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(3) X = (a1*N1*x1) + . . . .+ (ak*Nk*xk) (mod P) (4) i.e. X = ∑ ai*Ni*xi (Mod P) (5) where Nk = P / nk in which xk satisfies Ni*xi = 1 (mod ni) The remainder of the solved congruencies X ...
... â5¬q8j÷+Yµ┬─≤*Sw¡*ÑO<∙Ä[Pπ╔Rk╝U┤τ╕x,< ╡00tç╟!D.f╩uß∙pAαû∙≤╘&á*╕½┤ **"5 +┌u8ƒ*d╦ü1│&$« î¡Yδ├H¿aK}ÑK÷ΘRp ...
... º;_╕╨╙ ╡7<ÉîKδ⌡┴─ ⌡;S*_ƒ╝v}Ba■∙º╖~⌠ 'ÿâ├â'τºWⁿ:q∞î3é∩B╝*º&¿BF¬hwM!╖QG≈}g½èèëà*fW╞ú**J:º¿>╞AK├nK├Ns ...
l¢U}╧ ╣ó4äαƒ$┘╙*|Ω+≈ Ñ⌠,⌐í öå ╞╚Æ*Ω⌠ &O╖₧B≥dd╖½╛( ╥) @≈éé8 ═╗AO*O*h6*4∞ì2*∙íÉ╟╬¼ƒ ...
(3) X = (a1*N1*x1) + . . . .+ (ak*Nk*xk) (mod P) (4) i.e. X = ai*Ni*xi (Mod P) (5) where Nk = P / nk in which xk satisfies Ni*xi = 1 (mod ni) The remainder of the solved ...
... q8j÷+Yµ*Sw¡*ÑO<Ä[PRkUx,< 00tç!D.fußpAû&á*½ **"5 +u8*dü1&$« î¡YH¿aK}ÑK ...
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