Your question was about Excel so I assumed that this was obvious, though I just noticed the absence of a vba tag (I'll probably add that tag so others can chime in). integer between 0 and 99988 for the seed. All linear congruential generators use this formula: r n + 1 = a × r n + c ( mod m ) {\displaystyle r_ {n+1}=a\times r_ {n}+c {\pmod {m}}} Where: r 0 {\displaystyle r_ {0}} is a seed. achieve familiarity with the techniques required to complete the By clicking “Post Your Answer”, you agree to our terms of service, privacy policy and cookie policy. site design / logo © 2020 Stack Exchange Inc; user contributions licensed under cc by-sa. Google Scholar; 9 PEACH, PAUL. I am looking to implement a linear congruential generator in Excel. The LCG will have a full period for all I regularly teach a number theory and cryptography course so have built up a library of programs in VBA and Python. This is a linear congruence solver made for solving equations of the form \(ax \equiv b \; ( \text{mod} \; m) \), where \( a \), \( b \) and \( m \) are integers, and \( m \) is positive. Thetheory and optimal selection of a seed number are beyond the scope ofthis post; however, a common choice suitable for our application is totake the current system time in microseconds. =MOD(A6,Base). if you haven't done VBA. use a linear congruential type generator to seed the state table & cycle the entire table 10 times ***/ void sxrand (seed) long seed; {int i; table[0] = seed; for (i=1; i

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