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[Powered by Google Translate] [Review] [Quiz 0]

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>> [Lexi Ros, Tommy MacWilliam, Lucas Freitas, Joseph Ong] [Harvard University]

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>> [Hoc est CS50.] [CS50.TV]

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>> Hey, omnes.

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Exspectata ut review session pro Quiz 0, quae est captus loci huius Wednesday.

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Quid erant 'iens ut facere hac nocte, ego sum cum III aliis TFs,

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una futuri sumus in via per recognitione secundum quod feceris.

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% C fringilla non, mattis futura, sed magis rationem daret tibi

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of quis vos iam have descende, et quid vobis adhuc opus ad studiandum ante Wednesday.

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Securus et quaestiones erant 'iens per manum erigere,

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Meminerint autem erimus etiam post modicum tempus;

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si non superare, et parcere paulisper quaestionem,

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ut servare animum in principio, et tincidunt erant 'iens ut satus 0.

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>> [Quiz 0, Review!] [Part 0] [Lexi Ross] Sed, antequam nos facere quod Sentiat scriptor loqui de

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logistics de quiz.

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>> [Logistics] [Quiz fit die mercurii X / X in vicem auditoria]

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>> [(See http://cdn.cs50.net/2012/fall/quizzes/0/about0.pdf pro details)] Est on Wednesday, October 10.

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>> Hoc quod Mercurii et domicilium si tu hoc loco

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quod etiam est accessibilis a CS50.net-'s: nexum ad it-

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ut videas ex quo compertum

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vestri permaneo nomen aut schola consociatione necnon

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quid autem narrat de quaestionibus genera quiz et operietur ut sis venturus.

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Meminerint etiam tibi contigerit quiz in sectione recenseri,

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sic vestri TFs debet irrumpentes Iordanem, aliquantulum excercitatus problems,

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et ad id se occasio pro qua quiz indigent discere.

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Lets satus procul principio apud MINUTATIM 'n' Bytes.

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Ut sit amet neque memineris I 0,

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et byte est collectio VIII de illis scissionibus.

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Intueamur frusta collegit huius adipiscing elit.

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Frenos ut instar sicco quam possimus esse.

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Ubi læsiones ibi suus 'iustus VIII ex illis, octo 0 vel I unitates.

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Et quia illic 'VIII addit frena ut' I byte,

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quod lets convertam ad hexadecimal.

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Hexadecimal turpis sit XVI, et suus 'pulchellus facilis ad convertendum

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numerus in binariae, quae est quod id est, ad numerum in hexadecimal.

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IV agimus omnia genera videamus;

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et nos converterent eos ad congruum hexadecimal digiti.

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Nos satus cum dextera-maxime coetus IV, ita XI.

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I et II id est futurum, ut faciat simul III.

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Intueamur et alia velit ex IV.

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MCI. I id est futurum, unum IV et VIII.

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Simul, ut suus 'iens esse XIII, quae facit D.

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Quod puteus 'Meminisse hexadecimal nos non iustus vado 0, per IX.

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Imus F 0, post IX, X respondet,

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XI ad B, et cetera ubi est F XV.

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Hic XIII est D,

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ut ita convertam ad decimales omnia quaecumque agimus vere simus

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II de quolibet statu virtus.

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Ut 'unum I, unum II est, nihil 4s est, nihil 8s, unus XVI,, et cetera

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animadvertere est facile et parum in capite proximo sin labi

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Cras ut videamus.

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>> Essentialiter erant 'iens trans a recta retro ad sinistram,

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et erant 'ducendo singulas digiti congruenti potestatem II.

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Et memento, nam hexadecimal notemus horum numerorum cum 0x in principio

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cum multa non confundimus, ita decimales.

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Transeuntes hoc est ASCII Tabula

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et quid utimur ASCII est enim ad map a characters numerales valores.

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Memineris ad cryptography pset fecimus rotensus usum ASCII Table

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cryptography uti varii,

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in Caesarem et Vigenère cyphra ad convertendum diversis litteris

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in filo secundum key datur per user.

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Intueamur ASCII modicum math.

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Vultus procul 'P' + I, moribus forma quod esset Q,

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et recordare ut '5 '≠ V.

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Et quomodo exacte volumus convertam inter illos II formis

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Nec labor suus.

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Ut posset V Retracto '0 Et '

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quia ibi sunt V locis inter '0 Et ', et '5.'

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Adice nunc quod e ut irent 0

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ita ut regularis ordo est arithmetica.

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Iustus memor quod quando aliquid habet quotes Circumdedi illud suus 'a character

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ASCII respondet in tabula et pretium.

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Moving in magis generalis computer quod scientia thema.

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Didicimus quid sit algorithm sit et quomodo utimur programming

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ad effectum deducendi algorithms.

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Aliqua exempla algorithms sunt aliquid realiter simplex similis

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reprehendo utrum numerus est par vel impar.

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Nam quod meministi nos mod numerum a II et coercere si eventus est 0.

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Sic etiam suus. Sin autem est inconveniens.

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Quod ut 'exemplum a vere basic algorithm.

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>> Paulo aliquantulus of a magis implicabantur unus est binariae search,

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de quibus postea ibo turpis egestas.

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Et programming est terminus utimur pro arrepta algorithm

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et convertendo ad Codicis computer potest legere.

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II exempla programming est Scalpe,

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fecimus quod ii 0.

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Etiam si actu non typus de code quod suus 'a via foveant

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hoc algorithm, quae excudendi, numeris 1-10,

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Et haec faciunt in C programming lacus.

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Hi sunt officiatorie equivalent, iustus scriptum in diversorum idiomatum aut syntax.

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Igitur nos peritorum de boolean locutionibus,

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et illud verum vel falsum est valor boolean,

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et hic frequenter boolean expressiones

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legibus intro, si (x V ≤)

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Recte iam x = V, ita ut vere aestimare futurum.

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Et si suus 'vera, quaecumque codice est sub conditione

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quanquam iri a ante ut typis filum acturus

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ad vexillum output, terminus autem conditio

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refertur ad quidquid est intra parentheses de si constitutionis est.

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Memento omnis operators.

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Eam memini scriptor && et | | quando erant 'trying ad iungendum II vel plures conditiones,

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II == inspiciant an non paria =.

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Memento quod = est pro assignatione autem == est boolean operante.

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≤, ≥ et tunc finalis II sunt per se explicationibus.

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Generalis review of boolean logica hic.

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Et boolean locutiones sunt etiam ut amplae in plicaturas,

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Nunc ibo in quam.

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Didicimus circa III genera ansas tantum in CS50, nam, dum, et facite dum.

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Et nota quod maxima causa Gravis

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possumus vere utor ullus typus of loop generaliter

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Exempla quaedam genera sive communia consilia

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in programming qui specie vocare uni de his ansas

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Mauris id quod maxime efficax est, ut vel sic elegantius.

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Eamus, quid fieri plerumque tendit in utrumque ora.

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>> In a, pro loop nos plerumque iam scire quot vicis nos volo ut RESUMO.

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Id quod positum sit.

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Nam 0, i <X ut.

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X iam tempore facere volumus.

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Sed tempus ansa, fere necessario

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quam saepe ansam currere volumus.

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Scimus autem aliquid volumus ad meliora

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aut semper esse, semper est falsum.

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Ut at est.

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Quod suus sit amet boolean variabilis.

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, Dum ille verum volumus codice est aestimare,

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extensible ut paulo plus, vel in fasciam paulo superius,

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sed aliquis pro loop etiam potest converti ad dum loop.

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Deinde ansae facient, comprehendere quae sit trickiest subito,

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Codex probare prius volo, cum saepe

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sistit ante tempus sit.

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A usum communem casu ex aliqua faciunt dum loop

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Aliquam input uis cum et vis scire quid de dignissim

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nam input saltem, si non statim dare input

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nisi velis diutius bonum tibi input.

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Quid est autem illud longe ansam usum,

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quod lets spectas actualis structura haec ansas.

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Ipsi typice semper ad istos sequuntur exempla.

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>> Sc pro loop intus est vestrum habere III components:

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initialization, typice aliquid simile int i = 0 ubi i est calculo

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condicionis, ubi volumus dicere currere hoc pro loop quamdiu hac conditione, adhuc tenet,

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sicut i <X, et tunc demum, update, quae est quomodo nos ADCRETIO

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occurro variabilis in utroque puncto in loop.

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Commune est hoc videre + i,

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quod interpretatur ADCRETIO i ab I omni tempore.

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+ Ego quasi posses etiam II,

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quod interpretatur addere II ad i sulum vicis vos ire per loop.

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Et tunc hoc facere iustum dicitur omnis codice, ut etiam currit ut in parte loop.

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Et paulo ansam veniat, etiam in hoc tempore praeter fasciam initialization,

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ut puta si dicamus quod genus sumus facere conantur, ut dictum ansa.

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Diceremus int i = 0 ante loop incipit.

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Deinde cum dici <X hoc

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Mauris a velit ut sic,

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et de hoc codice update enim + i,

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actu it intus est loop.

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Denique non per modicum tempus illud simile ansam veniat,

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sed habemus ut meminisset codice erit aestimandas semel

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repressaque in statu, ut sic agamus facit

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imo in ordine spectas.

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In a faciunt dum loop iuris evaluates coram vobis aspexerunt dum condicionis,

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autem dum ansam veniat, sistit primum.

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Dicta et variabilium.

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Cum volumus ut novam variabilem initialize prius volo.

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>> Pro exemplo, int bar initializes variabilis talea,

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sed hoc non valet, ut pretium nunc est quod obstet?

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Nescimus.

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Eam potuit esse aliqua quisquiliarum valorem quod prius repono in memoria ibi,

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varium usum esse volumus et

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donec vere simus tribuo is a valorem,

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ita et nos enarrabo illam hic.

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Deinde nos, initialize eam esse XLII infra.

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Et quidem scimus una linea fieri potest, int bar = XLII.

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Sed manifestum est multiplicationem ingressus illius geruntur,

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declaratione et initialization fiunt separatim hic.

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Hoc contingit ex uno gradu, et postera unum, int detrahere Festina praedari = bar + I,

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sub hoc quod detrahere incrementa, in fine huius lacinia velit

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Si vis detrahere imprimendi Esset XLIV

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quia declaramus et initialize eam esse I> talea,

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deinde + plus semel incrementum.

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Huic bellum itum breviter, omnium bonum illud

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intellectus eius quod quid fila et eventus sunt.

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Nos potissimum hoc fecit Scalpe,

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sic vos potest cogitare de fila, quasi plures sequences of code

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continuos in eodem tempore.

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In actu simul forsitan non currit,

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sed potest abstracte cogitatur genere illo.

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>> In Scalpe, verbigratia, habúimus multiple sprites.

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Posset exequens diversis codicem eodem tempore.

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Aliud autem dicere posset incedere

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ex diversis obiectis.

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Eventus aliam viam separandi de logica

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inter diversos elementa vestra scripta,

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et in Scalpe potuimus simulare eventus usura DILARGIOR,

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Lorem ipsum sim et non audiens,

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sed essentialiter suus 'a via ad traductionem informationes

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ab uno sprite ad aliud.

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Nam in lectus ut transmittere vellet,

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cumque alter sprite recipit venatus super,

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quodammodo respondet.

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Suus 'an maximus exemplar eis intelligere programming.

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Iustus ut vado super basic Week 0, quid weve perambulasset tam longe,

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Intueamur simplex C elit.

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Hinc illud exiguum sit exiguum, sed tamen acutus ego vadam.

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Erant 'quos possidet II caput capitis files summitates, cs50.h et stdio.h.

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Erant 'tunc Definiens constans vocatur terminus esse C.

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Erant 'tunc foveant nostrum pelagus muneris.

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Quia non utimur order versus argumenta hic nos postulo ut posuit vacuum

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sicut rationes pro vi depulsuros esse.

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Videmus int supra marmor. Ut 'reditum type, hinc redire 0, in fundo.

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Et nos erant 'usura CS50 library functio adepto int

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petere a user pro input, et nos reponunt hanc variabilem x,

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ita et nos annuntiabit x supra, et nos initialize eam cum x = GetInt.

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>> Igitur nos reprehendo videret si user dedit nobis bonum input.

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Si suus '≥ PRAEMODEROR nos redire voles errorem codicem I procer an erroris nuntius.

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Et tandem, si user dedit nobis bonum input

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quod erant 'iens ut procer per numerum parem.

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Denique ut domus iusti omnes uolnerati

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vides hic titulus ex partibus iuris.

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Dixi constans, caput capitis lima.

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Oh, int x. Planto certus ut meminerint 'a localis variabilis.

220
00:13:21,000 --> 00:13:24,000
Qui contraponit illud ab global variabilis, quod puteus 'loqui de

221
00:13:24,000 --> 00:13:27,000
paulo post in senatu turpis,

222
00:13:27,000 --> 00:13:30,000
et nos vocans library functio printf,

223
00:13:30,000 --> 00:13:34,000
ita si nos non includitur stdio.h caput capitis file

224
00:13:34,000 --> 00:13:37,000
printf nos dicere non posset.

225
00:13:37,000 --> 00:13:42,000
Et hic ostendit ad sagittam incidit% d accepit,

226
00:13:42,000 --> 00:13:45,000
quae est formatting chordam printf.

227
00:13:45,000 --> 00:13:52,000
Hoc dicit procer ex hanc variabilem sicut nonnulli,% d.

228
00:13:52,000 --> 00:13:58,000
Et quod est Week 0.

229
00:13:58,000 --> 00:14:06,000
Nunc Lucas est iens ut permaneant.

230
00:14:06,000 --> 00:14:08,000
Hey, guys. Est nomen meum Lucas.

231
00:14:08,000 --> 00:14:10,000
Sum sophomore in optimo domus super campum, Mather,

232
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et Im 'iens loqui pauco circa Week I et 2.1.

233
00:14:14,000 --> 00:14:16,000
[Week I et 2.1!] [Lucas Freitas]

234
00:14:16,000 --> 00:14:19,000
Sicut Lexi dicebam, quando nos coepi transferendis vestra codice a Scalpe ad C

235
00:14:19,000 --> 00:14:23,000
quod animadverti potest ex his quae non

236
00:14:23,000 --> 00:14:26,000
scribere vestra code run is usura a viridi flag anymore.

237
00:14:26,000 --> 00:14:30,000
Profecto aliquid tibi C gressus tuos ipsum

238
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fio an executable lima.

239
00:14:33,000 --> 00:14:36,000
Basically, quid faciatis ut vestri 'stilus a progressio est qui

240
00:14:36,000 --> 00:14:40,000
vos transferre vestra idea in linguam quod compilator potest intelligere,

241
00:14:40,000 --> 00:14:44,000
ita cum vestri 'stilus a progressio in C

242
00:14:44,000 --> 00:14:47,000
quid vestri 'effectus est, actualiter scribens aliquid quod tua compilator est iens ut intelligere,

243
00:14:47,000 --> 00:14:50,000
et tunc compilator est iens ad transferendum qui codice

244
00:14:50,000 --> 00:14:53,000
Sentiet quod in ornare.

245
00:14:53,000 --> 00:14:55,000
>> Et res est, vestri computer est actu valde mutum.

246
00:14:55,000 --> 00:14:57,000
Vestri computer nihil intelligit nisi 0s et longitudinis 1s,

247
00:14:57,000 --> 00:15:01,000
sic actualiter primo computers communiter homines programmed

248
00:15:01,000 --> 00:15:04,000
usura 0s et longitudinis 1s, sed non anymore, deo agimus gratias.

249
00:15:04,000 --> 00:15:07,000
Non habemus inserviatur in sequences pro 0s et longitudinis 1s

250
00:15:07,000 --> 00:15:10,000
pro a, pro loop vel pro dum loop et sic deinceps.

251
00:15:10,000 --> 00:15:13,000
Ut quid nobis compilator.

252
00:15:13,000 --> 00:15:17,000
Quid collector facit, est eam basically vertit C scripta,

253
00:15:17,000 --> 00:15:21,000
in casu in lingua ornare intelligit

254
00:15:21,000 --> 00:15:25,000
quod est obiectum codice, et compilator qui erant 'usura

255
00:15:25,000 --> 00:15:30,000
vocatur sonant, sic hoc, actualiter est indicium sonant.

256
00:15:30,000 --> 00:15:33,000
Cum proposuisti tibi, quae facias II.

257
00:15:33,000 --> 00:15:37,000
Primo ordinare proposuisti tibi, et sis venturus ad te current elit.

258
00:15:37,000 --> 00:15:41,000
Ordinare proposuisti tibi ut bene sit amet.

259
00:15:41,000 --> 00:15:44,000
Primum unum est ut faciam sonant program.c

260
00:15:44,000 --> 00:15:47,000
nomen ipsum quod proposuisti.

261
00:15:47,000 --> 00:15:51,000
Sunt hic dicere potes videre "heus conventiculo componat."

262
00:15:51,000 --> 00:15:56,000
Non es dicens: "Volo enim ipsum nomen 'aliquid.

263
00:15:56,000 --> 00:15:58,000
>> Secundum nomen tuum bene reddit rationem.

264
00:15:58,000 --> 00:16:02,000
Vox tua et possis dicere nomen habes,

265
00:16:02,000 --> 00:16:06,000
executable file ut nominetur sicut et tunc program.c.

266
00:16:06,000 --> 00:16:11,000
Et vos etiam facere possunt facere progressio, et vide, quomodo in primo II casibus

267
00:16:11,000 --> 00:16:15,000
Pono. C. Et tertio modo rationes?

268
00:16:15,000 --> 00:16:18,000
Yeah, vos non debet esse. Ut utare, dum c.

269
00:16:18,000 --> 00:16:22,000
Alioquin compilator actu iens ut clamo ad te.

270
00:16:22,000 --> 00:16:24,000
Et, si ignoro guys memoria

271
00:16:24,000 --> 00:16:29,000
sed multus temporibus autem quoque adsuesco assuesco-lcs50 seu lm.

272
00:16:29,000 --> 00:16:31,000
Qui vocatur retorquendi.

273
00:16:31,000 --> 00:16:35,000
Is iustus narrat compilator ut vos mos usum illas, libraries ius ibi,

274
00:16:35,000 --> 00:16:39,000
Si ergo vis ut typus uti habes cs50.h

275
00:16:39,000 --> 00:16:43,000
sonant program.c-lcs50.

276
00:16:43,000 --> 00:16:45,000
Si non faciat quod non est cognoscere compilator

277
00:16:45,000 --> 00:16:50,000
ut vestri 'usura illis functiones cs50.h.

278
00:16:50,000 --> 00:16:52,000
II proposuisti tibi vis currere et nibh.

279
00:16:52,000 --> 00:16:57,000
Vox program.c si tu non proposuisti, quid vocetur.

280
00:16:57,000 --> 00:17:01,000
Vos have ut run is usura. / A.out.

281
00:17:01,000 --> 00:17:06,000
Dat signum est vox A.out nomen dare nisi ratione nominis.

282
00:17:06,000 --> 00:17:11,000
Alioquin vestri 'iens facere. / Progressio si vos nomen dedit vestri progressio,

283
00:17:11,000 --> 00:17:15,000
et quoque si fecistis facere progressio nomen, quod protracta et est iens impetro

284
00:17:15,000 --> 00:17:23,000
eodem nomine iam iri c programmed est.

285
00:17:23,000 --> 00:17:26,000
Deinde nos, communicaverunt de notitia typis et notitia.

286
00:17:26,000 --> 00:17:31,000
>> Basically notitia typus idem sunt ut parum boxes utuntur

287
00:17:31,000 --> 00:17:35,000
congregem valores, sic data genera sunt actualiter iustus amo Pokémons.

288
00:17:35,000 --> 00:17:39,000
Veniunt in magnitudine et figuris.

289
00:17:39,000 --> 00:17:43,000
Nescio si id analogiam facit sensum.

290
00:17:43,000 --> 00:17:46,000
Notitia mole actu pendet a machina architectura.

291
00:17:46,000 --> 00:17:49,000
Omnis notitia moles ut Im 'iens exhibeo hic

292
00:17:49,000 --> 00:17:53,000
sunt actualiter pro XXXII frenum apparatus, qui est casus nostri INSTRUMENTUM,

293
00:17:53,000 --> 00:17:56,000
sed si vos es vere coding vestri Mac vel in a Fenestra etiam

294
00:17:56,000 --> 00:17:59,000
tu probabiliter, erant 'iens habere LXIV frenum apparatus,

295
00:17:59,000 --> 00:18:03,000
Ego magnitudinis data est: ut hic ostendit

296
00:18:03,000 --> 00:18:06,000
sunt ad XXXII frenum apparatus.

297
00:18:06,000 --> 00:18:08,000
In unum primum quod videbamus erat int,

298
00:18:08,000 --> 00:18:10,000
quae est pulchellus fictos.

299
00:18:10,000 --> 00:18:13,000
Vos utor int congregem integer.

300
00:18:13,000 --> 00:18:16,000
Nos quoque vidimus characterem, in chari.

301
00:18:16,000 --> 00:18:20,000
Si vos volo utor litterae aut paulo symbolum vestri 'forsit iens ut utor a chari.

302
00:18:20,000 --> 00:18:26,000
A chari habet I byte, quod interpretatur VIII bits, sicut Lexi dixit.

303
00:18:26,000 --> 00:18:31,000
Basically habemus ASCII Table quod habet CCLVI

304
00:18:31,000 --> 00:18:34,000
possibilium combinationum de 0s et longitudinis 1s,

305
00:18:34,000 --> 00:18:37,000
et tunc cum vos typus a chari suus 'iens ad transferendum

306
00:18:37,000 --> 00:18:44,000
mores inputs vos pro numero qui habetis in ASCII mensa, sicut Lexi dixit.

307
00:18:44,000 --> 00:18:48,000
Nos etiam habere float, quibus utimur congregem decimales numerorum.

308
00:18:48,000 --> 00:18:53,000
3,14 velit sis, ut sis venturus Vestibulum uti

309
00:18:53,000 --> 00:18:55,000
aut duplici illa habeat plures praecisione.

310
00:18:55,000 --> 00:18:57,000
A float habet IV bytes.

311
00:18:57,000 --> 00:19:01,000
Vir duplex habet VIII bytes, ita unicus differentia est praecisione.

312
00:19:01,000 --> 00:19:04,000
Quae longo usu etiam integros;

313
00:19:04,000 --> 00:19:09,000
et videre poteris pro XXXII frenum apparatus an int et longum habere sub eadem mole,

314
00:19:09,000 --> 00:19:13,000
ita quidem, ut multi nequaquam XXXII frenum in arcu.

315
00:19:13,000 --> 00:19:17,000
>> Sed si vestri 'usura a Mac et LXIV frenum apparatus, actualiter diu mole VIII,

316
00:19:17,000 --> 00:19:19,000
ita realiter dependet ex architecture.

317
00:19:19,000 --> 00:19:22,000
Enim XXXII frenum apparatus non faciat sensu uti longo realiter.

318
00:19:22,000 --> 00:19:25,000
Et deinde longior longa, econtrario, habet VIII bytes,

319
00:19:25,000 --> 00:19:30,000
Unde si bene vis amplius integrum.

320
00:19:30,000 --> 00:19:34,000
Et tandem, habemus chorda, quae est vere a chari *,

321
00:19:34,000 --> 00:19:37,000
quae est monstratorem a chari.

322
00:19:37,000 --> 00:19:40,000
Sed facillimum puto fore ut magnitudo chordae

323
00:19:40,000 --> 00:19:42,000
quoniam non est numerus personarum,

324
00:19:42,000 --> 00:19:45,000
revera autem chari * ipsa

325
00:19:45,000 --> 00:19:49,000
habet moli a monstratorem a chari, quae est IV bytes.

326
00:19:49,000 --> 00:19:52,000
Moli a chari * est IV bytes.

327
00:19:52,000 --> 00:19:56,000
Nec refert si aliquid minus aut verbis aut litteris.

328
00:19:56,000 --> 00:19:58,000
Suus 'iens esse IV bytes.

329
00:19:58,000 --> 00:20:01,000
Nos etiam docti pauco circa fusura,

330
00:20:01,000 --> 00:20:04,000
ut videas, si enim dicit ipsum esse

331
00:20:04,000 --> 00:20:08,000
int x = III et tunc printf ("% d", x / II)

332
00:20:08,000 --> 00:20:12,000
facere vos guys scire quid suus 'iens ut procer in screen?

333
00:20:12,000 --> 00:20:14,000
>> Aliquis? >> [Students] II.

334
00:20:14,000 --> 00:20:16,000
I. >> I, yeah.

335
00:20:16,000 --> 00:20:20,000
Cum facias III / II suus 'iens impetro, 1.5,

336
00:20:20,000 --> 00:20:24,000
sed quoniam nos erant 'usura integer suus' iens neglegemus decimales parte,

337
00:20:24,000 --> 00:20:26,000
I sis et habiturus.

338
00:20:26,000 --> 00:20:29,000
Quod si fieri potest, nolo enim

339
00:20:29,000 --> 00:20:33,000
est declarandam float y = x.

340
00:20:33,000 --> 00:20:40,000
X que solebat esse III nunc egredientem esse 3,000 in y.

341
00:20:40,000 --> 00:20:44,000
Tum typis potest y / II.

342
00:20:44,000 --> 00:20:50,000
Quidem et si II. illac.

343
00:20:50,000 --> 00:20:55,000
Suus 'iens facere 3.00/2.00,

344
00:20:55,000 --> 00:20:58,000
et vos erant 'iens impetro, 1.5.

345
00:20:58,000 --> 00:21:06,000
Et habemus hoc is .2 f iustus petere II decimales unitates in decimales parte.

346
00:21:06,000 --> 00:21:12,000
Si vos have .3 f suus 'iens habere actu 1,500.

347
00:21:12,000 --> 00:21:16,000
Si suus 'II suus' iens esse 1,50.

348
00:21:16,000 --> 00:21:18,000
Hoc etiam hic.

349
00:21:18,000 --> 00:21:22,000
Si facitis float x = 3,14 tunc vos printf x

350
00:21:22,000 --> 00:21:24,000
vestri 'iens impetro 3,14.

351
00:21:24,000 --> 00:21:29,000
Et tibi, si int x = x,

352
00:21:29,000 --> 00:21:34,000
quod interpretatur tractare x quasi int et vos procer x nunc

353
00:21:34,000 --> 00:21:36,000
vestri 'iens habere 3,00.

354
00:21:36,000 --> 00:21:38,000
Vtrum qui faciunt sensus?

355
00:21:38,000 --> 00:21:41,000
, Quia sis primus ageretur x ut integer, sic vos erant 'ignorando decimales parte,

356
00:21:41,000 --> 00:21:45,000
et tunc vestri 'excudendi, x.

357
00:21:45,000 --> 00:21:47,000
Postremo quis hoc faciunt,

358
00:21:47,000 --> 00:21:52,000
int x = LXV, tunc vos declarandam chari c = x,

359
00:21:52,000 --> 00:21:56,000
et tunc si vos imprimendi c vestri 'actu iens impetro

360
00:21:56,000 --> 00:21:59,000
Nam et plerumque volunt quod cupis

361
00:21:59,000 --> 00:22:02,000
est interpretandis integer in character,

362
00:22:02,000 --> 00:22:05,000
sicut ASCII Table facit.

363
00:22:05,000 --> 00:22:08,000
Nos quoque communicaverunt de math operators.

364
00:22:08,000 --> 00:22:14,000
Plerique sunt pulchellus versutius, ita +, -, *, /,

365
00:22:14,000 --> 00:22:20,000
mod et locuti sumus, quae partem reliquam multitudinem II.

366
00:22:20,000 --> 00:22:23,000
X III% si enim

367
00:22:23,000 --> 00:22:27,000
dicit divide X by III, et quid est reliquum?

368
00:22:27,000 --> 00:22:30,000
I suus fore, ita etiam utilissima vitae sem a elit.

369
00:22:30,000 --> 00:22:38,000
Enim Vigenère et Caesar Im 'pulchellus certus ut vos universi guys usus ostendit.

370
00:22:38,000 --> 00:22:43,000
About math operators, diligentissime praecavete quando combining * et /.

371
00:22:43,000 --> 00:22:48,000
>> Nam si quis (III / II) II ut quid agis?

372
00:22:48,000 --> 00:22:50,000
[Students] II.

373
00:22:50,000 --> 00:22:54,000
Yeah, II, quia III / II futurum est, 1.5,

374
00:22:54,000 --> 00:22:57,000
sed quoniam tu 'effectus administrationem inter II integri

375
00:22:57,000 --> 00:22:59,000
vestri 'actu iustus iens considerare I,

376
00:22:59,000 --> 00:23:03,000
* I et II II fore et esse, diligentius

377
00:23:03,000 --> 00:23:07,000
quando facere arithmetica cum integri quia

378
00:23:07,000 --> 00:23:12,000
II = III quae haberent si in hoc casu.

379
00:23:12,000 --> 00:23:14,000
Et etiam valde sollicitus praecedentiae.

380
00:23:14,000 --> 00:23:21,000
In parenthesi uti debes scire quod scire vales.

381
00:23:21,000 --> 00:23:27,000
Nonnullus utilis shortcuts, scilicet, una est i + + aut i + = I

382
00:23:27,000 --> 00:23:30,000
aut usura + =.

383
00:23:30,000 --> 00:23:34,000
Et hoc idem est i = I +.

384
00:23:34,000 --> 00:23:39,000
Donec potes - aut - = I,

385
00:23:39,000 --> 00:23:42,000
idem quod i = i 1,

386
00:23:42,000 --> 00:23:46,000
aliquid vos guys uti sortis in pro ansas, utique.

387
00:23:46,000 --> 00:23:52,000
Etiam * si feceris = si usus, ut

388
00:23:52,000 --> 00:23:57,000
i * = II, eadem res est, quam dicat i = i * II,

389
00:23:57,000 --> 00:23:59,000
et idem erat.

390
00:23:59,000 --> 00:24:08,000
Si ego / i = i = idem illud II / II.

391
00:24:08,000 --> 00:24:10,000
>> Nunc de functionum.

392
00:24:10,000 --> 00:24:13,000
Vos guys didicit quod sunt functiones a valde bonus ars ut salvum codice

393
00:24:13,000 --> 00:24:16,000
programming tu dum capias, si voles facere idem opus

394
00:24:16,000 --> 00:24:20,000
in codice iterum vis ut opus fortasse

395
00:24:20,000 --> 00:24:25,000
sed non sic imitantur atque etiam Codex crustulum.

396
00:24:25,000 --> 00:24:28,000
Nam et maxime pertinet, cum officii formam vobis demonstro

397
00:24:28,000 --> 00:24:32,000
satis patet quod visurus es.

398
00:24:32,000 --> 00:24:35,000
Nos quoque utor functiones ab aliqua libraries,

399
00:24:35,000 --> 00:24:39,000
pro exemplo, printf, GetIn, quae est a CS50 bibliotheca,

400
00:24:39,000 --> 00:24:43,000
et alias functiones quasi toupper.

401
00:24:43,000 --> 00:24:46,000
Omnium illorum functiones actu implemented in aliis libraries,

402
00:24:46,000 --> 00:24:49,000
Cum in principio proposuisti istos ordines petulans

403
00:24:49,000 --> 00:24:53,000
vestri 'dictum possit placuerit vobis da mihi codicem pro illis functiones

404
00:24:53,000 --> 00:24:57,000
Non ergo per me efficere?

405
00:24:57,000 --> 00:25:00,000
Quod vos can etiam inscribunt vestri own functiones, sic quando vos satus programming

406
00:25:00,000 --> 00:25:04,000
eruditorum opera plurimum scias quod non sit.

407
00:25:04,000 --> 00:25:10,000
Propter ultimum pset, verbigratia, scripsimus hauriendum, tumultuariam, et lookup,

408
00:25:10,000 --> 00:25:13,000
Fusce et ipsum, poterat scripsisse maximis muneribus

409
00:25:13,000 --> 00:25:17,000
quia utiles et programming in omni tempore utimur,

410
00:25:17,000 --> 00:25:19,000
et salvat multus of code.

411
00:25:19,000 --> 00:25:21,000
Formam officii est ista.

412
00:25:21,000 --> 00:25:24,000
Nos habere returnum type in principio. Quid est reditum type?

413
00:25:24,000 --> 00:25:27,000
Muneris hoc tui est, cum rediturus.

414
00:25:27,000 --> 00:25:29,000
Si opus enim factorial,

415
00:25:29,000 --> 00:25:31,000
quod eventurum est, calculari a factorial of an integer,

416
00:25:31,000 --> 00:25:34,000
forsit suus 'iens redire integer etiam.

417
00:25:34,000 --> 00:25:37,000
Tunc reditum type est iens futurus int.

418
00:25:37,000 --> 00:25:41,000
Printf actu habet regressum type vacuum

419
00:25:41,000 --> 00:25:43,000
quod non revertendi, quia sis.

420
00:25:43,000 --> 00:25:45,000
Vos es iustus excudendi rebus ad screen

421
00:25:45,000 --> 00:25:48,000
relinquere functio postea.

422
00:25:48,000 --> 00:25:51,000
Tunc vos can sumo nomen functionis.

423
00:25:51,000 --> 00:25:55,000
Te paulo est: ut nomen quasi nolite xyz

424
00:25:55,000 --> 00:25:58,000
aut sicut x2f.

425
00:25:58,000 --> 00:26:02,000
Try conficere nomen, quod facit sensum.

426
00:26:02,000 --> 00:26:04,000
>> Pro exemplo, si suus 'factorial, dic factorial.

427
00:26:04,000 --> 00:26:08,000
Si opus est educere aliquid geritur, nomen trahere.

428
00:26:08,000 --> 00:26:11,000
Et sic ambitum, argumenta vocant,

429
00:26:11,000 --> 00:26:14,000
quae sunt quasi opes ut vestri functio indiget

430
00:26:14,000 --> 00:26:17,000
ex vestri codice officio suo negotium.

431
00:26:17,000 --> 00:26:20,000
Sis numero computare factorial

432
00:26:20,000 --> 00:26:23,000
tu probabiliter postulo habeo a numerus, calculari a factorial.

433
00:26:23,000 --> 00:26:27,000
Sis habiturus est una numero oratio est.

434
00:26:27,000 --> 00:26:31,000
Revertere et pretium fringilla fine facturus est

435
00:26:31,000 --> 00:26:35,000
nisi suus 'vacuo muneris.

436
00:26:35,000 --> 00:26:37,000
Lets exemplum cernere.

437
00:26:37,000 --> 00:26:40,000
Functio, si velim scribere in aciem reducit omnes numeri integri,

438
00:26:40,000 --> 00:26:43,000
primum genus redditum iri int

439
00:26:43,000 --> 00:26:46,000
eo quod habeam intellegeretur compluras integri.

440
00:26:46,000 --> 00:26:51,000
Ego rem et nomen et sumArray spectat,

441
00:26:51,000 --> 00:26:54,000
et tunc suus 'iens accipere, in aciem se, ad int nums,

442
00:26:54,000 --> 00:26:58,000
et sic longitudo scire quot mihi sedes, etc.

443
00:26:58,000 --> 00:27:02,000
Tunc habeo ad initialize variabilis vocavit summa, verbi gratia, ad 0,

444
00:27:02,000 --> 00:27:08,000
ego pars et omne tempus est numerus inquam apparatu et feci pro ansa.

445
00:27:08,000 --> 00:27:15,000
Iustus amo Lexi dixit, facis int i = 0, i <longitudine et i + +.

446
00:27:15,000 --> 00:27:20,000
Et pro omni elementum in, in aciem feci summa + = nums [i],

447
00:27:20,000 --> 00:27:24,000
et tunc redit summa, ut simplices illud, et salvare dolor sit amet

448
00:27:24,000 --> 00:27:28,000
Quae si usus sit amet adipiscing elit.

449
00:27:28,000 --> 00:27:32,000
Deinde nos, tulit a inviso conditionibus.

450
00:27:32,000 --> 00:27:38,000
Habemus si, aliud, et aliud si.

451
00:27:38,000 --> 00:27:42,000
Lorem ipsum dolor sit eorum differentia.

452
00:27:42,000 --> 00:27:45,000
Quaere quorum II felis. Quid interest?

453
00:27:45,000 --> 00:27:49,000
Plerumque codicibus priore volo dicas,

454
00:27:49,000 --> 00:27:51,000
Si numerus + - et 0.

455
00:27:51,000 --> 00:27:55,000
In unum primum dicit si suus '> 0 tunc suus' positivum.

456
00:27:55,000 --> 00:28:00,000
Si suus '= ad 0, tum suus' 0, et si suus '<0, tum suus' negativum.

457
00:28:00,000 --> 00:28:04,000
>> Et si alius facit, quam si alium.

458
00:28:04,000 --> 00:28:07,000
Haec est differentia inter actum iri

459
00:28:07,000 --> 00:28:13,000
reprehendo si> 0, <0 vel = 0 tribus vicibus,

460
00:28:13,000 --> 00:28:17,000
II Si plures sunt, sicut hic dicitur venturus sit amet

461
00:28:17,000 --> 00:28:21,000
si (x> 0), quod suus dicturus sic imprimantur ut positiva.

462
00:28:21,000 --> 00:28:25,000
Sed et illud scio> 0 0 vel fringilla non fore <0

463
00:28:25,000 --> 00:28:29,000
Curabitur sed est 0 facturus est <0

464
00:28:29,000 --> 00:28:33,000
ita Im actu ingressus intro de ifs ut EGO did non have ut

465
00:28:33,000 --> 00:28:38,000
Non quia satis iam omnibus ut suus eis.

466
00:28:38,000 --> 00:28:41,000
Et si possum, aut si quod est aliud.

467
00:28:41,000 --> 00:28:45,000
Eam basically dicit si x = 0 ego imprimendi positivum.

468
00:28:45,000 --> 00:28:48,000
Si non est, etiam Ego expertus est.

469
00:28:48,000 --> 00:28:51,000
Ego si hoc non est II.

470
00:28:51,000 --> 00:28:54,000
Basically si haberem x = II te diceres

471
00:28:54,000 --> 00:28:57,000
si (x> 0), sic, sic imprimantur.

472
00:28:57,000 --> 00:29:00,000
Jam illud quod> 0 si prima satis esse

473
00:29:00,000 --> 00:29:02,000
Non ego usque ad currere huius Codicis.

474
00:29:02,000 --> 00:29:09,000
Codex hic habet quidem, si uti III interdum diam.

475
00:29:09,000 --> 00:29:11,000
Nos quoque didicistis et atque vel.

476
00:29:11,000 --> 00:29:15,000
Im 'non iens ut per hoc eos Lexi supra narravimus.

477
00:29:15,000 --> 00:29:17,000
Suus 'iustus in && et | | operante.

478
00:29:17,000 --> 00:29:21,000
>> Tantum dicam quod ea studiose Cui III.

479
00:29:21,000 --> 00:29:24,000
Uti parentheses quia suus 'valde turbatio cum tu conditionem habent

480
00:29:24,000 --> 00:29:27,000
vel alius aliam.

481
00:29:27,000 --> 00:29:30,000
Uti parentheses iustus futurus certus ut vestri conditionibus facere sensu

482
00:29:30,000 --> 00:29:34,000
quia tunc, sicut putas, quod

483
00:29:34,000 --> 00:29:38,000
prima et altera esset

484
00:29:38,000 --> 00:29:41,000
vel II conditiones concurrant in finem et

485
00:29:41,000 --> 00:29:45,000
vel tertium, cave iusta.

486
00:29:45,000 --> 00:29:48,000
Et, denique, quas narravimus virgas.

487
00:29:48,000 --> 00:29:53,000
Tu virga utilis est variabilis.

488
00:29:53,000 --> 00:29:55,000
Lets dicatis vos habere variabilis quasi n

489
00:29:55,000 --> 00:29:59,000
quod sit 0, I et II et singulis casibus,

490
00:29:59,000 --> 00:30:01,000
sis venturus ad faciendum opus.

491
00:30:01,000 --> 00:30:04,000
Possis dicere variabilis artem et indicat

492
00:30:04,000 --> 00:30:08,000
Ego autem sicut value1 pretium facere

493
00:30:08,000 --> 00:30:12,000
et confringam, mitto enim quod aliqua re videre

494
00:30:12,000 --> 00:30:15,000
quia iam contentus eo quod casu

495
00:30:15,000 --> 00:30:20,000
et tunc value2 et sic deinceps, et ego quoque habere potest default switch.

496
00:30:20,000 --> 00:30:24,000
Ut si quis casus mihi non satis

497
00:30:24,000 --> 00:30:29,000
Ego faciam quod aliud est esse liberum.

498
00:30:29,000 --> 00:30:36,000
Ut 'omnibus pro me. Nunc lets habere Tommy.

499
00:30:36,000 --> 00:30:41,000
Omni jure, hoc est iens futurus Week III-icis.

500
00:30:41,000 --> 00:30:45,000
Haec certe de locis in quibus tegamur, crypto locus, vestit et cetera.

501
00:30:45,000 --> 00:30:49,000
Just a velox verbum in crypto. Non percuties domum istam sumus.

502
00:30:49,000 --> 00:30:52,000
>> II pset hoc fecimus, sed interest scire fac quiz

503
00:30:52,000 --> 00:30:54,000
inter Caesar cyphra et Vigenère notas

504
00:30:54,000 --> 00:30:57,000
quomodo utriusque illorum cyphris opus et quid suus 'similis encrypt

505
00:30:57,000 --> 00:30:59,000
quod minutum text usura illis II cyphris.

506
00:30:59,000 --> 00:31:03,000
Recordare, quam Caesaris cyphra simpliciter gyrabitur singulis personis eadem quantitate,

507
00:31:03,000 --> 00:31:06,000
ut certus numerus ostendit literas alphabeti.

508
00:31:06,000 --> 00:31:09,000
Vigenère et notas vero gyrabitur cuique

509
00:31:09,000 --> 00:31:12,000
alia quantitatem, ut quam dicens

510
00:31:12,000 --> 00:31:15,000
omnis character rotata a III Vigenère girabit singulis personis

511
00:31:15,000 --> 00:31:17,000
a diverso amount pendentes aliqua keyword

512
00:31:17,000 --> 00:31:20,000
ubi quilibet epistolam, in keyword quod repraesentat aliud amount

513
00:31:20,000 --> 00:31:26,000
gyrari clara text per.

514
00:31:26,000 --> 00:31:28,000
Lets primus sermonem de variabilis scope.

515
00:31:28,000 --> 00:31:30,000
Sunt II diversus typus of variabilium.

516
00:31:30,000 --> 00:31:33,000
Habemus differentias loci et hi definiri

517
00:31:33,000 --> 00:31:36,000
extra main vel extra functio quaecunque aut clausus,

518
00:31:36,000 --> 00:31:39,000
et haec patebunt usquam in vestri progressio.

519
00:31:39,000 --> 00:31:41,000
Munus et officium est quod si aliqua ansa

520
00:31:41,000 --> 00:31:44,000
magnus global variabilis est pervium ubique.

521
00:31:44,000 --> 00:31:48,000
Localis differentia vero est scoped ubi definitur.

522
00:31:48,000 --> 00:31:53,000
>> Si hoc munus, ut munus hoc g

523
00:31:53,000 --> 00:31:56,000
et hic vocatur internum G y variabili,

524
00:31:56,000 --> 00:31:58,000
et quod locus sit variabilis.

525
00:31:58,000 --> 00:32:00,000
Quamvis dicatur y variabili

526
00:32:00,000 --> 00:32:03,000
et hanc variabilem dicatur y his II functiones

527
00:32:03,000 --> 00:32:06,000
quid differentias nullam alterius loci sunt.

528
00:32:06,000 --> 00:32:10,000
Contra, usque hic dicimus int x = V,

529
00:32:10,000 --> 00:32:12,000
praeter quod nullum munus.

530
00:32:12,000 --> 00:32:16,000
Nam praeter caput et global sit variabilis.

531
00:32:16,000 --> 00:32:20,000
Id dico intra ipsis officiis II x - x + vel +

532
00:32:20,000 --> 00:32:26,000
Im 'accessu eadem x quo hic y et y sunt diversae variabilium.

533
00:32:26,000 --> 00:32:30,000
Fusce varius et loci differentiam global variabilis.

534
00:32:30,000 --> 00:32:33,000
Quantum consilio, solicitus est, interdum suus 'forsit meliorem idea

535
00:32:33,000 --> 00:32:37,000
ut custodiant variabiles localis quoties quid potes

536
00:32:37,000 --> 00:32:39,000
quia habens fasciculum global variabiles can adepto realiter turbatio.

537
00:32:39,000 --> 00:32:42,000
Fasciculumque si eodem officio mutare,

538
00:32:42,000 --> 00:32:45,000
vos vires alieno quid si hoc munus per accidens modificantia hoc global,

539
00:32:45,000 --> 00:32:47,000
et munus non aliud scire,

540
00:32:47,000 --> 00:32:50,000
et ille adepto pulchellus turbatio sicut vos adepto magis code.

541
00:32:50,000 --> 00:32:53,000
Servans variabiles localis quoties quid potes

542
00:32:53,000 --> 00:32:56,000
iustus est bonum consilio.

543
00:32:56,000 --> 00:33:00,000
Vestit memento tabulis quae in eodem genere simpliciter.

544
00:33:00,000 --> 00:33:04,000
Intus CI non potest habere list similis I, 2.0 salve.

545
00:33:04,000 --> 00:33:06,000
Praesent ut ante ut justo.

546
00:33:06,000 --> 00:33:11,000
>> Cum in exercitu C dicimus esse omnia elementa sunt unius speciei.

547
00:33:11,000 --> 00:33:14,000
Hic EGO have an aciem: III integri.

548
00:33:14,000 --> 00:33:18,000
Hic ordo longitudinis habebit, si modo me in syntaxi testatur

549
00:33:18,000 --> 00:33:21,000
ubi non sunt elementa commemorare quid opus quod technica III.

550
00:33:21,000 --> 00:33:25,000
In compilator est smart quod satis ut instar sicco quanta array fuerit.

551
00:33:25,000 --> 00:33:28,000
Oleum autem vim obtinere volo exercitu

552
00:33:28,000 --> 00:33:30,000
Id est, constet.

553
00:33:30,000 --> 00:33:33,000
Hoc erit actu modify secundo elementum, in aciem quia, recordentur,

554
00:33:33,000 --> 00:33:36,000
dinumerationem incipit 0, non in I.

555
00:33:36,000 --> 00:33:42,000
Si dicam volo valere sicut legitur x aciem int [I].

556
00:33:42,000 --> 00:33:44,000
Si vis quod vis ut sicut hic facio,

557
00:33:44,000 --> 00:33:47,000
Possum dicere array [I] = IV.

558
00:33:47,000 --> 00:33:50,000
Illo tempore accessu elementis per eorum index

559
00:33:50,000 --> 00:33:52,000
in quo loco, aut ordine

560
00:33:52,000 --> 00:33:57,000
et quod listing incipit ad 0.

561
00:33:57,000 --> 00:34:00,000
Nos habere possunt etiam vestit de vestit,

562
00:34:00,000 --> 00:34:03,000
multi-dimensiva et hoc ordine.

563
00:34:03,000 --> 00:34:05,000
Cum habeamus a multi-dimensiva array

564
00:34:05,000 --> 00:34:07,000
ordines columnarum, quasi eo pacto possumus,

565
00:34:07,000 --> 00:34:11,000
Et hoc ratio vel cogitatione visualizing.

566
00:34:11,000 --> 00:34:14,000
Cum habeam multi-dimensiva array ut opes Im 'iens ut satus indigens

567
00:34:14,000 --> 00:34:17,000
plus quam I index quia, si habeo a malesuada euismod

568
00:34:17,000 --> 00:34:19,000
iustus dicens quid row es in non datur numerum.

569
00:34:19,000 --> 00:34:22,000
Ut nos quidem iuste daturus nomina numerorum.

570
00:34:22,000 --> 00:34:25,000
Hoc, inquam, hic ordo sit amet.

571
00:34:25,000 --> 00:34:30,000
EGO have an array vocavit malesuada euismod, et Im dicens esse scriptor II ordines III columns,

572
00:34:30,000 --> 00:34:32,000
Hoc enim est ratio visualizing.

573
00:34:32,000 --> 00:34:37,000
Uis elementum cum dico ad [I] [II]

574
00:34:37,000 --> 00:34:41,000
Id ergo, quod sunt ordines columnarum,

575
00:34:41,000 --> 00:34:44,000
Aemilianus, I quo dixi I illico remis.

576
00:34:44,000 --> 00:34:49,000
>> Aemilianus II adi tunc ad columnam et VI Ego ut pretium.

577
00:34:49,000 --> 00:34:51,000
Fac sensus?

578
00:34:51,000 --> 00:34:55,000
Multi-dimensiva vestit, recordentur, sunt technice iustus an aciem: vestit.

579
00:34:55,000 --> 00:34:57,000
Possumus habere vestit de vestit de vestit.

580
00:34:57,000 --> 00:35:00,000
Nos servare possit euntem, re autem uno modo cogitare de

581
00:35:00,000 --> 00:35:03,000
quomodo hoc parari aut quod suus 'iens in est visualize eam

582
00:35:03,000 --> 00:35:09,000
in malesuada euismod sicut est hodie.

583
00:35:09,000 --> 00:35:12,000
Quando nos transire vestit ad functiones, ipsi erant 'iens ut behave

584
00:35:12,000 --> 00:35:16,000
pauco aliter, quam cum transire regularis variabiles ad functiones

585
00:35:16,000 --> 00:35:18,000
quasi transiens an int aut float.

586
00:35:18,000 --> 00:35:21,000
Quando nos transire in an int aut chari vel aliquis alia haec notitia typus

587
00:35:21,000 --> 00:35:24,000
nos iustus tulit a inviso si functio modificantia

588
00:35:24,000 --> 00:35:28,000
quae variae valoris et propagare mutatione non est

589
00:35:28,000 --> 00:35:32,000
ad advocando muneris.

590
00:35:32,000 --> 00:35:35,000
In ordine vero, quod futurum est.

591
00:35:35,000 --> 00:35:39,000
Si autem in aliquo officio et munere aliquid immutat de ordine elementorum,

592
00:35:39,000 --> 00:35:43,000
vocavit autem venio ad functionis

593
00:35:43,000 --> 00:35:47,000
mea array nunc egredientem esse diuersa, et Vocabula pro illo

594
00:35:47,000 --> 00:35:50,000
est vestit praetergressa sunt per comparationem, ut puteus 'animadverto postea.

595
00:35:50,000 --> 00:35:53,000
Retulisset quomodo indicibusque opus, ubi et haec basic notitia typos,

596
00:35:53,000 --> 00:35:55,000
contra, quae vim transiit.

597
00:35:55,000 --> 00:35:59,000
>> Potest autem intelligi quod variabile et transiens copiam fecit exemplum.

598
00:35:59,000 --> 00:36:01,000
Nec refert ea quae agimus variabilis.

599
00:36:01,000 --> 00:36:06,000
Non vides versa vocationem pertinet.

600
00:36:06,000 --> 00:36:10,000
Exigua parte sunt dissimilia vestit.

601
00:36:10,000 --> 00:36:13,000
Nam, ut paulo ante vidimus, opus est ut summa

602
00:36:13,000 --> 00:36:15,000
II potest esse in ratione.

603
00:36:15,000 --> 00:36:20,000
Ad primum argumentum principale munus argc vel plures rationes,

604
00:36:20,000 --> 00:36:23,000
et secundum argumentum dicitur argv,

605
00:36:23,000 --> 00:36:27,000
et istae sunt actualis valores illis rationibus.

606
00:36:27,000 --> 00:36:30,000
Lets 'narro habeo progressio vocavit this.c,

607
00:36:30,000 --> 00:36:34,000
Hoc autem dico, et ea imperio Ego aciem incurrere.

608
00:36:34,000 --> 00:36:38,000
Nunc ad transibit in aliquas rationes ad conventiculo vocavit hoc,

609
00:36:38,000 --> 00:36:42,000
Possem dicere aliquid simile. / Hoc est cs L.

610
00:36:42,000 --> 00:36:45,000
Haec quotidie ad terminum David videatur.

611
00:36:45,000 --> 00:36:48,000
Nunc autem praecipue pertinet inside of quod progressio

612
00:36:48,000 --> 00:36:52,000
haec habet valores, ita argc est IV.

613
00:36:52,000 --> 00:36:56,000
Is vires exsisto aliquantulus turbatio quia realiter erant 'solum transeunter est cs L.

614
00:36:56,000 --> 00:36:58,000
Ut 'tantum III.

615
00:36:58,000 --> 00:37:02,000
Memento autem primum elementum sive primum argv

616
00:37:02,000 --> 00:37:05,000
muneris nomen est.

617
00:37:05,000 --> 00:37:07,190
Ita ut media quod habemus IV rerum hic,

618
00:37:07,190 --> 00:37:10,530
et futurum esse primum elementum. / is.

619
00:37:10,530 --> 00:37:12,970
Et hoc repraesentabatur in chordis.

620
00:37:12,970 --> 00:37:18,590
In reliquis elementis nomine typed quod progressio.

621
00:37:18,590 --> 00:37:22,720
Sic sicut declinavérunt, sicut et nos forsit vidit in pset II,

622
00:37:22,720 --> 00:37:28,780
memor esto, quod chorda L est ≠, integri L.

623
00:37:28,780 --> 00:37:32,520
Ita non possumus dicere aliquid simile, 'int x = argv III.'

624
00:37:32,520 --> 00:37:36,470
>> Non modo id quidem, quod est vinculum, quod est integer.

625
00:37:36,470 --> 00:37:38,510
Ut sis inter convertere II memento futuri sumus

626
00:37:38,510 --> 00:37:40,810
habere huius magicae functio vocavit atoi.

627
00:37:40,810 --> 00:37:46,270
Qui accepit chorda et redit integer repraesentatur inside of quod nervo.

628
00:37:46,270 --> 00:37:48,360
Sic ut 'an securus error facere in quiz,

629
00:37:48,360 --> 00:37:51,590
iustus putans hoc mos automatically esse rectam typus.

630
00:37:51,590 --> 00:37:53,860
Sed quia haec semper pulsum

631
00:37:53,860 --> 00:38:00,920
etiam si chorda solum continet integri vel character, vel float.

632
00:38:00,920 --> 00:38:03,380
Nunc cursus nunc fama.

633
00:38:03,380 --> 00:38:06,700
Cum habeamus his omnibus algorithms faciens omnia haec rabidus rerum,

634
00:38:06,700 --> 00:38:11,580
revera utile sit quaesivit, "quo accepto '

635
00:38:11,580 --> 00:38:15,500
Nos illam repraesentant cum aliquo vocavit asymptotici notatio.

636
00:38:15,500 --> 00:38:18,430
Ita hoc quod significet quod - bene, lets dicunt, nos impendere nostra algorithm

637
00:38:18,430 --> 00:38:20,840
quidam realiter, realiter, realiter magnus input.

638
00:38:20,840 --> 00:38:23,840
Volumus quaesivit, "quo ventura est?

639
00:38:23,840 --> 00:38:26,370
Quot gradus erit nostras accipite algorithm ad currendam

640
00:38:26,370 --> 00:38:29,980
input ad magnitudinem pertinet? '

641
00:38:29,980 --> 00:38:33,080
Ita primum modo possumus describere currere tempus est magnis O.

642
00:38:33,080 --> 00:38:35,380
Et hoc est Revera-casu cursus tempus.

643
00:38:35,380 --> 00:38:38,590
Sic si nos volo ut exstat intellegeretur compluras, et nos impendere nostra algorithm intellegeretur compluras

644
00:38:38,590 --> 00:38:41,000
cum illud esset ascendendo in descendendo,

645
00:38:41,000 --> 00:38:43,130
ita quod ultimum vitae futurae.

646
00:38:43,130 --> 00:38:49,800
Haec est nostra superiorem vincti in maximum temporis longitudo nostri algorithm assumam.

647
00:38:49,800 --> 00:38:54,740
Ex altera dextra, hunc Ω est iens ut describere optimus-casu currit tempus.

648
00:38:54,740 --> 00:38:58,210
Sic si damus iam sorted instruxit aciem ad voluptua algorithm,

649
00:38:58,210 --> 00:39:00,940
Usquequo modi accipere?

650
00:39:00,940 --> 00:39:06,610
Et hoc, tunc, describit inferiorem ligatus super currit tempus.

651
00:39:06,610 --> 00:39:10,980
Ita hic iusta sunt quidam sermones qui descripserunt commune aliquod currens temporibus.

652
00:39:10,980 --> 00:39:13,120
Hi sunt in ascendendo ordinem.

653
00:39:13,120 --> 00:39:16,060
Celerrimae currit vicis nos have vocatur constans.

654
00:39:16,060 --> 00:39:19,800
>> Ut opes nulla materia quot elementa damus nostrum algorithm,

655
00:39:19,800 --> 00:39:22,280
neuer magnus nostra ordinata est, voluptua eam

656
00:39:22,280 --> 00:39:26,510
vel facere, quidquid nos 'effectus ad, in aciem semper accipere tantundem temporis.

657
00:39:26,510 --> 00:39:30,270
I reducit sic justum quod est constans.

658
00:39:30,270 --> 00:39:32,410
Nos quoque aspexit logarithmica run tempus.

659
00:39:32,410 --> 00:39:34,800
Sic aliquid simile binariae requisitione logarithmica,

660
00:39:34,800 --> 00:39:37,140
ubi nos secabis forsit in dimidium omni tempore

661
00:39:37,140 --> 00:39:40,970
et tunc rerum iustus adepto superior inde.

662
00:39:40,970 --> 00:39:43,580
Et si vestri 'semper scribere O alicuius factorial algorithm,

663
00:39:43,580 --> 00:39:47,850
Hoc tibi cum tuo elit eros non.

664
00:39:47,850 --> 00:39:53,910
Cum cursu temporis com Gravis haec commemoro.

665
00:39:53,910 --> 00:39:57,760
Ego, si id algorithm o (n) alius

666
00:39:57,760 --> 00:40:03,590
habet algorithm of O (2n) haec sunt actualiter asymptotically aequivalens.

667
00:40:03,590 --> 00:40:06,590
Si igitur putant ustus esse magnus numerus quasi eleventy billion:

668
00:40:06,590 --> 00:40:13,090
ita nos, quum erant 'comparando eleventy billion sibi simile eleventy billion + III,

669
00:40:13,090 --> 00:40:17,640
subito quod III revera non facere a magnus distinctus anymore.

670
00:40:17,640 --> 00:40:20,980
Haec cogitanti ideo iam ad instar erant 'iens ut satus.

671
00:40:20,980 --> 00:40:24,220
Sic his similia constantes hic, illic 'II x hoc, aut consummatio a III,

672
00:40:24,220 --> 00:40:27,180
hae constantes ita et hi omittenda est.

673
00:40:27,180 --> 00:40:32,480
III Quid horum temporum cursum, ut est idem quod verum, O (n).

674
00:40:32,480 --> 00:40:37,490
Similiter, si habemus II aliis run temporibus, lets 'narro O (n ³ + 2n ²), Addimus

675
00:40:37,490 --> 00:40:42,070
+ N, + VII, et tunc habere aliam run tempus quod suus 'iustus O (n ³).

676
00:40:42,070 --> 00:40:46,290
etiam, quia illa sunt idem - non sunt idem.

677
00:40:46,290 --> 00:40:49,840
Haec eadem miser. Sic idem sunt hi quia

678
00:40:49,840 --> 00:40:53,090
hoc n ³ est iens ut dominari hoc 2n ².

679
00:40:53,090 --> 00:40:59,130
>> Quod non est eadem res est si nos currere temporibus O (n ³) et O (n ²)

680
00:40:59,130 --> 00:41:02,820
quia hoc n ³ multo latius patet, quam hoc n ².

681
00:41:02,820 --> 00:41:05,470
Ut si exponentes, subitum materia prima,

682
00:41:05,470 --> 00:41:08,280
quando autem nos erant 'iustus commercio cum factores sicut nos sumus eam hic

683
00:41:08,280 --> 00:41:12,810
tunc suus 'non iens ut materiae quia sunt iustus iens ut occumbo foras.

684
00:41:12,810 --> 00:41:16,760
Sit algorithms inspice ex eo quod vidi

685
00:41:16,760 --> 00:41:19,260
et adloqui de eorum run tempus.

686
00:41:19,260 --> 00:41:23,850
Prima consideratio in numero plures, quam vidisti, fuit linear arcu.

687
00:41:23,850 --> 00:41:26,950
Et exsequendam linear requisitione superessentialem fictos.

688
00:41:26,950 --> 00:41:30,490
Praesent lacus justo est, elementum et singula in album 'iens videre

689
00:41:30,490 --> 00:41:34,260
donec invenimus numerus, 'vultus pro.

690
00:41:34,260 --> 00:41:38,370
Quod quidem maxime ut in hoc O (n).

691
00:41:38,370 --> 00:41:40,860
Et si sit elementum maxime hic

692
00:41:40,860 --> 00:41:45,710
ultimum elementum, tunc utebamur linear search habemus aspicere omnis elementum unum

693
00:41:45,710 --> 00:41:50,180
donec tandem ad ultimam quod sit in actu album.

694
00:41:50,180 --> 00:41:52,910
Medium conferre non potest ac dicere: 'suus' forsit non. "

695
00:41:52,910 --> 00:41:55,980
Cum linear search habemus ad contuendum totam rem.

696
00:41:55,980 --> 00:41:59,090
Cursus secerneret, ita tum vero, constans

697
00:41:59,090 --> 00:42:04,200
maxime quia tunc primum elementum quod est unum numero quaeritis.

698
00:42:04,200 --> 00:42:08,930
Sic suus 'iens nos auferat exacte I gradum, nulla materia quanta album est

699
00:42:08,930 --> 00:42:12,140
si quaeritis primum elementum tempor.

700
00:42:12,140 --> 00:42:15,390
>> Cum ergo quaerimus, recordentur, quod album non sit opus commoda.

701
00:42:15,390 --> 00:42:19,430
Quoniam erant 'simpliciter iens ut despíciam omnis elementum unum, et revera non materiae

702
00:42:19,430 --> 00:42:23,560
quo ordine illa elementa sunt fefellitus

703
00:42:23,560 --> 00:42:28,110
A acutioribus search algorithm est aliquid ut binariae search.

704
00:42:28,110 --> 00:42:31,500
Memini, cum sis venturus ad exsequendum bina quaerere

705
00:42:31,500 --> 00:42:34,320
Media respectant album.

706
00:42:34,320 --> 00:42:38,000
Quaeritis et quia media necessaria esse album est digestus

707
00:42:38,000 --> 00:42:40,580
ubinam aut non mediocris est, videre oportet

708
00:42:40,580 --> 00:42:44,480
invenire summam totius, et tunc sicut tempus terere sumus.

709
00:42:44,480 --> 00:42:48,480
Si habemus numerum digestus et de medio in medium conferre erant 'iens

710
00:42:48,480 --> 00:42:51,590
si quaeritis in elementum.

711
00:42:51,590 --> 00:42:54,640
Si nimius est, tunc recte media oblivisci potest

712
00:42:54,640 --> 00:42:57,810
iam scientes quod si aliquid nimis

713
00:42:57,810 --> 00:43:01,080
et omne jus altius elementi,

714
00:43:01,080 --> 00:43:02,760
Tunc enim non quaeret amplius.

715
00:43:02,760 --> 00:43:05,430
Ubi contra, si sit elementum preme

716
00:43:05,430 --> 00:43:08,700
Scimus quod omne elementum est ad laevam preme

717
00:43:08,700 --> 00:43:11,390
non tamen ideo non convenit intueri quidem.

718
00:43:11,390 --> 00:43:15,760
Sic omni tempore consideremus medium gradum album,

719
00:43:15,760 --> 00:43:19,060
erant 'iens ut secare nostrum problema in medietate loquendum, quia subito scimus

720
00:43:19,060 --> 00:43:23,040
Totum hunc fasciculum numeros non quaeritis.

721
00:43:23,040 --> 00:43:26,950
>> In pseudocode hoc esset simile hoc,

722
00:43:26,950 --> 00:43:30,990
et quoniam erant 'secans list in dimidia singulis tempore,

723
00:43:30,990 --> 00:43:34,920
Revera-casu currunt tempus salit a linearibus ad logarithmica.

724
00:43:34,920 --> 00:43:39,260
Tam subito habemus log-in steps in ut inveniret elementum in a list.

725
00:43:39,260 --> 00:43:42,460
Secerneret, casu cursus tempore, licet adhuc est constans

726
00:43:42,460 --> 00:43:45,180
quia nunc tantum est quod quaerit pars sumus

727
00:43:45,180 --> 00:43:48,380
semper exactam medium originalis list.

728
00:43:48,380 --> 00:43:52,080
Nostrum album magnitudinem crescere volumus possumus, si quaeritis elementum quod est medium,

729
00:43:52,080 --> 00:43:54,910
tunc suus 'tantum iens ut nos auferat I gradu.

730
00:43:54,910 --> 00:44:00,920
Sic ut 'quare sumus O (log n) et Ω (I) vel constans.

731
00:44:00,920 --> 00:44:04,510
Lets actu currere binariae search in hac list.

732
00:44:04,510 --> 00:44:08,020
Ita res quae dicuntur quaeritis CLXIV.

733
00:44:08,020 --> 00:44:11,650
Invenire primum est medium ad hoc ordinetur elit.

734
00:44:11,650 --> 00:44:15,060
Ita contingit quod casurus sit medium inter hos numeros II,

735
00:44:15,060 --> 00:44:18,960
sic magnificetur iusta libitu dicere omne tempus mediocritatem cadit inter II numeris,

736
00:44:18,960 --> 00:44:21,150
lets 'iustus circum sursum.

737
00:44:21,150 --> 00:44:24,330
Fac nos sumus in hoc gradu justa via.

738
00:44:24,330 --> 00:44:29,040
Circa nos facturus es, et quod erant 'iens ut media sit CLXI elit.

739
00:44:29,040 --> 00:44:34,640
Sic CLXI <CLXIV et omnis pars ad laevam CLXI

740
00:44:34,640 --> 00:44:39,120
est etiam <CLXIV, ita cognoscimus quod suus 'non iens ut adiuva nos omnino

741
00:44:39,120 --> 00:44:42,690
committitur autem aliquid quaeritis perlustratis non huc illuc.

742
00:44:42,690 --> 00:44:47,060
Quid possumus oblivisci possumus, totum sinistra parte album,

743
00:44:47,060 --> 00:44:51,700
CLXI usque nunc nisi quae de jure.

744
00:44:51,700 --> 00:44:54,050
>> Sic iterum, hoc est mediocritatem; intermutentur iusta circum sursum.

745
00:44:54,050 --> 00:44:56,260
Nunc CLXXV est nimis magnae.

746
00:44:56,260 --> 00:44:59,180
Non scimus fringilla neque hic quaerere auxilium,

747
00:44:59,180 --> 00:45:06,610
ita et nos can iustus subvertat Ea sublata, eventually puteus 'ledo CLXIV.

748
00:45:06,610 --> 00:45:10,560
Ullus questions on binariae scrutatus est?

749
00:45:10,560 --> 00:45:14,180
Lets moventur in ab exploranda per iam sorted list

750
00:45:14,180 --> 00:45:17,660
ad vere captus a album numerorum in quolibet ordine

751
00:45:17,660 --> 00:45:20,960
et faciendo eo prodidit numero in ascendendo ordinem.

752
00:45:20,960 --> 00:45:24,060
Primum algorithm nos intuens vocabatur bulla huiusmodi.

753
00:45:24,060 --> 00:45:27,300
Et hoc est simpliciter algorithms vidimus.

754
00:45:27,300 --> 00:45:32,970
Bullæ sort dicit quod quando aliquis II elementa intra list sunt ex loco,

755
00:45:32,970 --> 00:45:36,500
id est superior pars inferior pars ad sinistram,

756
00:45:36,500 --> 00:45:40,190
RES tunc dicturus es, quod album significat esse quod

757
00:45:40,190 --> 00:45:42,860
"Magis commoda" quam ante.

758
00:45:42,860 --> 00:45:45,180
Et nos erant 'iustus iens ut permanerent hoc processu iterum atque iterum et iterum

759
00:45:45,180 --> 00:45:52,100
donec eventually elementorum genus bulla ad rectam eorundem location et habeamus sorted list.

760
00:45:52,100 --> 00:45:57,230
>> Decurrere tempus fore O (² n). Quare?

761
00:45:57,230 --> 00:46:00,370
Tum quia maxima habetur omnia quae ventura erant et

762
00:46:00,370 --> 00:46:04,570
tandem facturi sumus in comparatione ad aliud quiddam album.

763
00:46:04,570 --> 00:46:08,030
Sed optime casu, habemus iam sorted album, borrire modi est scriptor

764
00:46:08,030 --> 00:46:12,230
iustus iens ire per semel, dicere "neque illud. ego non facere aliquam swaps, ita Im 'peractum."

765
00:46:12,230 --> 00:46:17,410
Est ergo nobis optimus-casu currit tempus Ω (n).

766
00:46:17,410 --> 00:46:20,680
Lets currere borrire hujusmodi in a album.

767
00:46:20,680 --> 00:46:23,560
Seu primum, lets iustus vultus procul nonnullus pseudocode realiter cito.

768
00:46:23,560 --> 00:46:28,160
Volumus ut servo semita of volumus dicere, qui in ansam iteratione,

769
00:46:28,160 --> 00:46:32,190
uel si quis mutaverit servo semita of elementum.

770
00:46:32,190 --> 00:46:37,610
Et ratio est, quando non erant 'iens ut subsisto swapped aliquam elementum.

771
00:46:37,610 --> 00:46:41,980
Sic in initio nostri loop nos non sumus swapped aliquid, sic puteus 'dicere ut' falsum.

772
00:46:41,980 --> 00:46:47,170
Nunc, erant 'iens ire per list et conparantes elementum i ad elementum i + I

773
00:46:47,170 --> 00:46:50,310
quod si ita est maior numerus minorem numerum ad sinistram,

774
00:46:50,310 --> 00:46:52,310
tunc erant 'iustus iens ad PERMUTO eos.

775
00:46:52,310 --> 00:46:54,490
>> Swapped erant 'iens ut recordor, et elementum.

776
00:46:54,490 --> 00:46:58,900
Id quidem necesse est album pertransibunt tempus I

777
00:46:58,900 --> 00:47:02,160
quia conditio in qua nos occlusum est quando totum album est iam sorted,

778
00:47:02,160 --> 00:47:04,890
Volensque sumus non fecit aliquod swaps.

779
00:47:04,890 --> 00:47:09,960
Sic ut 'quare nostra conditio hic ponitur est' dum quaedam elementa fuerint swapped. '

780
00:47:09,960 --> 00:47:13,720
Nunc a est cursus justo at exspectamus elit.

781
00:47:13,720 --> 00:47:16,640
Habeo elenchus, 5,0,1,6,4.

782
00:47:16,640 --> 00:47:19,850
Niti modo a sinistra vadit usque ad initium et comparatio deferretur

783
00:47:19,850 --> 00:47:24,700
i elementorum, sic 0 ad i + I, quod est elementum I.

784
00:47:24,700 --> 00:47:29,020
Dicturus fringilla bene V> 0, V nunc ad sinistram

785
00:47:29,020 --> 00:47:32,500
sic EGO postulo PERMUTO in V et 0.

786
00:47:32,500 --> 00:47:35,470
Cum ego PERMUTO eis, subito feror diversis list.

787
00:47:35,470 --> 00:47:38,260
Sed V> I, 'iens ut ea RES.

788
00:47:38,260 --> 00:47:42,160
Non V> VI, ut non sit nobis necesse quicquam est.

789
00:47:42,160 --> 00:47:46,690
Sed VI> IV, sic nos postulo ut PERMUTO.

790
00:47:46,690 --> 00:47:49,740
Item omne necesse est persequi, tandem inveniunt album

791
00:47:49,740 --> 00:47:52,330
ut de illa nos RES eos

792
00:47:52,330 --> 00:47:57,120
et hoc opus plus percurrere nomina I

793
00:47:57,120 --> 00:48:05,390
est curare, ut omnia secundum ordinem et quandam bullam hic finierit.

794
00:48:05,390 --> 00:48:10,720
Diversum algorithm pro captus quaedam elementa et voluptua eis est Selectionem huiusmodi.

795
00:48:10,720 --> 00:48:15,740
Idea post Selectionem modi est quod nos erant 'iens ut aedificare sorted portio list

796
00:48:15,740 --> 00:48:18,150
I elementum procul a vicis.

797
00:48:18,150 --> 00:48:23,170
>> Et iter facturi sumus portio sinistra aedificationem scilicet album.

798
00:48:23,170 --> 00:48:27,510
Et plerumque omnes - utroque pede minima pars erant 'iens ut nos reliquimus

799
00:48:27,510 --> 00:48:32,310
quod non commoda, sed ut digestus et in parte acturum sumus.

800
00:48:32,310 --> 00:48:35,850
Ut opes nos postulo ut continue invenire minimum Unsorted elementum

801
00:48:35,850 --> 00:48:40,720
et sic accipe quod minimum elementum, et PERMUTO eam cum quidquid

802
00:48:40,720 --> 00:48:45,090
reliquit-maxime elementum quod non est digestus.

803
00:48:45,090 --> 00:48:50,890
Decurrere tempus fore O (² n) quod fit in maximis

804
00:48:50,890 --> 00:48:55,070
nos postulo ut comparare omnis elementum unum cuilibet alteri elemento.

805
00:48:55,070 --> 00:48:59,250
Vestibulum ante dicentes quia si album ad sinistram partem, necesse

806
00:48:59,250 --> 00:49:02,970
ad minimum invenit parte dextra pars toto.

807
00:49:02,970 --> 00:49:05,430
Ac deinde necesse est ut ab omni parte dextra et

808
00:49:05,430 --> 00:49:08,210
et ut transiens in illud etiam atque etiam.

809
00:49:08,210 --> 00:49:11,350
Quod suus 'iens sit n ². Sumamus postulo a pro loop inside alterius pro loop

810
00:49:11,350 --> 00:49:13,350
quae suggerit n ².

811
00:49:13,350 --> 00:49:16,530
In optimo casu cogitatione, lets 'narro damus iam sorted list;

812
00:49:16,530 --> 00:49:19,270
Non majorem actu ² n.

813
00:49:19,270 --> 00:49:21,730
Quia Selectionem talis habet nullo modo cognoscendi quae

814
00:49:21,730 --> 00:49:25,540
minimum elementum est iustus unus EGO contigerit aspiciendo.

815
00:49:25,540 --> 00:49:28,970
Necesse est hanc quidem certam minimum.

816
00:49:28,970 --> 00:49:31,670
>> Nec aliter ad minimum certum est, algorithm utentes,

817
00:49:31,670 --> 00:49:34,640
vide etiam quaelibet pars est.

818
00:49:34,640 --> 00:49:38,420
Vnde reuera, si dederis - si tu dare Selectionem sort iam sorted album,

819
00:49:38,420 --> 00:49:42,720
majorem fringilla non detur facturum esse non enumerat commoda est.

820
00:49:42,720 --> 00:49:46,320
Et quidem, si forte tibi aliquid contingat (quod)

821
00:49:46,320 --> 00:49:50,640
et Omega aliquid, quod brevius dici potest tantum θ est aliquid.

822
00:49:50,640 --> 00:49:52,760
Si ascenderit ut ubique id quod iustum est.

823
00:49:52,760 --> 00:49:57,580
>> Si aliquid est theta n ², ut concipiamus et magnus O (n ²) et Ω (n ²).

824
00:49:57,580 --> 00:49:59,790
Sic optimus casu et pessimum casu, non facit differentiam,

825
00:49:59,790 --> 00:50:04,400
algorithm idem facturum in tempore.

826
00:50:04,400 --> 00:50:06,610
Ideo ex hoc pseudocode pro Selectionem modi aspicere poterat simile.

827
00:50:06,610 --> 00:50:10,630
Erant 'basically dicturus quod volo ad RESUMO super list

828
00:50:10,630 --> 00:50:15,180
a sinistro ad dextrum et ad singula fasciam iteratione sum acturum

829
00:50:15,180 --> 00:50:19,780
minimum elementi in hoc sorted portio list.

830
00:50:19,780 --> 00:50:23,260
Moveri aliquid et semel, et iterum non oportet particulam videre.

831
00:50:23,260 --> 00:50:28,600
RES quia simul ad sinistrum in aliqua portio lectus, fringilla digestus

832
00:50:28,600 --> 00:50:32,600
quoniam erant 'singula agere in ascendendo ordine per usura purus.

833
00:50:32,600 --> 00:50:38,740
Ut diximus, bene sumus ad positionem, et omnium elementorum quaeret

834
00:50:38,740 --> 00:50:42,260
Et ut inveniatur minimum ius.

835
00:50:42,260 --> 00:50:46,150
Volumus ut videre est in fine I + I elit.

836
00:50:46,150 --> 00:50:51,610
Et eo minus intuens Morbi luctus elementum quam quod minimum tantum

837
00:50:51,610 --> 00:50:54,190
quae, memento, erant 'inchoandam minimum off ut iustus exsisto

838
00:50:54,190 --> 00:50:57,020
quidquid elementum quod Morbi luctus at ego ibo formam sumpseris ut 'minimam.

839
00:50:57,020 --> 00:51:00,270
Ut si quid minus id elementum tunc dicturus sum, bene;

840
00:51:00,270 --> 00:51:02,700
habeo novam minimum.

841
00:51:02,700 --> 00:51:06,080
Im 'iens meminisse ubi quod minimum erat.

842
00:51:06,080 --> 00:51:09,560
>> Sic nunc, olim Ive 'perambulassent quod ius unsorted segmenti,

843
00:51:09,560 --> 00:51:16,690
Ego autem dico RES elementum elementi minimi loco i.

844
00:51:16,690 --> 00:51:21,100
Quod suus 'iens ut ædificarent my list, mea sorted portio list a sinistro ad dextrum,

845
00:51:21,100 --> 00:51:25,190
et non semel etiam quando opus est videre quod aliqua pars.

846
00:51:25,190 --> 00:51:27,930
Nobis cum semel swapped eam.

847
00:51:27,930 --> 00:51:30,260
Sic lets 'currere Selectionem hujusmodi in hoc album.

848
00:51:30,260 --> 00:51:38,220
Hic mihi futurus elementum caeruleo et rubro minime fore elementum elementum.

849
00:51:38,220 --> 00:51:41,570
Primus ego in sinistram viam codicem V sic.

850
00:51:41,570 --> 00:51:44,610
Nunc debemus invenire minimum Unsorted elementum.

851
00:51:44,610 --> 00:51:49,480
Itaque dicimus 0, <V, ita 0 est meum novum minimum.

852
00:51:49,480 --> 00:51:53,820
>> Sed non possum, quia etsi minus est scire licet, 0,

853
00:51:53,820 --> 00:51:59,390
oportet ut certum numerum percurrere aliud quiddam.

854
00:51:59,390 --> 00:52:01,760
Sic I est maior, VI est maior, IV est maior.

855
00:52:01,760 --> 00:52:05,850
Id quidem ex his requisitis, 0 mihi statui minima.

856
00:52:05,850 --> 00:52:09,800
Ita Im 'iens ut PERMUTO in V et 0.

857
00:52:09,800 --> 00:52:15,480
Sum semel PERMUTO quod, Im 'iens impetro a novus album, et scio quia numquam ego postulo ut inviso, 0 iterum

858
00:52:15,480 --> 00:52:19,380
quia olim Ive 'swapped eam, Ive' sorted eam et erant 'fieri.

859
00:52:19,380 --> 00:52:22,730
Hyacintho autem contingit aliter se habet V iterum,

860
00:52:22,730 --> 00:52:26,030
I et spectare debemus et quatenus ut I IV et VI

861
00:52:26,030 --> 00:52:31,520
minimus est minimum elementum, sic puteus PERMUTO in I et V.

862
00:52:31,520 --> 00:52:36,890
Item videre oportet - IV et VI comparatur ad V;

863
00:52:36,890 --> 00:52:39,830
et nos erant 'iens ut PERMUTO in IV et V, et tandem, compare

864
00:52:39,830 --> 00:52:45,740
illis II numeris et PERMUTO eos usque nos adepto nostrum sorted list.

865
00:52:45,740 --> 00:52:49,730
Ullus questions on Selectionem modi?

866
00:52:49,730 --> 00:52:56,420
Okay. Lets movere ad ultimum topic hic, et id est recursion.

867
00:52:56,420 --> 00:52:59,810
>> Recursion, recordentur, est hoc realiter meta quidem vbi functio

868
00:52:59,810 --> 00:53:02,740
Iubet saepius se.

869
00:53:02,740 --> 00:53:05,620
Sic in aliquo puncto, nostras dum fuction est appellantem identidem se,

870
00:53:05,620 --> 00:53:10,100
vocat, quibus finem aliquando necesse est nobis.

871
00:53:10,100 --> 00:53:13,670
Quod si non fecerit, tunc adhuc futurum id justo semper sumus,

872
00:53:13,670 --> 00:53:16,660
et nostra progressio est iustus non iens terminare.

873
00:53:16,660 --> 00:53:19,200
Vocamus hac conditione basi casu.

874
00:53:19,200 --> 00:53:22,570
Et ignobilis casu dicit, potius quam vocans functio iterum,

875
00:53:22,570 --> 00:53:25,330
Mox rediturus sum alicuius valoris.

876
00:53:25,330 --> 00:53:28,080
Sic quondam weve reversus valoris, weve obturaverunt vocans nobis,

877
00:53:28,080 --> 00:53:32,550
tantum est vocibus et ceteris quoque habuimus reuerti.

878
00:53:32,550 --> 00:53:36,050
Contrarium fit recursive basis est.

879
00:53:36,050 --> 00:53:39,050
Aliter cum placet quod est munus vocationis Morbi luctus ut adipiscing

880
00:53:39,050 --> 00:53:44,690
Et forte, quamvis non semper, velit rationis usum.

881
00:53:44,690 --> 00:53:48,940
>> Ut si opus f, f I sed dicitur fieri argumentationem,

882
00:53:48,940 --> 00:53:52,010
ita ut f et vocans (I) f (I) f (I), et ita contingit

883
00:53:52,010 --> 00:53:56,510
argumentum I cadit in recursive casu, erant 'nunquam tamen iens ut subsisto.

884
00:53:56,510 --> 00:54:01,620
Etiamsi turpe sit, oportet ut tandem denique 'iens ut placerat turpis est.

885
00:54:01,620 --> 00:54:04,250
Nos non iustus servo morabatur in hoc recursive casu.

886
00:54:04,250 --> 00:54:09,870
Generaliter vocamus nos sumus habituri forte alia ratio utrobique.

887
00:54:09,870 --> 00:54:12,700
Hic est a vere simplex recursive muneris.

888
00:54:12,700 --> 00:54:15,090
Sic hoc erit supputant factorial numeri.

889
00:54:15,090 --> 00:54:17,790
Up PP hic nos have nostrum basi casu.

890
00:54:17,790 --> 00:54:22,330
I n ≤ in causa, vocabant factorial non amplius sumus.

891
00:54:22,330 --> 00:54:26,490
Lorem cessabunt, mox redituros ad modicum utilis sumus.

892
00:54:26,490 --> 00:54:30,170
Si non est verum, quod erant 'iens ut placerat recursive nostrum.

893
00:54:30,170 --> 00:54:33,550
Factorial non sumus hîc monendos vocat (n), quia non multum prodest.

894
00:54:33,550 --> 00:54:36,810
Sumamus aliud dicere factorial.

895
00:54:36,810 --> 00:54:40,850
>> Itaque vides, si fieri factorial demum (V) aut,

896
00:54:40,850 --> 00:54:45,900
factorial vocabant sumus (IV), et reliqua, atque ita demum basi erant 'iens ut lorem.

897
00:54:45,900 --> 00:54:51,730
Ita hoc spectat bonum. Lorem ipsum dolor sit actu contingit currere est.

898
00:54:51,730 --> 00:54:57,840
BIBLIOTHECA hoc et hoc est munus, quod praecipuum est argumentum vocabant (IV).

899
00:54:57,840 --> 00:55:02,200
Sic quondam factorial videt et = IV, factorial vocabit se.

900
00:55:02,200 --> 00:55:05,010
Et ecce habemus factorial (III).

901
00:55:05,010 --> 00:55:10,780
Sic hae functiones geruntur ut custodiant accrescens donec eventually incidamus nostri basi casu.

902
00:55:10,780 --> 00:55:17,830
Hic valor reditus reditus (redditus valorem nx)

903
00:55:17,830 --> 00:55:21,290
Reditus valor redditus valorem nx.

904
00:55:21,290 --> 00:55:23,290
Eventually nos postulo ut ledo numero quocunque.

905
00:55:23,290 --> 00:55:26,560
In summo hic, nos dicere reditum I.

906
00:55:26,560 --> 00:55:30,650
Quod sibi vult quod semel revertamur quod numerus, possumus pop hoc off ACERVUS.

907
00:55:30,650 --> 00:55:36,570
Et hoc factorial (I) habet.

908
00:55:36,570 --> 00:55:41,190
Quando I redit, hoc factorial (I) redit, huius reditus ad I.

909
00:55:41,190 --> 00:55:46,910
Reditus valor meminisse reditum valorem nx.

910
00:55:46,910 --> 00:55:50,720
Tam subito huic sciens II volo redire.

911
00:55:50,720 --> 00:55:55,910
>> Ergo memineris, revertimini, valorem huius iustum est nx reditum valor ascendit hic.

912
00:55:55,910 --> 00:56:01,160
II III x ita dicere possumus, tum hic dicimus

913
00:56:01,160 --> 00:56:04,010
x X II III IV fore iustum est.

914
00:56:04,010 --> 00:56:09,570
Et semel hoc redit, nos adepto descendit ad unum integer inside of vi depulsuros esse.

915
00:56:09,570 --> 00:56:15,460
Ullus questions on recursion?

916
00:56:15,460 --> 00:56:17,090
Omni jure. Ideo magis interrogare temporis fine

917
00:56:17,090 --> 00:56:23,360
nunc autem Joseph operiam reliquis thema.

918
00:56:23,360 --> 00:56:25,590
>> [Joseph Ong] Omnes rectus. Sic iam ut weve communicaverunt de recursions,

919
00:56:25,590 --> 00:56:27,840
lets loqui pauco circa id quod merge generis est.

920
00:56:27,840 --> 00:56:31,740
Merge generis est basically alium modum de voluptua a album numerorum.

921
00:56:31,740 --> 00:56:36,430
Quomodo est qui operatur in vobis confundantur quaedam nomina, quae facimus,

922
00:56:36,430 --> 00:56:39,120
dicimus, lets scindendae hoc in II halves.

923
00:56:39,120 --> 00:56:42,750
Puteus 'primum curreretur merge sort iterum a sinistris dimidium,

924
00:56:42,750 --> 00:56:45,040
tunc puteus 'currere merge sort in dextro dimidium,

925
00:56:45,040 --> 00:56:50,240
et quod dat nobis nunc II medietates, qui dicuntur, sorted, et nunc erant 'iens ad iungendum illae medietates simul.

926
00:56:50,240 --> 00:56:55,010
Praesent vehicula ut vix sine exemplo motus, ut videre incipiam per accidens.

927
00:56:55,010 --> 00:56:59,590
Sic vos satus is album, nos scindendae eam in II halves.

928
00:56:59,590 --> 00:57:02,300
Currimus merge sort a sinistris dimidium primum.

929
00:57:02,300 --> 00:57:06,660
Sic ut 'sinistram dimidium, et nunc currimus eos per is album iterum

930
00:57:06,660 --> 00:57:09,800
quae sudatio, transierunt in merge quaedam, et tunc expectamus, rursus,

931
00:57:09,800 --> 00:57:13,270
confundantur et currimus in sinistra illius modi esse album.

932
00:57:13,270 --> 00:57:15,880
Nunc habetur II ad indicem numerorum

933
00:57:15,880 --> 00:57:19,010
Donec elementum nisi partem sinistram I nunc, et non

934
00:57:19,010 --> 00:57:23,380
In id lacus nisi elementum findit I dimidia tantum ut, nobis L,

935
00:57:23,380 --> 00:57:26,400
quod iustum est I elemento, suus 'iam sorted.

936
00:57:26,400 --> 00:57:29,860
>> Aliquam id iam fieri potest ut possimus

937
00:57:29,860 --> 00:57:32,230
dimidium ad ius transferre libeat,

938
00:57:32,230 --> 00:57:36,480
et III etiam digestus, adeo vt nunc quod tam medietates is album sunt sorted

939
00:57:36,480 --> 00:57:39,080
nos coniungere possumus his numeris retro simul.

940
00:57:39,080 --> 00:57:45,320
Sic nos inviso L et III; III minor est quam L, ita vadit in primum, et tunc L subit

941
00:57:45,320 --> 00:57:49,340
Nunc fringilla fieri album redeamus in illum ius modi dimidium.

942
00:57:49,340 --> 00:57:52,440
XLII est proprium numerum, ut suus 'iam sorted.

943
00:57:52,440 --> 00:57:57,850
II et III minor nunc XLII parte ponamus, ita movet primum posuit,

944
00:57:57,850 --> 00:58:02,340
nunc XLII sudatio, conici, L sudatio, posuit fefellitus

945
00:58:02,340 --> 00:58:07,220
Nunc vitae commoda, eamus usque ad summitatem MCCCXXXVII et XV.

946
00:58:07,220 --> 00:58:14,560
Sane, respicerent sinistram medietatem huius list; MCCCXXXVII per se est sic suus 'sorted et idem cum XV.

947
00:58:14,560 --> 00:58:19,020
Ita nunc jungimus his II numeris ad exstat quod originale album, XV <MCCCXXXVII,

948
00:58:19,020 --> 00:58:23,060
ita abscedit in primum, deinde MCCCXXXVII it fefellitus

949
00:58:23,060 --> 00:58:26,640
Et nunc nos sorted utrumque medietates originale list ascendit summitatem.

950
00:58:26,640 --> 00:58:30,440
Et haec omnia concurrunt agendum est.

951
00:58:30,440 --> 00:58:36,890
Nos inviso primum II numeris huius album, III <XV, ita eam prolabi in huiusmodi array primum.

952
00:58:36,890 --> 00:58:44,460
XV <XLII, ita abscedit fefellitus Nunc, XLII <MCCCXXXVII, quod vadit fefellitus

953
00:58:44,460 --> 00:58:51,010
L <MCCCXXXVII, ita abscedit defessa ac refrigerata animadverto ut nos iustus tulit II numeros off huius list.

954
00:58:51,010 --> 00:58:53,640
Sic erant 'non iustus alterna inter II limites.

955
00:58:53,640 --> 00:58:56,050
Tantum spectabat Lorem initio sumto elemento sumus

956
00:58:56,050 --> 00:59:00,270
ut 'minores et tunc mittens in nostra ordinata.

957
00:59:00,270 --> 00:59:04,080
Nunc weve corporali immersa omnes medietates et nos 'perfectus.

958
00:59:04,080 --> 00:59:07,780
>> Ullus questions circa merge modi? Etiam?

959
00:59:07,780 --> 00:59:14,190
[Discipulus] Si suus 'digeris in diversos coetus, cur nolunt iustus scindendae semel

960
00:59:14,190 --> 00:59:19,970
II et III classis, in quibus tu? [Certerae quaestio inintelligibile]

961
00:59:19,970 --> 00:59:24,940
Ratio - Quaeritur ergo, quare nos non solum eis merge postquam primus gradus illis

962
00:59:24,940 --> 00:59:29,530
Ex causa possunt, corpora magna, tincidunt et a sinistra parte

963
00:59:29,530 --> 00:59:33,040
et tolle eam et minor, quia quod scimus

964
00:59:33,040 --> 00:59:35,290
individuum lists sunt in sorted ordines.

965
00:59:35,290 --> 00:59:37,290
Ita si Im 'vultus procul left-maxime elementa utriusque medietates,

966
00:59:37,290 --> 00:59:40,490
Aliquam elementum minimum scio illas fore certamen.

967
00:59:40,490 --> 00:59:43,930
Et ponam eos in tanto minus album maculis elementum.

968
00:59:43,930 --> 00:59:47,810
Contra, si in secundo enumerat II En illic

969
00:59:47,810 --> 00:59:51,640
L, III, XLII, MCCCXXXVII et XV, illae sunt non sorted.

970
00:59:51,640 --> 00:59:55,770
Ita si EGO inviso L et MCCCXXXVII, Im 'iens ut posuit L in my list primum.

971
00:59:55,770 --> 01:00:00,130
Sed revera non convenit, quia minus est, ex omnibus, III.

972
01:00:00,130 --> 01:00:04,390
Ita solum Ideo possumus hoc facere combining gradus est quia nostra Indices sunt iam sorted.

973
01:00:04,390 --> 01:00:07,010
Unde oportet descendere usque ad fundum

974
01:00:07,010 --> 01:00:09,800
quia uno modo erit numero, quia numerus unus

975
01:00:09,800 --> 01:00:14,120
iam per se commoda elit.

976
01:00:14,120 --> 01:00:19,360
>> Ullus questions? Non?

977
01:00:19,360 --> 01:00:24,260
Complexitate? Tu potes per singulos passus quod finis numero

978
01:00:24,260 --> 01:00:27,590
et possumus dividere a album in dimidia log n vicibus

979
01:00:27,590 --> 01:00:31,700
quae est qua nos adepto is n x log n complexionem.

980
01:00:31,700 --> 01:00:34,940
Quod youll 'animadverto optimum casum pro merge generis est n log n, et is iustus ita fit

981
01:00:34,940 --> 01:00:39,340
pessima, ut casu, vel Ω super ibi, etiam n stipes n.

982
01:00:39,340 --> 01:00:42,480
Aliquid ad servo in mens.

983
01:00:42,480 --> 01:00:45,750
Moveatur super, lets vado in ut quidam eximius basic file I / O.

984
01:00:45,750 --> 01:00:48,830
Tumultuariam si aspexi, systema quoddam habuimus animaduertes

985
01:00:48,830 --> 01:00:51,270
ubi tu scribere posse ad log file si legeris per code.

986
01:00:51,270 --> 01:00:53,730
Sit vide ne feceris.

987
01:00:53,730 --> 01:00:57,450
Sane, fprintf potes cogitare printf iustum,

988
01:00:57,450 --> 01:01:01,720
sed justi excudendi, ad a lima instead, et inde f in initio.

989
01:01:01,720 --> 01:01:07,570
Hic Codex huiusmodi, quod non est, ut tumultuariam vidimus,

990
01:01:07,570 --> 01:01:12,310
is goes per vestram II-dimensiva array printing ex row a row quid numeri sunt.

991
01:01:12,310 --> 01:01:17,850
In hoc casu, printf procer sicco vestris terminales vel quod nos vocare vexillum output sectionis.

992
01:01:17,850 --> 01:01:22,170
>> Et nunc, in hoc casu, omnes nos have efficio est repone printf cum fprintf,

993
01:01:22,170 --> 01:01:26,770
dic quid file vos volo ut procer, et ut in hoc casu is iustus procer eam ut lima

994
01:01:26,770 --> 01:01:32,230
pro printing eam de vestris terminales.

995
01:01:32,230 --> 01:01:36,500
Quid ergo petit quod quaerebam unde colligimus lima ex tali iure?

996
01:01:36,500 --> 01:01:39,840
Transivimus stipes ad hanc fprintf fuction sed nos nesciebat unde venit.

997
01:01:39,840 --> 01:01:43,980
Etiam prima scripta, id quod ante FRUSTUM huc ex Mauris,

998
01:01:43,980 --> 01:01:48,340
quae basically dicit quod aperires file vocat log.txt.

999
01:01:48,340 --> 01:01:53,220
Quod est facere actu lima aperuit nobis bene fac.

1000
01:01:53,220 --> 01:01:57,070
Sic enim plures causae, deficeret, non satis in ornare tempus enim.

1001
01:01:57,070 --> 01:01:59,790
Fusce aliquam ante ut semper res magnae lima

1002
01:01:59,790 --> 01:02:03,300
ut nos inspiciant an ut lima apertum est feliciter.

1003
01:02:03,300 --> 01:02:09,330
Quid est quod fopen argumento est recte possumus aperire lima plurimum.

1004
01:02:09,330 --> 01:02:13,510
Illud possumus, possumus transire w, quod si lima dominari iam exitus,

1005
01:02:13,510 --> 01:02:18,070
Nos transire potest in a, quas appendamus finem file pro SUMMUS eam,

1006
01:02:18,070 --> 01:02:22,730
r vel certi simus, quae sit, lecta est tantum fasciculi aperire.

1007
01:02:22,730 --> 01:02:24,890
Lorem velit ut si mutationes lima,

1008
01:02:24,890 --> 01:02:30,140
quod non faciant eis clamant.

1009
01:02:30,140 --> 01:02:33,320
Postremo, semel erant 'fiat, cum lima, factum facientes operationes super eam,

1010
01:02:33,320 --> 01:02:35,860
fac nos oportet concludendum est.

1011
01:02:35,860 --> 01:02:38,830
Extremum proposuisti, et, rursus transiturus es

1012
01:02:38,830 --> 01:02:42,120
hoc lima ut vos apertum, et justum claudere eam.

1013
01:02:42,120 --> 01:02:44,650
Sic tu fac habeas magna aliqua.

1014
01:02:44,650 --> 01:02:47,180
Memoriam vestri lima ut aperiat, tum file scribere,

1015
01:02:47,180 --> 01:02:51,270
faciunt operationes lima limae sed tibi prope ad finem.

1016
01:02:51,270 --> 01:02:53,270
>> Ullus questions on basic file EGO / O? Etiam?

1017
01:02:53,270 --> 01:02:58,050
[Discipulus quaestio, inintelligibile]

1018
01:02:58,050 --> 01:03:02,480
Ius hic. Quaeritur hoc loco apparet log.txt lima?

1019
01:03:02,480 --> 01:03:07,890
Bene, si vos iustus darem eam log.txt, quod creat illud in eodem presul sicut executable.

1020
01:03:07,890 --> 01:03:10,500
Ita si you're - >> [Discipulus quaestio, inintelligibile]

1021
01:03:10,500 --> 01:03:18,830
Etiam. Eodem folder vel ipsum Aliquam ut dicis.

1022
01:03:18,830 --> 01:03:21,400
Sed memoria ACERVUS, et acervus erit.

1023
01:03:21,400 --> 01:03:23,400
Sic quam memoria est erogavit in computer?

1024
01:03:23,400 --> 01:03:26,270
Recte genus hoc putas memoriam placerat elit.

1025
01:03:26,270 --> 01:03:30,260
Et in memoriam habemus quid vocavit acervum adhæsit super ibi, et ACERVUS ut 'ibi.

1026
01:03:30,260 --> 01:03:34,480
Et acervum crescit deorsum et ACERVUS crescit sursum.

1027
01:03:34,480 --> 01:03:38,620
Ita ut Tommy, de quibus - o, bene, et habemus alia haec IV segmentis quae ego youll 'adepto ut in secundo -

1028
01:03:38,620 --> 01:03:42,890
Tommy dictum ut scis vocant munia inter se dicunt?

1029
01:03:42,890 --> 01:03:44,930
BIBLIOTHECA catis talis formae.

1030
01:03:44,930 --> 01:03:47,360
Bene, si main vocat foo, foo sudatio, induite ACERVUS.

1031
01:03:47,360 --> 01:03:52,430
Foo vocat talea, bar adepto est scriptor induite ACERVUS, et quod gets induite ACERVUS post.

1032
01:03:52,430 --> 01:03:57,040
Et dum revertuntur, dum quisque adepto expoliantes ACERVUS.

1033
01:03:57,040 --> 01:04:00,140
Quid de his singulis loca atque memoria volunt?

1034
01:04:00,140 --> 01:04:03,110
Bene, vertice, quae est text segmenti, continet progressio se.

1035
01:04:03,110 --> 01:04:06,390
Sic machina scripta, ut 'ibi, quondam vos compilare vestri progressio.

1036
01:04:06,390 --> 01:04:08,520
Porro quicquid initialized global variabilium.

1037
01:04:08,520 --> 01:04:12,660
>> Manentibus global sic proposuisti, ut dicitis, a = V,

1038
01:04:12,660 --> 01:04:15,260
ponitur in parte movet et dextro,

1039
01:04:15,260 --> 01:04:18,990
vos have ullus uninitialized global notitia, quae est justa int a,

1040
01:04:18,990 --> 01:04:20,990
num par aliquid dicere.

1041
01:04:20,990 --> 01:04:23,870
Cogita haec sunt global variabilium, sic haerent extra vi depulsuros esse.

1042
01:04:23,870 --> 01:04:28,560
Ita hoc dicitur quaecumque global differentias quae declarantur, sed non sunt initialized.

1043
01:04:28,560 --> 01:04:32,310
Quid in congerie? Memoria partita usura malloc, quod puteus 'adepto ut in modico mandit.

1044
01:04:32,310 --> 01:04:35,990
Et, denique, cum ACERVUS habetis aliqua locali variabiles

1045
01:04:35,990 --> 01:04:39,950
et quamlibet functiones, ut posses dicere in ulli eorum parametri.

1046
01:04:39,950 --> 01:04:43,720
Nihil nondum constet ipsum vere scire facias

1047
01:04:43,720 --> 01:04:46,700
sed quandocunque concurrentibus vobis progressio, est aliquid coniungitur, sicut

1048
01:04:46,700 --> 01:04:49,550
propositum eius qui festinus est sapien.

1049
01:04:49,550 --> 01:04:51,550
Quod ut 'qualis futurus fundo.

1050
01:04:51,550 --> 01:04:54,540
In terminis memoria allocutionibus, quae sunt hexadecimal valores,

1051
01:04:54,540 --> 01:04:58,170
in summo exordio valores 0 et procedunt usque ad imum.

1052
01:04:58,170 --> 01:05:00,440
Hic tu si XXXII frenum in ratione

1053
01:05:00,440 --> 01:05:05,390
extrema uerba fore 0x sequitur af, quod est XXXII ora

1054
01:05:05,390 --> 01:05:10,890
quae est VIII bytes, et in hoc casu VIII bytes correspondet VIII hexadecimal constet.

1055
01:05:10,890 --> 01:05:20,110
Sic hic ponitur vestri 'iens habere, simile, 0xffffff, et usque ibi vestri' iens habere 0.

1056
01:05:20,110 --> 01:05:23,660
Sed quae sunt indicibusque? Quidam ex vobis, ut non operuerunt hoc in section prius.

1057
01:05:23,660 --> 01:05:26,660
nos autem ierit super eo in auditoria, ita monstratorem est iustus a notitia type

1058
01:05:26,660 --> 01:05:34,030
quae copiis universis, pro aliqua valorem quasi L, illud recondit oratio alicuius location in memoria.

1059
01:05:34,030 --> 01:05:36,020
Sicut quod memoria [inintelligibile].

1060
01:05:36,020 --> 01:05:41,120
Ac per hoc, quidquid sit, an integrum habemus monstratorem int *

1061
01:05:41,120 --> 01:05:46,210
et continet hoc hexadecimal oratio 0xDEADBEEF.

1062
01:05:46,210 --> 01:05:50,880
>> Ita quod nobis est, nunc, Hunc monstratorem puncta in aliqua location in memoria,

1063
01:05:50,880 --> 01:05:56,020
Mauris porttitor et, pretium in memoriam L loco.

1064
01:05:56,020 --> 01:06:01,810
In quibusdam XXXII frenum systemata, super omnes XXXII frenum systemata, indicibusque tollat ​​XXXII calcaria siue IV bytes.

1065
01:06:01,810 --> 01:06:06,020
Sed, verbigratia, in LXIV frenum ratio, indicibusque sunt LXIV scissionibus.

1066
01:06:06,020 --> 01:06:08,040
Aliquid quod tu vis animo.

1067
01:06:08,040 --> 01:06:12,310
Sic in finem frenum systema, a monstratorem finis bits diu.

1068
01:06:12,310 --> 01:06:17,320
Indicibusque sunt modi difficile digestibiles sine susicivus rerum,

1069
01:06:17,320 --> 01:06:20,300
sic eamus per exemplum dynamic memoria destinationi.

1070
01:06:20,300 --> 01:06:25,130
Quid dynamic memoria destinationi facit ad vos, aut quod nos vocamus malloc,

1071
01:06:25,130 --> 01:06:29,280
eam lets vos collocant quodammodo of notitia extra paro.

1072
01:06:29,280 --> 01:06:31,830
Et hoc modo data est pro tempore firma progressio.

1073
01:06:31,830 --> 01:06:36,430
Scis quia si competit dicere intra x et officium redire

1074
01:06:36,430 --> 01:06:40,910
Mauris ut iam non habuisse accessum ad x.

1075
01:06:40,910 --> 01:06:44,420
Quid indicibusque operemur quod ipsi sunt Venite reponunt, aut memoria aut copia valores

1076
01:06:44,420 --> 01:06:46,840
memoria alia parte, scilicet cumulum.

1077
01:06:46,840 --> 01:06:49,340
Cum autem redierimus de officio, quoad nobis regula

1078
01:06:49,340 --> 01:06:54,960
ad id loci memoria quid possumus valoribus possumus intueri.

1079
01:06:54,960 --> 01:06:58,020
Intueamur exemplum propositum est memoria amplius.

1080
01:06:58,020 --> 01:07:00,050
Et hoc facit praecipue.

1081
01:07:00,050 --> 01:07:06,870
Quod autem agit, sit - okay, tam simplex, vox? - Int x = V, quod suus 'iustus a variabilis in ACERVUS in vi depulsuros esse.

1082
01:07:06,870 --> 01:07:12,450
>> Contra, nunc declarandam monstratorem quae vocat functio giveMeThreeInts.

1083
01:07:12,450 --> 01:07:16,800
Quae ita et nos in corpore et BIBLIOTHECA novum est.

1084
01:07:16,800 --> 01:07:20,440
In hoc vero ACERVUS frame, annunciamus int * tempero,

1085
01:07:20,440 --> 01:07:23,210
quae in mallocs III integri pro nobis.

1086
01:07:23,210 --> 01:07:25,880
Sic moli int dabit nobis quot bytes hoc int est,

1087
01:07:25,880 --> 01:07:29,620
et malloc dat nobis quod multi bytes of tractus in acervus erit.

1088
01:07:29,620 --> 01:07:32,890
Sic in hoc casu, nos creavi satis spatium III integri,

1089
01:07:32,890 --> 01:07:36,830
et Acervus via ibi aedificari, quae causa est cur Ive 'evaginasset illud, superior.

1090
01:07:36,830 --> 01:07:42,900
Quondam nos 'perfectus, redibit eam hic vos tantum postulo III ints rediit,

1091
01:07:42,900 --> 01:07:47,000
et redeat oratio, de quo hic memoria.

1092
01:07:47,000 --> 01:07:51,250
Et constituimus monstratorem = switch, et usque ibi iustus alius monstratorem.

1093
01:07:51,250 --> 01:07:54,550
Sed quid illa functio reditus, reclinant hic et evanescit.

1094
01:07:54,550 --> 01:07:59,250
Sic tempero evanescit, sed nos tamen adhuc oratio ubi

1095
01:07:59,250 --> 01:08:01,850
illis III integri sunt intus manet.

1096
01:08:01,850 --> 01:08:06,180
Sic in hoc statutam, indicibusque sunt scoped localiter pro reclinant artus,

1097
01:08:06,180 --> 01:08:09,860
de memoria autem in quem accumsan.

1098
01:08:09,860 --> 01:08:12,190
>> Vtrum qui faciunt sensus?

1099
01:08:12,190 --> 01:08:14,960
[Discipulus] potuistis repetere ut? >> [Joseph] Etiam.

1100
01:08:14,960 --> 01:08:20,270
Si redeo exigua videtis ten datum

1101
01:08:20,270 --> 01:08:23,500
aliqua memoria in coacervare ibi.

1102
01:08:23,500 --> 01:08:28,680
Sic cum iste functio, giveMeThreeInts redit, hoc ACERVUS hic est iens ut evanescunt.

1103
01:08:28,680 --> 01:08:35,819
Et cum omnibus constet in hac regula, quod tribuitur in hoc corpore reclinant.

1104
01:08:35,819 --> 01:08:39,649
Gradiens ad abiici, sed quia posuerunt reditum

1105
01:08:39,649 --> 01:08:46,330
et nos posuit monstratorem = tempero, monstratorem suus 'nunc egredientem monstrare eadem memoria of situm, qualis tempero erat.

1106
01:08:46,330 --> 01:08:50,370
Ita nunc, quamvis amittimus tempero, quod localis monstratorem,

1107
01:08:50,370 --> 01:08:59,109
nos tamen retinere memoriam oratio illud ad quod demonstrato inside illius variabilis monstratorem.

1108
01:08:59,109 --> 01:09:03,740
Quaestiones? Id quod res quaedam turbatio in parte si non transierit.

1109
01:09:03,740 --> 01:09:09,240
Possumus, vestris TF mos certus ire super eam et utique possumus interrogata respondere

1110
01:09:09,240 --> 01:09:11,500
in fine huius turpis egestas.

1111
01:09:11,500 --> 01:09:14,220
Sed hoc loco tale complexum, et plus futurum exempla demonstrant

1112
01:09:14,220 --> 01:09:18,790
ut mos succurro illustrandas quid indicibusque actualiter sunt.

1113
01:09:18,790 --> 01:09:22,500
>> In hoc casu, indicibusque aequiparantur vestit,

1114
01:09:22,500 --> 01:09:25,229
ita ut pos int hac regula pro eodem ordine.

1115
01:09:25,229 --> 01:09:29,840
Ita Im 'Indexing in 0, et mutato primum integer ad I,

1116
01:09:29,840 --> 01:09:39,689
mutans secundo integer ad II, et 3 integer ad III.

1117
01:09:39,689 --> 01:09:44,210
Sic magis in indicibusque. Bene, recole Binky.

1118
01:09:44,210 --> 01:09:48,319
In hoc casu weve sortiuntur monstratorem, aut nos indicatus monstratorem,

1119
01:09:48,319 --> 01:09:52,760
Sed primo modo, cum sit regula declaravit, fringilla non, quocumque demonstrato memoria.

1120
01:09:52,760 --> 01:09:54,930
Suus 'iustus quisquiliarum valores inside of eam.

1121
01:09:54,930 --> 01:09:56,470
Sic EGO have nullam ideam ubi Hunc monstratorem est demonstrato.

1122
01:09:56,470 --> 01:10:01,630
Habet talis oratio quae est justa repleti 0, scriptor et I scriptor ubi initio fuerit declaratur.

1123
01:10:01,630 --> 01:10:04,810
Ego non potest facere aliquid cum hoc donec ego voco malloc super eam

1124
01:10:04,810 --> 01:10:08,390
et tunc dat mihi paululum tractus in acervum ubi ego ponere potest valores inside.

1125
01:10:08,390 --> 01:10:11,980
Iam nescio quid intus memoriam.

1126
01:10:11,980 --> 01:10:16,780
Primum igitur satis sunt ad memoriam dolor sit inspiciant an schedularum

1127
01:10:16,780 --> 01:10:20,850
redde in integrum, primum I, cur hoc facio verit.

1128
01:10:20,850 --> 01:10:25,020
Si monstratorem nulla sit, ut opes quod non habes satis spatium vel aliqua alia error accidit,

1129
01:10:25,020 --> 01:10:26,320
exitum meum ita ut elit.

1130
01:10:26,320 --> 01:10:29,400
 Sed si et fecerit successerit, iam EGO can utor quod monstratorem

1131
01:10:29,400 --> 01:10:35,020
et quid * monstratorem facit, est sequitur ubi oratio est

1132
01:10:35,020 --> 01:10:38,480
ubi est honor, et pares I ponit.

1133
01:10:38,480 --> 01:10:41,850
Sic super hic, erant 'reprehendo si quod memoria fuit.

1134
01:10:41,850 --> 01:10:45,380
>> Scis iam est, non potest in

1135
01:10:45,380 --> 01:10:50,460
qualis vis in eo, hic I.

1136
01:10:50,460 --> 01:10:53,060
Vestibulum iam factum est, necesse est regula libero

1137
01:10:53,060 --> 01:10:57,160
oportet quod ratio ad memoriam redeo prius quam petistis.

1138
01:10:57,160 --> 01:10:59,690
Vestibulum ante acta Nescit enim quo est.

1139
01:10:59,690 --> 01:11:02,510
In hoc casu erant 'explicite indicaverit, okay, erant' fiat, cum quod memoria.

1140
01:11:02,510 --> 01:11:10,780
Alio modo indiget alia ratione necesse est praecedere et libenter accepit.

1141
01:11:10,780 --> 01:11:15,110
Quod nos possit etiam facere est possumus iustus adepto oratio localis variabiles in paro.

1142
01:11:15,110 --> 01:11:19,080
Sic int x est intra reclinant compagibus vi depulsuros esse.

1143
01:11:19,080 --> 01:11:23,060
Cum ampersand utimur, auctor et, quod facit

1144
01:11:23,060 --> 01:11:27,310
habet x, x ex data est in memoria, oratio est.

1145
01:11:27,310 --> 01:11:33,790
Suus 'sita alicubi. Unde vocando & x, hoc est quod facit oratio x.

1146
01:11:33,790 --> 01:11:38,430
Id, dum sumus in memoria regula locum ubi x.

1147
01:11:38,430 --> 01:11:41,710
Nunc nos justi aliquid simile * x, erant 'iens impetro V retro.

1148
01:11:41,710 --> 01:11:43,820
Stellae dicitur dereferencing est.

1149
01:11:43,820 --> 01:11:46,640
Vobis sequentes sermone et vos adepto valorem eam condita ibi.

1150
01:11:51,000 --> 01:11:53,310
>> Ullus questions? Etiam?

1151
01:11:53,310 --> 01:11:56,500
[Discipulus] Si non facio, III-cuspis rei, non tamen adhuc compilare?

1152
01:11:56,500 --> 01:11:59,490
Etiam. Si vos non facitis III-monstratorem rei, suus 'adhuc iens ut compilare,

1153
01:11:59,490 --> 01:12:02,720
secundo vero id quod ostendam tibi et extra illud,

1154
01:12:02,720 --> 01:12:04,860
ut 'quam vocamus memoria Leak. Vestri 'non dare system

1155
01:12:04,860 --> 01:12:07,850
restitutum est memoriae, propositum mox futurum cumulare

1156
01:12:07,850 --> 01:12:10,940
memoria fringilla non uti, nisi potest et usus.

1157
01:12:10,940 --> 01:12:15,750
Si youve 'umquam seen Incendia cum, 1.5 million kilobytes in vestri computer,

1158
01:12:15,750 --> 01:12:17,840
cura amet, illud quid ageretur.

1159
01:12:17,840 --> 01:12:20,760
Vos have a memoria Leak in progressio quod ipsi erant 'non contrectandis.

1160
01:12:23,080 --> 01:12:26,240
Sic quam facit monstratorem arithmetica opus?

1161
01:12:26,240 --> 01:12:29,480
Bene, monstratorem arithmetica est quasi amo Indexing in ordinata.

1162
01:12:29,480 --> 01:12:36,370
Hic mihi regula, qua regula illud primum elementum do ago

1163
01:12:36,370 --> 01:12:42,100
huius aciem: III integri ut Ive 'allocata.

1164
01:12:42,100 --> 01:12:46,670
Ita nunc quid faciam, stella monstratorem iustus mutat primum elementum in album.

1165
01:12:46,670 --> 01:12:49,140
Stella monstratorem I puncta super hic.

1166
01:12:49,140 --> 01:12:53,140
Sic monstratorem est super hic monstratorem I est super hic monstratorem II est super hic.

1167
01:12:53,140 --> 01:12:56,610
>> Ita iustus addendo I idem est ut movens secundum hanc ordinata.

1168
01:12:56,610 --> 01:12:59,880
Quod nos facimus, quando huc nos oratio regula is I,

1169
01:12:59,880 --> 01:13:04,180
et ut habere valet hic a te in totum sidere

1170
01:13:04,180 --> 01:13:05,990
ad dereference eam.

1171
01:13:05,990 --> 01:13:09,940
Sic hic locus in aciem ad primam aggressus sum I,

1172
01:13:09,940 --> 01:13:13,970
secundo loco in locum II, et tertio loco in locum III.

1173
01:13:13,970 --> 01:13:18,180
Tunc quod facio super hic est Im excudendi nostri monstratorem I,

1174
01:13:18,180 --> 01:13:19,970
qua mox dat mihi II.

1175
01:13:19,970 --> 01:13:23,650
Nunc fugio incrementing monstratorem, ita monstratorem pares monstratorem I,

1176
01:13:23,650 --> 01:13:26,780
, quae illud moveat deinceps.

1177
01:13:26,780 --> 01:13:30,810
Et sic nunc ergo si procer ex monstratorem I, monstratorem I nunc est III,

1178
01:13:30,810 --> 01:13:33,990
quod quidem ex procer III.

1179
01:13:33,990 --> 01:13:36,560
Ut id libero est, ut dem regula

1180
01:13:36,560 --> 01:13:40,540
oportet demonstrato in principio, in aciem quae ego redirent e malloc.

1181
01:13:40,540 --> 01:13:43,430
Ita hic si dicere fas III hic non recte

1182
01:13:43,430 --> 01:13:45,070
quod est medium in agmen.

1183
01:13:45,070 --> 01:13:48,820
Habeo subtrahere impetro ut originale location

1184
01:13:48,820 --> 01:13:50,420
initiali primus macula ante me potest liberare eam.

1185
01:13:56,300 --> 01:13:58,450
Ita ut hic magis intersit.

1186
01:13:58,450 --> 01:14:03,360
In hoc casu, erant 'dispertientes VII characteres character ordinata.

1187
01:14:03,360 --> 01:14:06,480
>> Qua in re quid acturi sumus VI primis looping sumus eorum

1188
01:14:06,480 --> 01:14:09,900
et erant 'statuentes eos ad Z

1189
01:14:09,900 --> 01:14:13,350
Sic, quia int i = 0, i> VI, i + +,

1190
01:14:13,350 --> 01:14:16,220
Ita nobis regula voluntatis + Ego in hoc

1191
01:14:16,220 --> 01:14:20,860
monstratorem, monstratorem I, monstratorem II, monstratorem III, et sic in et sic de aliis in loop.

1192
01:14:20,860 --> 01:14:24,040
Quid suus 'iens efficio est is gets quod oratio, dereferences eam impetro valentiam,

1193
01:14:24,040 --> 01:14:27,440
et mutationes, ut valor ad Z.

1194
01:14:27,440 --> 01:14:30,350
In fine memento fili hoc iure?

1195
01:14:30,350 --> 01:14:33,560
Omnes chordas habent ad fine cum null terminandi character.

1196
01:14:33,560 --> 01:14:38,620
Sic, quod EGO operor est in monstratorem VI posui null Termino character fefellitus

1197
01:14:38,620 --> 01:14:43,980
Et nunc quid Im basically facitis hic foveant printf pro chorda, vox?

1198
01:14:43,980 --> 01:14:46,190
>> Sic, quando printf, cum iam suus 'pervenisse filo?

1199
01:14:46,190 --> 01:14:48,230
Quando percusserit null terminandi character.

1200
01:14:48,230 --> 01:14:52,030
Unde in hoc ordine priorem principio regula demonstrat.

1201
01:14:52,030 --> 01:14:56,410
Ego procer primum character foras. Moveo eam super unum.

1202
01:14:56,410 --> 01:14:58,420
Ego procer ut character foras. Ego movere eam super.

1203
01:14:58,420 --> 01:15:02,180
Et hoc sic usque ad finem.

1204
01:15:02,180 --> 01:15:07,750
Et nunc finis monstratorem voluntas dereference hoc et adepto null terminandi character retro.

1205
01:15:07,750 --> 01:15:11,780
Et sic dum loop currit tantum, quando illa valorem non est null terminandi character.

1206
01:15:11,780 --> 01:15:13,770
Ut nunc ansam exitum.

1207
01:15:18,780 --> 01:15:21,180
Et ita si subduco VI a Hunc monstratorem,

1208
01:15:21,180 --> 01:15:22,860
Usque ad initium redeo.

1209
01:15:22,860 --> 01:15:27,880
Meus mihi, quia facio ut liberem eum venire principium.

1210
01:15:27,880 --> 01:15:30,270
>> Unde, quia multus erat. Es illic ullus quaestiones?

1211
01:15:30,270 --> 01:15:31,870
Amabo, immo?

1212
01:15:31,870 --> 01:15:36,610
[Discipulus quaestio inintelligibile]

1213
01:15:36,610 --> 01:15:38,190
Dicis quod prolixius tendebatur? Paenitet.

1214
01:15:38,190 --> 01:15:44,140
[Discipulus] In novissimo slide coram vobis liberavit monstratorem,

1215
01:15:44,140 --> 01:15:47,300
ubi sunt tibi actu mutans valor monstratorem?

1216
01:15:47,300 --> 01:15:50,370
[Joseph] Sic, aequum hic. >> [Discipulus] Oh, okay.

1217
01:15:50,370 --> 01:15:51,890
[Joseph] Sic, ego habeo monstratorem minus minus, jure,

1218
01:15:51,890 --> 01:15:54,140
Posterior est movens et libero est,

1219
01:15:54,140 --> 01:15:57,000
ostendit quod sit principium regula instruit.

1220
01:15:57,000 --> 01:16:00,420
[Discipulus] Sed quod non esset opus erit esses, cum obturaverunt post id linea.

1221
01:16:00,420 --> 01:16:03,130
[Joseph] Sic, si ego desisset post hoc, hoc esset censendus memoria Leak,

1222
01:16:03,130 --> 01:16:04,810
quia non in vacuum cucurri.

1223
01:16:04,810 --> 01:16:11,290
[Discipulus] I [inintelligibile] post primum tres lineae ubi vos had monstratorem I [inintelligibile].

1224
01:16:11,290 --> 01:16:13,140
[Joseph] Uh-huh. Sic, quod suus 'quaestio est ibi?

1225
01:16:13,140 --> 01:16:14,780
Paenitet. Non, non. Ite, ite, placent.

1226
01:16:14,780 --> 01:16:16,870
[Discipulus] sic vestri 'non mutans valorem indicibusque.

1227
01:16:16,870 --> 01:16:19,130
Faciendum tibi regula non minus minus.

1228
01:16:19,130 --> 01:16:19,730
[Joseph] Verum, diligenter.

1229
01:16:19,730 --> 01:16:21,890
Ita, quando ego facio monstratorem I et monstratorem II,

1230
01:16:21,890 --> 01:16:24,410
Im 'non faciendo monstratorem pares monstratorem I.

1231
01:16:24,410 --> 01:16:27,260
Ita, monstratorem iustus manet demonstrato principio ordinata.

1232
01:16:27,260 --> 01:16:31,460
Suus 'tantum quando ego facio plus plus quod sets valor iterum in monstratorem,

1233
01:16:31,460 --> 01:16:33,550
per hoc quod actu movet.

1234
01:16:36,860 --> 01:16:37,780
Omni jure.

1235
01:16:40,550 --> 01:16:42,030
More quaestiones?

1236
01:16:44,680 --> 01:16:47,790
>> Item, si aliquod summum, id egestas tegi.

1237
01:16:47,790 --> 01:16:50,710
Cras doctrinam de homine, et in fine possumus interrogare.

1238
01:16:53,510 --> 01:16:56,600
Sicut solent facere non minus est.

1239
01:16:56,600 --> 01:16:59,760
Hic ego postulare cinguli quantum in me servo semita ordine.

1240
01:16:59,760 --> 01:17:04,520
Unde generaliter regula arithmeticae est opus exponere.

1241
01:17:04,520 --> 01:17:07,970
Sed quid solemus amo efficio est nos quasi creare exemplar monstratorem,

1242
01:17:07,970 --> 01:17:11,640
tunc puteus 'utor ut copy quando erant' versantis in nervo.

1243
01:17:11,640 --> 01:17:14,660
Sic, in his casu vos utor copy ut procer totius chordae,

1244
01:17:14,660 --> 01:17:19,040
sed non minus facere sicut regula uel VI moveat quantum vestigia,

1245
01:17:19,040 --> 01:17:22,700
Scimus quia primo ostendit origo vero adhuc numero

1246
01:17:22,700 --> 01:17:25,340
et hoc rescriptum quod mutatur.

1247
01:17:25,340 --> 01:17:28,250
Sic omnino, mutare volumina tua originale monstratorem.

1248
01:17:28,250 --> 01:17:32,350
Ne coneris quasi amo - don't mutare originale subire contingat.

1249
01:17:32,350 --> 01:17:35,290
Solam pristina exempla dabat.

1250
01:17:41,540 --> 01:17:44,870
Sic, vos animadverto quando nos transire chorda in printf

1251
01:17:44,870 --> 01:17:48,990
sed non ut quasi stella prae ceteris dereferences diximus, iustum

1252
01:17:48,990 --> 01:17:54,180
Ita si procer ex totius chordae% s expectat est oratio,

1253
01:17:54,180 --> 01:17:57,610
et in hoc casu monstratorem aut in hoc casu quasi aciem: ingenia.

1254
01:17:57,610 --> 01:18:00,330
>> Characteribus, chari * s, et vestit idem sunt.

1255
01:18:00,330 --> 01:18:03,690
Indicium est characters et indoli vestit idem sunt.

1256
01:18:03,690 --> 01:18:05,720
Omnes itaque regula facta est agendum.

1257
01:18:05,720 --> 01:18:08,150
* Similiter autem regula non habemus aliquid huiusmodi.

1258
01:18:13,110 --> 01:18:14,930
Sic, vestit indicibusque idem sunt.

1259
01:18:14,930 --> 01:18:19,160
Quando vestri 'effectus aliquid simile x [y] super hic pro an apparatu,

1260
01:18:19,160 --> 01:18:21,960
quid agat sub cucullo est suus 'dicens, okay, suus' a character apparatu,

1261
01:18:21,960 --> 01:18:23,690
sic suus 'a monstratorem.

1262
01:18:23,690 --> 01:18:26,510
Idem et x,

1263
01:18:26,510 --> 01:18:28,650
hoc est quod subdit x et y,

1264
01:18:28,650 --> 01:18:31,820
idem est quantum memoria progrediendi.

1265
01:18:31,820 --> 01:18:34,930
Et nunc x + y dat nobis aliqua oratio,

1266
01:18:34,930 --> 01:18:37,570
et nos dereference oratio aut sequuntur sagitta

1267
01:18:37,570 --> 01:18:41,640
eo loco in quo memoria ex locis et in pretio habetur memoria.

1268
01:18:41,640 --> 01:18:43,720
Sic et haec duo sunt omnino idem.

1269
01:18:43,720 --> 01:18:45,840
Suus 'iustus a syntactic saccharo.

1270
01:18:45,840 --> 01:18:48,090
Faciunt idem. Ita haerent inter se diversis syntactics.

1271
01:18:51,500 --> 01:18:57,590
>> Quid ergo Romane errare? Similia, multus. Okay. Sic, mala.

1272
01:18:57,590 --> 01:19:02,410
Quidam mali res vos can operor non sunt reprehendo si vestri malloc vocatio redit null, vox?

1273
01:19:02,410 --> 01:19:06,560
Hic mihi modus quaeris ego - quid multis?

1274
01:19:06,560 --> 01:19:11,200
Similis II billion temporibus IV, quia in magnitudinem Integrum est IV bytes.

1275
01:19:11,200 --> 01:19:13,810
Im 'petendo nam simile VIII billion bytes.

1276
01:19:13,810 --> 01:19:17,270
Scilicet ante me non est me tantum posse memoriam reduxit.

1277
01:19:17,270 --> 01:19:20,960
Et si non nulla sustinerentur, ita quod ibi dereference conamur -

1278
01:19:20,960 --> 01:19:24,270
unde sequitur sagittis suus 'iens - memoriam non habemus.

1279
01:19:24,270 --> 01:19:27,150
Hoc est quod vocamus dereferencing nullam a monstratorem.

1280
01:19:27,150 --> 01:19:29,710
Et hoc essentialiter scandalizat te segfault.

1281
01:19:29,710 --> 01:19:31,790
Hoc est unum de mores vos can segfault.

1282
01:19:34,090 --> 01:19:38,090
Alteram malam res vos can operor - o bene.

1283
01:19:38,090 --> 01:19:40,650
Quod erat dereferencing nullam a monstratorem. Okay.

1284
01:19:40,650 --> 01:19:45,160
Other malis - bene, ratione ducta vos iustus posuit impeditivae in illic

1285
01:19:45,160 --> 01:19:46,980
quod cohibet, sive in monstratorem nulla sit

1286
01:19:46,980 --> 01:19:51,000
et similis exitus de progressio si contigerit quod malloc redit nullam a monstratorem.

1287
01:19:55,110 --> 01:19:59,850
Ut 'xkcd comici. Intellegebat populus modo. Exstat Iuda.

1288
01:20:06,120 --> 01:20:09,350
>> Sic, memoria. Et abii Iordanem istum.

1289
01:20:09,350 --> 01:20:12,000
Erant 'vocans malloc in a loop, sed omne tempus vocamus malloc

1290
01:20:12,000 --> 01:20:14,370
erant 'losing semita of ubi Hunc monstratorem est demonstrato,

1291
01:20:14,370 --> 01:20:15,750
quoniam erant 'clobbering eam.

1292
01:20:15,750 --> 01:20:18,410
Sic, initialis vocatio ad malloc dat mihi memoria super hic.

1293
01:20:18,410 --> 01:20:19,990
Mea monstratorem indicibusque ad hanc.

1294
01:20:19,990 --> 01:20:23,020
Nunc non libero ut nunc iterum dico malloc.

1295
01:20:23,020 --> 01:20:26,070
Nunc vertitur super hic. Nunc memoria mea indicat super hic.

1296
01:20:26,070 --> 01:20:27,640
Cuspis super hic. Cuspis super hic.

1297
01:20:27,640 --> 01:20:31,820
Sed ego perdidi semita of inscriptiones cursuales omnem memoriam super hic quod ego partita.

1298
01:20:31,820 --> 01:20:35,100
Itaque de his ultra iam non habere.

1299
01:20:35,100 --> 01:20:37,230
Sic, non possum liberare eos, extra hoc loop.

1300
01:20:37,230 --> 01:20:39,390
Ut ergo tale constituere,

1301
01:20:39,390 --> 01:20:42,250
si vos obliviscamini ad liberum memoria et vos adepto haec memoria Leak,

1302
01:20:42,250 --> 01:20:45,810
Cum tu sis ansam solvere introrsum memoriam operatus est.

1303
01:20:45,810 --> 01:20:51,400
Caeterum accidit. Scio lots of odistis hoc.

1304
01:20:51,400 --> 01:20:55,270
Sed nunc - yay! Vos adepto quasi 44.000 kilobytes.

1305
01:20:55,270 --> 01:20:57,110
Ita ad finem ansam liberes,

1306
01:20:57,110 --> 01:20:59,770
memoria iusti suus 'iens ut tempor libero.

1307
01:20:59,770 --> 01:21:03,620
Essentialiter, vestri progressio non habere memoriam, Leak anymore.

1308
01:21:03,620 --> 01:21:08,150
>> Et nunc aliquid aliud potes facere est liberare aliqua memoria ut youve postulasti bis.

1309
01:21:08,150 --> 01:21:11,060
Hic tibi malloc quid facias pretium.

1310
01:21:11,060 --> 01:21:13,140
Dixisti enim aliquando fieri liberes eos.

1311
01:21:13,140 --> 01:21:14,940
Sed tunc iterum liberauit.

1312
01:21:14,940 --> 01:21:16,730
Lorem male rem.

1313
01:21:16,730 --> 01:21:18,820
Suus 'non iens ut initio segfault,

1314
01:21:18,820 --> 01:21:23,350
sed post dum quid hoc agit, agit duplici liberandi hoc corrumpit vestra acervum structuram,

1315
01:21:23,350 --> 01:21:27,200
quod youll 'discere pauco plura de hac si vultis, ad diripiendam classis quasi CS61.

1316
01:21:27,200 --> 01:21:30,000
Sed essentialiter post modicum vestri computer est iens impetro confusa

1317
01:21:30,000 --> 01:21:33,010
circa Memoria quid situationes sunt ubi et ubi suus 'condita -

1318
01:21:33,010 --> 01:21:34,800
ubi notitia est repono in memoria.

1319
01:21:34,800 --> 01:21:38,080
Et sic liberandi a monstratorem bis malus est res ut vos operor non volo facere.

1320
01:21:38,080 --> 01:21:41,600
>> Alia qui possunt ire iniuria non usura sizeof.

1321
01:21:41,600 --> 01:21:44,460
In hoc ergo theca vos malloc VIII bytes,

1322
01:21:44,460 --> 01:21:46,700
idem est et duo integri, iustum

1323
01:21:46,700 --> 01:21:49,580
Itaque tutissimum est autem hoc?

1324
01:21:49,580 --> 01:21:52,160
Bene, ut Lucas communicaverunt de super diversas architectures,

1325
01:21:52,160 --> 01:21:54,220
integri, sunt diversae longitudines.

1326
01:21:54,220 --> 01:21:57,970
Ita in INSTRUMENTUM ut vestri 'usura, integri sunt circa IV bytes,

1327
01:21:57,970 --> 01:22:02,370
sed in aliqua alia system ut essent VIII bytes aut ut essent XVI bytes.

1328
01:22:02,370 --> 01:22:05,680
Si huc modo uti numero,

1329
01:22:05,680 --> 01:22:07,310
is progressio ut operandi in die INSTRUMENTUM,

1330
01:22:07,310 --> 01:22:10,360
tamen suus 'non iens ut collocant satis memoria in aliquo alio ratio.

1331
01:22:10,360 --> 01:22:14,020
Hic ponitur hoc sizeof auctor.

1332
01:22:14,020 --> 01:22:16,880
Cum appellamus sizeof (int), quid sit hoc facit, est

1333
01:22:16,880 --> 01:22:21,910
 rationem insinuat, quod in magnitudine rationem integri currit.

1334
01:22:21,910 --> 01:22:25,490
Sic, in hoc casu, sizeof (int) revertar IV super aliquid quasi INSTRUMENTUM,

1335
01:22:25,490 --> 01:22:29,980
* II nunc IV voluntatem, quae VIII,

1336
01:22:29,980 --> 01:22:32,330
duo requiruntur numeri integri loco quantum justum est.

1337
01:22:32,330 --> 01:22:36,710
In diversa ratio, si int similis est XVI bytes aut VIII bytes,

1338
01:22:36,710 --> 01:22:39,380
bytes congregem ut ultricies quantum satis esse rediturum.

1339
01:22:41,830 --> 01:22:45,310
>> Et, denique, structs.

1340
01:22:45,310 --> 01:22:48,340
Sic, si vos volo congregem a sudoku tabula in memoria, quomodo nos facimus hoc facere?

1341
01:22:48,340 --> 01:22:51,570
Ut scires varia de primo,

1342
01:22:51,570 --> 01:22:53,820
Secunda differentia est, nam tertia differentia,

1343
01:22:53,820 --> 01:22:56,420
Quartum est differentia - malus est?

1344
01:22:56,420 --> 01:23:00,750
Ergo melius est facere quod possis IX, X super sedes IX.

1345
01:23:00,750 --> 01:23:04,480
Bene, si quid vellet, quae una cum tabula sudoku

1346
01:23:04,480 --> 01:23:06,490
quantae difficultatis sit, ut tabulae,

1347
01:23:06,490 --> 01:23:11,740
neque enim aliunde quid, aut quantum solvere tempore istam tabulam suus cepit?

1348
01:23:11,740 --> 01:23:14,970
Quid ergo potes facere quod possis instruere.

1349
01:23:14,970 --> 01:23:18,910
Quis Im basically dictum est Im definienda hac structura super hic

1350
01:23:18,910 --> 01:23:23,230
Im 'Definiens sudoku tabula quae consistit in quadam tabula id est IX x IX.

1351
01:23:23,230 --> 01:23:26,650
>> Et quid habet ipsam habet indicibusque ad nomen campester.

1352
01:23:26,650 --> 01:23:30,730
Quoque x et y sint coordinatae ubi nunc sum.

1353
01:23:30,730 --> 01:23:35,980
Is quoque has temporis impendisse [inintelligibile], et habet totalis numerus movet Ive 'inputted quatenus.

1354
01:23:35,980 --> 01:23:40,010
Et sic in hoc casu, possum Group A totum Fasciculumque of notitia in iustus unus structuram

1355
01:23:40,010 --> 01:23:42,790
pro habens eam quasi circumuolans in simili diversis variabiles

1356
01:23:42,790 --> 01:23:44,540
ne vestigium quidem non possum.

1357
01:23:44,540 --> 01:23:49,720
Et hoc nobis permittit habere iustum nice quod syntax pro genus indiciunt diversis rebus introrsum instrúite.

1358
01:23:49,720 --> 01:23:53,430
Ego can iustus facere board.board, et ego adepto sudoku tabula retro.

1359
01:23:53,430 --> 01:23:56,320
Board.level, EGO adepto quomodo lenta est.

1360
01:23:56,320 --> 01:24:00,540
Board.x et board.y da mihi coordinatae ubi ego essent in tabulis.

1361
01:24:00,540 --> 01:24:04,730
Curabitur accessu et agros instruere dicimus.

1362
01:24:04,730 --> 01:24:08,840
Hoc definit sudokuBoard, quae est type mea.

1363
01:24:08,840 --> 01:24:14,800
Et nunc sumus hic. Habeo variabilis vocatur "tabula" of type sudokuBoard.

1364
01:24:14,800 --> 01:24:18,820
Et sic ego nunc tibi can obvius omnes campi qui hanc efficiunt structura super hic.

1365
01:24:20,830 --> 01:24:22,450
>> Ullus questions circa structs? Etiam?

1366
01:24:22,450 --> 01:24:25,890
[Discipulus] Nam int x, y, adfirmares tam in unam lineam? >> [Joseph] Uh-huh.

1367
01:24:25,890 --> 01:24:27,400
[Discipulus] Ergo cum omnes justi poterit?

1368
01:24:27,400 --> 01:24:31,200
Similis in x, y distingue temporum, ut totalis?

1369
01:24:31,200 --> 01:24:34,460
[Ille] Verum ut possis plane autem eadem ratione x et y -

1370
01:24:34,460 --> 01:24:36,330
Unde hoc modo potest referri et nisi in eadem recta?

1371
01:24:36,330 --> 01:24:38,600
Quin omnia haec eodem modo versus

1372
01:24:38,600 --> 01:24:42,090
iunguntur inter x et y,

1373
01:24:42,090 --> 01:24:44,780
Et hoc verius stylistically quodammodo,

1374
01:24:44,780 --> 01:24:46,600
quoniam in eadem linea duo coetus amet

1375
01:24:46,600 --> 01:24:49,340
aeque idem genus pertinent.

1376
01:24:49,340 --> 01:24:51,440
EGO iustus scindendae his seorsum. Praesent justo id turpis.

1377
01:24:51,440 --> 01:24:53,720
Eam officiatorie nihil interest quodcumque.

1378
01:24:58,150 --> 01:24:59,270
Quaelibet alia interrogationes de structs?

1379
01:25:03,030 --> 01:25:06,620
Vos can definiat, Pokédex cum instrúite.

1380
01:25:06,620 --> 01:25:11,720
A habet numerum habet Pokémon litteras ad dominum pertinet.

1381
01:25:11,720 --> 01:25:16,990
Et si quid Pokémon apparatu potes, adversus Pokédex iure?

1382
01:25:16,990 --> 01:25:20,810
Okay, frigus. Sic, interrogationes de structs. Illi sunt comparatur ad structs.

1383
01:25:20,810 --> 01:25:25,270
>> Postremo, GDB. Quid GDB permissum vos facere? Eam lets vos debug vestri progressio.

1384
01:25:25,270 --> 01:25:27,650
Et si tu non usi GDB, velim commendatur spectator brevis

1385
01:25:27,650 --> 01:25:31,250
et iustus iens super quis GDB est, quomodo vos opus cum ea, quomodo vos vires uti,

1386
01:25:31,250 --> 01:25:32,900
supra rationem et experimentum.

1387
01:25:32,900 --> 01:25:37,400
Et sic illud quod GDB lets vos operor est lets silentium [inintelligibile] sursum vestri progressio

1388
01:25:37,400 --> 01:25:38,920
et practice linea.

1389
01:25:38,920 --> 01:25:42,600
Pro exemplo, volo pause executionem procul amo linea III mei progressio,

1390
01:25:42,600 --> 01:25:46,010
dum in acie me, omnes valores III imprimere non possum.

1391
01:25:46,010 --> 01:25:49,710
Huiusmodi ergo quod linea intermissa

1392
01:25:49,710 --> 01:25:52,350
est hoc dicimus, pronuntient, breakpoint ad quod linea

1393
01:25:52,350 --> 01:25:55,920
denique ad figuras civitas constet ex tunc elit.

1394
01:25:55,920 --> 01:25:58,990
>> Possumus ergo inde succederem per progressio linea-by-line.

1395
01:25:58,990 --> 01:26:03,200
BIBLIOTHECA considerari potest status et tempus.

1396
01:26:03,200 --> 01:26:08,600
Et sic in uti GDB, quod facimus est vocamus sonant in C lima,

1397
01:26:08,600 --> 01:26:11,290
Sed hoc ipsum est ggdb-lum.

1398
01:26:11,290 --> 01:26:15,850
Poscimus, et 'perfectus cum ea quam iustus run GDB in resultans output lima.

1399
01:26:15,850 --> 01:26:18,810
Et sic vos adepto quidam sicut massa text sicut illud,

1400
01:26:18,810 --> 01:26:21,990
At vero praeceptum facias in hoc genus ab initio.

1401
01:26:21,990 --> 01:26:24,250
Frange main ponit breakpoint ad marmor.

1402
01:26:24,250 --> 01:26:28,470
List CD enumerat lineas of code circa linea CD.

1403
01:26:28,470 --> 01:26:31,410
Et hoc modo potest dici respicis, o

1404
01:26:31,410 --> 01:26:34,360
In acie constituit CCCXCVII breakpoint volo quod linea,

1405
01:26:34,360 --> 01:26:37,170
Lorem ipsum currere in gradu tuo et frangere deferretur.

1406
01:26:37,170 --> 01:26:41,120
Nec mora suus 'iens et potest imprimere, nam ut gravis et acuti vim.

1407
01:26:41,120 --> 01:26:46,410
Sunt itaque imperia fasciculum indigeo discere,

1408
01:26:46,410 --> 01:26:48,660
et hoc posuere varius ascendam in website,

1409
01:26:48,660 --> 01:26:54,000
sic si vos iustus volo ut Pomponius aut hos aut similes posuit eos in vestri circumuentor cadurco, sentio solvo.

1410
01:26:54,000 --> 01:27:00,650
>> Frigus. Quiz erat luctus 0 si perstiteris certe dubitant.

1411
01:27:00,650 --> 01:27:03,850
Omni jure.

1412
01:27:03,850 --> 01:27:09,030
>>  [Plausus]

1413
01:27:09,030 --> 01:27:13,000
>> [CS50.TV]