1 00:00:00,000 --> 00:00:00,982 2 00:00:00,982 --> 00:00:11,293 >> [Music kucheza] 3 00:00:11,293 --> 00:00:13,580 >> Rob BOWDEN: Ni mimi, Rob. 4 00:00:13,580 --> 00:00:16,540 Hebu kutembea kwa njia ya jinsi ya kutekeleza Mario. 5 00:00:16,540 --> 00:00:21,040 Hivyo jambo la kwanza tunahitaji kufanya ni haraka user ajili ya pembejeo. 6 00:00:21,040 --> 00:00:24,440 >> Tunahitaji kuwauliza ni jinsi gani mrefu piramidi lazima. 7 00:00:24,440 --> 00:00:27,110 Hivyo hapa, tunaona sisi ni kufanya urefu = GetInt. 8 00:00:27,110 --> 00:00:32,479 Na kukumbuka kwamba kazi GetInt unatekelezwa katika CS50 9 00:00:32,479 --> 00:00:38,060 maktaba, hivyo juu juu, tunahitaji kumbuka # ni pamoja na cs50.h. 10 00:00:38,060 --> 00:00:41,360 >> Hivyo kwa nini tuna hii amefungwa katika do-kitanzi wakati? 11 00:00:41,360 --> 00:00:45,080 Naam, sisi pia haja ya kukumbuka kuwa pembejeo mtumiaji ina kuwa halali. 12 00:00:45,080 --> 00:00:46,910 Ni pembejeo batili nini? 13 00:00:46,910 --> 00:00:51,460 Vizuri pset spec hasa anasema kwamba urefu chini ya 0 au zaidi 14 00:00:51,460 --> 00:00:54,530 zaidi ya 23 ni batili. 15 00:00:54,530 --> 00:00:59,030 >> Hivyo hapa, tunaona kwamba sisi ni kufafanua mara kwa mara aitwaye MAX_HEIGHT na 16 00:00:59,030 --> 00:01:00,750 thamani ya 23. 17 00:01:00,750 --> 00:01:06,380 Hii kitanzi do-wakati itaendelea wakati urefu ni chini ya 0 au MAX_HEIGHT ni 18 00:01:06,380 --> 00:01:11,870 chini ya urefu, ambayo ina maana kwamba 23 ni chini ya urefu. 19 00:01:11,870 --> 00:01:15,390 Hivyo kama urefu ni 24 au zaidi, sisi ni kwenda kuendelea wanaoendesha. 20 00:01:15,390 --> 00:01:18,300 Kumbuka kwamba kufanya-wakati tanzi ni pretty kusaidia wakati wowote tunataka kupata 21 00:01:18,300 --> 00:01:22,070 user pembejeo na kisha kuhalalisha yake, tangu sisi inevitably haja ya kuuliza user katika 22 00:01:22,070 --> 00:01:25,010 angalau mara moja kwa thamani wanataka. 23 00:01:25,010 --> 00:01:28,500 >> Hivyo mara tuna mchango wao, sisi sasa wanaweza kujenga piramidi. 24 00:01:28,500 --> 00:01:31,940 Moja ya mbinu ya tatizo hili kuweka ni kwamba tuna kuanza saa juu ya 25 00:01:31,940 --> 00:01:32,750 piramidi. 26 00:01:32,750 --> 00:01:36,800 Huwezi printf chini ya piramidi na kisha kujenga njia yako juu. 27 00:01:36,800 --> 00:01:38,830 Basi hebu tuangalie mfano kutoka pset spec. 28 00:01:38,830 --> 00:01:41,530 29 00:01:41,530 --> 00:01:45,430 >> Tunaona hapa kwamba wakati sisi kuingia urefu ya 8, chini kabisa ya 30 00:01:45,430 --> 00:01:48,660 piramidi Prints hashes tisa. 31 00:01:48,660 --> 00:01:52,990 Moja ngazi ya juu na kwamba prints nafasi moja na hashes nane. 32 00:01:52,990 --> 00:01:58,250 Moja ngazi ya juu na kwamba ni nafasi mbili na hashes saba, njia yote mpaka sisi 33 00:01:58,250 --> 00:02:03,050 kupata juu ya piramidi, ambayo ni ngazi nane up, ambayo Prints saba 34 00:02:03,050 --> 00:02:06,000 nafasi na hashes mbili. 35 00:02:06,000 --> 00:02:08,810 Basi kumbuka kwamba tuna kufanya ngazi hii ya juu kwanza. 36 00:02:08,810 --> 00:02:11,620 37 00:02:11,620 --> 00:02:18,500 >> Hapa sisi ni iterating kutoka ngazi ya juu, safu ya 8, kuendelea 38 00:02:18,500 --> 00:02:22,150 mpaka mstari fika 0. 39 00:02:22,150 --> 00:02:25,820 Nafasi Hivyo ni jinsi wengi hawakuwa tunahitaji magazeti katika mstari kwamba juu? 40 00:02:25,820 --> 00:02:29,310 Sisi kuchapishwa nafasi saba na hashes mbili. 41 00:02:29,310 --> 00:02:34,450 Hivyo idadi ya nafasi tunataka ni mstari waliokuwa juu ya minus 1. 42 00:02:34,450 --> 00:02:39,310 >> Kama safu ya juu ni 8, 8 minus 1 inatupa nafasi saba. 43 00:02:39,310 --> 00:02:43,770 Basi tuna kitanzi kwamba magazeti nje kila mmoja nafasi ya wakati huo. 44 00:02:43,770 --> 00:02:47,450 Hivyo wakati nafasi ni 7, kitanzi hii mara saba, uchapishaji 45 00:02:47,450 --> 00:02:50,300 saba nafasi ya mtu binafsi. 46 00:02:50,300 --> 00:02:54,672 >> Hivyo sasa tunahitaji magazeti hashes haya mwishoni mwa piramidi. 47 00:02:54,672 --> 00:02:57,930 Hivyo hapa, tunahitaji mahesabu ya idadi ya hashes. 48 00:02:57,930 --> 00:03:01,930 Tunaona kwamba sisi ni kufanya urefu minus mstari plus 2. 49 00:03:01,930 --> 00:03:04,170 Hivyo ni jinsi gani sisi kupata kwamba? 50 00:03:04,170 --> 00:03:08,630 >> Kumbuka kwamba juu ya piramidi ni mstari 8, na urefu ni 8. 51 00:03:08,630 --> 00:03:10,890 Na sisi bado kuchapishwa hashes mbili. 52 00:03:10,890 --> 00:03:15,420 Basi angalau sana, 8 minus 8 pamoja na 2 inatupa jibu sahihi. 53 00:03:15,420 --> 00:03:19,170 Na kisha kufikiria chini ya piramidi, mstari 1. 54 00:03:19,170 --> 00:03:24,020 Mstari urefu minus kutupa 7, na kisha plus 2 inatupa hashes tisa, 55 00:03:24,020 --> 00:03:26,620 ambayo ni hasa idadi ya hashes kwamba sisi kuchapishwa. 56 00:03:26,620 --> 00:03:29,880 Hivyo hii ni formula tunataka kutumia hesabu 57 00:03:29,880 --> 00:03:32,220 hashes katika kila mstari. 58 00:03:32,220 --> 00:03:36,020 >> Kutumia idadi hiyo, sisi kisha na mwingine kwa kitanzi, sawa na 59 00:03:36,020 --> 00:03:41,270 kwa kitanzi kwamba sisi kutumika kwa ajili ya maeneo, kwamba iterates idadi ya hashes mara 60 00:03:41,270 --> 00:03:43,720 uchapishaji hash moja kila wakati. 61 00:03:43,720 --> 00:03:46,010 On mstari wa juu, kwamba utakuwa magazeti hashes mbili. 62 00:03:46,010 --> 00:03:48,390 Juu ya mstari wa chini, kwamba utakuwa magazeti hashes tisa. 63 00:03:48,390 --> 00:03:52,610 Na kila mstari wengine magazeti kila idadi ya hashes katika kati ya. 64 00:03:52,610 --> 00:03:57,340 >> Na kisha mwishoni sana, tunahitaji magazeti line wetu mpya kwenda ijayo 65 00:03:57,340 --> 00:03:59,400 mstari katika piramidi. 66 00:03:59,400 --> 00:04:03,070 Hatimaye, tunahitaji magazeti line mpya mwishoni mwa mfululizo ili uweze 67 00:04:03,070 --> 00:04:06,260 kuendelea ijayo mstari wa piramidi. 68 00:04:06,260 --> 00:04:08,980 Na mwisho wa mpango wetu, sisi kuwa na kurudi 0. 69 00:04:08,980 --> 00:04:12,770 >> Kama kwa pset spec, kurudi 0 si madhubuti muhimu. 70 00:04:12,770 --> 00:04:15,710 Lakini haina yanamaanisha kwamba kuu ni kosa. 71 00:04:15,710 --> 00:04:17,610 Jina langu ni Rob, na hii ilikuwa Mario. 72 00:04:17,610 --> 00:04:22,470 >> [Music kucheza] 73 00:04:22,470 --> 00:04:25,558