HTML5 实体名称（字母 - S）

并非下表中的所有实体都能在所有的浏览器中正确地显示。

目前，IE 11 是唯一一个能正确显示所有 HTML5 实体的浏览器。

字符	实体名称	十六进制
&Sacute;	Sacute	0015A
&sacute;	sacute	0015B
‚	sbquo	0201A
&Sc;	Sc	02ABC
&sc;	sc	0227B
&scap;	scap	02AB8
Š	Scaron	00160
š	scaron	00161
&sccue;	sccue	0227D
&scE;	scE	02AB4
&sce;	sce	02AB0
&Scedil;	Scedil	0015E
&scedil;	scedil	0015F
&Scirc;	Scirc	0015C
&scirc;	scirc	0015D
&scnap;	scnap	02ABA
&scnE;	scnE	02AB6
&scnsim;	scnsim	022E9
&scpolint;	scpolint	02A13
&scsim;	scsim	0227F
&Scy;	Scy	00421
&scy;	scy	00441
⋅	sdot	022C5
&sdotb;	sdotb	022A1
&sdote;	sdote	02A66
&searhk;	searhk	02925
&seArr;	seArr	021D8
&searr;	searr	02198
&searrow;	searrow	02198
§	sect	000A7
&semi;	semi	0003B
&seswar;	seswar	02929
&setminus;	setminus	02216
&setmn;	setmn	02216
&sext;	sext	02736
&Sfr;	Sfr	1D516
&sfr;	sfr	1D530
&sfrown;	sfrown	02322
&sharp;	sharp	0266F
&SHCHcy;	SHCHcy	00429
&shchcy;	shchcy	00449
&SHcy;	SHcy	00428
&shcy;	shcy	00448
&ShortDownArrow;	ShortDownArrow	02193
&ShortLeftArrow;	ShortLeftArrow	02190
&shortmid;	shortmid	02223
&shortparallel;	shortparallel	02225
&ShortRightArrow;	ShortRightArrow	02192
&ShortUpArrow;	ShortUpArrow	02191
	shy	000AD
Σ	Sigma	003A3
σ	sigma	003C3
ς	sigmaf	003C2
ς	sigmav	003C2
∼	sim	0223C
&simdot;	simdot	02A6A
&sime;	sime	02243
&simeq;	simeq	02243
&simg;	simg	02A9E
&simgE;	simgE	02AA0
&siml;	siml	02A9D
&simlE;	simlE	02A9F
&simne;	simne	02246
&simplus;	simplus	02A24
&simrarr;	simrarr	02972
&slarr;	slarr	02190
&SmallCircle;	SmallCircle	02218
&smallsetminus;	smallsetminus	02216
&smashp;	smashp	02A33
&smeparsl;	smeparsl	029E4
&smid;	smid	02223
&smile;	smile	02323
&smt;	smt	02AAA
&smte;	smte	02AAC
&smtes;	smtes	02AAC + 0FE00
&SOFTcy;	SOFTcy	0042C
&softcy;	softcy	0044C
/	sol	0002F
&solb;	solb	029C4
&solbar;	solbar	0233F
&Sopf;	Sopf	1D54A
&sopf;	sopf	1D564
♠	spades	02660
&spadesuit;	spadesuit	02660
&spar;	spar	02225
&sqcap;	sqcap	02293
&sqcaps;	sqcaps	02293 + 0FE00
&sqcup;	sqcup	02294
&sqcups;	sqcups	02294 + 0FE00
&Sqrt;	Sqrt	0221A
&sqsub;	sqsub	0228F
&sqsube;	sqsube	02291
&sqsubset;	sqsubset	0228F
&sqsubseteq;	sqsubseteq	02291
&sqsup;	sqsup	02290
&sqsupe;	sqsupe	02292
&sqsupset;	sqsupset	02290
&sqsupseteq;	sqsupseteq	02292
&squ;	squ	025A1
&Square;	Square	025A1
&square;	square	025A1
&SquareIntersection;	SquareIntersection	02293
&SquareSubset;	SquareSubset	0228F
&SquareSubsetEqual;	SquareSubsetEqual	02291
&SquareSuperset;	SquareSuperset	02290
&SquareSupersetEqual;	SquareSupersetEqual	02292
&SquareUnion;	SquareUnion	02294
&squarf;	squarf	025AA
&squf;	squf	025AA
&srarr;	srarr	02192
&Sscr;	Sscr	1D4AE
&sscr;	sscr	1D4C8
&ssetmn;	ssetmn	02216
&ssmile;	ssmile	02323
&sstarf;	sstarf	022C6
&Star;	Star	022C6
&star;	star	02606
&starf;	starf	02605
&straightepsilon;	straightepsilon	003F5
&straightphi;	straightphi	003D5
&strns;	strns	000AF
&Sub;	Sub	022D0
⊂	sub	02282
&subdot;	subdot	02ABD
&subE;	subE	02AC5
⊆	sube	02286
&subedot;	subedot	02AC3
&submult;	submult	02AC1
&subnE;	subnE	02ACB
&subne;	subne	0228A
&subplus;	subplus	02ABF
&subrarr;	subrarr	02979
&Subset;	Subset	022D0
&subset;	subset	02282
&subseteq;	subseteq	02286
&subseteqq;	subseteqq	02AC5
&SubsetEqual;	SubsetEqual	02286
&subsetneq;	subsetneq	0228A
&subsetneqq;	subsetneqq	02ACB
&subsim;	subsim	02AC7
&subsub;	subsub	02AD5
&subsup;	subsup	02AD3
&succ;	succ	0227B
&succapprox;	succapprox	02AB8
&succcurlyeq;	succcurlyeq	0227D
&Succeeds;	Succeeds	0227B
&SucceedsEqual;	SucceedsEqual	02AB0
&SucceedsSlantEqual;	SucceedsSlantEqual	0227D
&SucceedsTilde;	SucceedsTilde	0227F
&succeq;	succeq	02AB0
&succnapprox;	succnapprox	02ABA
&succneqq;	succneqq	02AB6
&succnsim;	succnsim	022E9
&succsim;	succsim	0227F
&SuchThat;	SuchThat	0220B
&Sum;	Sum	02211
∑	sum	02211
&sung;	sung	0266A
&Sup;	Sup	022D1
⊃	sup	02283
¹	sup1	000B9
²	sup2	000B2
³	sup3	000B3
&supdot;	supdot	02ABE
&supdsub;	supdsub	02AD8
&supE;	supE	02AC6
⊇	supe	02287
&supedot;	supedot	02AC4
&Superset;	Superset	02283
&SupersetEqual;	SupersetEqual	02287
&suphsol;	suphsol	027C9
&suphsub;	suphsub	02AD7
&suplarr;	suplarr	0297B
&supmult;	supmult	02AC2
&supnE;	supnE	02ACC
&supne;	supne	0228B
&supplus;	supplus	02AC0
&Supset;	Supset	022D1
&supset;	supset	02283
&supseteq;	supseteq	02287
&supseteqq;	supseteqq	02AC6
&supsetneq;	supsetneq	0228B
&supsetneqq;	supsetneqq	02ACC
&supsim;	supsim	02AC8
&supsub;	supsub	02AD4
&supsup;	supsup	02AD6
&swarhk;	swarhk	02926
&swArr;	swArr	021D9
&swarr;	swarr	02199
&swarrow;	swarrow	02199
&swnwar;	swnwar	0292A
ß	szlig	000DF