## 11．解と恒等式の一覧表

### 6/p＝1/a＋1/b＋1/c, final (2〜47)

pabc PABC type
2111211 1２の分割
3122112 2１の分割
5163012n-72n-12(7n-4)(2n-1)2(12n-7)(7n-4)A, AB, BP
5110106n-1n2n(6n-1)2n(6n-1)A=B or B=C
52256n-12n2nn(6n-1)A=B or B=C
7234224n-172(2n-1)(10n-7)(2n-1)2(24n-17)(10n-7)A, AB, BP
1122350624n-132(2n-1)(50n-27)(2n-1)2(24n-13)(50n-27)A, AB, BP
1122426424n-132(2n-1)4(13n-7)(2n-1)4(24n-13)(13n-7)A, AB, BP
1122614318n-73n-1(21n-8)(3n-1)(18n-7)(21n-8)A, AB, BP
112336617n-63n-13(17n-6)3(3n-1)(17n-6)B=kP
11244446n-1n2n(6n-1)2n(6n-1)A=B or B=C
11362224n-134n-12(2n-1)(4n-1)2(24n-13)(2n-1)A, AB, BP
1144226n-12n2nn(6n-1)A=B or B=C
133831236n-233(2n-1)2(11n-7)(2n-1)6(36n-23)(11n-7)A, AB, BP
17352265236n-193(2n-1)2(55n-29)(2n-1)6(36n-19)(55n-29)A, AB, BP
1735491836n-193(2n-1)6(19n-10)(2n-1)6(36n-19)(19n-10)A, AB, BP
1736034012n-72n-12(7n-4)(2n-1)2(12n-7)(7n-4)A, AB, BP
1736820423n-64n-14(23n-6)4(4n-1)(23n-6)B=kP
1731021026n-1n2n(6n-1)2n(6n-1)A=B or B=C
1741034048n-314(2n-1)2(14n-9)(2n-1)4(48n-31)(14n-9)A, AB, BP
174125130n-135n-1(5n-2)(5n-1)(30n-13)(5n-2)A, AB, BP
1766516n-12n2nn(6n-1)A=B or B=C
1941630436n-172(3n-1)(15n-7)(3n-1)2(36n-17)(15n-7)A, AB, BP
19419765n-1n5n-1n(5n-1)B=kP
23493855648n-254(2n-1)(194n-101)(2n-1)4(48n-25)(194n-101)A, AB, BP
23494432448n-254(2n-1)2(98n-51)(2n-1)4(48n-25)(98n-51)A, AB, BP
23496220836n-132(3n-1)3(25n-9)(3n-1)6(36n-13)(25n-9)A, AB, BP
234100115036n-132(3n-1)2(39n-14)(3n-1)2(36n-13)(39n-14)A, AB, BP
23410862118n-133n-23(7n-5)(3n-2)3(18n-13)(7n-5)A, AB, BP
23411546029n-65n-15(29n-6)5(5n-1)(29n-6)B=kP
23413827635n-122(3n-1)6(35n-12)6(3n-1)(35n-12)B=kP
2341841846n-1n2n(6n-1)2n(6n-1)A=B or B=C
235209218n-133n-1(3n-2)(3n-1)(18n-13)(3n-2)A, AB, BP
236129248n-252(4n-1)4(2n-1)(4n-1)4(48n-25)(2n-1)A, AB, BP
2388926n-12n2nn(6n-1)A=B or B=C
2951462117060n-315(2n-1)2(151n-78)(2n-1)10(60n-31)(151n-78)A, AB, BP
295150435060n-315(2n-1)10(31n-16)(2n-1)10(60n-31)(31n-16)A, AB, BP
29517098612n-72n-12(7n-4)(2n-1)2(12n-7)(7n-4)A, AB, BP
29517487035n-66n-16(35n-6)6(6n-1)(35n-6)B=kP
2952902906n-1n2n(6n-1)2n(6n-1)A=B or B=C
29625435072n-436(2n-1)(62n-37)(2n-1)6(72n-43)(62n-37)A, AB, BP
296291745n-1n5n-1n(5n-1)B=kP
2963014524n-192(2n-1)2(4n-3)(2n-1)(24n-19)(4n-3)A, AB, BP
2910101456n-12n2nn(6n-1)A=B or B=C
31638176754n-233(3n-1)(33n-14)(3n-1)3(54n-23)(33n-14)A, AB, BP
3163980624n-172(2n-1)(10n-7)(2n-1)2(24n-17)(10n-7)A, AB, BP
316629311n-22n2(11n-2)n(11n-2)B=kP
377521346884n-477(2n-1)2(59n-33)(2n-1)14(84n-47)(59n-33)A, AB, BP
37827799296n-598(2n-1)(70n-43)(2n-1)8(96n-59)(70n-43)A, AB, BP
4172888265684n-437(2n-1)2(295n-151)(2n-1)14(84n-43)(295n-151)A, AB, BP
4172941205484n-437(2n-1)14(43n-22)(2n-1)14(84n-43)(43n-22)A, AB, BP
417328229647n-68n-18(47n-6)8(8n-1)(47n-6)B=kP
417336196812n-72n-12(7n-4)(2n-1)2(12n-7)(7n-4)A, AB, BP
4175745746n-1n2n(6n-1)2n(6n-1)A=B or B=C
418471541696n-558(2n-1)(110n-63)(2n-1)8(96n-55)(110n-63)A, AB, BP
41848196872n-314(3n-1)6(7n-3)(3n-1)12(72n-31)(7n-3)A, AB, BP
4185628718n-133n-1(3n-2)(3n-1)(18n-13)(3n-2)A, AB, BP
4112161968108n-676(3n-1)(21n-13)(3n-1)6(108n-67)(21n-13)A, AB, BP
4114142876n-12n2nn(6n-1)A=B or B=C
438692373696n-538(2n-1)(154n-85)(2n-1)8(96n-53)(154n-85)A, AB, BP
43872154836n-292(3n-2)3(5n-4)(3n-2)6(36n-29)(5n-4)A, AB, BP
4388634411n-12n2(11n-1)2n(11n-1)B=kP
43936154836n-293(2n-1)2(5n-4)(2n-1)6(36n-29)(5n-4)A, AB, BP
4312181548144n-10112(2n-1)6(10n-7)(2n-1)12(144n-101)(10n-7)A, AB, BP
4313168944156n-11313(2n-1)2(29n-21)(2n-1)26(156n-113)(29n-21)A, AB, BP
47837714175296n-498(2n-1)(770n-393)(2n-1)8(96n-49)(770n-393)A, AB, BP
4783787106496n-498(2n-1)2(386n-197)(2n-1)8(96n-49)(386n-197)A, AB, BP
4783803572072n-254(3n-1)(291n-101)(3n-1)4(72n-25)(291n-101)A, AB, BP
4783841804872n-254(3n-1)6(49n-17)(3n-1)12(72n-25)(49n-17)A, AB, BP
478392921236n-252(3n-2)(75n-52)(3n-2)2(36n-25)(75n-52)A, AB, BP
478408479436n-252(3n-2)6(13n-9)(3n-2)6(36n-25)(13n-9)A, AB, BP
478423338453n-69n-19(53n-6)9(9n-1)(53n-6)B=kP
478440258518n-73n-1(21n-8)(3n-1)(18n-7)(21n-8)A, AB, BP
478470188059n-122(5n-1)10(59n-12)10(5n-1)(59n-12)B=kP
478564112871n-244(3n-1)12(71n-24)12(3n-1)(71n-24)B=kP
4787527526n-1n2n(6n-1)2n(6n-1)A=B or B=C
4797237630n-135n-1(5n-2)(5n-1)(30n-13)(5n-2)A, AB, BP
47104037636n-252(3n-1)2(3n-2)(3n-1)2(36n-25)(3n-2)A, AB, BP
47122437684n-372(7n-1)(7n-3)(7n-1)2(84n-37)(7n-3)A, AB, BP
4716163766n-12n2nn(6n-1)A=B or B=C

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