1 00:00:07,185 --> 00:00:09,540 [Powered by Google Translate] Chris Gerber: A, munus sit series of steps intra 2 00:00:09,540 --> 00:00:12,000 maior progressio, quae solet intenditur vocari 3 00:00:12,000 --> 00:00:14,440 multiple tempora, et ex multiplici locis sibi in 4 00:00:14,440 --> 00:00:15,720 progressio. 5 00:00:15,720 --> 00:00:18,480 Quando partum a C functio, unus de requisitis est 6 00:00:18,480 --> 00:00:21,050 specificare reditum valorem typus. 7 00:00:21,050 --> 00:00:23,490 Vocatis utique in casu sit simplicissimus 8 00:00:23,490 --> 00:00:26,510 Mauris non ex officio pertinet. 9 00:00:26,510 --> 00:00:28,530 Esset ista casu quando sumus, excudendi, notitia ad 10 00:00:28,530 --> 00:00:31,120 user scriptor ostentationem, sicut cum printf. 11 00:00:31,120 --> 00:00:33,140 In hoc casu, nos declarare potest reditum valorem 12 00:00:33,140 --> 00:00:35,020 esse de type vacuo. 13 00:00:35,020 --> 00:00:37,130 Usura vacuo simpliciter narrat compilator quod nulla 14 00:00:37,130 --> 00:00:39,120 valorem refundat. 15 00:00:39,120 --> 00:00:40,530 Lorem ipsum dolor sit quod videtur. 16 00:00:40,530 --> 00:00:42,940 >> Lets qui dicant nos habere opus vocavit say_hello qui 17 00:00:42,940 --> 00:00:44,490 accipit unum argumentum. 18 00:00:44,490 --> 00:00:47,050 Nomen certe transmittas proponet salutem hominis 19 00:00:47,050 --> 00:00:48,380 in screen. 20 00:00:48,380 --> 00:00:50,505 Nomen erit type chari *. 21 00:00:50,505 --> 00:00:53,080 Quin et illud quod dat speciem. 22 00:00:53,080 --> 00:00:55,970 Apud industriam meam quae opus est scire an non 23 00:00:55,970 --> 00:00:56,970 eram procer. 24 00:00:56,970 --> 00:00:59,680 Sic reditum valor erit type vacuo. 25 00:00:59,680 --> 00:01:02,060 Haec functio ut procer adeo screen pro iussu similis 26 00:01:02,060 --> 00:01:07,620 printf ("Salve,% s \ n 27 00:01:07,620 --> 00:01:12,100 ", Nomen):. 28 00:01:12,100 --> 00:01:14,690 Salutem erit explicata et control transibis 29 00:01:14,690 --> 00:01:16,260 remitto, ad advocando code. 30 00:01:16,260 --> 00:01:19,370 Unus res ut nota est quod quando reditum valorem type sit inane, 31 00:01:19,370 --> 00:01:20,790 non opus complecti reddita 32 00:01:20,790 --> 00:01:22,300 hoc in functione. 33 00:01:22,300 --> 00:01:25,270 Si quis scire velit, pretium non includit reditum 34 00:01:25,270 --> 00:01:27,420 sicut argumentum. 35 00:01:27,420 --> 00:01:29,380 >> In quibusdam casibus reddere sensum 36 00:01:29,380 --> 00:01:30,570 valentiam de functio. 37 00:01:30,570 --> 00:01:33,900 Lets qui dicant nos scribens functio vocavit add_floats. 38 00:01:33,900 --> 00:01:36,160 Puteus 'transire duo argumenta, tam supernatat, 39 00:01:36,160 --> 00:01:37,510 dicitur prima et secunda. 40 00:01:37,510 --> 00:01:40,520 Et quid dicam de summa innatat est. 41 00:01:40,520 --> 00:01:43,000 Scimus natat si addamus duos simul ex 42 00:01:43,000 --> 00:01:44,120 erit float. 43 00:01:44,120 --> 00:01:47,540 Datum quod, eligimus reditum typus of float. 44 00:01:47,540 --> 00:01:50,040 Haec functio faciet hoc calculo et revertetur 45 00:01:50,040 --> 00:01:52,260 valores in constitutionis quasi reditum 46 00:01:52,260 --> 00:01:54,770 primus + secundo;. 47 00:01:54,770 --> 00:01:57,300 Quando imperium transierunt retro ad vocans codice est, 48 00:01:57,300 --> 00:02:00,030 proueniente valor est iam available ad id code. 49 00:02:00,030 --> 00:02:04,250 Possumus thesaurizate hoc valore quasi so: float eventu = 50 00:02:04,250 --> 00:02:09,410 add_floats (3.14, 1,62 51 00:02:09,410 --> 00:02:11,290 );. 52 00:02:11,290 --> 00:02:15,200 Result in hoc casu nunc esset continent valor 4,76. 53 00:02:15,200 --> 00:02:18,620 >> Ut admoneat, natantis punctum valores sint deprehendimus. 54 00:02:18,620 --> 00:02:21,250 Sic si hoc fuit a financial calculum, usura pupa et 55 00:02:21,250 --> 00:02:24,960 cents, possimus velimus considerare praecise notitia typus talis ut 56 00:02:24,960 --> 00:02:29,120 Int et perage calculo denarios. 57 00:02:29,120 --> 00:02:31,270 >> Alia ex qua vim referre velimus 58 00:02:31,270 --> 00:02:33,980 cum opus est scire si munus 59 00:02:33,980 --> 00:02:35,960 prosperitas. 60 00:02:35,960 --> 00:02:39,190 Si non bene scire possimus genus et 61 00:02:39,190 --> 00:02:41,250 Error occurrit. 62 00:02:41,250 --> 00:02:43,647 Lets dicunt quod erant 'trying ut patefacio a file in Orbis numerare 63 00:02:43,647 --> 00:02:45,220 in numerum personarum. 64 00:02:45,220 --> 00:02:48,635 Si lima non aperietur, et poteris obtinere volumus 65 00:02:48,635 --> 00:02:50,910 dic user circa forsit. 66 00:02:50,910 --> 00:02:54,070 >> Puteus 'nostrum appellare functio count_file_chars et voluntas 67 00:02:54,070 --> 00:02:55,490 accipe unum argumentum. 68 00:02:55,490 --> 00:02:57,420 Sub nomine autem certe limam 69 00:02:57,420 --> 00:02:59,610 chari * vocavit filename. 70 00:02:59,610 --> 00:03:03,050 Haec functio ut viderem aliquid sicut est hodie. 71 00:03:03,050 --> 00:03:05,450 Hoc exemplo debebat ad narrationem 72 00:03:05,450 --> 00:03:07,130 sit 0, aut magis. 73 00:03:07,130 --> 00:03:08,870 Hoc nobis relinquit negativa integri ad 74 00:03:08,870 --> 00:03:10,200 uti excubiarum valores. 75 00:03:10,200 --> 00:03:13,320 Praecipua auctoritas tanti non est ut vigilis 76 00:03:13,320 --> 00:03:16,200 legitima notitia sed important notitia. 77 00:03:16,200 --> 00:03:19,480 Hic, si redeo a -1 ad advocando codice, ego sum 78 00:03:19,480 --> 00:03:21,830 Error occurrit etiam nuntium mittit 79 00:03:21,830 --> 00:03:23,810 trying ut obvius lima. 80 00:03:23,810 --> 00:03:26,060 Ego tunc potuerunt reprehendo qui redeunt valorem determinare si mea 81 00:03:26,060 --> 00:03:28,060 functio vocatio eram prosperitas. 82 00:03:28,060 --> 00:03:30,350 0, aut si maiorem numerum, ut sciam 83 00:03:30,350 --> 00:03:32,180 in numero ingenii lima. 84 00:03:32,180 --> 00:03:35,310 Sin autem minor est numerus, 0, tantum possem 85 00:03:35,310 --> 00:03:37,350 quaestionem factam esse figuras. 86 00:03:37,350 --> 00:03:40,120 Unum professio-off ad considerandum est quod per reservantes omnes 87 00:03:40,120 --> 00:03:43,180 valores negativos sicut excubiarum valores, assumens hoc est 88 00:03:43,180 --> 00:03:46,070 XXXII frenum integer, sum essentialiter ablata circa 89 00:03:46,070 --> 00:03:48,970 II billion possibilis reditum valores. 90 00:03:48,970 --> 00:03:51,270 >> Revertere valorem genera sunt unum ex maximis elementa 91 00:03:51,270 --> 00:03:52,460 functio vocat. 92 00:03:52,460 --> 00:03:54,670 Hopefully hoc breve overview adiuvit vobis videtur de 93 00:03:54,670 --> 00:03:59,110 tres key rationes vacuo consequntur valores excubiarum valores, 94 00:03:59,110 --> 00:04:00,190 Quelibet autem ut 95 00:04:00,190 --> 00:04:02,010 tenenda tuis code. 96 00:04:02,010 --> 00:04:03,260 Gratias agens pro vigilantem.