1 00:00:00,000 --> 00:00:08,532 >> [MUSIC CANTUS] 2 00:00:08,532 --> 00:00:12,060 >> ZAMYLA Chan: ut primum tibi iam invenitur circa notitia 3 00:00:12,060 --> 00:00:13,450 Nam propter nos scripta sunt scripta. 4 00:00:13,450 --> 00:00:15,160 Hoc autem est distributio code. 5 00:00:15,160 --> 00:00:18,000 Scriptum non solum nostra sumus Mauris interdum a, elit. 6 00:00:18,000 --> 00:00:22,800 Sed implere in concavis sumus codice aliquo praeexistente. 7 00:00:22,800 --> 00:00:27,790 >> Stulta enim est ratio in numeris find.c haystack implere scrutatur 8 00:00:27,790 --> 00:00:32,189 per foramen acus transire haystack a user subiecti, et hoc modo et per quod 9 00:00:32,189 --> 00:00:35,590 search functiones definitur, in helpers.c. 10 00:00:35,590 --> 00:00:37,670 Et find.c est prius. 11 00:00:37,670 --> 00:00:40,770 Tuus est scribere adiutorium. 12 00:00:40,770 --> 00:00:41,870 >> Quid agimus? 13 00:00:41,870 --> 00:00:44,210 Nos foveant duas. 14 00:00:44,210 --> 00:00:49,030 Quaero, si, postquam a value haystack habetur rediens 15 00:00:49,030 --> 00:00:51,370 si falsum pretium est, et non est in haystack. 16 00:00:51,370 --> 00:00:57,990 Et tunc erant 'et huiusmodi effectum dicitur quod genera, in aciem ducit. 17 00:00:57,990 --> 00:00:59,960 >> Ita quasdam investigationis. 18 00:00:59,960 --> 00:01:04,560 Aliquam sit amet est sit amet, inquisitio autem potes 19 00:01:04,560 --> 00:01:05,550 melius est. 20 00:01:05,550 --> 00:01:09,910 Linearibus search est in te impleatur n, quod est satis tardus. 21 00:01:09,910 --> 00:01:13,850 Quamvis, quaerere list aliquo datum est ei. 22 00:01:13,850 --> 00:01:20,130 Tuus est diam Bina quaerere O quam currere tempus log n. 23 00:01:20,130 --> 00:01:21,130 Quod suus 'pulchellus velox. 24 00:01:21,130 --> 00:01:23,170 >> Sed non est a mensura. 25 00:01:23,170 --> 00:01:27,600 Binariae search can tantum quaerere per pre-commoda enumerat. 26 00:01:27,600 --> 00:01:30,370 Quid est hoc? 27 00:01:30,370 --> 00:01:32,620 >> Intueamur exemplum Bene. 28 00:01:32,620 --> 00:01:36,280 Datum copia bonorum haystack, et nos erant 'iens ut videre 29 00:01:36,280 --> 00:01:37,130 per foramen acus transire. 30 00:01:37,130 --> 00:01:40,460 Et in hoc exemplo, integer est. 31 00:01:40,460 --> 00:01:44,130 Est via quae facit binariae search si in medium conferre valet 32 00:01:44,130 --> 00:01:48,370 acus ad bellum, haud secus quam Quibus reseratis, a medio ad telephonum 33 00:01:48,370 --> 00:01:50,660 page in week zero. 34 00:01:50,660 --> 00:01:54,650 >> Ut, per comparationem ad medium valorem acus potes aut abiicias 35 00:01:54,650 --> 00:01:58,530 mediam aciem dexteram neque ad sinistram tensis per terminos tuos. 36 00:01:58,530 --> 00:02:03,390 In hoc, quod tria nobis acu X minor, medio valorem 37 00:02:03,390 --> 00:02:05,990 iure, potest minui. 38 00:02:05,990 --> 00:02:08,400 Sed probate ad terminos tuos ut risus ut quam. 39 00:02:08,400 --> 00:02:11,630 Si pretium non est medium acus, Non opus est tibi, quia tu 40 00:02:11,630 --> 00:02:13,010 comprehendo is in vestri search. 41 00:02:13,010 --> 00:02:17,310 Itaque ius te, potest obstringere quaerere modum iustus a vegrandis frenum, 42 00:02:17,310 --> 00:02:21,770 et sic de aliis donec tu acus. 43 00:02:21,770 --> 00:02:23,480 >> Quid pseudocode tamquam? 44 00:02:23,480 --> 00:02:28,420 Nam dum sumus adhuc prospicere et usque ad elementa album 45 00:02:28,420 --> 00:02:33,690 respicere est enim medium album et contra, qui est ad medium valorem 46 00:02:33,690 --> 00:02:34,950 nostra acus. 47 00:02:34,950 --> 00:02:37,310 Quod si verum, aequales, diximus quod dicit acum invenisses, si possumus et 48 00:02:37,310 --> 00:02:38,990 ipso facto ipsum. 49 00:02:38,990 --> 00:02:42,870 >> Alioquin, si minus acus laevaque quod dicit nobis 50 00:02:42,870 --> 00:02:47,280 dextra compescuit possit et iustus laeva aciem quaerimus. 51 00:02:47,280 --> 00:02:51,090 Non enim iam quaerimus dextra parte castrorum acies ordinata. 52 00:02:51,090 --> 00:02:54,410 Post, si non aliquis sed tu magis superesse, quaerere 53 00:02:54,410 --> 00:02:58,050 tamen non invenimus acus deinde redire falsa quia per foramen acus transire, 54 00:02:58,050 --> 00:03:01,890 non utique in haystack. 55 00:03:01,890 --> 00:03:05,270 >> Commode autem, de hoc pseudocode quod potest esse in bina quaerere 56 00:03:05,270 --> 00:03:09,940 vel ut quoddam iterative recursive vel turpis. 57 00:03:09,940 --> 00:03:13,810 Quapropter si vocavit basi search, search est in 58 00:03:13,810 --> 00:03:17,350 vel se habet ad medietatem, in aciem. 59 00:03:17,350 --> 00:03:21,030 Certe paulo post operire in recursion Sed id quod est, sed scire 60 00:03:21,030 --> 00:03:24,190 bene si experiri velis. 61 00:03:24,190 --> 00:03:26,030 >> Intueamur ergo huiusmodi. 62 00:03:26,030 --> 00:03:30,750 Integer apparatu modi sumit n, quod magnitudine apparatus. 63 00:03:30,750 --> 00:03:34,030 Sunt autem diversa et varia generis, et aliquid spectare potest, 64 00:03:34,030 --> 00:03:36,370 demos pro summa et rationibus. 65 00:03:36,370 --> 00:03:39,580 Reditus in genere pro nobis huiusmodi munus sit. 66 00:03:39,580 --> 00:03:43,580 Hoc non sumus et instruxit aciem ad omnem carnem, ab alia. 67 00:03:43,580 --> 00:03:48,140 Lorem ipsum Lorem ipsum dolor change nobis aciem actae. 68 00:03:48,140 --> 00:03:52,290 >> Quia fieri potest ut 'vestit nos autem in praetereuntem de 69 00:03:52,290 --> 00:03:55,290 Plura de hoc in sequentibus, sed inter se transeuntium 70 00:03:55,290 --> 00:03:59,340 et interitus quasi in integrum in agmine, cum vos est 71 00:03:59,340 --> 00:04:03,490 in integer, ire C et transibit illa Integrum est copia 72 00:04:03,490 --> 00:04:04,450 ad officia. 73 00:04:04,450 --> 00:04:08,530 Prima differentia non abstulit cum autem consummatum est opus. 74 00:04:08,530 --> 00:04:12,480 In ordine vero, suus Non ad exemplum, quod youll ' 75 00:04:12,480 --> 00:04:17,910 actu editionum aciem se ipsum. 76 00:04:17,910 --> 00:04:21,269 >> Igitur cum venisset unus de huiusmodi ratio est et Selectionem huiusmodi. 77 00:04:21,269 --> 00:04:24,750 Lorem ipsum modo operatur incipiens initium, et REDDO 78 00:04:24,750 --> 00:04:26,820 et invenit minimae elementum. 79 00:04:26,820 --> 00:04:30,710 Et tunc PERMUTO, illius primum elementum in est. 80 00:04:30,710 --> 00:04:34,360 Et vos ad secundum adiacens Quaeritur proxime minorem, 81 00:04:34,360 --> 00:04:38,320 elementum et, quod apud RES Secunda ratio est quia in ordine 82 00:04:38,320 --> 00:04:41,100 iam primum elementum bibendum. 83 00:04:41,100 --> 00:04:45,370 Tum quia omnis conservet primum quod minimum elementum, 84 00:04:45,370 --> 00:04:47,690 et permutando eos valet. 85 00:04:47,690 --> 00:04:53,460 >> Aequales enim 0 primum ipsa I n minus es comparare 86 00:04:53,460 --> 00:04:57,820 omnibus invenies, et cum apponi Index minimi. 87 00:04:57,820 --> 00:05:02,520 Donec pretium inveniatur minimum index RES tibi ordinata pretium 88 00:05:02,520 --> 00:05:05,930 et instruxit aciem minimum I. 89 00:05:05,930 --> 00:05:09,760 >> Alia quaedam possis effectum est, niti ad huiusmodi. 90 00:05:09,760 --> 00:05:14,380 Sic bulla modi lectus iterates proxima elementis, et comparemus 91 00:05:14,380 --> 00:05:17,720 propter quod et permutando sunt in culpa est. 92 00:05:17,720 --> 00:05:22,380 Et sic maxima pars niti ordine ad finem. 93 00:05:22,380 --> 00:05:28,070 Et cum jam non in album est digestus elementa fuerint swapped. 94 00:05:28,070 --> 00:05:31,920 >> Sic duo sunt modi ut ad effectum deducendi algorithms vos 95 00:05:31,920 --> 00:05:33,230 , invenire rationem. 96 00:05:33,230 --> 00:05:37,350 Lorem modo conficere, et habes factum quaerere, tu es perfectus. 97 00:05:37,350 --> 00:05:39,720 Nomen meum Zamyla, quod CS50. 98 00:05:39,720 --> 00:05:46,987 >> [MUSIC CANTUS]