: lookup ( cards table -- value )
[ rank-bits ] dip nth ;
-: unique5? ( cards -- ? )
- unique5-table lookup 0 > ;
-
: map-product ( seq quot -- n )
[ 1 ] 2dip [ dip * ] curry [ swap ] prepose each ; inline
bitxor values-table nth ;
: hand-value ( cards -- value )
- {
- { [ dup flush? ] [ flushes-table lookup ] }
- { [ dup unique5? ] [ unique5-table lookup ] }
- [ prime-bits perfect-hash-find ]
- } cond ;
+ dup flush? [ flushes-table lookup ] [
+ dup unique5-table lookup dup 0 > [ nip ] [
+ drop prime-bits perfect-hash-find
+ ] if
+ ] if ;
: >card-rank ( card -- str )
-8 shift HEX: F bitand RANK_STR nth ;
! Copyright (c) 2007, 2008 Aaron Schaefer, Slava Pestov.
! See http://factorcode.org/license.txt for BSD license.
-USING: kernel math math.functions math.ranges sequences project-euler.common ;
+USING: kernel math math.functions math.ranges project-euler.common sequences
+ sets ;
IN: project-euler.001
! http://projecteuler.net/index.php?section=problems&id=1
999 15 sum-divisible-by - ;
! [ euler001 ] 100 ave-time
-! 0 ms run / 0 ms GC ave time - 100 trials
+! 0 ms ave run time - 0.0 SD (100 trials)
! ALTERNATE SOLUTIONS
0 999 3 <range> sum 0 999 5 <range> sum + 0 999 15 <range> sum - ;
! [ euler001a ] 100 ave-time
-! 0 ms run / 0 ms GC ave time - 100 trials
+! 0 ms ave run time - 0.03 SD (100 trials)
: euler001b ( -- answer )
1000 [ [ 5 mod ] [ 3 mod ] bi [ 0 = ] either? ] filter sum ;
! [ euler001b ] 100 ave-time
-! 0 ms run / 0 ms GC ave time - 100 trials
+! 0 ms ave run time - 0.06 SD (100 trials)
: euler001c ( -- answer )
! [ euler001c ] 100 ave-time
! 0 ms ave run time - 0.06 SD (100 trials)
+
+: euler001d ( -- answer )
+ { 3 5 } [ [ 999 ] keep <range> ] gather sum ;
+
+! [ euler001d ] 100 ave-time
+! 0 ms ave run time - 0.08 SD (100 trials)
+
SOLUTION: euler001
[ nth-prime primes-upto ]
} cond product ;
-: (primorial-upto) ( count limit -- m )
- '[ dup primorial _ <= ] [ 1+ dup primorial ] produce
- nip penultimate ;
-
: primorial-upto ( limit -- m )
- 1 swap (primorial-upto) ;
+ 1 swap '[ dup primorial _ <= ] [ 1+ dup primorial ] produce
+ nip penultimate ;
PRIVATE>