Alphabetically Sorted HTML5 Entity Names - S

Older browsers may not support all HTML5 entities listed below.

Chrome and Opera have good support, while IE 11+ and Firefox 35+ support all entities.

character entity name hexadecimal decimal
ŚSacute0015A346
śsacute0015B347
‚sbquo0201A8218
⪼Sc02ABC10940
≻sc0227B8827
⪸scap02AB810936
ŠScaron00160352
šscaron00161353
≽sccue0227D8829
⪴scE02AB410932
⪰sce02AB010928
ŞScedil0015E350
şscedil0015F351
ŜScirc0015C348
ŝscirc0015D349
⪺scnap02ABA10938
⪶scnE02AB610934
⋩scnsim022E98937
⨓scpolint02A1310771
≿scsim0227F8831
СScy004211057
сscy004411089
⋅sdot022C58901
⊡sdotb022A18865
⩦sdote02A6610854
⤥searhk0292510533
⇘seArr021D88664
↘searr021988600
↘searrow021988600
§sect000A7167
;semi0003B59
⤩seswar0292910537
∖setminus022168726
∖setmn022168726
✶59seswar with dot aboveseswar
setminus with dot abovesetminussext with dot abovesext
Sfr with dot aboveSfrsfr with dot abovesfr
sfr with dot abovesfrfrown with dot abovefrown
sharp sign with dot abovesharp sign0266F9839
Cyrillic capital letter shy with dot aboveCyrillic capital letter shy00429Cyrillic small letter shy
Cyrillic small letter shy with dot aboveCyrillic small letter shy00449Cyrillic small letter shy
Cyrillic small letter shy with dot aboveCyrillic small letter shyCyrillic capital letter shy with dot aboveCyrillic capital letter shy
cyrillic small letter shy with dot abovecyrillic small letter shy004481096
short down arrow with tailshort down arrow021938595
short left arrow with tailshort left arrow021908592
short mid with dot aboveshort mid022238739
short parallel with dot aboveshort parallel022258741
short right arrow with tailshort right arrow021928594
short up arrow with tailshort up arrow021918593
­soft hyphen000AD173
Sigma with dot aboveSigma003A3931
sigma with dot abovesigma003C3963
varphi with dot abovevarphi003C2962
varepsilon with dot abovevarepsilon003C2962
similarity with dot abovesimilarity0223C8764
dot operator with dot abovedot operator02A6A10858
equal with dot aboveequal022438771
approximately equal with dot aboveapproximately equal022438771
l with hook with dot abovel with hook02A9E10910
L with hook with dot aboveL with hook02AA010912
l with dot abovel02A9D10909
L with dot aboveL02A9F10911
not equal with dot abovenot equal022468774
plus with dot aboveplus02A2410788
right arrow with tailright arrow0297210610
left arrow with tailleft arrow021908592
∘SmallCircle022188728
∖smallsetminus022168726
⨳smashp02A3310803
⧤smeparsl029E410724
∣smid022238739
⌣smile023238995
⪪smt02AAA10922
⪬smte02AAC10924
⪬︀smtes02AAC + 0FE0010924
ЬSOFTcy0042C1068
ьsoftcy0044C1100
/sol0002F47
⧄solb029C410692
⌿solbar0233F9023
𝕊Sopf1D54A120138
𝕤sopf1D564120164
♠spades026609824
♠spadesuit026609824
∥spar022258741
⊓sqcap022938851
⊓︀sqcaps02293 + 0FE008851
⊔sqcup022948852
⊔︀sqcups02294 + 0FE008852
√Sqrt0221A8730
⊏sqsub0228F8847
⊑sqsube022918849
⊏sqsubset0228F8847
⊑sqsubseteq022918849
⊐sqsup022908848
⊒sqsupe022928850
⊐sqsupset022908848
⊒sqsupseteq022928850
□squ025A19633
□Square025A19633
□square025A19633
⊓SquareIntersection022938851
⊏SquareSubset0228F8847
⊑SquareSubsetEqual022918849
⊐SquareSuperset022908848
⊒SquareSupersetEqual022928850
⊔SquareUnion022948852
▪squarf025AA9642
▪squf025AA9642
→srarr021928594
𝒮Sscr1D4AE119982
𝓈sscr1D4C8120008
∖ssetmn022168726
⌣ssmile023238995
⋆sstarf022C68902
⋆Star022C68902
☆star026069734
★starf026059733
ϵstraightepsilon003F51013
ϕstraightphi003D5981
¯strns000AF175
⋐Sub022D08912
⊂sub022828834
⪽subdot02ABD10941
⫅subE02AC510949
⊆sube022868838
⫃subedot02AC310947
⫁submult02AC110945
⫋subnE02ACB10955
⊊subne0228A8842
⪿subplus02ABF10943
⥹subrarr0297910617
⋐Subset022D08912
⊂subset022828834
⊆subseteq022868838
⫅subseteqq02AC510949
⊆SubsetEqual022868838
⊊subsetneq0228A8842
⫋subsetneqq02ACB10955
⫇subsim02AC710951
⫕subsub02AD510965
⫓subsup02AD310963
≻succ0227B8827
⪸succapprox02AB810936
≽succcurlyeq0227D8829
≻Succeeds0227B8827
⪰SucceedsEqual02AB010928
≽SucceedsSlantEqual0227D8829
≿SucceedsTilde0227F8831
⪰succeq02AB010928
⪺succnapprox02ABA10938
⪶succneqq02AB610934
⋩succnsim022E98937
≿succsim0227F8831
∋SuchThat0220B8715
∑Sum022118721
∑sum022118721
♪sung0266A9834
⋑Sup022D18913
⊃sup022838835
¹sup1000B9185
²sup2000B2178
³sup3000B3179
⪾supdot02ABE10942
⫘supdsub02AD810968
⫆supE02AC610950
⊇supe022878839
⫄supedot02AC410948
⊃Superset022838835
⊇SupersetEqual022878839
⟉suphsol027C910185
⫗suphsub02AD710967
⥻suplarr0297B10619
⫂supmult02AC210946
⫌supnE02ACC10956
⊋supne0228B8843
⫀supplus02AC010944
⋑Supset022D18913
⊃supset022838835
⊇supseteq022878839
⫆supseteqq02AC610950
⊋supsetneq0228B8843
⫌supsetneqq02ACC10956
⫈supsim02AC810952
⫔supsub02AD410964
⫖supsup02AD610966
⤦swarhk0292610534
⇙swArr021D98665
↙swarr021998601
↙swarrow021998601
⤪swnwar0292A10538
ßszlig000DF223