Unicode Range x27500 to x275FF ( 161024 to 161279 )
𧔀 x27500 161024 |
𧔁 x27501 161025 |
𧔂 x27502 161026 |
𧔃 x27503 161027 |
𧔄 x27504 161028 |
𧔅 x27505 161029 |
𧔆 x27506 161030 |
𧔇 x27507 161031 |
𧔈 x27508 161032 |
𧔉 x27509 161033 |
𧔊 x2750A 161034 |
𧔋 x2750B 161035 |
𧔌 x2750C 161036 |
𧔍 x2750D 161037 |
𧔎 x2750E 161038 |
𧔏 x2750F 161039 |
𧔐 x27510 161040 |
𧔑 x27511 161041 |
𧔒 x27512 161042 |
𧔓 x27513 161043 |
𧔔 x27514 161044 |
𧔕 x27515 161045 |
𧔖 x27516 161046 |
𧔗 x27517 161047 |
𧔘 x27518 161048 |
𧔙 x27519 161049 |
𧔚 x2751A 161050 |
𧔛 x2751B 161051 |
𧔜 x2751C 161052 |
𧔝 x2751D 161053 |
𧔞 x2751E 161054 |
𧔟 x2751F 161055 |
𧔠 x27520 161056 |
𧔡 x27521 161057 |
𧔢 x27522 161058 |
𧔣 x27523 161059 |
𧔤 x27524 161060 |
𧔥 x27525 161061 |
𧔦 x27526 161062 |
𧔧 x27527 161063 |
𧔨 x27528 161064 |
𧔩 x27529 161065 |
𧔪 x2752A 161066 |
𧔫 x2752B 161067 |
𧔬 x2752C 161068 |
𧔭 x2752D 161069 |
𧔮 x2752E 161070 |
𧔯 x2752F 161071 |
𧔰 x27530 161072 |
𧔱 x27531 161073 |
𧔲 x27532 161074 |
𧔳 x27533 161075 |
𧔴 x27534 161076 |
𧔵 x27535 161077 |
𧔶 x27536 161078 |
𧔷 x27537 161079 |
𧔸 x27538 161080 |
𧔹 x27539 161081 |
𧔺 x2753A 161082 |
𧔻 x2753B 161083 |
𧔼 x2753C 161084 |
𧔽 x2753D 161085 |
𧔾 x2753E 161086 |
𧔿 x2753F 161087 |
𧕀 x27540 161088 |
𧕁 x27541 161089 |
𧕂 x27542 161090 |
𧕃 x27543 161091 |
𧕄 x27544 161092 |
𧕅 x27545 161093 |
𧕆 x27546 161094 |
𧕇 x27547 161095 |
𧕈 x27548 161096 |
𧕉 x27549 161097 |
𧕊 x2754A 161098 |
𧕋 x2754B 161099 |
𧕌 x2754C 161100 |
𧕍 x2754D 161101 |
𧕎 x2754E 161102 |
𧕏 x2754F 161103 |
𧕐 x27550 161104 |
𧕑 x27551 161105 |
𧕒 x27552 161106 |
𧕓 x27553 161107 |
𧕔 x27554 161108 |
𧕕 x27555 161109 |
𧕖 x27556 161110 |
𧕗 x27557 161111 |
𧕘 x27558 161112 |
𧕙 x27559 161113 |
𧕚 x2755A 161114 |
𧕛 x2755B 161115 |
𧕜 x2755C 161116 |
𧕝 x2755D 161117 |
𧕞 x2755E 161118 |
𧕟 x2755F 161119 |
𧕠 x27560 161120 |
𧕡 x27561 161121 |
𧕢 x27562 161122 |
𧕣 x27563 161123 |
𧕤 x27564 161124 |
𧕥 x27565 161125 |
𧕦 x27566 161126 |
𧕧 x27567 161127 |
𧕨 x27568 161128 |
𧕩 x27569 161129 |
𧕪 x2756A 161130 |
𧕫 x2756B 161131 |
𧕬 x2756C 161132 |
𧕭 x2756D 161133 |
𧕮 x2756E 161134 |
𧕯 x2756F 161135 |
𧕰 x27570 161136 |
𧕱 x27571 161137 |
𧕲 x27572 161138 |
𧕳 x27573 161139 |
𧕴 x27574 161140 |
𧕵 x27575 161141 |
𧕶 x27576 161142 |
𧕷 x27577 161143 |
𧕸 x27578 161144 |
𧕹 x27579 161145 |
𧕺 x2757A 161146 |
𧕻 x2757B 161147 |
𧕼 x2757C 161148 |
𧕽 x2757D 161149 |
𧕾 x2757E 161150 |
𧕿 x2757F 161151 |
𧖀 x27580 161152 |
𧖁 x27581 161153 |
𧖂 x27582 161154 |
𧖃 x27583 161155 |
𧖄 x27584 161156 |
𧖅 x27585 161157 |
𧖆 x27586 161158 |
𧖇 x27587 161159 |
𧖈 x27588 161160 |
𧖉 x27589 161161 |
𧖊 x2758A 161162 |
𧖋 x2758B 161163 |
𧖌 x2758C 161164 |
𧖍 x2758D 161165 |
𧖎 x2758E 161166 |
𧖏 x2758F 161167 |
𧖐 x27590 161168 |
𧖑 x27591 161169 |
𧖒 x27592 161170 |
𧖓 x27593 161171 |
𧖔 x27594 161172 |
𧖕 x27595 161173 |
𧖖 x27596 161174 |
𧖗 x27597 161175 |
𧖘 x27598 161176 |
𧖙 x27599 161177 |
𧖚 x2759A 161178 |
𧖛 x2759B 161179 |
𧖜 x2759C 161180 |
𧖝 x2759D 161181 |
𧖞 x2759E 161182 |
𧖟 x2759F 161183 |
𧖠 x275A0 161184 |
𧖡 x275A1 161185 |
𧖢 x275A2 161186 |
𧖣 x275A3 161187 |
𧖤 x275A4 161188 |
𧖥 x275A5 161189 |
𧖦 x275A6 161190 |
𧖧 x275A7 161191 |
𧖨 x275A8 161192 |
𧖩 x275A9 161193 |
𧖪 x275AA 161194 |
𧖫 x275AB 161195 |
𧖬 x275AC 161196 |
𧖭 x275AD 161197 |
𧖮 x275AE 161198 |
𧖯 x275AF 161199 |
𧖰 x275B0 161200 |
𧖱 x275B1 161201 |
𧖲 x275B2 161202 |
𧖳 x275B3 161203 |
𧖴 x275B4 161204 |
𧖵 x275B5 161205 |
𧖶 x275B6 161206 |
𧖷 x275B7 161207 |
𧖸 x275B8 161208 |
𧖹 x275B9 161209 |
𧖺 x275BA 161210 |
𧖻 x275BB 161211 |
𧖼 x275BC 161212 |
𧖽 x275BD 161213 |
𧖾 x275BE 161214 |
𧖿 x275BF 161215 |
𧗀 x275C0 161216 |
𧗁 x275C1 161217 |
𧗂 x275C2 161218 |
𧗃 x275C3 161219 |
𧗄 x275C4 161220 |
𧗅 x275C5 161221 |
𧗆 x275C6 161222 |
𧗇 x275C7 161223 |
𧗈 x275C8 161224 |
𧗉 x275C9 161225 |
𧗊 x275CA 161226 |
𧗋 x275CB 161227 |
𧗌 x275CC 161228 |
𧗍 x275CD 161229 |
𧗎 x275CE 161230 |
𧗏 x275CF 161231 |
𧗐 x275D0 161232 |
𧗑 x275D1 161233 |
𧗒 x275D2 161234 |
𧗓 x275D3 161235 |
𧗔 x275D4 161236 |
𧗕 x275D5 161237 |
𧗖 x275D6 161238 |
𧗗 x275D7 161239 |
𧗘 x275D8 161240 |
𧗙 x275D9 161241 |
𧗚 x275DA 161242 |
𧗛 x275DB 161243 |
𧗜 x275DC 161244 |
𧗝 x275DD 161245 |
𧗞 x275DE 161246 |
𧗟 x275DF 161247 |
𧗠 x275E0 161248 |
𧗡 x275E1 161249 |
𧗢 x275E2 161250 |
𧗣 x275E3 161251 |
𧗤 x275E4 161252 |
𧗥 x275E5 161253 |
𧗦 x275E6 161254 |
𧗧 x275E7 161255 |
𧗨 x275E8 161256 |
𧗩 x275E9 161257 |
𧗪 x275EA 161258 |
𧗫 x275EB 161259 |
𧗬 x275EC 161260 |
𧗭 x275ED 161261 |
𧗮 x275EE 161262 |
𧗯 x275EF 161263 |
𧗰 x275F0 161264 |
𧗱 x275F1 161265 |
𧗲 x275F2 161266 |
𧗳 x275F3 161267 |
𧗴 x275F4 161268 |
𧗵 x275F5 161269 |
𧗶 x275F6 161270 |
𧗷 x275F7 161271 |
𧗸 x275F8 161272 |
𧗹 x275F9 161273 |
𧗺 x275FA 161274 |
𧗻 x275FB 161275 |
𧗼 x275FC 161276 |
𧗽 x275FD 161277 |
𧗾 x275FE 161278 |
𧗿 x275FF 161279 |
© Dylan W.H. Sung 2005. This page was created using Fortran 77 programming by Dylan W.H. Sung.
All HTML code and layout in this final form can be dated as having been created on Friday 11th February 2005