| Codepunkt | Entity-Code | Symbol | Name | Kategorie | Bidi | Version | NET |
|---|
| 8704 | ∀ | ∀
| FOR ALL | Sm | ON | 1.1 | Y |
| 8705 | ∁ | ∁
| COMPLEMENT | Sm | ON | 1.1 | Y |
| 8706 | ∂ | ∂
| PARTIAL DIFFERENTIAL | Sm | ON | 1.1 | Y |
| 8707 | ∃ | ∃
| THERE EXISTS | Sm | ON | 1.1 | Y |
| 8708 | ∄ | ∄
| THERE DOES NOT EXIST | Sm | ON | 1.1 | Y |
| 8709 | ∅ | ∅
| EMPTY SET | Sm | ON | 1.1 | Y |
| 8710 | ∆ | ∆
| INCREMENT | Sm | ON | 1.1 | Y |
| 8711 | ∇ | ∇
| NABLA | Sm | ON | 1.1 | Y |
| 8712 | ∈ | ∈
| ELEMENT OF | Sm | ON | 1.1 | Y |
| 8713 | ∉ | ∉
| NOT AN ELEMENT OF | Sm | ON | 1.1 | Y |
| 8714 | ∊ | ∊
| SMALL ELEMENT OF | Sm | ON | 1.1 | Y |
| 8715 | ∋ | ∋
| CONTAINS AS MEMBER | Sm | ON | 1.1 | Y |
| 8716 | ∌ | ∌
| DOES NOT CONTAIN AS MEMBER | Sm | ON | 1.1 | Y |
| 8717 | ∍ | ∍
| SMALL CONTAINS AS MEMBER | Sm | ON | 1.1 | Y |
| 8718 | ∎ | ∎
| END OF PROOF | Sm | ON | 1.1 | Y |
| 8719 | ∏ | ∏
| N-ARY PRODUCT | Sm | ON | 1.1 | Y |
| 8720 | ∐ | ∐
| N-ARY COPRODUCT | Sm | ON | 1.1 | Y |
| 8721 | ∑ | ∑
| N-ARY SUMMATION | Sm | ON | 1.1 | Y |
| 8722 | − | −
| MINUS SIGN | Sm | ES | 1.1 | Y |
| 8723 | ∓ | ∓
| MINUS-OR-PLUS SIGN | Sm | ET | 1.1 | Y |
| 8724 | ∔ | ∔
| DOT PLUS | Sm | ON | 1.1 | Y |
| 8725 | ∕ | ∕
| DIVISION SLASH | Sm | ON | 1.1 | Y |
| 8726 | ∖ | ∖
| SET MINUS | Sm | ON | 1.1 | Y |
| 8727 | ∗ | ∗
| ASTERISK OPERATOR | Sm | ON | 1.1 | Y |
| 8728 | ∘ | ∘
| RING OPERATOR | Sm | ON | 1.1 | Y |
| 8729 | ∙ | ∙
| BULLET OPERATOR | Sm | ON | 1.1 | Y |
| 8730 | √ | √
| SQUARE ROOT | Sm | ON | 1.1 | Y |
| 8731 | ∛ | ∛
| CUBE ROOT | Sm | ON | 1.1 | Y |
| 8732 | ∜ | ∜
| FOURTH ROOT | Sm | ON | 1.1 | Y |
| 8733 | ∝ | ∝
| PROPORTIONAL TO | Sm | ON | 1.1 | Y |
| 8734 | ∞ | ∞
| INFINITY | Sm | ON | 1.1 | Y |
| 8735 | ∟ | ∟
| RIGHT ANGLE | Sm | ON | 1.1 | Y |
| 8736 | ∠ | ∠
| ANGLE | Sm | ON | 1.1 | Y |
| 8737 | ∡ | ∡
| MEASURED ANGLE | Sm | ON | 1.1 | Y |
| 8738 | ∢ | ∢
| SPHERICAL ANGLE | Sm | ON | 1.1 | Y |
| 8739 | ∣ | ∣
| DIVIDES | Sm | ON | 1.1 | Y |
| 8740 | ∤ | ∤
| DOES NOT DIVIDE | Sm | ON | 1.1 | Y |
| 8741 | ∥ | ∥
| PARALLEL TO | Sm | ON | 1.1 | Y |
| 8742 | ∦ | ∦
| NOT PARALLEL TO | Sm | ON | 1.1 | Y |
| 8743 | ∧ | ∧
| LOGICAL AND | Sm | ON | 1.1 | Y |
| 8744 | ∨ | ∨
| LOGICAL OR | Sm | ON | 1.1 | Y |
| 8745 | ∩ | ∩
| INTERSECTION | Sm | ON | 1.1 | Y |
| 8746 | ∪ | ∪
| UNION | Sm | ON | 1.1 | Y |
| 8747 | ∫ | ∫
| INTEGRAL | Sm | ON | 1.1 | Y |
| 8748 | ∬ | ∬
| DOUBLE INTEGRAL | Sm | ON | 1.1 | Y |
| 8749 | ∭ | ∭
| TRIPLE INTEGRAL | Sm | ON | 1.1 | Y |
| 8750 | ∮ | ∮
| CONTOUR INTEGRAL | Sm | ON | 1.1 | Y |
| 8751 | ∯ | ∯
| SURFACE INTEGRAL | Sm | ON | 1.1 | Y |
| 8752 | ∰ | ∰
| VOLUME INTEGRAL | Sm | ON | 1.1 | Y |
| 8753 | ∱ | ∱
| CLOCKWISE INTEGRAL | Sm | ON | 1.1 | Y |
| 8754 | ∲ | ∲
| CLOCKWISE CONTOUR INTEGRAL | Sm | ON | 1.1 | Y |
| 8755 | ∳ | ∳
| ANTICLOCKWISE CONTOUR INTEGRAL | Sm | ON | 1.1 | Y |
| 8756 | ∴ | ∴
| THEREFORE | Sm | ON | 1.1 | Y |
| 8757 | ∵ | ∵
| BECAUSE | Sm | ON | 1.1 | Y |
| 8758 | ∶ | ∶
| RATIO | Sm | ON | 1.1 | Y |
| 8759 | ∷ | ∷
| PROPORTION | Sm | ON | 1.1 | Y |
| 8760 | ∸ | ∸
| DOT MINUS | Sm | ON | 1.1 | Y |
| 8761 | ∹ | ∹
| EXCESS | Sm | ON | 1.1 | Y |
| 8762 | ∺ | ∺
| GEOMETRIC PROPORTION | Sm | ON | 1.1 | Y |
| 8763 | ∻ | ∻
| HOMOTHETIC | Sm | ON | 1.1 | Y |
| 8764 | ∼ | ∼
| TILDE OPERATOR | Sm | ON | 1.1 | Y |
| 8765 | ∽ | ∽
| REVERSED TILDE | Sm | ON | 1.1 | Y |
| 8766 | ∾ | ∾
| INVERTED LAZY S | Sm | ON | 1.1 | Y |
| 8767 | ∿ | ∿
| SINE WAVE | Sm | ON | 1.1 | Y |
| 8768 | ≀ | ≀
| WREATH PRODUCT | Sm | ON | 1.1 | Y |
| 8769 | ≁ | ≁
| NOT TILDE | Sm | ON | 1.1 | Y |
| 8770 | ≂ | ≂
| MINUS TILDE | Sm | ON | 1.1 | Y |
| 8771 | ≃ | ≃
| ASYMPTOTICALLY EQUAL TO | Sm | ON | 1.1 | Y |
| 8772 | ≄ | ≄
| NOT ASYMPTOTICALLY EQUAL TO | Sm | ON | 1.1 | Y |
| 8773 | ≅ | ≅
| APPROXIMATELY EQUAL TO | Sm | ON | 1.1 | Y |
| 8774 | ≆ | ≆
| APPROXIMATELY BUT NOT ACTUALLY EQUAL TO | Sm | ON | 1.1 | Y |
| 8775 | ≇ | ≇
| NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO | Sm | ON | 1.1 | Y |
| 8776 | ≈ | ≈
| ALMOST EQUAL TO | Sm | ON | 1.1 | Y |
| 8777 | ≉ | ≉
| NOT ALMOST EQUAL TO | Sm | ON | 1.1 | Y |
| 8778 | ≊ | ≊
| ALMOST EQUAL OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8779 | ≋ | ≋
| TRIPLE TILDE | Sm | ON | 1.1 | Y |
| 8780 | ≌ | ≌
| ALL EQUAL TO | Sm | ON | 1.1 | Y |
| 8781 | ≍ | ≍
| EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8782 | ≎ | ≎
| GEOMETRICALLY EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8783 | ≏ | ≏
| DIFFERENCE BETWEEN | Sm | ON | 1.1 | Y |
| 8784 | ≐ | ≐
| APPROACHES THE LIMIT | Sm | ON | 1.1 | Y |
| 8785 | ≑ | ≑
| GEOMETRICALLY EQUAL TO | Sm | ON | 1.1 | Y |
| 8786 | ≒ | ≒
| APPROXIMATELY EQUAL TO OR THE IMAGE OF | Sm | ON | 1.1 | Y |
| 8787 | ≓ | ≓
| IMAGE OF OR APPROXIMATELY EQUAL TO | Sm | ON | 1.1 | Y |
| 8788 | ≔ | ≔
| COLON EQUALS | Sm | ON | 1.1 | Y |
| 8789 | ≕ | ≕
| EQUALS COLON | Sm | ON | 1.1 | Y |
| 8790 | ≖ | ≖
| RING IN EQUAL TO | Sm | ON | 1.1 | Y |
| 8791 | ≗ | ≗
| RING EQUAL TO | Sm | ON | 1.1 | Y |
| 8792 | ≘ | ≘
| CORRESPONDS TO | Sm | ON | 1.1 | Y |
| 8793 | ≙ | ≙
| ESTIMATES | Sm | ON | 1.1 | Y |
| 8794 | ≚ | ≚
| EQUIANGULAR TO | Sm | ON | 1.1 | Y |
| 8795 | ≛ | ≛
| STAR EQUALS | Sm | ON | 1.1 | Y |
| 8796 | ≜ | ≜
| DELTA EQUAL TO | Sm | ON | 1.1 | Y |
| 8797 | ≝ | ≝
| EQUAL TO BY DEFINITION | Sm | ON | 1.1 | Y |
| 8798 | ≞ | ≞
| MEASURED BY | Sm | ON | 1.1 | Y |
| 8799 | ≟ | ≟
| QUESTIONED EQUAL TO | Sm | ON | 1.1 | Y |
| 8800 | ≠ | ≠
| NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8801 | ≡ | ≡
| IDENTICAL TO | Sm | ON | 1.1 | Y |
| 8802 | ≢ | ≢
| NOT IDENTICAL TO | Sm | ON | 1.1 | Y |
| 8803 | ≣ | ≣
| STRICTLY EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8804 | ≤ | ≤
| LESS-THAN OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8805 | ≥ | ≥
| GREATER-THAN OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8806 | ≦ | ≦
| LESS-THAN OVER EQUAL TO | Sm | ON | 1.1 | Y |
| 8807 | ≧ | ≧
| GREATER-THAN OVER EQUAL TO | Sm | ON | 1.1 | Y |
| 8808 | ≨ | ≨
| LESS-THAN BUT NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8809 | ≩ | ≩
| GREATER-THAN BUT NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8810 | ≪ | ≪
| MUCH LESS-THAN | Sm | ON | 1.1 | Y |
| 8811 | ≫ | ≫
| MUCH GREATER-THAN | Sm | ON | 1.1 | Y |
| 8812 | ≬ | ≬
| BETWEEN | Sm | ON | 1.1 | Y |
| 8813 | ≭ | ≭
| NOT EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8814 | ≮ | ≮
| NOT LESS-THAN | Sm | ON | 1.1 | Y |
| 8815 | ≯ | ≯
| NOT GREATER-THAN | Sm | ON | 1.1 | Y |
| 8816 | ≰ | ≰
| NEITHER LESS-THAN NOR EQUAL TO | Sm | ON | 1.1 | Y |
| 8817 | ≱ | ≱
| NEITHER GREATER-THAN NOR EQUAL TO | Sm | ON | 1.1 | Y |
| 8818 | ≲ | ≲
| LESS-THAN OR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8819 | ≳ | ≳
| GREATER-THAN OR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8820 | ≴ | ≴
| NEITHER LESS-THAN NOR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8821 | ≵ | ≵
| NEITHER GREATER-THAN NOR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8822 | ≶ | ≶
| LESS-THAN OR GREATER-THAN | Sm | ON | 1.1 | Y |
| 8823 | ≷ | ≷
| GREATER-THAN OR LESS-THAN | Sm | ON | 1.1 | Y |
| 8824 | ≸ | ≸
| NEITHER LESS-THAN NOR GREATER-THAN | Sm | ON | 1.1 | Y |
| 8825 | ≹ | ≹
| NEITHER GREATER-THAN NOR LESS-THAN | Sm | ON | 1.1 | Y |
| 8826 | ≺ | ≺
| PRECEDES | Sm | ON | 1.1 | Y |
| 8827 | ≻ | ≻
| SUCCEEDS | Sm | ON | 1.1 | Y |
| 8828 | ≼ | ≼
| PRECEDES OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8829 | ≽ | ≽
| SUCCEEDS OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8830 | ≾ | ≾
| PRECEDES OR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8831 | ≿ | ≿
| SUCCEEDS OR EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8832 | ⊀ | ⊀
| DOES NOT PRECEDE | Sm | ON | 1.1 | Y |
| 8833 | ⊁ | ⊁
| DOES NOT SUCCEED | Sm | ON | 1.1 | Y |
| 8834 | ⊂ | ⊂
| SUBSET OF | Sm | ON | 1.1 | Y |
| 8835 | ⊃ | ⊃
| SUPERSET OF | Sm | ON | 1.1 | Y |
| 8836 | ⊄ | ⊄
| NOT A SUBSET OF | Sm | ON | 1.1 | Y |
| 8837 | ⊅ | ⊅
| NOT A SUPERSET OF | Sm | ON | 1.1 | Y |
| 8838 | ⊆ | ⊆
| SUBSET OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8839 | ⊇ | ⊇
| SUPERSET OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8840 | ⊈ | ⊈
| NEITHER A SUBSET OF NOR EQUAL TO | Sm | ON | 1.1 | Y |
| 8841 | ⊉ | ⊉
| NEITHER A SUPERSET OF NOR EQUAL TO | Sm | ON | 1.1 | Y |
| 8842 | ⊊ | ⊊
| SUBSET OF WITH NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8843 | ⊋ | ⊋
| SUPERSET OF WITH NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8844 | ⊌ | ⊌
| MULTISET | Sm | ON | 1.1 | Y |
| 8845 | ⊍ | ⊍
| MULTISET MULTIPLICATION | Sm | ON | 1.1 | Y |
| 8846 | ⊎ | ⊎
| MULTISET UNION | Sm | ON | 1.1 | Y |
| 8847 | ⊏ | ⊏
| SQUARE IMAGE OF | Sm | ON | 1.1 | Y |
| 8848 | ⊐ | ⊐
| SQUARE ORIGINAL OF | Sm | ON | 1.1 | Y |
| 8849 | ⊑ | ⊑
| SQUARE IMAGE OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8850 | ⊒ | ⊒
| SQUARE ORIGINAL OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8851 | ⊓ | ⊓
| SQUARE CAP | Sm | ON | 1.1 | Y |
| 8852 | ⊔ | ⊔
| SQUARE CUP | Sm | ON | 1.1 | Y |
| 8853 | ⊕ | ⊕
| CIRCLED PLUS | Sm | ON | 1.1 | Y |
| 8854 | ⊖ | ⊖
| CIRCLED MINUS | Sm | ON | 1.1 | Y |
| 8855 | ⊗ | ⊗
| CIRCLED TIMES | Sm | ON | 1.1 | Y |
| 8856 | ⊘ | ⊘
| CIRCLED DIVISION SLASH | Sm | ON | 1.1 | Y |
| 8857 | ⊙ | ⊙
| CIRCLED DOT OPERATOR | Sm | ON | 1.1 | Y |
| 8858 | ⊚ | ⊚
| CIRCLED RING OPERATOR | Sm | ON | 1.1 | Y |
| 8859 | ⊛ | ⊛
| CIRCLED ASTERISK OPERATOR | Sm | ON | 1.1 | Y |
| 8860 | ⊜ | ⊜
| CIRCLED EQUALS | Sm | ON | 1.1 | Y |
| 8861 | ⊝ | ⊝
| CIRCLED DASH | Sm | ON | 1.1 | Y |
| 8862 | ⊞ | ⊞
| SQUARED PLUS | Sm | ON | 1.1 | Y |
| 8863 | ⊟ | ⊟
| SQUARED MINUS | Sm | ON | 1.1 | Y |
| 8864 | ⊠ | ⊠
| SQUARED TIMES | Sm | ON | 1.1 | Y |
| 8865 | ⊡ | ⊡
| SQUARED DOT OPERATOR | Sm | ON | 1.1 | Y |
| 8866 | ⊢ | ⊢
| RIGHT TACK | Sm | ON | 1.1 | Y |
| 8867 | ⊣ | ⊣
| LEFT TACK | Sm | ON | 1.1 | Y |
| 8868 | ⊤ | ⊤
| DOWN TACK | Sm | ON | 1.1 | Y |
| 8869 | ⊥ | ⊥
| UP TACK | Sm | ON | 1.1 | Y |
| 8870 | ⊦ | ⊦
| ASSERTION | Sm | ON | 1.1 | Y |
| 8871 | ⊧ | ⊧
| MODELS | Sm | ON | 1.1 | Y |
| 8872 | ⊨ | ⊨
| TRUE | Sm | ON | 1.1 | Y |
| 8873 | ⊩ | ⊩
| FORCES | Sm | ON | 1.1 | Y |
| 8874 | ⊪ | ⊪
| TRIPLE VERTICAL BAR RIGHT TURNSTILE | Sm | ON | 1.1 | Y |
| 8875 | ⊫ | ⊫
| DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE | Sm | ON | 1.1 | Y |
| 8876 | ⊬ | ⊬
| DOES NOT PROVE | Sm | ON | 1.1 | Y |
| 8877 | ⊭ | ⊭
| NOT TRUE | Sm | ON | 1.1 | Y |
| 8878 | ⊮ | ⊮
| DOES NOT FORCE | Sm | ON | 1.1 | Y |
| 8879 | ⊯ | ⊯
| NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE | Sm | ON | 1.1 | Y |
| 8880 | ⊰ | ⊰
| PRECEDES UNDER RELATION | Sm | ON | 1.1 | Y |
| 8881 | ⊱ | ⊱
| SUCCEEDS UNDER RELATION | Sm | ON | 1.1 | Y |
| 8882 | ⊲ | ⊲
| NORMAL SUBGROUP OF | Sm | ON | 1.1 | Y |
| 8883 | ⊳ | ⊳
| CONTAINS AS NORMAL SUBGROUP | Sm | ON | 1.1 | Y |
| 8884 | ⊴ | ⊴
| NORMAL SUBGROUP OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8885 | ⊵ | ⊵
| CONTAINS AS NORMAL SUBGROUP OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8886 | ⊶ | ⊶
| ORIGINAL OF | Sm | ON | 1.1 | Y |
| 8887 | ⊷ | ⊷
| IMAGE OF | Sm | ON | 1.1 | Y |
| 8888 | ⊸ | ⊸
| MULTIMAP | Sm | ON | 1.1 | Y |
| 8889 | ⊹ | ⊹
| HERMITIAN CONJUGATE MATRIX | Sm | ON | 1.1 | Y |
| 8890 | ⊺ | ⊺
| INTERCALATE | Sm | ON | 1.1 | Y |
| 8891 | ⊻ | ⊻
| XOR | Sm | ON | 1.1 | Y |
| 8892 | ⊼ | ⊼
| NAND | Sm | ON | 1.1 | Y |
| 8893 | ⊽ | ⊽
| NOR | Sm | ON | 1.1 | Y |
| 8894 | ⊾ | ⊾
| RIGHT ANGLE WITH ARC | Sm | ON | 1.1 | Y |
| 8895 | ⊿ | ⊿
| RIGHT TRIANGLE | Sm | ON | 1.1 | Y |
| 8896 | ⋀ | ⋀
| N-ARY LOGICAL AND | Sm | ON | 1.1 | Y |
| 8897 | ⋁ | ⋁
| N-ARY LOGICAL OR | Sm | ON | 1.1 | Y |
| 8898 | ⋂ | ⋂
| N-ARY INTERSECTION | Sm | ON | 1.1 | Y |
| 8899 | ⋃ | ⋃
| N-ARY UNION | Sm | ON | 1.1 | Y |
| 8900 | ⋄ | ⋄
| DIAMOND OPERATOR | Sm | ON | 1.1 | Y |
| 8901 | ⋅ | ⋅
| DOT OPERATOR | Sm | ON | 1.1 | Y |
| 8902 | ⋆ | ⋆
| STAR OPERATOR | Sm | ON | 1.1 | Y |
| 8903 | ⋇ | ⋇
| DIVISION TIMES | Sm | ON | 1.1 | Y |
| 8904 | ⋈ | ⋈
| BOWTIE | Sm | ON | 1.1 | Y |
| 8905 | ⋉ | ⋉
| LEFT NORMAL FACTOR SEMIDIRECT PRODUCT | Sm | ON | 1.1 | Y |
| 8906 | ⋊ | ⋊
| RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT | Sm | ON | 1.1 | Y |
| 8907 | ⋋ | ⋋
| LEFT SEMIDIRECT PRODUCT | Sm | ON | 1.1 | Y |
| 8908 | ⋌ | ⋌
| RIGHT SEMIDIRECT PRODUCT | Sm | ON | 1.1 | Y |
| 8909 | ⋍ | ⋍
| REVERSED TILDE EQUALS | Sm | ON | 1.1 | Y |
| 8910 | ⋎ | ⋎
| CURLY LOGICAL OR | Sm | ON | 1.1 | Y |
| 8911 | ⋏ | ⋏
| CURLY LOGICAL AND | Sm | ON | 1.1 | Y |
| 8912 | ⋐ | ⋐
| DOUBLE SUBSET | Sm | ON | 1.1 | Y |
| 8913 | ⋑ | ⋑
| DOUBLE SUPERSET | Sm | ON | 1.1 | Y |
| 8914 | ⋒ | ⋒
| DOUBLE INTERSECTION | Sm | ON | 1.1 | Y |
| 8915 | ⋓ | ⋓
| DOUBLE UNION | Sm | ON | 1.1 | Y |
| 8916 | ⋔ | ⋔
| PITCHFORK | Sm | ON | 1.1 | Y |
| 8917 | ⋕ | ⋕
| EQUAL AND PARALLEL TO | Sm | ON | 1.1 | Y |
| 8918 | ⋖ | ⋖
| LESS-THAN WITH DOT | Sm | ON | 1.1 | Y |
| 8919 | ⋗ | ⋗
| GREATER-THAN WITH DOT | Sm | ON | 1.1 | Y |
| 8920 | ⋘ | ⋘
| VERY MUCH LESS-THAN | Sm | ON | 1.1 | Y |
| 8921 | ⋙ | ⋙
| VERY MUCH GREATER-THAN | Sm | ON | 1.1 | Y |
| 8922 | ⋚ | ⋚
| LESS-THAN EQUAL TO OR GREATER-THAN | Sm | ON | 1.1 | Y |
| 8923 | ⋛ | ⋛
| GREATER-THAN EQUAL TO OR LESS-THAN | Sm | ON | 1.1 | Y |
| 8924 | ⋜ | ⋜
| EQUAL TO OR LESS-THAN | Sm | ON | 1.1 | Y |
| 8925 | ⋝ | ⋝
| EQUAL TO OR GREATER-THAN | Sm | ON | 1.1 | Y |
| 8926 | ⋞ | ⋞
| EQUAL TO OR PRECEDES | Sm | ON | 1.1 | Y |
| 8927 | ⋟ | ⋟
| EQUAL TO OR SUCCEEDS | Sm | ON | 1.1 | Y |
| 8928 | ⋠ | ⋠
| DOES NOT PRECEDE OR EQUAL | Sm | ON | 1.1 | Y |
| 8929 | ⋡ | ⋡
| DOES NOT SUCCEED OR EQUAL | Sm | ON | 1.1 | Y |
| 8930 | ⋢ | ⋢
| NOT SQUARE IMAGE OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8931 | ⋣ | ⋣
| NOT SQUARE ORIGINAL OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8932 | ⋤ | ⋤
| SQUARE IMAGE OF OR NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8933 | ⋥ | ⋥
| SQUARE ORIGINAL OF OR NOT EQUAL TO | Sm | ON | 1.1 | Y |
| 8934 | ⋦ | ⋦
| LESS-THAN BUT NOT EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8935 | ⋧ | ⋧
| GREATER-THAN BUT NOT EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8936 | ⋨ | ⋨
| PRECEDES BUT NOT EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8937 | ⋩ | ⋩
| SUCCEEDS BUT NOT EQUIVALENT TO | Sm | ON | 1.1 | Y |
| 8938 | ⋪ | ⋪
| NOT NORMAL SUBGROUP OF | Sm | ON | 1.1 | Y |
| 8939 | ⋫ | ⋫
| DOES NOT CONTAIN AS NORMAL SUBGROUP | Sm | ON | 1.1 | Y |
| 8940 | ⋬ | ⋬
| NOT NORMAL SUBGROUP OF OR EQUAL TO | Sm | ON | 1.1 | Y |
| 8941 | ⋭ | ⋭
| DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL | Sm | ON | 1.1 | Y |
| 8942 | ⋮ | ⋮
| VERTICAL ELLIPSIS | Sm | ON | 1.1 | Y |
| 8943 | ⋯ | ⋯
| MIDLINE HORIZONTAL ELLIPSIS | Sm | ON | 1.1 | Y |
| 8944 | ⋰ | ⋰
| UP RIGHT DIAGONAL ELLIPSIS | Sm | ON | 1.1 | Y |
| 8945 | ⋱ | ⋱
| DOWN RIGHT DIAGONAL ELLIPSIS | Sm | ON | 1.1 | Y |
| 8946 | ⋲ | ⋲
| ELEMENT OF WITH LONG HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8947 | ⋳ | ⋳
| ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8948 | ⋴ | ⋴
| SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8949 | ⋵ | ⋵
| ELEMENT OF WITH DOT ABOVE | Sm | ON | 3.2 | Y |
| 8950 | ⋶ | ⋶
| ELEMENT OF WITH OVERBAR | Sm | ON | 3.2 | Y |
| 8951 | ⋷ | ⋷
| SMALL ELEMENT OF WITH OVERBAR | Sm | ON | 3.2 | Y |
| 8952 | ⋸ | ⋸
| ELEMENT OF WITH UNDERBAR | Sm | ON | 3.2 | Y |
| 8953 | ⋹ | ⋹
| ELEMENT OF WITH TWO HORIZONTAL STROKES | Sm | ON | 3.2 | Y |
| 8954 | ⋺ | ⋺
| CONTAINS WITH LONG HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8955 | ⋻ | ⋻
| CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8956 | ⋼ | ⋼
| SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE | Sm | ON | 3.2 | Y |
| 8957 | ⋽ | ⋽
| CONTAINS WITH OVERBAR | Sm | ON | 3.2 | Y |
| 8958 | ⋾ | ⋾
| SMALL CONTAINS WITH OVERBAR | Sm | ON | 3.2 | Y |
| 8959 | ⋿ | ⋿
| Z NOTATION BAG MEMBERSHIP | Sm | ON | 3.2 | Y |
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