2600 ẻ ehookabove

2601 Ẽ Etilde

2602 ẽ etilde

2603 Ế Ecircumflexacute

2604 ế ecircumflexacute

2605 Ề Ecircumflexgrave

2606 ề ecircumflexgrave

2607 Ể Ecircumflexhookabove

2608 ể ecircumflexhookabove

2609 Ễ Ecircumflextilde

2610 ễ ecircumflextilde

2611 Ệ Ecircumflexdotbelow

2612 ệ ecircumflexdotbelow

2613 Ỉ Ihookabove

2614 ỉ ihookabove

2615 Ị Idotbelow

2616 ị idotbelow

2617 Ọ Odotbelow

2618 ọ odotbelow

2619 Ỏ Ohookabove

2620 ỏ ohookabove

2621 Ố Ocircumflexacute

2622 ố ocircumflexacute

2623 Ồ Ocircumflexgrave

2624 ồ ocircumflexgrave

2625 Ổ Ocircumflexhookabove

2626 ổ ocircumflexhookabove

2627 Ỗ Ocircumflextilde

2628 ỗ ocircumflextilde

2629 Ộ Ocircumflexdotbelow

2630 ộ ocircumflexdotbelow

2631 Ớ Ohornacute

2632 ớ ohornacute

2633 Ờ Ohorngrave

2634 ờ ohorngrave

2635 Ở Ohornhookabove

2636 ở ohornhookabove

2637 Ỡ Ohorntilde

2638 ỡ ohorntilde

2639 Ợ Ohorndotbelow

2640 ợ ohorndotbelow

2641 Ụ Udotbelow

2642 ụ udotbelow

2643 Ủ Uhookabove

2644 ủ uhookabove

2645 Ứ Uhornacute

2646 ứ uhornacute

2647 Ừ Uhorngrave

2648 ừ uhorngrave

2649 Ử Uhornhookabove

2650 ử uhornhookabove

2651 Ữ Uhorntilde

2652 ữ uhorntilde

2653 Ự Uhorndotbelow

2654 ự uhorndotbelow

2655 Ỳ Ygrave

2656 ỳ ygrave

2657 Ỵ uni1EF4

2658 ỵ ydotbelow

2659 Ỷ Yhookabove

2660 ỷ yhookabove

2661 Ỹ Ytilde

2662 ỹ ytilde

2663 ἀ uni1F00

2664 ἁ uni1F01

2665 ἂ uni1F02

2666 ἃ uni1F03

2667 ἄ uni1F04

2668 ἅ uni1F05

2669 ἆ uni1F06

2670 ἇ uni1F07

2671 Ἀ uni1F08

2672 Ἁ uni1F09

2673 Ἂ uni1F0A

2674 Ἃ uni1F0B

2675 Ἄ uni1F0C

2676 Ἅ uni1F0D

2677 Ἆ uni1F0E

2678 Ἇ uni1F0F

2679 ἐ uni1F10

2680 ἑ uni1F11

2681 ἒ uni1F12

2682 ἓ uni1F13

2683 ἔ uni1F14

2684 ἕ uni1F15

2685 Ἐ uni1F18

2686 Ἑ uni1F19

2687 Ἒ uni1F1A

2688 Ἓ uni1F1B

2689 Ἔ uni1F1C

2690 Ἕ uni1F1D

2691 ἠ uni1F20

2692 ἡ uni1F21

2693 ἢ uni1F22

2694 ἣ uni1F23

2695 ἤ uni1F24

2696 ἥ uni1F25

2697 ἦ uni1F26

2698 ἧ uni1F27

2699 Ἠ uni1F28