2500 ⅃ uni2143

2501 ⅄ uni2144

2502 ⅊ uni214a

2503 ⅋ uni214b

2504 ⅍ uni214d

2505 ⅎ uni214e

2506 ⅓ onethird

2507 ⅔ twothirds

2508 ⅕ onefifth

2509 ⅖ twofifths

2510 ⅗ threefifths

2511 ⅘ fourfifths

2512 ⅙ onesixth

2513 ⅚ fivesixths

2514 ⅛ oneeighth

2515 ⅜ threeeighths

2516 ⅝ fiveeighths

2517 ⅞ seveneighths

2518 ⅟ onenumerator

2519 Ⅰ uni2160

2520 Ⅱ uni2161

2521 Ⅲ uni2162

2522 Ⅳ uni2163

2523 Ⅴ uni2164

2524 Ⅵ uni2165

2525 Ⅶ uni2166

2526 Ⅷ uni2167

2527 Ⅸ uni2168

2528 Ⅹ uni2169

2529 Ⅺ uni216A

2530 Ⅻ uni216B

2531 Ⅼ uni216C

2532 Ⅽ uni216D

2533 Ⅾ uni216E

2534 Ⅿ uni216F

2535 ⅰ uni2170

2536 ⅱ uni2171

2537 ⅲ uni2172

2538 ⅳ uni2173

2539 ⅴ uni2174

2540 ⅵ uni2175

2541 ⅶ uni2176

2542 ⅷ uni2177

2543 ⅸ uni2178

2544 ⅹ uni2179

2545 ⅺ uni217A

2546 ⅻ uni217B

2547 ⅼ uni217C

2548 ⅽ uni217D

2549 ⅾ uni217E

2550 ⅿ uni217F

2551 ← arrowleft

2552 ↑ arrowup

2553 → arrowright

2554 ↓ arrowdown

2555 ↔ arrowboth

2556 ↕ uni2195

2557 ↖ uni2196

2558 ↗ uni2197

2559 ↘ uni2198

2560 ↙ uni2199

2561 ↤ uni21A4

2562 ↥ uni21a5

2563 ↦ uni21A6

2564 ↧ uni21A7

2565 ↩ arrowhookleft

2566 ↪ arrowhookright

2567 ↴ uni21B4

2568 ↵ uni21b5

2569 ↼ uni21BC

2570 ↽ uni21BD

2571 ↾ uni21be

2572 ↿ uni21bf

2573 ⇀ uni21c0

2574 ⇁ uni21c1

2575 ⇂ uni21c2

2576 ⇃ uni21c3

2577 ⇄ uni21C4

2578 ⇅ uni21C5

2579 ⇆ uni21C6

2580 ⇋ uni21CB

2581 ⇌ uni21CC

2582 ⇐ arrowdblleft

2583 ⇑ uni21d1

2584 ⇒ uni21d2

2585 ⇓ uni21d3

2586 ⇔ arrowdblboth

2587 ⇕ uni21d5

2588 ⇜ uni21dc

2589 ⇝ uni21DD

2590 ∀ universal

2591 ∁ complement

2592 ∂ partialdiff

2593 ∃ existential

2594 ∄ uni2204

2595 ∅ emptyset

2596 ∆ Delta.math

2597 ∇ gradient

2598 ∈ element

2599 ∉ uni2209