ŠØŠ°Ń Š¼Š°ŃŃ! Heeelp!Did you play chess?
The grain problem on a chessboard is a mathematical problem that calculates how many grains there will be on a chessboard if you put twice as many grains on each subsequent square of the chessboard as on the previous one, starting with one. To solve this problem, consider that the Board has 64 cells. When doubling the number of grains on each subsequent cell, the sum of grains on all 64 cells is determined by the expression {\displaystyle T_{64}=1+2+4+\cdots +2^{63}=\sum _{i=0}^{63}2^{i}=2^{64}-1,} which is 18 446 744 073 709 551 615 PLEASE,WRITE THIS PROGRAMM IN PYTHON! ŠŠ°Š“Š°ŃŠ° Š¾ Š·ŃŃŠ½Š°Ń Š½Š° ŃŠ°Ń Š¼Š°ŃŠ½Š¾Š¹ Š“Š¾ŃŠŗŠµ ā Š¼Š°ŃŠµŠ¼Š°ŃŠøŃŠµŃŠŗŠ°Ń Š·Š°Š“Š°ŃŠ°, Š² ŠŗŠ¾ŃŠ¾ŃŠ¾Š¹ Š²ŃŃŠøŃŠ»ŃŠµŃŃŃ, ŃŠŗŠ¾Š»ŃŠŗŠ¾ Š±ŃŠ“ŠµŃ Š·ŃŃŠµŠ½ Š½Š° ŃŠ°Ń Š¼Š°ŃŠ½Š¾Š¹ Š“Š¾ŃŠŗŠµ, ŠµŃŠ»Šø ŠŗŠ»Š°ŃŃŃ Š½Š° ŠŗŠ°Š¶Š“ŃŃ ŃŠ»ŠµŠ“ŃŃŃŃŃ ŠŗŠ»ŠµŃŠŗŃ Š“Š¾ŃŠŗŠø Š²Š“Š²Š¾Šµ Š±Š¾Š»ŃŃŠµ Š·ŃŃŠµŠ½, ŃŠµŠ¼ Š½Š° ŠæŃŠµŠ“ŃŠ“ŃŃŃŃ, Š½Š°ŃŠøŠ½Š°Ń Ń Š¾Š“Š½Š¾Š³Š¾. ŠŠ»Ń ŠµŃ ŃŠµŃŠµŠ½ŠøŃ ŃŃŃŃŠ¼, ŃŃŠ¾ Š“Š¾ŃŠŗŠ° ŠøŠ¼ŠµŠµŃ 64 ŠŗŠ»ŠµŃŠŗŠø. ŠŃŠø ŃŠ“Š²Š¾ŠµŠ½ŠøŠø ŠŗŠ¾Š»ŠøŃŠµŃŃŠ²Š° Š·ŃŃŠµŠ½ Š½Š° ŠŗŠ°Š¶Š“Š¾Š¹ ŠæŠ¾ŃŠ»ŠµŠ“ŃŃŃŠµŠ¹ ŠŗŠ»ŠµŃŠŗŠµ ŃŃŠ¼Š¼Š° Š·ŃŃŠµŠ½ Š½Š° Š²ŃŠµŃ 64 ŠŗŠ»ŠµŃŠŗŠ°Ń Š¾ŠæŃŠµŠ“ŠµŠ»ŃŠµŃŃŃ Š²ŃŃŠ°Š¶ŠµŠ½ŠøŠµŠ¼ {\displaystyle T_{64}=1+2+4+\cdots +2^{63}=\sum _{i=0