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[Powered by Google Translate] Lets loqui de structs.

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Structs nobis tradere via ad Group A fasciculumque variabiles simul

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in a nice sarcina.

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Sed videamus an facilis exemplum statim,

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itaque dicimus instrúite,

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tunc aperiens crispus, ue,

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et in hoc instrúite, puteus 'have an int aetatis,

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a chari * nomen,

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et ut 'eam.

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Videri potest cerritulus cum semicolon post crispus, ue,

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tamen suus 'nimirum necesse cum structs.

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Ullum efficax type possunt ire intra instrúite definitionem.

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Hic, weve dicebat quam int et chari *,

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tamen vos could quoque utor intellegeretur compluras, de dicunt, C elementa

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vel etiam alius instrúite.

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Ut vestri 'usura structs in C,

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vestri 'creans novis praeparandis

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Collecta de aliis formis.

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Hic, nos erant 'faciebat aliud type

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ex pari integer et chari *.

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Sicut puteus 'animadverto postea instrúite type

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Alia condicio est in aliquo aequivalenti modo usus es.

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Usualiter, Peius 'exsisto comparantes, quomodo instrúite type

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Integrum est similis ratio.

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Dum codice scripsimus valet C,

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suus 'non valde utilis

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et sonant dabit nobis commonitionem.

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Memento quomodo structs et ejus sunt similes?

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Sane, basically mox dictum

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int,

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non multum prodest quod erat faciendum.

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Sic lets actu annuntiabit variabilis id genus

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dando eam nomen ante semicolon.

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Puteus 'vocant variabilis studiosum.

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Nunc weve declaravit variabilis vocant, studiosum

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cum type datur per instrúite.

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Quomodo nos adepto ut variabiles intra instrúite?

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Technice, nomina pro his variabiles

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sunt membra.

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Ut obvius ullus particulare membrum in studiosum instrúite,

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vos appendamus a dot ad incertos nomen,

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Nomen habes membra secutura.

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Ita hic solum II valet possibilities

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sunt student.age

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et student.name.

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Et nos potest aliquid facere quasi

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student.age = XII

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et student.name = studiosum.

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Discipulus Quid si secundo modo voluit?

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His imitari putes crustulum

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et mutare discipulo ut studiosum II aut aliquid

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et illud erit operari,

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sed technice, liber et discipulus II

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non sunt unius speciei.

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Ecce, non poterit assignari ad invicem.

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Quia eatenus

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vestra instrúite fuerit Innominatus.

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Nomen dare oportet.

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Id enim nomen inserere instruere

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post vocem instrúite.

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studiosum,

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secuti per definitionem.

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Possumus adhuc statim annuntiabit variabili type

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instrúite studiosum, amo nos did prius.

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Puteus 'vocant S1

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Dans instruere nomen

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possumus nunc utimur instrúite studiosum

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fere in exactam similiter sic uti int.

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Ita et nos declarare potest variabili type instrúite studiosum,

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sicut

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instrúite studiosum S 2.

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Quasi vestit, structs providere a brevis initialization syntax,

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sic possumus dicere, instrúite studiosum S 2

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pares

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sinistram crispus ue III, S2.

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Hic erit S2.age III,

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et S2.name Demonstrabit ad S 2.

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Cogita de omnibus quae vos can operor cum int type

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Discipulus instruere possis cum plurimi elit.

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Uti possumus a instrúite studiosum typo functio modularis.

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Uti possumus instrúite studiosum inside of novum instrúite.

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Habere possumus monstratorem a instrúite studiosum.

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Facere possumus moli instrúite studiosum.

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Instrúite est discipulus typum

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sicut pertinet int.

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Possumus etiam assignare S1 ad S 2

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quia utrumque est eiusdem rationis, ut faciamus

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S1 = S 2.

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Quid accidit si faciamus

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S1.age = X?

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Facit S 2 omnino mutatio?

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Iterum, cogitant de structs sicut regularis integri.

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Si nos assignare aliquam int X ad aliquam int Y,

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sicut X = Y

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et tunc mutare X,

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sicut in X + +,

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non Y mutare omnino?

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Hic non mutatur Y et S2 nec est.

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S2.age adhuc est III.

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Sed nota quod quando unam assignarunt instrúite ad alterum,

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tamen argumentis omnes ad idem punctum,

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cum essent iusti transtulerunt.

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Si indicia noluerunt communicare,

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youll 'postulo ut manually tractare quod,

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forte a malicking unum obstructionum memoriae pro uno ex indicibusque ad designandum

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et iactat imitari notitia super.

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Is vires exsisto molestiae habere scribere instrúite studiosum ubique.

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Usura a type def, possumus facere

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type def

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instrúite

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et nos feres studiosum.

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Nunc, uti possumus studiosum ubique

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usi sumus uti instrúite studiosum.

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Hoc genus def suus 'anonymi instrúite

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et dicit hoc studiosum.

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Sed si nos servabo studiosum Identifier

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iuxta verbum instrúite, sicut in typedef instrúite studiosum,

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possemus usus utroque instrúite studiosum et discipulus convertibiliter nunc.

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Non quidem idem nomen.

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Possemus typus def instrúite discipulo ut Bob

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et tunc instrúite discipuli et Bob

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esset convertuntur typus.

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Neglegens genus def,

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egeamus Identifier iuxta instrúite

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si definitione instrúite

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est recursive.

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Pro exemplo,

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type def instrúite node

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ut et int val definietur

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et quod habebit monstratorem quod punctis ad aliud instrúite node.,

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sicut in instrúite node * postero.

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Node deinde feres.

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Hoc instrúite est recursive,

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quoniam definitio de instrúite node in se contineat

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a monstratorem a instrúite node.

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Animadverto ut esse dicendum, instrúite node * postero

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node interius rationem instruere,

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quia typum def est non finitur tamen permittat nos simpliciorem hoc

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ut iustus node * postero.

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Duis ac similia de te structs

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cum de cohærentes lists atque arborum.

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Quid de structs in functio?

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Haec etiam est perfecte valet.

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Habere possemus

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irritum func

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quae accipit pro argumento,

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studiosum s

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et facit aliquid cum eam discipulam.

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Et tunc transire potest eam sicut studiosum instrúite quasi ita.

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Func de S1 a facie mea.

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In instrúite se gerat

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prorsus ut integer esset quando transiit ad muneris.

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Func recipit exemplar S1

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et sic non potest modify S1;

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sed tantum illud exemplar vitae S. condita

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S1 pertinet moderari possint, si placet,

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func mos postulo ut accipere studiosum * S,

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quod youll 'transeundum fuisse S1 a oratio, quasi ita.

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Discipulus * S, func & S1.

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Illic 'alia ratione praeterire oratio hic.

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Quid si nostri instrúite continetur C arva?

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Singulis tempus nos transire discipulo ut func,

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occasione haeresis factae indiget ut effingo omnium illorum C agris in func argumentum S,

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etiamsi eorum pars magna non utitur.

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Ut, si iam func non intentio in modificans studiosum,

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si adhuc possunt fieri pretiosum, transibit per oratio.

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Okay, quid si nos volo creo a monstratorem a instrúite?

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Facere potuimus aliquid simile

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studiosum * S

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pares malloc

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moli studiosum.

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Animadverto ut moli etiam officina hic.

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Sic quam nunc nos obvius aetate membrum

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tabulato situm S punctis, ad?

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Vos vires primum cogitare facere

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* S.age = IV,

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sed non minus laboro.

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Cum hoc tamen intelligi

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* S.age in parentheses = IV,

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quae non etiam compilare,

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cum S non est instrúite vel potius monstratorem a instrúite,

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Itaque non puncto opus est.

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Facere potuimus

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(* S). Aetas = IV

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sed parentheseos can adepto molestiae et confundit.

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Thankfully, habemus specialis sagitta operator

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, quod respicit aliquid simile

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S-> aetate = IV.

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Hi II vias indiciunt aetate

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sunt aequivalentes

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et nos realiter non semper indigent sagitta operante,

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sed facit rebus respice nicer.

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Cum S est monstratorem aliqua obstructionum memoriae est quod continet instrúite,

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vos potest cogitare de S> aetate tamquam sequi monstratorem sagitta

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et carpseris saeculi membri.

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Sic cur nos quando utor structs?

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Praesent turpis justo primo impune licet integri,

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chars, indicibusque et similia

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qui erant 'solebat;

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pro S1 et S 2 ante,

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nos habere potuit age1, age2, name1, et name2

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simul omnes indeterminatas separatas.

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Hoc est finem cum tantum II alumni,

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X Quid si haberemus illos?

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II Quod si non modo in agros

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studiosum instrúite habebat C arva?

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GPA vias pilorum color genus, etc.

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Pro iustus X structs, nos postulo 1,000 indeterminatas separatas.

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Item, considerate functio

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ut takes quod instrúite cum C agros cum suo soium argumentum

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et procer sicco omnibus.

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Si hoc non utor a instrúite,

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singulis tempus vocamus ea functio,

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nos postulo ut transissent omnes C variabilium,

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et si C variabilium pro studiosum I,

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et C variabilium pro studiosum II,

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opus habemus certus nos non per accidens aliquod praetereat variabiles a studiosum I

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et quidam variabiles a studiosum II.

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Suus 'potuisse effici ille error cum instrúite,

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cum omnes C variabiles sunt continetur in uno sarcina.

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Iustus a iugo of finalis annotat:

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Si omnia ista quae hactenus eget magna.

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Totum video per reliquum est causa.

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Quia structs tenere potest ullus typus of monstratorem,

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possunt quoque teneat functio indicibusque.

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Si vestri 'familiarior cum obiectum orientatur programming,

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hoc suggero a via utor structs ad progressio in obiecto orientatur penicullus.

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More on functio indicibusque alias.

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Item aliquando habeátis II structs

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quorum rationes dependent ab invicem.

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Pro exemplo,

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habere possemus instrúite A,

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quae definitur

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a monstratorem a instrúite B,

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instrúite B * X,

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et nunc habere possumus instrúite B

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quae definitur a monstratorem

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ad instrúite A,

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instrúite A * Y.

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Sed hoc non congero,

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quia instrúite B non existit in tempore quo instrúite A etiam compilavit.

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Et si nos PERMUTO instrúite A et instrúite B,

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tunc wed 'iustus in reliquit cum problema idem;

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nunc instruere et A non esse.

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Pro solutione habetur scribat

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instrúite B;

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ante definitione instrúite A.

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Hanc porro sententiam dicitur.

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Hoc iusto permittit compilator scient quia

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instrúite B validum est, typus quod erit plene postea definientur vel alibi.

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Est nomen meum Rob Bowden, et hoc est CS50.

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[CS50.TV]