PAD - reference

Reference

OLD

NEW go ok

Sequences

Sequences

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Options

action count from increment keep make name pull push remove rows store to

Builds

bool build check fixed function given loop make order pull

Actions

Single

average count dedup distinct element first last maximum median minimum pop product randomize reverse shift shuffle sort sum trim

Double

append combine difference intersection merge onlyNow onlyStore prepend splice

Plays

Make

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Keep

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Remove

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Flag

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Start

Types

action flag keep make pull remove sequence

Tags

action flag keep make pull remove resume sequence

Sequences

Sequences

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Options

action atLeastOnce both count duplicates from increment keep left make name negative orderly pull push randomly remove right rows store to unique

Builds

bool build check fixed function given loop make order pull

Actions

Single

average count dedup distinct element first last maximum median minimum pop product randomize reverse shift shuffle sort sum trim

Double

append combine difference intersection merge onlyNow onlyStore prepend splice

Plays

Make

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Keep

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Remove

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Flag

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Start

Types

action flag keep make pull remove sequence

Tags

action flag keep make pull remove resume sequence

Old Source

New Source

<blockquote>

<table with="95%" border="0" align="center" style="margin-top: 0; margin-bottom: 0;" cellspacing="0" cellpadding="0">
<tr>
<td>

<blockquote>

<h3>Sequences</h3>

<blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Sequences</h3>

<blockquote>

<a href="?reference2&dir=sequences&type=Sequences&item=add">add</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=and">and</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=antiprime">antiprime</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=bell">bell</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=biquadratic">biquadratic</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=catalan">catalan</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=caterer">caterer</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=ceil">ceil</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=chance">chance</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=composite">composite</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=cubic">cubic</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=cullen">cullen</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=decagonal">decagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=divide">divide</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=emirp">emirp</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=enneadecagonal">enneadecagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=eval">eval</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=even">even</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=exponentiation">exponentiation</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=fibonacci">fibonacci</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=floor">floor</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=gnomonic">gnomonic</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=golomb">golomb</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=gould">gould</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=happy">happy</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=harshad">harshad</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=heptadecagonal">heptadecagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=heptagonal">heptagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=hexagonal">hexagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=icosihenagonal">icosihenagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=identity">identity</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=kaprekar">kaprekar</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=kolakoski">kolakoski</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=kynea">kynea</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=list">list</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=loop">loop</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=lucas">lucas</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=lucky">lucky</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=mersenne">mersenne</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=modulo">modulo</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=moserdebruijn">moserdebruijn</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=multiple">multiple</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=multiply">multiply</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=nand">nand</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=negation">negation</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=newmanConway">newmanConway</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=nor">nor</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=not">not</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=octagonal">octagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=octahedral">octahedral</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=odd">odd</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=oeis">oeis</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=or">or</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=palindrome">palindrome</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=pell">pell</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=pentagonal">pentagonal</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=perfect">perfect</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=perrin">perrin</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=polite">polite</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=power">power</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=powerful">powerful</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=prime">prime</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=pronic">pronic</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=random">random</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=range">range</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=recaman">recaman</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=repeat">repeat</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=round">round</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=semiprime">semiprime</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=square">square</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=step">step</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=strong">strong</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=subtract">subtract</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=sylvester">sylvester</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=tetrahedral">tetrahedral</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=triangular">triangular</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=tribonacci">tribonacci</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=xnor">xnor</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=xor">xor</a>

 

<a href="?reference2&dir=sequences&type=Sequences&item=xpadovan">xpadovan</a>

 

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Options</h3>

<blockquote>

<a href="?reference2&dir=options&type=Options&item=action">action</a>

 

<a href="?reference2&dir=options&type=Options&item=atLeastOnce">atLeastOnce</a>

 

<a href="?reference2&dir=options&type=Options&item=both">both</a>

 

<a href="?reference2&dir=options&type=Options&item=count">count</a>

 

<a href="?reference2&dir=options&type=Options&item=duplicates">duplicates</a>

 

<a href="?reference2&dir=options&type=Options&item=from">from</a>

 

<a href="?reference2&dir=options&type=Options&item=increment">increment</a>

 

<a href="?reference2&dir=options&type=Options&item=keep">keep</a>

 

<a href="?reference2&dir=options&type=Options&item=negative">negative</a>

 

<a href="?reference2&dir=options&type=Options&item=orderly">orderly</a>

 

<a href="?reference2&dir=options&type=Options&item=randomly">randomly</a>

 

<a href="?reference2&dir=options&type=Options&item=remove">remove</a>

 

<a href="?reference2&dir=options&type=Options&item=right">right</a>

 

<a href="?reference2&dir=options&type=Options&item=rows">rows</a>

 

<a href="?reference2&dir=options&type=Options&item=store">store</a>

 

<a href="?reference2&dir=options&type=Options&item=to">to</a>

 

<a href="?reference2&dir=options&type=Options&item=unique">unique</a>

 

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Builds</h3>

<blockquote>

<a href="?reference2&dir=builds&type=Builds&item=bool">bool</a>

 

<a href="?reference2&dir=builds&type=Builds&item=build">build</a>

 

<a href="?reference2&dir=builds&type=Builds&item=check">check</a>

 

<a href="?reference2&dir=builds&type=Builds&item=fixed">fixed</a>

 

<a href="?reference2&dir=builds&type=Builds&item=function">function</a>

 

<a href="?reference2&dir=builds&type=Builds&item=given">given</a>

 

<a href="?reference2&dir=builds&type=Builds&item=loop">loop</a>

 

<a href="?reference2&dir=builds&type=Builds&item=make">make</a>

 

<a href="?reference2&dir=builds&type=Builds&item=order">order</a>

 

<a href="?reference2&dir=builds&type=Builds&item=pull">pull</a>

 

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Actions</h3>

<blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Single</h3>

<blockquote>

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=average">average</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=count">count</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=dedup">dedup</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=distinct">distinct</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=element">element</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=first">first</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=last">last</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=maximum">maximum</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=median">median</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=minimum">minimum</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=pop">pop</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=product">product</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=randomize">randomize</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=reverse">reverse</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=shift">shift</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=shuffle">shuffle</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=sort">sort</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=sum">sum</a>

 

<a href="?reference2&dir=actions%2Fsingle&type=Single&item=trim">trim</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Double</h3>

<blockquote>

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=append">append</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=combine">combine</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=difference">difference</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=intersection">intersection</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=merge">merge</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=onlyNow">onlyNow</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=onlyStore">onlyStore</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=prepend">prepend</a>

 

<a href="?reference2&dir=actions%2Fdouble&type=Double&item=splice">splice</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Plays</h3>

<blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Make</h3>

<blockquote>

<a href="?reference2&dir=plays%2Fmake&type=Make&item=add">add</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=and">and</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=antiprime">antiprime</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=bell">bell</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=biquadratic">biquadratic</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=catalan">catalan</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=caterer">caterer</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=ceil">ceil</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=chance">chance</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=composite">composite</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=cubic">cubic</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=cullen">cullen</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=decagonal">decagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=divide">divide</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=emirp">emirp</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=enneadecagonal">enneadecagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=eval">eval</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=even">even</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=exponentiation">exponentiation</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=fibonacci">fibonacci</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=floor">floor</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=gnomonic">gnomonic</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=golomb">golomb</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=gould">gould</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=happy">happy</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=harshad">harshad</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=heptadecagonal">heptadecagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=heptagonal">heptagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=hexagonal">hexagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=icosihenagonal">icosihenagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=identity">identity</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=kaprekar">kaprekar</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=kolakoski">kolakoski</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=kynea">kynea</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=list">list</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=loop">loop</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=lucas">lucas</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=lucky">lucky</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=mersenne">mersenne</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=modulo">modulo</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=moserdebruijn">moserdebruijn</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=multiple">multiple</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=multiply">multiply</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=nand">nand</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=negation">negation</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=newmanConway">newmanConway</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=nor">nor</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=not">not</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=octagonal">octagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=octahedral">octahedral</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=odd">odd</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=oeis">oeis</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=or">or</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=palindrome">palindrome</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=pell">pell</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=pentagonal">pentagonal</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=perfect">perfect</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=perrin">perrin</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=polite">polite</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=power">power</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=powerful">powerful</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=prime">prime</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=pronic">pronic</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=random">random</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=range">range</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=recaman">recaman</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=repeat">repeat</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=round">round</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=semiprime">semiprime</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=square">square</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=step">step</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=strong">strong</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=subtract">subtract</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=sylvester">sylvester</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=tetrahedral">tetrahedral</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=triangular">triangular</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=tribonacci">tribonacci</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=xnor">xnor</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=xor">xor</a>

 

<a href="?reference2&dir=plays%2Fmake&type=Make&item=xpadovan">xpadovan</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Keep </h3>

<blockquote>

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=add">add</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=and">and</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=antiprime">antiprime</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=bell">bell</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=biquadratic">biquadratic</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=catalan">catalan</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=caterer">caterer</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=ceil">ceil</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=chance">chance</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=composite">composite</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=cubic">cubic</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=cullen">cullen</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=decagonal">decagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=divide">divide</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=emirp">emirp</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=enneadecagonal">enneadecagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=eval">eval</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=even">even</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=exponentiation">exponentiation</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=fibonacci">fibonacci</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=floor">floor</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=gnomonic">gnomonic</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=golomb">golomb</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=gould">gould</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=happy">happy</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=harshad">harshad</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=heptadecagonal">heptadecagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=heptagonal">heptagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=hexagonal">hexagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=icosihenagonal">icosihenagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=identity">identity</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=kaprekar">kaprekar</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=kolakoski">kolakoski</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=kynea">kynea</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=list">list</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=loop">loop</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=lucas">lucas</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=lucky">lucky</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=mersenne">mersenne</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=modulo">modulo</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=moserdebruijn">moserdebruijn</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=multiple">multiple</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=multiply">multiply</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=nand">nand</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=negation">negation</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=newmanConway">newmanConway</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=nor">nor</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=not">not</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=octagonal">octagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=octahedral">octahedral</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=odd">odd</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=oeis">oeis</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=or">or</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=palindrome">palindrome</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=pell">pell</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=pentagonal">pentagonal</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=perfect">perfect</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=perrin">perrin</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=polite">polite</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=power">power</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=powerful">powerful</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=prime">prime</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=pronic">pronic</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=random">random</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=range">range</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=recaman">recaman</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=repeat">repeat</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=round">round</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=semiprime">semiprime</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=square">square</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=step">step</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=strong">strong</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=subtract">subtract</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=sylvester">sylvester</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=tetrahedral">tetrahedral</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=triangular">triangular</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=tribonacci">tribonacci</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=xnor">xnor</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=xor">xor</a>

 

<a href="?reference2&dir=plays%2Fkeep&type=Keep+&item=xpadovan">xpadovan</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Remove</h3>

<blockquote>

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=add">add</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=and">and</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=antiprime">antiprime</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=bell">bell</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=biquadratic">biquadratic</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=catalan">catalan</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=caterer">caterer</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=ceil">ceil</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=chance">chance</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=composite">composite</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=cubic">cubic</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=cullen">cullen</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=decagonal">decagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=divide">divide</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=emirp">emirp</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=enneadecagonal">enneadecagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=eval">eval</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=even">even</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=exponentiation">exponentiation</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=fibonacci">fibonacci</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=floor">floor</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=gnomonic">gnomonic</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=golomb">golomb</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=gould">gould</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=happy">happy</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=harshad">harshad</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=heptadecagonal">heptadecagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=heptagonal">heptagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=hexagonal">hexagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=icosihenagonal">icosihenagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=identity">identity</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=kaprekar">kaprekar</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=kolakoski">kolakoski</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=kynea">kynea</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=list">list</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=loop">loop</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=lucas">lucas</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=lucky">lucky</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=mersenne">mersenne</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=modulo">modulo</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=moserdebruijn">moserdebruijn</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=multiple">multiple</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=multiply">multiply</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=nand">nand</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=negation">negation</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=newmanConway">newmanConway</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=nor">nor</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=not">not</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=octagonal">octagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=octahedral">octahedral</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=odd">odd</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=oeis">oeis</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=or">or</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=palindrome">palindrome</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=pell">pell</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=pentagonal">pentagonal</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=perfect">perfect</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=perrin">perrin</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=polite">polite</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=power">power</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=powerful">powerful</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=prime">prime</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=pronic">pronic</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=random">random</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=range">range</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=recaman">recaman</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=repeat">repeat</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=round">round</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=semiprime">semiprime</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=square">square</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=step">step</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=strong">strong</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=subtract">subtract</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=sylvester">sylvester</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=tetrahedral">tetrahedral</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=triangular">triangular</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=tribonacci">tribonacci</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=xnor">xnor</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=xor">xor</a>

 

<a href="?reference2&dir=plays%2Fremove&type=Remove&item=xpadovan">xpadovan</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Flag </h3>

<blockquote>

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=add">add</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=and">and</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=antiprime">antiprime</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=bell">bell</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=biquadratic">biquadratic</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=catalan">catalan</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=caterer">caterer</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=ceil">ceil</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=chance">chance</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=composite">composite</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=cubic">cubic</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=cullen">cullen</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=decagonal">decagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=divide">divide</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=emirp">emirp</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=enneadecagonal">enneadecagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=eval">eval</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=even">even</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=exponentiation">exponentiation</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=fibonacci">fibonacci</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=floor">floor</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=gnomonic">gnomonic</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=golomb">golomb</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=gould">gould</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=happy">happy</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=harshad">harshad</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=heptadecagonal">heptadecagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=heptagonal">heptagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=hexagonal">hexagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=icosihenagonal">icosihenagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=identity">identity</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=kaprekar">kaprekar</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=kolakoski">kolakoski</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=kynea">kynea</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=list">list</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=loop">loop</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=lucas">lucas</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=lucky">lucky</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=mersenne">mersenne</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=modulo">modulo</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=moserdebruijn">moserdebruijn</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=multiple">multiple</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=multiply">multiply</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=nand">nand</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=negation">negation</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=newmanConway">newmanConway</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=nor">nor</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=not">not</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=octagonal">octagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=octahedral">octahedral</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=odd">odd</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=oeis">oeis</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=or">or</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=palindrome">palindrome</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=pell">pell</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=pentagonal">pentagonal</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=perfect">perfect</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=perrin">perrin</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=polite">polite</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=power">power</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=powerful">powerful</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=prime">prime</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=pronic">pronic</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=random">random</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=range">range</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=recaman">recaman</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=repeat">repeat</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=round">round</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=semiprime">semiprime</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=square">square</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=step">step</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=strong">strong</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=subtract">subtract</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=sylvester">sylvester</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=tetrahedral">tetrahedral</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=triangular">triangular</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=tribonacci">tribonacci</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=xnor">xnor</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=xor">xor</a>

 

<a href="?reference2&dir=plays%2Fflag&type=Flag+&item=xpadovan">xpadovan</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<h3>Start</h3>

<blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Types</h3>

<blockquote>

<a href="?reference2&dir=start%2Ftypes&type=Types&item=action">action</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=flag">flag</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=keep">keep</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=make">make</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=pull">pull</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=remove">remove</a>

 

<a href="?reference2&dir=start%2Ftypes&type=Types&item=sequence">sequence</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

<blockquote>

<blockquote>

<blockquote>

<h3>Tags</h3>

<blockquote>

<a href="?reference2&dir=start%2Ftags&type=Tags&item=action">action</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=flag">flag</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=keep">keep</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=make">make</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=pull">pull</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=remove">remove</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=resume">resume</a>

 

<a href="?reference2&dir=start%2Ftags&type=Tags&item=sequence">sequence</a>

 

</blockquote>

</blockquote>

</blockquote>

</blockquote>

</td>
</tr>
</table>

</blockquote>

<blockquote> {block} {pad data='reference'} {sequence '1..{$lvl}'} <blockquote> {/sequence} <h3>{$type}</h3> <blockquote> {getXref '{$dir}'} <a href="?reference2{?dir}{?type}{?item}">{$item}</a>   {/getXref} </blockquote> {sequence '1..{$lvl}'} </blockquote> {/sequence} {/pad} {/block} </blockquote>

Sequences

Sequences

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Options

action atLeastOnce both count duplicates from increment keep left make name negative orderly pull push randomly remove right rows store to unique

Builds

bool build check fixed function given loop make order pull

Actions

Single

average count dedup distinct element first last maximum median minimum pop product randomize reverse shift shuffle sort sum trim

Double

append combine difference intersection merge onlyNow onlyStore prepend splice

Plays

Make

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Keep

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Remove

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Flag

add and antiprime bell biquadratic catalan caterer ceil chance composite cubic cullen decagonal divide emirp enneadecagonal eval even exponentiation fibonacci floor gnomonic golomb gould happy harshad heptadecagonal heptagonal hexagonal icosihenagonal identity kaprekar kolakoski kynea list loop lucas lucky mersenne modulo moserdebruijn multiple multiply nand negation newmanConway nor not octagonal octahedral odd oeis or palindrome pell pentagonal perfect perrin polite power powerful prime pronic random range recaman repeat round semiprime square step strong subtract sylvester tetrahedral triangular tribonacci xnor xor xpadovan

Start

Types

action flag keep make pull remove sequence

Tags

action flag keep make pull remove resume sequence

PAD - PHP Application Driver

Reference

Sequences

Sequences

Options

Builds

Actions

Single

Double

Plays

Make

Keep

Remove

Flag

Start

Types

Tags

Sequences

Sequences

Options

Builds

Actions

Single

Double

Plays

Make

Keep

Remove

Flag

Start

Types

Tags

Sequences

Sequences

Options

Builds

Actions

Single

Double

Plays

Make

Keep

Remove

Flag

Start

Types

Tags