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- f(0)=0
- f(1)=1
- f(2)=287
- f(3)=73
- f(4)=157
- f(5)=490
- f(6)=398
- f(7)=351
- f(8)=264
- f(9)=59
- f(10)=448
- f(11)=384
- f(12)=394
- f(13)=489
- f(14)=80
- f(15)=461
- f(16)=407
- f(17)=323
- f(18)=69
- f(19)=474
- f(20)=515
- f(21)=327
- f(22)=65
- f(23)=449
- f(24)=300
- f(25)=315
- f(26)=161
- f(27)=91
- f(28)=299
- f(29)=54
- f(30)=30
- f(31)=403
- f(32)=342
- f(33)=101
- f(34)=476
- f(35)=188
- f(36)=304
- f(37)=243
- f(38)=72
- f(39)=388
- f(40)=245
- f(41)=45
- f(42)=43
- f(43)=518
- f(44)=210
- f(45)=452
- f(46)=275
- f(47)=438
- f(48)=199
- f(49)=410
- f(50)=288
- f(51)=391
- f(52)=358
- f(53)=406
- f(54)=294
- f(55)=21
- f(56)=439
- f(57)=347
- f(58)=215
- f(59)=485
- f(60)=178
- f(61)=278
- f(62)=248
- f(63)=156
- f(64)=132
- f(65)=352
- f(66)=2
- f(67)=118
- f(68)=119
- f(69)=103
- f(70)=202
- f(71)=90
- f(72)=293
- f(73)=167
- f(74)=177
- f(75)=334
- f(76)=111
- f(77)=399
- f(78)=159
- f(79)=44
- f(80)=224
- f(81)=319
- f(82)=267
- f(83)=172
- f(84)=220
- f(85)=170
- f(86)=52
- f(87)=253
- f(88)=192
- f(89)=463
- f(90)=82
- f(91)=364
- f(92)=402
- f(93)=434
- f(94)=280
- f(95)=380
- f(96)=197
- f(97)=343
- f(98)=149
- f(99)=522
- f(100)=444
- f(101)=16
- f(102)=493
- f(103)=324
- f(104)=508
- f(105)=22
- f(106)=55
- f(107)=235
- f(108)=58
- f(109)=283
- f(110)=230
- f(111)=348
- f(112)=40
- f(113)=112
- f(114)=513
- f(115)=251
- f(116)=46
- f(117)=393
- f(118)=67
- f(119)=68
- f(120)=494
- f(121)=423
- f(122)=209
- f(123)=123
- f(124)=31
- f(125)=466
- f(126)=504
- f(127)=383
- f(128)=467
- f(129)=397
- f(130)=367
- f(131)=258
- f(132)=47
- f(133)=369
- f(134)=138
- f(135)=322
- f(136)=425
- f(137)=86
- f(138)=49
- f(139)=430
- f(140)=4
- f(141)=354
- f(142)=7
- f(143)=164
- f(144)=298
- f(145)=110
- f(146)=499
- f(147)=418
- f(148)=207
- f(149)=98
- f(150)=471
- f(151)=308
- f(152)=237
- f(153)=85
- f(154)=154
- f(155)=372
- f(156)=311
- f(157)=225
- f(158)=507
- f(159)=126
- f(160)=521
- f(161)=26
- f(162)=382
- f(163)=295
- f(164)=214
- f(165)=479
- f(166)=353
- f(167)=301
- f(168)=427
- f(169)=390
- f(170)=306
- f(171)=35
- f(172)=168
- f(173)=379
- f(174)=412
- f(175)=422
- f(176)=296
- f(177)=96
- f(178)=77
- f(179)=331
- f(180)=346
- f(181)=316
- f(182)=122
- f(183)=268
- f(184)=488
- f(185)=495
- f(186)=186
- f(187)=187
- f(188)=256
- f(189)=321
- f(190)=498
- f(191)=242
- f(192)=150
- f(193)=41
- f(194)=419
- f(195)=400
- f(196)=76
- f(197)=74
- f(198)=146
- f(199)=241
- f(200)=421
- f(201)=182
- f(202)=376
- f(203)=509
- f(204)=255
- f(205)=443
- f(206)=236
- f(207)=141
- f(208)=344
- f(209)=201
- f(210)=517
- f(211)=470
- f(212)=502
- f(213)=246
- f(214)=516
- f(215)=333
- f(216)=309
- f(217)=217
- f(218)=63
- f(219)=70
- f(220)=135
- f(221)=374
- f(222)=273
- f(223)=491
- f(224)=413
- f(225)=140
- f(226)=524
- f(227)=262
- f(228)=198
- f(229)=332
- f(230)=365
- f(231)=142
- f(232)=27
- f(233)=190
- f(234)=13
- f(235)=131
- f(236)=257
- f(237)=50
- f(238)=17
- f(239)=375
- f(240)=15
- f(241)=362
- f(242)=191
- f(243)=99
- f(244)=432
- f(245)=113
- f(246)=519
- f(247)=433
- f(248)=465
- f(249)=435
- f(250)=411
- f(251)=166
- f(252)=250
- f(253)=87
- f(254)=305
- f(255)=289
- f(256)=171
- f(257)=338
- f(258)=107
- f(259)=446
- f(260)=456
- f(261)=24
- f(262)=266
- f(263)=213
- f(264)=314
- f(265)=261
- f(266)=503
- f(267)=71
- f(268)=81
- f(269)=420
- f(270)=189
- f(271)=356
- f(272)=238
- f(273)=222
- f(274)=440
- f(275)=277
- f(276)=361
- f(277)=116
- f(278)=92
- f(279)=62
- f(280)=94
- f(281)=8
- f(282)=414
- f(283)=95
- f(284)=428
- f(285)=336
- f(286)=165
- f(287)=512
- f(288)=152
- f(289)=510
- f(290)=477
- f(291)=270
- f(292)=396
- f(293)=514
- f(294)=337
- f(295)=500
- f(296)=385
- f(297)=162
- f(298)=195
- f(299)=329
- f(300)=265
- f(301)=3
- f(302)=387
- f(303)=114
- f(304)=36
- f(305)=254
- f(306)=153
- f(307)=392
- f(308)=457
- f(309)=464
- f(310)=310
- f(311)=218
- f(312)=194
- f(313)=11
- f(314)=281
- f(315)=25
- f(316)=57
- f(317)=10
- f(318)=326
- f(319)=183
- f(320)=386
- f(321)=291
- f(322)=84
- f(323)=272
- f(324)=18
- f(325)=151
- f(326)=345
- f(327)=106
- f(328)=286
- f(329)=381
- f(330)=453
- f(331)=451
- f(332)=127
- f(333)=108
- f(334)=486
- f(335)=377
- f(336)=285
- f(337)=29
- f(338)=206
- f(339)=271
- f(340)=340
- f(341)=341
- f(342)=32
- f(343)=39
- f(344)=259
- f(345)=405
- f(346)=211
- f(347)=181
- f(348)=196
- f(349)=450
- f(350)=431
- f(351)=231
- f(352)=105
- f(353)=115
- f(354)=148
- f(355)=359
- f(356)=492
- f(357)=221
- f(358)=137
- f(359)=100
- f(360)=226
- f(361)=174
- f(362)=48
- f(363)=313
- f(364)=232
- f(365)=145
- f(366)=501
- f(367)=6
- f(368)=401
- f(369)=20
- f(370)=302
- f(371)=216
- f(372)=155
- f(373)=373
- f(374)=442
- f(375)=290
- f(376)=219
- f(377)=56
- f(378)=429
- f(379)=320
- f(380)=109
- f(381)=28
- f(382)=417
- f(383)=229
- f(384)=363
- f(385)=520
- f(386)=173
- f(387)=523
- f(388)=97
- f(389)=478
- f(390)=441
- f(391)=102
- f(392)=205
- f(393)=389
- f(394)=158
- f(395)=480
- f(396)=269
- f(397)=160
- f(398)=130
- f(399)=60
- f(400)=144
- f(401)=23
- f(402)=61
- f(403)=496
- f(404)=404
- f(405)=318
- f(406)=104
- f(407)=33
- f(408)=459
- f(409)=460
- f(410)=134
- f(411)=481
- f(412)=276
- f(413)=14
- f(414)=415
- f(415)=487
- f(416)=179
- f(417)=297
- f(418)=244
- f(419)=469
- f(420)=292
- f(421)=472
- f(422)=505
- f(423)=19
- f(424)=203
- f(425)=34
- f(426)=511
- f(427)=83
- f(428)=5
- f(429)=378
- f(430)=184
- f(431)=330
- f(432)=147
- f(433)=247
- f(434)=93
- f(435)=125
- f(436)=163
- f(437)=445
- f(438)=64
- f(439)=335
- f(440)=274
- f(441)=475
- f(442)=357
- f(443)=307
- f(444)=355
- f(445)=260
- f(446)=208
- f(447)=303
- f(448)=483
- f(449)=368
- f(450)=128
- f(451)=416
- f(452)=193
- f(453)=350
- f(454)=360
- f(455)=234
- f(456)=437
- f(457)=325
- f(458)=424
- f(459)=408
- f(460)=409
- f(461)=525
- f(462)=175
- f(463)=395
- f(464)=371
- f(465)=279
- f(466)=249
- f(467)=349
- f(468)=42
- f(469)=312
- f(470)=180
- f(471)=88
- f(472)=506
- f(473)=233
- f(474)=121
- f(475)=169
- f(476)=136
- f(477)=239
- f(478)=117
- f(479)=328
- f(480)=89
- f(481)=252
- f(482)=75
- f(483)=317
- f(484)=9
- f(485)=484
- f(486)=482
- f(487)=282
- f(488)=139
- f(489)=455
- f(490)=284
- f(491)=223
- f(492)=339
- f(493)=51
- f(494)=426
- f(495)=185
- f(496)=124
- f(497)=497
- f(498)=473
- f(499)=228
- f(500)=436
- f(501)=366
- f(502)=212
- f(503)=227
- f(504)=78
- f(505)=462
- f(506)=200
- f(507)=12
- f(508)=53
- f(509)=458
- f(510)=204
- f(511)=120
- f(512)=66
- f(513)=447
- f(514)=38
- f(515)=133
- f(516)=143
- f(517)=79
- f(518)=468
- f(519)=263
- f(520)=176
- f(521)=129
- f(522)=37
- f(523)=370
- f(524)=454
- f(525)=240
- f(526)=526
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