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Course Level Date Clip# Line Interlocutor Content
Oral Assessments Graduate 2020-01-09 3 154 S01 what (.) do you mean by≈
Oral Assessments Graduate 2020-01-09 3 155 T02 +≈ like cuz right now you d- just drew one line→ so we have
Oral Assessments Graduate 2020-01-09 3 156 T02 two chunks now→ ≈
Oral Assessments Graduate 2020-01-09 3 157 S01 +≈ yeah↘
Oral Assessments Graduate 2020-01-09 3 158 T02 so can we draw multiple lines and have more chunks
Oral Assessments Graduate 2020-01-09 3 159 S01 yes that's what i'm gonna do ⌈right now↘
Oral Assessments Graduate 2020-01-09 3 160 T02 ⌊okay↘ okay↘
Oral Assessments Graduate 2020-01-09 3 161 S01 yeah uh huh→ so→ right now we are dividing it
Oral Assessments Graduate 2020-01-09 3 162 S01 into (0.4) two chunks↘ ⌈right→ ∆as you said∆
Oral Assessments Graduate 2020-01-09 3 163 T01 ⌊mmhm
Oral Assessments Graduate 2020-01-09 3 164 S01 and then (0.6) um we will further divide (0.4) the
Oral Assessments Graduate 2020-01-09 3 165 S01 ☉smaller☉ chunks into ↑even smaller chunks↘
Oral Assessments Graduate 2020-01-09 3 166 UNK (0.6)
Oral Assessments Graduate 2020-01-09 3 167 S01 um (0.4) uh and we will stop (0.4) at the (0.6)
Oral Assessments Graduate 2020-01-09 3 168 S01 scenario where um (0.5) we can easily (1.3) figure
Oral Assessments Graduate 2020-01-09 3 169 S01 out (1.2) the s- (1.0) thes- the order of two numbers
Oral Assessments Graduate 2020-01-09 3 170 S01 so in this scenario we will (0.5) stop at two numbers
Oral Assessments Graduate 2020-01-09 3 171 S01 or sometimes one numbers so if we have only seven numbers
Oral Assessments Graduate 2020-01-09 3 172 S01 then we will stop at some point there is only one
Oral Assessments Graduate 2020-01-09 3 173 S01 number in that (.) small chunk↘
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