Then how can 150 and 143 be both 100%?
Hence, proved wrong
Then how can 150 and 143 be both 100%?
Hence, proved wrong
Hence I have doubt that you have not read math correctly
You can compare two objects only if they are in same format.
That’s why this is confusing they are comparing wrong items.
That’s we all know
Soo Confusing
Think of it like this:
You visit 4 days out of 5 because you miss day 3.
Day 1: Visit
Day 2: Visit
Day 3: Don’t Visit
Day 4: Visit
Day 5: Visit
Even if you visit on day 6, in the last 5 days you have still only visited 4 days.
Day 1: Visit
Day 2: Visit (last 5 days starts again here)
Day 3: Don’t Visit
Day 4: Visit
Day 5: Visit
Day 6: Visit
The same happens again on day 7, you have still only visited 4 times in the last 5 days.
Day 1: Visit
Day 2: Visit
Day 3: Don’t Visit (last 5 days starts again here)
Day 4: Visit
Day 5: Visit
Day 6: Visit
Day 7: Visit
Finally on day 8, you have visited all 5 days.
Day 1: Visit
Day 2: Visit
Day 3: Don’t Visit
Day 4: Visit (last 5 days starts again here)
Day 5: Visit
Day 6: Visit
Day 7: Visit
Day 8: Visit
My days visited is growing, without a problem, just 1 less than what everyone can see. Some other persons get stuck. Why?
May I know why is there a difference in days visited?
Even if there is a difference, why is it so big?
This topic was automatically closed 30 days after the last reply. New replies are no longer allowed.