Angela$$s Calendar Python

On Angela's calendar, one year is composed of $15$ months, and each month always consists of $30$ days. On that calendar, there are $5$ days in a week, which are Monday, Tuesday, Wednesday, Thursday and Friday.

If today is Monday, then tomorrow will be Tuesday, the day after tomorrow will be Wednesday. After $5$ days it will be Monday.

Today is the d$1-$th day in the m$1-$th month of year y$1.$ Given the day of today on Angela's calendar, what day will it be $($or was it$)$ on the d$2-$th day in the m$2-$th month of year y$2$ on Angela's calendar?

Input

For each test case: The first line contains three integers d$1,$ m$1,$ y$1$ and a string s$,$ indicating the date and day of today on Angela's calendar.

dmydmy

The second line contains three integers d$2,$ m$2,$ y$2,$ indicating the date whose day we want to know.

dmydmy

Output

For each test case output one line containing one string, indicating the day of the d$2-$th day in the m$2-$th month of year y$2$ on Angela's calendar.

Sample Input

$1582020$ Monday

$1682020$

$1582020$ Tuesday

$14122020$

$1582020$ Friday

$111000000000$

$111000000000$ Wednesday

$1582020$

Sample Output

Tuesday

Monday

Monday

Tuesday

HINT: Pay attention to case sensitivity$.$