2300 ⅎ uni214e

2301 ⅓ onethird

2302 ⅔ twothirds

2303 ⅕ uni2155

2304 ⅖ uni2156

2305 ⅗ uni2157

2306 ⅘ uni2158

2307 ⅙ uni2159

2308 ⅚ uni215A

2309 ⅛ oneeighth

2310 ⅜ threeeighths

2311 ⅝ fiveeighths

2312 ⅞ seveneighths

2313 ⅟ uni215F

2314 Ⅰ uni2160

2315 Ⅱ uni2161

2316 Ⅲ uni2162

2317 Ⅳ uni2163

2318 Ⅴ uni2164

2319 Ⅵ uni2165

2320 Ⅶ uni2166

2321 Ⅷ uni2167

2322 Ⅸ uni2168

2323 Ⅹ uni2169

2324 Ⅺ uni216A

2325 Ⅻ uni216B

2326 Ⅼ uni216C

2327 Ⅽ uni216D

2328 Ⅾ uni216E

2329 Ⅿ uni216F

2330 ⅰ uni2170

2331 ⅱ uni2171

2332 ⅲ uni2172

2333 ⅳ uni2173

2334 ⅴ uni2174

2335 ⅵ uni2175

2336 ⅶ uni2176

2337 ⅷ uni2177

2338 ⅸ uni2178

2339 ⅹ uni2179

2340 ⅺ uni217A

2341 ⅻ uni217B

2342 ⅼ uni217C

2343 ⅽ uni217D

2344 ⅾ uni217E

2345 ⅿ uni217F

2346 ← arrowleft

2347 ↑ arrowup

2348 → arrowright

2349 ↓ arrowdown

2350 ↔ arrowboth

2351 ↕ arrowupdn

2352 ↖ uni2196

2353 ↗ uni2197

2354 ↘ uni2198

2355 ↙ uni2199

2356 ↚ uni219A

2357 ↛ uni219B

2358 ↞ uni219E

2359 ↟ uni219F

2360 ↠ uni21A0

2361 ↡ uni21A1

2362 ↢ uni21A2

2363 ↣ uni21A3

2364 ↤ uni21A4

2365 ↥ uni21A5

2366 ↦ uni21A6

2367 ↧ uni21A7

2368 ↨ arrowupdnbse

2369 ⇄ uni21C4

2370 ⇅ uni21C5

2371 ⇆ uni21C6

2372 ⇇ uni21C7

2373 ⇈ uni21C8

2374 ⇉ uni21C9

2375 ⇊ uni21CA

2376 ∀ universal

2377 ∁ uni2201

2378 ∂ partialdiff

2379 ∃ existential

2380 ∄ notexistential

2381 ∅ emptyset

2382 ∆ Delta.math

2383 ∇ gradient

2384 ∈ element

2385 ∉ notelement

2386 ∊ elementsmall

2387 ∋ suchthat

2388 ∌ notcontains

2389 ∍ ownersmall

2390 ∎ eop

2391 ∏ product

2392 ∐ coproduct

2393 ∑ summation

2394 − minus

2395 ∓ minusplus

2396 ∔ dotplus

2397 ∕ divisionslash

2398 ∖ backslashmath

2399 ∗ asteriskmath