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数表 (組み合わせ, nCr, n=302, 302Cr)

nCr (整数) nCr (指数表記) x=log(nCr), nCr=10^x ΣnCk (k=0...r)
302C0 =10^
302C1 =10^
302C2 =10^
302C3 =10^
302C4 =10^
302C5 =10^
302C6 =10^
302C7 =10^
302C8 =10^
302C9 =10^
302C10 =10^
302C11 =10^
302C12 =10^
302C13 =10^
302C14 =10^
302C15 =10^
302C16 =10^
302C17 =10^
302C18 =10^
302C19 =10^
302C20 =10^
302C21 =10^
302C22 =10^
302C23 =10^
302C24 =10^
302C25 =10^
302C26 =10^
302C27 =10^
302C28 =10^
302C29 =10^
302C30 =10^
302C31 =10^
302C32 =10^
302C33 =10^
302C34 =10^
302C35 =10^
302C36 =10^
302C37 =10^
302C38 =10^
302C39 =10^
302C40 =10^
302C41 =10^
302C42 =10^
302C43 =10^
302C44 =10^
302C45 =10^
302C46 =10^
302C47 =10^
302C48 =10^
302C49 =10^
302C50 =10^
302C51 =10^
302C52 =10^
302C53 =10^
302C54 =10^
302C55 =10^
302C56 =10^
302C57 =10^
302C58 =10^
302C59 =10^
302C60 =10^
302C61 =10^
302C62 =10^
302C63 =10^
302C64 =10^
302C65 =10^
302C66 =10^
302C67 =10^
302C68 =10^
302C69 =10^
302C70 =10^
302C71 =10^
302C72 =10^
302C73 =10^
302C74 =10^
302C75 =10^
302C76 =10^
302C77 =10^
302C78 =10^
302C79 =10^
302C80 =10^
302C81 =10^
302C82 =10^
302C83 =10^
302C84 =10^
302C85 =10^
302C86 =10^
302C87 =10^
302C88 =10^
302C89 =10^
302C90 =10^
302C91 =10^
302C92 =10^
302C93 =10^
302C94 =10^
302C95 =10^
302C96 =10^
302C97 =10^
302C98 =10^
302C99 =10^
302C100 =10^
302C101 =10^
302C102 =10^
302C103 =10^
302C104 =10^
302C105 =10^
302C106 =10^
302C107 =10^
302C108 =10^
302C109 =10^
302C110 =10^
302C111 =10^
302C112 =10^
302C113 =10^
302C114 =10^
302C115 =10^
302C116 =10^
302C117 =10^
302C118 =10^
302C119 =10^
302C120 =10^
302C121 =10^
302C122 =10^
302C123 =10^
302C124 =10^
302C125 =10^
302C126 =10^
302C127 =10^
302C128 =10^
302C129 =10^
302C130 =10^
302C131 =10^
302C132 =10^
302C133 =10^
302C134 =10^
302C135 =10^
302C136 =10^
302C137 =10^
302C138 =10^
302C139 =10^
302C140 =10^
302C141 =10^
302C142 =10^
302C143 =10^
302C144 =10^
302C145 =10^
302C146 =10^
302C147 =10^
302C148 =10^
302C149 =10^
302C150 =10^
302C151 =10^
302C152 =10^
302C153 =10^
302C154 =10^
302C155 =10^
302C156 =10^
302C157 =10^
302C158 =10^
302C159 =10^
302C160 =10^
302C161 =10^
302C162 =10^
302C163 =10^
302C164 =10^
302C165 =10^
302C166 =10^
302C167 =10^
302C168 =10^
302C169 =10^
302C170 =10^
302C171 =10^
302C172 =10^
302C173 =10^
302C174 =10^
302C175 =10^
302C176 =10^
302C177 =10^
302C178 =10^
302C179 =10^
302C180 =10^
302C181 =10^
302C182 =10^
302C183 =10^
302C184 =10^
302C185 =10^
302C186 =10^
302C187 =10^
302C188 =10^
302C189 =10^
302C190 =10^
302C191 =10^
302C192 =10^
302C193 =10^
302C194 =10^
302C195 =10^
302C196 =10^
302C197 =10^
302C198 =10^
302C199 =10^
302C200 =10^
302C201 =10^
302C202 =10^
302C203 =10^
302C204 =10^
302C205 =10^
302C206 =10^
302C207 =10^
302C208 =10^
302C209 =10^
302C210 =10^
302C211 =10^
302C212 =10^
302C213 =10^
302C214 =10^
302C215 =10^
302C216 =10^
302C217 =10^
302C218 =10^
302C219 =10^
302C220 =10^
302C221 =10^
302C222 =10^
302C223 =10^
302C224 =10^
302C225 =10^
302C226 =10^
302C227 =10^
302C228 =10^
302C229 =10^
302C230 =10^
302C231 =10^
302C232 =10^
302C233 =10^
302C234 =10^
302C235 =10^
302C236 =10^
302C237 =10^
302C238 =10^
302C239 =10^
302C240 =10^
302C241 =10^
302C242 =10^
302C243 =10^
302C244 =10^
302C245 =10^
302C246 =10^
302C247 =10^
302C248 =10^
302C249 =10^
302C250 =10^
302C251 =10^
302C252 =10^
302C253 =10^
302C254 =10^
302C255 =10^
302C256 =10^
302C257 =10^
302C258 =10^
302C259 =10^
302C260 =10^
302C261 =10^
302C262 =10^
302C263 =10^
302C264 =10^
302C265 =10^
302C266 =10^
302C267 =10^
302C268 =10^
302C269 =10^
302C270 =10^
302C271 =10^
302C272 =10^
302C273 =10^
302C274 =10^
302C275 =10^
302C276 =10^
302C277 =10^
302C278 =10^
302C279 =10^
302C280 =10^
302C281 =10^
302C282 =10^
302C283 =10^
302C284 =10^
302C285 =10^
302C286 =10^
302C287 =10^
302C288 =10^
302C289 =10^
302C290 =10^
302C291 =10^
302C292 =10^
302C293 =10^
302C294 =10^
302C295 =10^
302C296 =10^
302C297 =10^
302C298 =10^
302C299 =10^
302C300 =10^
302C301 =10^
302C302 =10^