142 |
$S1=$C2-$C29 |
$S1=$C2-$C29 |
143 |
$S2=$C22+$C23+$C24+$C25+$C26+$C27 |
$S2=$C22+$C23+$C24+$C25+$C26+$C27 |
144 |
$S3=$C29+$C50+$C51+$C52+$C53+$C54+$C55+$C56+$C57+$C58+$C490+$C491+$C41+$C40 |
$S3=$C29+$C50+$C51+$C52+$C53+$C54+$C55+$C56+$C57+$C58+$C490+$C491+$C41+$C40 |
145 |
$S4=$C30+$C31+$C32+$C33+$C24+$C35+$C36 |
$S4=$C30+$C31+$C32+$C33+$C34+$C35+$C36 |
146 |
$S5=$C40+$C41 |
$S5=$C40+$C41 |
147 |
$S6=$C50+$C51+$C52+$C53 |
$S6=$C50+$C51+$C52+$C53 |
148 |
$S7=$C54+$C55+$C56+$C57+$C58 |
$S7=$C54+$C55+$C56+$C57+$C58 |
149 |
$S8=$C490+$C491 |
$S8=$C490+$C491 |
150 |
$S9=$C2-$C29+$C29+$C50+$C51+$C52+$C53+$C54+$C55+$C56+$C57+58+$C490+$C491+$C41+$C40 |
$S9=$C2+$C50+$C51+$C52+$C53+$C54+$C55+$C56+$C57+$C58+$C490+$C491+$C41+$C40 |
151 |
$S10=$C10+$C11+$C12+$C13+$C14+$C15 |
$S10=$C10+$C11+$C12+$C13+$C14+$C15 |
152 |
$S11=$C160+$C161+$C162+$C163+$C164+$C165 |
$S11=$C160+$C161+$C162+$C163+$C164+$C165 |
153 |
$S12=$C17+$C42+$C43+$C44+$C45+$C46+$C47+$C48+$C492+$C493 |
$S12=$C17+$C42+$C43+$C44+$C45+$C46+$C47+$C48+$C492+$C493 |