8 ๐‘8 PROPN iajs-3268 637 23 is be AUX iajs-3268 637 24 ( ( PUNCT iajs-3268 637 25 12,10)-cap 12,10)-cap NOUN iajs-3268 637 26 and and CCONJ iajs-3268 637 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 637 28 values value NOUN iajs-3268 637 29 are be AUX iajs-3268 637 30 ๐‘0 ๐‘0 NOUN iajs-3268 637 31 = = SYM iajs-3268 637 32 2364 2364 NUM iajs-3268 637 33 , , PUNCT iajs-3268 637 34 ๐‘1 ๐‘1 NOUN iajs-3268 637 35 = = NOUN iajs-3268 637 36 4 4 X iajs-3268 637 37 . . PUNCT iajs-3268 637 38 since since SCONJ iajs-3268 637 39 ๐‘0 ๐‘0 NOUN iajs-3268 637 40 โ‰  โ‰  PROPN iajs-3268 637 41 0 0 NUM iajs-3268 637 42 , , PUNCT iajs-3268 637 43 then then ADV iajs-3268 637 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 637 45 ๐‘8 ๐‘8 NOUN iajs-3268 637 46 is be AUX iajs-3268 637 47 incomplete incomplete ADJ iajs-3268 637 48 . . PUNCT iajs-3268 638 1 the the PRON iajs-3268 638 2 ( ( PUNCT iajs-3268 638 3 12,10)-cap 12,10)-cap NOUN iajs-3268 638 4 will will AUX iajs-3268 638 5 be be AUX iajs-3268 638 6 complete complete ADJ iajs-3268 638 7 when when SCONJ iajs-3268 638 8 you you PRON iajs-3268 638 9 add add VERB iajs-3268 638 10 1073 1073 NUM iajs-3268 638 11 points point NOUN iajs-3268 638 12 to to ADP iajs-3268 638 13 it it PRON iajs-3268 638 14 . . PUNCT iajs-3268 639 1 let let VERB iajs-3268 639 2 ๐‘9 ๐‘9 NOUN iajs-3268 639 3 = = PUNCT iajs-3268 639 4 { { PUNCT iajs-3268 639 5 108 108 NUM iajs-3268 639 6 , , PUNCT iajs-3268 639 7 483 483 NUM iajs-3268 639 8 , , PUNCT iajs-3268 639 9 501 501 NUM iajs-3268 639 10 , , PUNCT iajs-3268 639 11 539 539 NUM iajs-3268 639 12 , , PUNCT iajs-3268 639 13 1201 1201 NUM iajs-3268 639 14 , , PUNCT iajs-3268 639 15 1321 1321 NUM iajs-3268 639 16 , , PUNCT iajs-3268 639 17 1392 1392 NUM iajs-3268 639 18 , , PUNCT iajs-3268 639 19 1424 1424 NUM iajs-3268 639 20 , , PUNCT iajs-3268 639 21 1507 1507 NUM iajs-3268 639 22 } } PUNCT iajs-3268 639 23 , , PUNCT iajs-3268 639 24 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 639 25 ๐‘9 ๐‘9 NOUN iajs-3268 639 26 = = SYM iajs-3268 639 27 ๐œ’595 ๐œ’595 PROPN iajs-3268 639 28 โ‹ƒ โ‹ƒ PROPN iajs-3268 639 29 ๐‘9 ๐‘9 NOUN iajs-3268 639 30 . . PUNCT iajs-3268 640 1 the the DET iajs-3268 640 2 maximum maximum ADJ iajs-3268 640 3 number number NOUN iajs-3268 640 4 of of ADP iajs-3268 640 5 the the DET iajs-3268 640 6 intersection intersection NOUN iajs-3268 640 7 points point NOUN iajs-3268 640 8 between between ADP iajs-3268 640 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 640 10 ๐‘9 ๐‘9 PROPN iajs-3268 640 11 and and CCONJ iajs-3268 640 12 the the DET iajs-3268 640 13 lines line NOUN iajs-3268 640 14 of of ADP iajs-3268 640 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 640 16 ) ) PUNCT iajs-3268 640 17 are be AUX iajs-3268 640 18 eleven eleven NUM iajs-3268 640 19 , , PUNCT iajs-3268 640 20 so so SCONJ iajs-3268 640 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 640 22 ๐‘9 ๐‘9 PROPN iajs-3268 640 23 is be AUX iajs-3268 640 24 ( ( PUNCT iajs-3268 640 25 13,11)-cap 13,11)-cap NUM iajs-3268 640 26 and and CCONJ iajs-3268 640 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 640 28 values value NOUN iajs-3268 640 29 are be AUX iajs-3268 640 30 ๐‘0 ๐‘0 NOUN iajs-3268 640 31 = = SYM iajs-3268 640 32 2364 2364 NUM iajs-3268 640 33 , , PUNCT iajs-3268 640 34 ๐‘1 ๐‘1 NOUN iajs-3268 640 35 = = NOUN iajs-3268 641 1 3 3 X iajs-3268 641 2 . . PUNCT iajs-3268 641 3 since since SCONJ iajs-3268 641 4 ๐‘0 ๐‘0 NOUN iajs-3268 641 5 โ‰  โ‰  PROPN iajs-3268 641 6 0 0 NUM iajs-3268 641 7 , , PUNCT iajs-3268 641 8 then then ADV iajs-3268 641 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 641 10 ๐‘9 ๐‘9 NOUN iajs-3268 641 11 is be AUX iajs-3268 641 12 incomplete incomplete ADJ iajs-3268 641 13 . . PUNCT iajs-3268 642 1 the the PRON iajs-3268 642 2 ( ( PUNCT iajs-3268 642 3 13,11)-cap 13,11)-cap NOUN iajs-3268 642 4 will will AUX iajs-3268 642 5 be be AUX iajs-3268 642 6 complete complete ADJ iajs-3268 642 7 when when SCONJ iajs-3268 642 8 you you PRON iajs-3268 642 9 add add VERB iajs-3268 642 10 1346 1346 NUM iajs-3268 642 11 points point NOUN iajs-3268 642 12 to to ADP iajs-3268 642 13 it it PRON iajs-3268 642 14 . . PUNCT iajs-3268 643 1 let let VERB iajs-3268 643 2 ๐‘10 ๐‘10 NOUN iajs-3268 643 3 = = SYM iajs-3268 643 4 { { PUNCT iajs-3268 643 5 108 108 NUM iajs-3268 643 6 , , PUNCT iajs-3268 643 7 483 483 NUM iajs-3268 643 8 , , PUNCT iajs-3268 643 9 501 501 NUM iajs-3268 643 10 , , PUNCT iajs-3268 643 11 539 539 NUM iajs-3268 643 12 , , PUNCT iajs-3268 643 13 1201 1201 NUM iajs-3268 643 14 , , PUNCT iajs-3268 643 15 1321 1321 NUM iajs-3268 643 16 , , PUNCT iajs-3268 643 17 1392 1392 NUM iajs-3268 643 18 , , PUNCT iajs-3268 643 19 1424 1424 NUM iajs-3268 643 20 , , PUNCT iajs-3268 643 21 1507 1507 NUM iajs-3268 643 22 , , PUNCT iajs-3268 643 23 1741 1741 NUM iajs-3268 643 24 } } PUNCT iajs-3268 643 25 . . PUNCT iajs-3268 644 1 put put VERB iajs-3268 644 2 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 644 3 ๐‘10 ๐‘10 NOUN iajs-3268 644 4 = = NOUN iajs-3268 644 5 ๐œ’595โ‹ƒ๐‘10 ๐œ’595โ‹ƒ๐‘10 NOUN iajs-3268 644 6 . . PUNCT iajs-3268 645 1 the the DET iajs-3268 645 2 maximum maximum ADJ iajs-3268 645 3 number number NOUN iajs-3268 645 4 of of ADP iajs-3268 645 5 the the DET iajs-3268 645 6 intersection intersection NOUN iajs-3268 645 7 points point NOUN iajs-3268 645 8 between between ADP iajs-3268 645 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 645 10 ๐‘10 ๐‘10 NOUN iajs-3268 645 11 and and CCONJ iajs-3268 645 12 the the DET iajs-3268 645 13 lines line NOUN iajs-3268 645 14 of of ADP iajs-3268 645 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 645 16 ) ) PUNCT iajs-3268 645 17 are be AUX iajs-3268 645 18 twelve twelve NUM iajs-3268 645 19 , , PUNCT iajs-3268 645 20 so so SCONJ iajs-3268 645 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 645 22 ๐‘10 ๐‘10 NOUN iajs-3268 645 23 is be AUX iajs-3268 645 24 ( ( PUNCT iajs-3268 645 25 14,12)-cap 14,12)-cap NOUN iajs-3268 645 26 and and CCONJ iajs-3268 645 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 645 28 values value NOUN iajs-3268 645 29 are be AUX iajs-3268 645 30 ๐‘0 ๐‘0 NOUN iajs-3268 645 31 = = SYM iajs-3268 645 32 2364 2364 NUM iajs-3268 645 33 , , PUNCT iajs-3268 645 34 ๐‘1 ๐‘1 NOUN iajs-3268 645 35 = = NOUN iajs-3268 645 36 2 2 X iajs-3268 645 37 . . PUNCT iajs-3268 645 38 since since SCONJ iajs-3268 645 39 ๐‘0 ๐‘0 NOUN iajs-3268 645 40 โ‰  โ‰  PROPN iajs-3268 645 41 0 0 NUM iajs-3268 645 42 , , PUNCT iajs-3268 645 43 then then ADV iajs-3268 645 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 645 45 ๐‘10 ๐‘10 NOUN iajs-3268 645 46 is be AUX iajs-3268 645 47 incomplete incomplete ADJ iajs-3268 645 48 . . PUNCT iajs-3268 646 1 the the DET iajs-3268 646 2 ( ( PUNCT iajs-3268 646 3 14,12)-cap 14,12)-cap NOUN iajs-3268 646 4 will will AUX iajs-3268 646 5 be be AUX iajs-3268 646 6 complete complete ADJ iajs-3268 646 7 when when SCONJ iajs-3268 646 8 you you PRON iajs-3268 646 9 add add VERB iajs-3268 646 10 1411 1411 NUM iajs-3268 646 11 points point NOUN iajs-3268 646 12 to to ADP iajs-3268 646 13 it it PRON iajs-3268 646 14 . . PUNCT iajs-3268 647 1 let let VERB iajs-3268 647 2 ๐‘11 ๐‘11 NOUN iajs-3268 647 3 = = SYM iajs-3268 647 4 { { PUNCT iajs-3268 647 5 108 108 NUM iajs-3268 647 6 , , PUNCT iajs-3268 647 7 483 483 NUM iajs-3268 647 8 , , PUNCT iajs-3268 647 9 501 501 NUM iajs-3268 647 10 , , PUNCT iajs-3268 647 11 539 539 NUM iajs-3268 647 12 , , PUNCT iajs-3268 647 13 1201 1201 NUM iajs-3268 647 14 , , PUNCT iajs-3268 647 15 1321 1321 NUM iajs-3268 647 16 , , PUNCT iajs-3268 647 17 1392 1392 NUM iajs-3268 647 18 , , PUNCT iajs-3268 647 19 1424 1424 NUM iajs-3268 647 20 , , PUNCT iajs-3268 647 21 1507 1507 NUM iajs-3268 647 22 , , PUNCT iajs-3268 647 23 1741 1741 NUM iajs-3268 647 24 , , PUNCT iajs-3268 647 25 1840 1840 NUM iajs-3268 647 26 } } PUNCT iajs-3268 647 27 . . PUNCT iajs-3268 648 1 put put VERB iajs-3268 648 2 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 648 3 ๐‘11= ๐‘11= PROPN iajs-3268 648 4 ๐œ’595โ‹ƒ๐‘11 ๐œ’595โ‹ƒ๐‘11 NOUN iajs-3268 648 5 . . PUNCT iajs-3268 649 1 the the DET iajs-3268 649 2 maximum maximum ADJ iajs-3268 649 3 number number NOUN iajs-3268 649 4 of of ADP iajs-3268 649 5 the the DET iajs-3268 649 6 intersection intersection NOUN iajs-3268 649 7 points point NOUN iajs-3268 649 8 between between ADP iajs-3268 649 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 649 10 ๐‘11 ๐‘11 NOUN iajs-3268 649 11 and and CCONJ iajs-3268 649 12 the the DET iajs-3268 649 13 lines line NOUN iajs-3268 649 14 of of ADP iajs-3268 649 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 649 16 ) ) PUNCT iajs-3268 649 17 are be AUX iajs-3268 649 18 thirteen thirteen NUM iajs-3268 649 19 , , PUNCT iajs-3268 649 20 so so SCONJ iajs-3268 649 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 649 22 ๐‘11 ๐‘11 NOUN iajs-3268 649 23 is be AUX iajs-3268 649 24 ( ( PUNCT iajs-3268 649 25 15,13)-cap 15,13)-cap NUM iajs-3268 649 26 and and CCONJ iajs-3268 649 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 649 28 values value NOUN iajs-3268 649 29 are be AUX iajs-3268 649 30 ๐‘0 ๐‘0 NOUN iajs-3268 649 31 = = SYM iajs-3268 649 32 2364 2364 NUM iajs-3268 649 33 , , PUNCT iajs-3268 649 34 ๐‘1 ๐‘1 NOUN iajs-3268 649 35 = = NOUN iajs-3268 649 36 1 1 X iajs-3268 649 37 . . PUNCT iajs-3268 649 38 since since SCONJ iajs-3268 649 39 ๐‘0 ๐‘0 NOUN iajs-3268 649 40 โ‰  โ‰  PROPN iajs-3268 649 41 0 0 NUM iajs-3268 649 42 , , PUNCT iajs-3268 649 43 then then ADV iajs-3268 649 44 ๐œ’595 ๐œ’595 PROPN iajs-3268 649 45 ๐‘11 ๐‘11 NOUN iajs-3268 649 46 is be AUX iajs-3268 649 47 incomplete incomplete ADJ iajs-3268 649 48 . . PUNCT iajs-3268 650 1 the the PRON iajs-3268 650 2 ( ( PUNCT iajs-3268 650 3 15,13)-cap 15,13)-cap NOUN iajs-3268 650 4 will will AUX iajs-3268 650 5 be be AUX iajs-3268 650 6 complete complete ADJ iajs-3268 650 7 when when SCONJ iajs-3268 650 8 you you PRON iajs-3268 650 9 add add VERB iajs-3268 650 10 1632 1632 NUM iajs-3268 650 11 points point NOUN iajs-3268 650 12 to to ADP iajs-3268 650 13 it it PRON iajs-3268 650 14 . . PUNCT iajs-3268 651 1 let let VERB iajs-3268 651 2 ๐‘12 ๐‘12 PROPN iajs-3268 651 3 = = PROPN iajs-3268 651 4 { { PUNCT iajs-3268 651 5 108 108 NUM iajs-3268 651 6 , , PUNCT iajs-3268 651 7 483 483 NUM iajs-3268 651 8 , , PUNCT iajs-3268 651 9 501 501 NUM iajs-3268 651 10 , , PUNCT iajs-3268 651 11 539 539 NUM iajs-3268 651 12 , , PUNCT iajs-3268 651 13 1201 1201 NUM iajs-3268 651 14 , , PUNCT iajs-3268 651 15 1321 1321 NUM iajs-3268 651 16 , , PUNCT iajs-3268 651 17 1392 1392 NUM iajs-3268 651 18 , , PUNCT iajs-3268 651 19 1424 1424 NUM iajs-3268 651 20 , , PUNCT iajs-3268 651 21 1507 1507 NUM iajs-3268 651 22 , , PUNCT iajs-3268 651 23 1741 1741 NUM iajs-3268 651 24 , , PUNCT iajs-3268 651 25 1840 1840 NUM iajs-3268 651 26 , , PUNCT iajs-3268 651 27 2235 2235 NUM iajs-3268 651 28 } } PUNCT iajs-3268 651 29 . . PUNCT iajs-3268 652 1 put put VERB iajs-3268 652 2 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 652 3 ๐‘12= ๐‘12= PROPN iajs-3268 652 4 ๐œ’595โ‹ƒ๐‘12 ๐œ’595โ‹ƒ๐‘12 NOUN iajs-3268 652 5 . . PUNCT iajs-3268 653 1 the the DET iajs-3268 653 2 maximum maximum ADJ iajs-3268 653 3 number number NOUN iajs-3268 653 4 of of ADP iajs-3268 653 5 the the DET iajs-3268 653 6 intersection intersection NOUN iajs-3268 653 7 points point NOUN iajs-3268 653 8 between between ADP iajs-3268 653 9 ๐œ’595 ๐œ’595 PROPN iajs-3268 653 10 ๐‘12 ๐‘12 NOUN iajs-3268 653 11 and and CCONJ iajs-3268 653 12 the the DET iajs-3268 653 13 lines line NOUN iajs-3268 653 14 of of ADP iajs-3268 653 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 653 16 ) ) PUNCT iajs-3268 653 17 are be AUX iajs-3268 653 18 fourteen fourteen NUM iajs-3268 653 19 , , PUNCT iajs-3268 653 20 so so SCONJ iajs-3268 653 21 ๐œ’595 ๐œ’595 PROPN iajs-3268 653 22 ๐‘12 ๐‘12 PROPN iajs-3268 653 23 is be AUX iajs-3268 653 24 ( ( PUNCT iajs-3268 653 25 16,14)-cap 16,14)-cap NOUN iajs-3268 653 26 and and CCONJ iajs-3268 653 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 653 28 values value NOUN iajs-3268 653 29 are be AUX iajs-3268 653 30 ๐‘0 ๐‘0 NOUN iajs-3268 653 31 = = SYM iajs-3268 653 32 2334 2334 NUM iajs-3268 653 33 . . PUNCT iajs-3268 654 1 since since SCONJ iajs-3268 654 2 ๐‘0 ๐‘0 NOUN iajs-3268 654 3 โ‰  โ‰  PROPN iajs-3268 654 4 0 0 NUM iajs-3268 654 5 , , PUNCT iajs-3268 654 6 then then ADV iajs-3268 654 7 ๐œ’595 ๐œ’595 PROPN iajs-3268 654 8 ๐‘12 ๐‘12 PROPN iajs-3268 654 9 is be AUX iajs-3268 654 10 incomplete incomplete ADJ iajs-3268 654 11 . . PUNCT iajs-3268 655 1 the the DET iajs-3268 655 2 ( ( PUNCT iajs-3268 655 3 16,14)-cap 16,14)-cap NOUN iajs-3268 655 4 will will AUX iajs-3268 655 5 be be AUX iajs-3268 655 6 complete complete ADJ iajs-3268 655 7 when when SCONJ iajs-3268 655 8 you you PRON iajs-3268 655 9 add add VERB iajs-3268 655 10 2364 2364 NUM iajs-3268 655 11 points point NOUN iajs-3268 655 12 to to ADP iajs-3268 655 13 it it PRON iajs-3268 655 14 . . PUNCT iajs-3268 656 1 15 15 X iajs-3268 656 2 . . PUNCT iajs-3268 657 1 the the DET iajs-3268 657 2 line line NOUN iajs-3268 657 3 ๐ˆ(๐œ11 ๐ˆ(๐œ11 PROPN iajs-3268 657 4 , , PUNCT iajs-3268 657 5 1,0,0,0,0 1,0,0,0,0 NUM iajs-3268 657 6 ) ) PUNCT iajs-3268 657 7 meets meet VERB iajs-3268 657 8 the the DET iajs-3268 657 9 cap cap NOUN iajs-3268 657 10 ๐œ’1190 ๐œ’1190 VERB iajs-3268 657 11 in in ADP iajs-3268 657 12 2 2 NUM iajs-3268 657 13 points point NOUN iajs-3268 657 14 , , PUNCT iajs-3268 657 15 so so SCONJ iajs-3268 657 16 we we PRON iajs-3268 657 17 have have VERB iajs-3268 657 18 twelve twelve NUM iajs-3268 657 19 extension extension NOUN iajs-3268 657 20 points point NOUN iajs-3268 657 21 that that PRON iajs-3268 657 22 can can AUX iajs-3268 657 23 be be AUX iajs-3268 657 24 added add VERB iajs-3268 657 25 to to ADP iajs-3268 657 26 ๐œ’๐‘ƒ ๐œ’๐‘ƒ NOUN iajs-3268 657 27 , , PUNCT iajs-3268 657 28 as as ADP iajs-3268 657 29 in in ADP iajs-3268 657 30 the the DET iajs-3268 657 31 following follow VERB iajs-3268 657 32 order order NOUN iajs-3268 657 33 : : PUNCT iajs-3268 657 34 171 171 NUM iajs-3268 657 35 , , PUNCT iajs-3268 657 36 341 341 NUM iajs-3268 657 37 , , PUNCT iajs-3268 657 38 511 511 NUM iajs-3268 657 39 , , PUNCT iajs-3268 657 40 681 681 NUM iajs-3268 657 41 , , PUNCT iajs-3268 657 42 851 851 NUM iajs-3268 657 43 , , PUNCT iajs-3268 657 44 1021 1021 NUM iajs-3268 657 45 , , PUNCT iajs-3268 657 46 1361 1361 NUM iajs-3268 657 47 , , PUNCT iajs-3268 657 48 1531 1531 NUM iajs-3268 657 49 , , PUNCT iajs-3268 657 50 1701 1701 NUM iajs-3268 657 51 , , PUNCT iajs-3268 657 52 1871 1871 NUM iajs-3268 657 53 , , PUNCT iajs-3268 657 54 2041 2041 NUM iajs-3268 657 55 , , PUNCT iajs-3268 657 56 2211 2211 NUM iajs-3268 657 57 . . PUNCT iajs-3268 658 1 let let VERB iajs-3268 658 2 ๐‘1 ๐‘1 NOUN iajs-3268 658 3 = = SYM iajs-3268 658 4 { { PUNCT iajs-3268 658 5 171 171 NUM iajs-3268 658 6 } } PUNCT iajs-3268 658 7 , , PUNCT iajs-3268 658 8 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 658 9 ๐‘1 ๐‘1 NOUN iajs-3268 658 10 = = PUNCT iajs-3268 658 11 ๐œ’1190โ‹ƒ๐‘1 ๐œ’1190โ‹ƒ๐‘1 PROPN iajs-3268 658 12 . . PUNCT iajs-3268 659 1 the the DET iajs-3268 659 2 maximum maximum ADJ iajs-3268 659 3 number number NOUN iajs-3268 659 4 of of ADP iajs-3268 659 5 the the DET iajs-3268 659 6 intersection intersection NOUN iajs-3268 659 7 points point NOUN iajs-3268 659 8 between between ADP iajs-3268 659 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 659 10 ๐‘1 ๐‘1 NOUN iajs-3268 659 11 and and CCONJ iajs-3268 659 12 the the DET iajs-3268 659 13 lines line NOUN iajs-3268 659 14 of of ADP iajs-3268 659 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 659 16 ) ) PUNCT iajs-3268 659 17 are be AUX iajs-3268 659 18 three three NUM iajs-3268 659 19 , , PUNCT iajs-3268 659 20 so so ADV iajs-3268 659 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 659 22 ๐‘1 ๐‘1 NOUN iajs-3268 659 23 is be AUX iajs-3268 659 24 ( ( PUNCT iajs-3268 659 25 3,3)-cap 3,3)-cap NUM iajs-3268 659 26 and and CCONJ iajs-3268 659 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 659 28 values value NOUN iajs-3268 659 29 are be AUX iajs-3268 659 30 ๐‘0 ๐‘0 NOUN iajs-3268 659 31 = = SYM iajs-3268 659 32 2366 2366 NUM iajs-3268 659 33 , , PUNCT iajs-3268 659 34 ๐‘1 ๐‘1 NOUN iajs-3268 659 35 = = NOUN iajs-3268 659 36 11 11 NUM iajs-3268 659 37 . . PUNCT iajs-3268 660 1 since since SCONJ iajs-3268 660 2 ๐‘0 ๐‘0 NOUN iajs-3268 660 3 โ‰  โ‰  PROPN iajs-3268 660 4 0 0 NUM iajs-3268 660 5 , , PUNCT iajs-3268 660 6 then then ADV iajs-3268 660 7 ๐œ’1190 ๐œ’1190 VERB iajs-3268 660 8 ๐‘1 ๐‘1 NOUN iajs-3268 660 9 is be AUX iajs-3268 660 10 incomplete incomplete ADJ iajs-3268 660 11 . . PUNCT iajs-3268 661 1 the the PRON iajs-3268 661 2 ( ( PUNCT iajs-3268 661 3 3,3)-cap 3,3)-cap NUM iajs-3268 661 4 will will AUX iajs-3268 661 5 be be AUX iajs-3268 661 6 complete complete ADJ iajs-3268 661 7 when when SCONJ iajs-3268 661 8 you you PRON iajs-3268 661 9 add add VERB iajs-3268 661 10 119 119 NUM iajs-3268 661 11 points point NOUN iajs-3268 661 12 to to ADP iajs-3268 661 13 it it PRON iajs-3268 661 14 . . PUNCT iajs-3268 662 1 let let VERB iajs-3268 662 2 ๐‘2 ๐‘2 NOUN iajs-3268 662 3 = = SYM iajs-3268 662 4 { { PUNCT iajs-3268 662 5 171 171 NUM iajs-3268 662 6 , , PUNCT iajs-3268 662 7 341 341 NUM iajs-3268 662 8 } } PUNCT iajs-3268 662 9 , , PUNCT iajs-3268 662 10 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 662 11 ๐‘2 ๐‘2 NOUN iajs-3268 662 12 = = SYM iajs-3268 662 13 ๐œ’1190โ‹ƒ๐‘2 ๐œ’1190โ‹ƒ๐‘2 PROPN iajs-3268 662 14 . . PUNCT iajs-3268 663 1 the the DET iajs-3268 663 2 maximum maximum ADJ iajs-3268 663 3 number number NOUN iajs-3268 663 4 of of ADP iajs-3268 663 5 the the DET iajs-3268 663 6 intersection intersection NOUN iajs-3268 663 7 points point NOUN iajs-3268 663 8 between between ADP iajs-3268 663 9 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 663 10 ๐‘2 ๐‘2 NOUN iajs-3268 663 11 and and CCONJ iajs-3268 663 12 the the DET iajs-3268 663 13 lines line NOUN iajs-3268 663 14 of of ADP iajs-3268 663 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 663 16 ) ) PUNCT iajs-3268 663 17 are be AUX iajs-3268 663 18 four four NUM iajs-3268 663 19 , , PUNCT iajs-3268 663 20 so so ADV iajs-3268 663 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 663 22 ๐‘2 ๐‘2 NOUN iajs-3268 663 23 is be AUX iajs-3268 663 24 ( ( PUNCT iajs-3268 663 25 4,4)-cap 4,4)-cap NUM iajs-3268 663 26 and and CCONJ iajs-3268 663 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 663 28 values value NOUN iajs-3268 663 29 are be AUX iajs-3268 663 30 ๐‘0 ๐‘0 NOUN iajs-3268 663 31 = = SYM iajs-3268 663 32 2366 2366 NUM iajs-3268 663 33 , , PUNCT iajs-3268 663 34 ๐‘1 ๐‘1 NOUN iajs-3268 663 35 = = NOUN iajs-3268 663 36 10 10 NUM iajs-3268 663 37 . . PUNCT iajs-3268 664 1 since since SCONJ iajs-3268 664 2 ๐‘0 ๐‘0 NOUN iajs-3268 664 3 โ‰  โ‰  PROPN iajs-3268 664 4 0 0 NUM iajs-3268 664 5 , , PUNCT iajs-3268 664 6 then then ADV iajs-3268 664 7 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 664 8 ๐‘2 ๐‘2 NOUN iajs-3268 664 9 is be AUX iajs-3268 664 10 incomplete incomplete ADJ iajs-3268 664 11 . . PUNCT iajs-3268 665 1 the the DET iajs-3268 665 2 ( ( PUNCT iajs-3268 665 3 4,4)-cap 4,4)-cap NUM iajs-3268 665 4 will will AUX iajs-3268 665 5 be be AUX iajs-3268 665 6 complete complete ADJ iajs-3268 665 7 when when SCONJ iajs-3268 665 8 you you PRON iajs-3268 665 9 add add VERB iajs-3268 665 10 222 222 NUM iajs-3268 665 11 points point NOUN iajs-3268 665 12 to to ADP iajs-3268 665 13 it it PRON iajs-3268 665 14 . . PUNCT iajs-3268 666 1 let let VERB iajs-3268 666 2 ๐‘3 ๐‘3 ADV iajs-3268 666 3 = = PUNCT iajs-3268 666 4 { { PUNCT iajs-3268 666 5 171 171 NUM iajs-3268 666 6 , , PUNCT iajs-3268 666 7 341 341 NUM iajs-3268 666 8 , , PUNCT iajs-3268 666 9 511 511 NUM iajs-3268 666 10 } } PUNCT iajs-3268 666 11 , , PUNCT iajs-3268 666 12 ๐’Ÿ1190 ๐’Ÿ1190 VERB iajs-3268 666 13 ๐‘3 ๐‘3 ADV iajs-3268 666 14 = = PUNCT iajs-3268 666 15 ๐œ’1190โ‹ƒ๐‘3 ๐œ’1190โ‹ƒ๐‘3 PROPN iajs-3268 666 16 . . PUNCT iajs-3268 667 1 the the DET iajs-3268 667 2 maximum maximum ADJ iajs-3268 667 3 number number NOUN iajs-3268 667 4 of of ADP iajs-3268 667 5 the the DET iajs-3268 667 6 intersection intersection NOUN iajs-3268 667 7 points point NOUN iajs-3268 667 8 between between ADP iajs-3268 667 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 667 10 ๐‘3 ๐‘3 ADV iajs-3268 667 11 and and CCONJ iajs-3268 667 12 the the DET iajs-3268 667 13 lines line NOUN iajs-3268 667 14 of of ADP iajs-3268 667 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 667 16 ) ) PUNCT iajs-3268 667 17 are be AUX iajs-3268 667 18 five five NUM iajs-3268 667 19 , , PUNCT iajs-3268 667 20 so so ADV iajs-3268 667 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 667 22 ๐‘3 ๐‘3 NOUN iajs-3268 667 23 is be AUX iajs-3268 667 24 ( ( PUNCT iajs-3268 667 25 5,5)-cap 5,5)-cap NUM iajs-3268 667 26 and and CCONJ iajs-3268 667 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 667 28 values value NOUN iajs-3268 667 29 are be AUX iajs-3268 667 30 ๐‘0 ๐‘0 NOUN iajs-3268 667 31 = = SYM iajs-3268 667 32 ihjpas ihjpa NOUN iajs-3268 667 33 . . PUNCT iajs-3268 668 1 2024 2024 NUM iajs-3268 668 2 , , PUNCT iajs-3268 668 3 37 37 NUM iajs-3268 668 4 ( ( PUNCT iajs-3268 668 5 3 3 NUM iajs-3268 668 6 ) ) PUNCT iajs-3268 668 7 414 414 NUM iajs-3268 668 8 2366 2366 NUM iajs-3268 668 9 , , PUNCT iajs-3268 668 10 ๐‘1 ๐‘1 NOUN iajs-3268 668 11 = = NOUN iajs-3268 668 12 9 9 X iajs-3268 668 13 . . PUNCT iajs-3268 668 14 since since SCONJ iajs-3268 668 15 ๐‘0 ๐‘0 NOUN iajs-3268 668 16 โ‰  โ‰  PROPN iajs-3268 668 17 0 0 NUM iajs-3268 668 18 , , PUNCT iajs-3268 668 19 then then ADV iajs-3268 668 20 ๐œ’1190 ๐œ’1190 VERB iajs-3268 668 21 ๐‘3 ๐‘3 NOUN iajs-3268 668 22 is be AUX iajs-3268 668 23 incomplete incomplete ADJ iajs-3268 668 24 . . PUNCT iajs-3268 669 1 the the DET iajs-3268 669 2 ( ( PUNCT iajs-3268 669 3 5,5)-cap 5,5)-cap NUM iajs-3268 669 4 will will AUX iajs-3268 669 5 be be AUX iajs-3268 669 6 complete complete ADJ iajs-3268 669 7 when when SCONJ iajs-3268 669 8 you you PRON iajs-3268 669 9 add add VERB iajs-3268 669 10 401 401 NUM iajs-3268 669 11 points point NOUN iajs-3268 669 12 to to ADP iajs-3268 669 13 it it PRON iajs-3268 669 14 . . PUNCT iajs-3268 670 1 let let VERB iajs-3268 670 2 ๐‘4 ๐‘4 NOUN iajs-3268 670 3 = = PUNCT iajs-3268 670 4 { { PUNCT iajs-3268 670 5 171 171 NUM iajs-3268 670 6 , , PUNCT iajs-3268 670 7 341 341 NUM iajs-3268 670 8 , , PUNCT iajs-3268 670 9 511 511 NUM iajs-3268 670 10 , , PUNCT iajs-3268 670 11 681 681 NUM iajs-3268 670 12 } } PUNCT iajs-3268 670 13 , , PUNCT iajs-3268 670 14 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 670 15 ๐‘4 ๐‘4 NOUN iajs-3268 670 16 = = PUNCT iajs-3268 670 17 ๐œ’1190โ‹ƒ๐‘4 ๐œ’1190โ‹ƒ๐‘4 PROPN iajs-3268 670 18 . . PUNCT iajs-3268 671 1 the the DET iajs-3268 671 2 maximum maximum ADJ iajs-3268 671 3 number number NOUN iajs-3268 671 4 of of ADP iajs-3268 671 5 the the DET iajs-3268 671 6 intersection intersection NOUN iajs-3268 671 7 points point NOUN iajs-3268 671 8 between between ADP iajs-3268 671 9 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 671 10 ๐‘4 ๐‘4 NOUN iajs-3268 671 11 and and CCONJ iajs-3268 671 12 the the DET iajs-3268 671 13 lines line NOUN iajs-3268 671 14 of of ADP iajs-3268 671 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 671 16 ) ) PUNCT iajs-3268 671 17 are be AUX iajs-3268 671 18 six six NUM iajs-3268 671 19 , , PUNCT iajs-3268 671 20 so so ADV iajs-3268 671 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 671 22 ๐‘4 ๐‘4 NOUN iajs-3268 671 23 is be AUX iajs-3268 671 24 ( ( PUNCT iajs-3268 671 25 6,6)-cap 6,6)-cap NUM iajs-3268 671 26 and and CCONJ iajs-3268 671 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 671 28 values value NOUN iajs-3268 671 29 are be AUX iajs-3268 671 30 ๐‘0 ๐‘0 NOUN iajs-3268 671 31 = = SYM iajs-3268 671 32 2366 2366 NUM iajs-3268 671 33 , , PUNCT iajs-3268 671 34 ๐‘1 ๐‘1 NOUN iajs-3268 671 35 = = NOUN iajs-3268 671 36 8 8 X iajs-3268 671 37 . . PUNCT iajs-3268 672 1 since since SCONJ iajs-3268 672 2 ๐‘0 ๐‘0 NOUN iajs-3268 672 3 โ‰  โ‰  PROPN iajs-3268 672 4 0 0 NUM iajs-3268 672 5 , , PUNCT iajs-3268 672 6 then then ADV iajs-3268 672 7 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 672 8 ๐‘4 ๐‘4 NOUN iajs-3268 672 9 is be AUX iajs-3268 672 10 incomplete incomplete ADJ iajs-3268 672 11 . . PUNCT iajs-3268 673 1 the the PRON iajs-3268 673 2 ( ( PUNCT iajs-3268 673 3 6,6)-cap 6,6)-cap NUM iajs-3268 673 4 will will AUX iajs-3268 673 5 be be AUX iajs-3268 673 6 complete complete ADJ iajs-3268 673 7 when when SCONJ iajs-3268 673 8 you you PRON iajs-3268 673 9 add add VERB iajs-3268 673 10 491 491 NUM iajs-3268 673 11 points point NOUN iajs-3268 673 12 to to ADP iajs-3268 673 13 it it PRON iajs-3268 673 14 . . PUNCT iajs-3268 674 1 let let VERB iajs-3268 674 2 ๐‘5 ๐‘5 VERB iajs-3268 674 3 = = SYM iajs-3268 674 4 { { PUNCT iajs-3268 674 5 171 171 NUM iajs-3268 674 6 , , PUNCT iajs-3268 674 7 341 341 NUM iajs-3268 674 8 , , PUNCT iajs-3268 674 9 511 511 NUM iajs-3268 674 10 , , PUNCT iajs-3268 674 11 681 681 NUM iajs-3268 674 12 , , PUNCT iajs-3268 674 13 851 851 NUM iajs-3268 674 14 } } PUNCT iajs-3268 674 15 , , PUNCT iajs-3268 674 16 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 674 17 ๐‘5 ๐‘5 NOUN iajs-3268 674 18 = = SYM iajs-3268 674 19 ๐œ’1190 ๐œ’1190 VERB iajs-3268 674 20 โ‹ƒ โ‹ƒ NOUN iajs-3268 674 21 ๐‘5 ๐‘5 NOUN iajs-3268 674 22 . . PUNCT iajs-3268 675 1 the the DET iajs-3268 675 2 maximum maximum ADJ iajs-3268 675 3 number number NOUN iajs-3268 675 4 of of ADP iajs-3268 675 5 the the DET iajs-3268 675 6 intersection intersection NOUN iajs-3268 675 7 points point NOUN iajs-3268 675 8 between between ADP iajs-3268 675 9 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 675 10 ๐‘5 ๐‘5 NOUN iajs-3268 675 11 and and CCONJ iajs-3268 675 12 the the DET iajs-3268 675 13 lines line NOUN iajs-3268 675 14 of of ADP iajs-3268 675 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 675 16 ) ) PUNCT iajs-3268 675 17 are be AUX iajs-3268 675 18 seven seven NUM iajs-3268 675 19 , , PUNCT iajs-3268 675 20 so so ADV iajs-3268 675 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 675 22 ๐‘5 ๐‘5 NOUN iajs-3268 675 23 is be AUX iajs-3268 675 24 ( ( PUNCT iajs-3268 675 25 7,7)-cap 7,7)-cap NUM iajs-3268 675 26 and and CCONJ iajs-3268 675 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 675 28 values value NOUN iajs-3268 675 29 are be AUX iajs-3268 675 30 ๐‘0 ๐‘0 NOUN iajs-3268 675 31 = = SYM iajs-3268 675 32 2366 2366 NUM iajs-3268 675 33 , , PUNCT iajs-3268 675 34 ๐‘1 ๐‘1 NOUN iajs-3268 675 35 = = NOUN iajs-3268 675 36 7 7 X iajs-3268 675 37 . . PUNCT iajs-3268 675 38 since since SCONJ iajs-3268 675 39 ๐‘0 ๐‘0 NOUN iajs-3268 675 40 โ‰  โ‰  PROPN iajs-3268 675 41 0 0 NUM iajs-3268 675 42 , , PUNCT iajs-3268 675 43 then then ADV iajs-3268 675 44 ๐œ’1190 ๐œ’1190 ADJ iajs-3268 675 45 ๐‘5 ๐‘5 NOUN iajs-3268 675 46 is be AUX iajs-3268 675 47 incomplete incomplete ADJ iajs-3268 675 48 . . PUNCT iajs-3268 676 1 the the DET iajs-3268 676 2 ( ( PUNCT iajs-3268 676 3 7,7)-cap 7,7)-cap NUM iajs-3268 676 4 will will AUX iajs-3268 676 5 be be AUX iajs-3268 676 6 complete complete ADJ iajs-3268 676 7 when when SCONJ iajs-3268 676 8 you you PRON iajs-3268 676 9 add add VERB iajs-3268 676 10 603 603 NUM iajs-3268 676 11 points point NOUN iajs-3268 676 12 to to ADP iajs-3268 676 13 it it PRON iajs-3268 676 14 . . PUNCT iajs-3268 677 1 let let VERB iajs-3268 677 2 ๐‘6 ๐‘6 NOUN iajs-3268 677 3 = = VERB iajs-3268 677 4 { { PUNCT iajs-3268 677 5 171 171 NUM iajs-3268 677 6 , , PUNCT iajs-3268 677 7 341 341 NUM iajs-3268 677 8 , , PUNCT iajs-3268 677 9 511 511 NUM iajs-3268 677 10 , , PUNCT iajs-3268 677 11 681 681 NUM iajs-3268 677 12 , , PUNCT iajs-3268 677 13 851 851 NUM iajs-3268 677 14 , , PUNCT iajs-3268 677 15 1021 1021 NUM iajs-3268 677 16 } } PUNCT iajs-3268 677 17 , , PUNCT iajs-3268 677 18 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 677 19 ๐‘6 ๐‘6 NOUN iajs-3268 677 20 = = PUNCT iajs-3268 677 21 ๐œ’1190โ‹ƒ๐‘6 ๐œ’1190โ‹ƒ๐‘6 PROPN iajs-3268 677 22 . . PUNCT iajs-3268 678 1 the the DET iajs-3268 678 2 maximum maximum ADJ iajs-3268 678 3 number number NOUN iajs-3268 678 4 of of ADP iajs-3268 678 5 the the DET iajs-3268 678 6 intersection intersection NOUN iajs-3268 678 7 points point NOUN iajs-3268 678 8 between between ADP iajs-3268 678 9 ๐œ’1190 ๐œ’1190 ADJ iajs-3268 678 10 ๐‘6 ๐‘6 NOUN iajs-3268 678 11 and and CCONJ iajs-3268 678 12 the the DET iajs-3268 678 13 lines line NOUN iajs-3268 678 14 of of ADP iajs-3268 678 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 678 16 ) ) PUNCT iajs-3268 678 17 are be AUX iajs-3268 678 18 eight eight NUM iajs-3268 678 19 , , PUNCT iajs-3268 678 20 so so ADV iajs-3268 678 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 678 22 ๐‘6 ๐‘6 NOUN iajs-3268 678 23 is be AUX iajs-3268 678 24 ( ( PUNCT iajs-3268 678 25 8,8)-cap 8,8)-cap NUM iajs-3268 678 26 and and CCONJ iajs-3268 678 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 678 28 values value NOUN iajs-3268 678 29 are be AUX iajs-3268 678 30 ๐‘0 ๐‘0 NOUN iajs-3268 678 31 = = SYM iajs-3268 678 32 2366 2366 NUM iajs-3268 678 33 , , PUNCT iajs-3268 678 34 ๐‘1 ๐‘1 NOUN iajs-3268 678 35 = = NOUN iajs-3268 678 36 6 6 X iajs-3268 678 37 . . PUNCT iajs-3268 679 1 since since SCONJ iajs-3268 679 2 ๐‘0 ๐‘0 NOUN iajs-3268 679 3 โ‰  โ‰  PROPN iajs-3268 679 4 0 0 NUM iajs-3268 679 5 , , PUNCT iajs-3268 679 6 then then ADV iajs-3268 679 7 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 679 8 ๐‘6 ๐‘6 NOUN iajs-3268 679 9 is be AUX iajs-3268 679 10 incomplete incomplete ADJ iajs-3268 679 11 . . PUNCT iajs-3268 680 1 the the DET iajs-3268 680 2 ( ( PUNCT iajs-3268 680 3 8,8)-cap 8,8)-cap NUM iajs-3268 680 4 will will AUX iajs-3268 680 5 be be AUX iajs-3268 680 6 complete complete ADJ iajs-3268 680 7 when when SCONJ iajs-3268 680 8 you you PRON iajs-3268 680 9 add add VERB iajs-3268 680 10 681 681 NUM iajs-3268 680 11 points point NOUN iajs-3268 680 12 to to ADP iajs-3268 680 13 it it PRON iajs-3268 680 14 . . PUNCT iajs-3268 681 1 let let VERB iajs-3268 681 2 ๐‘7 ๐‘7 PROPN iajs-3268 681 3 = = PUNCT iajs-3268 681 4 { { PUNCT iajs-3268 681 5 171 171 NUM iajs-3268 681 6 , , PUNCT iajs-3268 681 7 341 341 NUM iajs-3268 681 8 , , PUNCT iajs-3268 681 9 511 511 NUM iajs-3268 681 10 , , PUNCT iajs-3268 681 11 681 681 NUM iajs-3268 681 12 , , PUNCT iajs-3268 681 13 851 851 NUM iajs-3268 681 14 , , PUNCT iajs-3268 681 15 1021 1021 NUM iajs-3268 681 16 , , PUNCT iajs-3268 681 17 1361 1361 NUM iajs-3268 681 18 } } PUNCT iajs-3268 681 19 , , PUNCT iajs-3268 681 20 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 681 21 ๐‘7 ๐‘7 PROPN iajs-3268 681 22 = = SYM iajs-3268 681 23 ๐œ’1190โ‹ƒ๐‘7 ๐œ’1190โ‹ƒ๐‘7 PROPN iajs-3268 681 24 . . PUNCT iajs-3268 682 1 the the DET iajs-3268 682 2 maximum maximum ADJ iajs-3268 682 3 number number NOUN iajs-3268 682 4 of of ADP iajs-3268 682 5 the the DET iajs-3268 682 6 intersection intersection NOUN iajs-3268 682 7 points point NOUN iajs-3268 682 8 between between ADP iajs-3268 682 9 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 682 10 ๐‘7 ๐‘7 PROPN iajs-3268 682 11 and and CCONJ iajs-3268 682 12 the the DET iajs-3268 682 13 lines line NOUN iajs-3268 682 14 of of ADP iajs-3268 682 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 682 16 ) ) PUNCT iajs-3268 682 17 are be AUX iajs-3268 682 18 nine nine NUM iajs-3268 682 19 , , PUNCT iajs-3268 682 20 so so ADV iajs-3268 682 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 682 22 ๐‘7 ๐‘7 PROPN iajs-3268 682 23 is be AUX iajs-3268 682 24 ( ( PUNCT iajs-3268 682 25 9,9)cap 9,9)cap NUM iajs-3268 682 26 and and CCONJ iajs-3268 682 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 682 28 values value NOUN iajs-3268 682 29 are be AUX iajs-3268 682 30 ๐‘0 ๐‘0 NOUN iajs-3268 682 31 = = SYM iajs-3268 682 32 2366 2366 NUM iajs-3268 682 33 , , PUNCT iajs-3268 682 34 ๐‘1 ๐‘1 NOUN iajs-3268 682 35 = = NOUN iajs-3268 682 36 5 5 X iajs-3268 682 37 . . PUNCT iajs-3268 682 38 since since SCONJ iajs-3268 682 39 ๐‘0 ๐‘0 NOUN iajs-3268 682 40 โ‰  โ‰  PROPN iajs-3268 682 41 0 0 NUM iajs-3268 682 42 , , PUNCT iajs-3268 682 43 then then ADV iajs-3268 682 44 ๐œ’1190 ๐œ’1190 PROPN iajs-3268 682 45 ๐‘7 ๐‘7 PROPN iajs-3268 682 46 is be AUX iajs-3268 682 47 incomplete incomplete ADJ iajs-3268 682 48 . . PUNCT iajs-3268 683 1 the the DET iajs-3268 683 2 ( ( PUNCT iajs-3268 683 3 9,9)cap 9,9)cap NOUN iajs-3268 683 4 will will AUX iajs-3268 683 5 be be AUX iajs-3268 683 6 complete complete ADJ iajs-3268 683 7 when when SCONJ iajs-3268 683 8 you you PRON iajs-3268 683 9 add add VERB iajs-3268 683 10 899 899 NUM iajs-3268 683 11 points point NOUN iajs-3268 683 12 to to ADP iajs-3268 683 13 it it PRON iajs-3268 683 14 . . PUNCT iajs-3268 684 1 let let VERB iajs-3268 684 2 ๐‘8 ๐‘8 PROPN iajs-3268 684 3 = = SYM iajs-3268 684 4 { { PUNCT iajs-3268 684 5 171 171 NUM iajs-3268 684 6 , , PUNCT iajs-3268 684 7 341 341 NUM iajs-3268 684 8 , , PUNCT iajs-3268 684 9 511 511 NUM iajs-3268 684 10 , , PUNCT iajs-3268 684 11 681 681 NUM iajs-3268 684 12 , , PUNCT iajs-3268 684 13 851 851 NUM iajs-3268 684 14 , , PUNCT iajs-3268 684 15 1021 1021 NUM iajs-3268 684 16 , , PUNCT iajs-3268 684 17 1361 1361 NUM iajs-3268 684 18 , , PUNCT iajs-3268 684 19 1531 1531 NUM iajs-3268 684 20 } } PUNCT iajs-3268 684 21 , , PUNCT iajs-3268 684 22 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 684 23 ๐‘8 ๐‘8 PROPN iajs-3268 684 24 = = SYM iajs-3268 684 25 ๐œ’1190โ‹ƒ๐‘8 ๐œ’1190โ‹ƒ๐‘8 PROPN iajs-3268 684 26 . . PUNCT iajs-3268 685 1 the the DET iajs-3268 685 2 maximum maximum ADJ iajs-3268 685 3 number number NOUN iajs-3268 685 4 of of ADP iajs-3268 685 5 the the DET iajs-3268 685 6 intersection intersection NOUN iajs-3268 685 7 points point NOUN iajs-3268 685 8 between between ADP iajs-3268 685 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 685 10 ๐‘8 ๐‘8 NOUN iajs-3268 685 11 and and CCONJ iajs-3268 685 12 the the DET iajs-3268 685 13 lines line NOUN iajs-3268 685 14 of of ADP iajs-3268 685 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 685 16 ) ) PUNCT iajs-3268 685 17 are be AUX iajs-3268 685 18 ten ten NUM iajs-3268 685 19 , , PUNCT iajs-3268 685 20 so so ADV iajs-3268 685 21 ๐œ’1190 ๐œ’1190 ADJ iajs-3268 685 22 ๐‘8 ๐‘8 NOUN iajs-3268 685 23 is be AUX iajs-3268 685 24 ( ( PUNCT iajs-3268 685 25 10,10)-cap 10,10)-cap NOUN iajs-3268 685 26 and and CCONJ iajs-3268 685 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 685 28 values value NOUN iajs-3268 685 29 are be AUX iajs-3268 685 30 ๐‘0 ๐‘0 NOUN iajs-3268 685 31 = = SYM iajs-3268 685 32 2366 2366 NUM iajs-3268 685 33 , , PUNCT iajs-3268 685 34 ๐‘1 ๐‘1 NOUN iajs-3268 685 35 = = NOUN iajs-3268 685 36 4 4 X iajs-3268 685 37 . . PUNCT iajs-3268 685 38 since since SCONJ iajs-3268 685 39 ๐‘0 ๐‘0 NOUN iajs-3268 685 40 โ‰  โ‰  PROPN iajs-3268 685 41 0 0 NUM iajs-3268 685 42 , , PUNCT iajs-3268 685 43 then then ADV iajs-3268 685 44 ๐œ’1190 ๐œ’1190 NOUN iajs-3268 685 45 ๐‘8 ๐‘8 NOUN iajs-3268 685 46 is be AUX iajs-3268 685 47 incomplete incomplete ADJ iajs-3268 685 48 . . PUNCT iajs-3268 686 1 the the DET iajs-3268 686 2 ( ( PUNCT iajs-3268 686 3 10,10)-cap 10,10)-cap NOUN iajs-3268 686 4 will will AUX iajs-3268 686 5 be be AUX iajs-3268 686 6 complete complete ADJ iajs-3268 686 7 when when SCONJ iajs-3268 686 8 you you PRON iajs-3268 686 9 add add VERB iajs-3268 686 10 1069 1069 NUM iajs-3268 686 11 points point NOUN iajs-3268 686 12 to to ADP iajs-3268 686 13 it it PRON iajs-3268 686 14 . . PUNCT iajs-3268 687 1 let let VERB iajs-3268 687 2 ๐‘9 ๐‘9 NOUN iajs-3268 687 3 = = PUNCT iajs-3268 687 4 { { PUNCT iajs-3268 687 5 171 171 NUM iajs-3268 687 6 , , PUNCT iajs-3268 687 7 341 341 NUM iajs-3268 687 8 , , PUNCT iajs-3268 687 9 511 511 NUM iajs-3268 687 10 , , PUNCT iajs-3268 687 11 681 681 NUM iajs-3268 687 12 , , PUNCT iajs-3268 687 13 851 851 NUM iajs-3268 687 14 , , PUNCT iajs-3268 687 15 1021 1021 NUM iajs-3268 687 16 , , PUNCT iajs-3268 687 17 1361 1361 NUM iajs-3268 687 18 , , PUNCT iajs-3268 687 19 1531 1531 NUM iajs-3268 687 20 , , PUNCT iajs-3268 687 21 1701 1701 NUM iajs-3268 687 22 } } PUNCT iajs-3268 687 23 , , PUNCT iajs-3268 687 24 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 687 25 ๐‘9 ๐‘9 NOUN iajs-3268 687 26 = = PUNCT iajs-3268 687 27 ๐œ’1190 ๐œ’1190 PROPN iajs-3268 687 28 โ‹ƒ โ‹ƒ PROPN iajs-3268 687 29 ๐‘9 ๐‘9 NOUN iajs-3268 687 30 . . PUNCT iajs-3268 688 1 the the DET iajs-3268 688 2 maximum maximum ADJ iajs-3268 688 3 number number NOUN iajs-3268 688 4 of of ADP iajs-3268 688 5 the the DET iajs-3268 688 6 intersection intersection NOUN iajs-3268 688 7 points point NOUN iajs-3268 688 8 between between ADP iajs-3268 688 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 688 10 ๐‘9 ๐‘9 NOUN iajs-3268 688 11 and and CCONJ iajs-3268 688 12 the the DET iajs-3268 688 13 lines line NOUN iajs-3268 688 14 of of ADP iajs-3268 688 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 688 16 ) ) PUNCT iajs-3268 688 17 are be AUX iajs-3268 688 18 eleven eleven NUM iajs-3268 688 19 , , PUNCT iajs-3268 688 20 so so ADV iajs-3268 688 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 688 22 ๐‘9 ๐‘9 NOUN iajs-3268 688 23 is be AUX iajs-3268 688 24 ( ( PUNCT iajs-3268 688 25 11,11)-cap 11,11)-cap NOUN iajs-3268 688 26 and and CCONJ iajs-3268 688 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 688 28 values value NOUN iajs-3268 688 29 are be AUX iajs-3268 688 30 ๐‘0 ๐‘0 NOUN iajs-3268 688 31 = = SYM iajs-3268 688 32 2366 2366 NUM iajs-3268 688 33 , , PUNCT iajs-3268 688 34 ๐‘1 ๐‘1 NOUN iajs-3268 688 35 = = NOUN iajs-3268 689 1 3 3 X iajs-3268 689 2 . . PUNCT iajs-3268 689 3 since since SCONJ iajs-3268 689 4 ๐‘0 ๐‘0 NOUN iajs-3268 689 5 โ‰  โ‰  PROPN iajs-3268 689 6 0 0 NUM iajs-3268 689 7 , , PUNCT iajs-3268 689 8 then then ADV iajs-3268 689 9 ๐œ’1190 ๐œ’1190 ADJ iajs-3268 689 10 ๐‘9 ๐‘9 NOUN iajs-3268 689 11 is be AUX iajs-3268 689 12 incomplete incomplete ADJ iajs-3268 689 13 . . PUNCT iajs-3268 690 1 the the PRON iajs-3268 690 2 ( ( PUNCT iajs-3268 690 3 11,11)-cap 11,11)-cap NOUN iajs-3268 690 4 will will AUX iajs-3268 690 5 be be AUX iajs-3268 690 6 complete complete ADJ iajs-3268 690 7 when when SCONJ iajs-3268 690 8 you you PRON iajs-3268 690 9 add add VERB iajs-3268 690 10 1347 1347 NUM iajs-3268 690 11 points point NOUN iajs-3268 690 12 to to ADP iajs-3268 690 13 it it PRON iajs-3268 690 14 . . PUNCT iajs-3268 691 1 let let VERB iajs-3268 691 2 ๐‘10 ๐‘10 NOUN iajs-3268 691 3 = = SYM iajs-3268 691 4 { { PUNCT iajs-3268 691 5 171 171 NUM iajs-3268 691 6 , , PUNCT iajs-3268 691 7 341 341 NUM iajs-3268 691 8 , , PUNCT iajs-3268 691 9 511 511 NUM iajs-3268 691 10 , , PUNCT iajs-3268 691 11 681 681 NUM iajs-3268 691 12 , , PUNCT iajs-3268 691 13 851 851 NUM iajs-3268 691 14 , , PUNCT iajs-3268 691 15 1021 1021 NUM iajs-3268 691 16 , , PUNCT iajs-3268 691 17 1361 1361 NUM iajs-3268 691 18 , , PUNCT iajs-3268 691 19 1531 1531 NUM iajs-3268 691 20 , , PUNCT iajs-3268 691 21 1701 1701 NUM iajs-3268 691 22 , , PUNCT iajs-3268 691 23 1871 1871 NUM iajs-3268 691 24 } } PUNCT iajs-3268 691 25 , , PUNCT iajs-3268 691 26 ๐’Ÿ1190 ๐’Ÿ1190 X iajs-3268 691 27 ๐‘10 ๐‘10 NOUN iajs-3268 691 28 = = SYM iajs-3268 691 29 ๐œ’1190โ‹ƒ๐‘10 ๐œ’1190โ‹ƒ๐‘10 NOUN iajs-3268 691 30 . . PUNCT iajs-3268 692 1 the the DET iajs-3268 692 2 maximum maximum ADJ iajs-3268 692 3 number number NOUN iajs-3268 692 4 of of ADP iajs-3268 692 5 the the DET iajs-3268 692 6 intersection intersection NOUN iajs-3268 692 7 points point NOUN iajs-3268 692 8 between between ADP iajs-3268 692 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 692 10 ๐‘10 ๐‘10 NOUN iajs-3268 692 11 and and CCONJ iajs-3268 692 12 the the DET iajs-3268 692 13 lines line NOUN iajs-3268 692 14 of of ADP iajs-3268 692 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 692 16 ) ) PUNCT iajs-3268 692 17 are be AUX iajs-3268 692 18 twelve twelve NUM iajs-3268 692 19 , , PUNCT iajs-3268 692 20 so so ADV iajs-3268 692 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 692 22 ๐‘10 ๐‘10 NOUN iajs-3268 692 23 is be AUX iajs-3268 692 24 ( ( PUNCT iajs-3268 692 25 12,12)-cap 12,12)-cap NUM iajs-3268 692 26 and and CCONJ iajs-3268 692 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 692 28 values value NOUN iajs-3268 692 29 are be AUX iajs-3268 692 30 ๐‘0 ๐‘0 NOUN iajs-3268 692 31 = = SYM iajs-3268 692 32 2366 2366 NUM iajs-3268 692 33 , , PUNCT iajs-3268 692 34 ๐‘1 ๐‘1 NOUN iajs-3268 692 35 = = NOUN iajs-3268 693 1 2 2 X iajs-3268 693 2 . . PUNCT iajs-3268 693 3 since since SCONJ iajs-3268 693 4 ๐‘0 ๐‘0 NOUN iajs-3268 693 5 โ‰  โ‰  PROPN iajs-3268 693 6 0 0 NUM iajs-3268 693 7 , , PUNCT iajs-3268 693 8 then then ADV iajs-3268 693 9 ๐œ’1190 ๐œ’1190 VERB iajs-3268 693 10 ๐‘10 ๐‘10 NOUN iajs-3268 693 11 is be AUX iajs-3268 693 12 incomplete incomplete ADJ iajs-3268 693 13 . . PUNCT iajs-3268 694 1 the the PRON iajs-3268 694 2 ( ( PUNCT iajs-3268 694 3 12,12)-cap 12,12)-cap NOUN iajs-3268 694 4 will will AUX iajs-3268 694 5 be be AUX iajs-3268 694 6 complete complete ADJ iajs-3268 694 7 when when SCONJ iajs-3268 694 8 you you PRON iajs-3268 694 9 add add VERB iajs-3268 694 10 1434 1434 NUM iajs-3268 694 11 points point NOUN iajs-3268 694 12 to to ADP iajs-3268 694 13 it it PRON iajs-3268 694 14 . . PUNCT iajs-3268 695 1 let let VERB iajs-3268 695 2 ๐‘11 ๐‘11 NOUN iajs-3268 695 3 = = SYM iajs-3268 695 4 { { PUNCT iajs-3268 695 5 171 171 NUM iajs-3268 695 6 , , PUNCT iajs-3268 695 7 341 341 NUM iajs-3268 695 8 , , PUNCT iajs-3268 695 9 511 511 NUM iajs-3268 695 10 , , PUNCT iajs-3268 695 11 681 681 NUM iajs-3268 695 12 , , PUNCT iajs-3268 695 13 851 851 NUM iajs-3268 695 14 , , PUNCT iajs-3268 695 15 1021 1021 NUM iajs-3268 695 16 , , PUNCT iajs-3268 695 17 1361 1361 NUM iajs-3268 695 18 , , PUNCT iajs-3268 695 19 1531 1531 NUM iajs-3268 695 20 , , PUNCT iajs-3268 695 21 1701 1701 NUM iajs-3268 695 22 , , PUNCT iajs-3268 695 23 1871 1871 NUM iajs-3268 695 24 , , PUNCT iajs-3268 695 25 2041 2041 NUM iajs-3268 695 26 } } PUNCT iajs-3268 695 27 , , PUNCT iajs-3268 695 28 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 695 29 ๐‘11 ๐‘11 NOUN iajs-3268 695 30 = = SYM iajs-3268 695 31 ๐œ’1190โ‹ƒ๐‘11 ๐œ’1190โ‹ƒ๐‘11 NOUN iajs-3268 695 32 . . PUNCT iajs-3268 696 1 the the DET iajs-3268 696 2 maximum maximum ADJ iajs-3268 696 3 number number NOUN iajs-3268 696 4 of of ADP iajs-3268 696 5 the the DET iajs-3268 696 6 intersection intersection NOUN iajs-3268 696 7 points point NOUN iajs-3268 696 8 between between ADP iajs-3268 696 9 ๐œ’1190 ๐œ’1190 PROPN iajs-3268 696 10 ๐‘11 ๐‘11 NOUN iajs-3268 696 11 and and CCONJ iajs-3268 696 12 the the DET iajs-3268 696 13 lines line NOUN iajs-3268 696 14 of of ADP iajs-3268 696 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 696 16 ) ) PUNCT iajs-3268 696 17 are be AUX iajs-3268 696 18 thirteen thirteen NUM iajs-3268 696 19 , , PUNCT iajs-3268 696 20 so so ADV iajs-3268 696 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 696 22 ๐‘11 ๐‘11 NOUN iajs-3268 696 23 is be AUX iajs-3268 696 24 ( ( PUNCT iajs-3268 696 25 13,13)-cap 13,13)-cap NUM iajs-3268 696 26 and and CCONJ iajs-3268 696 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 696 28 values value NOUN iajs-3268 696 29 are be AUX iajs-3268 696 30 ๐‘0 ๐‘0 NOUN iajs-3268 696 31 = = SYM iajs-3268 696 32 2366 2366 NUM iajs-3268 696 33 , , PUNCT iajs-3268 696 34 ๐‘1 ๐‘1 NOUN iajs-3268 696 35 = = NOUN iajs-3268 696 36 1 1 X iajs-3268 696 37 . . PUNCT iajs-3268 696 38 since since SCONJ iajs-3268 696 39 ๐‘0 ๐‘0 NOUN iajs-3268 696 40 โ‰  โ‰  PROPN iajs-3268 696 41 0 0 NUM iajs-3268 696 42 , , PUNCT iajs-3268 696 43 then then ADV iajs-3268 696 44 ๐œ’1190 ๐œ’1190 VERB iajs-3268 696 45 ๐‘11 ๐‘11 NOUN iajs-3268 696 46 is be AUX iajs-3268 696 47 incomplete incomplete ADJ iajs-3268 696 48 . . PUNCT iajs-3268 697 1 the the PRON iajs-3268 697 2 ( ( PUNCT iajs-3268 697 3 13,13)-cap 13,13)-cap NOUN iajs-3268 697 4 will will AUX iajs-3268 697 5 be be AUX iajs-3268 697 6 complete complete ADJ iajs-3268 697 7 when when SCONJ iajs-3268 697 8 you you PRON iajs-3268 697 9 add add VERB iajs-3268 697 10 1635 1635 NUM iajs-3268 697 11 points point NOUN iajs-3268 697 12 to to ADP iajs-3268 697 13 it it PRON iajs-3268 697 14 . . PUNCT iajs-3268 698 1 let let VERB iajs-3268 698 2 ๐‘12 ๐‘12 PROPN iajs-3268 698 3 = = NOUN iajs-3268 698 4 { { PUNCT iajs-3268 698 5 171 171 NUM iajs-3268 698 6 , , PUNCT iajs-3268 698 7 341 341 NUM iajs-3268 698 8 , , PUNCT iajs-3268 698 9 511 511 NUM iajs-3268 698 10 , , PUNCT iajs-3268 698 11 681 681 NUM iajs-3268 698 12 , , PUNCT iajs-3268 698 13 851 851 NUM iajs-3268 698 14 , , PUNCT iajs-3268 698 15 1021 1021 NUM iajs-3268 698 16 , , PUNCT iajs-3268 698 17 1361 1361 NUM iajs-3268 698 18 , , PUNCT iajs-3268 698 19 1531 1531 NUM iajs-3268 698 20 , , PUNCT iajs-3268 698 21 1701 1701 NUM iajs-3268 698 22 , , PUNCT iajs-3268 698 23 1871 1871 NUM iajs-3268 698 24 , , PUNCT iajs-3268 698 25 2041 2041 NUM iajs-3268 698 26 , , PUNCT iajs-3268 698 27 2211 2211 NUM iajs-3268 698 28 } } PUNCT iajs-3268 698 29 . . PUNCT iajs-3268 699 1 put put VERB iajs-3268 699 2 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 699 3 ๐‘12 ๐‘12 NOUN iajs-3268 699 4 = = PROPN iajs-3268 699 5 ๐œ’1190โ‹ƒ๐‘12 ๐œ’1190โ‹ƒ๐‘12 PROPN iajs-3268 699 6 . . PUNCT iajs-3268 700 1 the the DET iajs-3268 700 2 maximum maximum ADJ iajs-3268 700 3 number number NOUN iajs-3268 700 4 of of ADP iajs-3268 700 5 the the DET iajs-3268 700 6 intersection intersection NOUN iajs-3268 700 7 points point NOUN iajs-3268 700 8 between between ADP iajs-3268 700 9 ๐œ’1190 ๐œ’1190 PROPN iajs-3268 700 10 ๐‘12 ๐‘12 NOUN iajs-3268 700 11 and and CCONJ iajs-3268 700 12 the the DET iajs-3268 700 13 lines line NOUN iajs-3268 700 14 of of ADP iajs-3268 700 15 ๐‘ƒ๐บ(3,13 ๐‘ƒ๐บ(3,13 PROPN iajs-3268 700 16 ) ) PUNCT iajs-3268 700 17 are be AUX iajs-3268 700 18 fourteen fourteen NUM iajs-3268 700 19 , , PUNCT iajs-3268 700 20 so so ADV iajs-3268 700 21 ๐œ’1190 ๐œ’1190 VERB iajs-3268 700 22 ๐‘12 ๐‘12 NOUN iajs-3268 700 23 is be AUX iajs-3268 700 24 ( ( PUNCT iajs-3268 700 25 14,14)-cap 14,14)-cap NOUN iajs-3268 700 26 and and CCONJ iajs-3268 700 27 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 700 28 values value NOUN iajs-3268 700 29 are be AUX iajs-3268 700 30 ๐‘0 ๐‘0 NOUN iajs-3268 700 31 = = SYM iajs-3268 700 32 2366 2366 NUM iajs-3268 700 33 . . PUNCT iajs-3268 701 1 since since SCONJ iajs-3268 701 2 ๐‘0 ๐‘0 NOUN iajs-3268 701 3 โ‰  โ‰  PROPN iajs-3268 701 4 0 0 NUM iajs-3268 701 5 , , PUNCT iajs-3268 701 6 then then ADV iajs-3268 701 7 ๐œ’1190 ๐œ’1190 PROPN iajs-3268 701 8 ๐‘12 ๐‘12 NOUN iajs-3268 701 9 is be AUX iajs-3268 701 10 incomplete incomplete ADJ iajs-3268 701 11 . . PUNCT iajs-3268 702 1 the the DET iajs-3268 702 2 ( ( PUNCT iajs-3268 702 3 14,14)-cap 14,14)-cap NOUN iajs-3268 702 4 will will AUX iajs-3268 702 5 be be AUX iajs-3268 702 6 complete complete ADJ iajs-3268 702 7 when when SCONJ iajs-3268 702 8 you you PRON iajs-3268 702 9 add add VERB iajs-3268 702 10 2366 2366 NUM iajs-3268 702 11 points point NOUN iajs-3268 702 12 to to ADP iajs-3268 702 13 it it PRON iajs-3268 702 14 . . PUNCT iajs-3268 703 1 ihjpas ihjpas PROPN iajs-3268 703 2 . . PUNCT iajs-3268 704 1 2024 2024 NUM iajs-3268 704 2 , , PUNCT iajs-3268 704 3 37 37 NUM iajs-3268 704 4 ( ( PUNCT iajs-3268 704 5 3 3 NUM iajs-3268 704 6 ) ) PUNCT iajs-3268 704 7 415 415 NUM iajs-3268 704 8 4 4 NUM iajs-3268 704 9 . . PUNCT iajs-3268 704 10 results result NOUN iajs-3268 704 11 and and CCONJ iajs-3268 704 12 discussions discussion NOUN iajs-3268 704 13 the the DET iajs-3268 704 14 order order NOUN iajs-3268 704 15 pairs pair NOUN iajs-3268 704 16 ( ( PUNCT iajs-3268 704 17 ๐‘  ๐‘  PROPN iajs-3268 704 18 + + SYM iajs-3268 704 19 ๐‘– ๐‘– PROPN iajs-3268 704 20 , , PUNCT iajs-3268 704 21 ๐‘‘ ๐‘‘ PROPN iajs-3268 704 22 + + PROPN iajs-3268 704 23 ๐‘– ๐‘– X iajs-3268 704 24 ) ) PUNCT iajs-3268 704 25 refer refer VERB iajs-3268 704 26 to to ADP iajs-3268 704 27 the the DET iajs-3268 704 28 size size NOUN iajs-3268 704 29 and and CCONJ iajs-3268 704 30 degree degree NOUN iajs-3268 704 31 of of ADP iajs-3268 704 32 the the DET iajs-3268 704 33 new new ADJ iajs-3268 704 34 extension extension NOUN iajs-3268 704 35 cap cap NOUN iajs-3268 704 36 from from ADP iajs-3268 704 37 ( ( PUNCT iajs-3268 704 38 ๐‘  ๐‘  PROPN iajs-3268 704 39 , , PUNCT iajs-3268 704 40 ๐‘‘)cap ๐‘‘)cap PROPN iajs-3268 704 41 , , PUNCT iajs-3268 704 42 ๐’Ÿ๐‘ƒ ๐’Ÿ๐‘ƒ NOUN iajs-3268 704 43 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 704 44 . . PUNCT iajs-3268 705 1 let let VERB iajs-3268 705 2 # # NOUN iajs-3268 705 3 denote denote VERB iajs-3268 705 4 the the DET iajs-3268 705 5 number number NOUN iajs-3268 705 6 of of ADP iajs-3268 705 7 added add VERB iajs-3268 705 8 points point NOUN iajs-3268 705 9 to to ADP iajs-3268 705 10 the the DET iajs-3268 705 11 orbit orbit NOUN iajs-3268 705 12 to to PART iajs-3268 705 13 be be AUX iajs-3268 705 14 complete complete ADJ iajs-3268 705 15 . . PUNCT iajs-3268 706 1 table table NOUN iajs-3268 706 2 1 1 NUM iajs-3268 706 3 contains contain VERB iajs-3268 706 4 a a DET iajs-3268 706 5 summary summary NOUN iajs-3268 706 6 of of ADP iajs-3268 706 7 the the DET iajs-3268 706 8 getting get VERB iajs-3268 706 9 results result NOUN iajs-3268 706 10 . . PUNCT iajs-3268 707 1 table table NOUN iajs-3268 707 2 1 1 NUM iajs-3268 707 3 . . PUNCT iajs-3268 708 1 details detail NOUN iajs-3268 708 2 about about ADP iajs-3268 708 3 the the DET iajs-3268 708 4 extension extension NOUN iajs-3268 708 5 complete complete ADJ iajs-3268 708 6 caps cap NOUN iajs-3268 708 7 . . PUNCT iajs-3268 709 1 ๐’Ÿ๐‘ƒ ๐’Ÿ๐‘ƒ NOUN iajs-3268 709 2 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 3 ( ( PUNCT iajs-3268 709 4 size size NOUN iajs-3268 709 5 , , PUNCT iajs-3268 709 6 degree degree NOUN iajs-3268 709 7 ) ) PUNCT iajs-3268 709 8 of of ADP iajs-3268 709 9 the the DET iajs-3268 709 10 cap cap NOUN iajs-3268 709 11 # # NOUN iajs-3268 709 12 1 1 NUM iajs-3268 709 13 ๐’Ÿ4 ๐’Ÿ4 PROPN iajs-3268 709 14 ๐‘๐‘– ๐‘๐‘– PROPN iajs-3268 709 15 ( ( PUNCT iajs-3268 709 16 595,7 595,7 NUM iajs-3268 709 17 ) ) PUNCT iajs-3268 709 18 โ†’ โ†’ X iajs-3268 709 19 ( ( PUNCT iajs-3268 709 20 595 595 NUM iajs-3268 709 21 + + NOUN iajs-3268 709 22 ๐‘– ๐‘– NOUN iajs-3268 709 23 , , PUNCT iajs-3268 709 24 7 7 NUM iajs-3268 709 25 + + SYM iajs-3268 709 26 ๐‘– ๐‘– X iajs-3268 709 27 ) ) PUNCT iajs-3268 709 28 , , PUNCT iajs-3268 709 29 ๐‘– ๐‘– NOUN iajs-3268 709 30 = = SYM iajs-3268 709 31 1 1 NUM iajs-3268 709 32 , , PUNCT iajs-3268 709 33 โ€ฆ โ€ฆ PUNCT iajs-3268 709 34 , , PUNCT iajs-3268 709 35 7 7 NUM iajs-3268 709 36 196 196 NUM iajs-3268 709 37 , , PUNCT iajs-3268 709 38 413 413 NUM iajs-3268 709 39 , , PUNCT iajs-3268 709 40 600 600 NUM iajs-3268 709 41 , , PUNCT iajs-3268 709 42 702 702 NUM iajs-3268 709 43 , , PUNCT iajs-3268 709 44 1016 1016 NUM iajs-3268 709 45 , , PUNCT iajs-3268 709 46 1148 1148 NUM iajs-3268 709 47 , , PUNCT iajs-3268 709 48 1778 1778 NUM iajs-3268 709 49 2 2 NUM iajs-3268 709 50 ๐’Ÿ7 ๐’Ÿ7 PROPN iajs-3268 709 51 ๐‘๐‘– ๐‘๐‘– PROPN iajs-3268 709 52 ( ( PUNCT iajs-3268 709 53 340,4 340,4 NUM iajs-3268 709 54 ) ) PUNCT iajs-3268 709 55 โ†’ โ†’ X iajs-3268 709 56 ( ( PUNCT iajs-3268 709 57 340 340 NUM iajs-3268 709 58 + + SYM iajs-3268 709 59 ๐‘– ๐‘– NOUN iajs-3268 709 60 , , PUNCT iajs-3268 709 61 4 4 NUM iajs-3268 709 62 + + NOUN iajs-3268 709 63 ๐‘– ๐‘– NOUN iajs-3268 709 64 ) ) PUNCT iajs-3268 709 65 , , PUNCT iajs-3268 709 66 ๐‘– ๐‘– NOUN iajs-3268 709 67 = = SYM iajs-3268 709 68 1 1 NUM iajs-3268 709 69 , , PUNCT iajs-3268 709 70 โ€ฆ โ€ฆ PUNCT iajs-3268 709 71 , , PUNCT iajs-3268 709 72 10 10 NUM iajs-3268 709 73 66 66 NUM iajs-3268 709 74 , , PUNCT iajs-3268 709 75 196 196 NUM iajs-3268 709 76 , , PUNCT iajs-3268 709 77 335 335 NUM iajs-3268 709 78 , , PUNCT iajs-3268 709 79 463 463 NUM iajs-3268 709 80 , , PUNCT iajs-3268 709 81 685 685 NUM iajs-3268 709 82 , , PUNCT iajs-3268 709 83 816 816 NUM iajs-3268 709 84 , , PUNCT iajs-3268 709 85 991 991 NUM iajs-3268 709 86 , , PUNCT iajs-3268 709 87 1180 1180 NUM iajs-3268 709 88 , , PUNCT iajs-3268 709 89 1395 1395 NUM iajs-3268 709 90 , , PUNCT iajs-3268 709 91 2030 2030 NUM iajs-3268 709 92 3 3 NUM iajs-3268 709 93 ๐’Ÿ14 ๐’Ÿ14 PROPN iajs-3268 709 94 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 95 ( ( PUNCT iajs-3268 709 96 170,2 170,2 NOUN iajs-3268 709 97 ) ) PUNCT iajs-3268 709 98 โ†’ โ†’ PUNCT iajs-3268 709 99 ( ( PUNCT iajs-3268 709 100 170 170 NUM iajs-3268 709 101 + + CCONJ iajs-3268 709 102 ๐‘– ๐‘– SYM iajs-3268 709 103 , , PUNCT iajs-3268 709 104 2 2 NUM iajs-3268 709 105 + + NUM iajs-3268 709 106 ๐‘– ๐‘– NOUN iajs-3268 709 107 ) ) PUNCT iajs-3268 709 108 , , PUNCT iajs-3268 709 109 ๐‘– ๐‘– NOUN iajs-3268 709 110 = = SYM iajs-3268 709 111 1 1 NUM iajs-3268 709 112 , , PUNCT iajs-3268 709 113 โ€ฆ โ€ฆ PUNCT iajs-3268 709 114 , , PUNCT iajs-3268 709 115 12 12 NUM iajs-3268 709 116 20 20 NUM iajs-3268 709 117 , , PUNCT iajs-3268 709 118 119 119 NUM iajs-3268 709 119 , , PUNCT iajs-3268 709 120 254 254 NUM iajs-3268 709 121 , , PUNCT iajs-3268 709 122 352 352 NUM iajs-3268 709 123 , , PUNCT iajs-3268 709 124 537 537 NUM iajs-3268 709 125 , , PUNCT iajs-3268 709 126 629 629 NUM iajs-3268 709 127 , , PUNCT iajs-3268 709 128 818 818 NUM iajs-3268 709 129 , , PUNCT iajs-3268 709 130 970 970 NUM iajs-3268 709 131 , , PUNCT iajs-3268 709 132 1200 1200 NUM iajs-3268 709 133 , , PUNCT iajs-3268 709 134 1325 1325 NUM iajs-3268 709 135 , , PUNCT iajs-3268 709 136 1516 1516 NUM iajs-3268 709 137 , , PUNCT iajs-3268 709 138 2198 2198 NUM iajs-3268 709 139 4 4 NUM iajs-3268 709 140 ๐’Ÿ20 ๐’Ÿ20 PROPN iajs-3268 709 141 ๐‘๐‘– ๐‘๐‘– PROPN iajs-3268 709 142 ( ( PUNCT iajs-3268 709 143 119,7 119,7 NUM iajs-3268 709 144 ) ) PUNCT iajs-3268 709 145 โ†’ โ†’ PUNCT iajs-3268 709 146 ( ( PUNCT iajs-3268 709 147 119 119 NUM iajs-3268 709 148 + + NOUN iajs-3268 709 149 ๐‘– ๐‘– NOUN iajs-3268 709 150 , , PUNCT iajs-3268 709 151 7 7 NUM iajs-3268 709 152 + + SYM iajs-3268 709 153 ๐‘– ๐‘– X iajs-3268 709 154 ) ) PUNCT iajs-3268 709 155 , , PUNCT iajs-3268 709 156 ๐‘– ๐‘– NOUN iajs-3268 709 157 = = SYM iajs-3268 709 158 1 1 NUM iajs-3268 709 159 , , PUNCT iajs-3268 709 160 โ€ฆ โ€ฆ PUNCT iajs-3268 709 161 , , PUNCT iajs-3268 709 162 7 7 NUM iajs-3268 709 163 658 658 NUM iajs-3268 709 164 , , PUNCT iajs-3268 709 165 827 827 NUM iajs-3268 709 166 , , PUNCT iajs-3268 709 167 1033 1033 NUM iajs-3268 709 168 , , PUNCT iajs-3268 709 169 1250 1250 NUM iajs-3268 709 170 , , PUNCT iajs-3268 709 171 1383 1383 NUM iajs-3268 709 172 , , PUNCT iajs-3268 709 173 1555 1555 NUM iajs-3268 709 174 , , PUNCT iajs-3268 709 175 2254 2254 NUM iajs-3268 709 176 5 5 NUM iajs-3268 709 177 ๐’Ÿ28 ๐’Ÿ28 PROPN iajs-3268 709 178 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 179 ( ( PUNCT iajs-3268 709 180 85,2 85,2 NUM iajs-3268 709 181 ) ) PUNCT iajs-3268 709 182 โ†’ โ†’ X iajs-3268 709 183 ( ( PUNCT iajs-3268 709 184 85 85 NUM iajs-3268 709 185 + + SYM iajs-3268 709 186 ๐‘– ๐‘– NOUN iajs-3268 709 187 , , PUNCT iajs-3268 709 188 2 2 NUM iajs-3268 709 189 + + NUM iajs-3268 709 190 ๐‘– ๐‘– NOUN iajs-3268 709 191 ) ) PUNCT iajs-3268 709 192 , , PUNCT iajs-3268 709 193 ๐‘– ๐‘– NOUN iajs-3268 709 194 = = SYM iajs-3268 709 195 1 1 NUM iajs-3268 709 196 , , PUNCT iajs-3268 709 197 โ€ฆ โ€ฆ PUNCT iajs-3268 709 198 , , PUNCT iajs-3268 709 199 12 12 NUM iajs-3268 709 200 74 74 NUM iajs-3268 709 201 , , PUNCT iajs-3268 709 202 176 176 NUM iajs-3268 709 203 , , PUNCT iajs-3268 709 204 319 319 NUM iajs-3268 709 205 , , PUNCT iajs-3268 709 206 433 433 NUM iajs-3268 709 207 , , PUNCT iajs-3268 709 208 623 623 NUM iajs-3268 709 209 , , PUNCT iajs-3268 709 210 671 671 NUM iajs-3268 709 211 , , PUNCT iajs-3268 709 212 892 892 NUM iajs-3268 709 213 , , PUNCT iajs-3268 709 214 1047 1047 NUM iajs-3268 709 215 , , PUNCT iajs-3268 709 216 1299 1299 NUM iajs-3268 709 217 , , PUNCT iajs-3268 709 218 1367 1367 NUM iajs-3268 709 219 , , PUNCT iajs-3268 709 220 1577 1577 NUM iajs-3268 709 221 , , PUNCT iajs-3268 709 222 2283 2283 NUM iajs-3268 709 223 6 6 NUM iajs-3268 709 224 ๐’Ÿ35 ๐’Ÿ35 PROPN iajs-3268 709 225 ๐‘๐‘– ๐‘๐‘– PROPN iajs-3268 709 226 ( ( PUNCT iajs-3268 709 227 68,3 68,3 PROPN iajs-3268 709 228 ) ) PUNCT iajs-3268 709 229 โ†’ โ†’ SYM iajs-3268 709 230 ( ( PUNCT iajs-3268 709 231 68 68 NUM iajs-3268 709 232 + + SYM iajs-3268 709 233 ๐‘– ๐‘– NOUN iajs-3268 709 234 , , PUNCT iajs-3268 709 235 3 3 NUM iajs-3268 709 236 + + NUM iajs-3268 709 237 ๐‘– ๐‘– NOUN iajs-3268 709 238 ) ) PUNCT iajs-3268 709 239 , , PUNCT iajs-3268 709 240 ๐‘– ๐‘– NOUN iajs-3268 709 241 = = SYM iajs-3268 709 242 1 1 NUM iajs-3268 709 243 , , PUNCT iajs-3268 709 244 โ€ฆ โ€ฆ PUNCT iajs-3268 709 245 , , PUNCT iajs-3268 709 246 11 11 NUM iajs-3268 709 247 189 189 NUM iajs-3268 709 248 , , PUNCT iajs-3268 709 249 334 334 NUM iajs-3268 709 250 , , PUNCT iajs-3268 709 251 486 486 NUM iajs-3268 709 252 , , PUNCT iajs-3268 709 253 627 627 NUM iajs-3268 709 254 , , PUNCT iajs-3268 709 255 692 692 NUM iajs-3268 709 256 , , PUNCT iajs-3268 709 257 876 876 NUM iajs-3268 709 258 , , PUNCT iajs-3268 709 259 1037 1037 NUM iajs-3268 709 260 , , PUNCT iajs-3268 709 261 1312 1312 NUM iajs-3268 709 262 , , PUNCT iajs-3268 709 263 1401 1401 NUM iajs-3268 709 264 , , PUNCT iajs-3268 709 265 1591 1591 NUM iajs-3268 709 266 , , PUNCT iajs-3268 709 267 2301 2301 NUM iajs-3268 709 268 7 7 NUM iajs-3268 709 269 ๐’Ÿ68 ๐’Ÿ68 PROPN iajs-3268 709 270 ๐‘๐‘– ๐‘๐‘– PROPN iajs-3268 709 271 ( ( PUNCT iajs-3268 709 272 35,7 35,7 PROPN iajs-3268 709 273 ) ) PUNCT iajs-3268 709 274 โ†’ โ†’ X iajs-3268 709 275 ( ( PUNCT iajs-3268 709 276 35 35 NUM iajs-3268 709 277 + + SYM iajs-3268 709 278 ๐‘– ๐‘– SYM iajs-3268 709 279 , , PUNCT iajs-3268 709 280 7 7 NUM iajs-3268 709 281 + + SYM iajs-3268 709 282 ๐‘– ๐‘– X iajs-3268 709 283 ) ) PUNCT iajs-3268 709 284 , , PUNCT iajs-3268 709 285 ๐‘– ๐‘– NOUN iajs-3268 709 286 = = SYM iajs-3268 709 287 1 1 NUM iajs-3268 709 288 , , PUNCT iajs-3268 709 289 โ€ฆ โ€ฆ PUNCT iajs-3268 709 290 , , PUNCT iajs-3268 709 291 7 7 NUM iajs-3268 709 292 709 709 NUM iajs-3268 709 293 , , PUNCT iajs-3268 709 294 901 901 NUM iajs-3268 709 295 , , PUNCT iajs-3268 709 296 1065 1065 NUM iajs-3268 709 297 , , PUNCT iajs-3268 709 298 1395 1395 NUM iajs-3268 709 299 , , PUNCT iajs-3268 709 300 1427 1427 NUM iajs-3268 709 301 , , PUNCT iajs-3268 709 302 1615 1615 NUM iajs-3268 709 303 , , PUNCT iajs-3268 709 304 2338 2338 NUM iajs-3268 709 305 8 8 NUM iajs-3268 709 306 ๐’Ÿ70 ๐’Ÿ70 PROPN iajs-3268 709 307 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 308 ( ( PUNCT iajs-3268 709 309 34,2 34,2 NUM iajs-3268 709 310 ) ) PUNCT iajs-3268 709 311 โ†’ โ†’ X iajs-3268 709 312 ( ( PUNCT iajs-3268 709 313 34 34 NUM iajs-3268 709 314 + + CCONJ iajs-3268 709 315 ๐‘– ๐‘– SYM iajs-3268 709 316 , , PUNCT iajs-3268 709 317 2 2 NUM iajs-3268 709 318 + + NUM iajs-3268 709 319 ๐‘– ๐‘– NOUN iajs-3268 709 320 ) ) PUNCT iajs-3268 709 321 , , PUNCT iajs-3268 709 322 ๐‘– ๐‘– NOUN iajs-3268 709 323 = = SYM iajs-3268 709 324 1 1 NUM iajs-3268 709 325 , , PUNCT iajs-3268 709 326 โ€ฆ โ€ฆ PUNCT iajs-3268 709 327 , , PUNCT iajs-3268 709 328 12 12 NUM iajs-3268 709 329 109 109 NUM iajs-3268 709 330 , , PUNCT iajs-3268 709 331 226 226 NUM iajs-3268 709 332 , , PUNCT iajs-3268 709 333 368 368 NUM iajs-3268 709 334 , , PUNCT iajs-3268 709 335 468 468 NUM iajs-3268 709 336 , , PUNCT iajs-3268 709 337 639 639 NUM iajs-3268 709 338 , , PUNCT iajs-3268 709 339 697 697 NUM iajs-3268 709 340 , , PUNCT iajs-3268 709 341 989 989 NUM iajs-3268 709 342 , , PUNCT iajs-3268 709 343 1056 1056 NUM iajs-3268 709 344 , , PUNCT iajs-3268 709 345 1330 1330 NUM iajs-3268 709 346 , , PUNCT iajs-3268 709 347 1421 1421 NUM iajs-3268 709 348 , , PUNCT iajs-3268 709 349 1612 1612 NUM iajs-3268 709 350 , , PUNCT iajs-3268 709 351 2334 2334 NUM iajs-3268 709 352 9 9 NUM iajs-3268 709 353 ๐’Ÿ119 ๐’Ÿ119 PROPN iajs-3268 709 354 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 355 ( ( PUNCT iajs-3268 709 356 20,2 20,2 NOUN iajs-3268 709 357 ) ) PUNCT iajs-3268 709 358 โ†’ โ†’ X iajs-3268 709 359 ( ( PUNCT iajs-3268 709 360 20 20 NUM iajs-3268 709 361 + + SYM iajs-3268 709 362 ๐‘– ๐‘– NOUN iajs-3268 709 363 , , PUNCT iajs-3268 709 364 2 2 NUM iajs-3268 709 365 + + NUM iajs-3268 709 366 ๐‘– ๐‘– NOUN iajs-3268 709 367 ) ) PUNCT iajs-3268 709 368 , , PUNCT iajs-3268 709 369 ๐‘– ๐‘– NOUN iajs-3268 709 370 = = SYM iajs-3268 709 371 1 1 NUM iajs-3268 709 372 , , PUNCT iajs-3268 709 373 โ€ฆ โ€ฆ PUNCT iajs-3268 709 374 , , PUNCT iajs-3268 709 375 12 12 NUM iajs-3268 709 376 117 117 NUM iajs-3268 709 377 , , PUNCT iajs-3268 709 378 241 241 NUM iajs-3268 709 379 , , PUNCT iajs-3268 709 380 392 392 NUM iajs-3268 709 381 , , PUNCT iajs-3268 709 382 507 507 NUM iajs-3268 709 383 , , PUNCT iajs-3268 709 384 639 639 NUM iajs-3268 709 385 , , PUNCT iajs-3268 709 386 734 734 NUM iajs-3268 709 387 , , PUNCT iajs-3268 709 388 891 891 NUM iajs-3268 709 389 , , PUNCT iajs-3268 709 390 1066 1066 NUM iajs-3268 709 391 , , PUNCT iajs-3268 709 392 1335 1335 NUM iajs-3268 709 393 , , PUNCT iajs-3268 709 394 1444 1444 NUM iajs-3268 709 395 , , PUNCT iajs-3268 709 396 1623 1623 NUM iajs-3268 709 397 , , PUNCT iajs-3268 709 398 2348 2348 NUM iajs-3268 709 399 10 10 NUM iajs-3268 709 400 ๐’Ÿ140 ๐’Ÿ140 PROPN iajs-3268 709 401 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 402 ( ( PUNCT iajs-3268 709 403 19,2 19,2 NUM iajs-3268 709 404 ) ) PUNCT iajs-3268 709 405 โ†’ โ†’ X iajs-3268 709 406 ( ( PUNCT iajs-3268 709 407 19 19 NUM iajs-3268 709 408 + + SYM iajs-3268 709 409 ๐‘– ๐‘– NOUN iajs-3268 709 410 , , PUNCT iajs-3268 709 411 2 2 NUM iajs-3268 709 412 + + NUM iajs-3268 709 413 ๐‘– ๐‘– NOUN iajs-3268 709 414 ) ) PUNCT iajs-3268 709 415 , , PUNCT iajs-3268 709 416 ๐‘– ๐‘– NOUN iajs-3268 709 417 = = SYM iajs-3268 709 418 1 1 NUM iajs-3268 709 419 , , PUNCT iajs-3268 709 420 โ€ฆ โ€ฆ PUNCT iajs-3268 709 421 , , PUNCT iajs-3268 709 422 12 12 NUM iajs-3268 709 423 128 128 NUM iajs-3268 709 424 , , PUNCT iajs-3268 709 425 248 248 NUM iajs-3268 709 426 , , PUNCT iajs-3268 709 427 388 388 NUM iajs-3268 709 428 , , PUNCT iajs-3268 709 429 489 489 NUM iajs-3268 709 430 , , PUNCT iajs-3268 709 431 647 647 NUM iajs-3268 709 432 , , PUNCT iajs-3268 709 433 707 707 NUM iajs-3268 709 434 , , PUNCT iajs-3268 709 435 904 904 NUM iajs-3268 709 436 , , PUNCT iajs-3268 709 437 1062 1062 NUM iajs-3268 709 438 , , PUNCT iajs-3268 709 439 1340 1340 NUM iajs-3268 709 440 , , PUNCT iajs-3268 709 441 1383 1383 NUM iajs-3268 709 442 , , PUNCT 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๐‘– NOUN iajs-3268 709 511 = = SYM iajs-3268 709 512 1 1 NUM iajs-3268 709 513 , , PUNCT iajs-3268 709 514 โ€ฆ โ€ฆ PUNCT iajs-3268 709 515 , , PUNCT iajs-3268 709 516 7 7 NUM iajs-3268 709 517 702 702 NUM iajs-3268 709 518 , , PUNCT iajs-3268 709 519 912 912 NUM iajs-3268 709 520 , , PUNCT iajs-3268 709 521 1077 1077 NUM iajs-3268 709 522 , , PUNCT iajs-3268 709 523 1408 1408 NUM iajs-3268 709 524 , , PUNCT iajs-3268 709 525 1451 1451 NUM iajs-3268 709 526 , , PUNCT iajs-3268 709 527 1635 1635 NUM iajs-3268 709 528 , , PUNCT iajs-3268 709 529 2366 2366 NUM iajs-3268 709 530 13 13 NUM iajs-3268 709 531 ๐’Ÿ476 ๐’Ÿ476 PRON iajs-3268 709 532 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 533 ( ( PUNCT iajs-3268 709 534 5,2 5,2 NUM iajs-3268 709 535 ) ) PUNCT iajs-3268 709 536 โ†’ โ†’ X iajs-3268 709 537 ( ( PUNCT iajs-3268 709 538 5 5 NUM iajs-3268 709 539 + + SYM iajs-3268 709 540 ๐‘– ๐‘– NOUN iajs-3268 709 541 , , PUNCT iajs-3268 709 542 2 2 NUM iajs-3268 709 543 + + NUM iajs-3268 709 544 ๐‘– ๐‘– NOUN iajs-3268 709 545 ) ) PUNCT iajs-3268 709 546 , , PUNCT iajs-3268 709 547 ๐‘– ๐‘– NOUN iajs-3268 709 548 = = SYM iajs-3268 709 549 1 1 NUM iajs-3268 709 550 , , PUNCT iajs-3268 709 551 โ€ฆ โ€ฆ PUNCT iajs-3268 709 552 , , PUNCT iajs-3268 709 553 12 12 NUM iajs-3268 709 554 137 137 NUM iajs-3268 709 555 , , PUNCT iajs-3268 709 556 243 243 NUM iajs-3268 709 557 , , PUNCT iajs-3268 709 558 399 399 NUM iajs-3268 709 559 , , PUNCT iajs-3268 709 560 509 509 NUM iajs-3268 709 561 , , PUNCT iajs-3268 709 562 632 632 NUM iajs-3268 709 563 , , PUNCT iajs-3268 709 564 677 677 NUM iajs-3268 709 565 , , PUNCT iajs-3268 709 566 896 896 NUM iajs-3268 709 567 , , PUNCT iajs-3268 709 568 1069 1069 NUM iajs-3268 709 569 , , PUNCT iajs-3268 709 570 1407 1407 NUM iajs-3268 709 571 , , PUNCT iajs-3268 709 572 1389 1389 NUM iajs-3268 709 573 , , PUNCT iajs-3268 709 574 1630 1630 NUM iajs-3268 709 575 , , PUNCT iajs-3268 709 576 2363 2363 NUM iajs-3268 709 577 14 14 NUM iajs-3268 709 578 ๐’Ÿ595 ๐’Ÿ595 PROPN iajs-3268 709 579 ๐‘๐‘– ๐‘๐‘– NOUN iajs-3268 709 580 ( ( PUNCT iajs-3268 709 581 4,2 4,2 NUM iajs-3268 709 582 ) ) PUNCT iajs-3268 709 583 โ†’ โ†’ X iajs-3268 709 584 ( ( PUNCT iajs-3268 709 585 4 4 NUM iajs-3268 709 586 + + SYM iajs-3268 709 587 ๐‘– ๐‘– NOUN iajs-3268 709 588 , , PUNCT iajs-3268 709 589 2 2 NUM iajs-3268 709 590 + + NUM iajs-3268 709 591 ๐‘– ๐‘– NOUN iajs-3268 709 592 ) ) PUNCT iajs-3268 709 593 , , PUNCT iajs-3268 709 594 ๐‘– ๐‘– NOUN iajs-3268 709 595 = = SYM iajs-3268 709 596 1 1 NUM iajs-3268 709 597 , , PUNCT iajs-3268 709 598 โ€ฆ โ€ฆ PUNCT iajs-3268 709 599 , , PUNCT iajs-3268 709 600 12 12 NUM iajs-3268 709 601 118 118 NUM iajs-3268 709 602 , , PUNCT iajs-3268 709 603 221 221 NUM iajs-3268 709 604 , , PUNCT iajs-3268 709 605 404 404 NUM iajs-3268 709 606 , , PUNCT iajs-3268 709 607 491 491 NUM iajs-3268 709 608 , , PUNCT iajs-3268 709 609 633 633 NUM iajs-3268 709 610 , , PUNCT iajs-3268 709 611 695 695 NUM iajs-3268 709 612 , , PUNCT iajs-3268 709 613 902 902 NUM iajs-3268 709 614 , , PUNCT iajs-3268 709 615 1073 1073 NUM iajs-3268 709 616 , , PUNCT iajs-3268 709 617 1346 1346 NUM iajs-3268 709 618 , , PUNCT iajs-3268 709 619 1411 1411 NUM iajs-3268 709 620 , , PUNCT iajs-3268 709 621 1632 1632 NUM iajs-3268 709 622 , , PUNCT iajs-3268 709 623 2364 2364 NUM iajs-3268 709 624 15 15 NUM iajs-3268 709 625 ๐’Ÿ1190 ๐’Ÿ1190 PROPN iajs-3268 709 626 ๐‘๐‘– ๐‘๐‘– X iajs-3268 709 627 ( ( PUNCT iajs-3268 709 628 2,2 2,2 NUM iajs-3268 709 629 ) ) PUNCT iajs-3268 709 630 โ†’ โ†’ SYM iajs-3268 709 631 ( ( PUNCT iajs-3268 709 632 2 2 NUM iajs-3268 709 633 + + SYM iajs-3268 709 634 ๐‘– ๐‘– NOUN iajs-3268 709 635 , , PUNCT iajs-3268 709 636 2 2 NUM iajs-3268 709 637 + + NUM iajs-3268 709 638 ๐‘– ๐‘– NOUN iajs-3268 709 639 ) ) PUNCT iajs-3268 709 640 , , PUNCT iajs-3268 709 641 ๐‘– ๐‘– NOUN iajs-3268 709 642 = = SYM iajs-3268 709 643 1 1 NUM iajs-3268 709 644 , , PUNCT iajs-3268 709 645 โ€ฆ โ€ฆ PUNCT iajs-3268 709 646 , , PUNCT iajs-3268 709 647 12 12 NUM iajs-3268 709 648 119 119 NUM iajs-3268 709 649 , , PUNCT iajs-3268 709 650 222 222 NUM iajs-3268 709 651 , , PUNCT iajs-3268 709 652 401 401 NUM iajs-3268 709 653 , , PUNCT iajs-3268 709 654 491 491 NUM iajs-3268 709 655 , , PUNCT iajs-3268 709 656 603 603 NUM iajs-3268 709 657 , , PUNCT iajs-3268 709 658 681 681 NUM iajs-3268 709 659 , , PUNCT iajs-3268 709 660 899 899 NUM iajs-3268 709 661 , , PUNCT iajs-3268 709 662 1069 1069 NUM iajs-3268 709 663 , , PUNCT iajs-3268 709 664 1347 1347 NUM iajs-3268 709 665 , , PUNCT iajs-3268 709 666 1434 1434 NUM iajs-3268 709 667 , , PUNCT iajs-3268 709 668 1635 1635 NUM iajs-3268 709 669 , , PUNCT iajs-3268 709 670 2366 2366 NUM iajs-3268 709 671 5 5 NUM iajs-3268 709 672 . . PUNCT iajs-3268 710 1 conclusion conclusion NOUN iajs-3268 710 2 theory theory NOUN iajs-3268 710 3 of of ADP iajs-3268 710 4 group group NOUN iajs-3268 710 5 action action NOUN iajs-3268 710 6 is be AUX iajs-3268 710 7 very very ADV iajs-3268 710 8 helpful helpful ADJ iajs-3268 710 9 to to PART iajs-3268 710 10 introduce introduce VERB iajs-3268 710 11 new new ADJ iajs-3268 710 12 caps cap NOUN iajs-3268 710 13 in in ADP iajs-3268 710 14 the the DET iajs-3268 710 15 finite finite PROPN iajs-3268 710 16 projective projective ADJ iajs-3268 710 17 space space NOUN iajs-3268 710 18 of of ADP iajs-3268 710 19 dimension dimension NOUN iajs-3268 710 20 higher high ADJ iajs-3268 710 21 than than ADP iajs-3268 710 22 two two NUM iajs-3268 710 23 . . PUNCT iajs-3268 711 1 all all DET iajs-3268 711 2 caps cap NOUN iajs-3268 711 3 that that PRON iajs-3268 711 4 are be AUX iajs-3268 711 5 founded found VERB iajs-3268 711 6 in in ADP iajs-3268 711 7 this this DET iajs-3268 711 8 paper paper NOUN iajs-3268 711 9 can can AUX iajs-3268 711 10 be be AUX iajs-3268 711 11 used use VERB iajs-3268 711 12 to to PART iajs-3268 711 13 construct construct VERB iajs-3268 711 14 linear linear ADJ iajs-3268 711 15 codes code NOUN iajs-3268 711 16 . . PUNCT iajs-3268 712 1 also also ADV iajs-3268 712 2 , , PUNCT iajs-3268 712 3 all all DET iajs-3268 712 4 these these DET iajs-3268 712 5 caps cap NOUN iajs-3268 712 6 can can AUX iajs-3268 712 7 be be AUX iajs-3268 712 8 used use VERB iajs-3268 712 9 to to PART iajs-3268 712 10 construct construct VERB iajs-3268 712 11 more more ADJ iajs-3268 712 12 caps cap NOUN iajs-3268 712 13 which which PRON iajs-3268 712 14 will will AUX iajs-3268 712 15 deal deal VERB iajs-3268 712 16 with with ADP iajs-3268 712 17 it it PRON iajs-3268 712 18 in in ADP iajs-3268 712 19 the the DET iajs-3268 712 20 next next ADJ iajs-3268 712 21 paper paper NOUN iajs-3268 712 22 . . PUNCT iajs-3268 713 1 acknowledgment acknowledgment NOUN iajs-3268 713 2 the the DET iajs-3268 713 3 authors author NOUN iajs-3268 713 4 would would AUX iajs-3268 713 5 like like VERB iajs-3268 713 6 to to PART iajs-3268 713 7 thank thank VERB iajs-3268 713 8 the the DET iajs-3268 713 9 university university NOUN iajs-3268 713 10 of of ADP iajs-3268 713 11 mustansiriyah mustansiriyah NOUN iajs-3268 713 12 ( ( PUNCT iajs-3268 713 13 https://uomustansiriyah.edu.iq/ https://uomustansiriyah.edu.iq/ PROPN iajs-3268 713 14 ) ) PUNCT iajs-3268 713 15 , , PUNCT iajs-3268 713 16 department department NOUN iajs-3268 713 17 of of ADP iajs-3268 713 18 mathematics mathematics PROPN iajs-3268 713 19 in in ADP iajs-3268 713 20 the the DET iajs-3268 713 21 college college NOUN iajs-3268 713 22 of of ADP iajs-3268 713 23 sciences science NOUN iajs-3268 713 24 for for ADP iajs-3268 713 25 their their PRON iajs-3268 713 26 motivation motivation NOUN iajs-3268 713 27 and and CCONJ iajs-3268 713 28 support support NOUN iajs-3268 713 29 . . PUNCT iajs-3268 714 1 ihjpas ihjpas PROPN iajs-3268 714 2 . . PUNCT iajs-3268 715 1 2024 2024 NUM iajs-3268 715 2 , , PUNCT iajs-3268 715 3 37 37 NUM iajs-3268 715 4 ( ( PUNCT iajs-3268 715 5 3 3 NUM iajs-3268 715 6 ) ) PUNCT iajs-3268 715 7 416 416 NUM iajs-3268 715 8 conflicts conflict NOUN iajs-3268 715 9 of of ADP iajs-3268 715 10 interest interest NOUN iajs-3268 715 11 the the DET iajs-3268 715 12 authors author NOUN iajs-3268 715 13 declare declare VERB iajs-3268 715 14 no no DET iajs-3268 715 15 conflict conflict NOUN iajs-3268 715 16 of of ADP iajs-3268 715 17 interest interest NOUN iajs-3268 715 18 . . PUNCT iajs-3268 716 1 funding fund VERB iajs-3268 716 2 non non ADJ iajs-3268 716 3 references reference NOUN iajs-3268 716 4 1 1 NUM iajs-3268 716 5 . . PUNCT iajs-3268 717 1 hirschfeld hirschfeld PROPN iajs-3268 717 2 , , PUNCT iajs-3268 717 3 j.w.p j.w.p NOUN iajs-3268 717 4 . . PUNCT iajs-3268 718 1 finite finite PROPN iajs-3268 718 2 projective projective ADJ iajs-3268 718 3 spaces space NOUN iajs-3268 718 4 of of ADP iajs-3268 718 5 three three NUM iajs-3268 718 6 dimensions dimension NOUN iajs-3268 718 7 ; ; PUNCT iajs-3268 718 8 new new PROPN iajs-3268 718 9 york york PROPN iajs-3268 718 10 : : PUNCT iajs-3268 718 11 ox ox ADJ iajs-3268 718 12 - - ADJ iajs-3268 718 13 ford ford PROPN iajs-3268 718 14 mathematical mathematical ADJ iajs-3268 718 15 monographs monograph NOUN iajs-3268 718 16 , , PUNCT iajs-3268 718 17 the the DET iajs-3268 718 18 clarendon clarendon PROPN iajs-3268 718 19 press press NOUN iajs-3268 718 20 , , PUNCT iajs-3268 718 21 oxford oxford PROPN iajs-3268 718 22 university university PROPN iajs-3268 718 23 press press NOUN iajs-3268 718 24 , , PUNCT iajs-3268 718 25 1985 1985 NUM iajs-3268 718 26 ; ; PUNCT iajs-3268 718 27 isbn isbn ADJ iajs-3268 718 28 0198535368 0198535368 NUM iajs-3268 718 29 , , PUNCT iajs-3268 718 30 9780198535362 9780198535362 NUM iajs-3268 718 31 . . PUNCT iajs-3268 719 1 2 2 X iajs-3268 719 2 . . X iajs-3268 719 3 hirschfeld hirschfeld PROPN iajs-3268 719 4 , , PUNCT iajs-3268 719 5 j.w.p j.w.p NOUN iajs-3268 719 6 . . PUNCT iajs-3268 720 1 projective projective PROPN iajs-3268 720 2 geometries geometry NOUN iajs-3268 720 3 over over ADP iajs-3268 720 4 finite finite ADJ iajs-3268 720 5 fields field NOUN iajs-3268 720 6 ; ; PUNCT iajs-3268 720 7 2nd 2nd ADJ iajs-3268 720 8 edn edn PROPN iajs-3268 720 9 . . PUNCT iajs-3268 720 10 , , PUNCT iajs-3268 720 11 new new PROPN iajs-3268 720 12 york york PROPN iajs-3268 720 13 : : PUNCT iajs-3268 720 14 ox ox ADJ iajs-3268 720 15 - - ADJ iajs-3268 720 16 ford ford PROPN iajs-3268 720 17 mathematical mathematical ADJ iajs-3268 720 18 monographs monograph NOUN iajs-3268 720 19 , , PUNCT iajs-3268 720 20 the the DET iajs-3268 720 21 clarendon clarendon PROPN iajs-3268 720 22 press press NOUN iajs-3268 720 23 , , PUNCT iajs-3268 720 24 oxford oxford PROPN iajs-3268 720 25 university university PROPN iajs-3268 720 26 press press NOUN iajs-3268 720 27 , , PUNCT iajs-3268 720 28 1998 1998 NUM iajs-3268 720 29 , , PUNCT iajs-3268 720 30 isbn isbn PROPN iajs-3268 720 31 0198502958 0198502958 NUM iajs-3268 720 32 , , PUNCT iajs-3268 720 33 9780198502951 9780198502951 NUM iajs-3268 720 34 . . PUNCT iajs-3268 721 1 3 3 X iajs-3268 721 2 . . X iajs-3268 721 3 kiss kiss PROPN iajs-3268 721 4 , , PUNCT iajs-3268 721 5 g. g. 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