1
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2
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>> EXSPOLIO BOWDEN: Hi, ego sum Rob.

3
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Bina quaerere quid utimur?

4
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Sit invenire.

5
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Sic igitur quod sumus quaerere
recursively efficere.

6
00:00:23,400 --> 00:00:27,470
Vos etiam binariae search sed diam
iterum, si hoc feceris,

7
00:00:27,470 --> 00:00:29,280
et illud perficio teres.

8
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>> Prima, quod lets memento
ut per se quaerere elit.

9
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Hic, nos videre int valorem, quod
Nullam pretium enim putatur

10
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quaerentes.

11
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Videmus ipsius int array, quae
Curabitur in est habitus

12
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quaerendo valorem.

13
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Videmus int n,
longitudo ordinata.

14
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>> Et primo primum.

15
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Si parem 0 n compescimus in
quod ita et nos redire falsum.

16
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Id si dicere inani
acies, non in pretio, patet

17
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acie inanis, ita potest redire falsum.

18
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>> Nos autem vis ad binarium
quaero de binariae search.

19
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Ita medium volumus,
elementum ordinata.

20
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Hic valet quod dicitur medium n dividatur
II a, quod medio, elementum

21
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ut longitudo
acies dividitur per II.

22
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Erant 'iens ut videret si iam
Morbi pretium medii elementi aequat

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quaerentes.

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Et si medium sit equalis valor ipsius, et
inuenimus quod redire possit

25
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valet in aciem.

26
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>> Quod si esset verum, non autem
nobis autem opus est recursive

27
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gradus binariae search.

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Vel oportet quaerere
aut in acie relictum

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medium in agmen.

30
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Ita hic si dicere valores medium
minus valet, et hoc quod est

31
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plus, quam mediam
qui de acie.

32
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Iure igitur pretium erit,
elementum quod intuens.

33
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>> Ita hic sumus
recursively quaerere.

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At certe videre transeuntes sumus
ut in hoc secundo.

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Sed in Lorem quaerere
ius medium elementum.

36
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Alio modo, ut opes
medio minus pretium

37
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agmen iens
quaerere ad sinistram.

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Sed futurum sinistram
paulo quam respicere.

39
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Ita hic sumus recursively
ubi quaeritur, primum vocat

40
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Ratio autem vim
Nos 'vultus in.

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In secundo fore
quaerentes sedes super nos.

42
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Medium et postremum est.

43
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Memento novissimorum nostri int modulus
, unde aciem longitudinis.

44
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>> In quaerere recursive sumus
spatium quod nunc

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media acies est.

46
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Si ergo ex ordine magnitudinis XX et
at index X scrutatus, quia medium est

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XX divisa II, qui sumus,
X, sicut in novum transiret:

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Tandem acies.

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Cogitate cum exercitu
longitudo X, quod est verum

50
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quae sunt, in IX 0, indices.

51
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Quod quidem ita uolumus
Lorem speciem nostri array - a sinistris

52
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a medio agmine elementum.

53
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>> Ergo ius ad quaerere
paulo difficilius.

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Prima est, quod longitudinem habeat
jus ad bellum

55
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media pars.

56
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Sic ordinata fuit magnitudinis quanta n si ergo
novum array molis N, erit minus

57
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medio minus I.

58
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Ita est, quod de medio minus n.

59
00:03:12,530 --> 00:03:18,710
>> Item si molis aciem ac XX
II a medio ad dividendum,

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X, ita est in medio, et medii, n minus
X de daturus est nobis, ut X

61
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elementa iuris medium.

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Sed haec etiam minus
I, ad quod nolumus

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etiam in medium ipsius.

64
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Sic n minus I, minus habet et medium,
elementa iuris numerus

65
00:03:34,190 --> 00:03:36,800
ab indice instructa.

66
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>> Hue medius meminisse
parameter est in ordine bonorum.

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Ita hic per 'transiens
Lorem apparatu valores.

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Haec bona plus plus I est medium
etiam recursively vocare dicens

69
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Quaerere novam aciem transiens, ubi
qui incipit novam aciem in medio

70
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et unus ordo primae bona.

71
00:03:59,370 --> 00:04:05,400
>> Alternis enim syntaxi nunc
initium tu mihi videre indicium est,

72
00:04:05,400 --> 00:04:10,170
ampersand bona media plus I.

73
00:04:10,170 --> 00:04:17,149
Et, ut iaculis est dolor de medio
addita sunt quaedam bona.

74
00:04:17,149 --> 00:04:23,690
>> Si autem non assuefactus
in exercitu infringendo illud,

75
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posset hoc impleri, etiam per
Adjutor in recursive functio, in qua

76
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ut fiat opus adiutorem
VI.

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Sumptis itaque pro iusta extimatione
aciem instruit, magnitudo,

78
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Auxilium munus amplius
argumenta, quorum index inferius

79
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ordine curare te
curent superiores index

80
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de acie.

81
00:04:46,300 --> 00:04:49,770
>> Et servo semita of inferior
superioribus index index, non

82
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necesse est, ut omni temperare
primam aciem bona.

83
00:04:52,780 --> 00:04:56,390
Aliquam semper justo
uti ad bona, aciem instruit.

84
00:04:56,390 --> 00:04:59,540
Sed hic notandum auxilium non oportet
munus dum sumus

85
00:04:59,540 --> 00:05:01,760
velle mutare priorem
ordo bonorum.

86
00:05:01,760 --> 00:05:05,020
Mauris in velit ut
quoddam ipsius.

87
00:05:05,020 --> 00:05:09,140
>> Nos autem non in binariae search
an Unsorted ut castrorum acies ordinata.

88
00:05:09,140 --> 00:05:12,220
Sic hoc sit digestus.

89
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Sed sciendum est, quod ista duo pertranseat
Urna int valores, qui est

90
00:05:17,650 --> 00:05:21,110
quod erant 'voluptua exercitu, et int n,
quod in aciem longitudine

91
00:05:21,110 --> 00:05:22,250
erant 'voluptua.

92
00:05:22,250 --> 00:05:24,840
Sic hic efficere velimus
voluptua algorithm

93
00:05:24,840 --> 00:05:26,690
o n, id est duplicata.

94
00:05:26,690 --> 00:05:30,560
Possis eligere bulla modi, selectio
generis aut insertionem aut

95
00:05:30,560 --> 00:05:32,670
alio modo non habemus
in specie viderim.

96
00:05:32,670 --> 00:05:36,380
Hic autem futuri sumus
uti et Selectionem huiusmodi.

97
00:05:36,380 --> 00:05:40,030
>> Sic erant 'iens REDDO
per totam civitatem.

98
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Bene quod sumus iterando
I 0 n minus.

99
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Usque ad quin n?

100
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Bene, si iam primum commoda
I n minus, tunc de

101
00:05:49,320 --> 00:05:54,420
Quae quidem iam esse postremum
in recta, et habitabo in assignando

102
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Totam aciem.

103
00:05:56,520 --> 00:05:58,770
>> Sed memento quomodo Selectionem
modo operatur.

104
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Lorem ire per totam aciem
Exspectabat enim fundamenta habentem in minimi

105
00:06:01,950 --> 00:06:04,480
et instruxit aciem ad id baculo
in principio.

106
00:06:04,480 --> 00:06:07,610
Totius futuri sumus
iterum secundo ordine, exspectantes

107
00:06:07,610 --> 00:06:10,410
minimum elementum, et hoc lignum,
in secunda in

108
00:06:10,410 --> 00:06:12,100
aciem, et sic de aliis.

109
00:06:12,100 --> 00:06:14,330
Ita ut scriptor quid hoc facit.

110
00:06:14,330 --> 00:06:17,290
>> Hic, quia nos sumus
minimum current occasus

111
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I-II, index utilis.

112
00:06:20,030 --> 00:06:23,160
Sic in primo iteratione sumus
quod minimum pretium est considerare

113
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prima acies.

114
00:06:25,030 --> 00:06:28,500
Et iens REDDO
reliqua ordine reprehendo

115
00:06:28,500 --> 00:06:31,870
quaeque ibi si minor
et qui sumus currently

116
00:06:31,870 --> 00:06:33,900
quantum ad minimum.

117
00:06:33,900 --> 00:06:38,840
>> Sic hic, qui diligunt plus j - ut '
quam id quod est currently

118
00:06:38,840 --> 00:06:40,380
quantum ad minimum.

119
00:06:40,380 --> 00:06:42,940
Quid ergo facturi sumus eget
minimum est, ut putemus

120
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plus I index j.

121
00:06:44,640 --> 00:06:48,540
Ergo id per totum agmen
ac post hanc ansam minima

122
00:06:48,540 --> 00:06:53,160
si minimum de
I-locus in aciem.

123
00:06:53,160 --> 00:06:57,350
>> Semel, possumus RES
in loco minimi I-

124
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in aciem procedunt.

125
00:06:58,230 --> 00:07:00,130
RES ideo haec est signum.

126
00:07:00,130 --> 00:07:03,940
Ut tempus pretium reposita -
valet in aciem I-II -

127
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et in hoc valet in aciem I-
inde est, quod minimum valorem,

128
00:07:08,460 --> 00:07:13,580
et in quo congregem
cursus sit amet minimi

129
00:07:13,580 --> 00:07:16,460
I-valet in aciem, ita
qui non amittitur.

130
00:07:16,460 --> 00:07:20,510
>> Unde subdit ut
Postero iteratione.

131
00:07:20,510 --> 00:07:23,480
Secundo quaerere Lorem ipsum dolor
qui minimi in caudam

132
00:07:23,480 --> 00:07:24,590
secunda.

133
00:07:24,590 --> 00:07:27,440
Tertia iteratione iam exspecto
et tertium minimum valorem insert

134
00:07:27,440 --> 00:07:31,550
in tertio loco esse, et sic
donec a nobis ordo digestus.

135
00:07:31,550 --> 00:07:33,820
Rob est nomen meum, et hoc
Selectionem modi est.

136
00:07:33,820 --> 00:07:39,456