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#include "isprime.bas"
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function nextprime( n as uinteger ) as uinteger
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'finds the next prime after n
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if n = 0 then return 2
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if n < 3 then return n + 1
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dim as integer q = n + 2
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while not isprime(q)
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q+=2
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wend
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return q
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end function
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function spd( byval n as integer, d() as integer ) as boolean
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if not isprime(n) then return false
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for i as integer = lbound(d) to ubound(d)
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if not nextprime(n) = n + d(i) then return false
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n+=d(i)
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next i
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return true
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end function
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sub print_set( byval n as uinteger, d() as uinteger )
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print "( ";n;" ";
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for i as integer = lbound(d) to ubound(d)
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print n+d(i);" ";
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n+=d(i)
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next i
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print ")"
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end sub
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function count_below( max as uinteger, d() as uinteger ) as uinteger
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dim as uinteger c = 0, last = 0
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for n as uinteger = 2 to max-d(ubound(d))
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if spd(n, d()) then
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c+=1
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if c=1 then print_set( n, d() )
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last = n
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end if
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next n
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print_set(last, d())
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return c
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end function
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dim as integer n, c
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'example 1, differences of 2
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redim as uinteger d(0)
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d(0) = 2
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print "Differences of 2 (the twin primes)"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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'example 2, difference of 1
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d(0) = 1
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print
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print "Differences of 1"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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'example 3, differences of 2,2
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redim as uinteger d(1)
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d(0) = 2 : d(1) = 2
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print
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print "Differences of 2, 2"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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'example 4, differences of 2,4
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d(1) = 4
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print
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print "Differences of 2, 4"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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'example 5, differences of 2,2
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d(0) = 4 : d(1) = 2
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print
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print "Differences of 4, 2"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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'example 6, differences of 6,4,2
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redim as uinteger d(2)
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d(0) = 6 : d(1) = 4 : d(2) = 2
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print
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print "Differences of 6, 4, 2"
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c = count_below(1000000, d())
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print "Number of occurrences: ", c
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