3300 ⅟ uni215F

3301 Ⅰ uni2160

3302 Ⅱ uni2161

3303 Ⅲ uni2162

3304 Ⅳ uni2163

3305 Ⅴ uni2164

3306 Ⅵ uni2165

3307 Ⅶ uni2166

3308 Ⅷ uni2167

3309 Ⅸ uni2168

3310 Ⅹ uni2169

3311 Ⅺ uni216A

3312 Ⅻ uni216B

3313 Ⅼ uni216C

3314 Ⅽ uni216D

3315 Ⅾ uni216E

3316 Ⅿ uni216F

3317 ⅰ uni2170

3318 ⅱ uni2171

3319 ⅲ uni2172

3320 ⅳ uni2173

3321 ⅴ uni2174

3322 ⅵ uni2175

3323 ⅶ uni2176

3324 ⅷ uni2177

3325 ⅸ uni2178

3326 ⅹ uni2179

3327 ⅺ uni217A

3328 ⅻ uni217B

3329 ⅼ uni217C

3330 ⅽ uni217D

3331 ⅾ uni217E

3332 ⅿ uni217F

3333 ← arrowleft

3334 ↑ arrowup

3335 → arrowright

3336 ↓ arrowdown

3337 ↔ arrowboth

3338 ↕ arrowupdn

3339 ↖ arrowupleft

3340 ↗ arrowupright

3341 ↘ arrowdownright

3342 ↙ arrowdownleft

3343 ↦ arrowbarright

3344 ↩ arrowhookleft

3345 ↪ arrowhookright

3346 ↵ carriagereturn

3347 ↼ harpoonleftbarbup

3348 ↽ arrowleftbothalf

3349 ↾ harpoonupright

3350 ↿ harpoonupleft

3351 ⇀ harpoonrightbarbup

3352 ⇁ arrowrightbothalf

3353 ⇂ harpoondownright

3354 ⇃ harpoondownleft

3355 ⇌ harpoonrightleft

3356 ⇐ arrowdblleft

3357 ⇑ arrowdblup

3358 ⇒ arrowdblright

3359 ⇓ arrowdbldown

3360 ⇔ arrowdblboth

3361 ⇕ arrowdblbothv

3362 ⇝ arrowsquiggleright

3363 ∀ universal

3364 ∂ partialdiff

3365 ∃ existential

3366 ∅ emptyset

3367 ∆ Delta.math

3368 ∇ gradient

3369 ∈ element

3370 ∉ notelement

3371 ∊ uni220A

3372 ∋ suchthat

3373 ∌ notcontains

3374 ∍ ownersmall

3375 ∏ product

3376 ∐ uni2210

3377 ∑ summation

3378 − minus

3379 ∓ uni2213

3380 ∔ dotplus

3381 ∕ slashmath

3382 ∖ backslashmath

3383 ∗ asteriskmath

3384 ∙ uni2219

3385 √ radical

3386 ∝ proportional

3387 ∞ infinity

3388 ∠ angle

3389 ∣ divides

3390 ∤ notbar

3391 ∥ parallel

3392 ∦ notparallel

3393 ∧ logicaland

3394 ∨ logicalor

3395 ∩ intersection

3396 ∪ union

3397 ∫ integral

3398 ∬ uni222C

3399 ∭ uni222D