1 00:00:07,632 --> 00:00:10,270 [Powered by Google Translate] JORDANES JOZWIAK: Type fusura, in simplicissima rationem considerata, est 2 00:00:10,270 --> 00:00:13,300 via ad paenitendum a computer interpretatur de aliqua notitia per 3 00:00:13,300 --> 00:00:16,560 implicite vel explicite mutando notitia typus. 4 00:00:16,560 --> 00:00:19,940 Talis ut mutans an int ad supernatet, vel econverso. 5 00:00:19,940 --> 00:00:21,550 Intelligere type fusura, nos postulo ut 6 00:00:21,550 --> 00:00:22,680 satus per basics - 7 00:00:22,680 --> 00:00:24,140 notitia ipsae rationes. 8 00:00:24,140 --> 00:00:26,960 In computatrum linguarum sicut C, omnibus differentiis tamen qualis qualis 9 00:00:26,960 --> 00:00:29,690 of notitia type determinat quomodo computer, et similiter 10 00:00:29,690 --> 00:00:32,140 user, interpretatur variabilis. 11 00:00:32,140 --> 00:00:35,160 Numeralis notitia typus cuiusmodi est int, longo longa, float et 12 00:00:35,160 --> 00:00:38,110 duplex, una omnes notae sunt suo 13 00:00:38,110 --> 00:00:41,370 solebat specificare valores inaequilongis iugis et praecisione. 14 00:00:41,370 --> 00:00:44,800 Type fusura permittit nos ad diripiendam natantis punctum numerus quasi 15 00:00:44,800 --> 00:00:49,170 3,14 et posside parte ante decimales, III in hoc casu, 16 00:00:49,170 --> 00:00:51,590 mittentes eam ad int. 17 00:00:51,590 --> 00:00:53,900 Sit exemplum accipite pauca Anglica lingua 18 00:00:53,900 --> 00:00:56,910 revisioni species; et videre quomodo type fusura mutare potest 19 00:00:56,910 --> 00:00:59,380 ita interpretemur partem elit. 20 00:00:59,380 --> 00:01:05,269 For notitia, lets accipere symbolis hic. 21 00:01:05,269 --> 00:01:07,570 EGO iustus referuntur diligenter configured lineas tanquam 22 00:01:07,570 --> 00:01:10,100 utique ille qui novit ut Anglica lingua 23 00:01:10,100 --> 00:01:12,750 statim cognoscitur quod quidem litterarum. 24 00:01:12,750 --> 00:01:15,580 Vos implicite intelligitur notitia typus. 25 00:01:15,580 --> 00:01:17,620 Respicit illud chorda literas nos videre potest duo 26 00:01:17,620 --> 00:01:20,140 aliis verbis significatur proprias. 27 00:01:20,140 --> 00:01:25,530 Illic nomen ventus spirat in ipsum. 28 00:01:25,530 --> 00:01:28,280 Et verbum vitae, porttitor ut opus 29 00:01:28,280 --> 00:01:31,410 contorquére mea analogi vigilántibus. 30 00:01:31,410 --> 00:01:33,420 Ut sit amet enim potest 31 00:01:33,420 --> 00:01:36,270 quomodo type ut nos assignare ad nostra notitia, utrum nominis vel 32 00:01:36,270 --> 00:01:39,080 verbi, mutationes quomodo nos uti illa notitia - 33 00:01:39,080 --> 00:01:41,730 ut verbum vento aut ventus. 34 00:01:41,730 --> 00:01:44,100 Quamvis a computer non curat de grammatica et partes 35 00:01:44,100 --> 00:01:47,750 Anglorum loquela, eadem basic adhibetur modus. 36 00:01:47,750 --> 00:01:50,290 Hoc est exigere potest movere intellectum 37 00:01:50,290 --> 00:01:53,140 idem eadem idem notitia repono in memoria per simpliciter projiciente ad 38 00:01:53,140 --> 00:01:54,576 diversis typus. 39 00:01:54,576 --> 00:01:57,250 Hic sunt moles of plurrimi vulgaris typus in a XXXII frenum 40 00:01:57,250 --> 00:01:58,340 operantem ratio. 41 00:01:58,340 --> 00:02:02,070 Habemus chari ad I byte, int et float ad IV bytes, longa 42 00:02:02,070 --> 00:02:04,390 longa et duplicia VIII bytes. 43 00:02:04,390 --> 00:02:07,670 Quia int sumit IV bytes, illud assumam XXXII bits 44 00:02:07,670 --> 00:02:10,060 conditum cum in memoria quasi binariae series 45 00:02:10,060 --> 00:02:11,500 de cyphras et ones. 46 00:02:11,500 --> 00:02:14,020 Quoad nostra variabilis manet veluti type int est, 47 00:02:14,020 --> 00:02:16,740 computatrum semper illos conuertat trahendae sunt et cyphras a 48 00:02:16,740 --> 00:02:19,120 binariae in praeiacentem numerus. 49 00:02:19,120 --> 00:02:21,270 Tamen, possemus doctrinaliter ejiceret eos qui XXXII 50 00:02:21,270 --> 00:02:23,510 bits in seriem Boolean typus. 51 00:02:23,510 --> 00:02:26,090 Non jam ante aliquot deinde videbimus, sed 52 00:02:26,090 --> 00:02:28,810 instead collectio cyphras et ones. 53 00:02:28,810 --> 00:02:31,570 Possemus etiam conantur legitur quod notitia quasi diversis numericae 54 00:02:31,570 --> 00:02:34,660 genere litterarum vel etiam filum quatuor. 55 00:02:34,660 --> 00:02:37,820 Agens multitudinem iactando bene uideri quam 56 00:02:37,820 --> 00:02:40,470 subtilitatem afficeretur pretio tuo. 57 00:02:40,470 --> 00:02:43,240 Meminerint subtilitatem maneat idem, 58 00:02:43,240 --> 00:02:47,150 vel vos potest amittere praecisione, tamen vos can nunquam lucretur praecisione. 59 00:02:47,150 --> 00:02:49,060 Eamus modo, licet plerumque in tribus 60 00:02:49,060 --> 00:02:50,400 amittere praecisione. 61 00:02:50,400 --> 00:02:53,060 Mittentes float ad int faciam truncation omnia 62 00:02:53,060 --> 00:02:54,900 post decimales puncti, vestri 'reliquit 63 00:02:54,900 --> 00:02:55,950 cum toto numerus. 64 00:02:55,950 --> 00:03:02,000 Si autem accipiatur float x, quae aequiparabit 3,7, possumus mittent 65 00:03:02,000 --> 00:03:05,580 hanc variabilem x ad int simpliciter scribens int in 66 00:03:05,580 --> 00:03:07,050 parentheses. 67 00:03:07,050 --> 00:03:10,010 Quoties hac appellatione praesens, certe re 68 00:03:10,010 --> 00:03:12,810 esse usura valor ternae, quia weve mutila, 69 00:03:12,810 --> 00:03:14,880 omnia post decimales puncto. 70 00:03:14,880 --> 00:03:17,210 Possumus etiam convertam longo diu ad int, quae voluntas 71 00:03:17,210 --> 00:03:20,760 similiter ducunt ad dampnum altus-ordo scissionibus. 72 00:03:20,760 --> 00:03:23,910 Longa diu assumit VIII bytes, aut LXIV bits in memoria. 73 00:03:23,910 --> 00:03:27,050 Ita nos, quum proice ad int quae tantum habet IV bytes, aut XXXII 74 00:03:27,050 --> 00:03:29,820 parce, parce nobis per omnem LACERATIO 75 00:03:29,820 --> 00:03:32,420 repraesentant superior binariae valores. 76 00:03:32,420 --> 00:03:34,690 Vestibulum misit in duplici posses quam daturus 77 00:03:34,690 --> 00:03:37,340 vos artissimum possibilis float est duplex sine 78 00:03:37,340 --> 00:03:39,100 necessario rounding eam. 79 00:03:39,100 --> 00:03:41,840 Simile nobis diu diu int conversionis, iacturam in 80 00:03:41,840 --> 00:03:44,890 praecisione est quia duplici plus contineat notitia. 81 00:03:44,890 --> 00:03:47,910 Duplici voluntate sino vos ut congregem LIII significant bits, 82 00:03:47,910 --> 00:03:50,650 dure XVI significant constet. 83 00:03:50,650 --> 00:03:53,050 Autem float mos tantum sino vos ut congregem XXIV 84 00:03:53,050 --> 00:03:56,235 significant bits fere seven significant constet. 85 00:03:56,235 --> 00:03:58,700 In his duobus ultimis casibus putas utile sit 86 00:03:58,700 --> 00:04:01,200 typus fusura sicut resizing a photo. 87 00:04:01,200 --> 00:04:03,860 Cum paucis ire grandis magnitudinem, non potes videre 88 00:04:03,860 --> 00:04:05,600 rerum tam clare quia amisisti notitia 89 00:04:05,600 --> 00:04:07,530 in forma pixels. 90 00:04:07,530 --> 00:04:09,270 Type fusura potest etiam causare tribulationis quando nos 91 00:04:09,270 --> 00:04:11,050 mittent ints ad supernatat. 92 00:04:11,050 --> 00:04:13,920 Quia fluitans super a XXXII frenum apparatus solum habent XXIV 93 00:04:13,920 --> 00:04:16,959 significant bits, non possunt accurate repraesentant valores 94 00:04:16,959 --> 00:04:22,750 super II ad potestatem XXIV, aut 16777217. 95 00:04:22,750 --> 00:04:25,540 Nunc lets loqui de explicitae et implicitae fusura. 96 00:04:25,540 --> 00:04:28,000 Explicit fusura est, quando scribere typus in parentheses 97 00:04:28,000 --> 00:04:29,430 ante variabilis nomine. 98 00:04:29,430 --> 00:04:33,100 Exemplum, antequam nos scripsit int in parentheses ante nostri 99 00:04:33,100 --> 00:04:35,640 supernatet variabilis x. 100 00:04:35,640 --> 00:04:37,200 Sic habetur int extimatione 101 00:04:37,200 --> 00:04:38,593 mutila, valorem 3,7 - 102 00:04:38,593 --> 00:04:40,370 III. 103 00:04:40,370 --> 00:04:42,970 Implicita fusura est, quando compilator automatically mutat 104 00:04:42,970 --> 00:04:46,340 similia genera ad supernationali typus, aut fungitur aliquam aliam 105 00:04:46,340 --> 00:04:48,310 mittentes non requisite user scribere 106 00:04:48,310 --> 00:04:49,720 ullo incremento code. 107 00:04:49,720 --> 00:04:53,550 Puta, cum addimus V et 1.1, nostri valores iam have 108 00:04:53,550 --> 00:04:55,680 genera participes eorum. 109 00:04:55,680 --> 00:04:59,480 In V est int, cum 1.1 est float. 110 00:04:59,480 --> 00:05:02,390 In ordine ad adiecit, computer conjiciat V in supernatet, 111 00:05:02,390 --> 00:05:04,530 quod idem esset in litteris 5.0 112 00:05:04,530 --> 00:05:06,476 prothoplastus locus. 113 00:05:06,476 --> 00:05:13,210 Sed hunc modum dicimus, float V, aut 5.0, plus quod iam erat 114 00:05:13,210 --> 00:05:16,960 a supernatet, 1.1, et a faciemus ibi possit actu haec adiiciunt 115 00:05:16,960 --> 00:05:18,640 valores et adepto valor 6.1. 116 00:05:21,170 --> 00:05:23,500 Implicita fusura quoque sino nos ad assignare variabiles de 117 00:05:23,500 --> 00:05:25,590 diversus typus ad invicem. 118 00:05:25,590 --> 00:05:28,110 Possumus semper assignare minus praecisam type in magis 119 00:05:28,110 --> 00:05:29,250 praecisam unum. 120 00:05:29,250 --> 00:05:37,060 Nam si duplex est x et y int - 121 00:05:37,060 --> 00:05:40,120 et haec habere posse quemcunque valores, qui nos illos constituite ad - 122 00:05:40,120 --> 00:05:43,560 possumus dicere x pares y. 123 00:05:43,560 --> 00:05:46,340 Quia duplici, plus habet praecisione quam int, ita et nos 124 00:05:46,340 --> 00:05:48,380 non amittet qua indicium. 125 00:05:48,380 --> 00:05:50,420 Contra, non necessario dicendum 126 00:05:50,420 --> 00:05:54,060 y pares x, quia duplici, ut habeat majorem valoris quam 127 00:05:54,060 --> 00:05:55,220 in integer. 128 00:05:55,220 --> 00:05:57,420 Itaque ut omnes sustinere non posset integer 129 00:05:57,420 --> 00:05:59,560 informationes repono in duplum. 130 00:05:59,560 --> 00:06:02,610 Implicita fusura est quoque adsuesco assuesco in comparatione operators similis 131 00:06:02,610 --> 00:06:06,410 maior, minor vel aequalis operante. 132 00:06:06,410 --> 00:06:13,050 V 5.1 quam si dicamus hoc, et habetur 133 00:06:13,050 --> 00:06:14,750 resultaret vera. 134 00:06:14,750 --> 00:06:18,470 Quia V est int, sed itll 'mitti ad float in ordine ad 135 00:06:18,470 --> 00:06:22,090 comparetur ad float 5.1, dicamus, 5.1 est 136 00:06:22,090 --> 00:06:24,550 maior quam 5.0. 137 00:06:24,550 --> 00:06:31,320 Idem est dictu si 2.0 pares pares II. 138 00:06:31,320 --> 00:06:34,190 Aufer sistere vera, quia mittens enim adipiscing 139 00:06:34,190 --> 00:06:39,750 integer II supernatet, et tunc dicat 2.0 pares pares 2.0 140 00:06:39,750 --> 00:06:41,660 hoc verum est. 141 00:06:41,660 --> 00:06:44,180 Noli oblivisci ut nos can misit inter ints et chars, 142 00:06:44,180 --> 00:06:46,350 aut ASCII valores. 143 00:06:46,350 --> 00:06:49,690 Bina Chars redire necessarium est cur 144 00:06:49,690 --> 00:06:51,920 potest facile convertam inter chars et suis respectivis 145 00:06:51,920 --> 00:06:53,260 ASCII valores. 146 00:06:53,260 --> 00:06:56,180 Cognoscere plenius circa hoc, reprehendo sicco nostrum video in ASCII. 147 00:06:56,180 --> 00:06:58,080 Duis tempus elit cogitare quomodo accipis reconditur, 148 00:06:58,080 --> 00:06:59,990 Multum ad sensum coeperit. 149 00:06:59,990 --> 00:07:02,790 Nam sicut inter spiritum et spiritus. 150 00:07:02,790 --> 00:07:05,490 Data est eadem ratio nisi quam mutare 151 00:07:05,490 --> 00:07:06,720 interpretaretur. 152 00:07:06,720 --> 00:07:10,430 Est nomen meum Iordanem Jozwiak, hoc cs50.