Inputs
This week, we are looking at a few accounts. In the input below, there are 4 accounts. The first row of every account represents the number of credits/debits against the account, and the second row represents the actual credits and debits paid against the account in the order they were paid. You task is to find the credits and debits where the sum of debits and credits BEFORE any transaction is equal to the sum of debits and credits AFTER it. Please count the transactions from 0 to match the answer. Below is a picture that illustrate the logic of which transactions should be captured. The picture represents the second account.
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Weekly Challenge #116
Output
C:\Users\MATTBO~1\AppData\Local\Temp\Engine_9212_5960ff0fee3f4f6ea17dd6c879641d99_\Engine_15640_332592be60f9469f85eb67760ce7a79e_.yxdb
Single
Profile
8
0 -3 5 -4 -2 3 1 0
11
3 -2 2 0 3 4 -6 3 5 -4 8
9 0 -5 -4 1 4 -4 -9 0 -7 -1
9 -7 6 -8 3 -9 -5 3 -6 -8 5
C:\Users\MATTBO~1\AppData\Local\Temp\Engine_9212_5960ff0fee3f4f6ea17dd6c879641d99_\Engine_15640_3b90e55b33da4f009812c60c0ce0030b_.yxdb
Single
Profile
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
Length([Field_1])>2
Custom
=
Field_1
True
fixed
2019-10-18 18:46:23
0
2019-10-18 18:46:23
2019-10-18 18:46:23
Length([Field_1])>2
"Field_1"
True
True
True
False
False
False
False
False
False
upper
Field_1
Account
1
Int32
6
0
Account - Ascending
Tile_SequenceNum - Descending
SmartTile
Account
[Check] = 1
Simple
IsTrue
Check
True
fixed
2019-10-18 18:58:17
0
2019-10-18 18:58:17
2019-10-18 18:58:17
[Check] = 1
Account - Ascending
Transaction - Ascending
Horizontal
challenge_117_solution_mbogusz