[UFO-Peter]

U+21800	𡠀	137216	ð¡ €
U+21801	𡠁	137217	𡠁
U+21802	𡠂	137218	ð¡ ‚
U+21803	𡠃	137219	ð¡ ƒ
U+21804	𡠄	137220	ð¡ „
U+21805	𡠅	137221	ð¡ …
U+21806	𡠆	137222	ð¡ †
U+21807	𡠇	137223	ð¡ ‡
U+21808	𡠈	137224	ð¡ ˆ
U+21809	𡠉	137225	ð¡ ‰
U+2180A	𡠊	137226	ð¡ Š
U+2180B	𡠋	137227	ð¡ ‹
U+2180C	𡠌	137228	ð¡ Œ
U+2180D	𡠍	137229	𡠍
U+2180E	𡠎	137230	ð¡ Ž
U+2180F	𡠏	137231	𡠏
U+21810	𡠐	137232	𡠐
U+21811	𡠑	137233	ð¡ ‘
U+21812	𡠒	137234	ð¡ ’
U+21813	𡠓	137235	ð¡ “
U+21814	𡠔	137236	ð¡ ”
U+21815	𡠕	137237	ð¡ •
U+21816	𡠖	137238	ð¡ –
U+21817	𡠗	137239	ð¡ —
U+21818	𡠘	137240	ð¡ ˜
U+21819	𡠙	137241	ð¡ ™
U+2181A	𡠚	137242	ð¡ š
U+2181B	𡠛	137243	ð¡ ›
U+2181C	𡠜	137244	ð¡ œ
U+2181D	𡠝	137245	𡠝
U+2181E	𡠞	137246	ð¡ ž
U+2181F	𡠟	137247	ð¡ Ÿ
U+21820	𡠠	137248	ð¡
U+21821	𡠡	137249	ð¡ ¡
U+21822	𡠢	137250	ð¡ ¢
U+21823	𡠣	137251	ð¡ £
U+21824	𡠤	137252	ð¡ ¤
U+21825	𡠥	137253	ð¡ ¥
U+21826	𡠦	137254	ð¡ ¦
U+21827	𡠧	137255	ð¡ §
U+21828	𡠨	137256	ð¡ ¨
U+21829	𡠩	137257	ð¡ ©
U+2182A	𡠪	137258	ð¡ ª
U+2182B	𡠫	137259	ð¡ «
U+2182C	𡠬	137260	ð¡ ¬
U+2182D	𡠭	137261	ð¡ ­
U+2182E	𡠮	137262	ð¡ ®
U+2182F	𡠯	137263	ð¡ ¯
U+21830	𡠰	137264	ð¡ °
U+21831	𡠱	137265	ð¡ ±
U+21832	𡠲	137266	ð¡ ²
U+21833	𡠳	137267	ð¡ ³
U+21834	𡠴	137268	ð¡ ´
U+21835	𡠵	137269	ð¡ µ
U+21836	𡠶	137270	ð¡ ¶
U+21837	𡠷	137271	ð¡ ·
U+21838	𡠸	137272	ð¡ ¸
U+21839	𡠹	137273	ð¡ ¹
U+2183A	𡠺	137274	ð¡ º
U+2183B	𡠻	137275	ð¡ »
U+2183C	𡠼	137276	ð¡ ¼
U+2183D	𡠽	137277	ð¡ ½
U+2183E	𡠾	137278	ð¡ ¾
U+2183F	𡠿	137279	ð¡ ¿
U+21840	𡡀	137280	ð¡¡€
U+21841	𡡁	137281	𡡁
U+21842	𡡂	137282	ð¡¡‚
U+21843	𡡃	137283	𡡃
U+21844	𡡄	137284	ð¡¡„
U+21845	𡡅	137285	ð¡¡…
U+21846	𡡆	137286	𡡆
U+21847	𡡇	137287	𡡇
U+21848	𡡈	137288	𡡈
U+21849	𡡉	137289	𡡉
U+2184A	𡡊	137290	ð¡¡Š
U+2184B	𡡋	137291	ð¡¡‹
U+2184C	𡡌	137292	ð¡¡Œ
U+2184D	𡡍	137293	𡡍
U+2184E	𡡎	137294	ð¡¡Ž
U+2184F	𡡏	137295	𡡏
U+21850	𡡐	137296	𡡐
U+21851	𡡑	137297	ð¡¡‘
U+21852	𡡒	137298	ð¡¡’
U+21853	𡡓	137299	ð¡¡“
U+21854	𡡔	137300	ð¡¡”
U+21855	𡡕	137301	ð¡¡•
U+21856	𡡖	137302	ð¡¡–
U+21857	𡡗	137303	ð¡¡—
U+21858	𡡘	137304	𡡘
U+21859	𡡙	137305	ð¡¡™
U+2185A	𡡚	137306	ð¡¡š
U+2185B	𡡛	137307	ð¡¡›
U+2185C	𡡜	137308	ð¡¡œ
U+2185D	𡡝	137309	𡡝
U+2185E	𡡞	137310	ð¡¡ž
U+2185F	𡡟	137311	ð¡¡Ÿ
U+21860	𡡠	137312	ð¡¡
U+21861	𡡡	137313	ð¡¡¡
U+21862	𡡢	137314	ð¡¡¢
U+21863	𡡣	137315	ð¡¡£
U+21864	𡡤	137316	𡡤
U+21865	𡡥	137317	ð¡¡¥
U+21866	𡡦	137318	𡡦
U+21867	𡡧	137319	𡡧
U+21868	𡡨	137320	𡡨
U+21869	𡡩	137321	ð¡¡©
U+2186A	𡡪	137322	𡡪
U+2186B	𡡫	137323	ð¡¡«
U+2186C	𡡬	137324	𡡬
U+2186D	𡡭	137325	ð¡¡­
U+2186E	𡡮	137326	ð¡¡®
U+2186F	𡡯	137327	𡡯
U+21870	𡡰	137328	ð¡¡°
U+21871	𡡱	137329	ð¡¡±
U+21872	𡡲	137330	ð¡¡²
U+21873	𡡳	137331	ð¡¡³
U+21874	𡡴	137332	ð¡¡´
U+21875	𡡵	137333	ð¡¡µ
U+21876	𡡶	137334	𡡶
U+21877	𡡷	137335	ð¡¡·
U+21878	𡡸	137336	𡡸
U+21879	𡡹	137337	ð¡¡¹
U+2187A	𡡺	137338	𡡺
U+2187B	𡡻	137339	ð¡¡»
U+2187C	𡡼	137340	ð¡¡¼
U+2187D	𡡽	137341	ð¡¡½
U+2187E	𡡾	137342	ð¡¡¾
U+2187F	𡡿	137343	ð¡¡¿
U+21880	𡢀	137344	ð¡¢€
U+21881	𡢁	137345	𡢁
U+21882	𡢂	137346	𡢂
U+21883	𡢃	137347	𡢃
U+21884	𡢄	137348	𡢄
U+21885	𡢅	137349	ð¡¢…
U+21886	𡢆	137350	𡢆
U+21887	𡢇	137351	𡢇
U+21888	𡢈	137352	𡢈
U+21889	𡢉	137353	𡢉
U+2188A	𡢊	137354	𡢊
U+2188B	𡢋	137355	𡢋
U+2188C	𡢌	137356	𡢌
U+2188D	𡢍	137357	𡢍
U+2188E	𡢎	137358	𡢎
U+2188F	𡢏	137359	𡢏
U+21890	𡢐	137360	𡢐
U+21891	𡢑	137361	𡢑
U+21892	𡢒	137362	ð¡¢’
U+21893	𡢓	137363	𡢓
U+21894	𡢔	137364	ð¡¢”
U+21895	𡢕	137365	𡢕
U+21896	𡢖	137366	ð¡¢–
U+21897	𡢗	137367	ð¡¢—
U+21898	𡢘	137368	𡢘
U+21899	𡢙	137369	ð¡¢™
U+2189A	𡢚	137370	𡢚
U+2189B	𡢛	137371	ð¡¢›
U+2189C	𡢜	137372	𡢜
U+2189D	𡢝	137373	𡢝
U+2189E	𡢞	137374	𡢞
U+2189F	𡢟	137375	𡢟
U+218A0	𡢠	137376	ð¡¢
U+218A1	𡢡	137377	𡢡
U+218A2	𡢢	137378	ð¡¢¢
U+218A3	𡢣	137379	ð¡¢£
U+218A4	𡢤	137380	𡢤
U+218A5	𡢥	137381	ð¡¢¥
U+218A6	𡢦	137382	𡢦
U+218A7	𡢧	137383	𡢧
U+218A8	𡢨	137384	𡢨
U+218A9	𡢩	137385	𡢩
U+218AA	𡢪	137386	𡢪
U+218AB	𡢫	137387	𡢫
U+218AC	𡢬	137388	𡢬
U+218AD	𡢭	137389	ð¡¢­
U+218AE	𡢮	137390	ð¡¢®
U+218AF	𡢯	137391	𡢯
U+218B0	𡢰	137392	ð¡¢°
U+218B1	𡢱	137393	ð¡¢±
U+218B2	𡢲	137394	ð¡¢²
U+218B3	𡢳	137395	ð¡¢³
U+218B4	𡢴	137396	ð¡¢´
U+218B5	𡢵	137397	ð¡¢µ
U+218B6	𡢶	137398	𡢶
U+218B7	𡢷	137399	ð¡¢·
U+218B8	𡢸	137400	𡢸
U+218B9	𡢹	137401	ð¡¢¹
U+218BA	𡢺	137402	𡢺
U+218BB	𡢻	137403	ð¡¢»
U+218BC	𡢼	137404	ð¡¢¼
U+218BD	𡢽	137405	ð¡¢½
U+218BE	𡢾	137406	ð¡¢¾
U+218BF	𡢿	137407	𡢿
U+218C0	𡣀	137408	ð¡£€
U+218C1	𡣁	137409	𡣁
U+218C2	𡣂	137410	𡣂
U+218C3	𡣃	137411	𡣃
U+218C4	𡣄	137412	𡣄
U+218C5	𡣅	137413	ð¡£…
U+218C6	𡣆	137414	𡣆
U+218C7	𡣇	137415	𡣇
U+218C8	𡣈	137416	𡣈
U+218C9	𡣉	137417	𡣉
U+218CA	𡣊	137418	𡣊
U+218CB	𡣋	137419	𡣋
U+218CC	𡣌	137420	𡣌
U+218CD	𡣍	137421	𡣍
U+218CE	𡣎	137422	𡣎
U+218CF	𡣏	137423	𡣏
U+218D0	𡣐	137424	𡣐
U+218D1	𡣑	137425	𡣑
U+218D2	𡣒	137426	ð¡£’
U+218D3	𡣓	137427	𡣓
U+218D4	𡣔	137428	ð¡£”
U+218D5	𡣕	137429	𡣕
U+218D6	𡣖	137430	ð¡£–
U+218D7	𡣗	137431	ð¡£—
U+218D8	𡣘	137432	𡣘
U+218D9	𡣙	137433	ð¡£™
U+218DA	𡣚	137434	𡣚
U+218DB	𡣛	137435	ð¡£›
U+218DC	𡣜	137436	𡣜
U+218DD	𡣝	137437	𡣝
U+218DE	𡣞	137438	𡣞
U+218DF	𡣟	137439	𡣟
U+218E0	𡣠	137440	ð¡£
U+218E1	𡣡	137441	𡣡
U+218E2	𡣢	137442	ð¡£¢
U+218E3	𡣣	137443	ð¡££
U+218E4	𡣤	137444	𡣤
U+218E5	𡣥	137445	ð¡£¥
U+218E6	𡣦	137446	𡣦
U+218E7	𡣧	137447	𡣧
U+218E8	𡣨	137448	𡣨
U+218E9	𡣩	137449	𡣩
U+218EA	𡣪	137450	𡣪
U+218EB	𡣫	137451	𡣫
U+218EC	𡣬	137452	𡣬
U+218ED	𡣭	137453	ð¡£­
U+218EE	𡣮	137454	ð¡£®
U+218EF	𡣯	137455	𡣯
U+218F0	𡣰	137456	ð¡£°
U+218F1	𡣱	137457	ð¡£±
U+218F2	𡣲	137458	ð¡£²
U+218F3	𡣳	137459	ð¡£³
U+218F4	𡣴	137460	ð¡£´
U+218F5	𡣵	137461	ð¡£µ
U+218F6	𡣶	137462	𡣶
U+218F7	𡣷	137463	ð¡£·
U+218F8	𡣸	137464	𡣸
U+218F9	𡣹	137465	ð¡£¹
U+218FA	𡣺	137466	𡣺
U+218FB	𡣻	137467	ð¡£»
U+218FC	𡣼	137468	ð¡£¼
U+218FD	𡣽	137469	ð¡£½
U+218FE	𡣾	137470	ð¡£¾
U+218FF	𡣿	137471	𡣿

U+21900	𡤀	137472	𡤀
U+21901	𡤁	137473	𡤁
U+21902	𡤂	137474	𡤂
U+21903	𡤃	137475	𡤃
U+21904	𡤄	137476	𡤄
U+21905	𡤅	137477	𡤅
U+21906	𡤆	137478	𡤆
U+21907	𡤇	137479	𡤇
U+21908	𡤈	137480	𡤈
U+21909	𡤉	137481	𡤉
U+2190A	𡤊	137482	𡤊
U+2190B	𡤋	137483	𡤋
U+2190C	𡤌	137484	𡤌
U+2190D	𡤍	137485	𡤍
U+2190E	𡤎	137486	𡤎
U+2190F	𡤏	137487	𡤏
U+21910	𡤐	137488	𡤐
U+21911	𡤑	137489	𡤑
U+21912	𡤒	137490	𡤒
U+21913	𡤓	137491	𡤓
U+21914	𡤔	137492	𡤔
U+21915	𡤕	137493	𡤕
U+21916	𡤖	137494	𡤖
U+21917	𡤗	137495	𡤗
U+21918	𡤘	137496	𡤘
U+21919	𡤙	137497	𡤙
U+2191A	𡤚	137498	𡤚
U+2191B	𡤛	137499	𡤛
U+2191C	𡤜	137500	𡤜
U+2191D	𡤝	137501	𡤝
U+2191E	𡤞	137502	𡤞
U+2191F	𡤟	137503	𡤟
U+21920	𡤠	137504	ð¡¤
U+21921	𡤡	137505	𡤡
U+21922	𡤢	137506	𡤢
U+21923	𡤣	137507	𡤣
U+21924	𡤤	137508	𡤤
U+21925	𡤥	137509	𡤥
U+21926	𡤦	137510	𡤦
U+21927	𡤧	137511	𡤧
U+21928	𡤨	137512	𡤨
U+21929	𡤩	137513	𡤩
U+2192A	𡤪	137514	𡤪
U+2192B	𡤫	137515	𡤫
U+2192C	𡤬	137516	𡤬
U+2192D	𡤭	137517	𡤭
U+2192E	𡤮	137518	𡤮
U+2192F	𡤯	137519	𡤯
U+21930	𡤰	137520	𡤰
U+21931	𡤱	137521	𡤱
U+21932	𡤲	137522	𡤲
U+21933	𡤳	137523	𡤳
U+21934	𡤴	137524	𡤴
U+21935	𡤵	137525	𡤵
U+21936	𡤶	137526	𡤶
U+21937	𡤷	137527	𡤷
U+21938	𡤸	137528	𡤸
U+21939	𡤹	137529	𡤹
U+2193A	𡤺	137530	𡤺
U+2193B	𡤻	137531	𡤻
U+2193C	𡤼	137532	𡤼
U+2193D	𡤽	137533	𡤽
U+2193E	𡤾	137534	𡤾
U+2193F	𡤿	137535	𡤿
U+21940	𡥀	137536	ð¡¥€
U+21941	𡥁	137537	𡥁
U+21942	𡥂	137538	𡥂
U+21943	𡥃	137539	𡥃
U+21944	𡥄	137540	𡥄
U+21945	𡥅	137541	ð¡¥…
U+21946	𡥆	137542	𡥆
U+21947	𡥇	137543	𡥇
U+21948	𡥈	137544	𡥈
U+21949	𡥉	137545	𡥉
U+2194A	𡥊	137546	𡥊
U+2194B	𡥋	137547	𡥋
U+2194C	𡥌	137548	𡥌
U+2194D	𡥍	137549	𡥍
U+2194E	𡥎	137550	𡥎
U+2194F	𡥏	137551	𡥏
U+21950	𡥐	137552	𡥐
U+21951	𡥑	137553	𡥑
U+21952	𡥒	137554	ð¡¥’
U+21953	𡥓	137555	𡥓
U+21954	𡥔	137556	ð¡¥”
U+21955	𡥕	137557	𡥕
U+21956	𡥖	137558	ð¡¥–
U+21957	𡥗	137559	ð¡¥—
U+21958	𡥘	137560	𡥘
U+21959	𡥙	137561	ð¡¥™
U+2195A	𡥚	137562	𡥚
U+2195B	𡥛	137563	ð¡¥›
U+2195C	𡥜	137564	𡥜
U+2195D	𡥝	137565	𡥝
U+2195E	𡥞	137566	𡥞
U+2195F	𡥟	137567	𡥟
U+21960	𡥠	137568	ð¡¥
U+21961	𡥡	137569	𡥡
U+21962	𡥢	137570	ð¡¥¢
U+21963	𡥣	137571	ð¡¥£
U+21964	𡥤	137572	𡥤
U+21965	𡥥	137573	ð¡¥¥
U+21966	𡥦	137574	𡥦
U+21967	𡥧	137575	𡥧
U+21968	𡥨	137576	𡥨
U+21969	𡥩	137577	𡥩
U+2196A	𡥪	137578	𡥪
U+2196B	𡥫	137579	𡥫
U+2196C	𡥬	137580	𡥬
U+2196D	𡥭	137581	ð¡¥­
U+2196E	𡥮	137582	ð¡¥®
U+2196F	𡥯	137583	𡥯
U+21970	𡥰	137584	ð¡¥°
U+21971	𡥱	137585	ð¡¥±
U+21972	𡥲	137586	ð¡¥²
U+21973	𡥳	137587	ð¡¥³
U+21974	𡥴	137588	ð¡¥´
U+21975	𡥵	137589	ð¡¥µ
U+21976	𡥶	137590	𡥶
U+21977	𡥷	137591	ð¡¥·
U+21978	𡥸	137592	𡥸
U+21979	𡥹	137593	ð¡¥¹
U+2197A	𡥺	137594	𡥺
U+2197B	𡥻	137595	ð¡¥»
U+2197C	𡥼	137596	ð¡¥¼
U+2197D	𡥽	137597	ð¡¥½
U+2197E	𡥾	137598	ð¡¥¾
U+2197F	𡥿	137599	𡥿
U+21980	𡦀	137600	𡦀
U+21981	𡦁	137601	𡦁
U+21982	𡦂	137602	𡦂
U+21983	𡦃	137603	𡦃
U+21984	𡦄	137604	𡦄
U+21985	𡦅	137605	𡦅
U+21986	𡦆	137606	𡦆
U+21987	𡦇	137607	𡦇
U+21988	𡦈	137608	𡦈
U+21989	𡦉	137609	𡦉
U+2198A	𡦊	137610	𡦊
U+2198B	𡦋	137611	𡦋
U+2198C	𡦌	137612	𡦌
U+2198D	𡦍	137613	𡦍
U+2198E	𡦎	137614	𡦎
U+2198F	𡦏	137615	𡦏
U+21990	𡦐	137616	𡦐
U+21991	𡦑	137617	𡦑
U+21992	𡦒	137618	𡦒
U+21993	𡦓	137619	𡦓
U+21994	𡦔	137620	𡦔
U+21995	𡦕	137621	𡦕
U+21996	𡦖	137622	𡦖
U+21997	𡦗	137623	𡦗
U+21998	𡦘	137624	𡦘
U+21999	𡦙	137625	𡦙
U+2199A	𡦚	137626	𡦚
U+2199B	𡦛	137627	𡦛
U+2199C	𡦜	137628	𡦜
U+2199D	𡦝	137629	𡦝
U+2199E	𡦞	137630	𡦞
U+2199F	𡦟	137631	𡦟
U+219A0	𡦠	137632	ð¡¦
U+219A1	𡦡	137633	𡦡
U+219A2	𡦢	137634	𡦢
U+219A3	𡦣	137635	𡦣
U+219A4	𡦤	137636	𡦤
U+219A5	𡦥	137637	𡦥
U+219A6	𡦦	137638	𡦦
U+219A7	𡦧	137639	𡦧
U+219A8	𡦨	137640	𡦨
U+219A9	𡦩	137641	𡦩
U+219AA	𡦪	137642	𡦪
U+219AB	𡦫	137643	𡦫
U+219AC	𡦬	137644	𡦬
U+219AD	𡦭	137645	𡦭
U+219AE	𡦮	137646	𡦮
U+219AF	𡦯	137647	𡦯
U+219B0	𡦰	137648	𡦰
U+219B1	𡦱	137649	𡦱
U+219B2	𡦲	137650	𡦲
U+219B3	𡦳	137651	𡦳
U+219B4	𡦴	137652	𡦴
U+219B5	𡦵	137653	𡦵
U+219B6	𡦶	137654	𡦶
U+219B7	𡦷	137655	𡦷
U+219B8	𡦸	137656	𡦸
U+219B9	𡦹	137657	𡦹
U+219BA	𡦺	137658	𡦺
U+219BB	𡦻	137659	𡦻
U+219BC	𡦼	137660	𡦼
U+219BD	𡦽	137661	𡦽
U+219BE	𡦾	137662	𡦾
U+219BF	𡦿	137663	𡦿
U+219C0	𡧀	137664	𡧀
U+219C1	𡧁	137665	𡧁
U+219C2	𡧂	137666	𡧂
U+219C3	𡧃	137667	𡧃
U+219C4	𡧄	137668	𡧄
U+219C5	𡧅	137669	𡧅
U+219C6	𡧆	137670	𡧆
U+219C7	𡧇	137671	𡧇
U+219C8	𡧈	137672	𡧈
U+219C9	𡧉	137673	𡧉
U+219CA	𡧊	137674	𡧊
U+219CB	𡧋	137675	𡧋
U+219CC	𡧌	137676	𡧌
U+219CD	𡧍	137677	𡧍
U+219CE	𡧎	137678	𡧎
U+219CF	𡧏	137679	𡧏
U+219D0	𡧐	137680	𡧐
U+219D1	𡧑	137681	𡧑
U+219D2	𡧒	137682	𡧒
U+219D3	𡧓	137683	𡧓
U+219D4	𡧔	137684	𡧔
U+219D5	𡧕	137685	𡧕
U+219D6	𡧖	137686	𡧖
U+219D7	𡧗	137687	𡧗
U+219D8	𡧘	137688	𡧘
U+219D9	𡧙	137689	𡧙
U+219DA	𡧚	137690	𡧚
U+219DB	𡧛	137691	𡧛
U+219DC	𡧜	137692	𡧜
U+219DD	𡧝	137693	𡧝
U+219DE	𡧞	137694	𡧞
U+219DF	𡧟	137695	𡧟
U+219E0	𡧠	137696	ð¡§
U+219E1	𡧡	137697	𡧡
U+219E2	𡧢	137698	𡧢
U+219E3	𡧣	137699	𡧣
U+219E4	𡧤	137700	𡧤
U+219E5	𡧥	137701	𡧥
U+219E6	𡧦	137702	𡧦
U+219E7	𡧧	137703	𡧧
U+219E8	𡧨	137704	𡧨
U+219E9	𡧩	137705	𡧩
U+219EA	𡧪	137706	𡧪
U+219EB	𡧫	137707	𡧫
U+219EC	𡧬	137708	𡧬
U+219ED	𡧭	137709	𡧭
U+219EE	𡧮	137710	𡧮
U+219EF	𡧯	137711	𡧯
U+219F0	𡧰	137712	𡧰
U+219F1	𡧱	137713	𡧱
U+219F2	𡧲	137714	𡧲
U+219F3	𡧳	137715	𡧳
U+219F4	𡧴	137716	𡧴
U+219F5	𡧵	137717	𡧵
U+219F6	𡧶	137718	𡧶
U+219F7	𡧷	137719	𡧷
U+219F8	𡧸	137720	𡧸
U+219F9	𡧹	137721	𡧹
U+219FA	𡧺	137722	𡧺
U+219FB	𡧻	137723	𡧻
U+219FC	𡧼	137724	𡧼
U+219FD	𡧽	137725	𡧽
U+219FE	𡧾	137726	𡧾
U+219FF	𡧿	137727	𡧿

U+21A00	𡨀	137728	𡨀
U+21A01	𡨁	137729	𡨁
U+21A02	𡨂	137730	𡨂
U+21A03	𡨃	137731	𡨃
U+21A04	𡨄	137732	𡨄
U+21A05	𡨅	137733	𡨅
U+21A06	𡨆	137734	𡨆
U+21A07	𡨇	137735	𡨇
U+21A08	𡨈	137736	𡨈
U+21A09	𡨉	137737	𡨉
U+21A0A	𡨊	137738	𡨊
U+21A0B	𡨋	137739	𡨋
U+21A0C	𡨌	137740	𡨌
U+21A0D	𡨍	137741	𡨍
U+21A0E	𡨎	137742	𡨎
U+21A0F	𡨏	137743	𡨏
U+21A10	𡨐	137744	𡨐
U+21A11	𡨑	137745	𡨑
U+21A12	𡨒	137746	𡨒
U+21A13	𡨓	137747	𡨓
U+21A14	𡨔	137748	𡨔
U+21A15	𡨕	137749	𡨕
U+21A16	𡨖	137750	𡨖
U+21A17	𡨗	137751	𡨗
U+21A18	𡨘	137752	𡨘
U+21A19	𡨙	137753	𡨙
U+21A1A	𡨚	137754	𡨚
U+21A1B	𡨛	137755	𡨛
U+21A1C	𡨜	137756	𡨜
U+21A1D	𡨝	137757	𡨝
U+21A1E	𡨞	137758	𡨞
U+21A1F	𡨟	137759	𡨟
U+21A20	𡨠	137760	ð¡¨
U+21A21	𡨡	137761	𡨡
U+21A22	𡨢	137762	𡨢
U+21A23	𡨣	137763	𡨣
U+21A24	𡨤	137764	𡨤
U+21A25	𡨥	137765	𡨥
U+21A26	𡨦	137766	𡨦
U+21A27	𡨧	137767	𡨧
U+21A28	𡨨	137768	𡨨
U+21A29	𡨩	137769	𡨩
U+21A2A	𡨪	137770	𡨪
U+21A2B	𡨫	137771	𡨫
U+21A2C	𡨬	137772	𡨬
U+21A2D	𡨭	137773	𡨭
U+21A2E	𡨮	137774	𡨮
U+21A2F	𡨯	137775	𡨯
U+21A30	𡨰	137776	𡨰
U+21A31	𡨱	137777	𡨱
U+21A32	𡨲	137778	𡨲
U+21A33	𡨳	137779	𡨳
U+21A34	𡨴	137780	𡨴
U+21A35	𡨵	137781	𡨵
U+21A36	𡨶	137782	𡨶
U+21A37	𡨷	137783	𡨷
U+21A38	𡨸	137784	𡨸
U+21A39	𡨹	137785	𡨹
U+21A3A	𡨺	137786	𡨺
U+21A3B	𡨻	137787	𡨻
U+21A3C	𡨼	137788	𡨼
U+21A3D	𡨽	137789	𡨽
U+21A3E	𡨾	137790	𡨾
U+21A3F	𡨿	137791	𡨿
U+21A40	𡩀	137792	ð¡©€
U+21A41	𡩁	137793	𡩁
U+21A42	𡩂	137794	ð¡©‚
U+21A43	𡩃	137795	𡩃
U+21A44	𡩄	137796	ð¡©„
U+21A45	𡩅	137797	ð¡©…
U+21A46	𡩆	137798	𡩆
U+21A47	𡩇	137799	𡩇
U+21A48	𡩈	137800	𡩈
U+21A49	𡩉	137801	𡩉
U+21A4A	𡩊	137802	ð¡©Š
U+21A4B	𡩋	137803	ð¡©‹
U+21A4C	𡩌	137804	ð¡©Œ
U+21A4D	𡩍	137805	𡩍
U+21A4E	𡩎	137806	ð¡©Ž
U+21A4F	𡩏	137807	𡩏
U+21A50	𡩐	137808	𡩐
U+21A51	𡩑	137809	ð¡©‘
U+21A52	𡩒	137810	ð¡©’
U+21A53	𡩓	137811	ð¡©“
U+21A54	𡩔	137812	ð¡©”
U+21A55	𡩕	137813	ð¡©•
U+21A56	𡩖	137814	ð¡©–
U+21A57	𡩗	137815	ð¡©—
U+21A58	𡩘	137816	𡩘
U+21A59	𡩙	137817	ð¡©™
U+21A5A	𡩚	137818	ð¡©š
U+21A5B	𡩛	137819	ð¡©›
U+21A5C	𡩜	137820	ð¡©œ
U+21A5D	𡩝	137821	𡩝
U+21A5E	𡩞	137822	ð¡©ž
U+21A5F	𡩟	137823	ð¡©Ÿ
U+21A60	𡩠	137824	ð¡©
U+21A61	𡩡	137825	ð¡©¡
U+21A62	𡩢	137826	ð¡©¢
U+21A63	𡩣	137827	ð¡©£
U+21A64	𡩤	137828	𡩤
U+21A65	𡩥	137829	ð¡©¥
U+21A66	𡩦	137830	𡩦
U+21A67	𡩧	137831	𡩧
U+21A68	𡩨	137832	𡩨
U+21A69	𡩩	137833	ð¡©©
U+21A6A	𡩪	137834	𡩪
U+21A6B	𡩫	137835	ð¡©«
U+21A6C	𡩬	137836	𡩬
U+21A6D	𡩭	137837	ð¡©­
U+21A6E	𡩮	137838	ð¡©®
U+21A6F	𡩯	137839	𡩯
U+21A70	𡩰	137840	ð¡©°
U+21A71	𡩱	137841	ð¡©±
U+21A72	𡩲	137842	ð¡©²
U+21A73	𡩳	137843	ð¡©³
U+21A74	𡩴	137844	ð¡©´
U+21A75	𡩵	137845	ð¡©µ
U+21A76	𡩶	137846	𡩶
U+21A77	𡩷	137847	ð¡©·
U+21A78	𡩸	137848	𡩸
U+21A79	𡩹	137849	ð¡©¹
U+21A7A	𡩺	137850	𡩺
U+21A7B	𡩻	137851	ð¡©»
U+21A7C	𡩼	137852	ð¡©¼
U+21A7D	𡩽	137853	ð¡©½
U+21A7E	𡩾	137854	ð¡©¾
U+21A7F	𡩿	137855	ð¡©¿
U+21A80	𡪀	137856	𡪀
U+21A81	𡪁	137857	𡪁
U+21A82	𡪂	137858	𡪂
U+21A83	𡪃	137859	𡪃
U+21A84	𡪄	137860	𡪄
U+21A85	𡪅	137861	𡪅
U+21A86	𡪆	137862	𡪆
U+21A87	𡪇	137863	𡪇
U+21A88	𡪈	137864	𡪈
U+21A89	𡪉	137865	𡪉
U+21A8A	𡪊	137866	𡪊
U+21A8B	𡪋	137867	𡪋
U+21A8C	𡪌	137868	𡪌
U+21A8D	𡪍	137869	𡪍
U+21A8E	𡪎	137870	𡪎
U+21A8F	𡪏	137871	𡪏
U+21A90	𡪐	137872	𡪐
U+21A91	𡪑	137873	𡪑
U+21A92	𡪒	137874	𡪒
U+21A93	𡪓	137875	𡪓
U+21A94	𡪔	137876	𡪔
U+21A95	𡪕	137877	𡪕
U+21A96	𡪖	137878	𡪖
U+21A97	𡪗	137879	𡪗
U+21A98	𡪘	137880	𡪘
U+21A99	𡪙	137881	𡪙
U+21A9A	𡪚	137882	𡪚
U+21A9B	𡪛	137883	𡪛
U+21A9C	𡪜	137884	𡪜
U+21A9D	𡪝	137885	𡪝
U+21A9E	𡪞	137886	𡪞
U+21A9F	𡪟	137887	𡪟
U+21AA0	𡪠	137888	ð¡ª
U+21AA1	𡪡	137889	𡪡
U+21AA2	𡪢	137890	𡪢
U+21AA3	𡪣	137891	𡪣
U+21AA4	𡪤	137892	𡪤
U+21AA5	𡪥	137893	𡪥
U+21AA6	𡪦	137894	𡪦
U+21AA7	𡪧	137895	𡪧
U+21AA8	𡪨	137896	𡪨
U+21AA9	𡪩	137897	𡪩
U+21AAA	𡪪	137898	𡪪
U+21AAB	𡪫	137899	𡪫
U+21AAC	𡪬	137900	𡪬
U+21AAD	𡪭	137901	𡪭
U+21AAE	𡪮	137902	𡪮
U+21AAF	𡪯	137903	𡪯
U+21AB0	𡪰	137904	𡪰
U+21AB1	𡪱	137905	𡪱
U+21AB2	𡪲	137906	𡪲
U+21AB3	𡪳	137907	𡪳
U+21AB4	𡪴	137908	𡪴
U+21AB5	𡪵	137909	𡪵
U+21AB6	𡪶	137910	𡪶
U+21AB7	𡪷	137911	𡪷
U+21AB8	𡪸	137912	𡪸
U+21AB9	𡪹	137913	𡪹
U+21ABA	𡪺	137914	𡪺
U+21ABB	𡪻	137915	𡪻
U+21ABC	𡪼	137916	𡪼
U+21ABD	𡪽	137917	𡪽
U+21ABE	𡪾	137918	𡪾
U+21ABF	𡪿	137919	𡪿
U+21AC0	𡫀	137920	ð¡«€
U+21AC1	𡫁	137921	𡫁
U+21AC2	𡫂	137922	ð¡«‚
U+21AC3	𡫃	137923	𡫃
U+21AC4	𡫄	137924	ð¡«„
U+21AC5	𡫅	137925	ð¡«…
U+21AC6	𡫆	137926	𡫆
U+21AC7	𡫇	137927	𡫇
U+21AC8	𡫈	137928	𡫈
U+21AC9	𡫉	137929	𡫉
U+21ACA	𡫊	137930	ð¡«Š
U+21ACB	𡫋	137931	ð¡«‹
U+21ACC	𡫌	137932	ð¡«Œ
U+21ACD	𡫍	137933	𡫍
U+21ACE	𡫎	137934	ð¡«Ž
U+21ACF	𡫏	137935	𡫏
U+21AD0	𡫐	137936	𡫐
U+21AD1	𡫑	137937	ð¡«‘
U+21AD2	𡫒	137938	ð¡«’
U+21AD3	𡫓	137939	ð¡«“
U+21AD4	𡫔	137940	ð¡«”
U+21AD5	𡫕	137941	ð¡«•
U+21AD6	𡫖	137942	ð¡«–
U+21AD7	𡫗	137943	ð¡«—
U+21AD8	𡫘	137944	𡫘
U+21AD9	𡫙	137945	ð¡«™
U+21ADA	𡫚	137946	ð¡«š
U+21ADB	𡫛	137947	ð¡«›
U+21ADC	𡫜	137948	ð¡«œ
U+21ADD	𡫝	137949	𡫝
U+21ADE	𡫞	137950	ð¡«ž
U+21ADF	𡫟	137951	ð¡«Ÿ
U+21AE0	𡫠	137952	ð¡«
U+21AE1	𡫡	137953	ð¡«¡
U+21AE2	𡫢	137954	ð¡«¢
U+21AE3	𡫣	137955	ð¡«£
U+21AE4	𡫤	137956	𡫤
U+21AE5	𡫥	137957	ð¡«¥
U+21AE6	𡫦	137958	𡫦
U+21AE7	𡫧	137959	𡫧
U+21AE8	𡫨	137960	𡫨
U+21AE9	𡫩	137961	ð¡«©
U+21AEA	𡫪	137962	𡫪
U+21AEB	𡫫	137963	ð¡««
U+21AEC	𡫬	137964	𡫬
U+21AED	𡫭	137965	ð¡«­
U+21AEE	𡫮	137966	ð¡«®
U+21AEF	𡫯	137967	𡫯
U+21AF0	𡫰	137968	ð¡«°
U+21AF1	𡫱	137969	ð¡«±
U+21AF2	𡫲	137970	ð¡«²
U+21AF3	𡫳	137971	ð¡«³
U+21AF4	𡫴	137972	ð¡«´
U+21AF5	𡫵	137973	ð¡«µ
U+21AF6	𡫶	137974	𡫶
U+21AF7	𡫷	137975	ð¡«·
U+21AF8	𡫸	137976	𡫸
U+21AF9	𡫹	137977	ð¡«¹
U+21AFA	𡫺	137978	𡫺
U+21AFB	𡫻	137979	ð¡«»
U+21AFC	𡫼	137980	ð¡«¼
U+21AFD	𡫽	137981	ð¡«½
U+21AFE	𡫾	137982	ð¡«¾
U+21AFF	𡫿	137983	ð¡«¿

U+21B00	𡬀	137984	𡬀
U+21B01	𡬁	137985	𡬁
U+21B02	𡬂	137986	𡬂
U+21B03	𡬃	137987	𡬃
U+21B04	𡬄	137988	𡬄
U+21B05	𡬅	137989	𡬅
U+21B06	𡬆	137990	𡬆
U+21B07	𡬇	137991	𡬇
U+21B08	𡬈	137992	𡬈
U+21B09	𡬉	137993	𡬉
U+21B0A	𡬊	137994	𡬊
U+21B0B	𡬋	137995	𡬋
U+21B0C	𡬌	137996	𡬌
U+21B0D	𡬍	137997	𡬍
U+21B0E	𡬎	137998	𡬎
U+21B0F	𡬏	137999	𡬏
U+21B10	𡬐	138000	𡬐
U+21B11	𡬑	138001	𡬑
U+21B12	𡬒	138002	𡬒
U+21B13	𡬓	138003	𡬓
U+21B14	𡬔	138004	𡬔
U+21B15	𡬕	138005	𡬕
U+21B16	𡬖	138006	𡬖
U+21B17	𡬗	138007	𡬗
U+21B18	𡬘	138008	𡬘
U+21B19	𡬙	138009	𡬙
U+21B1A	𡬚	138010	𡬚
U+21B1B	𡬛	138011	𡬛
U+21B1C	𡬜	138012	𡬜
U+21B1D	𡬝	138013	𡬝
U+21B1E	𡬞	138014	𡬞
U+21B1F	𡬟	138015	𡬟
U+21B20	𡬠	138016	ð¡¬
U+21B21	𡬡	138017	𡬡
U+21B22	𡬢	138018	𡬢
U+21B23	𡬣	138019	𡬣
U+21B24	𡬤	138020	𡬤
U+21B25	𡬥	138021	𡬥
U+21B26	𡬦	138022	𡬦
U+21B27	𡬧	138023	𡬧
U+21B28	𡬨	138024	𡬨
U+21B29	𡬩	138025	𡬩
U+21B2A	𡬪	138026	𡬪
U+21B2B	𡬫	138027	𡬫
U+21B2C	𡬬	138028	𡬬
U+21B2D	𡬭	138029	𡬭
U+21B2E	𡬮	138030	𡬮
U+21B2F	𡬯	138031	𡬯
U+21B30	𡬰	138032	𡬰
U+21B31	𡬱	138033	𡬱
U+21B32	𡬲	138034	𡬲
U+21B33	𡬳	138035	𡬳
U+21B34	𡬴	138036	𡬴
U+21B35	𡬵	138037	𡬵
U+21B36	𡬶	138038	𡬶
U+21B37	𡬷	138039	𡬷
U+21B38	𡬸	138040	𡬸
U+21B39	𡬹	138041	𡬹
U+21B3A	𡬺	138042	𡬺
U+21B3B	𡬻	138043	𡬻
U+21B3C	𡬼	138044	𡬼
U+21B3D	𡬽	138045	𡬽
U+21B3E	𡬾	138046	𡬾
U+21B3F	𡬿	138047	𡬿
U+21B40	𡭀	138048	ð¡­€
U+21B41	𡭁	138049	𡭁
U+21B42	𡭂	138050	ð¡­‚
U+21B43	𡭃	138051	ð¡­ƒ
U+21B44	𡭄	138052	ð¡­„
U+21B45	𡭅	138053	ð¡­…
U+21B46	𡭆	138054	ð¡­†
U+21B47	𡭇	138055	ð¡­‡
U+21B48	𡭈	138056	ð¡­ˆ
U+21B49	𡭉	138057	ð¡­‰
U+21B4A	𡭊	138058	ð¡­Š
U+21B4B	𡭋	138059	ð¡­‹
U+21B4C	𡭌	138060	ð¡­Œ
U+21B4D	𡭍	138061	𡭍
U+21B4E	𡭎	138062	ð¡­Ž
U+21B4F	𡭏	138063	𡭏
U+21B50	𡭐	138064	𡭐
U+21B51	𡭑	138065	ð¡­‘
U+21B52	𡭒	138066	ð¡­’
U+21B53	𡭓	138067	ð¡­“
U+21B54	𡭔	138068	ð¡­”
U+21B55	𡭕	138069	ð¡­•
U+21B56	𡭖	138070	ð¡­–
U+21B57	𡭗	138071	ð¡­—
U+21B58	𡭘	138072	ð¡­˜
U+21B59	𡭙	138073	ð¡­™
U+21B5A	𡭚	138074	ð¡­š
U+21B5B	𡭛	138075	ð¡­›
U+21B5C	𡭜	138076	ð¡­œ
U+21B5D	𡭝	138077	𡭝
U+21B5E	𡭞	138078	ð¡­ž
U+21B5F	𡭟	138079	ð¡­Ÿ
U+21B60	𡭠	138080	ð¡­
U+21B61	𡭡	138081	ð¡­¡
U+21B62	𡭢	138082	ð¡­¢
U+21B63	𡭣	138083	ð¡­£
U+21B64	𡭤	138084	ð¡­¤
U+21B65	𡭥	138085	ð¡­¥
U+21B66	𡭦	138086	ð¡­¦
U+21B67	𡭧	138087	ð¡­§
U+21B68	𡭨	138088	ð¡­¨
U+21B69	𡭩	138089	ð¡­©
U+21B6A	𡭪	138090	ð¡­ª
U+21B6B	𡭫	138091	ð¡­«
U+21B6C	𡭬	138092	ð¡­¬
U+21B6D	𡭭	138093	ð¡­­
U+21B6E	𡭮	138094	ð¡­®
U+21B6F	𡭯	138095	ð¡­¯
U+21B70	𡭰	138096	ð¡­°
U+21B71	𡭱	138097	ð¡­±
U+21B72	𡭲	138098	ð¡­²
U+21B73	𡭳	138099	ð¡­³
U+21B74	𡭴	138100	ð¡­´
U+21B75	𡭵	138101	ð¡­µ
U+21B76	𡭶	138102	ð¡­¶
U+21B77	𡭷	138103	ð¡­·
U+21B78	𡭸	138104	ð¡­¸
U+21B79	𡭹	138105	ð¡­¹
U+21B7A	𡭺	138106	ð¡­º
U+21B7B	𡭻	138107	ð¡­»
U+21B7C	𡭼	138108	ð¡­¼
U+21B7D	𡭽	138109	ð¡­½
U+21B7E	𡭾	138110	ð¡­¾
U+21B7F	𡭿	138111	ð¡­¿
U+21B80	𡮀	138112	𡮀
U+21B81	𡮁	138113	𡮁
U+21B82	𡮂	138114	ð¡®‚
U+21B83	𡮃	138115	𡮃
U+21B84	𡮄	138116	ð¡®„
U+21B85	𡮅	138117	ð¡®…
U+21B86	𡮆	138118	𡮆
U+21B87	𡮇	138119	𡮇
U+21B88	𡮈	138120	𡮈
U+21B89	𡮉	138121	𡮉
U+21B8A	𡮊	138122	𡮊
U+21B8B	𡮋	138123	ð¡®‹
U+21B8C	𡮌	138124	𡮌
U+21B8D	𡮍	138125	𡮍
U+21B8E	𡮎	138126	𡮎
U+21B8F	𡮏	138127	𡮏
U+21B90	𡮐	138128	𡮐
U+21B91	𡮑	138129	ð¡®‘
U+21B92	𡮒	138130	ð¡®’
U+21B93	𡮓	138131	ð¡®“
U+21B94	𡮔	138132	ð¡®”
U+21B95	𡮕	138133	ð¡®•
U+21B96	𡮖	138134	ð¡®–
U+21B97	𡮗	138135	ð¡®—
U+21B98	𡮘	138136	𡮘
U+21B99	𡮙	138137	ð¡®™
U+21B9A	𡮚	138138	𡮚
U+21B9B	𡮛	138139	ð¡®›
U+21B9C	𡮜	138140	𡮜
U+21B9D	𡮝	138141	𡮝
U+21B9E	𡮞	138142	𡮞
U+21B9F	𡮟	138143	𡮟
U+21BA0	𡮠	138144	ð¡®
U+21BA1	𡮡	138145	ð¡®¡
U+21BA2	𡮢	138146	𡮢
U+21BA3	𡮣	138147	𡮣
U+21BA4	𡮤	138148	𡮤
U+21BA5	𡮥	138149	𡮥
U+21BA6	𡮦	138150	𡮦
U+21BA7	𡮧	138151	𡮧
U+21BA8	𡮨	138152	𡮨
U+21BA9	𡮩	138153	ð¡®©
U+21BAA	𡮪	138154	𡮪
U+21BAB	𡮫	138155	ð¡®«
U+21BAC	𡮬	138156	𡮬
U+21BAD	𡮭	138157	ð¡®­
U+21BAE	𡮮	138158	ð¡®®
U+21BAF	𡮯	138159	𡮯
U+21BB0	𡮰	138160	ð¡®°
U+21BB1	𡮱	138161	ð¡®±
U+21BB2	𡮲	138162	ð¡®²
U+21BB3	𡮳	138163	ð¡®³
U+21BB4	𡮴	138164	ð¡®´
U+21BB5	𡮵	138165	ð¡®µ
U+21BB6	𡮶	138166	𡮶
U+21BB7	𡮷	138167	ð¡®·
U+21BB8	𡮸	138168	𡮸
U+21BB9	𡮹	138169	ð¡®¹
U+21BBA	𡮺	138170	𡮺
U+21BBB	𡮻	138171	ð¡®»
U+21BBC	𡮼	138172	ð¡®¼
U+21BBD	𡮽	138173	ð¡®½
U+21BBE	𡮾	138174	ð¡®¾
U+21BBF	𡮿	138175	ð¡®¿
U+21BC0	𡯀	138176	𡯀
U+21BC1	𡯁	138177	𡯁
U+21BC2	𡯂	138178	𡯂
U+21BC3	𡯃	138179	𡯃
U+21BC4	𡯄	138180	𡯄
U+21BC5	𡯅	138181	𡯅
U+21BC6	𡯆	138182	𡯆
U+21BC7	𡯇	138183	𡯇
U+21BC8	𡯈	138184	𡯈
U+21BC9	𡯉	138185	𡯉
U+21BCA	𡯊	138186	𡯊
U+21BCB	𡯋	138187	𡯋
U+21BCC	𡯌	138188	𡯌
U+21BCD	𡯍	138189	𡯍
U+21BCE	𡯎	138190	𡯎
U+21BCF	𡯏	138191	𡯏
U+21BD0	𡯐	138192	𡯐
U+21BD1	𡯑	138193	𡯑
U+21BD2	𡯒	138194	𡯒
U+21BD3	𡯓	138195	𡯓
U+21BD4	𡯔	138196	𡯔
U+21BD5	𡯕	138197	𡯕
U+21BD6	𡯖	138198	𡯖
U+21BD7	𡯗	138199	𡯗
U+21BD8	𡯘	138200	𡯘
U+21BD9	𡯙	138201	𡯙
U+21BDA	𡯚	138202	𡯚
U+21BDB	𡯛	138203	𡯛
U+21BDC	𡯜	138204	𡯜
U+21BDD	𡯝	138205	𡯝
U+21BDE	𡯞	138206	𡯞
U+21BDF	𡯟	138207	𡯟
U+21BE0	𡯠	138208	ð¡¯
U+21BE1	𡯡	138209	𡯡
U+21BE2	𡯢	138210	𡯢
U+21BE3	𡯣	138211	𡯣
U+21BE4	𡯤	138212	𡯤
U+21BE5	𡯥	138213	𡯥
U+21BE6	𡯦	138214	𡯦
U+21BE7	𡯧	138215	𡯧
U+21BE8	𡯨	138216	𡯨
U+21BE9	𡯩	138217	𡯩
U+21BEA	𡯪	138218	𡯪
U+21BEB	𡯫	138219	𡯫
U+21BEC	𡯬	138220	𡯬
U+21BED	𡯭	138221	𡯭
U+21BEE	𡯮	138222	𡯮
U+21BEF	𡯯	138223	𡯯
U+21BF0	𡯰	138224	𡯰
U+21BF1	𡯱	138225	𡯱
U+21BF2	𡯲	138226	𡯲
U+21BF3	𡯳	138227	𡯳
U+21BF4	𡯴	138228	𡯴
U+21BF5	𡯵	138229	𡯵
U+21BF6	𡯶	138230	𡯶
U+21BF7	𡯷	138231	𡯷
U+21BF8	𡯸	138232	𡯸
U+21BF9	𡯹	138233	𡯹
U+21BFA	𡯺	138234	𡯺
U+21BFB	𡯻	138235	𡯻
U+21BFC	𡯼	138236	𡯼
U+21BFD	𡯽	138237	𡯽
U+21BFE	𡯾	138238	𡯾
U+21BFF	𡯿	138239	𡯿