Λ3(sk)和它的延拓

小草

Λ3(sk)和它的延拓

表Λ3(sk)=∑qk^sk.
D(4q^2)=Λ3(sk),D(2n)表2n=p1+p2的表法数的对数.

原始区域
D(2)=0

4*3^2区域
D(4)=3^0=1
D(6)=3^0=1
D(8)=3^0=1
D(10)=3^0.63092975357145743709952711434278=2
D(12)=3^0=1
D(14)=3^0.63092975357145743709952711434278=2
D(16)=3^0.63092975357145743709952711434278=2
D(18)=3^0.63092975357145743709952711434278=2
D(20)=3^0.63092975357145743709952711434278=2
D(22)=3^1=3
D(24)=3^1=3
D(26)=3^1=3
D(28)=3^0.63092975357145743709952711434278=2
D(30)=3^1=3
D(32)=3^0.63092975357145743709952711434278=2
D(34)=3^1.2618595071429148741990542286856=4
D(36)=3^1.2618595071429148741990542286856=4

4*5^2区域
D(38)=2
D(40)=3
D(42)=4
D(44)=3
D(46)=4
D(48)=4+5^0=5
D(50)=4
D(52)=3
D(54)=4+5^0=5
D(56)=3
D(58)=4
D(60)=4+5^0.43067655807339305067010656876396=6
D(62)=3
D(64)=4+5^0=5
D(66)=4+5^0.43067655807339305067010656876396=6
D(68)=2
D(70)=4+5^0=5
D(72)=4+5^0.43067655807339305067010656876396=6
D(74)=4+5^0=5
D(76)=4+5^0=5
D(78)=4+5^0.68260619448598529513456635927103=7
D(80)=4
D(82)=4+5^0=5
D(84)=4+5^0.86135311614678610134021313752795=8
D(86)=4+5^0=5
D(88)=4
D(90)=4+5^0.86135311614678610134021313752795=9
D(92)=4
D(94)=4+5^0=5
D(96)=4+5^0.68260619448598529513456635927103=7
D(98)=3

4*11^2区域
D(102)=8
D(104)=5
D(106)=6
D(108)=8
D(110)=6
D(112)=7
D(114)=9+11^0=10
D(116)=6
D(118)=6
D(120)=9+11^0.45815690999132622248221823389275=12
D(122)=4
D(124)=5
D(126)=9+11^0=10
D(128)=3
D(130)=7
D(132)=9
D(134)=6
D(136)=5
D(138)=8
D(140)=7
D(142)=8
D(144)=9+11^0.28906482631788785926621100770027=11
D(146)=6
D(148)=5
D(150)=9+11^0.45815690999132622248221823389275=12
D(152)=4
D(154)=8
D(156)=9+11^0.28906482631788785926621100770027=11
D(158)=5
D(160)=8
D(162)=9+11^0=10
D(164)=5
D(166)=6
D(168)=9+11^0.57812965263577571853242201540055=13
D(170)=9
D(172)=6
D(174)=9+11^0.28906482631788785926621100770027=11
D(176)=7
D(178)=7
D(180)=9+11^0.67118774147123963813990063731901=14
D(182)=6
D(184)=8
D(186)=9+11^0.57812965263577571853242201540055=13
D(188)=5
D(190)=8
D(192)=9+11^0.28906482631788785926621100770027=11
D(194)=7
D(196)=9
D(198)=9+11^0.57812965263577571853242201540055=13
D(200)=8
D(202)=9
D(204)=9+11^0.67118774147123963813990063731901=14
D(206)=7
D(208)=7
D(210)=9+11^0.96025256778912749740611164501929=19
D(212)=6
D(214)=8
D(216)=9+11^0.57812965263577571853242201540055=13
D(218)=7
D(220)=9
D(222)=9+11^0.28906482631788785926621100770027=11
D(224)=7
D(226)=7
D(228)=9+11^0.45815690999132622248221823389275=12
D(230)=9
D(232)=7
D(234)=9+11^0.74722173630921408174842924159302=15
D(236)=9
D(238)=9
D(240)=9+11^0.91631381998265244496443646778554=18
D(242)=8
D(244)=9
D(246)=9+11^0.81150756295724893966795059294056=16
D(248)=6
D(250)=9
D(252)=9+11^0.81150756295724893966795059294056=16
D(254)=9
D(256)=8
D(258)=9+11^0.67118774147123963813990063731901=14
D(260)=9+11^0=10
D(262)=9
D(264)=9+11^0.81150756295724893966795059294056=16
D(266)=8
D(268)=9
D(270)=9+11^0.96025256778912749740611164501929=19
D(272)=7
D(274)=9+11^0.28906482631788785926621100770027=11
D(276)=9+11^0.81150756295724893966795059294056=16
D(278)=7
D(280)=9+11^0.67118774147123963813990063731901=14
D(282)=9+11^0.81150756295724893966795059294056=16
D(286)=9+11^0.45815690999132622248221823389275=12
D(288)=9+11^0.86719447895366357779863302310079=17
D(290)=9+11^0=10
D(292)=8
D(294)=9+11^0.96025256778912749740611164501929=19
D(296)=8
D(298)=9+11^0.28906482631788785926621100770027=11
D(300)=9+11^1.0362865626271019410146402492933=21
D(302)=9
D(304)=9+11^0=10
D(306)=9+11^0.74722173630921408174842924159302=15
D(308)=8
D(310)=9+11^0.45815690999132622248221823389275=12
D(312)=9+11^0.86719447895366357779863302310079=17
D(314)=9
D(316)=9+11^0=10
D(318)=9+11^0.74722173630921408174842924159302=15
D(320)=9+11^0.28906482631788785926621100770027=11
D(322)=9+11^0.28906482631788785926621100770027=11
D(324)=9+11^1=20
D(326)=7
D(328)=9+11^0=10
D(330)=9+11^1.1293446514625658606221188712118=24
D(332)=6
D(334)=9+11^0.28906482631788785926621100770027=11
D(336)=9+11^0.96025256778912749740611164501929=19
D(338)=9
D(340)=9+11^0.57812965263577571853242201540055=13
D(342)=9+11^0.86719447895366357779863302310079=17
D(344)=9+11^0=10
D(346)=9
D(348)=9+11^0.81150756295724893966795059294056=16
D(350)=9+11^0.57812965263577571853242201540055=13
D(352)=9+11^0=10
D(354)=9+11^1=20
D(356)=9
D(358)=9+11^0=10
D(360)=9+11^1.069666964424268709138601773948=22
D(362)=8
D(364)=9+11^0.67118774147123963813990063731901=14
D(366)=9+11^0.91631381998265244496443646778554=18
D(368)=8
D(370)=9+11^0.67118774147123963813990063731901=14
D(372)=9+11^0.91631381998265244496443646778554=18
D(374)=9+11^0=10
D(376)=9+11^0.28906482631788785926621100770027=11
D(378)=9+11^1.069666964424268709138601773948=22
D(380)=9+11^0.57812965263577571853242201540055=13
D(382)=9+11^0=10
D(384)=9+11^0.96025256778912749740611164501929=19
D(386)=9+11^0.45815690999132622248221823389275=12
D(388)=9
D(390)=9+11^1.2053786463005403042306474754858=27
D(392)=9+11^0.28906482631788785926621100770027=11
D(394)=9+11^0.28906482631788785926621100770027=11
D(396)=9+11^1.0362865626271019410146402492933=21
D(398)=7
D(400)=9+11^0.67118774147123963813990063731901=14
D(402)=9+11^0.86719447895366357779863302310079=17
D(404)=9+11^0.28906482631788785926621100770027=11
D(406)=9+11^0.57812965263577571853242201540055=13
D(408)=9+11^1=20
D(410)=9+11^0.57812965263577571853242201540055=13
D(412)=9+11^0.28906482631788785926621100770027=11
D(414)=9+11^1.0362865626271019410146402492933=21
D(416)=9+11^0=10
D(418)=9+11^0.28906482631788785926621100770027=11
D(420)=9+11^1.2696644729485751621501688268333=30
D(422)=9+11^0.28906482631788785926621100770027=11
D(424)=9+11^0.45815690999132622248221823389275=12
D(426)=9+11^1.0362865626271019410146402492933=21
D(428)=9
D(430)=9+11^0.67118774147123963813990063731901=14
D(432)=9+11^0.96025256778912749740611164501929=19
D(434)=9+11^0.57812965263577571853242201540055=13
D(436)=9+11^0.28906482631788785926621100770027=11
D(438)=9+11^1.0362865626271019410146402492933=21
D(440)=9+11^0.67118774147123963813990063731901=14
D(442)=9+11^0.57812965263577571853242201540055=13
D(444)=9+11^1.0362865626271019410146402492933=21
D(446)=9+11^0.45815690999132622248221823389275=12
D(448)=9+11^0.57812965263577571853242201540055=13
D(450)=9+11^1.2053786463005403042306474754858=27
D(452)=9+11^0.45815690999132622248221823389275=12
D(454)=9+11^0.45815690999132622248221823389275=12
D(456)=9+11^1.1293446514625658606221188712118=24
D(458)=9
D(460)=9+11^0.81150756295724893966795059294056=16
D(462)=9+11^1.2279264288845472851461679458072=28
D(464)=9+11^0.45815690999132622248221823389275=12
D(466)=9+11^0.57812965263577571853242201540055=13
D(468)=9+11^1.1293446514625658606221188712118=24
D(470)=9+11^0.74722173630921408174842924159302=15
D(472)=9+11^0.57812965263577571853242201540055=13
D(474)=9+11^1.1005723892751367989341616006408=23
D(476)=9+11^0.67118774147123963813990063731901=14
D(478)=9+11^0.28906482631788785926621100770027=11
D(480)=9+11^1.2493173941070153566723226527195=29
D(482)=9+11^0.28906482631788785926621100770027=11
D(484)=9+11^0.67118774147123963813990063731901=14

小草

我们把4*3^2区域进行整理：
D(4)=3^0=1
D(6)=3^0=1
D(8)=3^0=1
D(12)=3^0=1
D(10)=3^0.63092975357145743709952711434278=2
D(14)=3^0.63092975357145743709952711434278=2
D(16)=3^0.63092975357145743709952711434278=2
D(18)=3^0.63092975357145743709952711434278=2
D(20)=3^0.63092975357145743709952711434278=2
D(28)=3^0.63092975357145743709952711434278=2
D(32)=3^0.63092975357145743709952711434278=2
D(22)=3^1=3
D(24)=3^1=3
D(26)=3^1=3
D(30)=3^1=3
D(34)=3^1.2618595071429148741990542286856=4
D(36)=3^1.2618595071429148741990542286856=4

我们把4*5^2区域进行整理：
D(38)=2
D(68)=2
D(40)=3
D(44)=3
D(52)=3
D(56)=3
D(62)=3
D(98)=3
D(42)=4
D(46)=4
D(50)=4
D(58)=4
D(80)=4
D(88)=4
D(92)=4
D(48)=4+5^0=5
D(54)=4+5^0=5
D(64)=4+5^0=5
D(70)=4+5^0=5
D(74)=4+5^0=5
D(76)=4+5^0=5
D(82)=4+5^0=5
D(86)=4+5^0=5
D(94)=4+5^0=5
D(60)=4+5^0.43067655807339305067010656876396=6
D(66)=4+5^0.43067655807339305067010656876396=6
D(72)=4+5^0.43067655807339305067010656876396=6
D(100)=4+5^0.43067655807339305067010656876396=6
D(78)=4+5^0.68260619448598529513456635927103=7
D(96)=4+5^0.68260619448598529513456635927103=7
D(84)=4+5^0.86135311614678610134021313752795=8
D(90)=4+5^0.86135311614678610134021313752795=9

我们把4*11^2区域进行整理：
D(128)=3
D(122)=4
D(152)=4
D(104)=5
D(124)=5
D(136)=5
D(148)=5
D(158)=5
D(164)=5
D(188)=5
D(106)=6
D(110)=6
D(116)=6
D(118)=6
D(134)=6
D(146)=6
D(166)=6
D(172)=6
D(182)=6
D(212)=6
D(248)=6
D(232)=6
D(112)=7
D(130)=7
D(140)=7
D(176)=7
D(178)=7
D(194)=7
D(206)=7
D(208)=7
D(218)=7
D(224)=7
D(226)=7
D(232)=7
D(272)=7
D(278)=7
D(326)=7
D(398)=7
D(102)=8
D(108)=8
D(138)=8
D(142)=8
D(154)=8
D(160)=8
D(184)=8
D(190)=8
D(200)=8
D(214)=8
D(242)=8
D(256)=8
D(266)=8
D(284)=8
D(292)=8
D(296)=8
D(308)=8
D(362)=8
D(368)=8
D(132)=9
D(170)=9
D(196)=9
D(202)=9
D(220)=9
D(230)=9
D(236)=9
D(238)=9
D(244)=9
D(250)=9
D(254)=9
D(262)=9
D(268)=9
D(302)=9
D(314)=9
D(338)=9
D(346)=9
D(356)=9
D(388)=9
D(428)=9
D(458)=9
D(114)=9+11^0=10
D(126)=9+11^0=10
D(162)=9+11^0=10
D(260)=9+11^0=10
D(290)=9+11^0=10
D(304)=9+11^0=10
D(316)=9+11^0=10
D(328)=9+11^0=10
D(344)=9+11^0=10
D(352)=9+11^0=10
D(358)=9+11^0=10
D(374)=9+11^0=10
D(382)=9+11^0=10
D(416)=9+11^0=10
D(144)=9+11^0.28906482631788785926621100770027=11
D(156)=9+11^0.28906482631788785926621100770027=11
D(174)=9+11^0.28906482631788785926621100770027=11
D(192)=9+11^0.28906482631788785926621100770027=11
D(222)=9+11^0.28906482631788785926621100770027=11
D(274)=9+11^0.28906482631788785926621100770027=11
D(298)=9+11^0.28906482631788785926621100770027=11
D(320)=9+11^0.28906482631788785926621100770027=11
D(322)=9+11^0.28906482631788785926621100770027=11
D(334)=9+11^0.28906482631788785926621100770027=11
D(376)=9+11^0.28906482631788785926621100770027=11
D(392)=9+11^0.28906482631788785926621100770027=11
D(394)=9+11^0.28906482631788785926621100770027=11
D(404)=9+11^0.28906482631788785926621100770027=11
D(412)=9+11^0.28906482631788785926621100770027=11
D(418)=9+11^0.28906482631788785926621100770027=11
D(422)=9+11^0.28906482631788785926621100770027=11
D(436)=9+11^0.28906482631788785926621100770027=11
D(478)=9+11^0.28906482631788785926621100770027=11
D(482)=9+11^0.28906482631788785926621100770027=11
D(120)=9+11^0.45815690999132622248221823389275=12
D(150)=9+11^0.45815690999132622248221823389275=12
D(228)=9+11^0.45815690999132622248221823389275=12
D(286)=9+11^0.45815690999132622248221823389275=12
D(310)=9+11^0.45815690999132622248221823389275=12
D(386)=9+11^0.45815690999132622248221823389275=12
D(424)=9+11^0.45815690999132622248221823389275=12
D(446)=9+11^0.45815690999132622248221823389275=12
D(452)=9+11^0.45815690999132622248221823389275=12
D(454)=9+11^0.45815690999132622248221823389275=12
D(464)=9+11^0.45815690999132622248221823389275=12
D(168)=9+11^0.57812965263577571853242201540055=13
D(186)=9+11^0.57812965263577571853242201540055=13
D(198)=9+11^0.57812965263577571853242201540055=13
D(216)=9+11^0.57812965263577571853242201540055=13
D(340)=9+11^0.57812965263577571853242201540055=13
D(350)=9+11^0.57812965263577571853242201540055=13
D(380)=9+11^0.57812965263577571853242201540055=13
D(406)=9+11^0.57812965263577571853242201540055=13
D(410)=9+11^0.57812965263577571853242201540055=13
D(434)=9+11^0.57812965263577571853242201540055=13
D(442)=9+11^0.57812965263577571853242201540055=13
D(448)=9+11^0.57812965263577571853242201540055=13
D(466)=9+11^0.57812965263577571853242201540055=13
D(472)=9+11^0.57812965263577571853242201540055=13
D(180)=9+11^0.67118774147123963813990063731901=14
D(204)=9+11^0.67118774147123963813990063731901=14
D(258)=9+11^0.67118774147123963813990063731901=14
D(280)=9+11^0.67118774147123963813990063731901=14
D(364)=9+11^0.67118774147123963813990063731901=14
D(370)=9+11^0.67118774147123963813990063731901=14
D(400)=9+11^0.67118774147123963813990063731901=14
D(430)=9+11^0.67118774147123963813990063731901=14
D(440)=9+11^0.67118774147123963813990063731901=14
D(476)=9+11^0.67118774147123963813990063731901=14
D(484)=9+11^0.67118774147123963813990063731901=14
D(234)=9+11^0.74722173630921408174842924159302=15
D(306)=9+11^0.74722173630921408174842924159302=15
D(318)=9+11^0.74722173630921408174842924159302=15
D(470)=9+11^0.74722173630921408174842924159302=15
D(246)=9+11^0.81150756295724893966795059294056=16
D(252)=9+11^0.81150756295724893966795059294056=16
D(264)=9+11^0.81150756295724893966795059294056=16
D(276)=9+11^0.81150756295724893966795059294056=16
D(282)=9+11^0.81150756295724893966795059294056=16
D(348)=9+11^0.81150756295724893966795059294056=16
D(460)=9+11^0.81150756295724893966795059294056=16
D(288)=9+11^0.86719447895366357779863302310079=17
D(312)=9+11^0.86719447895366357779863302310079=17
D(342)=9+11^0.86719447895366357779863302310079=17
D(402)=9+11^0.86719447895366357779863302310079=17
D(240)=9+11^0.91631381998265244496443646778554=18
D(366)=9+11^0.91631381998265244496443646778554=18
D(372)=9+11^0.91631381998265244496443646778554=18
D(210)=9+11^0.96025256778912749740611164501929=19
D(270)=9+11^0.96025256778912749740611164501929=19
D(294)=9+11^0.96025256778912749740611164501929=19
D(336)=9+11^0.96025256778912749740611164501929=19
D(384)=9+11^0.96025256778912749740611164501929=19
D(432)=9+11^0.96025256778912749740611164501929=19
D(324)=9+11^0=20
D(354)=9+11^0=20
D(408)=9+11^0=20
D(300)=9+11^1.0362865626271019410146402492933=21
D(396)=9+11^1.0362865626271019410146402492933=21
D(414)=9+11^1.0362865626271019410146402492933=21
D(426)=9+11^1.0362865626271019410146402492933=21
D(438)=9+11^1.0362865626271019410146402492933=21
D(444)=9+11^1.0362865626271019410146402492933=21
D(360)=9+11^1.069666964424268709138601773948=22
D(378)=9+11^1.069666964424268709138601773948=22
D(474)=9+11^1.1005723892751367989341616006408=23
D(330)=9+11^1.1293446514625658606221188712118=24
D(456)=9+11^1.1293446514625658606221188712118=24
D(468)=9+11^1.1293446514625658606221188712118=24
D(390)=9+11^1.2053786463005403042306474754858=27
D(450)=9+11^1.2053786463005403042306474754858=27
D(462)=9+11^1.2279264288845472851461679458072=28
D(478)=9+11^1.2493173941070153566723226527195=29
D(420)=9+11^1.2696644729485751621501688268333=30

小草

我们从这里得到了一系列上界与下界的集合，而这些集合像自然数一样的不断增加着，而决不会减少，这是哥德巴赫猜想成立的不可推翻的根本证据.
我们甚至可以忽略这些上下界的中间部分，只关注它们的上界与下界.

小草

4*3^2的上界
【0】D(2)=0
【1】D(4)=1
【2】D(10)=2
【3】D(22)=3
【4】D(34)=4
4*3^2的下界
【1】D(12)=1

4*5^2的上界
【1】D(48)=4+5^0=5
【2】D(60)=4+5^0.43067655807339305067010656876396=6
【3】D(78)=4+5^0.68260619448598529513456635927103=7
【4】D(84)=4+5^0.86135311614678610134021313752795=8
【5】D(90)=4+5^0.86135311614678610134021313752795=9
4*5^2的下界
【1】D(68)=1+5^0=2

4*11^2的上界
【1】D(114)=9+11^0=10
【2】D(144)=9+11^0.28906482631788785926621100770027=11
【3】D(120)=9+11^0.45815690999132622248221823389275=12
【4】D(168)=9+11^0.57812965263577571853242201540055=13
【5】D(180)=9+11^0.67118774147123963813990063731901=14
【6】D(234)=9+11^0.74722173630921408174842924159302=15
【7】D(246)=9+11^0.81150756295724893966795059294056=16
【8】D(288)=9+11^0.86719447895366357779863302310079=17
【9】D(240)=9+11^0.91631381998265244496443646778554=18
【10】D(210)=9+11^0.96025256778912749740611164501929=19
【11】D(324)=9+11^1=20
【12】D(300)=9+11^1.0362865626271019410146402492933=21
【13】D(360)=9+11^1.069666964424268709138601773948=22
【14】D(474)=9+11^1.1005723892751367989341616006408=23
【15】D(330)=9+11^1.1293446514625658606221188712118=24
4*11^2的下界
【1】D(128)=2+11^0=3
【2】D(152)=2+11^0.28906482631788785926621100770027=4
【3】D(188)=2+11^0.45815690999132622248221823389275=5
【4】D(332)=2+11^0.57812965263577571853242201540055=6
【5】D(398)=2+11^0.67118774147123963813990063731901=7
【6】D(368)=2+11^0.74722173630921408174842924159302=8

小草

4*17^2的上界
【1】D(528)=24+17^0=25
【2】D(576)=24+17^0.24465054211822603038976149123198=26
【3】D(390)=24+17^0.38776193503849007543619936073441=27
【4】D(462)=24+17^0.48930108423645206077952298246398=28
【5】D(480)=24+17^0.56806096717373296886586049849463=29
【6】D(420)=24+17^0.6324124771567161058259608519664=30
【7】D(570)=24+17^0.68682090359966302843713283278131=31
【8】D(510)=24+17^0.73395162635467809116928447369593=32
【9】D(672)=24+17^0.77552387007698015087239872146886=33
【10】D(790)=24+17^0.81271150929195899925562198972662=34
【11】D(756)=24+17^0.84635182092054694282060192046171=35
【12】D(936)=24+17^0.87706301927494213621572234319839=36
【13】D(714)=24+17^0.90531458311903372808546035968091=37
【14】D(798)=24+17^0.9314714457178890588268943240133=38
【15】D(690)=24+17^0.95582290221222304430205985922904=39
【16】D(660)=24+17^0.97860216847290412155904596492792=40
【17】D(630)=24+17^1=41
【18】D(1008)=24+17^1.0201744121952061812621602127008=42
【19】D(930)=24+17^1.0392577690429010847778074670836=43
【20】D(780)=24+17^1.0573620514101850296453834809586=44
【21】D(960)=24+17^1.0745828386381531038733321935157=45
【22】D(870)=24+17^1.0910023630387729732103634116937=46
【23】D(924)=24+17^1.106691884854731155394505490586=47
【24】D(900)=24+17^1.1217135613931681666054838344304=48
【25】D(1134)=24+17^1.1361219343474659377317209969893=49
4*17^2的下界
【1】D(488)=8+17^0=9
【2】D(632)=8+17^0.24465054211822603038976149123198=10
【3】D(692)=8+17^0.38776193503849007543619936073441=11
【4】D(626)=8+17^0.48930108423645206077952298246398=12
【5】D(992)=8+17^0.56806096717373296886586049849463=13
【6】D(878)=8+17^0.6324124771567161058259608519664=14
【7】D(908)=8+17^0.68682090359966302843713283278131=15
【8】D(1112)=8+17^0.73395162635467809116928447369593=16
【9】D(998)=8+17^0.77552387007698015087239872146886=17

小草

4*29^2的上界
【1】D(1434)=49+29^0=50
【2】D(840)=49+29^0.20584683246043445730680025050122=51
【3】D(990)=49+29^0.3262595103420190642006438632428=52
【4】D(1302)=49+29^0.41169366492086891461360050100244=53
【5】D(1080)=49+29^0.47796154353345463842006248134961=54
【6】D(1230)=49+29^0.53210634280245352150744411374403=55
【7】D(1518)=49+29^0.57788511829776766703228447105748=56
【8】D(1050)=49+29^0.61754049738130337192040075150363=57
【9】D(1140)=49+29^0.65251902068403812840128772648564=58
【10】D(1386)=49+29^0.68380837599388909572686273185083=59
【11】D(1290)=49+29^0.71211304080996131714818077288185=60
【12】D(1380)=49+29^0.73795317526288797881424436424525=61
【13】D(1554)=49+29^0.76172379469012670365654239852584=62
【14】D(1896)=49+29^0.78373195075820212433908472155871=63
【15】D(1596)=49+29^0.80422105387547370262070634459241=64
【16】D(1620)=49+29^0.82338732984173782922720100200486=65
【17】D(1320)=49+29^0.84139127867111002118666598955936=66
【18】D(1500)=49+29^0.85836585314447258570808797698683=67
【19】D(1260)=49+29^0.87442242316389168394957434753924=68
【20】D(1530)=49+29^0.88965520845432355303366298235202=69
【21】D(1848)=49+29^0.90414462863978673123292833430029=70
【22】D(1590)=49+29^0.91795987327039577445498102338307=71
【23】D(1560)=49+29^0.93116090009286310547576951237207=72
【24】D(1470)=49+29^0.94380000772332243612104461474647=73
【25】D(2508)=49+29^0.95592308706690927684012496269922=74
【26】D(1800)=49+29^0.96757062715056116096334264902706=75
【27】D(1650)=49+29^0.97877853102605719260193158972844=76
【28】D(2544)=49+29^0.9895787832186365816458849720599=77
【29】D(1710)=49+29^1=78
【30】D(2160)=49+29^1.0100678863359081599275065950936=79
【31】D(2652)=49+29^1.019805617880309645676412060843=80
【32】D(1920)=49+29^1.0292341623021722865340012525061=81
【33】D(1980)=49+29^1.0383725511519803813488246361247=82
【34】D(1680)=49+29^1.0472381111315444784934662400606=83
【35】D(2010)=49+29^1.0558466618312223054523469524071=84
【36】D(2040)=49+29^1.0642126856049070430148882274881=85
【37】D(2250)=49+29^1.0723494741650688333509696182773=86
【38】D(2478)=49+29^1.0802692556243261412563745980404=87
【39】D(2688)=49+29^1.0879833050321457678571862617686=88
【40】D(2838)=49+29^1.0955020409147580103404632328532=89
【41】D(2220)=49+29^1.10283510989268344788836239859=90
【42】D(1890)=49+29^1.1099914611002211885397285848015=91
【43】D(2280)=49+29^1.1169794118471232320073082190091=92
【44】D(2460)=49+29^1.1238067057308302317617812738843=93
【45】D(2340)=49+29^1.1304805642174927668213502078352=94
【46】D(2580)=49+29^1.1370077325532975627825697628733=95
【47】D(3534)=49+29^1.1433945207378836417907621102542=96
【48】D(2100)=49+29^1.1496468401837568934278448652477=97
【49】D(2610)=49+29^1.155770236595535334064568942115=98
【50】D(2550)=49+29^1.1617699195273437341469252132004=99
【51】D(2700)=49+29^1.1676507890131290853873098528022=100
【52】D(2772)=49+29^1.1734174596109956182701428995283=101
【53】D(3066)=49+29^1.1790742821571664408332754102177=102
【54】D(3498)=49+29^1.1846253634864916499087318402297=103
【55】D(2790)=49+29^1.1900745843434159555682432542315=104
4*29^2的下界
【1】D(1412)=17+29^0=18
【2】D(1202)=17+29^0.20584683246043445730680025050122=19
【3】D(1448)=17+29^0.3262595103420190642006438632428=20
【4】D(1718)=17+29^0.41169366492086891461360050100244=21
【5】D(1532)=17+29^0.47796154353345463842006248134961=22
【6】D(1604)=17+29^0.53210634280245352150744411374403=23
【7】D(1622)=17+29^0.57788511829776766703228447105748=24
【8】D(2048)=17+29^0.61754049738130337192040075150363=25
【9】D(2252)=17+29^0.65251902068403812840128772648564=26
【10】D(2078)=17+29^0.68380837599388909572686273185083=27
【11】D(2672)=17+29^0.71211304080996131714818077288185=28
【12】D(2642)=17+29^0.73795317526288797881424436424525=29
【13】D(2456)=17+29^0.76172379469012670365654239852584=30
【14】D(2936)=17+29^0.78373195075820212433908472155871=31
【15】D(2504)=17+29^0.80422105387547370262070634459241=32
【16】D(2588)=17+29^0.82338732984173782922720100200486=33
【17】D(2978)=17+29^0.84139127867111002118666598955936=34
【18】D(3092)=17+29^0.85836585314447258570808797698683=35
【19】D(3032)=17+29^0.87442242316389168394957434753924=36
【20】D(3218)=17+29^0.88965520845432355303366298235202=37
【21】D(3272)=17+29^0.90414462863978673123292833430029=38
【22】D(3296)=17+29^0.91795987327039577445498102338307=39

小草

上界下界之比

4*3^2
上界4下界1
∑qk=3
4/3=1.333...
1/3=0.333...
4/1=4

小草

4*5^2
上界4+5=9下界1+1=2
∑qk=8
9/8=1.125
2/8=0.25
9/2=4.5

小草

4*11^2
上界9+15=24下界2+6=8
∑qk=19
24/19=1.263...
8/19=0.421...
24/8=3

小草

4*17^2
上界24+25=49下界8+9=17
∑qk=36
49/36=1.361...
17/36=0.472...
49/17=2.8823...