I need help with doing this program using python 3

Let the user specify

S

(the number of sides on a die) and

N

(the number of tosses of two

S

-sided dice).

Assume

((S << N)

and

(3 <= S <= 20))

. Since each die side is labeled with a unique integer taken

from the range

[ 1,S ]

, the sum of each dice toss is in the range

[ (2=1+1),(2*S=S+S) ]

. For

example, when

S = 6

, then the sum of each dice toss is in the range

[ 2,12 ]

. Make

N

dice tosses and

count how frequently each sum occurs. Output a

horizontal histogram

that depicts the frequency distribution

of the sums of the

N

dice tosses. Every sum in the range

[ 2,2*S ]

and its frequency of occurrence should be

output using the format

XXX (XXXXXXXX) | ******

where

XXX

is the sum,

(XXXXXXXX)

is the frequency, and each

'*'

represents

1%

of the

100%

of frequency

distribution. The number of

'*'

output for each sum is computed by rounding the quotient

(counts[sum]/N)

up to the nearest integer. The entire histogram will contain

(2*S-2+1)

lines

2 (XXXXXXXX) | ******

3 (XXXXXXXX) | ******

. . .

. . .

2*S (XXXXXXXX) | ******