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Torvosaurus_tanneri 1010000100000000010001?0??110?0??01100101??0????????1?011?0001?0110?00?????????????????0?1010?0?0?0?1?00???00???????????????????????????????????????0000100000000?001????????????0???????????????1?000?11010011100110000001??0100101000000000001??10??0?001110010101000000000000001?0000?010000?001????10??11011000??00??????0??01?0???????0??????????1?1010010?0000011001000000??01100011101100010000110?001001001010011010?01000?100001010011001001110100?11000001011010001110110011??1?00????0000000?01100???????????????????????0???00100?1?010?1???0?0?00?10???1?00??00001011??0??0??0?1?0010?000001000??00?000000?0?0000?0??01??0???????00?0?1?????0?0?010????1000??00??100?10?00?1?10?0??0?0???101??01??0000?000?00????001?0?1?1??0??0??1??100?000?00?001??1110001000?011?1?0?0101100000?1??00?10?00??0??0????????00?0100?000?00?1?111?10??0?1??00??0?0?00?00?0?01?????01000000?0?010??0010???10????0??10???000?0?????00100??00??1??00?00?0?000???001?00?000???????1??0001100??11?0??0?0?????00???0?0????00??0?0??000010??1???11??100000001?00??10?0?00?0000?011?0?00???0?????00??0?????0???10?00??????0001?0??0?0?0??1?0?00100?0?00?????0???????10??1??1000??1000001??00??????1??0??00????0???10??000????00000??00??????0?01?1??101?1000000??0?000??00?0?00?????0?01010?00001?0?0??????????0???????0???0?????0001???0?010???00?00?00???0???????0????0100??0?00?0??????10????????1?0??????00?11?????0?????000?0????0???????????0?????????0??????????1?????00?0?000?????0?000????0??00001?01?0?01???0??1?01??0?????0000?10??0?010?001?00?0?0?0????????000??0000000?0?????0??0?0??????0000??00???????????0???0????????????????00100??0??100?0?1?0000??0?000?0???0?01100?00000?0???0???????0?0???0?????0??????????0??????0?1???????????01?0?01100???0??1????????????0?11000000??00????1?000??00????????0???000100010?1????00????100??????0????0?? Tyrannosaurus 10000001000110010000110010001000100000101000010100001101111011110110101110000111011100011010000100010100110101000000001100000110100011100100111010010000000000000000000000010111000101010001101111100101111010?100110001001000110101100000000001001000000011100100110001001100100000010010100000001??1?101011010000?01010?0??0??11?1??????10010????0011000100000010010100000001100001000111011100111011000010011001111011111000100110101100001100100111100011101001101100000101011011111100011000110110011100100101100000110????????00101000001111000110000000?10100101010010000111010000000110000?000001100000011000011000000000100010100010000011110?010?00010001000001100??1000100010011000000001?1101?001000011000000011??0010011??000?10001000100010?000?011?111000110001001?01001001100010010001100000?00011100000100111010000000000010000101110111000???00000?100?0000101000010111000110000000001010001000000100000?1100000?000?000?000100110?0011010000?000?0????????000?000000000000?0001000000?000?00?000010000111000011001110000000000000000100000001?00001100000??000000000100111010110100110000010001000?00100??100000100000000?00000000000101000?1001???100101?0?0000???1??0000111110???111010100001?10?110??1111101?1?0??001000?0?11001?000000000?00??0100?0100100000?00?000010?????0???????0???0010011001???0100000000?00?000??0?0????0000?00?000101000100000110000001?11000?0010001111100000?00000000?000000?0???0000000?000111010000111000100?0?00000000010110000??0010100111001?0001100000100001?1?0?00000??01?0?000??00100001?0110010?00000000000000010001?0000?00000100001110011????0010010010??0011?0001???101?10??00?101100?1?1000?000010?110111000??000000?1111111110110?0???0?1?1?00??0?000??00100000010001111?0000000?01?0000?0??01??0???0000001110000001?000000100000?001?00?00?100000011000111??0?10?0????001?0100?00000? Tyrannotitan 1??????????????????????????????????????????0?????????????1????1?011?????????????????????????????????????00?10???????????????????????????????????????010011000?000?0?100000???????0???????????????1??0??????????100100101?0?1?0?0??01?0?1???01001??1???0?111??0000??10??1??1100?0??????1?1?1???????1???????????????????????????????????????????????????1?001???0?????0010?00????????0?0?01??????0??0??????????????????1011?1??0010010000010100111011?1110?00?11?1?0????????0?????????????????????0??????????????????????????0?????????????1?0????0????????????0?1????1?00??0?0?0????????????01????????????????????000??0????0????0?0??????????????01?0??????1?01???????????0????0?0?1??????11?0???????01????0??????0??0????????0??????????0?????1??0???????????0????????0??00?????????010??1?????????1??10??0?????????????0??1??????????????00????????????????????????1????????01???????0????10?????0???????????????00???0?0??????0???????0?????????0?0?????1????00???????????100?????????0??0??????????????????0????0??????????????????0???????1???????10?????????????1???01???0?0?????????????????11?1?00100??0??????0???0??0????????????????0?????????1??0??????1??010?0?0????????????????0???????????01??1?????01????????????0????????0???0??0?1??01?????00???00????????10???0010??0?00??0??????0???????0??????????00????????????0???????????????????????1????0?????????????0????????1?0?????????0100??00??????0???????0?????????????????????0??????0??0????????1???????????0?0??????0????0?????0?0???0??0?0?0?0?????0?????1?????10???????????????????????0???????????1????00????0?????????????????000????????1??????????0????????1???0????????????10??1?0??????00?001??1?0?????????????????????????????0??????????????????????0???????????????????????????????????????11000000??????????????????????????????????????????????????10??????????0???? Viavenator ??????????????????????????????????????????????????????????????????????0?1????01111110???011???????????????????000???00??0????????????????????????????????????????????????????????????????????????1??0????????1?11?10001??????0?10?01?1?00??0010????0??0??00?100101?10?????1?0????????????????????????????????????????????????????????????????????????????????????0???110?10000??0??0????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0?????????1??1????????????????1???0??0??????0????????????????????0????????????????????1????0???????????????1????01??????????0???????????????0??1???????????????0?????????????????????????????0????????????????????????????????00?????????????????????????????????0??????????????????????0????????????0?????????????????????????????1??0??????????00???00????????1??????????????????1?0???????????????????0??????0????1????????????0?????1????????????????1??011?????????0?????1????????????????????????????1?????????????????11????0?0?1????????????????1??????????1?0?????1010??11??????????????????????????????????????000??0???????0??????????????????????0??1???????????????????0?????????????????????1????1??00??????????110???11?0???????????????0?????????????1????100????????????????????????????????????????????????????01??1?1??????????1???0??1?????????????????0?0??????????????????????0???????????????????0??????????????????????????????????????0????????????????????????0?????????????????0???????????????0???????????????1????????????10?1?1??????????????11??0????????11???????????????0?????????????????????0???????????????????????1???????????????????????????1????????????????????????????????????0???????????????????0???00?????????????0????????????????????????????????????????? Xuanhanosaurus ?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0?????????????????????????????0010??00000??0????????????????001010100000011000?001??000?010000?0001?001?10110110001000?0?0??00101100??001100?0???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???????0???????0??????????01????????????????????????0???0???????00?????????00?1?????????0?????????????1??????0?????????????????000??0?1???????????????????0?0???????????????0?????????????????????1?0????????????????????0?????????????????????????????????0??????????????????????0??????????????????????101??????????????????????????????????????????????????????????????0?100?000???????????????????0?0??????1?????????????1???????????????????????????????????0???????????????????????000???????????0??????0???????????????0????0???????????????????????0?0????????????????????????0???????????????????0????????0???????????0???????????????????????0?0???????0???0???????????????????????????0??????????0????????0?????0???0????????????????????????????????????????????1????????????????????????????????0????????????????????????????????????0????????????????0?????0?????00??????00?????????????????????1????????????????????????????0??????????????????????????????????????0?????????????0?????????????0?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1????????????????????????????????????????????????0110?000??????????????0???????1????????0????????????????????????????????????1???????????? Zuolong 1000?0?100?0100101001101??000?00?0000???0?00??????????0???0?10??????????1000??111011?0?0?000????010?0100?1000???????????????????????????????????1???????0?????000?0?0????????????????????????????0?0?0????1??111000?0??1001??0?0??0????0??????????????????1????????????????????0??0??00010??????000?????????????????????????????????????????01????????1?0000010?0????010?000???00??0?0????101?10?1???01??0001??10?1???01??0?0001????????????0110010?110?000??1001?01???1?????????1?????????0??0?110000101?0?1?0??????????????????????0???0??0?1?0??00??0??0?????0?????????1?0??????????0?0?01??????????0?0??1000?00??0000??0???0??00??00??????0??0?1?0?????100?????00???1??0?????????0??0???????0?0?????1??01??0?0??0????0???????????????????????0?0??????00??0???????00011???????00??1??????1?0010??0???????0????0?????000????0???0?00????1??1??0?1??????00????00???????????0??00??0001??0?????0??00?1?0????100???0??0??00?????????????00?01??0?0??00?????0??0???????????????????00??00???????????????????0??????????????0???0????????00??1?00????00??????0???????00????000????0??0?????0?????????1??1????????0???00???0?0?????0??1??1?????????000?????10???????0?????00001?????????????000????0????????1?????1??1???????????0?0??0?1???0?0?0??000???10?0????0??00???????000??????????????????????????????????00?????00?0????0???00???????????????????0???????0????1000?????????????????????????????????????????????????????????????????????????10????????????????????????????0??????????0???????????1???0?????????????????????????????????0??????????????????????00??????????????????????????????????????????10?????010??0???????0?0??????0?????????????000??0???????????????????????????????????????????????????????????????????????????0????????????????????????????0?11000000??00???????????????????????00001100001100???1?????????????????????? Zupaysaurus 10??????????1??0????110110????00010000100010?00000?0000111100101110?00101001?001101000000000001000???0?0110?00???????0??0???010?0??????????????????100?0?000?0?0??01?01?0000?00010??????000?0?0??0?1?0??0???????????????????0?????????????1???????????????????????????????0???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???0???0??????01?100?101?0?0001110?????????????????????????????????????????????0????00??0?1?00??000?0?????1??0?0?????????1?1?????100?01?0?0?00????????0??0????????0??????0?????0???0????????????????10???????0???1??0???0?????0????????????????1?0?0??????????????1????0?0111??0?????000???????????1????1???1??????????????01?0??????1?0?1???10????????????1??0???????????????????0?????????1?????????????????????1????????????????00??0??????????????001???00?0???????????????????????0??000??????0???????????????????????????0????????????01??0???0????????0??10?11????010?????0???????0????????????0?????????????????????0????1??????????????0??????????????0????????????0??????????????????????0???????0???????0??????????????0???0????????????????????????????????????????????????????0??????0??0?0??????0??????????????????0??????????????????????0????????????????0?????????????????????????????0??00??0????????00?0?0???1???0??0??1??????0???0????001???0??0????????????????????????0??00000??0?????????????00????????????000????1????011??0??0????0?????????????????????????????????0??????????????00???00???1????0?????????0????????????????????????0?10?????0??????????????????????0???????????1??????0???????????0??0?????????????????1????????????????0???????????????1??????????????00?????????????0??????????????0?????????0???????0???????????????????????????0??????????????? ; end; begin trees ; tree tnt_1 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_2 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_3 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_4 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_5 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_6 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_7 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_8 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_9 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_10 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_11 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_12 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_13 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_14 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_15 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_16 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_17 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_18 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_19 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_20 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_21 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_22 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_23 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_24 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_25 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_26 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_27 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_28 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_29 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_30 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_31 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_32 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_33 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_34 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_35 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_36 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_37 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_38 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_39 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_40 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_41 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_42 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_43 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_44 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_45 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_46 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_47 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_48 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_49 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_50 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_51 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_52 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_53 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_54 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_55 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_56 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_57 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_58 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_59 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_60 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_61 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_62 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_63 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_64 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_65 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_66 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_67 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_68 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_69 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_70 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_71 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_72 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_73 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_74 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_75 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_76 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_77 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_78 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_79 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_80 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_81 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_82 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_83 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_84 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_85 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_86 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_87 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_88 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_89 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_90 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_91 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_92 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_93 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_94 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_95 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_96 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_97 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_98 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_99 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_100 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_101 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_102 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_103 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_104 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_105 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_106 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_107 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_108 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_109 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_110 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_111 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_112 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_113 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_114 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_115 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_116 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_117 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_118 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_119 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_120 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_121 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_122 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_123 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_124 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_125 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_126 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_127 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_128 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_129 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_130 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_131 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_132 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_133 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_134 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_135 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_136 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_137 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_138 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_139 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_140 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_141 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_142 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_143 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_144 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_145 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_146 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_147 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_148 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_149 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_150 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_151 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_152 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_153 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_154 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_155 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_156 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_157 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_158 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_159 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_160 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_161 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_162 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_163 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_164 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_165 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_166 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_167 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_168 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_169 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_170 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_171 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_172 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_173 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_174 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_175 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_176 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_177 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_178 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_179 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_180 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_181 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_182 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_183 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_184 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_185 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_186 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_187 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_188 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_189 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_190 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_191 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_192 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_193 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_194 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_195 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_196 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_197 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_198 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_199 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_200 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_201 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_202 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_203 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_204 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_205 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_206 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_207 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_208 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_209 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_210 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_211 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_212 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_213 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_214 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_215 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_216 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_217 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_218 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_219 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_220 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_221 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_222 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_223 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_224 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_225 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_226 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_227 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_228 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_229 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_230 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_231 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_232 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_233 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_234 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_235 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_236 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_237 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_238 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_239 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_240 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_241 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_242 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_243 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_244 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_245 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_246 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_247 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_248 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_249 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_250 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_251 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_252 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_253 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_254 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_255 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_256 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_257 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_258 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_259 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_260 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_261 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_262 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((64,(5,70)),(19,29))))),(21,39)))); tree tnt_263 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_264 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_265 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_266 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_267 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_268 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_269 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_270 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_271 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_272 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_273 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_274 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,((12,16),(75,(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_275 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_276 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_277 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_278 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_279 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_280 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_281 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_282 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_283 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_284 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_285 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_286 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_287 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_288 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_289 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_290 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_291 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_292 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87)))))))),(27,41)),(78,((12,16),(75,(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_293 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_294 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_295 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_296 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_297 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_298 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_299 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_300 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_301 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29))))))),(21,39)))); tree tnt_302 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_303 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_304 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_305 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_306 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_307 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_308 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_309 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_310 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_311 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_312 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_313 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_314 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_315 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_316 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_317 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_318 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_319 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),((12,(75,(35,66))),(16,78))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_320 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_321 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_322 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_323 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_324 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_325 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_326 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_327 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_328 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_329 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_330 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_331 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_332 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_333 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_334 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_335 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_336 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_337 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_338 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_339 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_340 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_341 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_342 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_343 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_344 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_345 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_346 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_347 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_348 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_349 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_350 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_351 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_352 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_353 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_354 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_355 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_356 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_357 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_358 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_359 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_360 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_361 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_362 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_363 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_364 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_365 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_366 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_367 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_368 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_369 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_370 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_371 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_372 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_373 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_374 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_375 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_376 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_377 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_378 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_379 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_380 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_381 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_382 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_383 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_384 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_385 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_386 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_387 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_388 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_389 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_390 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_391 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_392 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_393 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_394 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_395 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_396 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_397 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_398 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_399 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_400 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_401 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_402 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),((5,70),(64,(19,29)))))),(21,39)))); tree tnt_403 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_404 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_405 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_406 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_407 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(69,(44,(13,(76,87))))))))),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_408 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_409 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,((16,75),(35,66))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_410 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_411 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_412 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(38,(55,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_413 = [&U] (1,(79,((48,(41,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(38,(55,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(35,(16,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(19,((5,70),(29,64)))))),(21,39)))); tree tnt_414 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_415 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_416 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_417 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_418 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(55,(38,74)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_419 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(55,(38,74))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(67,(15,17))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(35,(16,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_420 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_421 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_422 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,((16,75),(35,66))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_423 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_424 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_425 = [&U] (1,(79,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(5,(70,(64,(19,29)))))),(21,39)))); tree tnt_426 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_427 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_428 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_429 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_430 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_431 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_432 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_433 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_434 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_435 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_436 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_437 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_438 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_439 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_440 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_441 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_442 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_443 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_444 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_445 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_446 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_447 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_448 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_449 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_450 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_451 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_452 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_453 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_454 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_455 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_456 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_457 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_458 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_459 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_460 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_461 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_462 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_463 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_464 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_465 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_466 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_467 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_468 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_469 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_470 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_471 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_472 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_473 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_474 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_475 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_476 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_477 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_478 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_479 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_480 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_481 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_482 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_483 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_484 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_485 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_486 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_487 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_488 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_489 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_490 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_491 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_492 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_493 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_494 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_495 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_496 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_497 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_498 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_499 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_500 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_501 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_502 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_503 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_504 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_505 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_506 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_507 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_508 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_509 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_510 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_511 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_512 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_513 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_514 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_515 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_516 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_517 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_518 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_519 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_520 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_521 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_522 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_523 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_524 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_525 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_526 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_527 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_528 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_529 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_530 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_531 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_532 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_533 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_534 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_535 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_536 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_537 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_538 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_539 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_540 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_541 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_542 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_543 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_544 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_545 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_546 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_547 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_548 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_549 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_550 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_551 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_552 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_553 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_554 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_555 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_556 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_557 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_558 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_559 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_560 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_561 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_562 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_563 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_564 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_565 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_566 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_567 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_568 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_569 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_570 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_571 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_572 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_573 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_574 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_575 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_576 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_577 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_578 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_579 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_580 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_581 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_582 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_583 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_584 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_585 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_586 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_587 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_588 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_589 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_590 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_591 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_592 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_593 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_594 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_595 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_596 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_597 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_598 = [&U] (1,((48,(((((27,(9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76))))))))),(16,(78,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(41,((64,(5,70)),(19,29)))))),(21,39))); tree tnt_599 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_600 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_601 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_602 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_603 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_604 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_605 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_606 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_607 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_608 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_609 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(12,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_610 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_611 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_612 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_613 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_614 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_615 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(16,(75,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_616 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(69,(13,(76,87)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_617 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,((64,(5,70)),(19,29))))),(21,39))); tree tnt_618 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),(((37,(7,(74,(38,55)))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_619 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,(33,(60,(63,(59,68)))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_620 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(80,(26,40))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_621 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(16,(75,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_622 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(12,(75,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_623 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(16,(12,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); tree tnt_624 = [&U] (1,((48,((((((9,(20,(((18,((77,(85,(((54,(72,(3,(56,(2,(83,(32,47))))))),((((7,37),(74,(38,55))),(23,((22,(30,45)),(51,81)))),(14,(49,61)))),((71,(11,(58,86))),(34,(52,82)))))),(((25,(24,(6,(((4,(46,(73,84))),(50,57)),(43,53))))),(10,31)),(8,65)))),(15,(17,67))),(42,(44,(13,(87,(69,76)))))))),(27,41)),(78,(75,(12,(16,(35,66)))))),(28,((33,60),(63,(59,68))))),(62,(36,(26,(40,80))))),(79,(5,((19,29),(64,70)))))),(21,39))); end ;