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数表 (組み合わせ, nCr, n=151, 151Cr)

nCr (整数) nCr (指数表記) x=log(nCr), nCr=10^x ΣnCk (k=0...r)
151C0 =10^
151C1 =10^
151C2 =10^
151C3 =10^
151C4 =10^
151C5 =10^
151C6 =10^
151C7 =10^
151C8 =10^
151C9 =10^
151C10 =10^
151C11 =10^
151C12 =10^
151C13 =10^
151C14 =10^
151C15 =10^
151C16 =10^
151C17 =10^
151C18 =10^
151C19 =10^
151C20 =10^
151C21 =10^
151C22 =10^
151C23 =10^
151C24 =10^
151C25 =10^
151C26 =10^
151C27 =10^
151C28 =10^
151C29 =10^
151C30 =10^
151C31 =10^
151C32 =10^
151C33 =10^
151C34 =10^
151C35 =10^
151C36 =10^
151C37 =10^
151C38 =10^
151C39 =10^
151C40 =10^
151C41 =10^
151C42 =10^
151C43 =10^
151C44 =10^
151C45 =10^
151C46 =10^
151C47 =10^
151C48 =10^
151C49 =10^
151C50 =10^
151C51 =10^
151C52 =10^
151C53 =10^
151C54 =10^
151C55 =10^
151C56 =10^
151C57 =10^
151C58 =10^
151C59 =10^
151C60 =10^
151C61 =10^
151C62 =10^
151C63 =10^
151C64 =10^
151C65 =10^
151C66 =10^
151C67 =10^
151C68 =10^
151C69 =10^
151C70 =10^
151C71 =10^
151C72 =10^
151C73 =10^
151C74 =10^
151C75 =10^
151C76 =10^
151C77 =10^
151C78 =10^
151C79 =10^
151C80 =10^
151C81 =10^
151C82 =10^
151C83 =10^
151C84 =10^
151C85 =10^
151C86 =10^
151C87 =10^
151C88 =10^
151C89 =10^
151C90 =10^
151C91 =10^
151C92 =10^
151C93 =10^
151C94 =10^
151C95 =10^
151C96 =10^
151C97 =10^
151C98 =10^
151C99 =10^
151C100 =10^
151C101 =10^
151C102 =10^
151C103 =10^
151C104 =10^
151C105 =10^
151C106 =10^
151C107 =10^
151C108 =10^
151C109 =10^
151C110 =10^
151C111 =10^
151C112 =10^
151C113 =10^
151C114 =10^
151C115 =10^
151C116 =10^
151C117 =10^
151C118 =10^
151C119 =10^
151C120 =10^
151C121 =10^
151C122 =10^
151C123 =10^
151C124 =10^
151C125 =10^
151C126 =10^
151C127 =10^
151C128 =10^
151C129 =10^
151C130 =10^
151C131 =10^
151C132 =10^
151C133 =10^
151C134 =10^
151C135 =10^
151C136 =10^
151C137 =10^
151C138 =10^
151C139 =10^
151C140 =10^
151C141 =10^
151C142 =10^
151C143 =10^
151C144 =10^
151C145 =10^
151C146 =10^
151C147 =10^
151C148 =10^
151C149 =10^
151C150 =10^
151C151 =10^