Created
October 2, 2017 08:56
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fun sqrtI(l: Long): Long { | |
val sqrt = Math.sqrt(l.toDouble()).toLong() | |
if (isFullSqr(l)) return sqrt | |
return sqrt + 1 | |
} | |
fun isFullSqr(l: Long) = l == Math.sqrt(l.toDouble()).toLong().let { it * it } | |
fun main(args: Array<String>) { | |
val N = 229_637L | |
val BB = 25L | |
var found = false | |
for (i in 2L..BB) { | |
if (N % i == 0L) { | |
println("$N = $i * ${N / i} via BB") | |
found = true | |
break | |
} | |
} | |
if (!found) { | |
for (x in sqrtI(N)..N) { | |
val qx = x * x - N | |
if (isFullSqr(qx)) { | |
val B = sqrtI(qx) | |
val A = sqrtI(B * B + N) | |
if (A - B == 1L) { | |
println("it's prime") | |
} else { | |
println("$N = ${A + B} * ${A - B} step #${x - sqrtI(N) + 1}") | |
} | |
break | |
} | |
} | |
} | |
} |
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