2100 ⅙ uni2159

2101 ⅚ uni215A

2102 ⅛ oneeighth

2103 ⅜ threeeighths

2104 ⅝ fiveeighths

2105 ⅞ seveneighths

2106 ⅟ uni215F

2107 Ⅰ uni2160

2108 Ⅱ uni2161

2109 Ⅲ uni2162

2110 Ⅳ uni2163

2111 Ⅴ uni2164

2112 Ⅵ uni2165

2113 Ⅶ uni2166

2114 Ⅷ uni2167

2115 Ⅸ uni2168

2116 Ⅹ uni2169

2117 Ⅺ uni216A

2118 Ⅻ uni216B

2119 Ⅼ uni216C

2120 Ⅽ uni216D

2121 Ⅾ uni216E

2122 Ⅿ uni216F

2123 ⅰ uni2170

2124 ⅱ uni2171

2125 ⅲ uni2172

2126 ⅳ uni2173

2127 ⅴ uni2174

2128 ⅵ uni2175

2129 ⅶ uni2176

2130 ⅷ uni2177

2131 ⅸ uni2178

2132 ⅹ uni2179

2133 ⅺ uni217A

2134 ⅻ uni217B

2135 ⅼ uni217C

2136 ⅽ uni217D

2137 ⅾ uni217E

2138 ⅿ uni217F

2139 ← arrowleft

2140 ↑ arrowup

2141 → arrowright

2142 ↓ arrowdown

2143 ↔ arrowboth

2144 ↕ arrowupdn

2145 ↖ uni2196

2146 ↗ uni2197

2147 ↘ uni2198

2148 ↙ uni2199

2149 ↚ uni219A

2150 ↛ uni219B

2151 ↞ uni219E

2152 ↟ uni219F

2153 ↠ uni21A0

2154 ↡ uni21A1

2155 ↢ uni21A2

2156 ↣ uni21A3

2157 ↤ uni21A4

2158 ↥ uni21A5

2159 ↦ uni21A6

2160 ↧ uni21A7

2161 ↨ arrowupdnbse

2162 ⇄ uni21C4

2163 ⇅ uni21C5

2164 ⇆ uni21C6

2165 ⇇ uni21C7

2166 ⇈ uni21C8

2167 ⇉ uni21C9

2168 ⇊ uni21CA

2169 ∀ universal

2170 ∁ uni2201

2171 ∂ partialdiff

2172 ∃ existential

2173 ∄ notexistential

2174 ∅ emptyset

2175 ∆ Delta.math

2176 ∇ gradient

2177 ∈ element

2178 ∉ notelement

2179 ∊ elementsmall

2180 ∋ suchthat

2181 ∌ notcontains

2182 ∍ ownersmall

2183 ∎ eop

2184 ∏ product

2185 ∐ coproduct

2186 ∑ summation

2187 − minus

2188 ∓ uni2213

2189 ∔ dotplus

2190 ∕ divisionslash

2191 ∖ backslashmath

2192 ∗ asteriskmath

2193 ∘ ringoperator

2194 ∙ bulletmath

2195 √ radical

2196 ∛ cuberoot

2197 ∜ fourthroot

2198 ∝ proportional

2199 ∞ infinity