Welcome to the CHICKEN Scheme pasting service
ratnum to flonum added by Kooda on Wed Jul 22 17:16:05 2020
(import (chicken flonum) miscmacros)
(flonum-print-precision 17)
(dotimes (k 100)
(let ((d (+ 1 (* k 1/100 (inexact->exact flonum-epsilon)))))
(print `(,k ,(exact->inexact d) ,d))))
(0 1.0 1)
(1 1.0 450359962737049601/450359962737049600)
(2 1.0 225179981368524801/225179981368524800)
(3 1.0 450359962737049603/450359962737049600)
(4 1.0 112589990684262401/112589990684262400)
(5 1.0 90071992547409921/90071992547409920)
(6 1.0 225179981368524803/225179981368524800)
(7 1.0 450359962737049607/450359962737049600)
(8 1.0 56294995342131201/56294995342131200)
(9 1.0 450359962737049609/450359962737049600)
(10 1.0 45035996273704961/45035996273704960)
(11 1.0 450359962737049611/450359962737049600)
(12 1.0 112589990684262403/112589990684262400)
(13 1.0 450359962737049613/450359962737049600)
(14 1.0 225179981368524807/225179981368524800)
(15 1.0 90071992547409923/90071992547409920)
(16 1.0 28147497671065601/28147497671065600)
(17 1.0 450359962737049617/450359962737049600)
(18 1.0 225179981368524809/225179981368524800)
(19 1.0 450359962737049619/450359962737049600)
(20 1.0 22517998136852481/22517998136852480)
(21 1.0 450359962737049621/450359962737049600)
(22 1.0 225179981368524811/225179981368524800)
(23 1.0 450359962737049623/450359962737049600)
(24 1.0 56294995342131203/56294995342131200)
(25 1.0 18014398509481985/18014398509481984)
(26 1.0 225179981368524813/225179981368524800)
(27 1.0 450359962737049627/450359962737049600)
(28 1.0 112589990684262407/112589990684262400)
(29 1.0 450359962737049629/450359962737049600)
(30 1.0 45035996273704963/45035996273704960)
(31 1.0 450359962737049631/450359962737049600)
(32 1.0 14073748835532801/14073748835532800)
(33 1.0 450359962737049633/450359962737049600)
(34 1.0 225179981368524817/225179981368524800)
(35 1.0 90071992547409927/90071992547409920)
(36 1.0 112589990684262409/112589990684262400)
(37 1.0 450359962737049637/450359962737049600)
(38 1.0 225179981368524819/225179981368524800)
(39 1.0 450359962737049639/450359962737049600)
(40 1.0 11258999068426241/11258999068426240)
(41 1.0 450359962737049641/450359962737049600)
(42 1.0 225179981368524821/225179981368524800)
(43 1.0 450359962737049643/450359962737049600)
(44 1.0 112589990684262411/112589990684262400)
(45 1.0 90071992547409929/90071992547409920)
(46 1.0 225179981368524823/225179981368524800)
(47 1.0 450359962737049647/450359962737049600)
(48 1.0 28147497671065603/28147497671065600)
(49 1.0 450359962737049649/450359962737049600)
(50 1.0 9007199254740993/9007199254740992)
(51 1.0000000000000002 450359962737049651/450359962737049600)
(52 1.0000000000000002 112589990684262413/112589990684262400)
(53 1.0000000000000002 450359962737049653/450359962737049600)
(54 1.0000000000000002 225179981368524827/225179981368524800)
(55 1.0000000000000002 90071992547409931/90071992547409920)
(56 1.0000000000000002 56294995342131207/56294995342131200)
(57 1.0000000000000002 450359962737049657/450359962737049600)
(58 1.0000000000000002 225179981368524829/225179981368524800)
(59 1.0000000000000002 450359962737049659/450359962737049600)
(60 1.0000000000000002 22517998136852483/22517998136852480)
(61 1.0000000000000002 450359962737049661/450359962737049600)
(62 1.0000000000000002 225179981368524831/225179981368524800)
(63 1.0000000000000002 450359962737049663/450359962737049600)
(64 1.0000000000000002 7036874417766401/7036874417766400)
(65 1.0000000000000002 90071992547409933/90071992547409920)
(66 1.0000000000000002 225179981368524833/225179981368524800)
(67 1.0000000000000002 450359962737049667/450359962737049600)
(68 1.0000000000000002 112589990684262417/112589990684262400)
(69 1.0000000000000002 450359962737049669/450359962737049600)
(70 1.0000000000000002 45035996273704967/45035996273704960)
(71 1.0000000000000002 450359962737049671/450359962737049600)
(72 1.0000000000000002 56294995342131209/56294995342131200)
(73 1.0000000000000002 450359962737049673/450359962737049600)
(74 1.0000000000000002 225179981368524837/225179981368524800)
(75 1.0000000000000002 18014398509481987/18014398509481984)
(76 1.0000000000000002 112589990684262419/112589990684262400)
(77 1.0000000000000002 450359962737049677/450359962737049600)
(78 1.0000000000000002 225179981368524839/225179981368524800)
(79 1.0000000000000002 450359962737049679/450359962737049600)
(80 1.0000000000000002 5629499534213121/5629499534213120)
(81 1.0000000000000002 450359962737049681/450359962737049600)
(82 1.0000000000000002 225179981368524841/225179981368524800)
(83 1.0000000000000002 450359962737049683/450359962737049600)
(84 1.0000000000000002 112589990684262421/112589990684262400)
(85 1.0000000000000002 90071992547409937/90071992547409920)
(86 1.0000000000000002 225179981368524843/225179981368524800)
(87 1.0000000000000002 450359962737049687/450359962737049600)
(88 1.0000000000000002 56294995342131211/56294995342131200)
(89 1.0000000000000002 450359962737049689/450359962737049600)
(90 1.0000000000000002 45035996273704969/45035996273704960)
(91 1.0000000000000002 450359962737049691/450359962737049600)
(92 1.0000000000000002 112589990684262423/112589990684262400)
(93 1.0000000000000002 450359962737049693/450359962737049600)
(94 1.0000000000000002 225179981368524847/225179981368524800)
(95 1.0000000000000002 90071992547409939/90071992547409920)
(96 1.0000000000000002 14073748835532803/14073748835532800)
(97 1.0000000000000002 450359962737049697/450359962737049600)
(98 1.0000000000000002 225179981368524849/225179981368524800)
(99 1.0000000000000002 450359962737049699/450359962737049600)