BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
|
BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q4 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q1 |
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BB4_stops_after_107_steps |
Q2 |
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BB4_stops_after_107_steps |
Q3 |
|
_ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
|
BB4_stops_after_107_steps |
Acc |
|
_ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
$ |
|