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勾股数组研究

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发表于 2023-3-20 10:42 | 显示全部楼层
本帖最后由 时空伴随者 于 2023-3-20 10:55 编辑

\(\Large 东施效颦,只点\color{red}{朱唇}不画眉。\)
2023-03-20 10:55:49
\((16^{10})^{1}+(16^{5})^{2}+(16^{10})^{1}+(16^{2})^{5}=(4^{7})^{3}\)
\((16^{45})^{1}+(16^{15})^{3}+(16^{15})^{3}+(16^{9})^{5}=(4^{13})^{7}\)
\((16^{63})^{2}+(16^{42})^{3}+(16^{42})^{3}+(16^{18})^{7}=(4^{23})^{11}\)
\((16^{140})^{2}+(16^{70})^{4}+(16^{56})^{5}+(16^{40})^{7}=(4^{33})^{17}\)
\((16^{180})^{3}+(16^{135})^{4}+(16^{108})^{5}+(16^{60})^{9}=(4^{47})^{23}\)
\((16^{315})^{3}+(16^{189})^{5}+(16^{135})^{7}+(16^{105})^{9}=(4^{61})^{31}\)
\((16^{385})^{4}+(16^{308})^{5}+(16^{220})^{7}+(16^{140})^{11}=(4^{79})^{39}\)
\((16^{594})^{4}+(16^{396})^{6}+(16^{264})^{9}+(16^{216})^{11}=(4^{97})^{49}\)
\((16^{702})^{5}+(16^{585})^{6}+(16^{390})^{9}+(16^{270})^{13}=(4^{119})^{59}\)
\((16^{1001})^{5}+(16^{715})^{7}+(16^{455})^{11}+(16^{385})^{13}=(4^{141})^{71}\)
\((16^{1155})^{6}+(16^{990})^{7}+(16^{630})^{11}+(16^{462})^{15}=(4^{167})^{83}\)
\((16^{1560})^{6}+(16^{1170})^{8}+(16^{720})^{13}+(16^{624})^{15}=(4^{193})^{97}\)
\((16^{1768})^{7}+(16^{1547})^{8}+(16^{952})^{13}+(16^{728})^{17}=(4^{223})^{111}\)
\((16^{2295})^{7}+(16^{1785})^{9}+(16^{1071})^{15}+(16^{945})^{17}=(4^{253})^{127}\)
\((16^{2565})^{8}+(16^{2280})^{9}+(16^{1368})^{15}+(16^{1080})^{19}=(4^{287})^{143}\)
\((16^{3230})^{8}+(16^{2584})^{10}+(16^{1520})^{17}+(16^{1360})^{19}=(4^{321})^{161}\)
\((16^{3570})^{9}+(16^{3213})^{10}+(16^{1890})^{17}+(16^{1530})^{21}=(4^{359})^{179}\)
\((16^{4389})^{9}+(16^{3591})^{11}+(16^{2079})^{19}+(16^{1881})^{21}=(4^{397})^{199}\)
\((16^{4807})^{10}+(16^{4370})^{11}+(16^{2530})^{19}+(16^{2090})^{23}=(4^{439})^{219}\)
\((16^{5796})^{10}+(16^{4830})^{12}+(16^{2760})^{21}+(16^{2520})^{23}=(4^{481})^{241}\)
\((16^{6300})^{11}+(16^{5775})^{12}+(16^{3300})^{21}+(16^{2772})^{25}=(4^{527})^{263}\)
\((16^{7475})^{11}+(16^{6325})^{13}+(16^{3575})^{23}+(16^{3289})^{25}=(4^{573})^{287}\)
\((16^{8073})^{12}+(16^{7452})^{13}+(16^{4212})^{23}+(16^{3588})^{27}=(4^{623})^{311}\)
\((16^{9450})^{12}+(16^{8100})^{14}+(16^{4536})^{25}+(16^{4200})^{27}=(4^{673})^{337}\)
\((16^{10150})^{13}+(16^{9425})^{14}+(16^{5278})^{25}+(16^{4550})^{29}=(4^{727})^{363}\)
\((16^{11745})^{13}+(16^{10179})^{15}+(16^{5655})^{27}+(16^{5265})^{29}=(4^{781})^{391}\)
\((16^{12555})^{14}+(16^{11718})^{15}+(16^{6510})^{27}+(16^{5670})^{31}=(4^{839})^{419}\)
\((16^{14384})^{14}+(16^{12586})^{16}+(16^{6944})^{29}+(16^{6496})^{31}=(4^{897})^{449}\)
\((16^{15312})^{15}+(16^{14355})^{16}+(16^{7920})^{29}+(16^{6960})^{33}=(4^{959})^{479}\)
\((16^{17391})^{15}+(16^{15345})^{17}+(16^{8415})^{31}+(16^{7905})^{33}=(4^{1021})^{511}\)
\((16^{18445})^{16}+(16^{17360})^{17}+(16^{9520})^{31}+(16^{8432})^{35}=(4^{1087})^{543}\)
\((16^{20790})^{16}+(16^{18480})^{18}+(16^{10080})^{33}+(16^{9504})^{35}=(4^{1153})^{577}\)
\((16^{21978})^{17}+(16^{20757})^{18}+(16^{11322})^{33}+(16^{10098})^{37}=(4^{1223})^{611}\)
\((16^{24605})^{17}+(16^{22015})^{19}+(16^{11951})^{35}+(16^{11305})^{37}=(4^{1293})^{647}\)
\((16^{25935})^{18}+(16^{24570})^{19}+(16^{13338})^{35}+(16^{11970})^{39}=(4^{1367})^{683}\)
\((16^{28860})^{18}+(16^{25974})^{20}+(16^{14040})^{37}+(16^{13320})^{39}=(4^{1441})^{721}\)
\((16^{30340})^{19}+(16^{28823})^{20}+(16^{15580})^{37}+(16^{14060})^{41}=(4^{1519})^{759}\)
\((16^{33579})^{19}+(16^{30381})^{21}+(16^{16359})^{39}+(16^{15561})^{41}=(4^{1597})^{799}\)
\((16^{35217})^{20}+(16^{33540})^{21}+(16^{18060})^{39}+(16^{16380})^{43}=(4^{1679})^{839}\)
\((16^{38786})^{20}+(16^{35260})^{22}+(16^{18920})^{41}+(16^{18040})^{43}=(4^{1761})^{881}\)
\((16^{40590})^{21}+(16^{38745})^{22}+(16^{20790})^{41}+(16^{18942})^{45}=(4^{1847})^{923}\)
\((16^{44505})^{21}+(16^{40635})^{23}+(16^{21735})^{43}+(16^{20769})^{45}=(4^{1933})^{967}\)
\((16^{46483})^{22}+(16^{44462})^{23}+(16^{23782})^{43}+(16^{21758})^{47}=(4^{2023})^{1011}\)
\((16^{50760})^{22}+(16^{46530})^{24}+(16^{24816})^{45}+(16^{23760})^{47}=(4^{2113})^{1057}\)
\((16^{52920})^{23}+(16^{50715})^{24}+(16^{27048})^{45}+(16^{24840})^{49}=(4^{2207})^{1103}\)
\((16^{57575})^{23}+(16^{52969})^{25}+(16^{28175})^{47}+(16^{27025})^{49}=(4^{2301})^{1151}\)
\((16^{59925})^{24}+(16^{57528})^{25}+(16^{30600})^{47}+(16^{28200})^{51}=(4^{2399})^{1199}\)
\((16^{64974})^{24}+(16^{59976})^{26}+(16^{31824})^{49}+(16^{30576})^{51}=(4^{2497})^{1249}\)
\((16^{67522})^{25}+(16^{64925})^{26}+(16^{34450})^{49}+(16^{31850})^{53}=(4^{2599})^{1299}\)
\((16^{72981})^{25}+(16^{67575})^{27}+(16^{35775})^{51}+(16^{34425})^{53}=(4^{2701})^{1351}\)
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