1=[(2+2+2)/2]–2=[(2+2)/2]-(2/2)=[(2-2)/2] + 2/2=2+2-2-(2/2)
2=2+2+2-2-2=(2/2)–(2/2)+ 2
3=[(2+2)/2]+(2/2)=2+2-2+(2/2)=(22/22) + 2=(2/2)+2+(2-2)
4=(2+2+2+2)/2=2+(2/2)+(2/2)=(2*2*2)-(2+2)
5=[(2+2+2)/2]+2=(2+2+2)-(2/2)=2+(2*2)–(2/2)=(22-2)/(2+2)
6=2+2+2+2–2=(2*2)+(2*2)-2=2+[(2*2*2)/2]
7=(2*2*2)–(2/2)=2+2+2+(2/2)=2+(2*2)+(2/2)
8={[(2+2)/2]+2}*2=(2*2*2)+2-2=(2*2*2*2)/2
9=(2*2*2)+(2/2)=[2*(2+2)]+(2/2)
10=2+2+2+2+2=[(22+2)/2]-2=[2*(2+2+2)]-2

1=(4/4)+4–4=(4+4)/(4+4)=4*[(4/4)/4]=44/44=(4-4+4)/4
2=(4/4)+(4/4)=(4x4)/(4+4)=4-[(4+4)/4]
3=(4+4+4)/4=[(4*4)-4]/4
4=[(4-4)/4]+4=((4-4)*4)+4
5=[(4*4)+4]/4
6=4+[(4+4)/4]
7=(4+4)-(4/4)=(44/4) - 4
8=(4*4)–(4+4)=4+[(4x4)/4]=(4+4)-(4-4)
9=4+4+(4/4)
10=(44–4)/4