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Transcript Table

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Course Level Date Clip# Line Interlocutor Content
Oral Assessments Graduate 2020-01-09 3 134 S01 we have (0.6) n minus one (0.6) plus (1.3) to one↘
Oral Assessments Graduate 2020-01-09 3 135 UNK (0.6)
Oral Assessments Graduate 2020-01-09 3 136 S01 and that adds up to: n (0.4) n minus (0.5) uh (2.1) one→
Oral Assessments Graduate 2020-01-09 3 137 UNK (2.1)
Oral Assessments Graduate 2020-01-09 3 138 S01 divided by q↘
Oral Assessments Graduate 2020-01-09 3 139 UNK (0.4)
Oral Assessments Graduate 2020-01-09 3 140 S01 that's- that's the- uh number of comparisons in the naive
Oral Assessments Graduate 2020-01-09 3 141 S01 way right→
Oral Assessments Graduate 2020-01-09 3 142 S01 so (0.8) we: (.) want to do it (.) more (.) quickly with
Oral Assessments Graduate 2020-01-09 3 143 S01 the technique we introduce today which is divide and conquer
Oral Assessments Graduate 2020-01-09 3 144 UNK (0.4)
Oral Assessments Graduate 2020-01-09 3 145 S01 so→ what we do with divide and conquer is we have (.) the:
Oral Assessments Graduate 2020-01-09 3 146 S01 list→ (0.6) the same list→
Oral Assessments Graduate 2020-01-09 3 147 UNK (2.3)
Oral Assessments Graduate 2020-01-09 3 148 S01 what we do right now is we don't sort them (0.5) in the
Oral Assessments Graduate 2020-01-09 3 149 S01 big lists but we divide them (0.6) into smaller lists↘
Oral Assessments Graduate 2020-01-09 3 150 S01 which is (0.5) uh what we call a divide yes↘
Oral Assessments Graduate 2020-01-09 3 151 T02 so: um can we only have (.) um (0.5) two different ones↗
Oral Assessments Graduate 2020-01-09 3 152 T02 or can we have multiple: (.) divisions (.) in the: data↘
Oral Assessments Graduate 2020-01-09 3 153 UNK (0.5)
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