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Course Level Date Clip# Line Interlocutor Content
Oral Assessments Graduate 2020-01-09 3 94 S01 ☉and☉ and in each of the iteration→ you will find
Oral Assessments Graduate 2020-01-09 3 95 S01 that (0.5) we will have to compare the num- (0.4)
Oral Assessments Graduate 2020-01-09 3 96 S01 uh (0.5) compare th- (0.5) the: minimum number→
Oral Assessments Graduate 2020-01-09 3 97 S01 the- current minimum number to the (0.7) next
Oral Assessments Graduate 2020-01-09 3 98 S01 number→ (.) for (1.8) for the: (0.5) size of the numbers↘
Oral Assessments Graduate 2020-01-09 3 99 S01 so uh let me put it this way↘
Oral Assessments Graduate 2020-01-09 3 100 UNK (0.6)
Oral Assessments Graduate 2020-01-09 3 101 S01 we have uh we have to compare for (0.5) ↑seven times
Oral Assessments Graduate 2020-01-09 3 102 S01 in the first (.) iteration↘
Oral Assessments Graduate 2020-01-09 3 103 S01 so two with (0.5) five eight and then we have one→
Oral Assessments Graduate 2020-01-09 3 104 UNK (0.5)
Oral Assessments Graduate 2020-01-09 3 105 S01 xxx two is one and we have one as the minimum number→
Oral Assessments Graduate 2020-01-09 3 106 S01 yes↘
Oral Assessments Graduate 2020-01-09 3 107 T01 sorry ∆i'm a little bit confused∆↘ why are the numbers
Oral Assessments Graduate 2020-01-09 3 108 T01 out of order in the first place↗
Oral Assessments Graduate 2020-01-09 3 109 S01 ☉so☉ uh there are scenarios in: computer science uh where
Oral Assessments Graduate 2020-01-09 3 110 S01 you want to if you have some in- input≈
Oral Assessments Graduate 2020-01-09 3 111 T01 +≈ uh huh
Oral Assessments Graduate 2020-01-09 3 112 S01 like a string of input ⌈ (.) of numbers→
Oral Assessments Graduate 2020-01-09 3 113 T01 ⌊okay→
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