3v4l.org

run code in 300+ PHP versions simultaneously
<?php // Everything you enter here will be executed by our servers. Try it! print_r( get_html_translation_table( HTML_ENTITIES , ENT_QUOTES | ENT_HTML5 | ENT_XHTML | ENT_HTML401 ) );
Output for git.master, git.master_jit, rfc.property-hooks
Array ( [ ] => &Tab; [ ] => &NewLine; [!] => &excl; ["] => &quot; [#] => &num; [$] => &dollar; [%] => &percnt; [&] => &amp; ['] => &apos; [(] => &lpar; [)] => &rpar; [*] => &ast; [+] => &plus; [,] => &comma; [.] => &period; [/] => &sol; [:] => &colon; [;] => &semi; [<] => &lt; [<⃒] => &nvlt; [=] => &equals; [=⃥] => &bne; [>] => &gt; [>⃒] => &nvgt; [?] => &quest; [@] => &commat; [[] => &lbrack; [\] => &bsol; []] => &rsqb; [^] => &Hat; [_] => &lowbar; [`] => &grave; [fj] => &fjlig; [{] => &lbrace; [|] => &vert; [}] => &rcub; [ ] => &nbsp; [¡] => &iexcl; [¢] => &cent; [£] => &pound; [¤] => &curren; [¥] => &yen; [¦] => &brvbar; [§] => &sect; [¨] => &DoubleDot; [©] => &copy; [ª] => &ordf; [«] => &laquo; [¬] => &not; [­] => &shy; [®] => &reg; [¯] => &macr; [°] => &deg; [±] => &plusmn; [²] => &sup2; [³] => &sup3; [´] => &DiacriticalAcute; [µ] => &micro; [¶] => &para; [·] => &CenterDot; [¸] => &Cedilla; [¹] => &sup1; [º] => &ordm; [»] => &raquo; [¼] => &frac14; [½] => &half; [¾] => &frac34; [¿] => &iquest; [À] => &Agrave; [Á] => &Aacute; [Â] => &Acirc; [Ã] => &Atilde; [Ä] => &Auml; [Å] => &Aring; [Æ] => &AElig; [Ç] => &Ccedil; [È] => &Egrave; [É] => &Eacute; [Ê] => &Ecirc; [Ë] => &Euml; [Ì] => &Igrave; [Í] => &Iacute; [Î] => &Icirc; [Ï] => &Iuml; [Ð] => &ETH; [Ñ] => &Ntilde; [Ò] => &Ograve; [Ó] => &Oacute; [Ô] => &Ocirc; [Õ] => &Otilde; [Ö] => &Ouml; [×] => &times; [Ø] => &Oslash; [Ù] => &Ugrave; [Ú] => &Uacute; [Û] => &Ucirc; [Ü] => &Uuml; [Ý] => &Yacute; [Þ] => &THORN; [ß] => &szlig; [à] => &agrave; [á] => &aacute; [â] => &acirc; [ã] => &atilde; [ä] => &auml; [å] => &aring; [æ] => &aelig; [ç] => &ccedil; [è] => &egrave; [é] => &eacute; [ê] => &ecirc; [ë] => &euml; [ì] => &igrave; [í] => &iacute; [î] => &icirc; [ï] => &iuml; [ð] => &eth; [ñ] => &ntilde; [ò] => &ograve; [ó] => &oacute; [ô] => &ocirc; [õ] => &otilde; [ö] => &ouml; [÷] => &divide; [ø] => &oslash; [ù] => &ugrave; [ú] => &uacute; [û] => &ucirc; [ü] => &uuml; [ý] => &yacute; [þ] => &thorn; [ÿ] => &yuml; [Ā] => &Amacr; [ā] => &amacr; [Ă] => &Abreve; [ă] => &abreve; [Ą] => &Aogon; [ą] => &aogon; [Ć] => &Cacute; [ć] => &cacute; [Ĉ] => &Ccirc; [ĉ] => &ccirc; [Ċ] => &Cdot; [ċ] => &cdot; [Č] => &Ccaron; [č] => &ccaron; [Ď] => &Dcaron; [ď] => &dcaron; [Đ] => &Dstrok; [đ] => &dstrok; [Ē] => &Emacr; [ē] => &emacr; [Ė] => &Edot; [ė] => &edot; [Ę] => &Eogon; [ę] => &eogon; [Ě] => &Ecaron; [ě] => &ecaron; [Ĝ] => &Gcirc; [ĝ] => &gcirc; [Ğ] => &Gbreve; [ğ] => &gbreve; [Ġ] => &Gdot; [ġ] => &gdot; [Ģ] => &Gcedil; [Ĥ] => &Hcirc; [ĥ] => &hcirc; [Ħ] => &Hstrok; [ħ] => &hstrok; [Ĩ] => &Itilde; [ĩ] => &itilde; [Ī] => &Imacr; [ī] => &imacr; [Į] => &Iogon; [į] => &iogon; [İ] => &Idot; [ı] => &inodot; [IJ] => &IJlig; [ij] => &ijlig; [Ĵ] => &Jcirc; [ĵ] => &jcirc; [Ķ] => &Kcedil; [ķ] => &kcedil; [ĸ] => &kgreen; [Ĺ] => &Lacute; [ĺ] => &lacute; [Ļ] => &Lcedil; [ļ] => &lcedil; [Ľ] => &Lcaron; [ľ] => &lcaron; [Ŀ] => &Lmidot; [ŀ] => &lmidot; [Ł] => &Lstrok; [ł] => &lstrok; [Ń] => &Nacute; [ń] => &nacute; [Ņ] => &Ncedil; [ņ] => &ncedil; [Ň] => &Ncaron; [ň] => &ncaron; [ʼn] => &napos; [Ŋ] => &ENG; [ŋ] => &eng; [Ō] => &Omacr; [ō] => &omacr; [Ő] => &Odblac; [ő] => &odblac; [Œ] => &OElig; [œ] => &oelig; [Ŕ] => &Racute; [ŕ] => &racute; [Ŗ] => &Rcedil; [ŗ] => &rcedil; [Ř] => &Rcaron; [ř] => &rcaron; [Ś] => &Sacute; [ś] => &sacute; [Ŝ] => &Scirc; [ŝ] => &scirc; [Ş] => &Scedil; [ş] => &scedil; [Š] => &Scaron; [š] => &scaron; [Ţ] => &Tcedil; [ţ] => &tcedil; [Ť] => &Tcaron; [ť] => &tcaron; [Ŧ] => &Tstrok; [ŧ] => &tstrok; [Ũ] => &Utilde; [ũ] => &utilde; [Ū] => &Umacr; [ū] => &umacr; [Ŭ] => &Ubreve; [ŭ] => &ubreve; [Ů] => &Uring; [ů] => &uring; [Ű] => &Udblac; [ű] => &udblac; [Ų] => &Uogon; [ų] => &uogon; [Ŵ] => &Wcirc; [ŵ] => &wcirc; [Ŷ] => &Ycirc; [ŷ] => &ycirc; [Ÿ] => &Yuml; [Ź] => &Zacute; [ź] => &zacute; [Ż] => &Zdot; [ż] => &zdot; [Ž] => &Zcaron; [ž] => &zcaron; [ƒ] => &fnof; [Ƶ] => &imped; [ǵ] => &gacute; [ȷ] => &jmath; [ˆ] => &circ; [ˇ] => &Hacek; [˘] => &Breve; [˙] => &dot; [˚] => &ring; [˛] => &ogon; [˜] => &DiacriticalTilde; [˝] => &DiacriticalDoubleAcute; [̑] => &DownBreve; [Α] => &Alpha; [Β] => &Beta; [Γ] => &Gamma; [Δ] => &Delta; [Ε] => &Epsilon; [Ζ] => &Zeta; [Η] => &Eta; [Θ] => &Theta; [Ι] => &Iota; [Κ] => &Kappa; [Λ] => &Lambda; [Μ] => &Mu; [Ν] => &Nu; [Ξ] => &Xi; [Ο] => &Omicron; [Π] => &Pi; [Ρ] => &Rho; [Σ] => &Sigma; [Τ] => &Tau; [Υ] => &Upsilon; [Φ] => &Phi; [Χ] => &Chi; [Ψ] => &Psi; [Ω] => &Omega; [α] => &alpha; [β] => &beta; [γ] => &gamma; [δ] => &delta; [ε] => &epsi; [ζ] => &zeta; [η] => &eta; [θ] => &theta; [ι] => &iota; [κ] => &kappa; [λ] => &lambda; [μ] => &mu; [ν] => &nu; [ξ] => &xi; [ο] => &omicron; [π] => &pi; [ρ] => &rho; [ς] => &sigmav; [σ] => &sigma; [τ] => &tau; [υ] => &upsi; [φ] => &phi; [χ] => &chi; [ψ] => &psi; [ω] => &omega; [ϑ] => &thetasym; [ϒ] => &upsih; [ϕ] => &straightphi; [ϖ] => &piv; [Ϝ] => &Gammad; [ϝ] => &gammad; [ϰ] => &varkappa; [ϱ] => &rhov; [ϵ] => &straightepsilon; [϶] => &backepsilon; [Ё] => &IOcy; [Ђ] => &DJcy; [Ѓ] => &GJcy; [Є] => &Jukcy; [Ѕ] => &DScy; [І] => &Iukcy; [Ї] => &YIcy; [Ј] => &Jsercy; [Љ] => &LJcy; [Њ] => &NJcy; [Ћ] => &TSHcy; [Ќ] => &KJcy; [Ў] => &Ubrcy; [Џ] => &DZcy; [А] => &Acy; [Б] => &Bcy; [В] => &Vcy; [Г] => &Gcy; [Д] => &Dcy; [Е] => &IEcy; [Ж] => &ZHcy; [З] => &Zcy; [И] => &Icy; [Й] => &Jcy; [К] => &Kcy; [Л] => &Lcy; [М] => &Mcy; [Н] => &Ncy; [О] => &Ocy; [П] => &Pcy; [Р] => &Rcy; [С] => &Scy; [Т] => &Tcy; [У] => &Ucy; [Ф] => &Fcy; [Х] => &KHcy; [Ц] => &TScy; [Ч] => &CHcy; [Ш] => &SHcy; [Щ] => &SHCHcy; [Ъ] => &HARDcy; [Ы] => &Ycy; [Ь] => &SOFTcy; [Э] => &Ecy; [Ю] => &YUcy; [Я] => &YAcy; [а] => &acy; [б] => &bcy; [в] => &vcy; [г] => &gcy; [д] => &dcy; [е] => &iecy; [ж] => &zhcy; [з] => &zcy; [и] => &icy; [й] => &jcy; [к] => &kcy; [л] => &lcy; [м] => &mcy; [н] => &ncy; [о] => &ocy; [п] => &pcy; [р] => &rcy; [с] => &scy; [т] => &tcy; [у] => &ucy; [ф] => &fcy; [х] => &khcy; [ц] => &tscy; [ч] => &chcy; [ш] => &shcy; [щ] => &shchcy; [ъ] => &hardcy; [ы] => &ycy; [ь] => &softcy; [э] => &ecy; [ю] => &yucy; [я] => &yacy; [ё] => &iocy; [ђ] => &djcy; [ѓ] => &gjcy; [є] => &jukcy; [ѕ] => &dscy; [і] => &iukcy; [ї] => &yicy; [ј] => &jsercy; [љ] => &ljcy; [њ] => &njcy; [ћ] => &tshcy; [ќ] => &kjcy; [ў] => &ubrcy; [џ] => &dzcy; [ ] => &ensp; [ ] => &emsp; [ ] => &emsp13; [ ] => &emsp14; [ ] => &numsp; [ ] => &puncsp; [ ] => &ThinSpace; [ ] => &hairsp; [​] => &ZeroWidthSpace; [‌] => &zwnj; [‍] => &zwj; [‎] => &lrm; [‏] => &rlm; [‐] => &hyphen; [–] => &ndash; [—] => &mdash; [―] => &horbar; [‖] => &Verbar; [‘] => &OpenCurlyQuote; [’] => &rsquo; [‚] => &sbquo; [“] => &OpenCurlyDoubleQuote; [”] => &rdquo; [„] => &bdquo; [†] => &dagger; [‡] => &Dagger; [•] => &bull; [‥] => &nldr; […] => &hellip; [‰] => &permil; [‱] => &pertenk; [′] => &prime; [″] => &Prime; [‴] => &tprime; [‵] => &backprime; [‹] => &lsaquo; [›] => &rsaquo; [‾] => &oline; [⁁] => &caret; [⁃] => &hybull; [⁄] => &frasl; [⁏] => &bsemi; [⁗] => &qprime; [ ] => &MediumSpace; [  ] => &ThickSpace; [⁠] => &NoBreak; [⁡] => &af; [⁢] => &InvisibleTimes; [⁣] => &ic; [€] => &euro; [⃛] => &TripleDot; [⃜] => &DotDot; [ℂ] => &complexes; [℅] => &incare; [ℊ] => &gscr; [ℋ] => &HilbertSpace; [ℌ] => &Hfr; [ℍ] => &Hopf; [ℎ] => &planckh; [ℏ] => &planck; [ℐ] => &imagline; [ℑ] => &Ifr; [ℒ] => &lagran; [ℓ] => &ell; [ℕ] => &naturals; [№] => &numero; [℗] => &copysr; [℘] => &wp; [ℙ] => &primes; [ℚ] => &rationals; [ℛ] => &realine; [ℜ] => &Rfr; [ℝ] => &Ropf; [℞] => &rx; [™] => &trade; [ℤ] => &Zopf; [℧] => &mho; [ℨ] => &Zfr; [℩] => &iiota; [ℬ] => &Bscr; [ℭ] => &Cfr; [ℯ] => &escr; [ℰ] => &expectation; [ℱ] => &Fouriertrf; [ℳ] => &Mellintrf; [ℴ] => &orderof; [ℵ] => &aleph; [ℶ] => &beth; [ℷ] => &gimel; [ℸ] => &daleth; [ⅅ] => &CapitalDifferentialD; [ⅆ] => &DifferentialD; [ⅇ] => &exponentiale; [ⅈ] => &ImaginaryI; [⅓] => &frac13; [⅔] => &frac23; [⅕] => &frac15; [⅖] => &frac25; [⅗] => &frac35; [⅘] => &frac45; [⅙] => &frac16; [⅚] => &frac56; [⅛] => &frac18; [⅜] => &frac38; [⅝] => &frac58; [⅞] => &frac78; [←] => &larr; [↑] => &uarr; [→] => &srarr; [↓] => &darr; [↔] => &harr; [↕] => &UpDownArrow; [↖] => &nwarrow; [↗] => &UpperRightArrow; [↘] => &LowerRightArrow; [↙] => &swarr; [↚] => &nleftarrow; [↛] => &nrarr; [↝] => &rarrw; [↝̸] => &nrarrw; [↞] => &Larr; [↟] => &Uarr; [↠] => &twoheadrightarrow; [↡] => &Darr; [↢] => &larrtl; [↣] => &rarrtl; [↤] => &LeftTeeArrow; [↥] => &UpTeeArrow; [↦] => &map; [↧] => &DownTeeArrow; [↩] => &larrhk; [↪] => &rarrhk; [↫] => &larrlp; [↬] => &looparrowright; [↭] => &harrw; [↮] => &nleftrightarrow; [↰] => &Lsh; [↱] => &rsh; [↲] => &ldsh; [↳] => &rdsh; [↵] => &crarr; [↶] => &curvearrowleft; [↷] => &curarr; [↺] => &olarr; [↻] => &orarr; [↼] => &leftharpoonup; [↽] => &leftharpoondown; [↾] => &RightUpVector; [↿] => &uharl; [⇀] => &rharu; [⇁] => &rhard; [⇂] => &RightDownVector; [⇃] => &dharl; [⇄] => &rightleftarrows; [⇅] => &udarr; [⇆] => &lrarr; [⇇] => &llarr; [⇈] => &upuparrows; [⇉] => &rrarr; [⇊] => &downdownarrows; [⇋] => &leftrightharpoons; [⇌] => &rightleftharpoons; [⇍] => &nLeftarrow; [⇎] => &nhArr; [⇏] => &nrArr; [⇐] => &DoubleLeftArrow; [⇑] => &DoubleUpArrow; [⇒] => &Implies; [⇓] => &Downarrow; [⇔] => &hArr; [⇕] => &Updownarrow; [⇖] => &nwArr; [⇗] => &neArr; [⇘] => &seArr; [⇙] => &swArr; [⇚] => &lAarr; [⇛] => &rAarr; [⇝] => &zigrarr; [⇤] => &LeftArrowBar; [⇥] => &RightArrowBar; [⇵] => &DownArrowUpArrow; [⇽] => &loarr; [⇾] => &roarr; [⇿] => &hoarr; [∀] => &forall; [∁] => &comp; [∂] => &part; [∂̸] => &npart; [∃] => &Exists; [∄] => &nexist; [∅] => &empty; [∇] => &nabla; [∈] => &isinv; [∉] => &notin; [∋] => &ReverseElement; [∌] => &notniva; [∏] => &prod; [∐] => &Coproduct; [∑] => &sum; [−] => &minus; [∓] => &MinusPlus; [∔] => &plusdo; [∖] => &ssetmn; [∗] => &lowast; [∘] => &compfn; [√] => &Sqrt; [∝] => &prop; [∞] => &infin; [∟] => &angrt; [∠] => &angle; [∠⃒] => &nang; [∡] => &angmsd; [∢] => &angsph; [∣] => &mid; [∤] => &nshortmid; [∥] => &shortparallel; [∦] => &nparallel; [∧] => &and; [∨] => &or; [∩] => &cap; [∩︀] => &caps; [∪] => &cup; [∪︀] => &cups; [∫] => &Integral; [∬] => &Int; [∭] => &tint; [∮] => &ContourIntegral; [∯] => &DoubleContourIntegral; [∰] => &Cconint; [∱] => &cwint; [∲] => &cwconint; [∳] => &awconint; [∴] => &there4; [∵] => &Because; [∶] => &ratio; [∷] => &Colon; [∸] => &minusd; [∺] => &mDDot; [∻] => &homtht; [∼] => &sim; [∼⃒] => &nvsim; [∽] => &bsim; [∽̱] => &race; [∾] => &ac; [∾̳] => &acE; [∿] => &acd; [≀] => &wr; [≁] => &NotTilde; [≂] => &esim; [≂̸] => &nesim; [≃] => &simeq; [≄] => &nsime; [≅] => &TildeFullEqual; [≆] => &simne; [≇] => &ncong; [≈] => &approx; [≉] => &napprox; [≊] => &ape; [≋] => &apid; [≋̸] => &napid; [≌] => &bcong; [≍] => &CupCap; [≍⃒] => &nvap; [≎] => &bump; [≎̸] => &nbump; [≏] => &HumpEqual; [≏̸] => &nbumpe; [≐] => &esdot; [≐̸] => &nedot; [≑] => &doteqdot; [≒] => &fallingdotseq; [≓] => &risingdotseq; [≔] => &coloneq; [≕] => &eqcolon; [≖] => &ecir; [≗] => &circeq; [≙] => &wedgeq; [≚] => &veeeq; [≜] => &triangleq; [≟] => &equest; [≠] => &NotEqual; [≡] => &Congruent; [≡⃥] => &bnequiv; [≢] => &NotCongruent; [≤] => &leq; [≤⃒] => &nvle; [≥] => &ge; [≥⃒] => &nvge; [≦] => &lE; [≦̸] => &nlE; [≧] => &geqq; [≧̸] => &NotGreaterFullEqual; [≨] => &lneqq; [≨︀] => &lvertneqq; [≩] => &gneqq; [≩︀] => &gvertneqq; [≪] => &ll; [≪̸] => &nLtv; [≪⃒] => &nLt; [≫] => &gg; [≫̸] => &NotGreaterGreater; [≫⃒] => &nGt; [≬] => &between; [≭] => &NotCupCap; [≮] => &NotLess; [≯] => &ngtr; [≰] => &NotLessEqual; [≱] => &ngeq; [≲] => &LessTilde; [≳] => &GreaterTilde; [≴] => &nlsim; [≵] => &ngsim; [≶] => &lessgtr; [≷] => &gl; [≸] => &ntlg; [≹] => &NotGreaterLess; [≺] => &prec; [≻] => &succ; [≼] => &PrecedesSlantEqual; [≽] => &succcurlyeq; [≾] => &precsim; [≿] => &SucceedsTilde; [≿̸] => &NotSucceedsTilde; [⊀] => &npr; [⊁] => &NotSucceeds; [⊂] => &sub; [⊂⃒] => &vnsub; [⊃] => &sup; [⊃⃒] => &nsupset; [⊄] => &nsub; [⊅] => &nsup; [⊆] => &SubsetEqual; [⊇] => &supe; [⊈] => &NotSubsetEqual; [⊉] => &NotSupersetEqual; [⊊] => &subsetneq; [⊊︀] => &vsubne; [⊋] => &supsetneq; [⊋︀] => &vsupne; [⊍] => &cupdot; [⊎] => &UnionPlus; [⊏] => &sqsub; [⊏̸] => &NotSquareSubset; [⊐] => &sqsupset; [⊐̸] => &NotSquareSuperset; [⊑] => &SquareSubsetEqual; [⊒] => &SquareSupersetEqual; [⊓] => &sqcap; [⊓︀] => &sqcaps; [⊔] => &sqcup; [⊔︀] => &sqcups; [⊕] => &CirclePlus; [⊖] => &ominus; [⊗] => &CircleTimes; [⊘] => &osol; [⊙] => &CircleDot; [⊚] => &ocir; [⊛] => &oast; [⊝] => &odash; [⊞] => &boxplus; [⊟] => &boxminus; [⊠] => &timesb; [⊡] => &sdotb; [⊢] => &vdash; [⊣] => &dashv; [⊤] => &DownTee; [⊥] => &perp; [⊧] => &models; [⊨] => &DoubleRightTee; [⊩] => &Vdash; [⊪] => &Vvdash; [⊫] => &VDash; [⊬] => &nvdash; [⊭] => &nvDash; [⊮] => &nVdash; [⊯] => &nVDash; [⊰] => &prurel; [⊲] => &vartriangleleft; [⊳] => &vrtri; [⊴] => &LeftTriangleEqual; [⊴⃒] => &nvltrie; [⊵] => &RightTriangleEqual; [⊵⃒] => &nvrtrie; [⊶] => &origof; [⊷] => &imof; [⊸] => &mumap; [⊹] => &hercon; [⊺] => &intcal; [⊻] => &veebar; [⊽] => &barvee; [⊾] => &angrtvb; [⊿] => &lrtri; [⋀] => &xwedge; [⋁] => &xvee; [⋂] => &bigcap; [⋃] => &bigcup; [⋄] => &diamond; [⋅] => &sdot; [⋆] => &Star; [⋇] => &divonx; [⋈] => &bowtie; [⋉] => &ltimes; [⋊] => &rtimes; [⋋] => &lthree; [⋌] => &rthree; [⋍] => &backsimeq; [⋎] => &curlyvee; [⋏] => &curlywedge; [⋐] => &Sub; [⋑] => &Supset; [⋒] => &Cap; [⋓] => &Cup; [⋔] => &pitchfork; [⋕] => &epar; [⋖] => &lessdot; [⋗] => &gtrdot; [⋘] => &Ll; [⋘̸] => &nLl; [⋙] => &Gg; [⋙̸] => &nGg; [⋚] => &lesseqgtr; [⋚︀] => &lesg; [⋛] => &gtreqless; [⋛︀] => &gesl; [⋞] => &curlyeqprec; [⋟] => &cuesc; [⋠] => &NotPrecedesSlantEqual; [⋡] => &NotSucceedsSlantEqual; [⋢] => &NotSquareSubsetEqual; [⋣] => &NotSquareSupersetEqual; [⋦] => &lnsim; [⋧] => &gnsim; [⋨] => &precnsim; [⋩] => &scnsim; [⋪] => &nltri; [⋫] => &ntriangleright; [⋬] => &nltrie; [⋭] => &NotRightTriangleEqual; [⋮] => &vellip; [⋯] => &ctdot; [⋰] => &utdot; [⋱] => &dtdot; [⋲] => &disin; [⋳] => &isinsv; [⋴] => &isins; [⋵] => &isindot; [⋵̸] => &notindot; [⋶] => &notinvc; [⋷] => &notinvb; [⋹] => &isinE; [⋹̸] => &notinE; [⋺] => &nisd; [⋻] => &xnis; [⋼] => &nis; [⋽] => &notnivc; [⋾] => &notnivb; [⌅] => &barwed; [⌆] => &doublebarwedge; [⌈] => &lceil; [⌉] => &RightCeiling; [⌊] => &LeftFloor; [⌋] => &RightFloor; [⌌] => &drcrop; [⌍] => &dlcrop; [⌎] => &urcrop; [⌏] => &ulcrop; [⌐] => &bnot; [⌒] => &profline; [⌓] => &profsurf; [⌕] => &telrec; [⌖] => &target; [⌜] => &ulcorner; [⌝] => &urcorner; [⌞] => &llcorner; [⌟] => &drcorn; [⌢] => &frown; [⌣] => &smile; [⌭] => &cylcty; [⌮] => &profalar; [⌶] => &topbot; [⌽] => &ovbar; [⌿] => &solbar; [⍼] => &angzarr; [⎰] => &lmoust; [⎱] => &rmoust; [⎴] => &OverBracket; [⎵] => &bbrk; [⎶] => &bbrktbrk; [⏜] => &OverParenthesis; [⏝] => &UnderParenthesis; [⏞] => &OverBrace; [⏟] => &UnderBrace; [⏢] => &trpezium; [⏧] => &elinters; [␣] => &blank; [Ⓢ] => &oS; [─] => &HorizontalLine; [│] => &boxv; [┌] => &boxdr; [┐] => &boxdl; [└] => &boxur; [┘] => &boxul; [├] => &boxvr; [┤] => &boxvl; [┬] => &boxhd; [┴] => &boxhu; [┼] => &boxvh; [═] => &boxH; [║] => &boxV; [╒] => &boxdR; [╓] => &boxDr; [╔] => &boxDR; [╕] => &boxdL; [╖] => &boxDl; [╗] => &boxDL; [╘] => &boxuR; [╙] => &boxUr; [╚] => &boxUR; [╛] => &boxuL; [╜] => &boxUl; [╝] => &boxUL; [╞] => &boxvR; [╟] => &boxVr; [╠] => &boxVR; [╡] => &boxvL; [╢] => &boxVl; [╣] => &boxVL; [╤] => &boxHd; [╥] => &boxhD; [╦] => &boxHD; [╧] => &boxHu; [╨] => &boxhU; [╩] => &boxHU; [╪] => &boxvH; [╫] => &boxVh; [╬] => &boxVH; [▀] => &uhblk; [▄] => &lhblk; [█] => &block; [░] => &blk14; [▒] => &blk12; [▓] => &blk34; [□] => &Square; [▪] => &squarf; [▫] => &EmptyVerySmallSquare; [▭] => &rect; [▮] => &marker; [▱] => &fltns; [△] => &bigtriangleup; [▴] => &blacktriangle; [▵] => &triangle; [▸] => &blacktriangleright; [▹] => &rtri; [▽] => &bigtriangledown; [▾] => &blacktriangledown; [▿] => &triangledown; [◂] => &blacktriangleleft; [◃] => &ltri; [◊] => &lozenge; [○] => &cir; [◬] => &tridot; [◯] => &bigcirc; [◸] => &ultri; [◹] => &urtri; [◺] => &lltri; [◻] => &EmptySmallSquare; [◼] => &FilledSmallSquare; [★] => &starf; [☆] => &star; [☎] => &phone; [♀] => &female; [♂] => &male; [♠] => &spadesuit; [♣] => &clubs; [♥] => &hearts; [♦] => &diamondsuit; [♪] => &sung; [♭] => &flat; [♮] => &natur; [♯] => &sharp; [✓] => &check; [✗] => &cross; [✠] => &maltese; [✶] => &sext; [❘] => &VerticalSeparator; [❲] => &lbbrk; [❳] => &rbbrk; [⟈] => &bsolhsub; [⟉] => &suphsol; [⟦] => &LeftDoubleBracket; [⟧] => &RightDoubleBracket; [⟨] => &langle; [⟩] => &RightAngleBracket; [⟪] => &Lang; [⟫] => &Rang; [⟬] => &loang; [⟭] => &roang; [⟵] => &longleftarrow; [⟶] => &LongRightArrow; [⟷] => &LongLeftRightArrow; [⟸] => &xlArr; [⟹] => &DoubleLongRightArrow; [⟺] => &xhArr; [⟼] => &xmap; [⟿] => &dzigrarr; [⤂] => &nvlArr; [⤃] => &nvrArr; [⤄] => &nvHarr; [⤅] => &Map; [⤌] => &lbarr; [⤍] => &bkarow; [⤎] => &lBarr; [⤏] => &dbkarow; [⤐] => &drbkarow; [⤑] => &DDotrahd; [⤒] => &UpArrowBar; [⤓] => &DownArrowBar; [⤖] => &Rarrtl; [⤙] => &latail; [⤚] => &ratail; [⤛] => &lAtail; [⤜] => &rAtail; [⤝] => &larrfs; [⤞] => &rarrfs; [⤟] => &larrbfs; [⤠] => &rarrbfs; [⤣] => &nwarhk; [⤤] => &nearhk; [⤥] => &searhk; [⤦] => &swarhk; [⤧] => &nwnear; [⤨] => &toea; [⤩] => &seswar; [⤪] => &swnwar; [⤳] => &rarrc; [⤳̸] => &nrarrc; [⤵] => &cudarrr; [⤶] => &ldca; [⤷] => &rdca; [⤸] => &cudarrl; [⤹] => &larrpl; [⤼] => &curarrm; [⤽] => &cularrp; [⥅] => &rarrpl; [⥈] => &harrcir; [⥉] => &Uarrocir; [⥊] => &lurdshar; [⥋] => &ldrushar; [⥎] => &LeftRightVector; [⥏] => &RightUpDownVector; [⥐] => &DownLeftRightVector; [⥑] => &LeftUpDownVector; [⥒] => &LeftVectorBar; [⥓] => &RightVectorBar; [⥔] => &RightUpVectorBar; [⥕] => &RightDownVectorBar; [⥖] => &DownLeftVectorBar; [⥗] => &DownRightVectorBar; [⥘] => &LeftUpVectorBar; [⥙] => &LeftDownVectorBar; [⥚] => &LeftTeeVector; [⥛] => &RightTeeVector; [⥜] => &RightUpTeeVector; [⥝] => &RightDownTeeVector; [⥞] => &DownLeftTeeVector; [⥟] => &DownRightTeeVector; [⥠] => &LeftUpTeeVector; [⥡] => &LeftDownTeeVector; [⥢] => &lHar; [⥣] => &uHar; [⥤] => &rHar; [⥥] => &dHar; [⥦] => &luruhar; [⥧] => &ldrdhar; [⥨] => &ruluhar; [⥩] => &rdldhar; [⥪] => &lharul; [⥫] => &llhard; [⥬] => &rharul; [⥭] => &lrhard; [⥮] => &udhar; [⥯] => &ReverseUpEquilibrium; [⥰] => &RoundImplies; [⥱] => &erarr; [⥲] => &simrarr; [⥳] => &larrsim; [⥴] => &rarrsim; [⥵] => &rarrap; [⥶] => &ltlarr; [⥸] => &gtrarr; [⥹] => &subrarr; [⥻] => &suplarr; [⥼] => &lfisht; [⥽] => &rfisht; [⥾] => &ufisht; [⥿] => &dfisht; [⦅] => &lopar; [⦆] => &ropar; [⦋] => &lbrke; [⦌] => &rbrke; [⦍] => &lbrkslu; [⦎] => &rbrksld; [⦏] => &lbrksld; [⦐] => &rbrkslu; [⦑] => &langd; [⦒] => &rangd; [⦓] => &lparlt; [⦔] => &rpargt; [⦕] => &gtlPar; [⦖] => &ltrPar; [⦚] => &vzigzag; [⦜] => &vangrt; [⦝] => &angrtvbd; [⦤] => &ange; [⦥] => &range; [⦦] => &dwangle; [⦧] => &uwangle; [⦨] => &angmsdaa; [⦩] => &angmsdab; [⦪] => &angmsdac; [⦫] => &angmsdad; [⦬] => &angmsdae; [⦭] => &angmsdaf; [⦮] => &angmsdag; [⦯] => &angmsdah; [⦰] => &bemptyv; [⦱] => &demptyv; [⦲] => &cemptyv; [⦳] => &raemptyv; [⦴] => &laemptyv; [⦵] => &ohbar; [⦶] => &omid; [⦷] => &opar; [⦹] => &operp; [⦻] => &olcross; [⦼] => &odsold; [⦾] => &olcir; [⦿] => &ofcir; [⧀] => &olt; [⧁] => &ogt; [⧂] => &cirscir; [⧃] => &cirE; [⧄] => &solb; [⧅] => &bsolb; [⧉] => &boxbox; [⧍] => &trisb; [⧎] => &rtriltri; [⧏] => &LeftTriangleBar; [⧏̸] => &NotLeftTriangleBar; [⧐] => &RightTriangleBar; [⧐̸] => &NotRightTriangleBar; [⧜] => &iinfin; [⧝] => &infintie; [⧞] => &nvinfin; [⧣] => &eparsl; [⧤] => &smeparsl; [⧥] => &eqvparsl; [⧫] => &lozf; [⧴] => &RuleDelayed; [⧶] => &dsol; [⨀] => &xodot; [⨁] => &bigoplus; [⨂] => &bigotimes; [⨄] => &biguplus; [⨆] => &bigsqcup; [⨌] => &iiiint; [⨍] => &fpartint; [⨐] => &cirfnint; [⨑] => &awint; [⨒] => &rppolint; [⨓] => &scpolint; [⨔] => &npolint; [⨕] => &pointint; [⨖] => &quatint; [⨗] => &intlarhk; [⨢] => &pluscir; [⨣] => &plusacir; [⨤] => &simplus; [⨥] => &plusdu; [⨦] => &plussim; [⨧] => &plustwo; [⨩] => &mcomma; [⨪] => &minusdu; [⨭] => &loplus; [⨮] => &roplus; [⨯] => &Cross; [⨰] => &timesd; [⨱] => &timesbar; [⨳] => &smashp; [⨴] => &lotimes; [⨵] => &rotimes; [⨶] => &otimesas; [⨷] => &Otimes; [⨸] => &odiv; [⨹] => &triplus; [⨺] => &triminus; [⨻] => &tritime; [⨼] => &iprod; [⨿] => &amalg; [⩀] => &capdot; [⩂] => &ncup; [⩃] => &ncap; [⩄] => &capand; [⩅] => &cupor; [⩆] => &cupcap; [⩇] => &capcup; [⩈] => &cupbrcap; [⩉] => &capbrcup; [⩊] => &cupcup; [⩋] => &capcap; [⩌] => &ccups; [⩍] => &ccaps; [⩐] => &ccupssm; [⩓] => &And; [⩔] => &Or; [⩕] => &andand; [⩖] => &oror; [⩗] => &orslope; [⩘] => &andslope; [⩚] => &andv; [⩛] => &orv; [⩜] => &andd; [⩝] => &ord; [⩟] => &wedbar; [⩦] => &sdote; [⩪] => &simdot; [⩭] => &congdot; [⩭̸] => &ncongdot; [⩮] => &easter; [⩯] => &apacir; [⩰] => &apE; [⩰̸] => &napE; [⩱] => &eplus; [⩲] => &pluse; [⩳] => &Esim; [⩴] => &Colone; [⩵] => &Equal; [⩷] => &ddotseq; [⩸] => &equivDD; [⩹] => &ltcir; [⩺] => &gtcir; [⩻] => &ltquest; [⩼] => &gtquest; [⩽] => &les; [⩽̸] => &nles; [⩾] => &ges; [⩾̸] => &nges; [⩿] => &lesdot; [⪀] => &gesdot; [⪁] => &lesdoto; [⪂] => &gesdoto; [⪃] => &lesdotor; [⪄] => &gesdotol; [⪅] => &lap; [⪆] => &gap; [⪇] => &lne; [⪈] => &gne; [⪉] => &lnap; [⪊] => &gnap; [⪋] => &lesseqqgtr; [⪌] => &gEl; [⪍] => &lsime; [⪎] => &gsime; [⪏] => &lsimg; [⪐] => &gsiml; [⪑] => &lgE; [⪒] => &glE; [⪓] => &lesges; [⪔] => &gesles; [⪕] => &els; [⪖] => &egs; [⪗] => &elsdot; [⪘] => &egsdot; [⪙] => &el; [⪚] => &eg; [⪝] => &siml; [⪞] => &simg; [⪟] => &simlE; [⪠] => &simgE; [⪡] => &LessLess; [⪡̸] => &NotNestedLessLess; [⪢] => &GreaterGreater; [⪢̸] => &NotNestedGreaterGreater; [⪤] => &glj; [⪥] => &gla; [⪦] => &ltcc; [⪧] => &gtcc; [⪨] => &lescc; [⪩] => &gescc; [⪪] => &smt; [⪫] => &lat; [⪬] => &smte; [⪬︀] => &smtes; [⪭] => &late; [⪭︀] => &lates; [⪮] => &bumpE; [⪯] => &preceq; [⪯̸] => &NotPrecedesEqual; [⪰] => &SucceedsEqual; [⪰̸] => &NotSucceedsEqual; [⪳] => &prE; [⪴] => &scE; [⪵] => &precneqq; [⪶] => &scnE; [⪷] => &precapprox; [⪸] => &succapprox; [⪹] => &precnapprox; [⪺] => &succnapprox; [⪻] => &Pr; [⪼] => &Sc; [⪽] => &subdot; [⪾] => &supdot; [⪿] => &subplus; [⫀] => &supplus; [⫁] => &submult; [⫂] => &supmult; [⫃] => &subedot; [⫄] => &supedot; [⫅] => &subE; [⫅̸] => &nsubE; [⫆] => &supseteqq; [⫆̸] => &nsupseteqq; [⫇] => &subsim; [⫈] => &supsim; [⫋] => &subsetneqq; [⫋︀] => &vsubnE; [⫌] => &supnE; [⫌︀] => &varsupsetneqq; [⫏] => &csub; [⫐] => &csup; [⫑] => &csube; [⫒] => &csupe; [⫓] => &subsup; [⫔] => &supsub; [⫕] => &subsub; [⫖] => &supsup; [⫗] => &suphsub; [⫘] => &supdsub; [⫙] => &forkv; [⫚] => &topfork; [⫛] => &mlcp; [⫤] => &Dashv; [⫦] => &Vdashl; [⫧] => &Barv; [⫨] => &vBar; [⫩] => &vBarv; [⫫] => &Vbar; [⫬] => &Not; [⫭] => &bNot; [⫮] => &rnmid; [⫯] => &cirmid; [⫰] => &midcir; [⫱] => &topcir; [⫲] => &nhpar; [⫳] => &parsim; [⫽] => &parsl; [⫽⃥] => &nparsl; [ff] => &fflig; [fi] => &filig; [fl] => &fllig; [ffi] => &ffilig; [ffl] => &ffllig; [𝒜] => &Ascr; [𝒞] => &Cscr; [𝒟] => &Dscr; [𝒢] => &Gscr; [𝒥] => &Jscr; [𝒦] => &Kscr; [𝒩] => &Nscr; [𝒪] => &Oscr; [𝒫] => &Pscr; [𝒬] => &Qscr; [𝒮] => &Sscr; [𝒯] => &Tscr; [𝒰] => &Uscr; [𝒱] => &Vscr; [𝒲] => &Wscr; [𝒳] => &Xscr; [𝒴] => &Yscr; [𝒵] => &Zscr; [𝒶] => &ascr; [𝒷] => &bscr; [𝒸] => &cscr; [𝒹] => &dscr; [𝒻] => &fscr; [𝒽] => &hscr; [𝒾] => &iscr; [𝒿] => &jscr; [𝓀] => &kscr; [𝓁] => &lscr; [𝓂] => &mscr; [𝓃] => &nscr; [𝓅] => &pscr; [𝓆] => &qscr; [𝓇] => &rscr; [𝓈] => &sscr; [𝓉] => &tscr; [𝓊] => &uscr; [𝓋] => &vscr; [𝓌] => &wscr; [𝓍] => &xscr; [𝓎] => &yscr; [𝓏] => &zscr; [𝔄] => &Afr; [𝔅] => &Bfr; [𝔇] => &Dfr; [𝔈] => &Efr; [𝔉] => &Ffr; [𝔊] => &Gfr; [𝔍] => &Jfr; [𝔎] => &Kfr; [𝔏] => &Lfr; [𝔐] => &Mfr; [𝔑] => &Nfr; [𝔒] => &Ofr; [𝔓] => &Pfr; [𝔔] => &Qfr; [𝔖] => &Sfr; [𝔗] => &Tfr; [𝔘] => &Ufr; [𝔙] => &Vfr; [𝔚] => &Wfr; [𝔛] => &Xfr; [𝔜] => &Yfr; [𝔞] => &afr; [𝔟] => &bfr; [𝔠] => &cfr; [𝔡] => &dfr; [𝔢] => &efr; [𝔣] => &ffr; [𝔤] => &gfr; [𝔥] => &hfr; [𝔦] => &ifr; [𝔧] => &jfr; [𝔨] => &kfr; [𝔩] => &lfr; [𝔪] => &mfr; [𝔫] => &nfr; [𝔬] => &ofr; [𝔭] => &pfr; [𝔮] => &qfr; [𝔯] => &rfr; [𝔰] => &sfr; [𝔱] => &tfr; [𝔲] => &ufr; [𝔳] => &vfr; [𝔴] => &wfr; [𝔵] => &xfr; [𝔶] => &yfr; [𝔷] => &zfr; [𝔸] => &Aopf; [𝔹] => &Bopf; [𝔻] => &Dopf; [𝔼] => &Eopf; [𝔽] => &Fopf; [𝔾] => &Gopf; [𝕀] => &Iopf; [𝕁] => &Jopf; [𝕂] => &Kopf; [𝕃] => &Lopf; [𝕄] => &Mopf; [𝕆] => &Oopf; [𝕊] => &Sopf; [𝕋] => &Topf; [𝕌] => &Uopf; [𝕍] => &Vopf; [𝕎] => &Wopf; [𝕏] => &Xopf; [𝕐] => &Yopf; [𝕒] => &aopf; [𝕓] => &bopf; [𝕔] => &copf; [𝕕] => &dopf; [𝕖] => &eopf; [𝕗] => &fopf
Process exited with code 137.

This tab shows result from various feature-branches currently under review by the php developers. Contact me to have additional branches featured.

Active branches

Archived branches

Once feature-branches are merged or declined, they are no longer available. Their functionality (when merged) can be viewed from the main output page


preferences:
48.02 ms | 445 KiB | 8 Q