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[Powered by Google Translate] In programming, saepe postulo ut repraesentant Lepidique tabulis valores,

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ut in sectione nomina discipulorum

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vel eorum ustulo in recentissimum quiz.

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>> In C lingua, declaravit vestit adhiberi potest,

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congregem limites.

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Indicem persequi facilis est elementis

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exercitu habuisse, si quid adire

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vel mitigare AUGUSTINE list elementum

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quidam enim arbitraria index ego,

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tempus semper id quod fit,

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sed vestit habere incommoda, quoque.

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>> Quando nos declaramus, erant 'requiritur dicere

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ascendit fronte quanta sunt,

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idest abscondunt se quot elementa

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Quae et quanta sunt quae determinantur secundum rationem.

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Puta int arr (X)

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potest reponunt X items

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qui sunt in magnitudinem int.

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>> Mutare non possumus intellegeretur compluras scriptor mole post declaratione consentiens.

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Nobis novam aciem, plus reponere elementum velit.

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Sed hoc limitation existit est quod noster

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progressio recondit cuncta acies

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sicut contiguum FRUSTUM of memoria.

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Dicere hoc est quiddam ubi nos repono in nostra ordinata.

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Esse poterat aliae variabiles

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sita vox tunc ut, in aciem

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memoria non possumus

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iustus planto, in aciem maior.

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>> Quandoque wed 'amo ut negotiarentur, in aciem ieiunium notitia accessum celeritate

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propter modicum plus mollitiem.

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Succede cohærentes list, alius basic notitia structuram

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ut ne familiarem.

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Magno campester,

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a cohærentes list recondit notitia in sequentia nodorum

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Nexus inter se connexa sunt,

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hinc nomen 'cohærentes list.'

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Visam ut haec differentia in ratione

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ducit ad diversas commoda et incommoda

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quam ordinata.

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>> Hic 'nonnullus C codice parumper valde simplex cohærentes album of integri.

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Vos can animadverto ut diximus repraesentatur singulis node

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in album sicut instrúite quae continet II rerum,

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integer congregem vocatur 'val'

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et a link ad proximam node in album

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quae nos repraesentant quasi monstratorem vocatur 'deinde.'

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Hæc via, possumus vestigent totius list

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cum vnicus duntaxat monstratorem 1 nodi

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et tunc sequi possit postero indicibusque

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ad 2nd nodi

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ad 3 nodi

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ad 4 ta nodi

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et sic quousque deveniatur ad ultimum album.

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>> Vos vires videre poterit I commodum hoc habet

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super stabilis array structura potius - cohærentes album,

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FRUSTUM memoriae magnum omnino non egeremus.

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1 Ordo vivere hie nodum memoria

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et 2nd node posset esse omni via super hic.

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Ubicumque possumus omnes nodi sunt in memoria,

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quia satus procul 1 node, singulorum node scriptor postero monstratorem

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nobis narrat exacte ubi ire postero.

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>> Accedit non habemus dicere ascendit fronte

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quomodo magnus cohærentes list erit via faciemus stabilis vestit,

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cum nos custodire potest addendo nodorum ad elenchum

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quamdiu illic 'spatium alicubi in memoria pro novus nodorum.

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Ergo, connexionem lists es securus resize dynamically.

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Dicere, mox in progressio nos postulo ut ultra addere nodorum

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in nostrum album.

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Inserere novum node in nostrum album in musca

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omnes nos have efficio est collocant memoriam pro quod nodi

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plop in notitia valorem,

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et deinde mitte quo tendimus, per adjusting congrua indicibusque.

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>> Sicut si vellemus ponas in medio nodi

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2 et 3 nodis in album,

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 non essemus saltem movere 2nd aut 3 nodorum omnino.

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Dicunt, nos erant 'inserentes hac rufa node.

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Omnes nos youd 'have efficio est paro novum node scriptor postero monstratorem

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ad designandum 3 node

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et tunc rewire 2nd node scriptor postero monstratorem

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node nostrorum ostendere.

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Possimus resize licias nostras in muscam

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quoniam nostra computatrum non inniti super Indexing,

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sed magis in retorquentis usura indicibusque congregem eos.

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>> Attamen, incommodum cohærentes lists

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est, quod si dissimilis a stabilis apparatu,

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in medium illico eu lacus non justo.

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Quia computer habet ad visitandum singulis node in cohærentes list

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ut ad sequentem,

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suus 'iens accipere amplius invenire particulari node

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quam si in ordine.

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Ad percurret totam list sumit tempus proportionalis

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ut longitudo tabulae,

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aut O (n) in asymptotici notatio.

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Sc average, pertingens ulla node

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etiam sumit tempus proportionalis n.

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>> Nunc, lets actu nonnullas conscribemus codice

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cooperanti cohærentes limites.

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Lets 'narro volumus quod ei cohærentes album of integri.

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Possumus repraesentare node in nostrum album iterum

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sicut instrúite cum II agros,

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integer valor vocatur 'val'

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et postero monstratorem postero nodum album.

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Etiam videtur simplex satis.

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>> Scribere velimus dicere actum sit amet

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quae percurrit seriem et clauorum sicco

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valor repono in novissimo nodum album.

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Bene nodis Transitus interpretatur puteus in indice opus

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invenire unum, verum, quoniam non sumus addit

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Deletis aut aliquid mutari nolimus

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interno structura postero indicibusque in album.

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>> Sic, puteus 'postulo a monstratorem Nam propter traversal

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quod puteus 'vocant crawler.'

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Is mos repere per omnes elementa list

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sequendo torquem postero indicibusque.

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Omnes nos condideris est monstratorem 1 nodi

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vel 'caput' de album.

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Caput punctis ad 1 node.

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Suus 'ratio monstratorem-ut-node.

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>> Impetro actualis 1 node in album,

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nos have ut dereference Hunc monstratorem,

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sed ante possumus dereference eam, nos postulo ut reprehendo

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si monstratorem nulla sit primum.

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Mauris nulla nisi, sit amet lectus;

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ex typis mandata nostra et quod album sit amet,

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non sit ultimus node.

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At dicent quod vacuum non lectus.

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Si non est, tunc tota series habeant

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usque ad ultimam deveniatur nodum album,

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cognoscitur et in album node demum si quaeritis?

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>> Si nulla est regula proxima node est,

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Nunc scimus quia fine

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quia ultimus postero monstratorem nullam haberet postero node in album ad designandum.

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Suus 'bonus ad hoc quod praxis perpetuo servant ultimum node scriptor postero monstratorem initialized ad cassare

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standardized rerum quae nos habere arcu eget lectus pervenisse.

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>> Sic, si crawler → postero nulla est,

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memor esto, quod sagitta syntax est a brevis pro dereferencing

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a monstratorem a instrúite, tunc accessu

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antecedenti proximo agro aequiparantur inconcinnus:

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(* Crawler). Postero.

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Semel repperimus ultimum nodi

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nos volo ut procer crawler → val,

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valor in vena node

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quod scimus enim ultimum.

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Aut si non sumus node tandem in album,

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node habetur in indice ad sequentia procedere

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si ultimum illud reprehendo.

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Ad faciendum hoc, nos iustus set nostram crawler monstratorem

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ad designandum pro current node scriptor postero valorem,

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id est, postero node in album.

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Hoc fit per statuentes

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crawler = crawler → postero.

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Tunc iteramus hoc processu, cum loop puta,

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donec invenimus ultimum node.

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Sic, puta si crawler erat demonstrato caput,

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ponemus crawler ad designandum crawler → deinde,

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1 Deinde idem agrum quod node.

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Sic, iam nostram crawler est demonstrato 2nd nodi

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et rursus, cum repetite ansam veniat,

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dein proximo inventus nodi est

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ubi node scriptor postero monstratorem est demonstrato cassare.

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Et ibi habemus eam

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node ultima repperimus in album, pretium et figuras,

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nos iustus uti crawler → val.

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>> Pertransita non est ita malum, sed circa quid, inserentes?

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Occasionibus dicere volumus inserere integer in 4 ta positio

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in integer list.

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Quæ est inter current 3 4 nodorum.

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Item, quaelibet recta ire

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impetro ut 3 elementum, unum erant 'inserentes post.

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Ita est partum a crawler monstratorem iterum ad lustrare album,

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reprehendo si caput nostrum monstratorem nulla est,

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et si suus 'non, demonstravisse nostri crawler monstratorem ad caput node.

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Ut elementum sumus in 1.

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Habemus ad proficiscendum II plus elementa antequam possit inserere,

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sic uti possumus a, pro loop

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int i = I; i <III; i + +

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et in singulis iteratione de ansam veniat,

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ingrediuntur crawler monstratorem adducta per I node

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per reprehendo si current node scriptor postero agro nulla est,

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et si suus 'non, movere nostrum crawler monstratorem postero node

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statuendo parem current node scriptor postero monstratorem.

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Igitur cum nostrae pro loop dicit ut faciant quod

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bis,

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weve pervenit 3 nodi

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et semel nostrum crawler monstratorem tetigit node post

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quae volumus inserere nova integer,

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quomodo nos actu fremuérunt inserentes?

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>> Bene, nova integer habet inserenda elenchus,

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sicut pars sua node instrúite,

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quia hoc est realiter sequence nodorum.

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Sic, lets facere novum monstratorem node

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vocatur 'new_node,'

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et posuit nos ut placeat memoriae tradere,

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super acervum nodi se,

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et quam multa memoria numquid egemus placeat?

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Atque magnitudine nodo

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volumus et val posuisset volumus acie integer aliquam.

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Lets dicunt, VI.

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Nunc, node nostra consistat integer valorem.

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Suus 'quoque bonum ad hoc quod praxis initialize novum node scriptor postero agro

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ad designandum cassare,

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sed quid nunc?

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>> Habemus ad mutare interno structuram list

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et sequenti indicibusque continetur in album est scriptor existens

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3 4 nodorum.

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Quia postero indicibusque determinare ordinem album,

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et quoniam erant 'inserentes nova per node

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media vox in album,

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illud possit esse frenum captiosius.

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Hoc est quia, recordentur, nostri computatrum

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scit nodi locus in album

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quia ad proximi indicibusque repono in priore nodorum.

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Si igitur in horum vestigia amissa locus,

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dicunt per mutare ad proximi indicibusque in nostra album,

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puta dicere Mutemur

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3 node scriptor postero agro

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ad designandum aliqua node super hic.

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Sistere extra sortem, quia non

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Reliqua qua ratione inveniri aliquod album

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et ut 'obviously permalum.

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Unde oportet ut sollicitus sit amet

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in quo nos manipulare nostro proximo indicibusque durante insertionem.

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>> Sic, simpliciorem reddere hoc, lets dicunt quod

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nostro primo IV nodorum

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vocantur, B, C, D, sagittis vinculum re indicium

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qui annecto nodorum.

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Sic, nos postulo ut insert nova per node

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in inter nodorum C & D.

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Sed in ordine ad criticam et ostendam tibi quid.

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>> Intueamur prius iniuriam facerent.

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Hey, scimus novum node habet venire iure post C,

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sic lets posuit C est scriptor postero monstratorem

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ad designandum new_node.

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Omni jure, videtur okay, nos iustus have ad consumma, nunc per

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faciens novum node scriptor postero monstratorem puncto ad D,

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Sed expecta, quid faceret?

236
00:10:03,250 --> 00:10:05,170
D tantum dic ubi qui fuit

237
00:10:05,170 --> 00:10:07,630
fuit proximus monstratorem prius repono in C,

238
00:10:07,630 --> 00:10:09,870
sed nos iustus rescripserunt qui monstratorem

239
00:10:09,870 --> 00:10:11,170
novum esse a nodo

240
00:10:11,170 --> 00:10:14,230
D, ubi sensus ita nec habebit ultra memoria

241
00:10:14,230 --> 00:10:17,020
et reliqua eget lectus.

242
00:10:17,020 --> 00:10:19,000
Non bonum omnibus.

243
00:10:19,000 --> 00:10:21,090
>> Ita quomodo hoc iustum

244
00:10:22,360 --> 00:10:25,090
Primo, monstrare novum node scriptor postero monstratorem in D.

245
00:10:26,170 --> 00:10:28,990
Nunc, et nova node scriptor et C est scriptor postero indicibusque

246
00:10:28,990 --> 00:10:30,660
Ostendit idem sunt nodi D

247
00:10:30,660 --> 00:10:32,290
tamen ut 'bysso.

248
00:10:32,290 --> 00:10:35,680
Est autem regula C 'Tunc nova node.

249
00:10:37,450 --> 00:10:39,670
Sic, weve hoc fecerit sine amittendi ulla notitia.

250
00:10:39,670 --> 00:10:42,280
In scripta, C est current node

251
00:10:42,280 --> 00:10:45,540
quod traversal monstratorem crawler est demonstrato,

252
00:10:45,540 --> 00:10:50,400
node per significata per D et nunc de altera nodo agri

253
00:10:50,400 --> 00:10:52,600
aut crawler → postero.

254
00:10:52,600 --> 00:10:55,460
Ita est primum proficiscentur novum node scriptor postero monstratorem

255
00:10:55,460 --> 00:10:57,370
ad designandum crawler → deinde,

256
00:10:57,370 --> 00:11:00,880
eodem modo diximus new_node scriptor postero monstratorem moreretur?

257
00:11:00,880 --> 00:11:02,780
D exemplis ostendere.

258
00:11:02,780 --> 00:11:04,540
Itaque nos can paro current node scriptor postero monstratorem

259
00:11:04,540 --> 00:11:06,330
ad nostrum novum nodi

260
00:11:06,330 --> 00:11:10,980
new_node sicut in C ducta ad punctum expectare.

261
00:11:10,980 --> 00:11:12,250
Unumquodque autem est ordinare, et non perdet

262
00:11:12,250 --> 00:11:14,490
track de aliqua notitia, et nos poterant ad iustus

263
00:11:14,490 --> 00:11:16,200
inhaero nova per node in medio elenchus,

264
00:11:16,200 --> 00:11:19,330
sine aedificamus totius rei vel etiam vicissitudinis cuiusquam elementi

265
00:11:19,330 --> 00:11:22,490
fixa usu fuisse ordine, longum.

266
00:11:22,490 --> 00:11:26,020
>> Sic, connexionem lists sunt basic, sed maximus, dynamic notitia structuram

267
00:11:26,020 --> 00:11:29,080
quae habent utrumque commoda et incommoda

268
00:11:29,080 --> 00:11:31,260
comparatur ad vestit et alia notitia structuras,

269
00:11:31,260 --> 00:11:33,350
et ut est saepe accidit in computatrum scientia,

270
00:11:33,350 --> 00:11:35,640
Gravis scire se uti organo,

271
00:11:35,640 --> 00:11:37,960
sic vos can pick ius tool pro jure officium.

272
00:11:37,960 --> 00:11:40,060
>> Pro magis praxi, tentant scribens diversis muneribus,

273
00:11:40,060 --> 00:11:42,080
delete nodorum a cohærentes list -

274
00:11:42,080 --> 00:11:44,050
memor ordinis quo invigilandum CONSTITUO

275
00:11:44,050 --> 00:11:47,430
deinde tuus indicibusque ad invigilandum, ut vos non amittere FRUSTUM tui list -

276
00:11:47,430 --> 00:11:50,200
aut functio numerare nodorum in cohærentes album,

277
00:11:50,200 --> 00:11:53,280
Suspendisse vel uno ordine omnes retro in nodis iungitur numero.

278
00:11:53,280 --> 00:11:56,090
>> Est nomen meum Jackson Steinkamp, ​​hoc est CS50.