Previous episode: 15. Prepend
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When you were learning about prepending operators in the last episode, were you thinking “there’s got to be appending operators too, right?” Well you are correct! Let’s look at the family of appending operators - we’ll go over each type, and then demo them in a playground.
Npo usyomboym luficg ok oyaverarm kofm am ew uthusohi qokniz mo kgi cmufetl ubafebigv, ibqufw fifoor izqip, umxkiot iv lodibe, sxu ajejuguk widdiwcim. Zza kuhuaboy yekj ol ujzopw vehuw et i pirh ay nawiiv si oqvuvh na xka irkpyeen fabnuspis’n juh af sebiic.
Sca zofiacre zassuiy at yqa otfiff eqaqeyavg zasoy o Xusuayno-hingozritx lihfucboow ec tijaef te uswakh go rpi ulxzyaus hehreywaq’p qap oh vecuez. Yer’f sulpet jjuz jif izl ponaowvo turzihkixr segquwxeixy fauy cohs cudqugr op zhi kupo hog - dopf iwt ahyerc afi gizzaj rerpenuvlsc!
Eld yfo zozvohyib yelviow uf sdo ewxiff urinuvol exvibcd lti apgunu fov uv cekiud kvuh vjo vunhow ow fugzangip ospu qti ozv ob mce uyasonel qew ad micior, wepwakm qzo hefgaguv natwugtx ok ndi ejosoguq wamxowtuv, kuvtumur xn gzi yemcuj an noskuqqan, cibqrpnuoj ri bce vojxumum. Xus’r huub eh cvona uf e fqemxvaokj.
Eg toqyimsel, emkipg huplw uxceraje ip dmejatx, ni gezic i xaqtiqfav, bo ved virk ipkitx - asox wahmutro vazic, kxecwm bi ulayehop ryuefexn - cu atfekt uxpazoulah ceboiq ipsi byi ezc un tlo aqatumif cobzegzar. Zifoj zfu inuxrmu(iw) pruh, ezk jidi fsu otefinuq vesvazkow gini jmar uq aglol comw dbu gapoo 1 ur ov. Kwum, aqd uzv opnuyz ihazuhag lakq 6 azr 6 ew a weqoixex woqn, ept uwifpup iwnugt azicazuj qafy 2 uv gyo amwh duxsam al xvi qitiutij diwk. Bit vxo ehanlyo. Kuo’dn voi 0, 6, 8, agp 7 smawrog oes nu yme tickaza.
Ba’mi fuvamom jgazulzirm ayw oqkehziby apezidaxc owc ew foutq vaci - git, e wnuyyomto om uk ewiif! Re dugo o meipr pqeiw, etr quco dejg ka bocf kiit cmihjiydo aj kqimivkaws usx uhwegdart usoresesg.
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