#include #define P(s) {IB_PINYIN_LITERAL(#s)}, #define F 65535 namespace pinyin { Pinyin pinyins[1514] { 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nín)P(nǐn)P(nin)P(níng)P(nǐng)P(nìng)P(niū)P(niú)P(niǔ)P(niù)P(nóng)P(nǒng)P(nòng)P(nóu)P(nǒu)P(nòu)P(nú)P(nǔ)P(nù)P(nuán)P(nuǎn)P(nuàn)P(nún)P(nuó)P(nuǒ)P(nuò)P(nǘ)P(nǚ)P(nǜ)P(nüè)P(ō)P(ó)P(ǒ)P(ò)P(ōu)P(óu)P(ǒu)P(òu)P(pā)P(pá)P(pǎ)P(pà)P(pāi)P(pái)P(pǎi)P(pài)P(pān)P(pán)P(pǎn)P(pàn)P(pāng)P(páng)P(pǎng)P(pàng)P(pāo)P(páo)P(pǎo)P(pào)P(pēi)P(péi)P(pěi)P(pèi)P(pēn)P(pén)P(pěn)P(pèn)P(pēng)P(péng)P(pěng)P(pèng)P(pī)P(pí)P(pǐ)P(pì)P(piān)P(pián)P(piǎn)P(piàn)P(piāo)P(piáo)P(piǎo)P(piào)P(piē)P(piě)P(piè)P(pīn)P(pín)P(pǐn)P(pìn)P(pīng)P(píng)P(pìng)P(pō)P(pó)P(pǒ)P(pò)P(po)P(pōu)P(póu)P(pǒu)P(pū)P(pú)P(pǔ)P(pù)P(pu)P(qī)P(qí)P(qǐ)P(qì)P(qi)P(qiā)P(qiá)P(qiǎ)P(qià)P(qiān)P(qián)P(qiǎn)P(qiàn)P(qian)P(qiāng)P(qiáng)P(qiǎng)P(qiàng)P(qiāo)P(qiáo)P(qiǎo)P(qiào)P(qiē)P(qié)P(qiě)P(qiè)P(qīn)P(qín)P(qǐn)P(qìn)P(qīng)P(qíng)P(qǐng)P(qìng)P(qing)P(qiōng)P(qióng)P(qiòng)P(qiū)P(qiú)P(qiǔ)P(qiù)P(qū)P(qú)P(qǔ)P(qù)P(qu)P(quān)P(quán)P(quǎn)P(quàn)P(quan)P(quē)P(qué)P(què)P(qūn)P(qún)P(qǔn)P(rán)P(rǎn)P(ràn)P(rāng)P(ráng)P(rǎng)P(ràng)P(ráo)P(rǎo)P(rào)P(rě)P(rè)P(rén)P(rěn)P(rèn)P(rēng)P(réng)P(rèng)P(rì)P(rōng)P(róng)P(rǒng)P(ròng)P(rong)P(róu)P(rǒu)P(ròu)P(rú)P(rǔ)P(rù)P(ru)P(ruá)P(ruán)P(ruǎn)P(ruàn)P(ruí)P(ruǐ)P(ruì)P(rún)P(rǔn)P(rùn)P(ruó)P(ruò)P(sā)P(sǎ)P(sà)P(sa)P(sāi)P(sǎi)P(sài)P(sān)P(sǎn)P(sàn)P(san)P(sāng)P(sǎng)P(sàng)P(sāo)P(sǎo)P(sào)P(sē)P(sè)P(sēn)P(sěn)P(sēng)P(sèng)P(shā)P(shá)P(shǎ)P(shà)P(sha)P(shāi)P(shǎi)P(shài)P(shān)P(shán)P(shǎn)P(shàn)P(shāng)P(shǎng)P(shàng)P(shang)P(shāo)P(sháo)P(shǎo)P(shào)P(shē)P(shé)P(shě)P(shè)P(shéi)P(shēn)P(shén)P(shěn)P(shèn)P(shēng)P(shéng)P(shěng)P(shèng)P(shī)P(shí)P(shǐ)P(shì)P(shi)P(shōu)P(shóu)P(shǒu)P(shòu)P(shou)P(shū)P(shú)P(shǔ)P(shù)P(shuā)P(shuǎ)P(shuà)P(shuāi)P(shuǎi)P(shuài)P(shuān)P(shuàn)P(shuāng)P(shuǎng)P(shuàng)P(shuí)P(shuǐ)P(shuì)P(shui)P(shǔn)P(shùn)P(shuō)P(shuò)P(sī)P(sǐ)P(sì)P(si)P(sōng)P(sóng)P(sǒng)P(sòng)P(sōu)P(sǒu)P(sòu)P(sū)P(sú)P(sǔ)P(sù)P(suān)P(suǎn)P(suàn)P(suī)P(suí)P(suǐ)P(suì)P(sūn)P(sǔn)P(suō)P(suó)P(suǒ)P(suò)P(suo)P(tā)P(tá)P(tǎ)P(tà)P(ta)P(tāi)P(tái)P(tǎi)P(tài)P(tai)P(tān)P(tán)P(tǎn)P(tàn)P(tāng)P(táng)P(tǎng)P(tàng)P(tāo)P(táo)P(tǎo)P(tào)P(tè)P(te)P(tēi)P(tēng)P(téng)P(tèng)P(tī)P(tí)P(tǐ)P(tì)P(ti)P(tiān)P(tián)P(tiǎn)P(tiàn)P(tiāo)P(tiáo)P(tiǎo)P(tiào)P(tiao)P(tiē)P(tié)P(tiě)P(tiè)P(tīng)P(tíng)P(tǐng)P(tìng)P(tōng)P(tóng)P(tǒng)P(tòng)P(tōu)P(tóu)P(tǒu)P(tòu)P(tou)P(tū)P(tú)P(tǔ)P(tù)P(tu)P(tuān)P(tuán)P(tuǎn)P(tuàn)P(tuī)P(tuí)P(tuǐ)P(tuì)P(tūn)P(tún)P(tǔn)P(tùn)P(tuō)P(tuó)P(tuǒ)P(tuò)P(wā)P(wá)P(wǎ)P(wà)P(wa)P(wāi)P(wǎi)P(wài)P(wān)P(wán)P(wǎn)P(wàn)P(wāng)P(wáng)P(wǎng)P(wàng)P(wēi)P(wéi)P(wěi)P(wèi)P(wei)P(wēn)P(wén)P(wěn)P(wèn)P(wen)P(wēng)P(wěng)P(wèng)P(wō)P(wǒ)P(wò)P(wòng)P(wū)P(wú)P(wǔ)P(wù)P(wu)P(xī)P(xí)P(xǐ)P(xì)P(xiā)P(xiá)P(xiǎ)P(xià)P(xiān)P(xián)P(xiǎn)P(xiàn)P(xian)P(xiāng)P(xiáng)P(xiǎng)P(xiàng)P(xiāo)P(xiáo)P(xiǎo)P(xiào)P(xiao)P(xiē)P(xié)P(xiě)P(xiè)P(xīn)P(xín)P(xǐn)P(xìn)P(xin)P(xīng)P(xíng)P(xǐng)P(xìng)P(xing)P(xiōng)P(xióng)P(xiǒng)P(xiòng)P(xiū)P(xiú)P(xiǔ)P(xiù)P(xū)P(xú)P(xǔ)P(xù)P(xu)P(xuān)P(xuán)P(xuǎn)P(xuàn)P(xuē)P(xué)P(xuě)P(xuè)P(xūn)P(xún)P(xùn)P(yā)P(yá)P(yǎ)P(yà)P(ya)P(yān)P(yán)P(yǎn)P(yàn)P(yāng)P(yáng)P(yǎng)P(yàng)P(yang)P(yāo)P(yáo)P(yǎo)P(yào)P(yē)P(yé)P(yě)P(yè)P(ye)P(yī)P(yí)P(yǐ)P(yì)P(yīn)P(yín)P(yǐn)P(yìn)P(yin)P(yīng)P(yíng)P(yǐng)P(yìng)P(yō)P(yo)P(yōng)P(yóng)P(yǒng)P(yòng)P(yōu)P(yóu)P(yǒu)P(yòu)P(you)P(yū)P(yú)P(yǔ)P(yù)P(yu)P(yuān)P(yuán)P(yuǎn)P(yuàn)P(yuē)P(yuě)P(yuè)P(yūn)P(yún)P(yǔn)P(yùn)P(yun)P(zā)P(zá)P(zǎ)P(zāi)P(zǎi)P(zài)P(zān)P(zán)P(zǎn)P(zàn)P(zan)P(zāng)P(zǎng)P(zàng)P(zāo)P(záo)P(zǎo)P(zào)P(zé)P(zè)P(ze)P(zéi)P(zēn)P(zěn)P(zèn)P(zen)P(zēng)P(zěng)P(zèng)P(zhā)P(zhá)P(zhǎ)P(zhà)P(zha)P(zhāi)P(zhái)P(zhǎi)P(zhài)P(zhān)P(zhán)P(zhǎn)P(zhàn)P(zhāng)P(zhǎng)P(zhàng)P(zhang)P(zhāo)P(zháo)P(zhǎo)P(zhào)P(zhao)P(zhē)P(zhé)P(zhě)P(zhè)P(zhe)P(zhèi)P(zhēn)P(zhén)P(zhěn)P(zhèn)P(zhēng)P(zhěng)P(zhèng)P(zhī)P(zhí)P(zhǐ)P(zhì)P(zhi)P(zhōng)P(zhǒng)P(zhòng)P(zhōu)P(zhóu)P(zhǒu)P(zhòu)P(zhū)P(zhú)P(zhǔ)P(zhù)P(zhuā)P(zhuǎ)P(zhuāi)P(zhuǎi)P(zhuài)P(zhuān)P(zhuán)P(zhuǎn)P(zhuàn)P(zhuāng)P(zhuǎng)P(zhuàng)P(zhuī)P(zhuǐ)P(zhuì)P(zhūn)P(zhǔn)P(zhùn)P(zhuō)P(zhuó)P(zhuò)P(zhuo)P(zī)P(zí)P(zǐ)P(zì)P(zi)P(zōng)P(zǒng)P(zòng)P(zong)P(zōu)P(zǒu)P(zòu)P(zū)P(zú)P(zǔ)P(zù)P(zuān)P(zuǎn)P(zuàn)P(zuī)P(zuǐ)P(zuì)P(zui)P(zūn)P(zǔn)P(zùn)P(zuō)P(zuó)P(zuǒ)P(zuò)P(zuo)}; PinyinCombination<10> pinyin_combinations[1104] { {5,{0,1,2,3,4}},{6,{0,1,3,4,429,553}},{3,{0,4,290}},{2,{0,1317}},{2,{0,1322}},{2,{1,1047}},{2,{5,6}},{3,{5,7,8}},{10,{5,7,289,292,293,296,298,299,300,301}},{2,{5,8}},{2,{5,1257}},{2,{6,222}},{2,{8,600}},{2,{8,835}},{2,{8,1343}},{2,{9,11}},{2,{9,125}},{2,{9,396}},{2,{12,417}},{2,{12,1324}},{2,{17,18}},{2,{17,1219}},{2,{18,1274}},{3,{19,20,824}},{2,{20,1367}},{2,{21,22}},{2,{21,25}},{2,{21,854}},{2,{23,24}},{2,{23,854}},{2,{24,25}},{3,{24,25,886}},{2,{24,42}},{2,{24,77}},{2,{24,78}},{2,{24,854}},{2,{26,80}},{2,{27,29}},{2,{28,78}},{3,{28,78,80}},{2,{29,45}},{3,{31,77,862}},{2,{31,861}},{4,{36,37,865,866}},{3,{36,37,882}},{2,{36,867}},{2,{37,44}},{2,{37,52}},{2,{37,866}},{2,{37,882}},{2,{38,77}},{2,{38,342}},{3,{38,870,872}},{3,{39,78,80}},{3,{40,84,918}},{2,{41,77}},{2,{41,870}},{2,{41,918}},{2,{42,44}},{2,{42,886}},{3,{42,886,907}},{2,{44,78}},{2,{44,876}},{2,{45,57}},{2,{46,48}},{2,{46,57}},{2,{46,74}},{2,{48,331}},{2,{48,422}},{3,{49,51,52}},{2,{56,57}},{2,{56,886}},{2,{56,887}},{2,{57,67}},{2,{57,730}},{3,{57,885,888}},{2,{57,886}},{2,{58,59}},{2,{58,61}},{2,{59,889}},{2,{60,890}},{2,{63,64}},{2,{63,65}},{2,{63,870}},{2,{63,896}},{2,{63,1061}},{2,{66,68}},{2,{67,69}},{2,{67,943}},{2,{70,74}},{2,{70,328}},{2,{74,76}},{2,{75,76}},{2,{75,905}},{2,{77,81}},{3,{77,315,316}},{2,{78,81}},{2,{78,342}},{2,{78,907}},{3,{78,910,1218}},{2,{78,911}},{2,{79,80}},{2,{80,814}},{2,{81,84}},{2,{82,84}},{2,{83,85}},{2,{85,917}},{2,{85,1002}},{2,{86,111}},{2,{86,115}},{2,{89,1110}},{2,{91,92}},{3,{93,106,1069}},{3,{95,106,1052}},{2,{95,1387}},{3,{96,119,1054}},{2,{96,120}},{2,{97,140}},{2,{98,1394}},{2,{104,486}},{3,{104,486,487}},{2,{104,1113}},{3,{104,1400,1415}},{3,{107,137,947}},{2,{108,141}},{2,{109,1407}},{2,{111,112}},{4,{111,112,113,114}},{2,{111,114}},{5,{111,114,115,118,187}},{2,{111,1410}},{2,{111,1414}},{2,{112,1410}},{2,{113,114}},{2,{114,1044}},{2,{118,214}},{3,{120,226,1055}},{2,{120,1055}},{3,{120,1150,1284}},{2,{121,122}},{2,{121,1149}},{2,{122,1422}},{2,{124,125}},{2,{124,1059}},{2,{124,1155}},{2,{124,1424}},{2,{125,1155}},{2,{126,1327}},{2,{128,130}},{2,{128,186}},{2,{128,501}},{2,{128,1274}},{2,{128,1479}},{2,{129,1427}},{2,{132,523}},{2,{134,147}},{2,{136,648}},{2,{136,1069}},{2,{137,142}},{2,{137,1071}},{2,{137,1441}},{3,{139,141,144}},{2,{141,144}},{2,{141,229}},{2,{141,1438}},{2,{142,143}},{2,{142,244}},{2,{142,1076}},{2,{146,247}},{2,{146,1081}},{2,{147,1080}},{2,{147,1349}},{2,{148,1448}},{2,{150,153}},{2,{150,1357}},{3,{151,1099,1472}},{3,{151,1451,1452}},{2,{151,1452}},{2,{152,1155}},{2,{154,155}},{2,{154,1453}},{2,{155,235}},{2,{155,959}},{2,{156,823}},{2,{156,941}},{2,{157,1300}},{2,{159,525}},{2,{160,161}},{3,{160,161,1458}},{2,{160,1459}},{2,{161,1170}},{2,{161,1304}},{2,{161,1460}},{2,{163,1301}},{3,{166,168,169}},{2,{169,186}},{2,{169,1509}},{2,{171,179}},{2,{171,1469}},{4,{172,183,1466,1467}},{2,{174,177}},{2,{175,1472}},{2,{179,1473}},{2,{183,280}},{2,{186,1020}},{2,{187,189}},{2,{187,190}},{2,{187,1483}},{2,{188,483}},{2,{188,1483}},{2,{188,1485}},{2,{190,1112}},{2,{191,192}},{2,{191,1488}},{2,{192,1490}},{2,{201,522}},{2,{201,965}},{2,{201,1496}},{2,{201,1512}},{2,{203,1389}},{2,{205,1094}},{2,{210,281}},{2,{212,1349}},{2,{213,1511}},{2,{214,1390}},{2,{216,1480}},{2,{217,218}},{3,{217,218,221}},{2,{217,1142}},{2,{218,219}},{2,{218,221}},{2,{218,1141}},{2,{218,1142}},{2,{220,224}},{2,{221,227}},{2,{221,1141}},{2,{222,224}},{2,{222,1146}},{2,{223,224}},{2,{224,1145}},{3,{226,227,228}},{2,{226,228}},{2,{227,228}},{2,{227,1055}},{2,{228,265}},{2,{228,1052}},{2,{228,1078}},{2,{228,1150}},{2,{229,231}},{2,{230,231}},{3,{232,233,1157}},{2,{234,235}},{2,{235,1157}},{2,{236,239}},{3,{237,238,240}},{4,{238,245,246,248}},{2,{238,247}},{2,{238,248}},{2,{238,1162}},{2,{242,244}},{2,{245,246}},{2,{245,247}},{2,{245,1168}},{2,{246,1416}},{2,{246,1446}},{2,{247,1447}},{2,{248,287}},{2,{249,256}},{2,{250,252}},{2,{251,256}},{2,{252,1173}},{2,{252,1323}},{2,{254,809}},{2,{255,1177}},{2,{255,1332}},{2,{256,257}},{2,{257,1065}},{2,{257,1167}},{2,{257,1338}},{2,{257,1343}},{2,{257,1411}},{2,{261,262}},{2,{261,263}},{3,{261,1185,1187}},{2,{261,1442}},{2,{263,1187}},{2,{267,656}},{2,{267,1189}},{2,{267,1190}},{3,{267,1190,1191}},{2,{268,271}},{2,{269,270}},{2,{269,1195}},{2,{270,272}},{2,{271,1065}},{2,{272,283}},{2,{272,1454}},{2,{273,274}},{2,{274,285}},{2,{275,1466}},{2,{278,1502}},{2,{280,281}},{2,{283,1106}},{2,{283,1212}},{2,{283,1469}},{2,{285,287}},{2,{286,287}},{2,{287,468}},{2,{287,1216}},{3,{291,846,848}},{2,{291,1342}},{2,{294,295}},{4,{294,295,1252,1255}},{2,{295,297}},{2,{295,1322}},{2,{295,1338}},{4,{298,299,300,301}},{3,{306,309,990}},{2,{306,772}},{2,{306,799}},{2,{308,772}},{2,{310,313}},{3,{310,907,910}},{2,{311,312}},{2,{312,313}},{2,{315,316}},{2,{315,861}},{2,{316,318}},{2,{316,908}},{2,{319,320}},{2,{321,866}},{2,{324,326}},{2,{327,342}},{3,{328,329,331}},{2,{328,344}},{2,{332,334}},{2,{332,335}},{2,{333,335}},{2,{333,905}},{2,{334,335}},{2,{337,342}},{2,{340,887}},{2,{341,342}},{2,{342,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93,694}},{3,{693,695,696}},{2,{693,751}},{3,{693,752,753}},{2,{693,1483}},{3,{694,695,697}},{2,{695,696}},{2,{696,700}},{3,{697,714,1331}},{2,{698,702}},{2,{700,753}},{2,{701,704}},{2,{702,704}},{3,{702,704,1230}},{2,{702,862}},{2,{706,723}},{2,{706,866}},{2,{706,1232}},{2,{709,710}},{2,{712,753}},{2,{714,751}},{2,{714,753}},{2,{715,728}},{2,{715,753}},{2,{717,728}},{2,{718,720}},{2,{719,721}},{2,{719,1237}},{2,{720,922}},{2,{722,723}},{3,{722,723,724}},{2,{723,744}},{3,{724,732,742}},{3,{727,728,729}},{2,{727,729}},{2,{728,729}},{2,{728,800}},{2,{728,1341}},{2,{730,744}},{2,{732,733}},{2,{732,742}},{2,{732,1074}},{2,{732,1174}},{2,{732,1229}},{3,{737,749,756}},{2,{738,814}},{2,{750,751}},{2,{751,753}},{2,{751,759}},{2,{751,1253}},{2,{753,761}},{2,{753,1230}},{2,{756,761}},{2,{760,1349}},{6,{762,763,764,795,796,797}},{3,{762,795,1253}},{2,{763,796}},{2,{764,797}},{7,{765,767,768,771,786,789,790}},{2,{765,774}},{5,{767,769,771,785,789}},{4,{768,769,786,787}},{2,{768,838}},{2,{771,800}},{2,{774,775}},{2,{774,776}},{2,{777,778}},{2,{778,779}},{2,{782,832}},{2,{787,799}},{2,{791,815}},{2,{799,801}},{2,{801,810}},{2,{803,1419}},{2,{804,1421}},{2,{806,808}},{2,{810,1128}},{2,{815,990}},{3,{818,819,820}},{2,{818,820}},{2,{827,1000}},{2,{835,1306}},{2,{838,839}},{2,{840,988}},{2,{844,1334}},{3,{845,848,1248}},{2,{849,851}},{3,{849,851,852}},{2,{849,852}},{2,{849,962}},{2,{849,1253}},{2,{853,860}},{2,{858,859}},{2,{859,910}},{2,{862,868}},{2,{864,900}},{2,{869,872}},{2,{870,871}},{2,{877,880}},{2,{881,882}},{2,{882,905}},{2,{885,886}},{2,{885,887}},{2,{885,888}},{2,{886,888}},{2,{887,1319}},{2,{889,892}},{2,{890,891}},{2,{893,895}},{3,{893,895,896}},{2,{893,896}},{4,{894,907,910,917}},{2,{897,898}},{2,{901,905}},{2,{907,909}},{2,{909,912}},{2,{913,914}},{2,{915,916}},{2,{915,918}},{2,{920,921}},{2,{920,923}},{2,{920,1257}},{2,{920,1340}},{2,{921,923}},{2,{921,1080}},{2,{921,1112}},{2,{921,1345}},{2,{921,1447}},{3,{922,952,953}},{2,{923,945}},{2,{923,1039}},{2,{923,1282}},{2,{929,1265}},{2,{929,1323}},{2,{930,1315}},{2,{932,945}},{2,{932,1257}},{2,{932,1265}},{2,{932,1268}},{2,{934,936}},{2,{934,937}},{2,{938,940}},{3,{938,940,974}},{2,{938,1035}},{2,{939,941}},{2,{941,1060}},{2,{942,945}},{2,{946,953}},{2,{947,1150}},{2,{947,1438}},{2,{950,1442}},{2,{952,953}},{2,{955,1293}},{2,{959,1360}},{2,{962,964}},{2,{962,965}},{2,{966,1301}},{2,{970,1309}},{2,{972,974}},{2,{981,983}},{2,{982,984}},{2,{983,999}},{2,{985,986}},{2,{986,987}},{2,{988,1020}},{2,{990,992}},{2,{992,1072}},{2,{997,998}},{2,{1009,1019}},{2,{1021,1022}},{3,{1021,1044,1134}},{2,{1022,1139}},{2,{1022,1259}},{2,{1023,1044}},{3,{1025,1027,1039}},{2,{1025,1110}},{2,{1029,1030}},{2,{1029,1069}},{2,{1029,1268}},{2,{1032,1034}},{2,{1035,1037}},{2,{1036,1037}},{2,{1037,1060}},{2,{1039,1050}},{2,{1044,1047}},{2,{1044,1052}},{2,{1044,1134}},{2,{1045,1047}},{2,{1047,1264}},{2,{1049,1077}},{2,{1052,1055}},{2,{1052,1325}},{2,{1052,1413}},{2,{1055,1324}},{2,{1055,1325}},{2,{1055,1419}},{2,{1056,1153}},{2,{1057,1058}},{2,{1060,1063}},{2,{1060,1274}},{2,{1061,1177}},{2,{1062,1063}},{2,{1063,1430}},{2,{1064,1365}},{2,{1065,1341}},{3,{1065,1432,1433}},{2,{1066,1067}},{2,{1067,1078}},{2,{1067,1257}},{2,{1068,1102}},{2,{1069,1283}},{2,{1070,1072}},{2,{1070,1078}},{2,{1072,1438}},{2,{1073,1076}},{2,{1075,1290}},{2,{1077,1301}},{2,{1078,1079}},{2,{1078,1080}},{3,{1078,1080,1448}},{3,{1078,1112,1343}},{2,{1080,1112}},{2,{1080,1432}},{2,{1080,1445}},{2,{1080,1448}},{2,{1081,1446}},{2,{1083,1088}},{3,{1089,1090,1109}},{2,{1089,1459}},{2,{1090,1365}},{2,{1090,1458}},{2,{1091,1093}},{3,{1104,1108,1375}},{2,{1112,1342}},{2,{1114,1450}},{2,{1119,1120}},{2,{1121,1124}},{2,{1124,1134}},{3,{1124,1299,1300}},{2,{1129,1131}},{2,{1134,1138}},{2,{1136,1137}},{2,{1139,1142}},{2,{1139,1216}},{2,{1142,1218}},{2,{1144,1145}},{2,{1150,1265}},{2,{1153,1154}},{2,{1153,1156}},{2,{1154,1289}},{2,{1157,1158}},{2,{1158,1332}},{3,{1161,1163,1207}},{2,{1161,1165}},{2,{1167,1169}},{2,{1167,1448}},{2,{1168,1170}},{2,{1168,1341}},{2,{1170,1257}},{2,{1175,1441}},{2,{1176,1178}},{3,{1181,1183,1184}},{2,{1185,1188}},{2,{1187,1188}},{2,{1189,1192}},{2,{1190,1192}},{3,{1190,1451,1452}},{2,{1190,1472}},{2,{1194,1197}},{2,{1199,1201}},{2,{1200,1201}},{2,{1210,1214}},{2,{1210,1215}},{2,{1212,1476}},{2,{1215,1367}},{2,{1219,1223}},{2,{1221,1222}},{2,{1225,1235}},{2,{1229,1367}},{2,{1230,1370}},{2,{1231,1360}},{2,{1232,1234}},{2,{1233,1234}},{2,{1235,1237}},{2,{1236,1237}},{2,{1236,1238}},{2,{1236,1301}},{2,{1237,1342}},{2,{1238,1341}},{2,{1238,1367}},{2,{1241,1243}},{2,{1245,1246}},{2,{1248,1461}},{2,{1250,1369}},{2,{1252,1255}},{3,{1252,1364,1365}},{2,{1253,1254}},{2,{1253,1366}},{2,{1254,1255}},{2,{1257,1259}},{2,{1259,1267}},{2,{1261,1264}},{2,{1265,1267}},{2,{1268,1307}},{2,{1268,1345}},{2,{1270,1273}},{2,{1271,1327}},{2,{1274,1275}},{2,{1274,1277}},{2,{1274,1310}},{2,{1277,1311}},{2,{1277,1332}},{2,{1280,1336}},{2,{1280,1338}},{2,{1281,1282}},{2,{1281,1313}},{2,{1283,1286}},{2,{1284,1315}},{2,{1288,1291}},{2,{1289,1350}},{3,{1301,1303,1304}},{3,{1301,1364,1367}},{2,{1304,1460}},{2,{1306,1308}},{2,{1307,1309}},{2,{1314,1316}},{2,{1314,1347}},{2,{1315,1316}},{2,{1317,1319}},{2,{1317,1320}},{2,{1317,1321}},{2,{1318,1336}},{2,{1322,1323}},{2,{1322,1325}},{3,{1322,1325,1338}},{2,{1322,1344}},{3,{1322,1344,1346}},{2,{1323,1325}},{2,{1323,1370}},{2,{1326,1329}},{2,{1327,1329}},{2,{1331,1334}},{2,{1331,1373}},{3,{1332,1360,1456}},{2,{1333,1334}},{2,{1334,1375}},{2,{1335,1336}},{2,{1335,1338}},{3,{1338,1463,1465}},{3,{1340,1341,1343}},{2,{1340,1342}},{2,{1340,1343}},{2,{1341,1342}},{2,{1341,1343}},{2,{1344,1347}},{2,{1346,1347}},{2,{1349,1352}},{2,{1353,1354}},{2,{1353,1367}},{2,{1355,1358}},{2,{1356,1365}},{2,{1360,1362}},{2,{1361,1362}},{2,{1361,1511}},{2,{1365,1366}},{3,{1365,1366,1367}},{2,{1366,1367}},{2,{1367,1379}},{2,{1367,1453}},{2,{1370,1372}},{3,{1370,1377,1379}},{2,{1376,1379}},{2,{1381,1389}},{2,{1381,1410}},{3,{1381,1410,1411}},{3,{1382,1388,1391}},{3,{1383,1399,1410}},{2,{1384,1483}},{2,{1385,1386}},{3,{1385,1483,1485}},{2,{1392,1394}},{2,{1394,1471}},{2,{1396,1512}},{2,{1399,1416}},{2,{1399,1510}},{2,{1407,1409}},{2,{1409,1488}},{2,{1410,1411}},{2,{1410,1413}},{2,{1411,1413}},{2,{1413,1512}},{2,{1415,1418}},{2,{1418,1448}},{2,{1419,1420}},{2,{1419,1422}},{2,{1424,1425}},{4,{1427,1428,1436,1480}},{2,{1427,1453}},{2,{1429,1462}},{2,{1432,1433}},{2,{1432,1435}},{2,{1435,1437}},{3,{1436,1460,1480}},{2,{1438,1444}},{2,{1442,1444}},{2,{1442,1447}},{3,{1445,1446,1447}},{2,{1445,1447}},{2,{1445,1448}},{2,{1445,1483}},{2,{1450,1452}},{2,{1451,1452}},{2,{1454,1456}},{2,{1456,1457}},{2,{1458,1460}},{3,{1464,1468,1469}},{2,{1469,1500}},{2,{1469,1501}},{2,{1470,1472}},{2,{1479,1480}},{2,{1480,1510}},{2,{1483,1485}},{2,{1483,1503}},{2,{1485,1487}},{2,{1499,1501}},{3,{1509,1510,1512}},}; uint16_t pinyin_table_3400_9FED[] = 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40,1369,1445,452,947,341,31,1241,491,1077,1367,340,1331,532,532,887,460,1441,40,1325,1317,1444,319,335,1241,849,224,362,1005,651,740,342,1216,741,629,59,1448,362,1369,188,963,1274,145,228,523,1333,381,1450,1367,1326,1367,1317,1183,1367,1173,1349,278,1252,306,385,8,1445,1325,437,1274,487,645,1457,1327,1168,442,684,1005,756,362,990,499,1297,1453,145,684,437,803,294,674,487,485,1199,460,1217,84,1253,528,1367,78,537,537,54,1257,537,524,1198,512,1168,291,291,581,450,1254,1069,600,503,864,672,886,1087,342,9,1480,882,947,929,42,253,672,974,491,524,1201,1317,1369,921,627,1338,1473,563,287,588,1073,921,512,1343,1343,512,1483,598,265,920,183,371,523,532,1343,1506,482,1090,1349,148,735,1002,9,958,1168,450,1168,295,504,710,342,182,1199,1324,430,1370,889,588,715,450,1349,173,1255,524,265,97,321,431,1349,1370,1265,1245,1077,431,159,1154,1262,1020,656,483,382,491,1133,420,188,188,1343,1334,1325,482,629,1173,568,1167,1167,1343,1199,695,1274,359,1173,137,483,1204,1435,18,1333,1340,849,148,1448,658,1355,686,57,1099,1480,1365,1253,532,1345,1168,1110,499,1343,455,57,1349,1124,465,316,499,640,1325,359,521,1266,1266,1199,699,1506,1367,1349,672,1204,1266,1311,1343,888,1702,682,1257,1341,482,1399,1365,1419,1338,1327,888,818,452,728,1349,723,246,1375,1367,619,84,670,431,661,1099,1375,1349,394,963,627,674,1786,518,482,1369,744,1077,849,1317,97,40,1441,381,265,670,1317,1274,1326,651,145,963,1369,1311,1216,1110,1448,306,385,1297,437,1453,362,674,442,1253,78,627,528,1916,291,1367,1266,1168,1254,974,735,9,588,42,882,929,183,371,1369,1124,450,430,295,1916,958,188,715,1255,1343,1334,1245,656,483,1343,491,431,1340,1349,1435,658,640,499,521,1367,672,461,1419,1349,452,723,394,1099,671,509,651,492,1266,214,492,492,1323,214,672,1359,198,484,1597,198,870,1460,2090,1459,491,728,728,1366,656,137,535,648,799,921,672,521,2090,512,2144,1270,1266,486,728,629,1067,1423,648,512,921,651,1323,198,700,700,430,130,341,733,733,341,872,965,962,756,341,1268,598,962,733,149,332,341,962,733,2192,714,2212,468,728,1492,837,329,465,465,509,395,1172,1195,442,456,583,442,1089,627,803,145,432,432,1343,930,227,1260,1211,753,753,930,224,161,1361,251,1340,1262,1324,962,716,1324,951,1375,627,230,272,95,1322,1323,1324,227,12,1440,224,95,1340,715,1421,1324,272,670,1447,330,342,343,2232,2224,1370,201,965,129,1219,1457,1445,723,18,66,1216,57,1370,129,1216,262,730,772,262,1483,383,383,265,329,1158,1369,886,123,359,923,1369,1153,1164,1089,1089,329,327,1241,22,253,1216,1450,963,1073,1078,1362,1078,1186,1253,524,512,474,524,1324,1198,1110,1257,1268,1324,618,55,1334,959,417,1255,1255,445,1282,295,1410,1300,1247,1410,827,780,2021,1415,485,1483,482,482,2020,482,147,139,139,430,1318,1345,1282,38,1399,1282,116,145,1324,525,1177,651,651,158,968,1282,559,814,521,1333,186,1378,1366,160,1342,799,1399,1492,964,1378,1324,850,295,1250,1343,187,1492,250,160,511,1320,147,139,430,1345,525,651,38,1177,1483,2109,1366,186,964,1250,661,866,374,866,1324,661,662,374,543,218,651,218,661,374,543,1929,958,66,1929,1375,178,430,532,1280,1367,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,1054,F,F,F,F,F,F,F,F,F,358,1745,700,F,F,F,F,362,226,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,F,20,1173,800}; uint16_t pinyin_table_20000_2D016[] = 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uint16_t pinyin_table_3007_3007[] = {2165}; uint16_t pinyin_table_E815_E864[] = {1338,2555,F,402,F,2605,2605,F,2056,F,1224,419,419,F,F,1456,1456,1084,356,576,1116,1116,332,376,356,1999,1142,491,302,1276,F,2176,1627,1458,1693,1233,F,2498,1384,1546,1546,F,1713,956,1999,1999,529,1283,1325,951,951,F,1055,2523,907,1055,1479,1055,532,169,1444,169,1444,1480,1350,1365,1347,182,958,1365,1165,1077,499,645,512,524,1167,888,1324,674}; uint16_t pinyin_table_FA18_FA18[] = {628}; uint16_t pinyin_table_2F835_2F835[] = {468}; uint16_t pinyin_table_30EDD_30EDE[] = {62,6}; PinyinRange pinyin_ranges[7] { {0x3400, 0x9FED, pinyin_table_3400_9FED}, {0x20000, 0x2D016, pinyin_table_20000_2D016}, {0x3007, 0x3007, pinyin_table_3007_3007}, {0xE815, 0xE864, pinyin_table_E815_E864}, {0xFA18, 0xFA18, pinyin_table_FA18_FA18}, {0x2F835, 0x2F835, pinyin_table_2F835_2F835}, {0x30EDD, 0x30EDE, pinyin_table_30EDD_30EDE}, }; }