Symbols including the ampersand codes that will generate them on AtomicBobs. A few, such as the TAB, are filtered out by the site. Others such as  emsp  appear invisible but are doing something (note the gaps around the word "emsp"). Also several of the characters have multiple codes.

It might be fun to write a program (Python?) that would convert an entire post of characters like "these" into an entire post of characters like "𝔱𝔥𝔢𝔰𝔢"... Not hard to do, either!

- De

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! !
" " "
# #
$ $
% %
& & &
' '
( (
) )
* * *
+ +
, ,
. .
/ /
: :
; ;
< &lt; &LT;
= &equals;
> &gt; &GT;
? &quest;
@ &commat;
[ &lsqb; &lbrack;
\ &bsol;
] &rsqb; &rbrack;
^ &Hat;
_ &lowbar;
` &grave; &DiacriticalGrave;
{ &lcub; &lbrace;
| &verbar; &vert; &VerticalLine;
} &rcub; &rbrace;
SPACE &nbsp; &NonBreakingSpace;
¡ &iexcl;
¢ &cent;
£ &pound;
¤ &curren;
Â¥ &yen;
¦ &brvbar;
§ &sect;
¨ &Dot; &die; &DoubleDot; &uml;
© &copy; &COPY;
ª &ordf;
« &laquo;
¬ &not;
­ &shy;
® &reg; &circledR; &REG;
¯ &macr; &OverBar; &strns;
° &deg;
± &plusmn; &pm; &PlusMinus;
² &sup2;
³ &sup3;
´ &acute; &DiacriticalAcute;
µ &micro;
¶ &para;
· &middot; &centerdot; &CenterDot;
¸ &cedil; &Cedilla;
¹ &sup1;
º &ordm;
» &raquo;
¼ &frac14;
½ &frac12; &half;
¾ &frac34;
¿ &iquest;
À &Agrave;
� &Aacute;
 &Acirc;
à &Atilde;
Ä &Auml;
Ã… &Aring;
Æ &AElig;
Ç &Ccedil;
È &Egrave;
É &Eacute;
Ê &Ecirc;
Ë &Euml;
Ì &Igrave;
� &Iacute;
ÃŽ &Icirc;
� &Iuml;
� &ETH;
Ñ &Ntilde;
Ã’ &Ograve;
Ó &Oacute;
Ô &Ocirc;
Õ &Otilde;
Ö &Ouml;
× &times;
Ø &Oslash;
Ù &Ugrave;
Ú &Uacute;
Û &Ucirc;
Ü &Uuml;
� &Yacute;
Þ &THORN;
ß &szlig;
à &agrave;
á &aacute;
â &acirc;
ã &atilde;
ä &auml;
Ã¥ &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; &div;
ø &oslash;
ù &ugrave;
ú &uacute;
û &ucirc;
ü &uuml;
ý &yacute;
þ &thorn;
ÿ &yuml;
Ä€ &Amacr;
� &amacr;
Ä‚ &Abreve;
ă &abreve;
Ä„ &Aogon;
Ä… &aogon;
Ć &Cacute;
ć &cacute;
Ĉ &Ccirc;
ĉ &ccirc;
ÄŠ &Cdot;
Ä‹ &cdot;
Č &Ccaron;
� &ccaron;
ÄŽ &Dcaron;
� &dcaron;
� &Dstrok;
Ä‘ &dstrok;
Ä’ &Emacr;
Ä“ &emacr;
Ä– &Edot;
Ä— &edot;
Ę &Eogon;
Ä™ &eogon;
Äš &Ecaron;
Ä› &ecaron;
Ĝ &Gcirc;
� &gcirc;
Äž &Gbreve;
ÄŸ &gbreve;
Ä  &Gdot;
Ä¡ &gdot;
Ä¢ &Gcedil;
Ĥ &Hcirc;
Ä¥ &hcirc;
Ħ &Hstrok;
ħ &hstrok;
Ĩ &Itilde;
Ä© &itilde;
Ī &Imacr;
Ä« &imacr;
Ä® &Iogon;
į &iogon;
Ä° &Idot;
ı &imath; &inodot;
IJ &IJlig;
ij &ijlig;
Ä´ &Jcirc;
ĵ &jcirc;
Ķ &Kcedil;
Ä· &kcedil;
ĸ &kgreen;
Ĺ &Lacute;
ĺ &lacute;
Ä» &Lcedil;
ļ &lcedil;
Ľ &Lcaron;
ľ &lcaron;
Ä¿ &Lmidot;
Å€ &lmidot;
� &Lstrok;
Å‚ &lstrok;
Ń &Nacute;
Å„ &nacute;
Å… &Ncedil;
ņ &ncedil;
Ň &Ncaron;
ň &ncaron;
ʼn &napos;
ÅŠ &ENG;
Å‹ &eng;
Ō &Omacr;
� &omacr;
� &Odblac;
Å‘ &odblac;
Å’ &OElig;
Å“ &oelig;
Å” &Racute;
Å• &racute;
Å– &Rcedil;
Å— &rcedil;
Ř &Rcaron;
Å™ &rcaron;
Åš &Sacute;
Å› &sacute;
Ŝ &Scirc;
� &scirc;
Åž &Scedil;
ÅŸ &scedil;
Å  &Scaron;
Å¡ &scaron;
Å¢ &Tcedil;
Å£ &tcedil;
Ť &Tcaron;
Å¥ &tcaron;
Ŧ &Tstrok;
ŧ &tstrok;
Ũ &Utilde;
Å© &utilde;
Ū &Umacr;
Å« &umacr;
Ŭ &Ubreve;
Å­ &ubreve;
Å® &Uring;
ů &uring;
Å° &Udblac;
ű &udblac;
Ų &Uogon;
ų &uogon;
Å´ &Wcirc;
ŵ &wcirc;
Ŷ &Ycirc;
Å· &ycirc;
Ÿ &Yuml;
Ź &Zacute;
ź &zacute;
Å» &Zdot;
ż &zdot;
Ž &Zcaron;
ž &zcaron;
Æ’ &fnof;
Ƶ &imped;
ǵ &gacute;
È· &jmath;
ˆ &circ;
ˇ &caron; &Hacek;
˘ &breve; &Breve;
Ë™ &dot; &DiacriticalDot;
Ëš &ring;
Ë› &ogon;
˜ &tilde; &DiacriticalTilde;
� &dblac; &DiacriticalDoubleAcute;
Ì‘ &DownBreve;
̲ &UnderBar;
Α &Alpha;
Î’ &Beta;
Γ &Gamma;
Δ &Delta;
Ε &Epsilon;
Ζ &Zeta;
Η &Eta;
Θ &Theta;
Ι &Iota;
Κ &Kappa;
Λ &Lambda;
Μ &Mu;
� &Nu;
Ξ &Xi;
Ο &Omicron;
Π &Pi;
Ρ &Rho;
Σ &Sigma;
Τ &Tau;
Î¥ &Upsilon;
Φ &Phi;
Χ &Chi;
Ψ &Psi;
Ω &Omega;
α &alpha;
β &beta;
γ &gamma;
δ &delta;
ε &epsiv; &varepsilon; &epsilon;
ζ &zeta;
η &eta;
θ &theta;
ι &iota;
κ &kappa;
λ &lambda;
μ &mu;
ν &nu;
ξ &xi;
ο &omicron;
Ï€ &pi;
� &rho;
Ï‚ &sigmav; &varsigma; &sigmaf;
σ &sigma;
Ï„ &tau;
Ï… &upsi; &upsilon;
φ &phi; &phiv; &varphi;
χ &chi;
ψ &psi;
ω &omega;
Ï‘ &thetav; &vartheta; &thetasym;
Ï’ &Upsi; &upsih;
Ï• &straightphi;
Ï– &piv; &varpi;
Ϝ &Gammad;
� &gammad; &digamma;
Ï° &kappav; &varkappa;
ϱ &rhov; &varrho;
ϵ &epsi; &straightepsilon;
϶ &bepsi; &backepsilon;
� &IOcy;
Ђ &DJcy;
Ѓ &GJcy;
Є &Jukcy;
Ð… &DScy;
І &Iukcy;
Ї &YIcy;
Ј &Jsercy;
Љ &LJcy;
Њ &NJcy;
Ћ &TSHcy;
Ќ &KJcy;
ÐŽ &Ubrcy;
� &DZcy;
� &Acy;
Б &Bcy;
Ð’ &Vcy;
Г &Gcy;
Д &Dcy;
Е &IEcy;
Ж &ZHcy;
З &Zcy;
И &Icy;
Й &Jcy;
К &Kcy;
Л &Lcy;
М &Mcy;
� &Ncy;
О &Ocy;
П &Pcy;
Р &Rcy;
С &Scy;
Т &Tcy;
У &Ucy;
Ф &Fcy;
Ð¥ &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;
Ñ€ &rcy;
� &scy;
Ñ‚ &tcy;
у &ucy;
Ñ„ &fcy;
Ñ… &khcy;
ц &tscy;
ч &chcy;
ш &shcy;
щ &shchcy;
ÑŠ &hardcy;
Ñ‹ &ycy;
ь &softcy;
� &ecy;
ÑŽ &yucy;
� &yacy;
Ñ‘ &iocy;
Ñ’ &djcy;
Ñ“ &gjcy;
Ñ” &jukcy;
Ñ• &dscy;
Ñ– &iukcy;
Ñ— &yicy;
ј &jsercy;
Ñ™ &ljcy;
Ñš &njcy;
Ñ› &tshcy;
ќ &kjcy;
Ñž &ubrcy;
ÑŸ &dzcy;
  &ensp;
  &emsp;
  &emsp13;
  &emsp14;
  &numsp;
  &puncsp;
  &thinsp; &ThinSpace;
&hairsp; &VeryThinSpace;
​ &ZeroWidthSpace; &NegativeVeryThinSpace;
&NegativeThinSpace; &NegativeMediumSpace;
&NegativeThickSpace;
‌ &zwnj;
� &zwj;
‎ &lrm;
� &rlm;
� &hyphen; &dash;
– &ndash;
— &mdash;
― &horbar;
‖ &Verbar; &Vert;
‘ &lsquo; &OpenCurlyQuote;
’ &rsquo; &rsquor; &CloseCurlyQuote;
‚ &lsquor; &sbquo;
“ &ldquo; &OpenCurlyDoubleQuote;
� &rdquo; &rdquor; &CloseCurlyDoubleQuote;
„ &ldquor; &bdquo;
† &dagger;
‡ &Dagger; &ddagger;
• &bull; &bullet;
‥ &nldr;
… &hellip; &mldr;
‰ &permil;
‱ &pertenk;
′ &prime;
″ &Prime;
‴ &tprime;
‵ &bprime; &backprime;
‹ &lsaquo;
› &rsaquo;
‾ &oline;
� &caret;
� &hybull;
� &frasl;
� &bsemi;
� &qprime;
&MediumSpace;
� &NoBreak;
� &ApplyFunction; &af;
� &InvisibleTimes; &it;
� &InvisibleComma; &ic;
€ &euro;
⃛ &tdot; &TripleDot;
⃜ &DotDot;
â„‚ &Copf; &complexes;
â„… &incare;
â„Š &gscr;
â„‹ &hamilt; &HilbertSpace; &Hscr;
ℌ &Hfr; &Poincareplane;
� &quaternions; &Hopf;
â„Ž &planckh;
� &planck; &hbar; &plankv; &hslash;
� &Iscr; &imagline;
â„‘ &image; &Im; &imagpart; &Ifr;
â„’ &Lscr; &lagran; &Laplacetrf;
â„“ &ell;
â„• &Nopf; &naturals;
â„– &numero;
â„— &copysr;
℘ &weierp; &wp;
â„™ &Popf; &primes;
â„š &rationals; &Qopf;
â„› &Rscr; &realine;
ℜ &real; &Re; &realpart; &Rfr;
� &reals; &Ropf;
â„ž &rx;
â„¢ &trade; &TRADE;
ℤ &integers; &Zopf;
Ω &ohm;
℧ &mho;
ℨ &Zfr; &zeetrf;
â„© &iiota;
â„« &angst;
ℬ &bernou; &Bernoullis; &Bscr;
â„­ &Cfr; &Cayleys;
ℯ &escr;
â„° &Escr; &expectation;
ℱ Fscr; &Fouriertrf;
ℳ &phmmat; &Mellintrf; &Mscr;
â„´ &order; &orderof; &oscr;
ℵ &alefsym; &aleph;
ℶ &beth;
â„· &gimel;
ℸ &daleth;
â…… &CapitalDifferentialD; &DD;
â…† &DifferentialD; &dd;
â…‡ &ExponentialE; &exponentiale; &ee;
â…ˆ &ImaginaryI; &ii;
â…“ &frac13;
â…” &frac23;
â…• &frac15;
â…– &frac25;
â…— &frac35;
â…˜ &frac45;
â…™ &frac16;
â…š &frac56;
â…› &frac18;
⅜ &frac38;
â…� &frac58;
â…ž &frac78;
� &larr; &leftarrow; &LeftArrow; &slarr; &ShortLeftArrow;
↑ &uarr; &uparrow; &UpArrow; &ShortUpArrow;
→ &rarr; &rightarrow; &RightArrow; &srarr; &ShortRightArrow;
↓ &darr; &downarrow; &DownArrow; &ShortDownArrow;
↔ &harr; &leftrightarrow; &LeftRightArrow;
↕ &varr; &updownarrow; &UpDownArrow;
↖ &nwarr; &UpperLeftArrow; &nwarrow;
↗ &nearr; &UpperRightArrow; &nearrow;
↘ &searr; &searrow; &LowerRightArrow;
↙ &swarr; &swarrow; &LowerLeftArrow;
↚ &nlarr; &nleftarrow;
↛ &nrarr; &nrightarrow;
� &rarrw; &rightsquigarrow;
↞ &Larr; &twoheadleftarrow;
↟ &Uarr;
↠ &Rarr; &twoheadrightarrow;
↡ &Darr;
↢ &larrtl; &leftarrowtail;
↣ &rarrtl; &rightarrowtail;
↤ &LeftTeeArrow; &mapstoleft;
↥ &UpTeeArrow; &mapstoup;
↦ &map; &RightTeeArrow; &mapsto;
↧ &DownTeeArrow; &mapstodown;
↩ &larrhk; &hookleftarrow;
↪ &rarrhk; &hookrightarrow;
↫ &larrlp; &looparrowleft;
↬ &rarrlp; &looparrowright;
↭ &harrw; &leftrightsquigarrow;
↮ &nharr; &nleftrightarrow;
↰ &lsh; &Lsh;
↱ &rsh; &Rsh;
↲ &ldsh;
↳ &rdsh;
↵ &crarr;
↶ &cularr; &curvearrowleft;
↷ &curarr; &curvearrowright;
↺ &olarr; &circlearrowleft;
↻ &orarr; &circlearrowright;
↼ &lharu; &LeftVector; &leftharpoonup;
↽ &lhard; &leftharpoondown; &DownLeftVector;
↾ &uharr; &upharpoonright; &RightUpVector;
↿ &uharl; &upharpoonleft; &LeftUpVector;
⇀ &rharu; &RightVector; &rightharpoonup;
� &rhard; &rightharpoondown; &DownRightVector;
⇂ &dharr; &RightDownVector; &downharpoonright;
⇃ &dharl; &LeftDownVector; &downharpoonleft;
⇄ &rlarr; &rightleftarrows; &RightArrowLeftArrow;
⇅ &udarr; &UpArrowDownArrow;
⇆ &lrarr; &leftrightarrows; &LeftArrowRightArrow;
⇇ &llarr; &leftleftarrows;
⇈ &uuarr; &upuparrows;
⇉ &rrarr; &rightrightarrows;
⇊ &ddarr; &downdownarrows;
⇋ &lrhar; &ReverseEquilibrium; &leftrightharpoons;
⇌ &rlhar; &rightleftharpoons; &Equilibrium;
� &nlArr; &nLeftarrow;
⇎ &nhArr; &nLeftrightarrow;
� &nrArr; &nRightarrow;
� &lArr; &Leftarrow; &DoubleLeftArrow;
⇑ &uArr; &Uparrow; &DoubleUpArrow;
⇒ &rArr; &Rightarrow; &Implies; &DoubleRightArrow;
⇓ &dArr; &Downarrow; &DoubleDownArrow;
⇔ &hArr; &Leftrightarrow; &DoubleLeftRightArrow; &iff;
⇕ &vArr; &Updownarrow; &DoubleUpDownArrow;
⇖ &nwArr;
⇗ &neArr;
⇘ &seArr;
⇙ &swArr;
⇚ &lAarr; &Lleftarrow;
⇛ &rAarr; &Rrightarrow;
� &zigrarr;
⇤ &larrb; &LeftArrowBar;
⇥ &rarrb; &RightArrowBar;
⇵ &duarr; &DownArrowUpArrow;
⇽ &loarr;
⇾ &roarr;
⇿ &hoarr;
∀ &forall; &ForAll;
� &comp; &complement;
∂ &part; &PartialD;
∃ &exist; &Exists;
∄ &nexist; &NotExists; &nexists;
∅ &empty; &emptyset; &emptyv; &varnothing;
∇ &nabla; &Del;
∈ &isin; &isinv; &Element; &in;
∉ &notin; &NotElement; &notinva;
∋ &niv; &ReverseElement; &ni; &SuchThat;
∌ &notni; &notniva; &NotReverseElement;
� &prod; &Product;
� &coprod; &Coproduct;
∑ &sum; &Sum;
− &minus;
∓ &mnplus; &mp; &MinusPlus;
∔ &plusdo; &dotplus;
∖ &setmn; &setminus; &Backslash; &ssetmn; &smallsetminus;
∗ &lowast;
∘ &compfn; &SmallCircle;
√ &radic; &Sqrt;
� &prop; &propto; &Proportional; &vprop; &varpropto;
∞ &infin;
∟ &angrt;
∠ &ang; &angle;
∡ &angmsd; &measuredangle;
∢ &angsph;
∣ &mid; &VerticalBar; &smid; &shortmid;
∤ &nmid; &NotVerticalBar; &nsmid; &nshortmid;
∥ &par; &parallel; &DoubleVerticalBar; &spar; &shortparallel;
∦ &npar; &nparallel; &NotDoubleVerticalBar; &nspar; &nshortparallel;
∧ &and; &wedge;
∨ &or; &vee;
∩ &cap;
∪ &cup;
∫ &int; &Integral;
∬ &Int;
∭ &tint; &iiint;
∮ &conint; &oint; &ContourIntegral;
∯ &Conint; &DoubleContourIntegral;
∰ &Cconint;
∱ &cwint;
∲ &cwconint; &ClockwiseContourIntegral;
∳ &awconint; &CounterClockwiseContourIntegral;
∴ &there4; &therefore; &Therefore;
∵ &becaus; &because; &Because;
∶ &ratio;
∷ &Colon; &Proportion;
∸ &minusd; &dotminus;
∺ &mDDot;
∻ &homtht;
∼ &sim; &Tilde; &thksim; &thicksim;
∽ &bsim; &backsim;
∾ &ac; &mstpos;
∿ &acd;
≀ &wreath; &VerticalTilde; &wr;
� &nsim; &NotTilde;
≂ &esim; &EqualTilde; &eqsim;
≃ &sime; &TildeEqual; &simeq;
≄ &nsime; &nsimeq; &NotTildeEqual;
≅ &cong; &TildeFullEqual;
≆ &simne;
≇ &ncong; &NotTildeFullEqual;
≈ &asymp; &ap; &TildeTilde; &approx; &thkap; &thickapprox;
≉ &nap; &NotTildeTilde; &napprox;
≊ &ape; &approxeq;
≋ &apid;
≌ &bcong; &backcong;
� &asympeq; &CupCap;
≎ &bump; &HumpDownHump; &Bumpeq;
� &bumpe; &HumpEqual; &bumpeq;
� &esdot; &DotEqual; &doteq;
≑ &eDot; &doteqdot;
≒ &efDot; &fallingdotseq;
≓ &erDot; &risingdotseq;
≔ &colone; &coloneq; &Assign;
≕ &ecolon; &eqcolon;
≖ &ecir; &eqcirc;
≗ &cire; &circeq;
≙ &wedgeq;
≚ &veeeq;
≜ &trie; &triangleq;
≟ &equest; &questeq;
≠ &ne; &NotEqual;
≡ &equiv; &Congruent;
≢ &nequiv; &NotCongruent;
≤ &le; &leq;
≥ &ge; &GreaterEqual; &geq;
≦ &lE; &LessFullEqual; &leqq;
≧ &gE; &GreaterFullEqual; &geqq;
≨ &lnE; &lneqq;
≩ &gnE; &gneqq;
≪ &Lt; &NestedLessLess; &ll;
≫ &Gt; &NestedGreaterGreater; &gg;
≬ &twixt; &between;
≭ &NotCupCap;
≮ &nlt; &NotLess; &nless;
≯ &ngt; &NotGreater; &ngtr;
≰ &nle; &NotLessEqual; &nleq;
≱ &nge; &NotGreaterEqual; &ngeq;
≲ &lsim; &LessTilde; &lesssim;
≳ &gsim; &gtrsim; &GreaterTilde;
≴ &nlsim; &NotLessTilde;
≵ &ngsim; &NotGreaterTilde;
≶ &lg; &lessgtr; &LessGreater;
≷ &gl; &gtrless; &GreaterLess;
≸ &ntlg; &NotLessGreater;
≹ &ntgl; &NotGreaterLess;
≺ &pr; &Precedes; &prec;
≻ &sc; &Succeeds; &succ;
≼ &prcue; &PrecedesSlantEqual; &preccurlyeq;
≽ &sccue; &SucceedsSlantEqual; &succcurlyeq;
≾ &prsim; &precsim; &PrecedesTilde;
≿ &scsim; &succsim; &SucceedsTilde;
⊀ &npr; &nprec; &NotPrecedes;
� &nsc; &nsucc; &NotSucceeds;
⊂ &sub; &subset;
⊃ &sup; &supset; &Superset;
⊄ &nsub;
⊅ &nsup;
⊆ &sube; &SubsetEqual; &subseteq;
⊇ &supe; &supseteq; &SupersetEqual;
⊈ &nsube; &nsubseteq; &NotSubsetEqual;
⊉ &nsupe; &nsupseteq; &NotSupersetEqual;
⊊ &subne; &subsetneq;
⊋ &supne; &supsetneq;
� &cupdot;
⊎ &uplus; &UnionPlus;
� &sqsub; &SquareSubset; &sqsubset;
� &sqsup; &SquareSuperset; &sqsupset;
⊑ &sqsube; &SquareSubsetEqual; &sqsubseteq;
⊒ &sqsupe; &SquareSupersetEqual; &sqsupseteq;
⊓ &sqcap; &SquareIntersection;
⊔ &sqcup; &SquareUnion;
⊕ &oplus; &CirclePlus;
⊖ &ominus; &CircleMinus;
⊗ &otimes; &CircleTimes;
⊘ &osol;
⊙ &odot; &CircleDot;
⊚ &ocir; &circledcirc;
⊛ &oast; &circledast;
� &odash; &circleddash;
⊞ &plusb; &boxplus;
⊟ &minusb; &boxminus;
⊠ &timesb; &boxtimes;
⊡ &sdotb; &dotsquare;
⊢ &vdash; &RightTee;
⊣ &dashv; &LeftTee;
⊤ &top; &DownTee;
⊥ &bottom; &bot; &perp; &UpTee;
⊧ &models;
⊨ &vDash; &DoubleRightTee;
⊩ &Vdash;
⊪ &Vvdash;
⊫ &VDash;
⊬ &nvdash;
⊭ &nvDash;
⊮ &nVdash;
⊯ &nVDash;
⊰ &prurel;
⊲ &vltri; &vartriangleleft; &LeftTriangle;
⊳ &vrtri; &vartriangleright; &RightTriangle;
⊴ &ltrie; &trianglelefteq; &LeftTriangleEqual;
⊵ &rtrie; &trianglerighteq; &RightTriangleEqual;
⊶ &origof;
⊷ &imof;
⊸ &mumap; &multimap;
⊹ &hercon;
⊺ &intcal; &intercal;
⊻ &veebar;
⊽ &barvee;
⊾ &angrtvb;
⊿ &lrtri;
â‹€ &xwedge; &Wedge; &bigwedge;
� &xvee; &Vee; &bigvee;
â‹‚ &xcap; &Intersection; &bigcap;
⋃ &xcup; &Union; &bigcup;
â‹„ &diam; &diamond; &Diamond;
â‹… &sdot;
⋆ &sstarf; &Star;
⋇ &divonx; &divideontimes;
⋈ &bowtie;
⋉ &ltimes;
â‹Š &rtimes;
â‹‹ &lthree; &leftthreetimes;
⋌ &rthree; &rightthreetimes;
� &bsime; &backsimeq;
â‹Ž &cuvee; &curlyvee;
� &cuwed; &curlywedge;
� &Sub; &Subset;
â‹‘ &Sup; &Supset;
â‹’ &Cap;
â‹“ &Cup;
â‹” &fork; &pitchfork;
â‹• &epar;
â‹– &ltdot; &lessdot;
â‹— &gtdot; &gtrdot;
⋘ &Ll;
â‹™ &Gg; &ggg;
â‹š &leg; &LessEqualGreater; &lesseqgtr;
â‹› &gel; &gtreqless; &GreaterEqualLess;
â‹ž &cuepr; &curlyeqprec;
â‹Ÿ &cuesc; &curlyeqsucc;
â‹  &nprcue; &NotPrecedesSlantEqual;
â‹¡ &nsccue; &NotSucceedsSlantEqual;
â‹¢ &nsqsube; &NotSquareSubsetEqual;
â‹£ &nsqsupe; &NotSquareSupersetEqual;
⋦ &lnsim;
⋧ &gnsim;
⋨ &prnsim; &precnsim;
â‹© &scnsim; &succnsim;
⋪ &nltri; &ntriangleleft; &NotLeftTriangle;
â‹« &nrtri; &ntriangleright; &NotRightTriangle;
⋬ &nltrie; &ntrianglelefteq; &NotLeftTriangleEqual;
â‹­ &nrtrie; &ntrianglerighteq; &NotRightTriangleEqual;
â‹® &vellip;
⋯ &ctdot;
â‹° &utdot;
⋱ &dtdot;
⋲ &disin;
⋳ &isinsv;
â‹´ &isins;
⋵ &isindot;
⋶ &notinvc;
â‹· &notinvb;
⋹ &isinE;
⋺ &nisd;
â‹» &xnis;
⋼ &nis;
⋽ &notnivc;
⋾ &notnivb;
⌅ &barwed; &barwedge;
⌆ &Barwed; &doublebarwedge;
⌈ &lceil; &LeftCeiling;
⌉ &rceil; &RightCeiling;
⌊ &lfloor; &LeftFloor;
⌋ &rfloor; &RightFloor;
⌌ &drcrop;
� &dlcrop;
⌎ &urcrop;
� &ulcrop;
� &bnot;
⌒ &profline;
⌓ &profsurf;
⌕ &telrec;
⌖ &target;
⌜ &ulcorn; &ulcorner;
� &urcorn; &urcorner;
⌞ &dlcorn; &llcorner;
⌟ &drcorn; &lrcorner;
⌢ &frown; &sfrown;
⌣ &smile; &ssmile;
⌭ &cylcty;
⌮ &profalar;
⌶ &topbot;
⌽ &ovbar;
⌿ &solbar;
� &angzarr;
⎰ &lmoust; &lmoustache;
⎱ &rmoust; &rmoustache;
⎴ &tbrk; &OverBracket;
⎵ &bbrk; &UnderBracket;
⎶ &bbrktbrk;
� &OverParenthesis;
� &UnderParenthesis;
� &OverBrace;
� &UnderBrace;
� &trpezium;
� &elinters;
� &blank;
Ⓢ &oS; &circledS;
─ &boxh; &HorizontalLine;
│ &boxv;
┌ &boxdr;
� &boxdl;
â”” &boxur;
┘ &boxul;
├ &boxvr;
┤ &boxvl;
┬ &boxhd;
â”´ &boxhu;
┼ &boxvh;
� &boxH;
â•‘ &boxV;
â•’ &boxdR;
â•“ &boxDr;
â•” &boxDR;
â•• &boxdL;
â•– &boxDl;
â•— &boxDL;
╘ &boxuR;
â•™ &boxUr;
â•š &boxUR;
â•› &boxuL;
╜ &boxUl;
� &boxUL;
â•ž &boxvR;
â•Ÿ &boxVr;
â•  &boxVR;
â•¡ &boxvL;
â•¢ &boxVl;
â•£ &boxVL;
╤ &boxHd;
â•¥ &boxhD;
╦ &boxHD;
╧ &boxHu;
╨ &boxhU;
â•© &boxHU;
╪ &boxvH;
â•« &boxVh;
╬ &boxVH;
â–€ &uhblk;
â–„ &lhblk;
â–ˆ &block;
â–‘ &blk14;
â–’ &blk12;
â–“ &blk34;
â–¡ &squ; &square; &Square;
â–ª &squf; &squarf; &blacksquare; &FilledVerySmallSquare;
â–« &EmptyVerySmallSquare;
â–­ &rect;
â–® &marker;
â–± &fltns;
â–³ &xutri; &bigtriangleup;
â–´ &utrif; &blacktriangle;
â–µ &utri; &triangle;
â–¸ &rtrif; &blacktriangleright;
â–¹ &rtri; &triangleright;
â–½ &xdtri; &bigtriangledown;
â–¾ &dtrif; &blacktriangledown;
â–¿ &dtri; &triangledown;
â—‚ &ltrif; &blacktriangleleft;
â—ƒ &ltri; &triangleleft;
â—Š &loz; &lozenge;
â—‹ &cir;
â—¬ &tridot;
â—¯ &xcirc; &bigcirc;
â—¸ &ultri;
â—¹ &urtri;
â—º &lltri;
â—» &EmptySmallSquare;
â—¼ &FilledSmallSquare;
★ &starf; &bigstar;
☆ &star;
☎ &phone;
♀ &female;
♂ &male;
â™  &spades; &spadesuit;
♣ &clubs; &clubsuit;
♥ &hearts; &heartsuit;
♦ &diams; &diamondsuit;
♪ &sung;
â™­ &flat;
â™® &natur; &natural;
♯ &sharp;
✓ &check; &checkmark;
✗ &cross;
✠ &malt; &maltese;
✶ &sext;
� &VerticalSeparator;
� &lbbrk;
� &rbbrk;
⟦ &lobrk; &LeftDoubleBracket;
⟧ &robrk; &RightDoubleBracket;
⟨ &lang; &LeftAngleBracket; &langle;
⟩ &rang; &RightAngleBracket; &rangle;
⟪ &Lang;
⟫ &Rang;
⟬ &loang;
⟭ &roang;
⟵ &xlarr; &longleftarrow; &LongLeftArrow;
⟶ &xrarr; &longrightarrow; &LongRightArrow;
⟷ &xharr; &longleftrightarrow; &LongLeftRightArrow;
⟸ &xlArr; &Longleftarrow; &DoubleLongLeftArrow;
⟹ &xrArr; &Longrightarrow; &DoubleLongRightArrow;
⟺ &xhArr; &Longleftrightarrow; &DoubleLongLeftRightArrow;
⟼ &xmap; &longmapsto;
⟿ &dzigrarr;
⤂ &nvlArr;
⤃ &nvrArr;
⤄ &nvHarr;
⤅ &Map;
⤌ &lbarr;
� &rbarr; &bkarow;
⤎ &lBarr;
� &rBarr; &dbkarow;
� &RBarr; &drbkarow;
⤑ &DDotrahd;
⤒ &UpArrowBar;
⤓ &DownArrowBar;
⤖ &Rarrtl;
⤙ &latail;
⤚ &ratail;
⤛ &lAtail;
⤜ &rAtail;
� &larrfs;
⤞ &rarrfs;
⤟ &larrbfs;
⤠ &rarrbfs;
⤣ &nwarhk;
⤤ &nearhk;
⤥ &searhk; &hksearow;
⤦ &swarhk; &hkswarow;
⤧ &nwnear;
⤨ &nesear; &toea;
⤩ &seswar; &tosa;
⤪ &swnwar;
⤳ &rarrc;
⤵ &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; &UpEquilibrium;
⥯ &duhar; &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;
� &RightTriangleBar;
⧚ &race;
⧜ &iinfin;
� &infintie;
⧞ &nvinfin;
⧣ &eparsl;
⧤ &smeparsl;
⧥ &eqvparsl;
⧫ &lozf; &blacklozenge;
⧴ &RuleDelayed;
⧶ &dsol;
⨀ &xodot; &bigodot;
� &xoplus; &bigoplus;
⨂ &xotime; &bigotimes;
⨄ &xuplus; &biguplus;
⨆ &xsqcup; &bigsqcup;
⨌ &qint; &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; &intprod;
⨿ &amalg;
â©€ &capdot;
â©‚ &ncup;
⩃ &ncap;
â©„ &capand;
â©… &cupor;
⩆ &cupcap;
⩇ &capcup;
⩈ &cupbrcap;
⩉ &capbrcup;
â©Š &cupcup;
â©‹ &capcap;
⩌ &ccups;
� &ccaps;
� &ccupssm;
â©“ &And;
â©” &Or;
â©• &andand;
â©– &oror;
â©— &orslope;
⩘ &andslope;
â©š &andv;
â©› &orv;
⩜ &andd;
� &ord;
â©Ÿ &wedbar;
⩦ &sdote;
⩪ &simdot;
â©­ &congdot;
â©® &easter;
⩯ &apacir;
â©° &apE;
⩱ &eplus;
⩲ &pluse;
⩳ &Esim;
â©´ &Colone;
⩵ &Equal;
â©· &eDDot; &ddotseq;
⩸ &equivDD;
⩹ &ltcir;
⩺ &gtcir;
â©» &ltquest;
⩼ &gtquest;
⩽ &les; &LessSlantEqual; &leqslant;
⩾ &ges; &GreaterSlantEqual; &geqslant;
â©¿ &lesdot;
⪀ &gesdot;
� &lesdoto;
⪂ &gesdoto;
⪃ &lesdotor;
⪄ &gesdotol;
⪅ &lap; &lessapprox;
⪆ &gap; &gtrapprox;
⪇ &lne; &lneq;
⪈ &gne; &gneq;
⪉ &lnap; &lnapprox;
⪊ &gnap; &gnapprox;
⪋ &lEg; &lesseqqgtr;
⪌ &gEl; &gtreqqless;
� &lsime;
⪎ &gsime;
� &lsimg;
� &gsiml;
⪑ &lgE;
⪒ &glE;
⪓ &lesges;
⪔ &gesles;
⪕ &els; &eqslantless;
⪖ &egs; &eqslantgtr;
⪗ &elsdot;
⪘ &egsdot;
⪙ &el;
⪚ &eg;
� &siml;
⪞ &simg;
⪟ &simlE;
⪠ &simgE;
⪡ &LessLess;
⪢ &GreaterGreater;
⪤ &glj;
⪥ &gla;
⪦ &ltcc;
⪧ &gtcc;
⪨ &lescc;
⪩ &gescc;
⪪ &smt;
⪫ &lat;
⪬ &smte;
⪭ &late;
⪮ &bumpE;
⪯ &pre; &preceq; &PrecedesEqual;
⪰ &sce; &succeq; &SucceedsEqual;
⪳ &prE;
⪴ &scE;
⪵ &prnE; &precneqq;
⪶ &scnE; &succneqq;
⪷ &prap; &precapprox;
⪸ &scap; &succapprox;
⪹ &prnap; &precnapprox;
⪺ &scnap; &succnapprox;
⪻ &Pr;
⪼ &Sc;
⪽ &subdot;
⪾ &supdot;
⪿ &subplus;
â«€ &supplus;
� &submult;
â«‚ &supmult;
⫃ &subedot;
â«„ &supedot;
â«… &subE; &subseteqq;
⫆ &supE; &supseteqq;
⫇ &subsim;
⫈ &supsim;
â«‹ &subnE; &subsetneqq;
⫌ &supnE; &supsetneqq;
� &csub;
� &csup;
â«‘ &csube;
â«’ &csupe;
â«“ &subsup;
â«” &supsub;
â«• &subsub;
â«– &supsup;
â«— &suphsub;
⫘ &supdsub;
â«™ &forkv;
â«š &topfork;
â«› &mlcp;
⫤ &Dashv; &DoubleLeftTee;
⫦ &Vdashl;
⫧ &Barv;
⫨ &vBar;
â«© &vBarv;
â«« &Vbar;
⫬ &Not;
â«­ &bNot;
â«® &rnmid;
⫯ &cirmid;
â«° &midcir;
⫱ &topcir;
⫲ &nhpar;
⫳ &parsim;
⫽ &parsl;
ff &fflig;
� &filig;
fl &fllig;
ffi &ffilig;
ffl &ffllig;
� &Ascr;
� &Cscr;
� &Dscr;
� &Gscr;
� &Jscr;
� &Kscr;
� &Nscr;
� &Oscr;
� &Pscr;
� &Qscr;
� &Sscr;
� &Tscr;
� &Uscr;
� &Vscr;
� &Wscr;
� &Xscr;
� Yscr;
� &Zscr;
� &ascr;
� &bscr;
� &cscr;
� &dscr;
� &fscr;
� &hscr;
� &iscr;
� &jscr;
� &kscr;
� &lscr;
� &mscr;
� &nscr;
� &pscr;
� &qscr;
� &rscr;
� &sscr;
� &tscr;
� &uscr;
� &vscr;
� &wscr;
� &xscr;
� &yscr;
� &zscr;
� &Afr;
� &Bfr;
� &Dfr;
� &Efr;
� &Ffr;
� &Gfr;
� &Jfr;
� &Kfr;
� &Lfr;
� &Mfr;
� &Nfr;
� &Ofr;
� &Pfr;
� &Qfr;
� &Sfr;
� &Tfr;
� &Ufr;
� &Vfr;
� &Wfr;
� &Xfr;
� &Yfr;
� &afr;
� &bfr;
� &cfr;
� &dfr;
� &efr;
� &ffr;
� &gfr;
� &hfr;
� &ifr;
� &jfr;
� &kfr;
� &lfr;
� &mfr;
� &nfr;
� &ofr;
� &pfr;
� &qfr;
� &rfr;
� &sfr;
� &tfr;
� &ufr;
� &vfr;
� &wfr;
� &xfr;
� &yfr;
� &zfr;
� &Aopf;
� &Bopf;
� &Dopf;
� &Eopf;
� &Fopf;
� &Gopf;
� &Iopf;
� &Jopf;
� &Kopf;
� &Lopf;
� &Mopf;
� &Oopf;
� &Sopf;
� &Topf;
� &Uopf;
� &Vopf;
� &Wopf;
� &Xopf;
� &Yopf;
� &aopf;
� &bopf;
� &copf;
� &dopf;
� &eopf;
� &fopf;
� &gopf;
� &hopf;
� &iopf;
� &jopf;
� &kopf;
� &lopf;
� &mopf;
� &nopf;
� &oopf;
� &popf;
� &qopf;
� &ropf;
� &sopf;
� &topf;
� &uopf;
� &vopf;
� &wopf;
� &xopf;
� &yopf;
� &zopf;

Gold is $1,581/oz today. When it hits $2,000, it will be up 26.5%. Let's see how long that takes. - De 3/11/2013 - ANSWER: 7 Years, 5 Months