Thank you! Everything works

Understood, Thank you.

Hi there!
Doing this kata, have a question:
if we have string of integers and return the number of odd-numbered substrings that can be formed.
and it's given an example such as "1341", they are 1, 1, 3, 13, 41, 341, 1341, a total of 7 numbers.
while solveing it, I have got for the same string '1341' is more numbers of odd-numbering substrings
1, 1, 3, 11, 13, 31, 41, 131, 141, 341, 1341 a total 11 numbers. Am I wrong any where? Please help

Thank you) everything work well

Can anyone help me with this? I've passed 157 and failed 149 test. One an example from it.
test_list=[2065, -349, 472, 70, -383, 173, -63, 192, 35, 89, -87, -74, 449, 256, -129, 298, 164, 85, -445, 441, 433, -170, 313, 360, 190, -449, -148, 67, 217, 80, -59, 146, 375, -24, -460, 0]
I take:
left=2065
right=0
left+right == sum (rest of list)
2065 + 0 == 2065
Therefore, must be return [left]+lst+[right]
BUT it says that right is [-349, 472, 70, -383, 173, -63, 192, 35, 89, -87, -74, 449, 256, -129, 298, 164, 85, -445, 441, 433, -170, 313, 360, 190, -449, -148, 67, 217, 80, -59, 146, 375, -24, -460]
Thank you)

Thank you. will use question label.
I've been confused by wording all elements to the right and greater so decide it mean sum.

Hi all,
Please can anyone explain me why for this test [16,17,14,3,14,5,2] shall be return [17, 14, 5, 2]. If in the description says that
" dominant if it is greater than all elements to its right" All elements to the right.
So how 17 can be greater than all elements to the right if 14+3+14+5+2 is 38. Or here need to apply some another way in comparsion.
Thank you