Created
March 24, 2017 02:35
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Fibonacci
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u\{0(\d*)(#*)\}/u{$1mult{##########}{$2}}/ | |
u\{1(\d*)(#*)\}/u{$1mult{##########}{$2}#}/ | |
u\{2(\d*)(#*)\}/u{$1mult{##########}{$2}##}/ | |
u\{3(\d*)(#*)\}/u{$1mult{##########}{$2}###}/ | |
u\{4(\d*)(#*)\}/u{$1mult{##########}{$2}####}/ | |
u\{5(\d*)(#*)\}/u{$1mult{##########}{$2}#####}/ | |
u\{6(\d*)(#*)\}/u{$1mult{##########}{$2}######}/ | |
u\{7(\d*)(#*)\}/u{$1mult{##########}{$2}#######}/ | |
u\{8(\d*)(#*)\}/u{$1mult{##########}{$2}########}/ | |
u\{9(\d*)(#*)\}/u{$1mult{##########}{$2}#########}/ | |
u\{(#*)\}/$1/ | |
d\{((#{10})*)(\d*)\}/d{over10{$1}0$3}/ | |
d\{((#{10})*)#(\d*)\}/d{over10{$1}1$3}/ | |
d\{((#{10})*)##(\d*)\}/d{over10{$1}2$3}/ | |
d\{((#{10})*)###(\d*)\}/d{over10{$1}3$3}/ | |
d\{((#{10})*)####(\d*)\}/d{over10{$1}4$3}/ | |
d\{((#{10})*)#####(\d*)\}/d{over10{$1}5$3}/ | |
d\{((#{10})*)######(\d*)\}/d{over10{$1}6$3}/ | |
d\{((#{10})*)#######(\d*)\}/d{over10{$1}7$3}/ | |
d\{((#{10})*)########(\d*)\}/d{over10{$1}8$3}/ | |
d\{((#{10})*)#########(\d*)\}/d{over10{$1}9$3}/ | |
d\{over10\{\}(\d*)\}/$1/ | |
over10\{(#*)(#{10})(:(#*))?\}/over10{$1:sub{$2}{#########}$4}/ | |
over10\{#{0,9}(:?(#+))}/$2/ | |
mult\{(#*)#\}\{(#*)}/mult{$1}{$2}$2/mult\{\}\{.*?\}// | |
sub\{(#*)#\}\{(#*)#\}/sub{$1}{$2}/ | |
sub\{(#*)\}\{\}/$1/ | |
sub\{\}\{(#*)\}/$1/ | |
fibonacci\{(#*)#\}\{((?:#+,)*)(#+),(#+)\}/fibonacci{$1}{$2$3,$4,$3$4}/ | |
fibonacci\{(#+)\}\{\}/fibonacci{sub{$1}{##}}{#,#}/ | |
fibonacci\{(\d+)\}/fibonacci{u{$1}}{}/ | |
fibonacci\{\}\{(#*,)+(#+)}/d{$2}/ | |
fibonacci{12} |
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