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Kissinger 2 — a competitive 8×16 and 16×16 bitmap font project
Kissinger 2 is a public domain font project providing 8×16 and 16×16 glyphs for Unicode characters as well as private use including CSUR characters. You might be aware of the Unifont font project that appears to have similar goals, however, from the ideological standpoint it actually has the exact opposite goals, as it has been determined that Unifont not only has too many design flaws to be practical to use, but also its anti-competitive practices make it completely unusable in the long term, as demonstrated in the Unifont criticism.
Development notes
Kissinger 2 is split into halfwidth and fullwidth fonts to ensure that some glyphs may get both fullwidth and halfwidth versions, which is necessary for simultaneous compatibility with codepages where all characters are single byte, and codepages where some of the same characters are fullwidth taking two bytes.
We are making sure that the contribution process for Kissinger 2 glyphs is as simple as possible. Here are some things to note:
• Do not use Unifont glyphs. This rule has nothing to do with the copyright, it has to do with the fact that Unifont glyphs are going to be misaligned and optically incorrect (due to Unifont having different baseline position and extremely many design flaws). We are also making sure that the visual experience of Kissinger 2 will be completely different from that of Unifont while maintaining compatible usage. If you’re a Unifont contributor looking forward to migrating your contributions to Kissinger 2, make sure to redesign the glyphs to make them aligned to Kissinger 2 proportions to ensure consistency throughout the typeface, since GNU glyphs don’t optically belong there.
• Kissinger 2 has 3 pixels below the baseline and 13 pixels above the baseline, and 8 or 16 pixels of width. In the halfwidth it also has 8 pixels of x-height, 10 pixels of cap height, 11 pixels of ascender height, and 3 pixels of descender height. Halfway positions are generally rounded right and down. Refer to existing glyphs for any related characters (such as for superscripts and subscripts) to ensure consistency.
• Use 8×16 or 16×16 size for each glyph (duospaced) and do not exceed the boundaries (since lines of text never overlap, and in case of semigraphical text, characters never overlap). Note that unlike in Unifont (trispaced) and in Kissinger (duospaced), characters may have both halfwidth and fullwidth glyphs at the same time.
• Since bitmap glyphs have no copyright, and Type Design maintains typography as a human right, Kissinger 2 is public domain.
• Use Unicode characters for the glyphs. For private use in ranges E000—E7FF E820—EDFF F8A0—F8FF F0000—F7FFF, refer to CSUR characters; do not use CSUR characters outside these ranges. For the other private use which are in E800—E81F EE00—F89F F8000—FFFFD 100000—10FFFD, they are going to be assigned for non-CSUR usage, such for legacy Microsoft ideological compatibility or miscellaneous uses for plaintext usage (as we’ve observed in Fifaks and Custom Font ttf 5.0 DEV).
• F001 and F002 must remain clones of FB01 and FB02, overriding all other possible assignments of these two private use. This is by Type Design convention and required by Subset1, as inherited from WGL4. E802—E805 are also used for Hebrew ligatures, and F700—F71B F71D used for Thai characters, as they have been observed to be essential for legacy Microsoft Hebrew/Thai rendering.
• Unlike in Unifont (which does not allow competitors to contribute), in Kissinger 2 all users may contribute, however, all criticism of fonts and users must be constructive (for instance, the reason Paul Hardy and RebeccaRGB are unethical is because they refused to self-promote their fonts despite their ability to do so). However, contributions are evaluated by their typographical quality (unlike Unifont contributions which have no quality control and are instead evaluated by conformance to the GNU ideology). Contributions that are completely unusable in the context of the respective Unicode characters (such as the legacy computing slopes as drawn by RebeccaRGB) will be rejected with thorough explanation.
• Contributions follow a dynamic generation model: Into any of the contact methods, request Unicode ranges to contribute (for example, “I would like 1FB00—1FBFF”, “Give me 0000—007F”, or “I want to contribute to 2500—25FF F200—F2FF”; all of those statements will by default be interpreted as a Kissinger 2 contribution request), I will then give a canvas in both hex and png formats that shows existing glyphs if any, even if not in any public development release. This is therefore the official way that allows users to obtain the development glyphs of Kissinger 2 even if not in any stable release. You may then optionally contribute any glyphs on that canvas, then when they are submitted, I will use critical thinking to evaluate the contributions and send the final result of the contributions when it gets released, and bdf contributions may be submitted as well.
New features in version dev5
Version dev5 introduced major changes, including hex format semantics for supporting certain OpenType features for typographical and Unicode correctness, and a C++ script to compose the TrueType file (following a development preview in Zamira v2), allowing ttf to be output in an automated, fontforgeless manner, and in Kissinger 2 dev5 it includes OpenType features. The character compositions are denoted in a certain way in the hex format (replacing the bitmap for the composite glyph), and in the TrueType version they are mapped to both a composite glyph and an OpenType feature. Each combining character has multiple variations to properly align with the proportions of each character. The Kissinger 2 composition rules are different from official Unicode composition rules (for instance, Łł are composed with U+0337, and Øø composed with U+0338, but ∤≠ are NOT composed with U+0338), however the full list of TD equivalences (the replacement of Unicode normalization) has not been made (some Kissinger 2 glyphs are composed with visually identical characters even if not actually TD equivalent). The characters are composed in such a way that each codepoint gets separate corresponding glyphs in any valid Unicode string, so at no point will multiple code points map to one glyph. There are also OpenType features for Arabic (which has been at an experimental level on Type Design prior to Kissinger 2 dev5), so the hex format has semantics for that as well. There is also bidirectional text, but it does not conform to any version of Unicode Bidirectional Algorithm; it instead uses a simpler bidirectional algorithm that more closely aligns with legacy Arabic and Hebrew systems. There is also an official Kissinger 2 renderer that serves as a reference for the intended render of multiline text including support for the features. Be sure to connect to AnyDesk 265 993 303 to contact about Kissinger 2 development.
Hex format in Kissinger 2 dev5 consists of lines of ASCII text (with lines of text referring to legacy Microsoft, not Unix definition of text, so CR+LF, not LF, is used to separate, not terminate the lines) of one of the following forms:
<optional comment>
<code point>:<bitmap data><optional features><optional comment>
<code point>!c<composition><optional features><optional comment>
and the following inner objects:
<code point> — hexadecimal value representing Unicode code point (0000—D7FF E000—10FFFF) or internal glyph (if outside Unicode range)
<bitmap data> — hexadecimal value representing bitmap, with the pixels in big endian hex order corresponding to top to bottom rows of left to right pixels, with n pixels of entire glyph being interpreted as ceil(n/4) digits (glyph sizes are hard coded at the utility level and each hex file has all glyphs of the same size; in Kissinger 2, 8×16 and 16×16 sizes are used)
<composition> — defined as sequence of :<code point> , which is a list of code points to compose to get the resulting glyph (all the inner code points are subject to shaping)
<features> — consists of <optional remaps><optional rtl mirror><optional remap bases><optional attributes><optional properties>
<remaps> — consists of sequence of [<bit index>,<mark class>|<bit value>:<code point>] — if bit value at bit index of last glyph before this one (influenced by all features) is matching either class 0 or mark class (whichever came later) matches, then replace it with code point
<rtl mirror> — consists of [r:<code point>] — if glyph is in right to left directional run, replace it with code point
<remap bases> — consists of sequence of {<mark class>:<code point>} or {<bit index>,<mark class>:<code point>} — if first glyph after this one (uninfluenced by features) is matching either class 0 or mark class (whichever came earlier) is of mark class (for first form) or has bit index set to 1 (for second form), then replace it with code point
<attributes> — consists of | followed by hexadecimal value indicating attributes (which will then be read bitwise in little endian by remap and remap base features)
<properties> — consists of + followed by any of: nislr (indicating bidi class for neutral, figure, separator, ltr, rtl, with default being neutral), m (indicating that glyph overstrikes with previous glyph in logical order, including across different bidi runs; this flag may be affected by remaps, but not by rtl mirror or remap bases), <mark class> (indicating mark class assigned to the glyph, default being 0), g (indicating that OpenType builds should have a ligature defined for that composition)
<bit index> — hexadecimal value representing index to attributes in little endian order (0 indicates least significant bit, 3 is most significant bit of last digit, etc.) (in Kissinger 2 dev5, indexes 0 to 10 are used, which in decimal is 0 to 16, for a total of 17 bits indexed)
<mark class> — hexadecimal value representing mark class, default being 0 (in Kissinger 2 dev5, classes 0 to 4 are used)
<bit value> — 0 or 1 (in Kissinger 2 dev5, only 1 is used, since bit value 0 does not activate features)
<comment> — ignored, consists of 0 or more space characters followed by ; followed by any printable ASCII characters until the end of the line
Eventual completion of the BMP
When the BMP (Basic Multilingual Plane) in 0000—FFFF gets finished in the latest Unicode version, including all the relevant CSUR characters in BMP, the Kissinger 2 version numbers will switch from dev versions to version numbers, with major version based on the Unicode version number and minor version used for additional font revisions.
The 16.16 fixed point version (as in the fontRevision field of head table) is going to be mapped like this:
— 16 bits of integer part are mapped to signed 16-bit integer part of major version
— 7 bits of fractional part are mapped to 7 fractional bits of major version (usually 2 decimal places rounded to nearest multiple of 1÷128)
— 5 bits of fractional part are mapped to unsigned 5-bit integer part of minor version
— 4 bits of fractional part are mapped to 4 fractional bits of minor version (usually 1 decimal place rounded to nearest multiple of 1÷16)
Font previews
As of version dev5, Kissinger 2 has 26466 halfwidth characters:
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ȡȢȣȤȥȦȧȨȩȪȫȬȭȮȯȰȱȲȳȴȵȶȷȸȹȺȻȼȽȾȿɀɁɂɃɄɅɆɇɈɉɊɋɌɍɎɏɐɑɒɓɔɕɖɗɘəɚɛɜɝɞɟɠɡɢɣɤɥɦɧɨɩɪɫɬɭɮɯɰɱɲɳɴɵɶɷɸɹɺɻɼɽɾɿʀʁʂʃʄʅʆʇʈʉʊʋʌʍʎʏʐʑʒʓʔʕʖʗʘʙʚʛʜʝʞʟʠʡʢʣʤʥʦʧʨʩʪʫʬʭʮʯʰʱʲʳʴʵʶʷʸʹʺʻʼʽʾʿˀ
ˁ˂˃˄˅ˆˇˈˉˊˋˌˍˎˏːˑ˒˓˔˕˖˗˘˙˚˛˜˝˞˟ˠˡˢˣˤ˥˦˧˨˩˪˫ˬ˭ˮ˯˰˱˲˳˴˵˶˷˸˹˺˻˼˽˾˿̴̵̶̷̸̡̢̧̨̛̖̗̘̙̜̝̞̟̠̣̤̥̦̩̪̫̬̭̮̯̰̱̲̳̹̺̻̼͇͈͉͍͎̀́̂̃̄̅̆̇̈̉̊̋̌̍̎̏̐̑̒̓̔̽̾̿̀́͂̓̈́͆͊͋͌̕̚ͅ͏͓͔͕͖͙͚͐͑͒͗͛͘͜͟͝͞͠
ͣͤͥͦͧͨͩͪͫͬͭͮͯ͢͡ͰͱͲͳʹ͵Ͷͷͺͻͼͽ;Ϳ΄΅Ά·ΈΉΊΌΎΏΐΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡΣΤΥΦΧΨΩΪΫάέήίΰαβγδεζηθικλμνξοπρςστυφχψωϊϋόύώϏϐϑϒϓϔϕϖϗϘϙϚϛϜϝϞϟϠϡϢϣϤϥϦϧϨϩϪϫϬϭϮϯϰϱϲϳϴϵ϶ϷϸϹϺϻϼϽϾϿЀЁЂЃЄЅІЇЈЉ
ЊЋЌЍЎЏАБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмнопрстуфхцчшщъыьэюяѐёђѓєѕіїјљњћќѝўџѠѡѢѣѤѥѦѧѨѩѪѫѬѭѮѯѰѱѲѳѴѵѶѷѸѹѺѻѼѽѾѿҀҁ҂҃҄҅҆҇҈҉ҊҋҌҍҎҏҐґҒғҔҕҖҗҘҙҚқҜҝҞҟҠҡҢңҤҥҦҧҨҩ
ҪҫҬҭҮүҰұҲҳҴҵҶҷҸҹҺһҼҽҾҿӀӁӂӃӄӅӆӇӈӉӊӋӌӍӎӏӐӑӒӓӔӕӖӗӘәӚӛӜӝӞӟӠӡӢӣӤӥӦӧӨөӪӫӬӭӮӯӰӱӲӳӴӵӶӷӸӹӺӻӼӽӾӿԀԁԂԃԄԅԆԇԈԉԊԋԌԍԎԏԐԑԒԓԔԕԖԗԘԙԚԛԜԝԞԟԠԡԢԣԤԥԦԧԨԩԪԫԬԭԮԯԱԲԳԴԵԶԷԸԹԺԻԼԽԾԿՀՁՂՃՄՅՆՇՈՉՊ
ՋՌՍՎՏՐՑՒՓՔՕՖՙ՚՛՜՝՞՟ՠաբգդեզէըթժիլխծկհձղճմյնշոչպջռսվտրցւփքօֆևֈ։֊֍֎֏ְֱֲֳִֵֶַָֹֺֻּֽ֑֖֛֢֣֤֥֦֧֪֚֭֮֒֓֔֕֗֘֙֜֝֞֟֠֡֨֩֫֬֯־ֿ׀ׁׂ׃ׅׄ׆ׇאבגדהוזחטיךכלםמןנסעףפץצקרשתׯװױײ׳״؆
؇؈؉؊؋،؍؎؏ؘؙؚؐؑؒؓؔؕؖؗ؛؝؞؟ؠءآأؤإئابةتثجحخدذرزسشصضطظعغػؼؽؾؿـفقكلمنهوىيًٌٍَُِّْٕٖٜٟٓٔٗ٘ٙٚٛٝٞ٠١٢٣٤٥٦٧٨٩٪٫٬٭ٮٯٰٱٲٳٴٵٶٷٸٹٺٻټٽپٿڀځڂڃڄڅچڇڈډڊڋڌڍڎڏڐڑڒړڔڕږڗژڙښڛڜڝڞڟڠڡڢڣڤڥڦ
ڧڨکڪګڬڭڮگڰڱڲڳڴڵڶڷڸڹںڻڼڽھڿۀہۂۃۄۅۆۇۈۉۊۋیۍێۏېۑےۓ۔ەۖۗۘۙۚۛۜ۞ۣ۟۠ۡۢۤۥۦۧۨ۩۪ۭ۫۬ۮۯ۰۱۲۳۴۵۶۷۸۹ۺۻۼ۽۾ۿ܀܁܂܃܄܅܆܇܈܉܊܋܌܍ܐܑܒܓܔܕܖܗܘܙܚܛܜܝܞܟܠܡܢܣܤܥܦܧܨܩܪܫܬܭܮܯܱܴܷܸܹܻܼܾ݂݄݆ܰܲܳܵܶܺܽܿ݀݁݃݅݇
݈݉݊ݍݎݏݐݑݒݓݔݕݖݗݘݙݚݛݜݝݞݟݠݡݢݣݤݥݦݧݨݩݪݫݬݭݮݯݰݱݲݳݴݵݶݷݸݹݺݻݼݽݾݿހށނރބޅކއވމފދތލގޏސޑޒޓޔޕޖޗޘޙޚޛޜޝޞޟޠޡޢޣޤޥަާިީުޫެޭޮޯްޱ߀߁߂߃߄߅߆߇߈߉ߊߋߌߍߎߏߐߑߒߓߔߕߖߗߘߙߚߛߜߝߞߟߠߡߢߣߤߥߦߧߨߩߪ߲߫߬߭߮߯߰߱߳ߴߵ߶߷
߸߹ߺ߽߾߿ࠀࠁࠂࠃࠄࠅࠆࠇࠈࠉࠊࠋࠌࠍࠎࠏࠐࠑࠒࠓࠔࠕࠖࠗ࠘࠙ࠚࠛࠜࠝࠞࠟࠠࠡࠢࠣࠤࠥࠦࠧࠨࠩࠪࠫࠬ࠭࠰࠱࠲࠳࠴࠵࠶࠷࠸࠹࠺࠻࠼࠽࠾ࡀࡁࡂࡃࡄࡅࡆࡇࡈࡉࡊࡋࡌࡍࡎࡏࡐࡑࡒࡓࡔࡕࡖࡗࡘ࡙࡚࡛࡞ࡠࡡࡢࡣࡤࡥࡦࡧࡨࡩࡪࡰࡱࡲࡳࡴࡵࡶࡷࡸࡹࡺࡻࡼࡽࡾࡿࢀࢁࢂࢃࢄࢅࢆࢇ࢈ࢉࢊࢋࢌࢍࢎ࢙࢚࢛࢘࢜࢝࢞࢟ࢠࢡࢢࢣࢤࢥࢦࢧࢨࢩ
ࢪࢫࢬࢭࢮࢯࢰࢱࢲࢳࢴࢵࢶࢷࢸࢹࢺࢻࢼࢽࢾࢿࣀࣁࣂࣃࣄࣅࣆࣇࣈࣉࣰࣱࣲ࣏࣐࣑࣒࣓ࣣࣦࣩ࣭࣮࣯ࣶࣹࣺ࣊࣋࣌࣍࣎ࣔࣕࣖࣗࣘࣙࣚࣛࣜࣝࣞࣟ࣠࣡ࣤࣥࣧࣨ࣪࣫࣬ࣳࣴࣵࣷࣸࣻࣼࣽࣾࣿऀँंःऄअआइईउऊऋऌऍऎएऐऑऒओऔकखगघङचछजझञटठडढणतथदधनऩपफबभमयरऱलळऴवशषसहऺऻ़ऽािीुूृॄॅॆेैॉ
ॊोौ्ॎॏॐ॒॑॓॔ॕॖॗक़ख़ग़ज़ड़ढ़फ़य़ॠॡॢॣ।॥०१२३४५६७८९॰ॱॲॳॴॵॶॷॸॹॺॻॼॽॾॿঀঁংঃঅআইঈউঊঋঌএঐওঔকখগঘঙচছজঝঞটঠডঢণতথদধনপফবভমযরলশষসহ়ঽািীুূৃৄেৈোৌ্ৎৗড়ঢ়য়ৠৡৢৣ০১২৩৪৫৬৭৮৯ৰৱ৲৳৴৵৶৷৸৹৺৻ৼ৽৾ਁਂਃਅਆਇਈਉਊਏ
ਐਓਔਕਖਗਘਙਚਛਜਝਞਟਠਡਢਣਤਥਦਧਨਪਫਬਭਮਯਰਲਲ਼ਵਸ਼ਸਹ਼ਾਿੀੁੂੇੈੋੌ੍ੑਖ਼ਗ਼ਜ਼ੜਫ਼੦੧੨੩੪੫੬੭੮੯ੰੱੲੳੴੵ੶ઁંઃઅઆઇઈઉઊઋઌઍએઐઑઓઔકખગઘઙચછજઝઞટઠડઢણતથદધનપફબભમયરલળવશષસહ઼ઽાિીુૂૃૄૅેૈૉોૌ્ૐૠૡૢૣ૦૧૨૩૪૫૬૭૮૯૰૱ૹૺૻૼ૽૾
૿ଁଂଃଅଆଇଈଉଊଋଌଏଐଓଔକଖଗଘଙଚଛଜଝଞଟଠଡଢଣତଥଦଧନପଫବଭମଯରଲଳଵଶଷସହ଼ଽାିୀୁୂୃୄେୈୋୌ୍୕ୖୗଡ଼ଢ଼ୟୠୡୢୣ୦୧୨୩୪୫୬୭୮୯୰ୱ୲୳୴୵୶୷ஂஃஅஆஇஈஉஊஎஏஐஒஓஔகஙசஜஞடணதநனபமயரறலளழவஶஷஸஹாிீுூெேைொோௌ்ௐௗ௦௧௨௩௪௫௬௭௮௯௰௱௲௳௴௵௶
௷௸௹௺ఀఁంఃఄఅఆఇఈఉఊఋఌఎఏఐఒఓఔకఖగఘఙచఛజఝఞటఠడఢణతథదధనపఫబభమయరఱలళఴవశషసహ఼ఽాిీుూృౄెేైొోౌ్ౕౖౘౙౚౝౠౡౢౣ౦౧౨౩౪౫౬౭౮౯౷౸౹౺౻౼౽౾౿ಀಁಂಃ಄ಅಆಇಈಉಊಋಌಎಏಐಒಓಔಕಖಗಘಙಚಛಜಝಞಟಠಡಢಣತಥದಧನಪಫಬಭಮಯರಱಲಳವಶಷಸಹ಼
ಽಾಿೀುೂೃೄೆೇೈೊೋೌ್ೕೖೝೞೠೡೢೣ೦೧೨೩೪೫೬೭೮೯ೱೲೳഀഁംഃഄഅആഇഈഉഊഋഌഎഏഐഒഓഔകഖഗഘങചഛജഝഞടഠഡഢണതഥദധനഩപഫബഭമയരറലളഴവശഷസഹഺ഻഼ഽാിീുൂൃൄെേൈൊോൌ്ൎ൏ൔൕൖൗ൘൙൚൛൜൝൞ൟൠൡൢൣ൦൧൨൩൪൫൬൭൮൯൰൱൲൳൴൵൶൷൸൹ൺൻർൽൾൿඁංඃඅආ
ඇඈඉඊඋඌඍඎඏඐඑඒඓඔඕඖකඛගඝඞඟචඡජඣඤඥඦටඨඩඪණඬතථදධනඳපඵබභමඹයරලවශෂසහළෆ්ාැෑිීුූෘෙේෛොෝෞෟ෦෧෨෩෪෫෬෭෮෯ෲෳ෴กขฃคฅฆงจฉชซฌญฎฏฐฑฒณดตถทธนบปผฝพฟภมยรฤลฦวศษสหฬอฮฯะัาำิีึืฺุู฿เแโใไๅๆ็่้๊๋์ํ๎
๏๐๑๒๓๔๕๖๗๘๙๚๛ກຂຄຆງຈຉຊຌຍຎຏຐຑຒຓດຕຖທຘນບປຜຝພຟຠມຢຣລວຨຩສຫຬອຮຯະັາຳິີຶື຺ຸູົຼຽເແໂໃໄໆ່້໊໋໌ໍ໎໐໑໒໓໔໕໖໗໘໙ໜໝໞໟༀ༁༂༃༄༅༆༇༈༉༊་༌།༎༏༐༑༒༓༔༕༖༗༘༙༚༛༜༝༞༟༠༡༢༣༤༥༦༧༨༩༪༫༬༭༮༯༰༱༲༳༴༵༶༷༸༹༺༻༼༽༾༿
ཀཁགགྷངཅཆཇཉཊཋཌཌྷཎཏཐདདྷནཔཕབབྷམཙཚཛཛྷཝཞཟའཡརལཤཥསཧཨཀྵཪཫཬཱཱཱིིུུྲྀཷླྀཹེཻོཽཾཿ྄ཱྀྀྂྃ྅྆྇ྈྉྊྋྌྍྎྏྐྑྒྒྷྔྕྖྗྙྚྛྜྜྷྞྟྠྡྡྷྣྤྥྦྦྷྨྩྪྫྫྷྭྮྯྰྱྲླྴྵྶྷྸྐྵྺྻྼ྾྿࿀࿁࿂࿃࿄࿅࿆࿇࿈࿉࿊࿋࿌࿎࿏࿐࿑࿒࿓࿔࿕࿖࿗࿘࿙࿚ကခဂဃငစဆဇဈဉညဋဌ
ဍဎဏတထဒဓနပဖဗဘမယရလဝသဟဠအဢဣဤဥဦဧဨဩဪါာိီုူေဲဳဴဵံ့း္်ျြွှဿ၀၁၂၃၄၅၆၇၈၉၊။၌၍၎၏ၐၑၒၓၔၕၖၗၘၙၚၛၜၝၞၟၠၡၢၣၤၥၦၧၨၩၪၫၬၭၮၯၰၱၲၳၴၵၶၷၸၹၺၻၼၽၾၿႀႁႂႃႄႅႆႇႈႉႊႋႌႍႎႏ႐႑႒႓႔႕႖႗႘႙ႚႛႜႝ႞႟ႠႡႢႣႤႥႦႧႨႩႪႫႬ
ႭႮႯႰႱႲႳႴႵႶႷႸႹႺႻႼႽႾႿჀჁჂჃჄჅჇჍაბგდევზთიკლმნოპჟრსტუფქღყშჩცძწჭხჯჰჱჲჳჴჵჶჷჸჹჺ჻ჼჽჾჿሀሁሂሃሄህሆሇለሉሊላሌልሎሏሐሑሒሓሔሕሖሗመሙሚማሜምሞሟሠሡሢሣሤሥሦሧረሩሪራሬርሮሯሰሱሲሳሴስሶሷሸሹሺሻሼሽሾሿቀቁቂቃቄቅቆቇቈቊቋቌቍቐቑቒቓቔቕቖቘ
ቚቛቜቝበቡቢባቤብቦቧቨቩቪቫቬቭቮቯተቱቲታቴትቶቷቸቹቺቻቼችቾቿኀኁኂኃኄኅኆኇኈኊኋኌኍነኑኒናኔንኖኗኘኙኚኛኜኝኞኟአኡኢኣኤእኦኧከኩኪካኬክኮኯኰኲኳኴኵኸኹኺኻኼኽኾዀዂዃዄዅወዉዊዋዌውዎዏዐዑዒዓዔዕዖዘዙዚዛዜዝዞዟዠዡዢዣዤዥዦዧየዩዪያዬይዮዯደዱዲዳዴድዶዷዸዹዺዻዼዽዾዿጀጁጂጃጄጅጆ
ጇገጉጊጋጌግጎጏጐጒጓጔጕጘጙጚጛጜጝጞጟጠጡጢጣጤጥጦጧጨጩጪጫጬጭጮጯጰጱጲጳጴጵጶጷጸጹጺጻጼጽጾጿፀፁፂፃፄፅፆፇፈፉፊፋፌፍፎፏፐፑፒፓፔፕፖፗፘፙፚ፝፞፟፠፡።፣፤፥፦፧፨፩፪፫፬፭፮፯፰፱፲፳፴፵፶፷፸፹፺፻፼ᎀᎁᎂᎃᎄᎅᎆᎇᎈᎉᎊᎋᎌᎍᎎᎏ᎐᎑᎒᎓᎔᎕᎖᎗᎘᎙ᎠᎡᎢᎣᎤᎥᎦᎧᎨᎩᎪᎫᎬᎭᎮᎯᎰᎱᎲᎳᎴ
ᎵᎶᎷᎸᎹᎺᎻᎼᎽᎾᎿᏀᏁᏂᏃᏄᏅᏆᏇᏈᏉᏊᏋᏌᏍᏎᏏᏐᏑᏒᏓᏔᏕᏖᏗᏘᏙᏚᏛᏜᏝᏞᏟᏠᏡᏢᏣᏤᏥᏦᏧᏨᏩᏪᏫᏬᏭᏮᏯᏰᏱᏲᏳᏴᏵᏸᏹᏺᏻᏼᏽ᐀ᐁᐂᐃᐄᐅᐆᐇᐈᐉᐊᐋᐌᐍᐎᐏᐐᐑᐒᐓᐔᐕᐖᐗᐘᐙᐚᐛᐜᐝᐞᐟᐠᐡᐢᐣᐤᐥᐦᐧᐨᐩᐪᐫᐬᐭᐮᐯᐰᐱᐲᐳᐴᐵᐶᐷᐸᐹᐺᐻᐼᐽᐾᐿᑀᑁᑂᑃᑄᑅᑆᑇᑈᑉᑊᑋᑌᑍᑎᑏᑐᑑᑒᑓᑔᑕᑖᑗᑘ
ᑙᑚᑛᑜᑝᑞᑟᑠᑡᑢᑣᑤᑥᑦᑧᑨᑩᑪᑫᑬᑭᑮᑯᑰᑱᑲᑳᑴᑵᑶᑷᑸᑹᑺᑻᑼᑽᑾᑿᒀᒁᒂᒃᒄᒅᒆᒇᒈᒉᒊᒋᒌᒍᒎᒏᒐᒑᒒᒓᒔᒕᒖᒗᒘᒙᒚᒛᒜᒝᒞᒟᒠᒡᒢᒣᒤᒥᒦᒧᒨᒩᒪᒫᒬᒭᒮᒯᒰᒱᒲᒳᒴᒵᒶᒷᒸᒹᒺᒻᒼᒽᒾᒿᓀᓁᓂᓃᓄᓅᓆᓇᓈᓉᓊᓋᓌᓍᓎᓏᓐᓑᓒᓓᓔᓕᓖᓗᓘᓙᓚᓛᓜᓝᓞᓟᓠᓡᓢᓣᓤᓥᓦᓧᓨᓩᓪᓫᓬᓭᓮᓯᓰᓱᓲᓳᓴᓵᓶᓷᓸ
ᓹᓺᓻᓼᓽᓾᓿᔀᔁᔂᔃᔄᔅᔆᔇᔈᔉᔊᔋᔌᔍᔎᔏᔐᔑᔒᔓᔔᔕᔖᔗᔘᔙᔚᔛᔜᔝᔞᔟᔠᔡᔢᔣᔤᔥᔦᔧᔨᔩᔪᔫᔬᔭᔮᔯᔰᔱᔲᔳᔴᔵᔶᔷᔸᔹᔺᔻᔼᔽᔾᔿᕀᕁᕂᕃᕄᕅᕆᕇᕈᕉᕊᕋᕌᕍᕎᕏᕐᕑᕒᕓᕔᕕᕖᕗᕘᕙᕚᕛᕜᕝᕞᕟᕠᕡᕢᕣᕤᕥᕦᕧᕨᕩᕪᕫᕬᕭᕮᕯᕰᕱᕲᕳᕴᕵᕶᕷᕸᕹᕺᕻᕼᕽᕾᕿᖀᖁᖂᖃᖄᖅᖆᖇᖈᖉᖊᖋᖌᖍᖎᖏᖐᖑᖒᖓᖔᖕᖖᖗᖘ
ᖙᖚᖛᖜᖝᖞᖟᖠᖡᖢᖣᖤᖥᖦᖧᖨᖩᖪᖫᖬᖭᖮᖯᖰᖱᖲᖳᖴᖵᖶᖷᖸᖹᖺᖻᖼᖽᖾᖿᗀᗁᗂᗃᗄᗅᗆᗇᗈᗉᗊᗋᗌᗍᗎᗏᗐᗑᗒᗓᗔᗕᗖᗗᗘᗙᗚᗛᗜᗝᗞᗟᗠᗡᗢᗣᗤᗥᗦᗧᗨᗩᗪᗫᗬᗭᗮᗯᗰᗱᗲᗳᗴᗵᗶᗷᗸᗹᗺᗻᗼᗽᗾᗿᘀᘁᘂᘃᘄᘅᘆᘇᘈᘉᘊᘋᘌᘍᘎᘏᘐᘑᘒᘓᘔᘕᘖᘗᘘᘙᘚᘛᘜᘝᘞᘟᘠᘡᘢᘣᘤᘥᘦᘧᘨᘩᘪᘫᘬᘭᘮᘯᘰᘱᘲᘳᘴᘵᘶᘷᘸ
ᘹᘺᘻᘼᘽᘾᘿᙀᙁᙂᙃᙄᙅᙆᙇᙈᙉᙊᙋᙌᙍᙎᙏᙐᙑᙒᙓᙔᙕᙖᙗᙘᙙᙚᙛᙜᙝᙞᙟᙠᙡᙢᙣᙤᙥᙦᙧᙨᙩᙪᙫᙬ᙭᙮ᙯᙰᙱᙲᙳᙴᙵᙶᙷᙸᙹᙺᙻᙼᙽᙾᙿ ᚁᚂᚃᚄᚅᚆᚇᚈᚉᚊᚋᚌᚍᚎᚏᚐᚑᚒᚓᚔᚕᚖᚗᚘᚙᚚ᚛᚜ᚠᚡᚢᚣᚤᚥᚦᚧᚨᚩᚪᚫᚬᚭᚮᚯᚰᚱᚲᚳᚴᚵᚶᚷᚸᚹᚺᚻᚼᚽᚾᚿᛀᛁᛂᛃᛄᛅᛆᛇᛈᛉᛊᛋᛌᛍᛎᛏᛐᛑᛒᛓᛔᛕᛖᛗᛘᛙᛚᛛ
ᛜᛝᛞᛟᛠᛡᛢᛣᛤᛥᛦᛧᛨᛩᛪ᛫᛬᛭ᛮᛯᛰᛱᛲᛳᛴᛵᛶᛷᛸᜀᜁᜂᜃᜄᜅᜆᜇᜈᜉᜊᜋᜌᜍᜎᜏᜐᜑᜒᜓ᜔᜕ᜟᜠᜡᜢᜣᜤᜥᜦᜧᜨᜩᜪᜫᜬᜭᜮᜯᜰᜱᜲᜳ᜴᜵᜶ᝀᝁᝂᝃᝄᝅᝆᝇᝈᝉᝊᝋᝌᝍᝎᝏᝐᝑᝒᝓᝠᝡᝢᝣᝤᝥᝦᝧᝨᝩᝪᝫᝬᝮᝯᝰᝲᝳកខគឃងចឆជឈញដឋឌឍណតថទធនបផពភមយរលវឝឞសហឡអឣឤឥឦឧឨឩឪឫឬឭឮ
ឯឰឱឲឳ឴឵ាិីឹឺុូួើឿៀេែៃោៅំះៈ៉៊់៌៍៎៏័៑្៓។៕៖ៗ៘៙៚៛ៜ៝០១២៣៤៥៦៧៨៩៰៱៲៳៴៵៶៷៸៹᠀᠁᠂᠃᠄᠅᠆᠇᠈᠉᠊᠋᠌᠍᠏᠐᠑᠒᠓᠔᠕᠖᠗᠘᠙ᠠᠡᠢᠣᠤᠥᠦᠧᠨᠩᠪᠫᠬᠭᠮᠯᠰᠱᠲᠳᠴᠵᠶᠷᠸᠹᠺᠻᠼᠽᠾᠿᡀᡁᡂᡃᡄᡅᡆᡇᡈᡉᡊᡋᡌᡍᡎᡏᡐᡑᡒᡓᡔᡕᡖᡗᡘᡙᡚᡛᡜᡝᡞᡟᡠᡡᡢ
ᡣᡤᡥᡦᡧᡨᡩᡪᡫᡬᡭᡮᡯᡰᡱᡲᡳᡴᡵᡶᡷᡸᢀᢁᢂᢃᢄᢅᢆᢇᢈᢉᢊᢋᢌᢍᢎᢏᢐᢑᢒᢓᢔᢕᢖᢗᢘᢙᢚᢛᢜᢝᢞᢟᢠᢡᢢᢣᢤᢥᢦᢧᢨᢩᢪᢰᢱᢲᢳᢴᢵᢶᢷᢸᢹᢺᢻᢼᢽᢾᢿᣀᣁᣂᣃᣄᣅᣆᣇᣈᣉᣊᣋᣌᣍᣎᣏᣐᣑᣒᣓᣔᣕᣖᣗᣘᣙᣚᣛᣜᣝᣞᣟᣠᣡᣢᣣᣤᣥᣦᣧᣨᣩᣪᣫᣬᣭᣮᣯᣰᣱᣲᣳᣴᣵᤀᤁᤂᤃᤄᤅᤆᤇᤈᤉᤊᤋᤌᤍᤎᤏᤐᤑᤒᤓᤔᤕᤖᤗᤘ
ᤙᤚᤛᤜᤝᤞᤠᤡᤢᤣᤤᤥᤦᤧᤨᤩᤪᤫᤰᤱᤲᤳᤴᤵᤶᤷᤸ᤻᤹᤺᥀᥄᥅᥆᥇᥈᥉᥊᥋᥌᥍᥎᥏ᥐᥑᥒᥓᥔᥕᥖᥗᥘᥙᥚᥛᥜᥝᥞᥟᥠᥡᥢᥣᥤᥥᥦᥧᥨᥩᥪᥫᥬᥭᥰᥱᥲᥳᥴᦀᦁᦂᦃᦄᦅᦆᦇᦈᦉᦊᦋᦌᦍᦎᦏᦐᦑᦒᦓᦔᦕᦖᦗᦘᦙᦚᦛᦜᦝᦞᦟᦠᦡᦢᦣᦤᦥᦦᦧᦨᦩᦪᦫᦰᦱᦲᦳᦴᦵᦶᦷᦸᦹᦺᦻᦼᦽᦾᦿᧀᧁᧂᧃᧄᧅᧆᧇᧈᧉ᧐᧑᧒᧓᧔᧕᧖᧗᧘᧙᧚᧞
᧟᧠᧡᧢᧣᧤᧥᧦᧧᧨᧩᧪᧫᧬᧭᧮᧯᧰᧱᧲᧳᧴᧵᧶᧷᧸᧹᧺᧻᧼᧽᧾᧿ᨀᨁᨂᨃᨄᨅᨆᨇᨈᨉᨊᨋᨌᨍᨎᨏᨐᨑᨒᨓᨔᨕᨖᨘᨗᨙᨚᨛ᨞᨟ᨠᨡᨢᨣᨤᨥᨦᨧᨨᨩᨪᨫᨬᨭᨮᨯᨰᨱᨲᨳᨴᨵᨶᨷᨸᨹᨺᨻᨼᨽᨾᨿᩀᩁᩂᩃᩄᩅᩆᩇᩈᩉᩊᩋᩌᩍᩎᩏᩐᩑᩒᩓᩔᩕᩖᩗᩘᩙᩚᩛᩜᩝᩞ᩠ᩡᩢᩣᩤᩥᩦᩧᩨᩩᩪᩫᩬᩭᩮᩯᩰᩱᩲᩳᩴ᩿᩵᩶᩷᩸᩹᩺᩻᩼᪀᪁᪂᪃
᪄᪅᪆᪇᪈᪉᪐᪑᪒᪓᪔᪕᪖᪗᪘᪙᪠᪡᪢᪣᪤᪥᪦ᪧ᪨᪩᪪᪫᪬᪭᪵᪶᪷᪸᪹᪺᪽᪰᪱᪲᪳᪴᪻᪼᪾ᪿᫀ᫃᫄᫊᫁᫂᫅᫆᫇᫈᫉᫋ᫌᫍᫎᬀᬁᬂᬃᬄᬅᬆᬇᬈᬉᬊᬋᬌᬍᬎᬏᬐᬑᬒᬓᬔᬕᬖᬗᬘᬙᬚᬛᬜᬝᬞᬟᬠᬡᬢᬣᬤᬥᬦᬧᬨᬩᬪᬫᬬᬭᬮᬯᬰᬱᬲᬳ᬴ᬵᬶᬷᬸᬹᬺᬻᬼᬽᬾᬿᭀᭁᭂᭃ᭄ᭅᭆᭇ
ᭈᭉᭊᭋᭌ᭐᭑᭒᭓᭔᭕᭖᭗᭘᭙᭚᭛᭜᭝᭞᭟᭠᭡᭢᭣᭤᭥᭦᭧᭨᭩᭪᭬᭫᭭᭮᭯᭰᭱᭲᭳᭴᭵᭶᭷᭸᭹᭺᭻᭼᭽᭾ᮀᮁᮂᮃᮄᮅᮆᮇᮈᮉᮊᮋᮌᮍᮎᮏᮐᮑᮒᮓᮔᮕᮖᮗᮘᮙᮚᮛᮜᮝᮞᮟᮠᮡᮢᮣᮤᮥᮦᮧᮨᮩ᮪᮫ᮬᮭᮮᮯ᮰᮱᮲᮳᮴᮵᮶᮷᮸᮹ᮺᮻᮼᮽᮾᮿᯀᯁᯂᯃᯄᯅᯆᯇᯈᯉᯊᯋᯌᯍᯎᯏᯐᯑᯒᯓᯔᯕᯖᯗᯘᯙᯚᯛᯜᯝᯞᯟᯠᯡᯢᯣᯤᯥ᯦ᯧᯨ
ᯩᯪᯫᯬᯭᯮᯯᯰᯱ᯲᯳᯼᯽᯾᯿ᰀᰁᰂᰃᰄᰅᰆᰇᰈᰉᰊᰋᰌᰍᰎᰏᰐᰑᰒᰓᰔᰕᰖᰗᰘᰙᰚᰛᰜᰝᰞᰟᰠᰡᰢᰣᰤᰥᰦᰧᰨᰩᰪᰫᰬᰭᰮᰯᰰᰱᰲᰳᰴᰵᰶ᰷᰻᰼᰽᰾᰿᱀᱁᱂᱃᱄᱅᱆᱇᱈᱉ᱍᱎᱏ᱐᱑᱒᱓᱔᱕᱖᱗᱘᱙ᱚᱛᱜᱝᱞᱟᱠᱡᱢᱣᱤᱥᱦᱧᱨᱩᱪᱫᱬᱭᱮᱯᱰᱱᱲᱳᱴᱵᱶᱷᱸᱹᱺᱻᱼᱽ᱾᱿ᲀᲁᲂᲃᲄᲅᲆᲇᲈᲐᲑᲒᲓᲔᲕᲖᲗᲘᲙᲚᲛ
ᲜᲝᲞᲟᲠᲡᲢᲣᲤᲥᲦᲧᲨᲩᲪᲫᲬᲭᲮᲯᲰᲱᲲᲳᲴᲵᲶᲷᲸᲹᲺᲽᲾᲿ᳀᳁᳂᳃᳄᳅᳆᳇᳐᳑᳒᳓᳔᳕᳖᳗᳘᳙᳜᳝᳞᳟᳚᳛᳠᳡᳢᳣᳤᳥᳦᳧᳨ᳩᳪᳫᳬ᳭ᳮᳯᳰᳱᳲᳳ᳴ᳵᳶ᳷᳸᳹ᳺᴀᴁᴂᴃᴄᴅᴆᴇᴈᴉᴊᴋᴌᴍᴎᴏᴐᴑᴒᴓᴔᴕᴖᴗᴘᴙᴚᴛᴜᴝᴞᴟᴠᴡᴢᴣᴤᴥᴦᴧᴨᴩᴪᴫᴬᴭᴮᴯᴰᴱᴲᴳᴴᴵᴶᴷᴸᴹᴺᴻᴼᴽᴾᴿᵀᵁᵂᵃᵄᵅᵆᵇᵈᵉᵊ
ᵋᵌᵍᵎᵏᵐᵑᵒᵓᵔᵕᵖᵗᵘᵙᵚᵛᵜᵝᵞᵟᵠᵡᵢᵣᵤᵥᵦᵧᵨᵩᵪᵫᵬᵭᵮᵯᵰᵱᵲᵳᵴᵵᵶᵷᵸᵹᵺᵻᵼᵽᵾᵿᶀᶁᶂᶃᶄᶅᶆᶇᶈᶉᶊᶋᶌᶍᶎᶏᶐᶑᶒᶓᶔᶕᶖᶗᶘᶙᶚᶛᶜᶝᶞᶟᶠᶡᶢᶣᶤᶥᶦᶧᶨᶩᶪᶫᶬᶭᶮᶯᶰᶱᶲᶳᶴᶵᶶᶷᶸᶹᶺᶻᶼᶽᶾᶿ᷐᷎᷂᷊᷏᷀᷁᷃᷄᷅᷆᷇᷈᷉᷋᷌᷑᷒ᷓᷔᷕᷖᷗᷘᷙᷚᷛᷜᷝᷞᷟᷠᷡᷢᷣᷤᷥᷦᷧᷨᷩᷪ᷍
᷺᷹᷽᷿᷷᷸ᷫᷬᷭᷮᷯᷰᷱᷲᷳᷴ᷵᷻᷾᷶᷼ḀḁḂḃḄḅḆḇḈḉḊḋḌḍḎḏḐḑḒḓḔḕḖḗḘḙḚḛḜḝḞḟḠḡḢḣḤḥḦḧḨḩḪḫḬḭḮḯḰḱḲḳḴḵḶḷḸḹḺḻḼḽḾḿṀṁṂṃṄṅṆṇṈṉṊṋṌṍṎṏṐṑṒṓṔṕṖṗṘṙṚṛṜṝṞṟṠṡṢṣṤṥṦṧṨṩṪṫṬṭṮṯṰṱṲṳṴṵṶṷṸṹṺṻṼṽṾṿẀẁẂẃẄẅẆẇẈẉẊ
ẋẌẍẎẏẐẑẒẓẔẕẖẗẘẙẚẛẜẝẞẟẠạẢảẤấẦầẨẩẪẫẬậẮắẰằẲẳẴẵẶặẸẹẺẻẼẽẾếỀềỂểỄễỆệỈỉỊịỌọỎỏỐốỒồỔổỖỗỘộỚớỜờỞởỠỡỢợỤụỦủỨứỪừỬửỮữỰựỲỳỴỵỶỷỸỹỺỻỼỽỾỿἀἁἂἃἄἅἆἇἈἉἊἋἌἍἎἏἐἑἒἓἔἕἘἙἚἛἜἝἠἡἢἣἤἥἦἧἨἩἪἫἬἭἮ
ἯἰἱἲἳἴἵἶἷἸἹἺἻἼἽἾἿὀὁὂὃὄὅὈὉὊὋὌὍὐὑὒὓὔὕὖὗὙὛὝὟὠὡὢὣὤὥὦὧὨὩὪὫὬὭὮὯὰάὲέὴήὶίὸόὺύὼώᾀᾁᾂᾃᾄᾅᾆᾇᾈᾉᾊᾋᾌᾍᾎᾏᾐᾑᾒᾓᾔᾕᾖᾗᾘᾙᾚᾛᾜᾝᾞᾟᾠᾡᾢᾣᾤᾥᾦᾧᾨᾩᾪᾫᾬᾭᾮᾯᾰᾱᾲᾳᾴᾶᾷᾸᾹᾺΆᾼ᾽ι᾿῀῁ῂῃῄῆῇῈΈῊΉῌ῍῎῏ῐῑῒΐῖῗῘῙῚΊ῝
῞῟ῠῡῢΰῤῥῦῧῨῩῪΎῬ῭΅`ῲῳῴῶῷῸΌῺΏῼ´῾ ‐‑‒–—―‖‗‘’‚‛“”„‟†‡•‣․‥…‧
‰‱′″‴‵‶‷‸‹›※‼‽‾‿⁀⁁⁂⁃⁄⁅⁆⁇⁈⁉⁊⁋⁌⁍⁎⁏⁐⁑⁒⁓⁔⁕⁖⁗⁘⁙⁚⁛⁜⁝⁞ ⁰ⁱ⁴⁵⁶⁷⁸⁹⁺⁻⁼⁽⁾ⁿ₀₁₂₃₄
₅₆₇₈₉₊₋₌₍₎ₐₑₒₓₔₕₖₗₘₙₚₛₜ₠₡₢₣₤₥₦₧₨₩₪₫€₭₮₯₰₱₲₳₴₵₶₷₸₹₺₻₼₽₾₿⃀⃒⃓⃘⃙⃚⃐⃑⃔⃕⃖⃗⃛⃜⃝⃞⃟⃠⃡⃢⃣⃤⃥⃦⃪⃫⃨⃬⃭⃮⃯⃧⃩⃰℀℁ℂ℃℄℅℆ℇ℈℉ℊℋℌℍℎℏℐℑℒℓ℔ℕ№℗℘ℙℚℛℜℝ℞℟℠℡™℣ℤ℥Ω℧ℨ℩KÅℬℭ℮ℯℰℱℲℳℴℵℶℷℸℹ℺℻ℼℽℾℿ⅀⅁⅂⅃⅄ⅅ
ⅆⅇⅈⅉ⅊⅋⅌⅍ⅎ⅏⅐⅑⅒⅓⅔⅕⅖⅗⅘⅙⅚⅛⅜⅝⅞⅟ⅠⅡⅢⅣⅤⅥⅦⅧⅨⅩⅪⅫⅬⅭⅮⅯⅰⅱⅲⅳⅴⅵⅶⅷⅸⅹⅺⅻⅼⅽⅾⅿↀↁↂↃↄↅↆↇↈ↉↊↋←↑→↓↔↕↖↗↘↙↚↛↜↝↞↟↠↡↢↣↤↥↦↧↨↩↪↫↬↭↮↯↰↱↲↳↴↵↶↷↸↹↺↻↼↽↾↿⇀⇁⇂⇃⇄⇅⇆⇇⇈⇉⇊⇋⇌⇍⇎⇏⇐⇑⇒⇓⇔⇕⇖⇗⇘⇙⇚⇛⇜⇝⇞⇟⇠⇡⇢⇣⇤⇥⇦⇧⇨⇩
⇪⇫⇬⇭⇮⇯⇰⇱⇲⇳⇴⇵⇶⇷⇸⇹⇺⇻⇼⇽⇾⇿∀∁∂∃∄∅∆∇∈∉∊∋∌∍∎∏∐∑−∓∔∕∖∗∘∙√∛∜∝∞∟∠∡∢∣∤∥∦∧∨∩∪∫∬∭∮∯∰∱∲∳∴∵∶∷∸∹∺∻∼∽∾∿≀≁≂≃≄≅≆≇≈≉≊≋≌≍≎≏≐≑≒≓≔≕≖≗≘≙≚≛≜≝≞≟≠≡≢≣≤≥≦≧≨≩≪≫≬≭≮≯≰≱≲≳≴≵≶≷≸≹≺≻≼≽≾≿⊀⊁⊂⊃⊄⊅⊆⊇⊈⊉
⊊⊋⊌⊍⊎⊏⊐⊑⊒⊓⊔⊕⊖⊗⊘⊙⊚⊛⊜⊝⊞⊟⊠⊡⊢⊣⊤⊥⊦⊧⊨⊩⊪⊫⊬⊭⊮⊯⊰⊱⊲⊳⊴⊵⊶⊷⊸⊹⊺⊻⊼⊽⊾⊿⋀⋁⋂⋃⋄⋅⋆⋇⋈⋉⋊⋋⋌⋍⋎⋏⋐⋑⋒⋓⋔⋕⋖⋗⋘⋙⋚⋛⋜⋝⋞⋟⋠⋡⋢⋣⋤⋥⋦⋧⋨⋩⋪⋫⋬⋭⋮⋯⋰⋱⋲⋳⋴⋵⋶⋷⋸⋹⋺⋻⋼⋽⋾⋿⌀⌁⌂⌃⌄⌅⌆⌇⌈⌉⌊⌋⌌⌍⌎⌏⌐⌑⌒⌓⌔⌕⌖⌗⌘⌙⌚⌛⌜⌝⌞⌟⌠⌡⌢⌣⌤⌥⌦⌧⌨〈
〉⌫⌬⌭⌮⌯⌰⌱⌲⌳⌴⌵⌶⌷⌸⌹⌺⌻⌼⌽⌾⌿⍀⍁⍂⍃⍄⍅⍆⍇⍈⍉⍊⍋⍌⍍⍎⍏⍐⍑⍒⍓⍔⍕⍖⍗⍘⍙⍚⍛⍜⍝⍞⍟⍠⍡⍢⍣⍤⍥⍦⍧⍨⍩⍪⍫⍬⍭⍮⍯⍰⍱⍲⍳⍴⍵⍶⍷⍸⍹⍺⍻⍼⍽⍾⍿⎀⎁⎂⎃⎄⎅⎆⎇⎈⎉⎊⎋⎌⎍⎎⎏⎐⎑⎒⎓⎔⎕⎖⎗⎘⎙⎚⎛⎜⎝⎞⎟⎠⎡⎢⎣⎤⎥⎦⎧⎨⎩⎪⎫⎬⎭⎮⎯⎰⎱⎲⎳⎴⎵⎶⎷⎸⎹⎺⎻⎼⎽⎾⎿⏀⏁⏂⏃⏄⏅⏆⏇⏈⏉
⏊⏋⏌⏍⏎⏏⏐⏑⏒⏓⏔⏕⏖⏗⏘⏙⏚⏛⏜⏝⏞⏟⏠⏡⏢⏣⏤⏥⏦⏧⏨⏩⏪⏫⏬⏭⏮⏯⏰⏱⏲⏳⏴⏵⏶⏷⏸⏹⏺⏻⏼⏽⏾⏿␀␁␂␃␄␅␆␇␈␉␊␋␌␍␎␏␐␑␒␓␔␕␖␗␘␙␚␛␜␝␞␟␠␡␢␣␥␦⑀⑁⑂⑃⑄⑅⑆⑇⑈⑉⑊①②③④⑤⑥⑦⑧⑨⑩⑪⑫⑬⑭⑮⑯⑰⑱⑲⑳⑴⑵⑶⑷⑸⑹⑺⑻⑼⑽⑾⑿⒀⒁⒂⒃⒄⒅⒆⒇⒈⒉⒊⒋⒌⒍⒎⒏⒐⒑⒒⒓⒔
⒕⒖⒗⒘⒙⒚⒛⒜⒝⒞⒟⒠⒡⒢⒣⒤⒥⒦⒧⒨⒩⒪⒫⒬⒭⒮⒯⒰⒱⒲⒳⒴⒵ⒶⒷⒸⒹⒺⒻⒼⒽⒾⒿⓀⓁⓂⓃⓄⓅⓆⓇⓈⓉⓊⓋⓌⓍⓎⓏⓐⓑⓒⓓⓔⓕⓖⓗⓘⓙⓚⓛⓜⓝⓞⓟⓠⓡⓢⓣⓤⓥⓦⓧⓨⓩ⓪⓫⓬⓭⓮⓯⓰⓱⓲⓳⓴⓵⓶⓷⓸⓹⓺⓻⓼⓽⓾⓿─━│┃┄┅┆┇┈┉┊┋┌┍┎┏┐┑┒┓└┕┖┗┘┙┚┛├┝┞┟┠┡┢┣┤┥┦┧┨┩┪┫┬┭┮┯┰┱┲┳┴
┵┶┷┸┹┺┻┼┽┾┿╀╁╂╃╄╅╆╇╈╉╊╋╌╍╎╏═║╒╓╔╕╖╗╘╙╚╛╜╝╞╟╠╡╢╣╤╥╦╧╨╩╪╫╬╭╮╯╰╱╲╳╴╵╶╷╸╹╺╻╼╽╾╿▀▁▂▃▄▅▆▇█▉▊▋▌▍▎▏▐░▒▓▔▕▖▗▘▙▚▛▜▝▞▟■□▢▣▤▥▦▧▨▩▪▫▬▭▮▯▰▱▲△▴▵▶▷▸▹►▻▼▽▾▿◀◁◂◃◄◅◆◇◈◉◊○◌◍◎●◐◑◒◓◔
◕◖◗◘◙◚◛◜◝◞◟◠◡◢◣◤◥◦◧◨◩◪◫◬◭◮◯◰◱◲◳◴◵◶◷◸◹◺◻◼◽◾◿☀☁☂☃☄★☆☇☈☉☊☋☌☍☎☏☐☑☒☓☔☕☖☗☘☙☚☛☜☝☞☟☠☡☢☣☤☥☦☧☨☩☪☫☬☭☮☯☰☱☲☳☴☵☶☷☸☹☺☻☼☽☾☿♀♁♂♃♄♅♆♇♈♉♊♋♌♍♎♏♐♑♒♓♔♕♖♗♘♙♚♛♜♝♞♟♠♡♢♣♤♥♦♧♨♩♪♫♬♭♮♯♰♱♲♳♴
♵♶♷♸♹♺♻♼♽♾♿⚀⚁⚂⚃⚄⚅⚆⚇⚈⚉⚊⚋⚌⚍⚎⚏⚐⚑⚒⚓⚔⚕⚖⚗⚘⚙⚚⚛⚜⚝⚞⚟⚠⚡⚢⚣⚤⚥⚦⚧⚨⚩⚪⚫⚬⚭⚮⚯⚰⚱⚲⚳⚴⚵⚶⚷⚸⚹⚺⚻⚼⚽⚾⚿⛀⛁⛂⛃⛄⛅⛆⛇⛈⛉⛊⛋⛌⛍⛎⛏⛐⛑⛒⛓⛔⛕⛖⛗⛘⛙⛚⛛⛜⛝⛞⛟⛠⛡⛢⛣⛤⛥⛦⛧⛨⛩⛪⛫⛬⛭⛮⛯⛰⛱⛲⛳⛴⛵⛶⛷⛸⛹⛺⛻⛼⛽⛾⛿✀✁✂✃✄✅✆✇✈✉✊✋✌✍✎✏✐✑✒✓✔
✕✖✗✘✙✚✛✜✝✞✟✠✡✢✣✤✥✦✧✨✩✪✫✬✭✮✯✰✱✲✳✴✵✶✷✸✹✺✻✼✽✾✿❀❁❂❃❄❅❆❇❈❉❊❋❌❍❎❏❐❑❒❓❔❕❖❗❘❙❚❛❜❝❞❟❠❡❢❣❤❥❦❧❨❩❪❫❬❭❮❯❰❱❲❳❴❵❶❷❸❹❺❻❼❽❾❿➀➁➂➃➄➅➆➇➈➉➊➋➌➍➎➏➐➑➒➓➔➕➖➗➘➙➚➛➜➝➞➟➠➡➢➣➤➥➦➧➨➩➪➫➬➭➮➯➰➱➲➳➴
➵➶➷➸➹➺➻➼➽➾➿⟀⟁⟂⟃⟄⟅⟆⟇⟈⟉⟊⟋⟌⟍⟎⟏⟐⟑⟒⟓⟔⟕⟖⟗⟘⟙⟚⟛⟜⟝⟞⟟⟠⟡⟢⟣⟤⟥⟦⟧⟨⟩⟪⟫⟬⟭⟮⟯⟰⟱⟲⟳⟴⟵⟶⟷⟸⟹⟺⟻⟼⟽⟾⟿⠀⠁⠂⠃⠄⠅⠆⠇⠈⠉⠊⠋⠌⠍⠎⠏⠐⠑⠒⠓⠔⠕⠖⠗⠘⠙⠚⠛⠜⠝⠞⠟⠠⠡⠢⠣⠤⠥⠦⠧⠨⠩⠪⠫⠬⠭⠮⠯⠰⠱⠲⠳⠴⠵⠶⠷⠸⠹⠺⠻⠼⠽⠾⠿⡀⡁⡂⡃⡄⡅⡆⡇⡈⡉⡊⡋⡌⡍⡎⡏⡐⡑⡒⡓⡔
⡕⡖⡗⡘⡙⡚⡛⡜⡝⡞⡟⡠⡡⡢⡣⡤⡥⡦⡧⡨⡩⡪⡫⡬⡭⡮⡯⡰⡱⡲⡳⡴⡵⡶⡷⡸⡹⡺⡻⡼⡽⡾⡿⢀⢁⢂⢃⢄⢅⢆⢇⢈⢉⢊⢋⢌⢍⢎⢏⢐⢑⢒⢓⢔⢕⢖⢗⢘⢙⢚⢛⢜⢝⢞⢟⢠⢡⢢⢣⢤⢥⢦⢧⢨⢩⢪⢫⢬⢭⢮⢯⢰⢱⢲⢳⢴⢵⢶⢷⢸⢹⢺⢻⢼⢽⢾⢿⣀⣁⣂⣃⣄⣅⣆⣇⣈⣉⣊⣋⣌⣍⣎⣏⣐⣑⣒⣓⣔⣕⣖⣗⣘⣙⣚⣛⣜⣝⣞⣟⣠⣡⣢⣣⣤⣥⣦⣧⣨⣩⣪⣫⣬⣭⣮⣯⣰⣱⣲⣳⣴
⣵⣶⣷⣸⣹⣺⣻⣼⣽⣾⣿⤀⤁⤂⤃⤄⤅⤆⤇⤈⤉⤊⤋⤌⤍⤎⤏⤐⤑⤒⤓⤔⤕⤖⤗⤘⤙⤚⤛⤜⤝⤞⤟⤠⤡⤢⤣⤤⤥⤦⤧⤨⤩⤪⤫⤬⤭⤮⤯⤰⤱⤲⤳⤴⤵⤶⤷⤸⤹⤺⤻⤼⤽⤾⤿⥀⥁⥂⥃⥄⥅⥆⥇⥈⥉⥊⥋⥌⥍⥎⥏⥐⥑⥒⥓⥔⥕⥖⥗⥘⥙⥚⥛⥜⥝⥞⥟⥠⥡⥢⥣⥤⥥⥦⥧⥨⥩⥪⥫⥬⥭⥮⥯⥰⥱⥲⥳⥴⥵⥶⥷⥸⥹⥺⥻⥼⥽⥾⥿⦀⦁⦂⦃⦄⦅⦆⦇⦈⦉⦊⦋⦌⦍⦎⦏⦐⦑⦒⦓⦔
⦕⦖⦗⦘⦙⦚⦛⦜⦝⦞⦟⦠⦡⦢⦣⦤⦥⦦⦧⦨⦩⦪⦫⦬⦭⦮⦯⦰⦱⦲⦳⦴⦵⦶⦷⦸⦹⦺⦻⦼⦽⦾⦿⧀⧁⧂⧃⧄⧅⧆⧇⧈⧉⧊⧋⧌⧍⧎⧏⧐⧑⧒⧓⧔⧕⧖⧗⧘⧙⧚⧛⧜⧝⧞⧟⧠⧡⧢⧣⧤⧥⧦⧧⧨⧩⧪⧫⧬⧭⧮⧯⧰⧱⧲⧳⧴⧵⧶⧷⧸⧹⧺⧻⧼⧽⧾⧿⨀⨁⨂⨃⨄⨅⨆⨇⨈⨉⨊⨋⨌⨍⨎⨏⨐⨑⨒⨓⨔⨕⨖⨗⨘⨙⨚⨛⨜⨝⨞⨟⨠⨡⨢⨣⨤⨥⨦⨧⨨⨩⨪⨫⨬⨭⨮⨯⨰⨱⨲⨳⨴
⨵⨶⨷⨸⨹⨺⨻⨼⨽⨾⨿⩀⩁⩂⩃⩄⩅⩆⩇⩈⩉⩊⩋⩌⩍⩎⩏⩐⩑⩒⩓⩔⩕⩖⩗⩘⩙⩚⩛⩜⩝⩞⩟⩠⩡⩢⩣⩤⩥⩦⩧⩨⩩⩪⩫⩬⩭⩮⩯⩰⩱⩲⩳⩴⩵⩶⩷⩸⩹⩺⩻⩼⩽⩾⩿⪀⪁⪂⪃⪄⪅⪆⪇⪈⪉⪊⪋⪌⪍⪎⪏⪐⪑⪒⪓⪔⪕⪖⪗⪘⪙⪚⪛⪜⪝⪞⪟⪠⪡⪢⪣⪤⪥⪦⪧⪨⪩⪪⪫⪬⪭⪮⪯⪰⪱⪲⪳⪴⪵⪶⪷⪸⪹⪺⪻⪼⪽⪾⪿⫀⫁⫂⫃⫄⫅⫆⫇⫈⫉⫊⫋⫌⫍⫎⫏⫐⫑⫒⫓⫔
⫕⫖⫗⫘⫙⫚⫛⫝̸⫝⫞⫟⫠⫡⫢⫣⫤⫥⫦⫧⫨⫩⫪⫫⫬⫭⫮⫯⫰⫱⫲⫳⫴⫵⫶⫷⫸⫹⫺⫻⫼⫽⫾⫿⬀⬁⬂⬃⬄⬅⬆⬇⬈⬉⬊⬋⬌⬍⬎⬏⬐⬑⬒⬓⬔⬕⬖⬗⬘⬙⬚⬛⬜⬝⬞⬟⬠⬡⬢⬣⬤⬥⬦⬧⬨⬩⬪⬫⬬⬭⬮⬯⬰⬱⬲⬳⬴⬵⬶⬷⬸⬹⬺⬻⬼⬽⬾⬿⭀⭁⭂⭃⭄⭅⭆⭇⭈⭉⭊⭋⭌⭍⭎⭏⭐⭑⭒⭓⭔⭕⭖⭗⭘⭙⭚⭛⭜⭝⭞⭟⭠⭡⭢⭣⭤⭥⭦⭧⭨⭩⭪⭫⭬⭭⭮⭯⭰⭱⭲⭳⭶
⭷⭸⭹⭺⭻⭼⭽⭾⭿⮀⮁⮂⮃⮄⮅⮆⮇⮈⮉⮊⮋⮌⮍⮎⮏⮐⮑⮒⮓⮔⮕⮗⮘⮙⮚⮛⮜⮝⮞⮟⮠⮡⮢⮣⮤⮥⮦⮧⮨⮩⮪⮫⮬⮭⮮⮯⮰⮱⮲⮳⮴⮵⮶⮷⮸⮹⮺⮻⮼⮽⮾⮿⯀⯁⯂⯃⯄⯅⯆⯇⯈⯉⯊⯋⯌⯍⯎⯏⯐⯑⯒⯓⯔⯕⯖⯗⯘⯙⯚⯛⯜⯝⯞⯟⯠⯡⯢⯣⯤⯥⯦⯧⯨⯩⯪⯫⯬⯭⯮⯯⯰⯱⯲⯳⯴⯵⯶⯷⯸⯹⯺⯻⯼⯽⯾⯿ⰀⰁⰂⰃⰄⰅⰆⰇⰈⰉⰊⰋⰌⰍⰎⰏⰐⰑⰒⰓⰔⰕⰖ
ⰗⰘⰙⰚⰛⰜⰝⰞⰟⰠⰡⰢⰣⰤⰥⰦⰧⰨⰩⰪⰫⰬⰭⰮⰯⰰⰱⰲⰳⰴⰵⰶⰷⰸⰹⰺⰻⰼⰽⰾⰿⱀⱁⱂⱃⱄⱅⱆⱇⱈⱉⱊⱋⱌⱍⱎⱏⱐⱑⱒⱓⱔⱕⱖⱗⱘⱙⱚⱛⱜⱝⱞⱟⱠⱡⱢⱣⱤⱥⱦⱧⱨⱩⱪⱫⱬⱭⱮⱯⱰⱱⱲⱳⱴⱵⱶⱷⱸⱹⱺⱻⱼⱽⱾⱿⲀⲁⲂⲃⲄⲅⲆⲇⲈⲉⲊⲋⲌⲍⲎⲏⲐⲑⲒⲓⲔⲕⲖⲗⲘⲙⲚⲛⲜⲝⲞⲟⲠⲡⲢⲣⲤⲥⲦⲧⲨⲩⲪⲫⲬⲭⲮⲯⲰⲱⲲⲳⲴⲵⲶ
ⲷⲸⲹⲺⲻⲼⲽⲾⲿⳀⳁⳂⳃⳄⳅⳆⳇⳈⳉⳊⳋⳌⳍⳎⳏⳐⳑⳒⳓⳔⳕⳖⳗⳘⳙⳚⳛⳜⳝⳞⳟⳠⳡⳢⳣⳤ⳥⳦⳧⳨⳩⳪ⳫⳬⳭⳮ⳯⳰⳱Ⳳⳳ⳹⳺⳻⳼⳽⳾⳿ⴀⴁⴂⴃⴄⴅⴆⴇⴈⴉⴊⴋⴌⴍⴎⴏⴐⴑⴒⴓⴔⴕⴖⴗⴘⴙⴚⴛⴜⴝⴞⴟⴠⴡⴢⴣⴤⴥⴧⴭⴰⴱⴲⴳⴴⴵⴶⴷⴸⴹⴺⴻⴼⴽⴾⴿⵀⵁⵂⵃⵄⵅⵆⵇⵈⵉⵊⵋⵌⵍⵎⵏⵐⵑⵒⵓⵔⵕⵖⵗⵘⵙⵚⵛⵜⵝⵞⵟⵠⵡⵢⵣ
ⵤⵥⵦⵧⵯ⵰⵿ⶀⶁⶂⶃⶄⶅⶆⶇⶈⶉⶊⶋⶌⶍⶎⶏⶐⶑⶒⶓⶔⶕⶖⶠⶡⶢⶣⶤⶥⶦⶨⶩⶪⶫⶬⶭⶮⶰⶱⶲⶳⶴⶵⶶⶸⶹⶺⶻⶼⶽⶾⷀⷁⷂⷃⷄⷅⷆⷈⷉⷊⷋⷌⷍⷎⷐⷑⷒⷓⷔⷕⷖⷘⷙⷚⷛⷜⷝⷞⷠⷡⷢⷣⷤⷥⷦⷧⷨⷩⷪⷫⷬⷭⷮⷯⷰⷱⷲⷳⷴⷵⷶⷷⷸⷹⷺⷻⷼⷽⷾⷿ⸀⸁⸂⸃⸄⸅⸆⸇⸈⸉⸊⸋⸌⸍⸎⸏⸐⸑⸒⸓⸔⸕⸖⸗⸘⸙⸚⸛⸜⸝⸞⸟⸠⸡⸢⸣⸤⸥⸦⸧⸨⸩
⸪⸫⸬⸭⸮ⸯ⸰⸱⸲⸳⸴⸵⸶⸷⸸⸹⸺⸻⸼⸽⸾⸿⹀⹁⹂⹃⹄⹅⹆⹇⹈⹉⹊⹋⹌⹍⹎⹏⹐⹑⹒⹓⹔⹕⹖⹗⹘⹙⹚⹛⹜⹝⿰⿱⿲⿳⿴⿵⿶⿷⿸⿹⿺⿻ 、。〇〈〉《》「」『』【】〒〔〕〝〞〟〿ぁあぃいぅうぇえぉおかきくけこさしすせそたちっつてとなにぬねのはひふへほまみむめもゃやゅゆょよらりるれろわをん゛゜ァアィイゥウェエォオカキクケ
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円分土年日時月木水火生秒金ꀀꀁꀂꀃꀄꀅꀆꀇꀈꀉꀊꀋꀌꀍꀎꀏꀐꀑꀒꀓꀔꀕꀖꀗꀘꀙꀚꀛꀜꀝꀞꀟꀠꀡꀢꀣꀤꀥꀦꀧꀨꀩꀪꀫꀬꀭꀮꀯꀰꀱꀲꀳꀴꀵꀶꀷꀸꀹꀺꀻꀼꀽꀾꀿꁀꁁꁂꁃꁄꁅꁆꁇꁈꁉꁊꁋꁌꁍꁎꁏꁐꁑꁒꁓꁔꁕꁖꁗꁘꁙꁚꁛꁜꁝꁞꁟꁠꁡꁢꁣꁤꁥꁦꁧꁨꁩꁪꁫꁬꁭꁮꁯꁰꁱꁲꁳꁴꁵꁶꁷꁸꁹꁺꁻꁼꁽꁾꁿꂀꂁꂂꂃꂄꂅꂆꂇꂈꂉꂊꂋꂌꂍꂎꂏꂐꂑꂒ
ꂓꂔꂕꂖꂗꂘꂙꂚꂛꂜꂝꂞꂟꂠꂡꂢꂣꂤꂥꂦꂧꂨꂩꂪꂫꂬꂭꂮꂯꂰꂱꂲꂳꂴꂵꂶꂷꂸꂹꂺꂻꂼꂽꂾꂿꃀꃁꃂꃃꃄꃅꃆꃇꃈꃉꃊꃋꃌꃍꃎꃏꃐꃑꃒꃓꃔꃕꃖꃗꃘꃙꃚꃛꃜꃝꃞꃟꃠꃡꃢꃣꃤꃥꃦꃧꃨꃩꃪꃫꃬꃭꃮꃯꃰꃱꃲꃳꃴꃵꃶꃷꃸꃹꃺꃻꃼꃽꃾꃿꄀꄁꄂꄃꄄꄅꄆꄇꄈꄉꄊꄋꄌꄍꄎꄏꄐꄑꄒꄓꄔꄕꄖꄗꄘꄙꄚꄛꄜꄝꄞꄟꄠꄡꄢꄣꄤꄥꄦꄧꄨꄩꄪꄫꄬꄭꄮꄯꄰꄱꄲ
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ꉳꉴꉵꉶꉷꉸꉹꉺꉻꉼꉽꉾꉿꊀꊁꊂꊃꊄꊅꊆꊇꊈꊉꊊꊋꊌꊍꊎꊏꊐꊑꊒꊓꊔꊕꊖꊗꊘꊙꊚꊛꊜꊝꊞꊟꊠꊡꊢꊣꊤꊥꊦꊧꊨꊩꊪꊫꊬꊭꊮꊯꊰꊱꊲꊳꊴꊵꊶꊷꊸꊹꊺꊻꊼꊽꊾꊿꋀꋁꋂꋃꋄꋅꋆꋇꋈꋉꋊꋋꋌꋍꋎꋏꋐꋑꋒꋓꋔꋕꋖꋗꋘꋙꋚꋛꋜꋝꋞꋟꋠꋡꋢꋣꋤꋥꋦꋧꋨꋩꋪꋫꋬꋭꋮꋯꋰꋱꋲꋳꋴꋵꋶꋷꋸꋹꋺꋻꋼꋽꋾꋿꌀꌁꌂꌃꌄꌅꌆꌇꌈꌉꌊꌋꌌꌍꌎꌏꌐꌑꌒ
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ꎳꎴꎵꎶꎷꎸꎹꎺꎻꎼꎽꎾꎿꏀꏁꏂꏃꏄꏅꏆꏇꏈꏉꏊꏋꏌꏍꏎꏏꏐꏑꏒꏓꏔꏕꏖꏗꏘꏙꏚꏛꏜꏝꏞꏟꏠꏡꏢꏣꏤꏥꏦꏧꏨꏩꏪꏫꏬꏭꏮꏯꏰꏱꏲꏳꏴꏵꏶꏷꏸꏹꏺꏻꏼꏽꏾꏿꐀꐁꐂꐃꐄꐅꐆꐇꐈꐉꐊꐋꐌꐍꐎꐏꐐꐑꐒꐓꐔꐕꐖꐗꐘꐙꐚꐛꐜꐝꐞꐟꐠꐡꐢꐣꐤꐥꐦꐧꐨꐩꐪꐫꐬꐭꐮꐯꐰꐱꐲꐳꐴꐵꐶꐷꐸꐹꐺꐻꐼꐽꐾꐿꑀꑁꑂꑃꑄꑅꑆꑇꑈꑉꑊꑋꑌꑍꑎꑏꑐꑑꑒ
ꑓꑔꑕꑖꑗꑘꑙꑚꑛꑜꑝꑞꑟꑠꑡꑢꑣꑤꑥꑦꑧꑨꑩꑪꑫꑬꑭꑮꑯꑰꑱꑲꑳꑴꑵꑶꑷꑸꑹꑺꑻꑼꑽꑾꑿꒀꒁꒂꒃꒄꒅꒆꒇꒈꒉꒊꒋꒌ꒐꒑꒒꒓꒔꒕꒖꒗꒘꒙꒚꒛꒜꒝꒞꒟꒠꒡꒢꒣꒤꒥꒦꒧꒨꒩꒪꒫꒬꒭꒮꒯꒰꒱꒲꒳꒴꒵꒶꒷꒸꒹꒺꒻꒼꒽꒾꒿꓀꓁꓂꓃꓄꓅꓆ꓐꓑꓒꓓꓔꓕꓖꓗꓘꓙꓚꓛꓜꓝꓞꓟꓠꓡꓢꓣꓤꓥꓦꓧꓨꓩꓪꓫꓬꓭꓮꓯꓰꓱꓲꓳꓴꓵꓶꓷꓸꓹꓺꓻꓼꓽ꓾
꓿ꔀꔁꔂꔃꔄꔅꔆꔇꔈꔉꔊꔋꔌꔍꔎꔏꔐꔑꔒꔓꔔꔕꔖꔗꔘꔙꔚꔛꔜꔝꔞꔟꔠꔡꔢꔣꔤꔥꔦꔧꔨꔩꔪꔫꔬꔭꔮꔯꔰꔱꔲꔳꔴꔵꔶꔷꔸꔹꔺꔻꔼꔽꔾꔿꕀꕁꕂꕃꕄꕅꕆꕇꕈꕉꕊꕋꕌꕍꕎꕏꕐꕑꕒꕓꕔꕕꕖꕗꕘꕙꕚꕛꕜꕝꕞꕟꕠꕡꕢꕣꕤꕥꕦꕧꕨꕩꕪꕫꕬꕭꕮꕯꕰꕱꕲꕳꕴꕵꕶꕷꕸꕹꕺꕻꕼꕽꕾꕿꖀꖁꖂꖃꖄꖅꖆꖇꖈꖉꖊꖋꖌꖍꖎꖏꖐꖑꖒꖓꖔꖕꖖꖗꖘꖙꖚꖛꖜꖝꖞ
ꖟꖠꖡꖢꖣꖤꖥꖦꖧꖨꖩꖪꖫꖬꖭꖮꖯꖰꖱꖲꖳꖴꖵꖶꖷꖸꖹꖺꖻꖼꖽꖾꖿꗀꗁꗂꗃꗄꗅꗆꗇꗈꗉꗊꗋꗌꗍꗎꗏꗐꗑꗒꗓꗔꗕꗖꗗꗘꗙꗚꗛꗜꗝꗞꗟꗠꗡꗢꗣꗤꗥꗦꗧꗨꗩꗪꗫꗬꗭꗮꗯꗰꗱꗲꗳꗴꗵꗶꗷꗸꗹꗺꗻꗼꗽꗾꗿꘀꘁꘂꘃꘄꘅꘆꘇꘈꘉꘊꘋꘌ꘍꘎꘏ꘐꘑꘒꘓꘔꘕꘖꘗꘘꘙꘚꘛꘜꘝꘞꘟ꘠꘡꘢꘣꘤꘥꘦꘧꘨꘩ꘪꘫꙀꙁꙂꙃꙄꙅꙆꙇꙈꙉꙊꙋꙌꙍꙎꙏꙐꙑꙒ
ꙓꙔꙕꙖꙗꙘꙙꙚꙛꙜꙝꙞꙟꙠꙡꙢꙣꙤꙥꙦꙧꙨꙩꙪꙫꙬꙭꙮ꙯꙰꙱꙲꙳ꙴꙵꙶꙷꙸꙹꙺꙻ꙼꙽꙾ꙿꚀꚁꚂꚃꚄꚅꚆꚇꚈꚉꚊꚋꚌꚍꚎꚏꚐꚑꚒꚓꚔꚕꚖꚗꚘꚙꚚꚛꚜꚝꚞꚟꚠꚡꚢꚣꚤꚥꚦꚧꚨꚩꚪꚫꚬꚭꚮꚯꚰꚱꚲꚳꚴꚵꚶꚷꚸꚹꚺꚻꚼꚽꚾꚿꛀꛁꛂꛃꛄꛅꛆꛇꛈꛉꛊꛋꛌꛍꛎꛏꛐꛑꛒꛓꛔꛕꛖꛗꛘꛙꛚꛛꛜꛝꛞꛟꛠꛡꛢꛣꛤꛥꛦꛧꛨꛩꛪꛫꛬꛭꛮꛯ꛰꛱꛲
꛳꛴꛵꛶꛷꜀꜁꜂꜃꜄꜅꜆꜇꜈꜉꜊꜋꜌꜍꜎꜏꜐꜑꜒꜓꜔꜕꜖ꜗꜘꜙꜚꜛꜜꜝꜞꜟ꜠꜡ꜢꜣꜤꜥꜦꜧꜨꜩꜪꜫꜬꜭꜮꜯꜰꜱꜲꜳꜴꜵꜶꜷꜸꜹꜺꜻꜼꜽꜾꜿꝀꝁꝂꝃꝄꝅꝆꝇꝈꝉꝊꝋꝌꝍꝎꝏꝐꝑꝒꝓꝔꝕꝖꝗꝘꝙꝚꝛꝜꝝꝞꝟꝠꝡꝢꝣꝤꝥꝦꝧꝨꝩꝪꝫꝬꝭꝮꝯꝰꝱꝲꝳꝴꝵꝶꝷꝸꝹꝺꝻꝼꝽꝾꝿꞀꞁꞂꞃꞄꞅꞆꞇꞈ꞉꞊ꞋꞌꞍꞎꞏꞐꞑꞒꞓꞔꞕꞖꞗꞘꞙꞚ
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𐂠𐂡𐂢𐂣𐂤𐂥𐂦𐂧𐂨𐂩𐂪𐂫𐂬𐂭𐂮𐂯𐂰𐂱𐂲𐂳𐂴𐂵𐂶𐂷𐂸𐂹𐂺𐂻𐂼𐂽𐂾𐂿𐃀𐃁𐃂𐃃𐃄𐃅𐃆𐃇𐃈𐃉𐃊𐃋𐃌𐃍𐃎𐃏𐃐𐃑𐃒𐃓𐃔𐃕𐃖𐃗𐃘𐃙𐃚𐃛𐃜𐃝𐃞𐃟𐃠𐃡𐃢𐃣𐃤𐃥𐃦𐃧𐃨𐃩𐃪𐃫𐃬𐃭𐃮𐃯𐃰𐃱𐃲𐃳𐃴𐃵𐃶𐃷𐃸𐃹𐃺𐄀𐄁𐄂𐄇𐄈𐄉𐄊𐄋𐄌𐄍𐄎𐄏𐄐𐄑𐄒𐄓𐄔𐄕𐄖𐄗𐄘𐄙𐄚𐄛𐄜𐄝𐄞𐄟𐄠𐄡𐄢𐄣𐄤𐄥𐄦𐄧𐄨𐄩𐄪𐄫𐄬𐄭𐄮𐄯𐄰𐄱𐄲𐄳𐄷𐄸𐄹𐄺𐄻𐄼𐄽𐄾𐄿𐅀𐅁𐅂𐅃𐅄𐅅𐅆𐅇𐅈𐅉𐅊𐅋
𐅌𐅍𐅎𐅏𐅐𐅑𐅒𐅓𐅔𐅕𐅖𐅗𐅘𐅙𐅚𐅛𐅜𐅝𐅞𐅟𐅠𐅡𐅢𐅣𐅤𐅥𐅦𐅧𐅨𐅩𐅪𐅫𐅬𐅭𐅮𐅯𐅰𐅱𐅲𐅳𐅴𐅵𐅶𐅷𐅸𐅹𐅺𐅻𐅼𐅽𐅾𐅿𐆀𐆁𐆂𐆃𐆄𐆅𐆆𐆇𐆈𐆉𐆊𐆋𐆌𐆍𐆎𐆐𐆑𐆒𐆓𐆔𐆕𐆖𐆗𐆘𐆙𐆚𐆛𐆜𐆠𐇐𐇑𐇒𐇓𐇔𐇕𐇖𐇗𐇘𐇙𐇚𐇛𐇜𐇝𐇞𐇟𐇠𐇡𐇢𐇣𐇤𐇥𐇦𐇧𐇨𐇩𐇪𐇫𐇬𐇭𐇮𐇯𐇰𐇱𐇲𐇳𐇴𐇵𐇶𐇷𐇸𐇹𐇺𐇻𐇼𐇽𐊀𐊁𐊂𐊃𐊄𐊅𐊆𐊇𐊈𐊉𐊊𐊋𐊌𐊍𐊎𐊏𐊐𐊑𐊒𐊓𐊔𐊕𐊖𐊗𐊘𐊙𐊚𐊛𐊜𐊠𐊡𐊢𐊣
𐊤𐊥𐊦𐊧𐊨𐊩𐊪𐊫𐊬𐊭𐊮𐊯𐊰𐊱𐊲𐊳𐊴𐊵𐊶𐊷𐊸𐊹𐊺𐊻𐊼𐊽𐊾𐊿𐋀𐋁𐋂𐋃𐋄𐋅𐋆𐋇𐋈𐋉𐋊𐋋𐋌𐋍𐋎𐋏𐋐𐋠𐋡𐋢𐋣𐋤𐋥𐋦𐋧𐋨𐋩𐋪𐋫𐋬𐋭𐋮𐋯𐋰𐋱𐋲𐋳𐋴𐋵𐋶𐋷𐋸𐋹𐋺𐋻𐌀𐌁𐌂𐌃𐌄𐌅𐌆𐌇𐌈𐌉𐌊𐌋𐌌𐌍𐌎𐌏𐌐𐌑𐌒𐌓𐌔𐌕𐌖𐌗𐌘𐌙𐌚𐌛𐌜𐌝𐌞𐌟𐌠𐌡𐌢𐌣𐌭𐌮𐌯𐌰𐌱𐌲𐌳𐌴𐌵𐌶𐌷𐌸𐌹𐌺𐌻𐌼𐌽𐌾𐌿𐍀𐍁𐍂𐍃𐍄𐍅𐍆𐍇𐍈𐍉𐍊𐍐𐍑𐍒𐍓𐍔𐍕𐍖𐍗𐍘𐍙𐍚𐍛𐍜𐍝𐍞𐍟𐍠𐍡𐍢𐍣𐍤
𐍥𐍦𐍧𐍨𐍩𐍪𐍫𐍬𐍭𐍮𐍯𐍰𐍱𐍲𐍳𐍴𐍵𐍶𐍷𐍸𐍹𐍺𐎀𐎁𐎂𐎃𐎄𐎅𐎆𐎇𐎈𐎉𐎊𐎋𐎌𐎍𐎎𐎏𐎐𐎑𐎒𐎓𐎔𐎕𐎖𐎗𐎘𐎙𐎚𐎛𐎜𐎝𐎟𐎠𐎡𐎢𐎣𐎤𐎥𐎦𐎧𐎨𐎩𐎪𐎫𐎬𐎭𐎮𐎯𐎰𐎱𐎲𐎳𐎴𐎵𐎶𐎷𐎸𐎹𐎺𐎻𐎼𐎽𐎾𐎿𐏀𐏁𐏂𐏃𐏈𐏉𐏊𐏋𐏌𐏍𐏎𐏏𐏐𐏑𐏒𐏓𐏔𐏕𐐀𐐁𐐂𐐃𐐄𐐅𐐆𐐇𐐈𐐉𐐊𐐋𐐌𐐍𐐎𐐏𐐐𐐑𐐒𐐓𐐔𐐕𐐖𐐗𐐘𐐙𐐚𐐛𐐜𐐝𐐞𐐟𐐠𐐡𐐢𐐣𐐤𐐥𐐦𐐧𐐨𐐩𐐪𐐫𐐬𐐭𐐮𐐯𐐰𐐱𐐲𐐳𐐴𐐵𐐶𐐷𐐸
𐐹𐐺𐐻𐐼𐐽𐐾𐐿𐑀𐑁𐑂𐑃𐑄𐑅𐑆𐑇𐑈𐑉𐑊𐑋𐑌𐑍𐑎𐑏𐑐𐑑𐑒𐑓𐑔𐑕𐑖𐑗𐑘𐑙𐑚𐑛𐑜𐑝𐑞𐑟𐑠𐑡𐑢𐑣𐑤𐑥𐑦𐑧𐑨𐑩𐑪𐑫𐑬𐑭𐑮𐑯𐑰𐑱𐑲𐑳𐑴𐑵𐑶𐑷𐑸𐑹𐑺𐑻𐑼𐑽𐑾𐑿𐒀𐒁𐒂𐒃𐒄𐒅𐒆𐒇𐒈𐒉𐒊𐒋𐒌𐒍𐒎𐒏𐒐𐒑𐒒𐒓𐒔𐒕𐒖𐒗𐒘𐒙𐒚𐒛𐒜𐒝𐒠𐒡𐒢𐒣𐒤𐒥𐒦𐒧𐒨𐒩𐒰𐒱𐒲𐒳𐒴𐒵𐒶𐒷𐒸𐒹𐒺𐒻𐒼𐒽𐒾𐒿𐓀𐓁𐓂𐓃𐓄𐓅𐓆𐓇𐓈𐓉𐓊𐓋𐓌𐓍𐓎𐓏𐓐𐓑𐓒𐓓𐓘𐓙𐓚𐓛𐓜𐓝𐓞𐓟𐓠𐓡𐓢𐓣𐓤
𐓥𐓦𐓧𐓨𐓩𐓪𐓫𐓬𐓭𐓮𐓯𐓰𐓱𐓲𐓳𐓴𐓵𐓶𐓷𐓸𐓹𐓺𐓻𐔀𐔁𐔂𐔃𐔄𐔅𐔆𐔇𐔈𐔉𐔊𐔋𐔌𐔍𐔎𐔏𐔐𐔑𐔒𐔓𐔔𐔕𐔖𐔗𐔘𐔙𐔚𐔛𐔜𐔝𐔞𐔟𐔠𐔡𐔢𐔣𐔤𐔥𐔦𐔧𐔰𐔱𐔲𐔳𐔴𐔵𐔶𐔷𐔸𐔹𐔺𐔻𐔼𐔽𐔾𐔿𐕀𐕁𐕂𐕃𐕄𐕅𐕆𐕇𐕈𐕉𐕊𐕋𐕌𐕍𐕎𐕏𐕐𐕑𐕒𐕓𐕔𐕕𐕖𐕗𐕘𐕙𐕚𐕛𐕜𐕝𐕞𐕟𐕠𐕡𐕢𐕣𐕯𐕰𐕱𐕲𐕳𐕴𐕵𐕶𐕷𐕸𐕹𐕺𐕼𐕽𐕾𐕿𐖀𐖁𐖂𐖃𐖄𐖅𐖆𐖇𐖈𐖉𐖊𐖌𐖍𐖎𐖏𐖐𐖑𐖒𐖔𐖕𐖗𐖘𐖙𐖚𐖛𐖜𐖝𐖞𐖟
𐖠𐖡𐖣𐖤𐖥𐖦𐖧𐖨𐖩𐖪𐖫𐖬𐖭𐖮𐖯𐖰𐖱𐖳𐖴𐖵𐖶𐖷𐖸𐖹𐖻𐖼𐘀𐘁𐘂𐘃𐘄𐘅𐘆𐘇𐘈𐘉𐘊𐘋𐘌𐘍𐘎𐘏𐘐𐘑𐘒𐘓𐘔𐘕𐘖𐘗𐘘𐘙𐘚𐘛𐘜𐘝𐘞𐘟𐘠𐘡𐘢𐘣𐘤𐘥𐘦𐘧𐘨𐘩𐘪𐘫𐘬𐘭𐘮𐘯𐘰𐘱𐘲𐘳𐘴𐘵𐘶𐘷𐘸𐘹𐘺𐘻𐘼𐘽𐘾𐘿𐙀𐙁𐙂𐙃𐙄𐙅𐙆𐙇𐙈𐙉𐙊𐙋𐙌𐙍𐙎𐙏𐙐𐙑
𐙒𐙓𐙔𐙕𐙖𐙗𐙘𐙙𐙚𐙛𐙜𐙝𐙞𐙟𐙠𐙡𐙢𐙣𐙤𐙥𐙦𐙧𐙨𐙩𐙪𐙫𐙬𐙭𐙮𐙯𐙰𐙱𐙲𐙳𐙴𐙵𐙶𐙷𐙸𐙹𐙺𐙻𐙼𐙽𐙾𐙿𐚀𐚁𐚂𐚃𐚄𐚅𐚆𐚇𐚈𐚉𐚊𐚋𐚌𐚍𐚎𐚏𐚐𐚑𐚒𐚓𐚔𐚕𐚖𐚗𐚘𐚙𐚚𐚛𐚜𐚝𐚞𐚟𐚠𐚡𐚢𐚣𐚤𐚥𐚦𐚧𐚨𐚩𐚪𐚫𐚬𐚭𐚮𐚯𐚰𐚱𐚲𐚳𐚴𐚵𐚶𐚷𐚸𐚹𐚺𐚻𐚼𐚽𐚾𐚿𐛀𐛁𐛂𐛃𐛄𐛅𐛆𐛇𐛈𐛉𐛊𐛋𐛌𐛍𐛎𐛏𐛐𐛑𐛒𐛓𐛔𐛕𐛖𐛗𐛘𐛙𐛚𐛛𐛜𐛝𐛞𐛟𐛠𐛡𐛢𐛣𐛤𐛥𐛦𐛧𐛨𐛩𐛪𐛫𐛬𐛭𐛮𐛯𐛰𐛱
𐛲𐛳𐛴𐛵𐛶𐛷𐛸𐛹𐛺𐛻𐛼𐛽𐛾𐛿𐜀𐜁𐜂𐜃𐜄𐜅𐜆𐜇𐜈𐜉𐜊𐜋𐜌𐜍𐜎𐜏𐜐𐜑𐜒𐜓𐜔𐜕𐜖𐜗𐜘𐜙𐜚𐜛𐜜𐜝𐜞𐜟𐜠𐜡𐜢𐜣𐜤𐜥𐜦𐜧𐜨𐜩𐜪𐜫𐜬𐜭𐜮𐜯𐜰𐜱𐜲𐜳𐜴𐜵𐜶𐝀𐝁𐝂𐝃𐝄𐝅𐝆𐝇𐝈𐝉𐝊𐝋𐝌𐝍𐝎𐝏𐝐𐝑𐝒𐝓𐝔𐝕𐝠𐝡𐝢𐝣𐝤𐝥𐝦𐝧𐞀𐞁𐞂𐞃𐞄𐞅𐞇𐞈𐞉𐞊𐞋𐞌𐞍𐞎𐞏𐞐𐞑𐞒𐞓𐞔𐞕𐞖𐞗𐞘𐞙𐞚𐞛𐞜𐞝𐞞𐞟𐞠𐞡𐞢𐞣𐞤𐞥𐞦𐞧𐞨𐞩𐞪𐞫𐞬𐞭𐞮𐞯𐞰𐞲𐞳𐞴𐞵𐞶𐞷𐞸𐞹𐞺𐠀𐠁𐠂𐠃
𐠄𐠅𐠈𐠊𐠋𐠌𐠍𐠎𐠏𐠐𐠑𐠒𐠓𐠔𐠕𐠖𐠗𐠘𐠙𐠚𐠛𐠜𐠝𐠞𐠟𐠠𐠡𐠢𐠣𐠤𐠥𐠦𐠧𐠨𐠩𐠪𐠫𐠬𐠭𐠮𐠯𐠰𐠱𐠲𐠳𐠴𐠵𐠷𐠸𐠼𐠿𐡀𐡁𐡂𐡃𐡄𐡅𐡆𐡇𐡈𐡉𐡊𐡋𐡌𐡍𐡎𐡏𐡐𐡑𐡒𐡓𐡔𐡕𐡗𐡘𐡙𐡚𐡛𐡜𐡝𐡞𐡟𐡠𐡡𐡢𐡣𐡤𐡥𐡦𐡧𐡨𐡩𐡪𐡫𐡬𐡭𐡮𐡯𐡰𐡱𐡲𐡳𐡴𐡵𐡶𐡷𐡸𐡹𐡺𐡻𐡼𐡽𐡾𐡿𐢀𐢁𐢂𐢃𐢄𐢅𐢆𐢇𐢈𐢉𐢊𐢋𐢌𐢍𐢎𐢏𐢐𐢑𐢒𐢓𐢔𐢕𐢖𐢗𐢘𐢙𐢚𐢛𐢜𐢝𐢞𐢧𐢨𐢩𐢪𐢫𐢬𐢭𐢮𐢯𐣠𐣡𐣢𐣣𐣤𐣥
𐣦𐣧𐣨𐣩𐣪𐣫𐣬𐣭𐣮𐣯𐣰𐣱𐣲𐣴𐣵𐣻𐣼𐣽𐣾𐣿𐤀𐤁𐤂𐤃𐤄𐤅𐤆𐤇𐤈𐤉𐤊𐤋𐤌𐤍𐤎𐤏𐤐𐤑𐤒𐤓𐤔𐤕𐤖𐤗𐤘𐤙𐤚𐤛𐤟𐤠𐤡𐤢𐤣𐤤𐤥𐤦𐤧𐤨𐤩𐤪𐤫𐤬𐤭𐤮𐤯𐤰𐤱𐤲𐤳𐤴𐤵𐤶𐤷𐤸𐤹𐤿𐦀𐦁𐦂𐦃𐦄𐦅𐦆𐦇𐦈𐦉𐦊𐦋𐦌𐦍𐦎𐦏𐦐𐦑𐦒𐦓𐦔𐦕𐦖𐦗𐦘𐦙𐦚𐦛𐦜𐦝𐦞𐦟𐦠𐦡𐦢𐦣𐦤𐦥𐦦𐦧𐦨𐦩𐦪𐦫𐦬𐦭𐦮𐦯𐦰𐦱𐦲𐦳𐦴𐦵𐦶𐦷𐦼𐦽
𐦾𐦿𐧀𐧁𐧂𐧃𐧄𐧅𐧆𐧇𐧈𐧉𐧊𐧋𐧌𐧍𐧎𐧏𐧒𐧓𐧔𐧕𐧖𐧗𐧘𐧙𐧚𐧛𐧜𐧝𐧞𐧟𐧠𐧡𐧢𐧣𐧤𐧥𐧦𐧧𐧨𐧩𐧪𐧫𐧬𐧭𐧮𐧯𐧰𐧱𐧲𐧳𐧴𐧵𐧶𐧷𐧸𐧹𐧺𐧻𐧼𐧽𐧾𐧿𐨀𐨁𐨂𐨃𐨅𐨆𐨌𐨍𐨎𐨏𐨐𐨑𐨒𐨓𐨕𐨖𐨗𐨙𐨚𐨛𐨜𐨝𐨞𐨟𐨠𐨡𐨢𐨣𐨤𐨥𐨦𐨧𐨨𐨩𐨪𐨫𐨬𐨭𐨮𐨯𐨰𐨱𐨲𐨳𐨴𐨵𐨹𐨿𐨺𐨸𐩀𐩁𐩂𐩃𐩄𐩅𐩆𐩇𐩈𐩐𐩑𐩒𐩓𐩔𐩕𐩖𐩗𐩘𐩠𐩡𐩢𐩣𐩤𐩥𐩦𐩧𐩨𐩩𐩪𐩫𐩬𐩭𐩮𐩯𐩰𐩱𐩲𐩳𐩴𐩵𐩶𐩷𐩸𐩹𐩺𐩻
𐩼𐩽𐩾𐩿𐪀𐪁𐪂𐪃𐪄𐪅𐪆𐪇𐪈𐪉𐪊𐪋𐪌𐪍𐪎𐪏𐪐𐪑𐪒𐪓𐪔𐪕𐪖𐪗𐪘𐪙𐪚𐪛𐪜𐪝𐪞𐪟𐫀𐫁𐫂𐫃𐫄𐫅𐫆𐫇𐫈𐫉𐫊𐫋𐫌𐫍𐫎𐫏𐫐𐫑𐫒𐫓𐫔𐫕𐫖𐫗𐫘𐫙𐫚𐫛𐫜𐫝𐫞𐫟𐫠𐫡𐫢𐫣𐫤𐫦𐫥𐫫𐫬𐫭𐫮𐫯𐫰𐫱𐫲𐫳𐫴𐫵𐫶𐬀𐬁𐬂𐬃𐬄𐬅𐬆𐬇𐬈𐬉𐬊𐬋𐬌𐬍𐬎𐬏𐬐𐬑𐬒𐬓𐬔𐬕𐬖𐬗𐬘𐬙𐬚𐬛𐬜𐬝𐬞𐬟𐬠𐬡𐬢𐬣𐬤𐬥𐬦𐬧𐬨𐬩𐬪𐬫𐬬𐬭𐬮𐬯𐬰𐬱𐬲𐬳𐬴𐬵𐬹𐬺𐬻𐬼𐬽𐬾𐬿𐭀𐭁𐭂𐭃𐭄𐭅𐭆𐭇𐭈𐭉𐭊𐭋
𐭌𐭍𐭎𐭏𐭐𐭑𐭒𐭓𐭔𐭕𐭘𐭙𐭚𐭛𐭜𐭝𐭞𐭟𐭠𐭡𐭢𐭣𐭤𐭥𐭦𐭧𐭨𐭩𐭪𐭫𐭬𐭭𐭮𐭯𐭰𐭱𐭲𐭸𐭹𐭺𐭻𐭼𐭽𐭾𐭿𐮀𐮁𐮂𐮃𐮄𐮅𐮆𐮇𐮈𐮉𐮊𐮋𐮌𐮍𐮎𐮏𐮐𐮑𐮙𐮚𐮛𐮜𐮩𐮪𐮫𐮬𐮭𐮮𐮯𐰀𐰁𐰂𐰃𐰄𐰅𐰆𐰇𐰈𐰉𐰊𐰋𐰌𐰍𐰎𐰏𐰐𐰑𐰒𐰓𐰔𐰕𐰖𐰗𐰘𐰙𐰚𐰛𐰜𐰝𐰞𐰟𐰠𐰡𐰢𐰣𐰤𐰥𐰦𐰧𐰨𐰩𐰪𐰫𐰬𐰭𐰮𐰯𐰰𐰱𐰲𐰳𐰴𐰵𐰶𐰷𐰸𐰹𐰺𐰻𐰼𐰽𐰾𐰿𐱀𐱁𐱂𐱃𐱄𐱅𐱆𐱇𐱈𐲀𐲁𐲂𐲃𐲄𐲅𐲆𐲇𐲈𐲉𐲊𐲋𐲌
𐲍𐲎𐲏𐲐𐲑𐲒𐲓𐲔𐲕𐲖𐲗𐲘𐲙𐲚𐲛𐲜𐲝𐲞𐲟𐲠𐲡𐲢𐲣𐲤𐲥𐲦𐲧𐲨𐲩𐲪𐲫𐲬𐲭𐲮𐲯𐲰𐲱𐲲𐳀𐳁𐳂𐳃𐳄𐳅𐳆𐳇𐳈𐳉𐳊𐳋𐳌𐳍𐳎𐳏𐳐𐳑𐳒𐳓𐳔𐳕𐳖𐳗𐳘𐳙𐳚𐳛𐳜𐳝𐳞𐳟𐳠𐳡𐳢𐳣𐳤𐳥𐳦𐳧𐳨𐳩𐳪𐳫𐳬𐳭𐳮𐳯𐳰𐳱𐳲𐳺𐳻𐳼𐳽𐳾𐳿𐴀𐴁𐴂𐴃𐴄𐴅𐴆𐴇𐴈𐴉𐴊𐴋𐴌𐴍𐴎𐴏𐴐𐴑𐴒𐴓𐴔𐴕𐴖𐴗𐴘𐴙𐴚𐴛𐴜𐴝𐴞𐴟𐴠𐴡𐴢𐴣𐴤𐴥𐴦𐴧𐴰𐴱𐴲𐴳𐴴𐴵𐴶𐴷𐴸𐴹
𐹠𐹡𐹢𐹣𐹤𐹥𐹦𐹧𐹨𐹩𐹪𐹫𐹬𐹭𐹮𐹯𐹰𐹱𐹲𐹳𐹴𐹵𐹶𐹷𐹸𐹹𐹺𐹻𐹼𐹽𐹾𐺀𐺁𐺂𐺃𐺄𐺅𐺆𐺇𐺈𐺉𐺊𐺋𐺌𐺍𐺎𐺏𐺐𐺑𐺒𐺓𐺔𐺕𐺖𐺗𐺘𐺙𐺚𐺛𐺜𐺝𐺞𐺟𐺠𐺡𐺢𐺣𐺤𐺥𐺦𐺧𐺨𐺩𐺫𐺬𐺭𐺰𐺱𐻽𐻾𐻿𐼀𐼁𐼂𐼃𐼄𐼅𐼆
𐼇𐼈𐼉𐼊𐼋𐼌𐼍𐼎𐼏𐼐𐼑𐼒𐼓𐼔𐼕𐼖𐼗𐼘𐼙𐼚𐼛𐼜𐼝𐼞𐼟𐼠𐼡𐼢𐼣𐼤𐼥𐼦𐼧𐼰𐼱𐼲𐼳𐼴𐼵𐼶𐼷𐼸𐼹𐼺𐼻𐼼𐼽𐼾𐼿𐽀𐽁𐽂𐽃𐽄𐽅𐽆𐽇𐽋𐽍𐽎𐽏𐽐𐽈𐽉𐽊𐽌𐽑𐽒𐽓𐽔𐽕𐽖𐽗𐽘𐽙𐽰𐽱𐽲𐽳𐽴𐽵𐽶𐽷𐽸𐽹𐽺𐽻𐽼𐽽𐽾𐽿𐾀𐾁𐾃𐾅𐾂𐾄𐾆𐾇𐾈𐾉𐾰𐾱𐾲𐾳𐾴𐾵𐾶𐾷𐾸𐾹𐾺𐾻𐾼𐾽𐾾𐾿𐿀𐿁𐿂𐿃𐿄𐿅𐿆𐿇𐿈𐿉𐿊𐿋𐿠𐿡𐿢𐿣𐿤𐿥𐿦𐿧𐿨𐿩𐿪𐿫𐿬𐿭𐿮𐿯𐿰𐿱𐿲𐿳𐿴𐿵𐿶𑀀𑀁𑀂𑀃𑀄𑀅𑀆𑀇
𑀈𑀉𑀊𑀋𑀌𑀍𑀎𑀏𑀐𑀑𑀒𑀓𑀔𑀕𑀖𑀗𑀘𑀙𑀚𑀛𑀜𑀝𑀞𑀟𑀠𑀡𑀢𑀣𑀤𑀥𑀦𑀧𑀨𑀩𑀪𑀫𑀬𑀭𑀮𑀯𑀰𑀱𑀲𑀳𑀴𑀵𑀶𑀷𑀸𑀹𑀺𑀻𑀼𑀽𑀾𑀿𑁀𑁁𑁂𑁃𑁄𑁅𑁆𑁇𑁈𑁉𑁊𑁋𑁌𑁍𑁒𑁓𑁔𑁕𑁖𑁗𑁘𑁙𑁚𑁛𑁜𑁝𑁞𑁟𑁠𑁡𑁢𑁣𑁤𑁥𑁦𑁧𑁨𑁩𑁪𑁫𑁬𑁭𑁮𑁯𑁰𑁱𑁲𑁳𑁴𑁵𑁿𑂀𑂁𑂂𑂃𑂄𑂅𑂆𑂇𑂈𑂉𑂊𑂋𑂌𑂍𑂎𑂏𑂐𑂑𑂒𑂓𑂔𑂕𑂖𑂗𑂘𑂙𑂚𑂛𑂜𑂝𑂞𑂟𑂠𑂡𑂢𑂣𑂤𑂥𑂦𑂧𑂨𑂩𑂪𑂫𑂬𑂭𑂮𑂯𑂰𑂱𑂲𑂳𑂴
𑂵𑂶𑂷𑂸𑂺𑂹𑂻𑂼𑂾𑂿𑃀𑃁𑃂𑃐𑃑𑃒𑃓𑃔𑃕𑃖𑃗𑃘𑃙𑃚𑃛𑃜𑃝𑃞𑃟𑃠𑃡𑃢𑃣𑃤𑃥𑃦𑃧𑃨𑃰𑃱𑃲𑃳𑃴𑃵𑃶𑃷𑃸𑃹𑄀𑄁𑄂𑄃𑄄𑄅𑄆𑄇𑄈𑄉𑄊𑄋𑄌𑄍𑄎𑄏𑄐𑄑𑄒𑄓𑄔𑄕𑄖𑄗𑄘𑄙𑄚𑄛𑄜𑄝𑄞𑄟𑄠𑄡𑄢𑄣𑄤𑄥𑄦𑄧𑄨𑄩𑄪𑄫𑄬𑄭𑄮𑄯𑄰𑄱𑄲𑄳𑄴𑄶𑄷𑄸𑄹𑄺𑄻𑄼𑄽𑄾𑄿𑅀𑅁𑅂𑅃𑅄𑅅𑅆𑅇𑅐𑅑𑅒𑅓𑅔𑅕𑅖𑅗𑅘𑅙𑅚𑅛𑅜𑅝𑅞𑅟𑅠𑅡𑅢𑅣𑅤𑅥𑅦𑅧𑅨𑅩𑅪𑅫𑅬𑅭𑅮𑅯𑅰𑅱𑅲𑅳𑅴𑅵𑅶
𑆀𑆁𑆂𑆃𑆄𑆅𑆆𑆇𑆈𑆉𑆊𑆋𑆌𑆍𑆎𑆏𑆐𑆑𑆒𑆓𑆔𑆕𑆖𑆗𑆘𑆙𑆚𑆛𑆜𑆝𑆞𑆟𑆠𑆡𑆢𑆣𑆤𑆥𑆦𑆧𑆨𑆩𑆪𑆫𑆬𑆭𑆮𑆯𑆰𑆱𑆲𑆳𑆴𑆵𑆶𑆷𑆸𑆹𑆺𑆻𑆼𑆽𑆾𑆿𑇀𑇁𑇂𑇃𑇄𑇅𑇆𑇇𑇈𑇉𑇊𑇋𑇌𑇍𑇎𑇏𑇐𑇑𑇒𑇓𑇔𑇕𑇖𑇗𑇘𑇙𑇚𑇛𑇜𑇝𑇞𑇟𑇡𑇢𑇣𑇤𑇥𑇦𑇧𑇨𑇩𑇪𑇫𑇬𑇭𑇮𑇯𑇰𑇱𑇲𑇳𑇴𑈀𑈁𑈂𑈃𑈄𑈅𑈆𑈇𑈈𑈉𑈊𑈋𑈌𑈍𑈎𑈏𑈐𑈑𑈓𑈔𑈕𑈖𑈗𑈘𑈙𑈚𑈛𑈜𑈝𑈞𑈟𑈠𑈡𑈢𑈣𑈤𑈥𑈦𑈧𑈨𑈩𑈪𑈫𑈬
𑈭𑈮𑈯𑈰𑈱𑈲𑈳𑈴𑈶𑈵𑈷𑈸𑈹𑈺𑈻𑈼𑈽𑈾𑈿𑉀𑉁𑊀𑊁𑊂𑊃𑊄𑊅𑊆𑊈𑊊𑊋𑊌𑊍𑊏𑊐𑊑𑊒𑊓𑊔𑊕𑊖𑊗𑊘𑊙𑊚𑊛𑊜𑊝𑊟𑊠𑊡𑊢𑊣𑊤𑊥𑊦𑊧𑊨𑊩𑊰𑊱𑊲𑊳𑊴𑊵𑊶𑊷𑊸𑊹𑊺𑊻𑊼𑊽𑊾𑊿𑋀𑋁𑋂𑋃𑋄𑋅𑋆𑋇𑋈𑋉𑋊𑋋𑋌𑋍𑋎𑋏𑋐𑋑𑋒𑋓𑋔𑋕𑋖𑋗𑋘𑋙𑋚𑋛𑋜𑋝𑋞𑋟𑋠𑋡𑋢𑋣𑋤𑋥𑋦𑋧𑋨𑋩𑋪𑋰𑋱𑋲𑋳𑋴𑋵𑋶𑋷𑋸𑋹𑌀𑌁𑌂𑌃𑌅𑌆𑌇𑌈𑌉𑌊𑌋𑌌𑌏𑌐𑌓𑌔𑌕𑌖𑌗𑌘𑌙𑌚𑌛𑌜𑌝𑌞𑌟𑌠𑌡𑌢𑌣𑌤
𑌥𑌦𑌧𑌨𑌪𑌫𑌬𑌭𑌮𑌯𑌰𑌲𑌳𑌵𑌶𑌷𑌸𑌹𑌻𑌼𑌽𑌾𑌿𑍀𑍁𑍂𑍃𑍄𑍇𑍈𑍋𑍌𑍍𑍐𑍗𑍝𑍞𑍟𑍠𑍡𑍢𑍣𑍦𑍧𑍨𑍩𑍪𑍫𑍬𑍰𑍱𑍲𑍳𑍴𑐀𑐁𑐂𑐃𑐄𑐅𑐆𑐇𑐈𑐉𑐊𑐋𑐌𑐍𑐎𑐏𑐐𑐑𑐒𑐓𑐔𑐕𑐖𑐗𑐘𑐙
𑐚𑐛𑐜𑐝𑐞𑐟𑐠𑐡𑐢𑐣𑐤𑐥𑐦𑐧𑐨𑐩𑐪𑐫𑐬𑐭𑐮𑐯𑐰𑐱𑐲𑐳𑐴𑐵𑐶𑐷𑐸𑐹𑐺𑐻𑐼𑐽𑐾𑐿𑑀𑑁𑑂𑑃𑑄𑑅𑑆𑑇𑑈𑑉𑑊𑑋𑑌𑑍𑑎𑑏𑑐𑑑𑑒𑑓𑑔𑑕𑑖𑑗𑑘𑑙𑑚𑑛𑑝𑑞𑑟𑑠𑑡𑒀𑒁𑒂𑒃𑒄𑒅𑒆𑒇𑒈𑒉𑒊𑒋𑒌𑒍𑒎𑒏𑒐𑒑𑒒𑒓𑒔𑒕𑒖𑒗𑒘𑒙𑒚𑒛𑒜𑒝𑒞𑒟𑒠𑒡𑒢𑒣𑒤𑒥𑒦𑒧𑒨𑒩𑒪𑒫𑒬𑒭𑒮𑒯𑒰𑒱𑒲𑒳𑒴𑒵𑒶𑒷𑒸𑒻𑒻𑒼𑒽𑒾𑒿𑓀𑓁𑓃𑓂𑓄𑓅𑓆𑓇𑓐𑓑𑓒𑓓𑓔𑓕𑓖𑓗𑓘𑓙𑖀𑖁𑖂𑖃𑖄𑖅𑖆
𑖇𑖈𑖉𑖊𑖋𑖌𑖍𑖎𑖏𑖐𑖑𑖒𑖓𑖔𑖕𑖖𑖗𑖘𑖙𑖚𑖛𑖜𑖝𑖞𑖟𑖠𑖡𑖢𑖣𑖤𑖥𑖦𑖧𑖨𑖩𑖪𑖫𑖬𑖭𑖮𑖯𑖰𑖱𑖲𑖳𑖴𑖵𑖸𑖹𑖺𑖻𑖼𑖽𑖾𑗀𑖿𑗁𑗂𑗃𑗄𑗅𑗆𑗇𑗈𑗉𑗊𑗋𑗌𑗍𑗎𑗏𑗐𑗑𑗒𑗓𑗔𑗕𑗖𑗗𑗘𑗙𑗚𑗛𑗜𑗝𑘀𑘁𑘂𑘃𑘄𑘅𑘆𑘇𑘈𑘉𑘊𑘋𑘌𑘍𑘎𑘏𑘐𑘑𑘒𑘓𑘔𑘕𑘖𑘗𑘘𑘙𑘚𑘛𑘜𑘝𑘞𑘟𑘠𑘡𑘢𑘣𑘤𑘥𑘦𑘧𑘨𑘩𑘪𑘫𑘬𑘭𑘮𑘯𑘰𑘱𑘲𑘳𑘴𑘵𑘶𑘷𑘸𑘹𑘺𑘻𑘼𑘽𑘾𑘿𑙀𑙁𑙂𑙃𑙄𑙐𑙑𑙒𑙓𑙔𑙕
𑙖𑙗𑙘𑙙𑙠𑙡𑙢𑙣𑙤𑙥𑙦𑙧𑙨𑙩𑙪𑙫𑙬𑚀𑚁𑚂𑚃𑚄𑚅𑚆𑚇𑚈𑚉𑚊𑚋𑚌𑚍𑚎𑚏𑚐𑚑𑚒𑚓𑚔𑚕𑚖𑚗𑚘𑚙𑚚𑚛𑚜𑚝𑚞𑚟𑚠𑚡𑚢𑚣𑚤𑚥𑚦𑚧𑚨𑚩𑚪𑚫𑚬𑚭𑚮𑚯𑚰𑚱𑚲𑚳𑚴𑚵𑚷𑚶𑚸𑚹𑛀𑛁𑛂𑛃𑛄𑛅𑛆𑛇𑛈𑛉𑜀𑜁𑜂𑜃𑜄𑜅𑜆𑜇𑜈𑜉𑜊𑜋𑜌𑜍𑜎𑜏𑜐𑜑𑜒𑜓𑜔𑜕𑜖𑜗𑜘𑜙𑜚𑜝𑜞𑜟𑜠𑜡𑜢𑜣𑜤𑜥𑜦𑜧𑜨𑜩𑜪𑜫𑜰𑜱𑜲𑜳𑜴𑜵𑜶𑜷𑜸𑜹𑜺𑜻𑜼
𑜽𑜾𑜿𑝀𑝁𑝂𑝃𑝄𑝅𑝆𑠀𑠁𑠂𑠃𑠄𑠅𑠆𑠇𑠈𑠉𑠊𑠋𑠌𑠍𑠎𑠏𑠐𑠑𑠒𑠓𑠔𑠕𑠖𑠗𑠘𑠙𑠚𑠛𑠜𑠝𑠞𑠟𑠠𑠡𑠢𑠣𑠤𑠥𑠦𑠧𑠨𑠩𑠪𑠫𑠬𑠭𑠮𑠯𑠰𑠱𑠲𑠳𑠴𑠵𑠶𑠷𑠸𑠺𑠹𑠻𑢠𑢡𑢢𑢣𑢤𑢥𑢦𑢧𑢨𑢩𑢪𑢫𑢬𑢭𑢮𑢯𑢰𑢱𑢲𑢳𑢴𑢵𑢶𑢷𑢸𑢹𑢺𑢻𑢼𑢽𑢾𑢿𑣀𑣁𑣂𑣃𑣄𑣅𑣆𑣇𑣈𑣉𑣊𑣋𑣌𑣍𑣎𑣏𑣐𑣑𑣒𑣓𑣔𑣕𑣖𑣗𑣘𑣙𑣚𑣛𑣜𑣝𑣞𑣟𑣠𑣡𑣢𑣣𑣤𑣥𑣦𑣧𑣨𑣩𑣪𑣫𑣬𑣭𑣮𑣯𑣰𑣱𑣲𑣿𑤀𑤁𑤂𑤃𑤄𑤅
𑤆𑤉𑤌𑤍𑤎𑤏𑤐𑤑𑤒𑤓𑤕𑤖𑤘𑤙𑤚𑤛𑤜𑤝𑤞𑤟𑤠𑤡𑤢𑤣𑤤𑤥𑤦𑤧𑤨𑤩𑤪𑤫𑤬𑤭𑤮𑤯𑤰𑤱𑤲𑤳𑤴𑤵𑤷𑤸𑤻𑤼𑤽𑤾𑤿𑥀𑥁𑥂𑥃𑥄𑥅𑥆𑥐𑥑𑥒𑥓𑥔𑥕𑥖𑥗𑥘𑥙𑦠𑦡𑦢𑦣𑦤𑦥𑦦𑦧𑦪𑦫𑦬𑦭𑦮𑦯𑦰𑦱𑦲𑦳𑦴𑦵𑦶𑦷𑦸𑦹𑦺𑦻𑦼𑦽𑦾𑦿𑧀𑧁𑧂𑧃𑧄𑧅𑧆𑧇𑧈𑧉𑧊𑧋𑧌𑧍𑧎𑧏𑧐𑧑𑧒𑧓𑧔𑧕𑧖𑧗𑧚𑧛𑧜𑧝𑧞𑧟𑧠𑧡𑧢𑧣𑧤𑨀𑨁𑨂𑨃𑨄𑨅𑨆𑨇𑨈𑨉𑨊𑨋𑨌𑨍𑨎𑨏𑨐𑨑𑨒𑨓𑨔𑨕𑨖𑨗𑨘𑨙𑨚𑨛𑨜
𑨝𑨞𑨟𑨠𑨡𑨢𑨣𑨤𑨥𑨦𑨧𑨨𑨩𑨪𑨫𑨬𑨭𑨮𑨯𑨰𑨱𑨲𑨳𑨴𑨵𑨶𑨷𑨸𑨹𑨺𑨻𑨼𑨽𑨾𑨿𑩀𑩁𑩂𑩃𑩄𑩅𑩆𑩇𑩐𑩑𑩒𑩓𑩔𑩕𑩖𑩗𑩘𑩙𑩚𑩛𑩜𑩝𑩞𑩟𑩠𑩡𑩢𑩣𑩤𑩥𑩦𑩧𑩨𑩩𑩪𑩫𑩬𑩭𑩮𑩯𑩰𑩱𑩲𑩳𑩴𑩵𑩶𑩷𑩸𑩹𑩺𑩻𑩼𑩽𑩾𑩿𑪀𑪁𑪂𑪃𑪄𑪅𑪆𑪇𑪈𑪉𑪊𑪋𑪌𑪍𑪎𑪏𑪐𑪑𑪒𑪓𑪔𑪕𑪖𑪗𑪘𑪙𑪚𑪛𑪜𑪝𑪞𑪟𑪠𑪡𑪢𑪰𑪱𑪲𑪳𑪴𑪵𑪶𑪷𑪸𑪹𑪺𑪻𑪼𑪽𑪾𑪿𑫀𑫁𑫂𑫃𑫄𑫅𑫆𑫇𑫈𑫉𑫊𑫋𑫌𑫍𑫎𑫏𑫐𑫑
𑫒𑫓𑫔𑫕𑫖𑫗𑫘𑫙𑫚𑫛𑫜𑫝𑫞𑫟𑫠𑫡𑫢𑫣𑫤𑫥𑫦𑫧𑫨𑫩𑫪𑫫𑫬𑫭𑫮𑫯𑫰𑫱𑫲𑫳𑫴𑫵𑫶𑫷𑫸𑬀𑬁𑬂𑬃𑬄𑬅𑬆𑬇𑬈𑬉𑰀𑰁𑰂𑰃𑰄𑰅𑰆𑰇𑰈𑰊𑰋𑰌𑰍𑰎𑰏𑰐𑰑𑰒𑰓𑰔𑰕𑰖𑰗𑰘𑰙𑰚𑰛𑰜𑰝𑰞𑰟𑰠𑰡𑰢𑰣𑰤𑰥𑰦𑰧𑰨𑰩𑰪𑰫𑰬𑰭𑰮𑰯𑰰𑰱𑰲𑰳𑰴𑰵𑰶𑰸𑰹𑰺𑰻𑰼
𑰽𑰾𑰿𑱀𑱁𑱂𑱃𑱄𑱅𑱐𑱑𑱒𑱓𑱔𑱕𑱖𑱗𑱘𑱙𑱚𑱛𑱜𑱝𑱞𑱟𑱠𑱡𑱢𑱣𑱤𑱥𑱦𑱧𑱨𑱩𑱪𑱫𑱬𑱰𑱱𑱲𑱳𑱴𑱵𑱶𑱷𑱸𑱹𑱺𑱻𑱼𑱽𑱾𑱿𑲀𑲁𑲂𑲃𑲄𑲅𑲆𑲇𑲈𑲉𑲊𑲋𑲌𑲍𑲎𑲏𑲒𑲓𑲔𑲕𑲖𑲗𑲘𑲙𑲚𑲛𑲜𑲝𑲞𑲟𑲠𑲡𑲢𑲣𑲤𑲥𑲦𑲧𑲩𑲪𑲫𑲬𑲭𑲮𑲯𑲰𑲱𑲲𑲳𑲴𑲵𑲶𑴀𑴁𑴂𑴃𑴄𑴅𑴆𑴈𑴉𑴋𑴌𑴍𑴎𑴏𑴐𑴑𑴒𑴓𑴔𑴕𑴖𑴗𑴘𑴙𑴚𑴛𑴜𑴝𑴞𑴟𑴠𑴡𑴢𑴣𑴤𑴥𑴦𑴧𑴨𑴩𑴪𑴫𑴬𑴭𑴮𑴯𑴰𑴱𑴲𑴳𑴴𑴵𑴶𑴺
𑴼𑴽𑴿𑵀𑵁𑵂𑵃𑵄𑵅𑵆𑵇𑵐𑵑𑵒𑵓𑵔𑵕𑵖𑵗𑵘𑵙𑵠𑵡𑵢𑵣𑵤𑵥𑵧𑵨𑵪𑵫𑵬𑵭𑵮𑵯𑵰𑵱𑵲𑵳𑵴𑵵𑵶𑵷𑵸𑵹𑵺𑵻𑵼𑵽𑵾𑵿𑶀𑶁𑶂𑶃𑶄𑶅𑶆𑶇𑶈𑶉𑶊𑶋𑶌𑶍𑶎𑶐𑶑𑶓𑶔𑶕𑶖𑶗𑶘𑶠𑶡𑶢𑶣𑶤𑶥𑶦𑶧𑶨𑶩𑻠𑻡𑻢𑻣𑻤𑻥𑻦𑻧𑻨𑻩𑻪𑻫𑻬𑻭𑻮𑻯𑻰𑻱𑻲𑻳𑻴𑻵
𑻶𑻷𑻸𑼀𑼁𑼂𑼃𑼄𑼅𑼆𑼇𑼈𑼉𑼊𑼋𑼌𑼍𑼎𑼏𑼐𑼒𑼓𑼔𑼕𑼖𑼗𑼘𑼙𑼚𑼛𑼜𑼝𑼞𑼟𑼠𑼡𑼢𑼣𑼤𑼥𑼦𑼧𑼨𑼩𑼪𑼫𑼬𑼭𑼮𑼯𑼰𑼱𑼲𑼳𑼴𑼵𑼶𑼷𑼸𑼹𑼺𑼾𑼿𑽀𑽁𑽂𑽃𑽄𑽅𑽆𑽇𑽈𑽉𑽊𑽋𑽌𑽍𑽎𑽏𑽐𑽑𑽒𑽓𑽔𑽕𑽖𑽗𑽘𑽙𑾰𑿀𑿁𑿂𑿃𑿄𑿅𑿆𑿇𑿈𑿉𑿊𑿋𑿌𑿍𑿎𑿏𑿐𑿑𑿒𑿓𑿔𑿕𑿖𑿗𑿘𑿙𑿚𑿛𑿜𑿝𑿞𑿟𑿠𑿡𑿢𑿣𑿤𑿥𑿦𑿧𑿨𑿩𑿪𑿫𑿬𑿭𑿮𑿯𑿰𑿱𑿿𒾐𒾑𒾒𒾓𒾔𒾕𒾖𒾗𒾘𒾙𒾚𒾛𒾜𒾝𒾞𒾟𒾠𒾡
𒾢𒾣𒾤𒾥𒾦𒾧𒾨𒾩𒾪𒾫𒾬𒾭𒾮𒾯𒾰𒾱𒾲𒾳𒾴𒾵𒾶𒾷𒾸𒾹𒾺𒾻𒾼𒾽𒾾𒾿𒿀𒿁𒿂𒿃𒿄𒿅𒿆𒿇𒿈𒿉𒿊𒿋𒿌𒿍𒿎𒿏𒿐𒿑𒿒𒿓𒿔𒿕𒿖𒿗𒿘𒿙𒿚𒿛𒿜𒿝𒿞𒿟𒿠𒿡𒿢𒿣𒿤𒿥𒿦𒿧𒿨𒿩𒿪𒿫𒿬𒿭𒿮𒿯𒿰𒿱𒿲𖩀𖩁𖩂𖩃𖩄𖩅𖩆𖩇𖩈𖩉𖩊𖩋𖩌𖩍𖩎𖩏𖩐𖩑𖩒𖩓𖩔
𖩕𖩖𖩗𖩘𖩙𖩚𖩛𖩜𖩝𖩞𖩠𖩡𖩢𖩣𖩤𖩥𖩦𖩧𖩨𖩩𖩮𖩯𖩰𖩱𖩲𖩳𖩴𖩵𖩶𖩷𖩸𖩹𖩺𖩻𖩼𖩽𖩾𖩿𖪀𖪁𖪂𖪃𖪄𖪅𖪆𖪇𖪈𖪉𖪊𖪋𖪌𖪍𖪎𖪏𖪐𖪑𖪒𖪓𖪔𖪕𖪖𖪗𖪘𖪙𖪚𖪛𖪜𖪝𖪞𖪟𖪠𖪡𖪢𖪣𖪤𖪥𖪦𖪧𖪨𖪩𖪪𖪫𖪬𖪭𖪮𖪯𖪰𖪱𖪲𖪳𖪴𖪵𖪶𖪷𖪸𖪹𖪺𖪻𖪼𖪽𖪾𖫀𖫁𖫂𖫃𖫄𖫅𖫆𖫇𖫈𖫉𖫐𖫑𖫒𖫓𖫔𖫕𖫖𖫗𖫘𖫙𖫚𖫛𖫜𖫝𖫞𖫟𖫠𖫡𖫢𖫣𖫤𖫥𖫦𖫧𖫨𖫩𖫪𖫫𖫬𖫭𖫰𖫱𖫲𖫳𖫴𖫵𖬀𖬁𖬂𖬃𖬄𖬅𖬆𖬇𖬈𖬉𖬊𖬋𖬌
𖬍𖬎𖬏𖬐𖬑𖬒𖬓𖬔𖬕𖬖𖬗𖬘𖬙𖬚𖬛𖬜𖬝𖬞𖬟𖬠𖬡𖬢𖬣𖬤𖬥𖬦𖬧𖬨𖬩𖬪𖬫𖬬𖬭𖬮𖬯𖬰𖬱𖬲𖬳𖬴𖬵𖬶𖬷𖬸𖬹𖬺𖬻𖬼𖬽𖬾𖬿𖭀𖭁𖭂𖭃𖭄𖭅𖭐𖭑𖭒𖭓𖭔𖭕𖭖𖭗𖭘𖭙𖭛𖭜𖭝𖭞𖭟𖭠𖭡𖭣𖭤𖭥𖭦𖭧𖭨𖭩𖭪𖭫𖭬𖭭𖭮𖭯𖭰𖭱𖭲𖭳𖭴𖭵𖭶𖭷𖭽𖭾𖭿𖮀𖮁𖮂𖮃𖮄𖮅𖮆𖮇𖮈𖮉𖮊𖮋𖮌𖮍𖮎𖮏
𖹀𖹁𖹂𖹃𖹄𖹅𖹆𖹇𖹈𖹉𖹊𖹋𖹌𖹍𖹎𖹏𖹐𖹑𖹒𖹓𖹔𖹕𖹖𖹗𖹘𖹙𖹚𖹛𖹜𖹝𖹞𖹟𖹠𖹡𖹢𖹣𖹤𖹥𖹦𖹧𖹨𖹩𖹪𖹫𖹬𖹭𖹮𖹯𖹰𖹱𖹲𖹳𖹴𖹵𖹶𖹷𖹸𖹹𖹺𖹻𖹼𖹽𖹾𖹿𖺀𖺁𖺂𖺃𖺄𖺅𖺆𖺇𖺈𖺉𖺊𖺋𖺌𖺍𖺎𖺏𖺐𖺑𖺒𖺓𖺔𖺕𖺖𖺗𖺘𖺙𖺚𖼀𖼁𖼂𖼃𖼄𖼅𖼆
𖼇𖼈𖼉𖼊𖼋𖼌𖼍𖼎𖼏𖼐𖼑𖼒𖼓𖼔𖼕𖼖𖼗𖼘𖼙𖼚𖼛𖼜𖼝𖼞𖼟𖼠𖼡𖼢𖼣𖼤𖼥𖼦𖼧𖼨𖼩𖼪𖼫𖼬𖼭𖼮𖼯𖼰𖼱𖼲𖼳𖼴𖼵𖼶𖼷𖼸𖼹𖼺𖼻𖼼𖼽𖼾𖼿𖽀𖽁𖽂𖽃𖽄𖽅𖽆𖽇𖽈𖽉𖽊𖽏𖽐𖽑𖽒𖽓𖽔𖽕𖽖𖽗𖽘𖽙𖽚𖽛𖽜𖽝𖽞𖽟𖽠𖽡𖽢𖽣𖽤𖽥𖽦𖽧𖽨𖽩𖽪𖽫𖽬𖽭𖽮𖽯𖽰𖽱𖽲𖽳𖽴𖽵𖽶𖽷𖽸𖽹𖽺𖽻𖽼𖽽𖽾𖽿𖾀𖾁𖾂𖾃𖾄𖾅𖾆𖾇𖾏𖾐𖾑𖾒𖾓𖾔𖾕𖾖𖾗𖾘𖾙𖾚𖾛𖾜𖾝𖾞𖾟𖿠𖿡𖿢𖿣𖿤𖿰𖿱𛰀𛰁𛰂𛰃𛰄𛰅𛰆𛰇𛰈𛰉𛰊
𛰋𛰌𛰍𛰎𛰏𛰐𛰑𛰒𛰓𛰔𛰕𛰖𛰗𛰘𛰙𛰚𛰛𛰜𛰝𛰞𛰟𛰠𛰡𛰢𛰣𛰤𛰥𛰦𛰧𛰨𛰩𛰪𛰫𛰬𛰭𛰮𛰯𛰰𛰱𛰲𛰳𛰴𛰵𛰶𛰷𛰸𛰹𛰺𛰻𛰼𛰽𛰾𛰿𛱀𛱁𛱂𛱃𛱄𛱅𛱆𛱇𛱈𛱉𛱊𛱋𛱌𛱍𛱎𛱏𛱐𛱑𛱒𛱓𛱔𛱕𛱖𛱗𛱘𛱙𛱚𛱛𛱜𛱝𛱞𛱟𛱠𛱡𛱢𛱣𛱤𛱥𛱦𛱧𛱨𛱩𛱪𛱰𛱱𛱲𛱳𛱴𛱵𛱶𛱷𛱸𛱹𛱺𛱻𛱼𛲀𛲁𛲂𛲃𛲄𛲅𛲆𛲇𛲈𛲐𛲑𛲒𛲓𛲔𛲕𛲖𛲗𛲘𛲙𛲜𛲝𛲞𛲟
𜼀𜼁𜼂𜼃𜼄𜼅𜼆𜼇𜼈𜼉𜼊𜼋𜼌𜼍𜼎𜼏𜼐𜼑𜼒𜼓𜼔𜼕𜼖𜼗𜼘𜼙𜼚𜼛𜼜𜼝𜼞𜼟𜼠𜼡𜼢𜼣𜼤𜼥𜼦𜼧𜼨𜼩𜼪𜼫𜼬𜼭𜼰𜼱𜼲𜼳𜼴𜼵𜼶𜼷𜼸𜼹𜼺𜼻𜼼𜼽𜼾𜼿𜽀𜽁𜽂𜽃𜽄𜽅𜽆𜽐𜽑𜽒𜽓𜽔𜽕𜽖𜽗𜽘𜽙𜽚𜽛𜽜𜽝𜽞𜽟𜽠𜽡𜽢𜽣𜽤𜽥𜽦𜽧𜽨𜽩
𜽪𜽫𜽬𜽭𜽮𜽯𜽰𜽱𜽲𜽳𜽴𜽵𜽶𜽷𜽸𜽹𜽺𜽻𜽼𜽽𜽾𜽿𜾀𜾁𜾂𜾃𜾄𜾅𜾆𜾇𜾈𜾉𜾊𜾋𜾌𜾍𜾎𜾏𜾐𜾑𜾒𜾓𜾔𜾕𜾖𜾗𜾘𜾙𜾚𜾛𜾜𜾝𜾞𜾟𜾠𜾡𜾢𜾣𜾤𜾥𜾦𜾧𜾨𜾩𜾪𜾫𜾬𜾭𜾮𜾯𜾰𜾱𜾲𜾳𜾴𜾵𜾶𜾷𜾸𜾹𜾺𜾻𜾼𜾽𜾾𜾿𜿀𜿁𜿂𜿃𝀀𝀁𝀂𝀃𝀄𝀅𝀆𝀇𝀈𝀉𝀊𝀋𝀌𝀍𝀎𝀏𝀐𝀑𝀒𝀓𝀔𝀕𝀖𝀗𝀘𝀙𝀚𝀛𝀜𝀝𝀞𝀟𝀠𝀡𝀢𝀣𝀤𝀥𝀦𝀧𝀨𝀩𝀪𝀫𝀬𝀭𝀮𝀯𝀰𝀱𝀲𝀳𝀴𝀵𝀶𝀷𝀸𝀹𝀺𝀻𝀼𝀽𝀾𝀿𝁀𝁁𝁂𝁃𝁄𝁅
𝁆𝁇𝁈𝁉𝁊𝁋𝁌𝁍𝁎𝁏𝁐𝁑𝁒𝁓𝁔𝁕𝁖𝁗𝁘𝁙𝁚𝁛𝁜𝁝𝁞𝁟𝁠𝁡𝁢𝁣𝁤𝁥𝁦𝁧𝁨𝁩𝁪𝁫𝁬𝁭𝁮𝁯𝁰𝁱𝁲𝁳𝁴𝁵𝁶𝁷𝁸𝁹𝁺𝁻𝁼𝁽𝁾𝁿𝂀𝂁𝂂𝂃𝂄𝂅𝂆𝂇𝂈𝂉𝂊𝂋𝂌𝂍𝂎𝂏𝂐𝂑𝂒𝂓𝂔𝂕𝂖𝂗𝂘𝂙𝂚𝂛𝂜𝂝𝂞𝂟𝂠𝂡𝂢𝂣𝂤𝂥𝂦𝂧𝂨𝂩𝂪𝂫𝂬𝂭𝂮𝂯𝂰𝂱𝂲𝂳𝂴𝂵𝂶𝂷𝂸𝂹𝂺𝂻𝂼𝂽𝂾𝂿𝃀𝃁𝃂𝃃𝃄𝃅𝃆𝃇𝃈𝃉𝃊𝃋𝃌𝃍𝃎𝃏𝃐𝃑𝃒𝃓𝃔𝃕𝃖𝃗𝃘𝃙𝃚𝃛𝃜𝃝𝃞𝃟𝃠𝃡𝃢𝃣𝃤𝃥
𝃦𝃧𝃨𝃩𝃪𝃫𝃬𝃭𝃮𝃯𝃰𝃱𝃲𝃳𝃴𝃵𝄀𝄁𝄂𝄃𝄄𝄅𝄆𝄇𝄈𝄉𝄊𝄋𝄌𝄍𝄎𝄏𝄐𝄑𝄒𝄓𝄔𝄕𝄖𝄗𝄘𝄙𝄚𝄛𝄜𝄝𝄞𝄟𝄠𝄡𝄢𝄣𝄤𝄥𝄦𝄩𝄪𝄫𝄬𝄭𝄮𝄯𝄰𝄱𝄲𝄳𝄴𝄵𝄶𝄷𝄸𝄹𝄺𝄻𝄼𝄽𝄾𝄿𝅀𝅁𝅂𝅃𝅄𝅅𝅆𝅇𝅈𝅉𝅊𝅋𝅌𝅍𝅎𝅏𝅐𝅑𝅒𝅓𝅔𝅕𝅖𝅗𝅘𝅙𝅚𝅛𝅜𝅝𝅗𝅥𝅘𝅥𝅘𝅥𝅮𝅘𝅥𝅯𝅘𝅥𝅰𝅘𝅥𝅱𝅘𝅧𝅨𝅩𝅥𝅲𝅥𝅦𝅪𝅫𝅬𝅮𝅯𝅰𝅱𝅲𝅻𝅼𝅽𝅾𝅿𝆀𝆁𝆂𝅭𝆃𝆄𝆊𝆋𝆅𝆆𝆇𝆈𝆉𝆌𝆍𝆎𝆏𝆐𝆑
𝆒𝆓𝆔𝆕𝆖𝆗𝆘𝆙𝆚𝆛𝆜𝆝𝆞𝆟𝆠𝆡𝆢𝆣𝆤𝆥𝆦𝆧𝆨𝆩𝆪𝆫𝆬𝆭𝆮𝆯𝆰𝆱𝆲𝆳𝆴𝆵𝆶𝆷𝆸𝆹𝆺𝆹𝅥𝆺𝅥𝆹𝅥𝅮𝆺𝅥𝅮𝆹𝅥𝅯𝆺𝅥𝅯𝇁𝇂𝇃𝇄𝇅𝇆𝇇𝇈𝇉𝇊𝇋𝇌𝇍𝇎𝇏𝇐𝇑𝇒𝇓𝇔𝇕𝇖𝇗𝇘𝇙𝇚𝇛𝇜𝇝𝇞𝇟𝇠𝇡𝇢𝇣𝇤𝇥𝇦𝇧𝇨𝇩𝇪𝈀𝈁𝈂𝈃𝈄𝈅𝈆𝈇𝈈𝈉𝈊𝈋𝈌𝈍𝈎𝈏𝈐𝈑𝈒𝈓𝈔𝈕𝈖𝈗𝈘𝈙𝈚𝈛𝈜𝈝𝈞𝈟𝈠𝈡𝈢𝈣𝈤𝈥𝈦𝈧𝈨𝈩𝈪𝈫𝈬𝈭𝈮𝈯𝈰𝈱𝈲𝈳𝈴𝈵𝈶𝈷𝈸𝈹𝈺𝈻𝈼𝈽𝈾𝈿𝉀𝉁𝉂𝉃𝉄𝉅𝋀
𝋁𝋂𝋃𝋄𝋅𝋆𝋇𝋈𝋉𝋊𝋋𝋌𝋍𝋎𝋏𝋐𝋑𝋒𝋓𝋠𝋡𝋢𝋣𝋤𝋥𝋦𝋧𝋨𝋩𝋪𝋫𝋬𝋭𝋮𝋯𝋰𝋱𝋲𝋳𝌀𝌁𝌂𝌃𝌄𝌅𝌆𝌇𝌈𝌉𝌊𝌋𝌌𝌍𝌎𝌏𝌐𝌑𝌒𝌓𝌔𝌕𝌖𝌗𝌘𝌙𝌚𝌛𝌜𝌝𝌞𝌟𝌠𝌡𝌢𝌣𝌤𝌥𝌦𝌧𝌨𝌩𝌪𝌫𝌬𝌭𝌮𝌯𝌰𝌱𝌲𝌳𝌴𝌵𝌶𝌷𝌸𝌹𝌺𝌻𝌼𝌽𝌾𝌿𝍀𝍁𝍂𝍃𝍄𝍅𝍆𝍇𝍈𝍉𝍊𝍋𝍌𝍍𝍎𝍏𝍐𝍑𝍒𝍓𝍔𝍕𝍖𝍠𝍡𝍢𝍣𝍤𝍥𝍦𝍧𝍨𝍩𝍪𝍫𝍬𝍭𝍮𝍯𝍰𝍱𝍲𝍳𝍴𝍵𝍶𝍷𝍸𝑓𝑝𝼀𝼁𝼂𝼃𝼄𝼅𝼆
𝼇𝼈𝼉𝼊𝼋𝼌𝼍𝼎𝼏𝼐𝼑𝼒𝼓𝼔𝼕𝼖𝼗𝼘𝼙𝼚𝼛𝼜𝼝𝼞𝼥𝼦𝼧𝼨𝼩𝼪𞀰𞀱𞀲𞀳𞀴𞀵𞀶𞀷𞀸𞀹𞀺𞀻𞀼𞀽𞀾𞀿𞁀𞁁𞁂𞁃𞁄𞁅𞁆𞁇𞁈𞁉𞁊𞁋𞁌𞁍𞁎𞁏𞁐𞁑𞁒𞁓𞁔𞁕𞁖𞁗𞁘𞁙𞁚𞁛𞁜𞁝𞁞𞁟𞁠𞁡𞁢𞁣𞁤𞁥𞁦𞁧𞁨𞁩𞁪𞁫𞁬𞁭𞂏𞻰𞻱🄯🅪🅫🅬🅲🅷🌳🍎🍏🍒🍓🍷🏘🏠🏢🐍👃💣🔔🕒🗀😐🛧🛸🞏🞑🞓🢰🢱🫥🬀🬁🬂🬃🬄🬅🬆🬇🬈🬉🬊🬋🬌🬍🬎🬏🬐🬑🬒🬓🬔🬕🬖🬗🬘
🬙🬚🬛🬜🬝🬞🬟🬠🬡🬢🬣🬤🬥🬦🬧🬨🬩🬪🬫🬬🬭🬮🬯🬰🬱🬲🬳🬴🬵🬶🬷🬸🬹🬺🬻🬼🬽🬾🬿🭀🭁🭂🭃🭄🭅🭆🭇🭈🭉🭊🭋🭌🭍🭎🭏🭐🭑🭒🭓🭔🭕🭖🭗🭘🭙🭚🭛🭜🭝🭞🭟🭠🭡🭢🭣🭤🭥🭦🭧🭨🭩🭪🭫🭬🭭🭮🭯🭰🭱🭲🭳🭴🭵🭶🭷🭸🭹🭺🭻🭼🭽🭾🭿🮀🮁🮂🮃🮄🮅🮆🮇🮈🮉🮊🮋🮌🮍🮎🮏🮐🮑🮒🮔🮕🮖🮗🮘🮙🮚🮛🮜🮝🮞🮟🮠🮡🮢🮣🮤🮥🮦🮧🮨🮩🮪🮫🮬🮭🮮🮯🮰🮱🮲🮳🮴🮵🮶🮷🮸
🮹🮺🮻🮼🮽🮾🮿🯀🯁🯂🯃🯄🯅🯆🯇🯈🯉🯊🯰🯱🯲🯳🯴🯵🯶🯷🯸🯹
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ɰɱɲɳɵɹɺɻɼɽɾʀʁʂʃʄʈʉʊʋʌʍʎʏʐʑʒʔʕʘʝʡʢʳʻʼʽˆˇˈˉˊˋˌˍːˑ˔˕˖˗˘˙˚˛˜˝˞˟˥˦˧˨˩ˬˮ˳˷̀́̂̃̄̆̇̈̊̋̌̏
̴̷̸̧̨̘̙̜̝̞̟̠̤̥̦̩̪̬̯̰̹̺̻̼̒̓̔̽̈́̚ͅ͏͡ʹ͵ͺ;΄΅Ά·ΈΉΊΌΎΏΐΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡΣΤΥΦΧΨΩΪΫάέήίΰα
βγδεζηθικλμνξοπρςστυφχψωϊϋόύώϑϕϖϗϚϛϜϝϞϟϠϡϱЀЁЂЃЄЅІЇЈЉЊЋЌЍЎЏАБВГДЕЖЗИЙКЛМНОПРСТУФХ
ЦЧШЩЪЫЬЭЮЯабвгдежзийклмнопрстуфхцчшщъыьэюяѐёђѓєѕіїјљњћќѝўџѢѣѲѳѴѵҐґҒғҔҕҖҗҘҙҚқҜҝҞҟ
ҠҡҢңҤҥҦҧҨҩҪҫҬҭҮүҰұҲҳҴҵҶҷҸҹҺһҼҽҾҿӀӁӂӃӄӇӈӋӌӏӐӑӒӓӔӕӖӗӘәӚӛӜӝӞӟӠӡӢӣӤӥӦӧӨөӪӫӮӯӰӱӲӳӴӵӸӹ
֍֎࿕࿖ᄀᄁᄂᄃᄄᄅᄆᄇᄈᄉᄊᄋᄌᄍᄎᄏᄐᄑᄒᄓᄔᄕᄖᄗᄘᄙᄚᄛᄜᄝᄞᄟᄠᄡᄢᄣᄤᄥᄦᄧᄨᄩᄪᄫᄬᄭᄮᄯᄰᄱᄲᄳᄴᄵᄶᄷᄸᄹᄺᄻᄼᄽᄾᄿᅀᅁᅂᅃᅄᅅᅆᅇᅈᅉᅊᅋ
ᅌᅍᅎᅏᅐᅑᅒᅓᅔᅕᅖᅗᅘᅙᅚᅛᅜᅝᅞᅟᅠᅡᅢᅣᅤᅥᅦᅧᅨᅩᅪᅫᅬᅭᅮᅯᅰᅱᅲᅳᅴᅵᅶᅷᅸᅹᅺᅻᅼᅽᅾᅿᆀᆁᆂᆃᆄᆅᆆᆇᆈᆉᆊᆋᆌᆍᆎᆏᆐᆑᆒᆓᆔᆕᆖᆗᆘᆙᆚᆛ
ᆜᆝᆞᆟᆠᆡᆢᆣᆤᆥᆦᆧᆨᆩᆪᆫᆬᆭᆮᆯᆰᆱᆲᆳᆴᆵᆶᆷᆸᆹᆺᆻᆼᆽᆾᆿᇀᇁᇂᇃᇄᇅᇆᇇᇈᇉᇊᇋᇌᇍᇎᇏᇐᇑᇒᇓᇔᇕᇖᇗᇘᇙᇚᇛᇜᇝᇞᇟᇠᇡᇢᇣᇤᇥᇦᇧᇨᇩᇪᇫ
ᇬᇭᇮᇯᇰᇱᇲᇳᇴᇵᇶᇷᇸᇹᇺᇻᇼᇽᇾᇿḂḃḊḋḞḟḾḿṀṁṖṗṠṡṪṫẀẁẂẃẄẅẛỲỳἀἁἂἃἄἅἆἇἈἉἊἋἌἍἎἏἐἑἒἓἔἕἘἙἚἛἜἝἠἡἢἣἤἥἦ
ἧἨἩἪἫἬἭἮἯἰἱἲἳἴἵἶἷἸἹἺἻἼἽἾἿὀὁὂὃὄὅὈὉὊὋὌὍὐὑὒὓὔὕὖὗὙὛὝὟὠὡὢὣὤὥὦὧὨὩὪὫὬὭὮὯὰάὲέὴήὶίὸόὺύὼώᾀ
ᾁᾂᾃᾄᾅᾆᾇᾈᾉᾊᾋᾌᾍᾎᾏᾐᾑᾒᾓᾔᾕᾖᾗᾘᾙᾚᾛᾜᾝᾞᾟᾠᾡᾢᾣᾤᾥᾦᾧᾨᾩᾪᾫᾬᾭᾮᾯᾰᾱᾲᾳᾴᾶᾷᾸᾹᾺΆᾼ᾽ι᾿῀῁ῂῃῄῆῇῈΈῊΉῌ῍῎῏ῐῑῒ
ΐῖῗῘῙῚΊ῝῞῟ῠῡῢΰῤῥῦῧῨῩῪΎῬ῭΅`ῲῳῴῶῷῸΌῺΏῼ´῾‐–—―‖‗‘’‚‛“”„†‡•‥…‧‰′″‴‵‹›※‼‽‾‿⁂⁄⁇⁈⁉⁊⁑⁗⁰⁴
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♬♭♮♯⛽⛾✓✗✝❖❲❳❶❷❸❹❺❻❼❽❾❿⟨⟩⟪⟫⤴⤵⦅⦆⦿⧺⧻⫍⫎⫞ⵈ⸨⸩⺀⺁⺂⺃⺄⺅⺆⺇⺈⺉⺊⺋⺌⺍⺎⺏⺐⺑⺒⺓⺔⺕⺖⺗⺘⺙⺛⺜⺝⺞⺟⺠⺡⺢⺣⺤⺥⺦⺧⺨⺩
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萠萡萢萣萤营萦萧萨萩萪萫萬萭萮萯萰萱萲萳萴萵萶萷萸萹萺萻萼落萾萿葀葁葂葃葄葅葆葇葈葉葊葋葌葍葎葏葐葑葒葓葔葕葖著葘葙葚葛葜葝葞葟葠葡葢董葤葥葦葧葨葩葪葫葬葭葮葯
葰葱葲葳葴葵葶葷葸葹葺葻葼葽葾葿蒀蒁蒂蒃蒄蒅蒆蒇蒈蒉蒊蒋蒌蒍蒎蒏蒐蒑蒒蒓蒔蒕蒖蒗蒘蒙蒚蒛蒜蒝蒞蒟蒠蒡蒢蒣蒤蒥蒦蒧蒨蒩蒪蒫蒬蒭蒮蒯蒰蒱蒲蒳蒴蒵蒶蒷蒸蒹蒺蒻蒼蒽蒾蒿
蓀蓁蓂蓃蓄蓅蓆蓇蓈蓉蓊蓋蓌蓍蓎蓏蓐蓑蓒蓓蓔蓕蓖蓗蓘蓙蓚蓛蓜蓝蓞蓟蓠蓡蓢蓣蓤蓥蓦蓧蓨蓩蓪蓫蓬蓭蓮蓯蓰蓱蓲蓳蓴蓵蓶蓷蓸蓹蓺蓻蓼蓽蓾蓿蔀蔁蔂蔃蔄蔅蔆蔇蔈蔉蔊蔋蔌蔍蔎蔏
蔐蔑蔒蔓蔔蔕蔖蔗蔘蔙蔚蔛蔜蔝蔞蔟蔠蔡蔢蔣蔤蔥蔦蔧蔨蔩蔪蔫蔬蔭蔮蔯蔰蔱蔲蔳蔴蔵蔶蔷蔸蔹蔺蔻蔼蔽蔾蔿蕀蕁蕂蕃蕄蕅蕆蕇蕈蕉蕊蕋蕌蕍蕎蕏蕐蕑蕒蕓蕔蕕蕖蕗蕘蕙蕚蕛蕜蕝蕞蕟
蕠蕡蕢蕣蕤蕥蕦蕧蕨蕩蕪蕫蕬蕭蕮蕯蕰蕱蕲蕳蕴蕵蕶蕷蕸蕹蕺蕻蕼蕽蕾蕿薀薁薂薃薄薅薆薇薈薉薊薋薌薍薎薏薐薑薒薓薔薕薖薗薘薙薚薛薜薝薞薟薠薡薢薣薤薥薦薧薨薩薪薫薬薭薮薯
薰薱薲薳薴薵薶薷薸薹薺薻薼薽薾薿藀藁藂藃藄藅藆藇藈藉藊藋藌藍藎藏藐藑藒藓藔藕藖藗藘藙藚藛藜藝藞藟藠藡藢藣藤藥藦藧藨藩藪藫藬藭藮藯藰藱藲藳藴藵藶藷藸藹藺藻藼藽藾藿
蘀蘁蘂蘃蘄蘅蘆蘇蘈蘉蘊蘋蘌蘍蘎蘏蘐蘑蘒蘓蘔蘕蘖蘗蘘蘙蘚蘛蘜蘝蘞蘟蘠蘡蘢蘣蘤蘥蘦蘧蘨蘩蘪蘫蘬蘭蘮蘯蘰蘱蘲蘳蘴蘵蘶蘷蘸蘹蘺蘻蘼蘽蘾蘿虀虁虂虃虄虅虆虇虈虉虊虋虌虍虎虏
虐虑虒虓虔處虖虗虘虙虚虛虜虝虞號虠虡虢虣虤虥虦虧虨虩虪虫虬虭虮虯虰虱虲虳虴虵虶虷虸虹虺虻虼虽虾虿蚀蚁蚂蚃蚄蚅蚆蚇蚈蚉蚊蚋蚌蚍蚎蚏蚐蚑蚒蚓蚔蚕蚖蚗蚘蚙蚚蚛蚜蚝蚞蚟
蚠蚡蚢蚣蚤蚥蚦蚧蚨蚩蚪蚫蚬蚭蚮蚯蚰蚱蚲蚳蚴蚵蚶蚷蚸蚹蚺蚻蚼蚽蚾蚿蛀蛁蛂蛃蛄蛅蛆蛇蛈蛉蛊蛋蛌蛍蛎蛏蛐蛑蛒蛓蛔蛕蛖蛗蛘蛙蛚蛛蛜蛝蛞蛟蛠蛡蛢蛣蛤蛥蛦蛧蛨蛩蛪蛫蛬蛭蛮蛯
蛰蛱蛲蛳蛴蛵蛶蛷蛸蛹蛺蛻蛼蛽蛾蛿蜀蜁蜂蜃蜄蜅蜆蜇蜈蜉蜊蜋蜌蜍蜎蜏蜐蜑蜒蜓蜔蜕蜖蜗蜘蜙蜚蜛蜜蜝蜞蜟蜠蜡蜢蜣蜤蜥蜦蜧蜨蜩蜪蜫蜬蜭蜮蜯蜰蜱蜲蜳蜴蜵蜶蜷蜸蜹蜺蜻蜼蜽蜾蜿
蝀蝁蝂蝃蝄蝅蝆蝇蝈蝉蝊蝋蝌蝍蝎蝏蝐蝑蝒蝓蝔蝕蝖蝗蝘蝙蝚蝛蝜蝝蝞蝟蝠蝡蝢蝣蝤蝥蝦蝧蝨蝩蝪蝫蝬蝭蝮蝯蝰蝱蝲蝳蝴蝵蝶蝷蝸蝹蝺蝻蝼蝽蝾蝿螀螁螂螃螄螅螆螇螈螉螊螋螌融螎螏
螐螑螒螓螔螕螖螗螘螙螚螛螜螝螞螟螠螡螢螣螤螥螦螧螨螩螪螫螬螭螮螯螰螱螲螳螴螵螶螷螸螹螺螻螼螽螾螿蟀蟁蟂蟃蟄蟅蟆蟇蟈蟉蟊蟋蟌蟍蟎蟏蟐蟑蟒蟓蟔蟕蟖蟗蟘蟙蟚蟛蟜蟝蟞蟟
蟠蟡蟢蟣蟤蟥蟦蟧蟨蟩蟪蟫蟬蟭蟮蟯蟰蟱蟲蟳蟴蟵蟶蟷蟸蟹蟺蟻蟼蟽蟾蟿蠀蠁蠂蠃蠄蠅蠆蠇蠈蠉蠊蠋蠌蠍蠎蠏蠐蠑蠒蠓蠔蠕蠖蠗蠘蠙蠚蠛蠜蠝蠞蠟蠠蠡蠢蠣蠤蠥蠦蠧蠨蠩蠪蠫蠬蠭蠮蠯
蠰蠱蠲蠳蠴蠵蠶蠷蠸蠹蠺蠻蠼蠽蠾蠿血衁衂衃衄衅衆衇衈衉衊衋行衍衎衏衐衑衒術衔衕衖街衘衙衚衛衜衝衞衟衠衡衢衣衤补衦衧表衩衪衫衬衭衮衯衰衱衲衳衴衵衶衷衸衹衺衻衼衽衾衿
袀袁袂袃袄袅袆袇袈袉袊袋袌袍袎袏袐袑袒袓袔袕袖袗袘袙袚袛袜袝袞袟袠袡袢袣袤袥袦袧袨袩袪被袬袭袮袯袰袱袲袳袴袵袶袷袸袹袺袻袼袽袾袿裀裁裂裃裄装裆裇裈裉裊裋裌裍裎裏
裐裑裒裓裔裕裖裗裘裙裚裛補裝裞裟裠裡裢裣裤裥裦裧裨裩裪裫裬裭裮裯裰裱裲裳裴裵裶裷裸裹裺裻裼製裾裿褀褁褂褃褄褅褆複褈褉褊褋褌褍褎褏褐褑褒褓褔褕褖褗褘褙褚褛褜褝褞褟
褠褡褢褣褤褥褦褧褨褩褪褫褬褭褮褯褰褱褲褳褴褵褶褷褸褹褺褻褼褽褾褿襀襁襂襃襄襅襆襇襈襉襊襋襌襍襎襏襐襑襒襓襔襕襖襗襘襙襚襛襜襝襞襟襠襡襢襣襤襥襦襧襨襩襪襫襬襭襮襯
襰襱襲襳襴襵襶襷襸襹襺襻襼襽襾西覀要覂覃覄覅覆覇覈覉覊見覌覍覎規覐覑覒覓覔覕視覗覘覙覚覛覜覝覞覟覠覡覢覣覤覥覦覧覨覩親覫覬覭覮覯覰覱覲観覴覵覶覷覸覹覺覻覼覽覾覿
觀见观觃规觅视觇览觉觊觋觌觍觎觏觐觑角觓觔觕觖觗觘觙觚觛觜觝觞觟觠觡觢解觤觥触觧觨觩觪觫觬觭觮觯觰觱觲觳觴觵觶觷觸觹觺觻觼觽觾觿言訁訂訃訄訅訆訇計訉訊訋訌訍討訏
訐訑訒訓訔訕訖託記訙訚訛訜訝訞訟訠訡訢訣訤訥訦訧訨訩訪訫訬設訮訯訰許訲訳訴訵訶訷訸訹診註証訽訾訿詀詁詂詃詄詅詆詇詈詉詊詋詌詍詎詏詐詑詒詓詔評詖詗詘詙詚詛詜詝詞詟
詠詡詢詣詤詥試詧詨詩詪詫詬詭詮詯詰話該詳詴詵詶詷詸詹詺詻詼詽詾詿誀誁誂誃誄誅誆誇誈誉誊誋誌認誎誏誐誑誒誓誔誕誖誗誘誙誚誛誜誝語誟誠誡誢誣誤誥誦誧誨誩說誫説読誮誯
誰誱課誳誴誵誶誷誸誹誺誻誼誽誾調諀諁諂諃諄諅諆談諈諉諊請諌諍諎諏諐諑諒諓諔諕論諗諘諙諚諛諜諝諞諟諠諡諢諣諤諥諦諧諨諩諪諫諬諭諮諯諰諱諲諳諴諵諶諷諸諹諺諻諼諽諾諿
謀謁謂謃謄謅謆謇謈謉謊謋謌謍謎謏謐謑謒謓謔謕謖謗謘謙謚講謜謝謞謟謠謡謢謣謤謥謦謧謨謩謪謫謬謭謮謯謰謱謲謳謴謵謶謷謸謹謺謻謼謽謾謿譀譁譂譃譄譅譆譇譈證譊譋譌譍譎譏
譐譑譒譓譔譕譖譗識譙譚譛譜譝譞譟譠譡譢譣譤譥警譧譨譩譪譫譬譭譮譯議譱譲譳譴譵譶護譸譹譺譻譼譽譾譿讀讁讂讃讄讅讆讇讈讉變讋讌讍讎讏讐讑讒讓讔讕讖讗讘讙讚讛讜讝讞讟
讠计订讣认讥讦讧讨让讪讫讬训议讯记讱讲讳讴讵讶讷许讹论讻讼讽设访诀证诂诃评诅识诇诈诉诊诋诌词诎诏诐译诒诓诔试诖诗诘诙诚诛诜话诞诟诠诡询诣诤该详诧诨诩诪诫诬语诮误
诰诱诲诳说诵诶请诸诹诺读诼诽课诿谀谁谂调谄谅谆谇谈谉谊谋谌谍谎谏谐谑谒谓谔谕谖谗谘谙谚谛谜谝谞谟谠谡谢谣谤谥谦谧谨谩谪谫谬谭谮谯谰谱谲谳谴谵谶谷谸谹谺谻谼谽谾谿
豀豁豂豃豄豅豆豇豈豉豊豋豌豍豎豏豐豑豒豓豔豕豖豗豘豙豚豛豜豝豞豟豠象豢豣豤豥豦豧豨豩豪豫豬豭豮豯豰豱豲豳豴豵豶豷豸豹豺豻豼豽豾豿貀貁貂貃貄貅貆貇貈貉貊貋貌貍貎貏
貐貑貒貓貔貕貖貗貘貙貚貛貜貝貞貟負財貢貣貤貥貦貧貨販貪貫責貭貮貯貰貱貲貳貴貵貶買貸貹貺費貼貽貾貿賀賁賂賃賄賅賆資賈賉賊賋賌賍賎賏賐賑賒賓賔賕賖賗賘賙賚賛賜賝賞賟
賠賡賢賣賤賥賦賧賨賩質賫賬賭賮賯賰賱賲賳賴賵賶賷賸賹賺賻購賽賾賿贀贁贂贃贄贅贆贇贈贉贊贋贌贍贎贏贐贑贒贓贔贕贖贗贘贙贚贛贜贝贞负贠贡财责贤败账货质贩贪贫贬购贮贯
贰贱贲贳贴贵贶贷贸费贺贻贼贽贾贿赀赁赂赃资赅赆赇赈赉赊赋赌赍赎赏赐赑赒赓赔赕赖赗赘赙赚赛赜赝赞赟赠赡赢赣赤赥赦赧赨赩赪赫赬赭赮赯走赱赲赳赴赵赶起赸赹赺赻赼赽赾赿
趀趁趂趃趄超趆趇趈趉越趋趌趍趎趏趐趑趒趓趔趕趖趗趘趙趚趛趜趝趞趟趠趡趢趣趤趥趦趧趨趩趪趫趬趭趮趯趰趱趲足趴趵趶趷趸趹趺趻趼趽趾趿跀跁跂跃跄跅跆跇跈跉跊跋跌跍跎跏
跐跑跒跓跔跕跖跗跘跙跚跛跜距跞跟跠跡跢跣跤跥跦跧跨跩跪跫跬跭跮路跰跱跲跳跴践跶跷跸跹跺跻跼跽跾跿踀踁踂踃踄踅踆踇踈踉踊踋踌踍踎踏踐踑踒踓踔踕踖踗踘踙踚踛踜踝踞踟
踠踡踢踣踤踥踦踧踨踩踪踫踬踭踮踯踰踱踲踳踴踵踶踷踸踹踺踻踼踽踾踿蹀蹁蹂蹃蹄蹅蹆蹇蹈蹉蹊蹋蹌蹍蹎蹏蹐蹑蹒蹓蹔蹕蹖蹗蹘蹙蹚蹛蹜蹝蹞蹟蹠蹡蹢蹣蹤蹥蹦蹧蹨蹩蹪蹫蹬蹭蹮蹯
蹰蹱蹲蹳蹴蹵蹶蹷蹸蹹蹺蹻蹼蹽蹾蹿躀躁躂躃躄躅躆躇躈躉躊躋躌躍躎躏躐躑躒躓躔躕躖躗躘躙躚躛躜躝躞躟躠躡躢躣躤躥躦躧躨躩躪身躬躭躮躯躰躱躲躳躴躵躶躷躸躹躺躻躼躽躾躿
軀軁軂軃軄軅軆軇軈軉車軋軌軍軎軏軐軑軒軓軔軕軖軗軘軙軚軛軜軝軞軟軠軡転軣軤軥軦軧軨軩軪軫軬軭軮軯軰軱軲軳軴軵軶軷軸軹軺軻軼軽軾軿輀輁輂較輄輅輆輇輈載輊輋輌輍輎輏
輐輑輒輓輔輕輖輗輘輙輚輛輜輝輞輟輠輡輢輣輤輥輦輧輨輩輪輫輬輭輮輯輰輱輲輳輴輵輶輷輸輹輺輻輼輽輾輿轀轁轂轃轄轅轆轇轈轉轊轋轌轍轎轏轐轑轒轓轔轕轖轗轘轙轚轛轜轝轞轟
轠轡轢轣轤轥车轧轨轩轪轫转轭轮软轰轱轲轳轴轵轶轷轸轹轺轻轼载轾轿辀辁辂较辄辅辆辇辈辉辊辋辌辍辎辏辐辑辒输辔辕辖辗辘辙辚辛辜辝辞辟辠辡辢辣辤辥辦辧辨辩辪辫辬辭辮辯
辰辱農辳辴辵辶辷辸边辺辻込辽达辿迀迁迂迃迄迅迆过迈迉迊迋迌迍迎迏运近迒迓返迕迖迗还这迚进远违连迟迠迡迢迣迤迥迦迧迨迩迪迫迬迭迮迯述迱迲迳迴迵迶迷迸迹迺迻迼追迾迿
退送适逃逄逅逆逇逈选逊逋逌逍逎透逐逑递逓途逕逖逗逘這通逛逜逝逞速造逡逢連逤逥逦逧逨逩逪逫逬逭逮逯逰週進逳逴逵逶逷逸逹逺逻逼逽逾逿遀遁遂遃遄遅遆遇遈遉遊運遌遍過遏
遐遑遒道達違遖遗遘遙遚遛遜遝遞遟遠遡遢遣遤遥遦遧遨適遪遫遬遭遮遯遰遱遲遳遴遵遶遷選遹遺遻遼遽遾避邀邁邂邃還邅邆邇邈邉邊邋邌邍邎邏邐邑邒邓邔邕邖邗邘邙邚邛邜邝邞邟
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郰郱郲郳郴郵郶郷郸郹郺郻郼都郾郿鄀鄁鄂鄃鄄鄅鄆鄇鄈鄉鄊鄋鄌鄍鄎鄏鄐鄑鄒鄓鄔鄕鄖鄗鄘鄙鄚鄛鄜鄝鄞鄟鄠鄡鄢鄣鄤鄥鄦鄧鄨鄩鄪鄫鄬鄭鄮鄯鄰鄱鄲鄳鄴鄵鄶鄷鄸鄹鄺鄻鄼鄽鄾鄿
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龠龡龢龣龤龥ꥠꥡꥢꥣꥤꥥꥦꥧꥨꥩꥪꥫꥬꥭꥮꥯꥰꥱꥲꥳꥴꥵꥶꥷꥸꥹꥺꥻꥼ가각갂갃간갅갆갇갈갉갊갋갌갍갎갏감갑값갓갔강갖갗갘같갚갛개객갞갟갠갡갢갣갤갥갦갧갨갩갪갫갬
갭갮갯갰갱갲갳갴갵갶갷갸갹갺갻갼갽갾갿걀걁걂걃걄걅걆걇걈걉걊걋걌걍걎걏걐걑걒걓걔걕걖걗걘걙걚걛걜걝걞걟걠걡걢걣걤걥걦걧걨걩걪걫걬걭걮걯거걱걲걳건걵걶걷걸걹걺걻걼
걽걾걿검겁겂것겄겅겆겇겈겉겊겋게겍겎겏겐겑겒겓겔겕겖겗겘겙겚겛겜겝겞겟겠겡겢겣겤겥겦겧겨격겪겫견겭겮겯결겱겲겳겴겵겶겷겸겹겺겻겼경겾겿곀곁곂곃계곅곆곇곈곉곊곋곌
곍곎곏곐곑곒곓곔곕곖곗곘곙곚곛곜곝곞곟고곡곢곣곤곥곦곧골곩곪곫곬곭곮곯곰곱곲곳곴공곶곷곸곹곺곻과곽곾곿관괁괂괃괄괅괆괇괈괉괊괋괌괍괎괏괐광괒괓괔괕괖괗괘괙괚괛괜
괝괞괟괠괡괢괣괤괥괦괧괨괩괪괫괬괭괮괯괰괱괲괳괴괵괶괷괸괹괺괻괼괽괾괿굀굁굂굃굄굅굆굇굈굉굊굋굌굍굎굏교굑굒굓굔굕굖굗굘굙굚굛굜굝굞굟굠굡굢굣굤굥굦굧굨굩굪굫구
국굮굯군굱굲굳굴굵굶굷굸굹굺굻굼굽굾굿궀궁궂궃궄궅궆궇궈궉궊궋권궍궎궏궐궑궒궓궔궕궖궗궘궙궚궛궜궝궞궟궠궡궢궣궤궥궦궧궨궩궪궫궬궭궮궯궰궱궲궳궴궵궶궷궸궹궺궻궼
궽궾궿귀귁귂귃귄귅귆귇귈귉귊귋귌귍귎귏귐귑귒귓귔귕귖귗귘귙귚귛규귝귞귟균귡귢귣귤귥귦귧귨귩귪귫귬귭귮귯귰귱귲귳귴귵귶귷그극귺귻근귽귾귿글긁긂긃긄긅긆긇금급긊긋긌
긍긎긏긐긑긒긓긔긕긖긗긘긙긚긛긜긝긞긟긠긡긢긣긤긥긦긧긨긩긪긫긬긭긮긯기긱긲긳긴긵긶긷길긹긺긻긼긽긾긿김깁깂깃깄깅깆깇깈깉깊깋까깍깎깏깐깑깒깓깔깕깖깗깘깙깚깛깜
깝깞깟깠깡깢깣깤깥깦깧깨깩깪깫깬깭깮깯깰깱깲깳깴깵깶깷깸깹깺깻깼깽깾깿꺀꺁꺂꺃꺄꺅꺆꺇꺈꺉꺊꺋꺌꺍꺎꺏꺐꺑꺒꺓꺔꺕꺖꺗꺘꺙꺚꺛꺜꺝꺞꺟꺠꺡꺢꺣꺤꺥꺦꺧꺨꺩꺪꺫꺬
꺭꺮꺯꺰꺱꺲꺳꺴꺵꺶꺷꺸꺹꺺꺻꺼꺽꺾꺿껀껁껂껃껄껅껆껇껈껉껊껋껌껍껎껏껐껑껒껓껔껕껖껗께껙껚껛껜껝껞껟껠껡껢껣껤껥껦껧껨껩껪껫껬껭껮껯껰껱껲껳껴껵껶껷껸껹껺껻껼
껽껾껿꼀꼁꼂꼃꼄꼅꼆꼇꼈꼉꼊꼋꼌꼍꼎꼏꼐꼑꼒꼓꼔꼕꼖꼗꼘꼙꼚꼛꼜꼝꼞꼟꼠꼡꼢꼣꼤꼥꼦꼧꼨꼩꼪꼫꼬꼭꼮꼯꼰꼱꼲꼳꼴꼵꼶꼷꼸꼹꼺꼻꼼꼽꼾꼿꽀꽁꽂꽃꽄꽅꽆꽇꽈꽉꽊꽋꽌
꽍꽎꽏꽐꽑꽒꽓꽔꽕꽖꽗꽘꽙꽚꽛꽜꽝꽞꽟꽠꽡꽢꽣꽤꽥꽦꽧꽨꽩꽪꽫꽬꽭꽮꽯꽰꽱꽲꽳꽴꽵꽶꽷꽸꽹꽺꽻꽼꽽꽾꽿꾀꾁꾂꾃꾄꾅꾆꾇꾈꾉꾊꾋꾌꾍꾎꾏꾐꾑꾒꾓꾔꾕꾖꾗꾘꾙꾚꾛꾜
꾝꾞꾟꾠꾡꾢꾣꾤꾥꾦꾧꾨꾩꾪꾫꾬꾭꾮꾯꾰꾱꾲꾳꾴꾵꾶꾷꾸꾹꾺꾻꾼꾽꾾꾿꿀꿁꿂꿃꿄꿅꿆꿇꿈꿉꿊꿋꿌꿍꿎꿏꿐꿑꿒꿓꿔꿕꿖꿗꿘꿙꿚꿛꿜꿝꿞꿟꿠꿡꿢꿣꿤꿥꿦꿧꿨꿩꿪꿫꿬
꿭꿮꿯꿰꿱꿲꿳꿴꿵꿶꿷꿸꿹꿺꿻꿼꿽꿾꿿뀀뀁뀂뀃뀄뀅뀆뀇뀈뀉뀊뀋뀌뀍뀎뀏뀐뀑뀒뀓뀔뀕뀖뀗뀘뀙뀚뀛뀜뀝뀞뀟뀠뀡뀢뀣뀤뀥뀦뀧뀨뀩뀪뀫뀬뀭뀮뀯뀰뀱뀲뀳뀴뀵뀶뀷뀸뀹뀺뀻뀼
뀽뀾뀿끀끁끂끃끄끅끆끇끈끉끊끋끌끍끎끏끐끑끒끓끔끕끖끗끘끙끚끛끜끝끞끟끠끡끢끣끤끥끦끧끨끩끪끫끬끭끮끯끰끱끲끳끴끵끶끷끸끹끺끻끼끽끾끿낀낁낂낃낄낅낆낇낈낉낊낋낌
낍낎낏낐낑낒낓낔낕낖낗나낙낚낛난낝낞낟날낡낢낣낤낥낦낧남납낪낫났낭낮낯낰낱낲낳내낵낶낷낸낹낺낻낼낽낾낿냀냁냂냃냄냅냆냇냈냉냊냋냌냍냎냏냐냑냒냓냔냕냖냗냘냙냚냛냜
냝냞냟냠냡냢냣냤냥냦냧냨냩냪냫냬냭냮냯냰냱냲냳냴냵냶냷냸냹냺냻냼냽냾냿넀넁넂넃넄넅넆넇너넉넊넋넌넍넎넏널넑넒넓넔넕넖넗넘넙넚넛넜넝넞넟넠넡넢넣네넥넦넧넨넩넪넫넬
넭넮넯넰넱넲넳넴넵넶넷넸넹넺넻넼넽넾넿녀녁녂녃년녅녆녇녈녉녊녋녌녍녎녏념녑녒녓녔녕녖녗녘녙녚녛녜녝녞녟녠녡녢녣녤녥녦녧녨녩녪녫녬녭녮녯녰녱녲녳녴녵녶녷노녹녺녻논
녽녾녿놀놁놂놃놄놅놆놇놈놉놊놋놌농놎놏놐놑높놓놔놕놖놗놘놙놚놛놜놝놞놟놠놡놢놣놤놥놦놧놨놩놪놫놬놭놮놯놰놱놲놳놴놵놶놷놸놹놺놻놼놽놾놿뇀뇁뇂뇃뇄뇅뇆뇇뇈뇉뇊뇋뇌
뇍뇎뇏뇐뇑뇒뇓뇔뇕뇖뇗뇘뇙뇚뇛뇜뇝뇞뇟뇠뇡뇢뇣뇤뇥뇦뇧뇨뇩뇪뇫뇬뇭뇮뇯뇰뇱뇲뇳뇴뇵뇶뇷뇸뇹뇺뇻뇼뇽뇾뇿눀눁눂눃누눅눆눇눈눉눊눋눌눍눎눏눐눑눒눓눔눕눖눗눘눙눚눛눜
눝눞눟눠눡눢눣눤눥눦눧눨눩눪눫눬눭눮눯눰눱눲눳눴눵눶눷눸눹눺눻눼눽눾눿뉀뉁뉂뉃뉄뉅뉆뉇뉈뉉뉊뉋뉌뉍뉎뉏뉐뉑뉒뉓뉔뉕뉖뉗뉘뉙뉚뉛뉜뉝뉞뉟뉠뉡뉢뉣뉤뉥뉦뉧뉨뉩뉪뉫뉬
뉭뉮뉯뉰뉱뉲뉳뉴뉵뉶뉷뉸뉹뉺뉻뉼뉽뉾뉿늀늁늂늃늄늅늆늇늈늉늊늋늌늍늎늏느늑늒늓는늕늖늗늘늙늚늛늜늝늞늟늠늡늢늣늤능늦늧늨늩늪늫늬늭늮늯늰늱늲늳늴늵늶늷늸늹늺늻늼
늽늾늿닀닁닂닃닄닅닆닇니닉닊닋닌닍닎닏닐닑닒닓닔닕닖닗님닙닚닛닜닝닞닟닠닡닢닣다닥닦닧단닩닪닫달닭닮닯닰닱닲닳담답닶닷닸당닺닻닼닽닾닿대댁댂댃댄댅댆댇댈댉댊댋댌
댍댎댏댐댑댒댓댔댕댖댗댘댙댚댛댜댝댞댟댠댡댢댣댤댥댦댧댨댩댪댫댬댭댮댯댰댱댲댳댴댵댶댷댸댹댺댻댼댽댾댿덀덁덂덃덄덅덆덇덈덉덊덋덌덍덎덏덐덑덒덓더덕덖덗던덙덚덛덜
덝덞덟덠덡덢덣덤덥덦덧덨덩덪덫덬덭덮덯데덱덲덳덴덵덶덷델덹덺덻덼덽덾덿뎀뎁뎂뎃뎄뎅뎆뎇뎈뎉뎊뎋뎌뎍뎎뎏뎐뎑뎒뎓뎔뎕뎖뎗뎘뎙뎚뎛뎜뎝뎞뎟뎠뎡뎢뎣뎤뎥뎦뎧뎨뎩뎪뎫뎬
뎭뎮뎯뎰뎱뎲뎳뎴뎵뎶뎷뎸뎹뎺뎻뎼뎽뎾뎿돀돁돂돃도독돆돇돈돉돊돋돌돍돎돏돐돑돒돓돔돕돖돗돘동돚돛돜돝돞돟돠돡돢돣돤돥돦돧돨돩돪돫돬돭돮돯돰돱돲돳돴돵돶돷돸돹돺돻돼
돽돾돿됀됁됂됃됄됅됆됇됈됉됊됋됌됍됎됏됐됑됒됓됔됕됖됗되됙됚됛된됝됞됟될됡됢됣됤됥됦됧됨됩됪됫됬됭됮됯됰됱됲됳됴됵됶됷됸됹됺됻됼됽됾됿둀둁둂둃둄둅둆둇둈둉둊둋둌
둍둎둏두둑둒둓둔둕둖둗둘둙둚둛둜둝둞둟둠둡둢둣둤둥둦둧둨둩둪둫둬둭둮둯둰둱둲둳둴둵둶둷둸둹둺둻둼둽둾둿뒀뒁뒂뒃뒄뒅뒆뒇뒈뒉뒊뒋뒌뒍뒎뒏뒐뒑뒒뒓뒔뒕뒖뒗뒘뒙뒚뒛뒜
뒝뒞뒟뒠뒡뒢뒣뒤뒥뒦뒧뒨뒩뒪뒫뒬뒭뒮뒯뒰뒱뒲뒳뒴뒵뒶뒷뒸뒹뒺뒻뒼뒽뒾뒿듀듁듂듃듄듅듆듇듈듉듊듋듌듍듎듏듐듑듒듓듔듕듖듗듘듙듚듛드득듞듟든듡듢듣들듥듦듧듨듩듪듫듬
듭듮듯듰등듲듳듴듵듶듷듸듹듺듻듼듽듾듿딀딁딂딃딄딅딆딇딈딉딊딋딌딍딎딏딐딑딒딓디딕딖딗딘딙딚딛딜딝딞딟딠딡딢딣딤딥딦딧딨딩딪딫딬딭딮딯따딱딲딳딴딵딶딷딸딹딺딻딼
딽딾딿땀땁땂땃땄땅땆땇땈땉땊땋때땍땎땏땐땑땒땓땔땕땖땗땘땙땚땛땜땝땞땟땠땡땢땣땤땥땦땧땨땩땪땫땬땭땮땯땰땱땲땳땴땵땶땷땸땹땺땻땼땽땾땿떀떁떂떃떄떅떆떇떈떉떊떋떌
떍떎떏떐떑떒떓떔떕떖떗떘떙떚떛떜떝떞떟떠떡떢떣떤떥떦떧떨떩떪떫떬떭떮떯떰떱떲떳떴떵떶떷떸떹떺떻떼떽떾떿뗀뗁뗂뗃뗄뗅뗆뗇뗈뗉뗊뗋뗌뗍뗎뗏뗐뗑뗒뗓뗔뗕뗖뗗뗘뗙뗚뗛뗜
뗝뗞뗟뗠뗡뗢뗣뗤뗥뗦뗧뗨뗩뗪뗫뗬뗭뗮뗯뗰뗱뗲뗳뗴뗵뗶뗷뗸뗹뗺뗻뗼뗽뗾뗿똀똁똂똃똄똅똆똇똈똉똊똋똌똍똎똏또똑똒똓똔똕똖똗똘똙똚똛똜똝똞똟똠똡똢똣똤똥똦똧똨똩똪똫똬
똭똮똯똰똱똲똳똴똵똶똷똸똹똺똻똼똽똾똿뙀뙁뙂뙃뙄뙅뙆뙇뙈뙉뙊뙋뙌뙍뙎뙏뙐뙑뙒뙓뙔뙕뙖뙗뙘뙙뙚뙛뙜뙝뙞뙟뙠뙡뙢뙣뙤뙥뙦뙧뙨뙩뙪뙫뙬뙭뙮뙯뙰뙱뙲뙳뙴뙵뙶뙷뙸뙹뙺뙻뙼
뙽뙾뙿뚀뚁뚂뚃뚄뚅뚆뚇뚈뚉뚊뚋뚌뚍뚎뚏뚐뚑뚒뚓뚔뚕뚖뚗뚘뚙뚚뚛뚜뚝뚞뚟뚠뚡뚢뚣뚤뚥뚦뚧뚨뚩뚪뚫뚬뚭뚮뚯뚰뚱뚲뚳뚴뚵뚶뚷뚸뚹뚺뚻뚼뚽뚾뚿뛀뛁뛂뛃뛄뛅뛆뛇뛈뛉뛊뛋뛌
뛍뛎뛏뛐뛑뛒뛓뛔뛕뛖뛗뛘뛙뛚뛛뛜뛝뛞뛟뛠뛡뛢뛣뛤뛥뛦뛧뛨뛩뛪뛫뛬뛭뛮뛯뛰뛱뛲뛳뛴뛵뛶뛷뛸뛹뛺뛻뛼뛽뛾뛿뜀뜁뜂뜃뜄뜅뜆뜇뜈뜉뜊뜋뜌뜍뜎뜏뜐뜑뜒뜓뜔뜕뜖뜗뜘뜙뜚뜛뜜
뜝뜞뜟뜠뜡뜢뜣뜤뜥뜦뜧뜨뜩뜪뜫뜬뜭뜮뜯뜰뜱뜲뜳뜴뜵뜶뜷뜸뜹뜺뜻뜼뜽뜾뜿띀띁띂띃띄띅띆띇띈띉띊띋띌띍띎띏띐띑띒띓띔띕띖띗띘띙띚띛띜띝띞띟띠띡띢띣띤띥띦띧띨띩띪띫띬
띭띮띯띰띱띲띳띴띵띶띷띸띹띺띻라락띾띿란랁랂랃랄랅랆랇랈랉랊랋람랍랎랏랐랑랒랓랔랕랖랗래랙랚랛랜랝랞랟랠랡랢랣랤랥랦랧램랩랪랫랬랭랮랯랰랱랲랳랴략랶랷랸랹랺랻랼
랽랾랿럀럁럂럃럄럅럆럇럈량럊럋럌럍럎럏럐럑럒럓럔럕럖럗럘럙럚럛럜럝럞럟럠럡럢럣럤럥럦럧럨럩럪럫러럭럮럯런럱럲럳럴럵럶럷럸럹럺럻럼럽럾럿렀렁렂렃렄렅렆렇레렉렊렋렌
렍렎렏렐렑렒렓렔렕렖렗렘렙렚렛렜렝렞렟렠렡렢렣려력렦렧련렩렪렫렬렭렮렯렰렱렲렳렴렵렶렷렸령렺렻렼렽렾렿례롁롂롃롄롅롆롇롈롉롊롋롌롍롎롏롐롑롒롓롔롕롖롗롘롙롚롛로
록롞롟론롡롢롣롤롥롦롧롨롩롪롫롬롭롮롯롰롱롲롳롴롵롶롷롸롹롺롻롼롽롾롿뢀뢁뢂뢃뢄뢅뢆뢇뢈뢉뢊뢋뢌뢍뢎뢏뢐뢑뢒뢓뢔뢕뢖뢗뢘뢙뢚뢛뢜뢝뢞뢟뢠뢡뢢뢣뢤뢥뢦뢧뢨뢩뢪뢫뢬
뢭뢮뢯뢰뢱뢲뢳뢴뢵뢶뢷뢸뢹뢺뢻뢼뢽뢾뢿룀룁룂룃룄룅룆룇룈룉룊룋료룍룎룏룐룑룒룓룔룕룖룗룘룙룚룛룜룝룞룟룠룡룢룣룤룥룦룧루룩룪룫룬룭룮룯룰룱룲룳룴룵룶룷룸룹룺룻룼
룽룾룿뤀뤁뤂뤃뤄뤅뤆뤇뤈뤉뤊뤋뤌뤍뤎뤏뤐뤑뤒뤓뤔뤕뤖뤗뤘뤙뤚뤛뤜뤝뤞뤟뤠뤡뤢뤣뤤뤥뤦뤧뤨뤩뤪뤫뤬뤭뤮뤯뤰뤱뤲뤳뤴뤵뤶뤷뤸뤹뤺뤻뤼뤽뤾뤿륀륁륂륃륄륅륆륇륈륉륊륋륌
륍륎륏륐륑륒륓륔륕륖륗류륙륚륛륜륝륞륟률륡륢륣륤륥륦륧륨륩륪륫륬륭륮륯륰륱륲륳르륵륶륷른륹륺륻를륽륾륿릀릁릂릃름릅릆릇릈릉릊릋릌릍릎릏릐릑릒릓릔릕릖릗릘릙릚릛릜
릝릞릟릠릡릢릣릤릥릦릧릨릩릪릫리릭릮릯린릱릲릳릴릵릶릷릸릹릺릻림립릾릿맀링맂맃맄맅맆맇마막맊맋만맍많맏말맑맒맓맔맕맖맗맘맙맚맛맜망맞맟맠맡맢맣매맥맦맧맨맩맪맫맬
맭맮맯맰맱맲맳맴맵맶맷맸맹맺맻맼맽맾맿먀먁먂먃먄먅먆먇먈먉먊먋먌먍먎먏먐먑먒먓먔먕먖먗먘먙먚먛먜먝먞먟먠먡먢먣먤먥먦먧먨먩먪먫먬먭먮먯먰먱먲먳먴먵먶먷머먹먺먻먼
먽먾먿멀멁멂멃멄멅멆멇멈멉멊멋멌멍멎멏멐멑멒멓메멕멖멗멘멙멚멛멜멝멞멟멠멡멢멣멤멥멦멧멨멩멪멫멬멭멮멯며멱멲멳면멵멶멷멸멹멺멻멼멽멾멿몀몁몂몃몄명몆몇몈몉몊몋몌
몍몎몏몐몑몒몓몔몕몖몗몘몙몚몛몜몝몞몟몠몡몢몣몤몥몦몧모목몪몫몬몭몮몯몰몱몲몳몴몵몶몷몸몹몺못몼몽몾몿뫀뫁뫂뫃뫄뫅뫆뫇뫈뫉뫊뫋뫌뫍뫎뫏뫐뫑뫒뫓뫔뫕뫖뫗뫘뫙뫚뫛뫜
뫝뫞뫟뫠뫡뫢뫣뫤뫥뫦뫧뫨뫩뫪뫫뫬뫭뫮뫯뫰뫱뫲뫳뫴뫵뫶뫷뫸뫹뫺뫻뫼뫽뫾뫿묀묁묂묃묄묅묆묇묈묉묊묋묌묍묎묏묐묑묒묓묔묕묖묗묘묙묚묛묜묝묞묟묠묡묢묣묤묥묦묧묨묩묪묫묬
묭묮묯묰묱묲묳무묵묶묷문묹묺묻물묽묾묿뭀뭁뭂뭃뭄뭅뭆뭇뭈뭉뭊뭋뭌뭍뭎뭏뭐뭑뭒뭓뭔뭕뭖뭗뭘뭙뭚뭛뭜뭝뭞뭟뭠뭡뭢뭣뭤뭥뭦뭧뭨뭩뭪뭫뭬뭭뭮뭯뭰뭱뭲뭳뭴뭵뭶뭷뭸뭹뭺뭻뭼
뭽뭾뭿뮀뮁뮂뮃뮄뮅뮆뮇뮈뮉뮊뮋뮌뮍뮎뮏뮐뮑뮒뮓뮔뮕뮖뮗뮘뮙뮚뮛뮜뮝뮞뮟뮠뮡뮢뮣뮤뮥뮦뮧뮨뮩뮪뮫뮬뮭뮮뮯뮰뮱뮲뮳뮴뮵뮶뮷뮸뮹뮺뮻뮼뮽뮾뮿므믁믂믃믄믅믆믇믈믉믊믋믌
믍믎믏믐믑믒믓믔믕믖믗믘믙믚믛믜믝믞믟믠믡믢믣믤믥믦믧믨믩믪믫믬믭믮믯믰믱믲믳믴믵믶믷미믹믺믻민믽믾믿밀밁밂밃밄밅밆밇밈밉밊밋밌밍밎및밐밑밒밓바박밖밗반밙밚받발
밝밞밟밠밡밢밣밤밥밦밧밨방밪밫밬밭밮밯배백밲밳밴밵밶밷밸밹밺밻밼밽밾밿뱀뱁뱂뱃뱄뱅뱆뱇뱈뱉뱊뱋뱌뱍뱎뱏뱐뱑뱒뱓뱔뱕뱖뱗뱘뱙뱚뱛뱜뱝뱞뱟뱠뱡뱢뱣뱤뱥뱦뱧뱨뱩뱪뱫뱬
뱭뱮뱯뱰뱱뱲뱳뱴뱵뱶뱷뱸뱹뱺뱻뱼뱽뱾뱿벀벁벂벃버벅벆벇번벉벊벋벌벍벎벏벐벑벒벓범법벖벗벘벙벚벛벜벝벞벟베벡벢벣벤벥벦벧벨벩벪벫벬벭벮벯벰벱벲벳벴벵벶벷벸벹벺벻벼
벽벾벿변볁볂볃별볅볆볇볈볉볊볋볌볍볎볏볐병볒볓볔볕볖볗볘볙볚볛볜볝볞볟볠볡볢볣볤볥볦볧볨볩볪볫볬볭볮볯볰볱볲볳보복볶볷본볹볺볻볼볽볾볿봀봁봂봃봄봅봆봇봈봉봊봋봌
봍봎봏봐봑봒봓봔봕봖봗봘봙봚봛봜봝봞봟봠봡봢봣봤봥봦봧봨봩봪봫봬봭봮봯봰봱봲봳봴봵봶봷봸봹봺봻봼봽봾봿뵀뵁뵂뵃뵄뵅뵆뵇뵈뵉뵊뵋뵌뵍뵎뵏뵐뵑뵒뵓뵔뵕뵖뵗뵘뵙뵚뵛뵜
뵝뵞뵟뵠뵡뵢뵣뵤뵥뵦뵧뵨뵩뵪뵫뵬뵭뵮뵯뵰뵱뵲뵳뵴뵵뵶뵷뵸뵹뵺뵻뵼뵽뵾뵿부북붂붃분붅붆붇불붉붊붋붌붍붎붏붐붑붒붓붔붕붖붗붘붙붚붛붜붝붞붟붠붡붢붣붤붥붦붧붨붩붪붫붬
붭붮붯붰붱붲붳붴붵붶붷붸붹붺붻붼붽붾붿뷀뷁뷂뷃뷄뷅뷆뷇뷈뷉뷊뷋뷌뷍뷎뷏뷐뷑뷒뷓뷔뷕뷖뷗뷘뷙뷚뷛뷜뷝뷞뷟뷠뷡뷢뷣뷤뷥뷦뷧뷨뷩뷪뷫뷬뷭뷮뷯뷰뷱뷲뷳뷴뷵뷶뷷뷸뷹뷺뷻뷼
뷽뷾뷿븀븁븂븃븄븅븆븇븈븉븊븋브븍븎븏븐븑븒븓블븕븖븗븘븙븚븛븜븝븞븟븠븡븢븣븤븥븦븧븨븩븪븫븬븭븮븯븰븱븲븳븴븵븶븷븸븹븺븻븼븽븾븿빀빁빂빃비빅빆빇빈빉빊빋빌
빍빎빏빐빑빒빓빔빕빖빗빘빙빚빛빜빝빞빟빠빡빢빣빤빥빦빧빨빩빪빫빬빭빮빯빰빱빲빳빴빵빶빷빸빹빺빻빼빽빾빿뺀뺁뺂뺃뺄뺅뺆뺇뺈뺉뺊뺋뺌뺍뺎뺏뺐뺑뺒뺓뺔뺕뺖뺗뺘뺙뺚뺛뺜
뺝뺞뺟뺠뺡뺢뺣뺤뺥뺦뺧뺨뺩뺪뺫뺬뺭뺮뺯뺰뺱뺲뺳뺴뺵뺶뺷뺸뺹뺺뺻뺼뺽뺾뺿뻀뻁뻂뻃뻄뻅뻆뻇뻈뻉뻊뻋뻌뻍뻎뻏뻐뻑뻒뻓뻔뻕뻖뻗뻘뻙뻚뻛뻜뻝뻞뻟뻠뻡뻢뻣뻤뻥뻦뻧뻨뻩뻪뻫뻬
뻭뻮뻯뻰뻱뻲뻳뻴뻵뻶뻷뻸뻹뻺뻻뻼뻽뻾뻿뼀뼁뼂뼃뼄뼅뼆뼇뼈뼉뼊뼋뼌뼍뼎뼏뼐뼑뼒뼓뼔뼕뼖뼗뼘뼙뼚뼛뼜뼝뼞뼟뼠뼡뼢뼣뼤뼥뼦뼧뼨뼩뼪뼫뼬뼭뼮뼯뼰뼱뼲뼳뼴뼵뼶뼷뼸뼹뼺뼻뼼
뼽뼾뼿뽀뽁뽂뽃뽄뽅뽆뽇뽈뽉뽊뽋뽌뽍뽎뽏뽐뽑뽒뽓뽔뽕뽖뽗뽘뽙뽚뽛뽜뽝뽞뽟뽠뽡뽢뽣뽤뽥뽦뽧뽨뽩뽪뽫뽬뽭뽮뽯뽰뽱뽲뽳뽴뽵뽶뽷뽸뽹뽺뽻뽼뽽뽾뽿뾀뾁뾂뾃뾄뾅뾆뾇뾈뾉뾊뾋뾌
뾍뾎뾏뾐뾑뾒뾓뾔뾕뾖뾗뾘뾙뾚뾛뾜뾝뾞뾟뾠뾡뾢뾣뾤뾥뾦뾧뾨뾩뾪뾫뾬뾭뾮뾯뾰뾱뾲뾳뾴뾵뾶뾷뾸뾹뾺뾻뾼뾽뾾뾿뿀뿁뿂뿃뿄뿅뿆뿇뿈뿉뿊뿋뿌뿍뿎뿏뿐뿑뿒뿓뿔뿕뿖뿗뿘뿙뿚뿛뿜
뿝뿞뿟뿠뿡뿢뿣뿤뿥뿦뿧뿨뿩뿪뿫뿬뿭뿮뿯뿰뿱뿲뿳뿴뿵뿶뿷뿸뿹뿺뿻뿼뿽뿾뿿쀀쀁쀂쀃쀄쀅쀆쀇쀈쀉쀊쀋쀌쀍쀎쀏쀐쀑쀒쀓쀔쀕쀖쀗쀘쀙쀚쀛쀜쀝쀞쀟쀠쀡쀢쀣쀤쀥쀦쀧쀨쀩쀪쀫쀬
쀭쀮쀯쀰쀱쀲쀳쀴쀵쀶쀷쀸쀹쀺쀻쀼쀽쀾쀿쁀쁁쁂쁃쁄쁅쁆쁇쁈쁉쁊쁋쁌쁍쁎쁏쁐쁑쁒쁓쁔쁕쁖쁗쁘쁙쁚쁛쁜쁝쁞쁟쁠쁡쁢쁣쁤쁥쁦쁧쁨쁩쁪쁫쁬쁭쁮쁯쁰쁱쁲쁳쁴쁵쁶쁷쁸쁹쁺쁻쁼
쁽쁾쁿삀삁삂삃삄삅삆삇삈삉삊삋삌삍삎삏삐삑삒삓삔삕삖삗삘삙삚삛삜삝삞삟삠삡삢삣삤삥삦삧삨삩삪삫사삭삮삯산삱삲삳살삵삶삷삸삹삺삻삼삽삾삿샀상샂샃샄샅샆샇새색샊샋샌
샍샎샏샐샑샒샓샔샕샖샗샘샙샚샛샜생샞샟샠샡샢샣샤샥샦샧샨샩샪샫샬샭샮샯샰샱샲샳샴샵샶샷샸샹샺샻샼샽샾샿섀섁섂섃섄섅섆섇섈섉섊섋섌섍섎섏섐섑섒섓섔섕섖섗섘섙섚섛서
석섞섟선섡섢섣설섥섦섧섨섩섪섫섬섭섮섯섰성섲섳섴섵섶섷세섹섺섻센섽섾섿셀셁셂셃셄셅셆셇셈셉셊셋셌셍셎셏셐셑셒셓셔셕셖셗션셙셚셛셜셝셞셟셠셡셢셣셤셥셦셧셨셩셪셫셬
셭셮셯셰셱셲셳셴셵셶셷셸셹셺셻셼셽셾셿솀솁솂솃솄솅솆솇솈솉솊솋소속솎솏손솑솒솓솔솕솖솗솘솙솚솛솜솝솞솟솠송솢솣솤솥솦솧솨솩솪솫솬솭솮솯솰솱솲솳솴솵솶솷솸솹솺솻솼
솽솾솿쇀쇁쇂쇃쇄쇅쇆쇇쇈쇉쇊쇋쇌쇍쇎쇏쇐쇑쇒쇓쇔쇕쇖쇗쇘쇙쇚쇛쇜쇝쇞쇟쇠쇡쇢쇣쇤쇥쇦쇧쇨쇩쇪쇫쇬쇭쇮쇯쇰쇱쇲쇳쇴쇵쇶쇷쇸쇹쇺쇻쇼쇽쇾쇿숀숁숂숃숄숅숆숇숈숉숊숋숌
숍숎숏숐숑숒숓숔숕숖숗수숙숚숛순숝숞숟술숡숢숣숤숥숦숧숨숩숪숫숬숭숮숯숰숱숲숳숴숵숶숷숸숹숺숻숼숽숾숿쉀쉁쉂쉃쉄쉅쉆쉇쉈쉉쉊쉋쉌쉍쉎쉏쉐쉑쉒쉓쉔쉕쉖쉗쉘쉙쉚쉛쉜
쉝쉞쉟쉠쉡쉢쉣쉤쉥쉦쉧쉨쉩쉪쉫쉬쉭쉮쉯쉰쉱쉲쉳쉴쉵쉶쉷쉸쉹쉺쉻쉼쉽쉾쉿슀슁슂슃슄슅슆슇슈슉슊슋슌슍슎슏슐슑슒슓슔슕슖슗슘슙슚슛슜슝슞슟슠슡슢슣스슥슦슧슨슩슪슫슬
슭슮슯슰슱슲슳슴습슶슷슸승슺슻슼슽슾슿싀싁싂싃싄싅싆싇싈싉싊싋싌싍싎싏싐싑싒싓싔싕싖싗싘싙싚싛시식싞싟신싡싢싣실싥싦싧싨싩싪싫심십싮싯싰싱싲싳싴싵싶싷싸싹싺싻싼
싽싾싿쌀쌁쌂쌃쌄쌅쌆쌇쌈쌉쌊쌋쌌쌍쌎쌏쌐쌑쌒쌓쌔쌕쌖쌗쌘쌙쌚쌛쌜쌝쌞쌟쌠쌡쌢쌣쌤쌥쌦쌧쌨쌩쌪쌫쌬쌭쌮쌯쌰쌱쌲쌳쌴쌵쌶쌷쌸쌹쌺쌻쌼쌽쌾쌿썀썁썂썃썄썅썆썇썈썉썊썋썌
썍썎썏썐썑썒썓썔썕썖썗썘썙썚썛썜썝썞썟썠썡썢썣썤썥썦썧써썩썪썫썬썭썮썯썰썱썲썳썴썵썶썷썸썹썺썻썼썽썾썿쎀쎁쎂쎃쎄쎅쎆쎇쎈쎉쎊쎋쎌쎍쎎쎏쎐쎑쎒쎓쎔쎕쎖쎗쎘쎙쎚쎛쎜
쎝쎞쎟쎠쎡쎢쎣쎤쎥쎦쎧쎨쎩쎪쎫쎬쎭쎮쎯쎰쎱쎲쎳쎴쎵쎶쎷쎸쎹쎺쎻쎼쎽쎾쎿쏀쏁쏂쏃쏄쏅쏆쏇쏈쏉쏊쏋쏌쏍쏎쏏쏐쏑쏒쏓쏔쏕쏖쏗쏘쏙쏚쏛쏜쏝쏞쏟쏠쏡쏢쏣쏤쏥쏦쏧쏨쏩쏪쏫쏬
쏭쏮쏯쏰쏱쏲쏳쏴쏵쏶쏷쏸쏹쏺쏻쏼쏽쏾쏿쐀쐁쐂쐃쐄쐅쐆쐇쐈쐉쐊쐋쐌쐍쐎쐏쐐쐑쐒쐓쐔쐕쐖쐗쐘쐙쐚쐛쐜쐝쐞쐟쐠쐡쐢쐣쐤쐥쐦쐧쐨쐩쐪쐫쐬쐭쐮쐯쐰쐱쐲쐳쐴쐵쐶쐷쐸쐹쐺쐻쐼
쐽쐾쐿쑀쑁쑂쑃쑄쑅쑆쑇쑈쑉쑊쑋쑌쑍쑎쑏쑐쑑쑒쑓쑔쑕쑖쑗쑘쑙쑚쑛쑜쑝쑞쑟쑠쑡쑢쑣쑤쑥쑦쑧쑨쑩쑪쑫쑬쑭쑮쑯쑰쑱쑲쑳쑴쑵쑶쑷쑸쑹쑺쑻쑼쑽쑾쑿쒀쒁쒂쒃쒄쒅쒆쒇쒈쒉쒊쒋쒌
쒍쒎쒏쒐쒑쒒쒓쒔쒕쒖쒗쒘쒙쒚쒛쒜쒝쒞쒟쒠쒡쒢쒣쒤쒥쒦쒧쒨쒩쒪쒫쒬쒭쒮쒯쒰쒱쒲쒳쒴쒵쒶쒷쒸쒹쒺쒻쒼쒽쒾쒿쓀쓁쓂쓃쓄쓅쓆쓇쓈쓉쓊쓋쓌쓍쓎쓏쓐쓑쓒쓓쓔쓕쓖쓗쓘쓙쓚쓛쓜
쓝쓞쓟쓠쓡쓢쓣쓤쓥쓦쓧쓨쓩쓪쓫쓬쓭쓮쓯쓰쓱쓲쓳쓴쓵쓶쓷쓸쓹쓺쓻쓼쓽쓾쓿씀씁씂씃씄씅씆씇씈씉씊씋씌씍씎씏씐씑씒씓씔씕씖씗씘씙씚씛씜씝씞씟씠씡씢씣씤씥씦씧씨씩씪씫씬
씭씮씯씰씱씲씳씴씵씶씷씸씹씺씻씼씽씾씿앀앁앂앃아악앆앇안앉않앋알앍앎앏앐앑앒앓암압앖앗았앙앚앛앜앝앞앟애액앢앣앤앥앦앧앨앩앪앫앬앭앮앯앰앱앲앳앴앵앶앷앸앹앺앻야
약앾앿얀얁얂얃얄얅얆얇얈얉얊얋얌얍얎얏얐양얒얓얔얕얖얗얘얙얚얛얜얝얞얟얠얡얢얣얤얥얦얧얨얩얪얫얬얭얮얯얰얱얲얳어억얶얷언얹얺얻얼얽얾얿엀엁엂엃엄업없엇었엉엊엋엌
엍엎엏에엑엒엓엔엕엖엗엘엙엚엛엜엝엞엟엠엡엢엣엤엥엦엧엨엩엪엫여역엮엯연엱엲엳열엵엶엷엸엹엺엻염엽엾엿였영옂옃옄옅옆옇예옉옊옋옌옍옎옏옐옑옒옓옔옕옖옗옘옙옚옛옜
옝옞옟옠옡옢옣오옥옦옧온옩옪옫올옭옮옯옰옱옲옳옴옵옶옷옸옹옺옻옼옽옾옿와왁왂왃완왅왆왇왈왉왊왋왌왍왎왏왐왑왒왓왔왕왖왗왘왙왚왛왜왝왞왟왠왡왢왣왤왥왦왧왨왩왪왫왬
왭왮왯왰왱왲왳왴왵왶왷외왹왺왻왼왽왾왿욀욁욂욃욄욅욆욇욈욉욊욋욌욍욎욏욐욑욒욓요욕욖욗욘욙욚욛욜욝욞욟욠욡욢욣욤욥욦욧욨용욪욫욬욭욮욯우욱욲욳운욵욶욷울욹욺욻욼
욽욾욿움웁웂웃웄웅웆웇웈웉웊웋워웍웎웏원웑웒웓월웕웖웗웘웙웚웛웜웝웞웟웠웡웢웣웤웥웦웧웨웩웪웫웬웭웮웯웰웱웲웳웴웵웶웷웸웹웺웻웼웽웾웿윀윁윂윃위윅윆윇윈윉윊윋윌
윍윎윏윐윑윒윓윔윕윖윗윘윙윚윛윜윝윞윟유육윢윣윤윥윦윧율윩윪윫윬윭윮윯윰윱윲윳윴융윶윷윸윹윺윻으윽윾윿은읁읂읃을읅읆읇읈읉읊읋음읍읎읏읐응읒읓읔읕읖읗의읙읚읛읜
읝읞읟읠읡읢읣읤읥읦읧읨읩읪읫읬읭읮읯읰읱읲읳이익읶읷인읹읺읻일읽읾읿잀잁잂잃임입잆잇있잉잊잋잌잍잎잏자작잒잓잔잕잖잗잘잙잚잛잜잝잞잟잠잡잢잣잤장잦잧잨잩잪잫재
잭잮잯잰잱잲잳잴잵잶잷잸잹잺잻잼잽잾잿쟀쟁쟂쟃쟄쟅쟆쟇쟈쟉쟊쟋쟌쟍쟎쟏쟐쟑쟒쟓쟔쟕쟖쟗쟘쟙쟚쟛쟜쟝쟞쟟쟠쟡쟢쟣쟤쟥쟦쟧쟨쟩쟪쟫쟬쟭쟮쟯쟰쟱쟲쟳쟴쟵쟶쟷쟸쟹쟺쟻쟼
쟽쟾쟿저적젂젃전젅젆젇절젉젊젋젌젍젎젏점접젒젓젔정젖젗젘젙젚젛제젝젞젟젠젡젢젣젤젥젦젧젨젩젪젫젬젭젮젯젰젱젲젳젴젵젶젷져젹젺젻젼젽젾젿졀졁졂졃졄졅졆졇졈졉졊졋졌
졍졎졏졐졑졒졓졔졕졖졗졘졙졚졛졜졝졞졟졠졡졢졣졤졥졦졧졨졩졪졫졬졭졮졯조족졲졳존졵졶졷졸졹졺졻졼졽졾졿좀좁좂좃좄종좆좇좈좉좊좋좌좍좎좏좐좑좒좓좔좕좖좗좘좙좚좛좜
좝좞좟좠좡좢좣좤좥좦좧좨좩좪좫좬좭좮좯좰좱좲좳좴좵좶좷좸좹좺좻좼좽좾좿죀죁죂죃죄죅죆죇죈죉죊죋죌죍죎죏죐죑죒죓죔죕죖죗죘죙죚죛죜죝죞죟죠죡죢죣죤죥죦죧죨죩죪죫죬
죭죮죯죰죱죲죳죴죵죶죷죸죹죺죻주죽죾죿준줁줂줃줄줅줆줇줈줉줊줋줌줍줎줏줐중줒줓줔줕줖줗줘줙줚줛줜줝줞줟줠줡줢줣줤줥줦줧줨줩줪줫줬줭줮줯줰줱줲줳줴줵줶줷줸줹줺줻줼
줽줾줿쥀쥁쥂쥃쥄쥅쥆쥇쥈쥉쥊쥋쥌쥍쥎쥏쥐쥑쥒쥓쥔쥕쥖쥗쥘쥙쥚쥛쥜쥝쥞쥟쥠쥡쥢쥣쥤쥥쥦쥧쥨쥩쥪쥫쥬쥭쥮쥯쥰쥱쥲쥳쥴쥵쥶쥷쥸쥹쥺쥻쥼쥽쥾쥿즀즁즂즃즄즅즆즇즈즉즊즋즌
즍즎즏즐즑즒즓즔즕즖즗즘즙즚즛즜증즞즟즠즡즢즣즤즥즦즧즨즩즪즫즬즭즮즯즰즱즲즳즴즵즶즷즸즹즺즻즼즽즾즿지직짂짃진짅짆짇질짉짊짋짌짍짎짏짐집짒짓짔징짖짗짘짙짚짛짜
짝짞짟짠짡짢짣짤짥짦짧짨짩짪짫짬짭짮짯짰짱짲짳짴짵짶짷째짹짺짻짼짽짾짿쨀쨁쨂쨃쨄쨅쨆쨇쨈쨉쨊쨋쨌쨍쨎쨏쨐쨑쨒쨓쨔쨕쨖쨗쨘쨙쨚쨛쨜쨝쨞쨟쨠쨡쨢쨣쨤쨥쨦쨧쨨쨩쨪쨫쨬
쨭쨮쨯쨰쨱쨲쨳쨴쨵쨶쨷쨸쨹쨺쨻쨼쨽쨾쨿쩀쩁쩂쩃쩄쩅쩆쩇쩈쩉쩊쩋쩌쩍쩎쩏쩐쩑쩒쩓쩔쩕쩖쩗쩘쩙쩚쩛쩜쩝쩞쩟쩠쩡쩢쩣쩤쩥쩦쩧쩨쩩쩪쩫쩬쩭쩮쩯쩰쩱쩲쩳쩴쩵쩶쩷쩸쩹쩺쩻쩼
쩽쩾쩿쪀쪁쪂쪃쪄쪅쪆쪇쪈쪉쪊쪋쪌쪍쪎쪏쪐쪑쪒쪓쪔쪕쪖쪗쪘쪙쪚쪛쪜쪝쪞쪟쪠쪡쪢쪣쪤쪥쪦쪧쪨쪩쪪쪫쪬쪭쪮쪯쪰쪱쪲쪳쪴쪵쪶쪷쪸쪹쪺쪻쪼쪽쪾쪿쫀쫁쫂쫃쫄쫅쫆쫇쫈쫉쫊쫋쫌
쫍쫎쫏쫐쫑쫒쫓쫔쫕쫖쫗쫘쫙쫚쫛쫜쫝쫞쫟쫠쫡쫢쫣쫤쫥쫦쫧쫨쫩쫪쫫쫬쫭쫮쫯쫰쫱쫲쫳쫴쫵쫶쫷쫸쫹쫺쫻쫼쫽쫾쫿쬀쬁쬂쬃쬄쬅쬆쬇쬈쬉쬊쬋쬌쬍쬎쬏쬐쬑쬒쬓쬔쬕쬖쬗쬘쬙쬚쬛쬜
쬝쬞쬟쬠쬡쬢쬣쬤쬥쬦쬧쬨쬩쬪쬫쬬쬭쬮쬯쬰쬱쬲쬳쬴쬵쬶쬷쬸쬹쬺쬻쬼쬽쬾쬿쭀쭁쭂쭃쭄쭅쭆쭇쭈쭉쭊쭋쭌쭍쭎쭏쭐쭑쭒쭓쭔쭕쭖쭗쭘쭙쭚쭛쭜쭝쭞쭟쭠쭡쭢쭣쭤쭥쭦쭧쭨쭩쭪쭫쭬
쭭쭮쭯쭰쭱쭲쭳쭴쭵쭶쭷쭸쭹쭺쭻쭼쭽쭾쭿쮀쮁쮂쮃쮄쮅쮆쮇쮈쮉쮊쮋쮌쮍쮎쮏쮐쮑쮒쮓쮔쮕쮖쮗쮘쮙쮚쮛쮜쮝쮞쮟쮠쮡쮢쮣쮤쮥쮦쮧쮨쮩쮪쮫쮬쮭쮮쮯쮰쮱쮲쮳쮴쮵쮶쮷쮸쮹쮺쮻쮼
쮽쮾쮿쯀쯁쯂쯃쯄쯅쯆쯇쯈쯉쯊쯋쯌쯍쯎쯏쯐쯑쯒쯓쯔쯕쯖쯗쯘쯙쯚쯛쯜쯝쯞쯟쯠쯡쯢쯣쯤쯥쯦쯧쯨쯩쯪쯫쯬쯭쯮쯯쯰쯱쯲쯳쯴쯵쯶쯷쯸쯹쯺쯻쯼쯽쯾쯿찀찁찂찃찄찅찆찇찈찉찊찋찌
찍찎찏찐찑찒찓찔찕찖찗찘찙찚찛찜찝찞찟찠찡찢찣찤찥찦찧차착찪찫찬찭찮찯찰찱찲찳찴찵찶찷참찹찺찻찼창찾찿챀챁챂챃채책챆챇챈챉챊챋챌챍챎챏챐챑챒챓챔챕챖챗챘챙챚챛챜
챝챞챟챠챡챢챣챤챥챦챧챨챩챪챫챬챭챮챯챰챱챲챳챴챵챶챷챸챹챺챻챼챽챾챿첀첁첂첃첄첅첆첇첈첉첊첋첌첍첎첏첐첑첒첓첔첕첖첗처척첚첛천첝첞첟철첡첢첣첤첥첦첧첨첩첪첫첬
청첮첯첰첱첲첳체첵첶첷첸첹첺첻첼첽첾첿쳀쳁쳂쳃쳄쳅쳆쳇쳈쳉쳊쳋쳌쳍쳎쳏쳐쳑쳒쳓쳔쳕쳖쳗쳘쳙쳚쳛쳜쳝쳞쳟쳠쳡쳢쳣쳤쳥쳦쳧쳨쳩쳪쳫쳬쳭쳮쳯쳰쳱쳲쳳쳴쳵쳶쳷쳸쳹쳺쳻쳼
쳽쳾쳿촀촁촂촃촄촅촆촇초촉촊촋촌촍촎촏촐촑촒촓촔촕촖촗촘촙촚촛촜총촞촟촠촡촢촣촤촥촦촧촨촩촪촫촬촭촮촯촰촱촲촳촴촵촶촷촸촹촺촻촼촽촾촿쵀쵁쵂쵃쵄쵅쵆쵇쵈쵉쵊쵋쵌
쵍쵎쵏쵐쵑쵒쵓쵔쵕쵖쵗쵘쵙쵚쵛최쵝쵞쵟쵠쵡쵢쵣쵤쵥쵦쵧쵨쵩쵪쵫쵬쵭쵮쵯쵰쵱쵲쵳쵴쵵쵶쵷쵸쵹쵺쵻쵼쵽쵾쵿춀춁춂춃춄춅춆춇춈춉춊춋춌춍춎춏춐춑춒춓추축춖춗춘춙춚춛출
춝춞춟춠춡춢춣춤춥춦춧춨충춪춫춬춭춮춯춰춱춲춳춴춵춶춷춸춹춺춻춼춽춾춿췀췁췂췃췄췅췆췇췈췉췊췋췌췍췎췏췐췑췒췓췔췕췖췗췘췙췚췛췜췝췞췟췠췡췢췣췤췥췦췧취췩췪췫췬
췭췮췯췰췱췲췳췴췵췶췷췸췹췺췻췼췽췾췿츀츁츂츃츄츅츆츇츈츉츊츋츌츍츎츏츐츑츒츓츔츕츖츗츘츙츚츛츜츝츞츟츠측츢츣츤츥츦츧츨츩츪츫츬츭츮츯츰츱츲츳츴층츶츷츸츹츺츻츼
츽츾츿칀칁칂칃칄칅칆칇칈칉칊칋칌칍칎칏칐칑칒칓칔칕칖칗치칙칚칛친칝칞칟칠칡칢칣칤칥칦칧침칩칪칫칬칭칮칯칰칱칲칳카칵칶칷칸칹칺칻칼칽칾칿캀캁캂캃캄캅캆캇캈캉캊캋캌
캍캎캏캐캑캒캓캔캕캖캗캘캙캚캛캜캝캞캟캠캡캢캣캤캥캦캧캨캩캪캫캬캭캮캯캰캱캲캳캴캵캶캷캸캹캺캻캼캽캾캿컀컁컂컃컄컅컆컇컈컉컊컋컌컍컎컏컐컑컒컓컔컕컖컗컘컙컚컛컜
컝컞컟컠컡컢컣커컥컦컧컨컩컪컫컬컭컮컯컰컱컲컳컴컵컶컷컸컹컺컻컼컽컾컿케켁켂켃켄켅켆켇켈켉켊켋켌켍켎켏켐켑켒켓켔켕켖켗켘켙켚켛켜켝켞켟켠켡켢켣켤켥켦켧켨켩켪켫켬
켭켮켯켰켱켲켳켴켵켶켷켸켹켺켻켼켽켾켿콀콁콂콃콄콅콆콇콈콉콊콋콌콍콎콏콐콑콒콓코콕콖콗콘콙콚콛콜콝콞콟콠콡콢콣콤콥콦콧콨콩콪콫콬콭콮콯콰콱콲콳콴콵콶콷콸콹콺콻콼
콽콾콿쾀쾁쾂쾃쾄쾅쾆쾇쾈쾉쾊쾋쾌쾍쾎쾏쾐쾑쾒쾓쾔쾕쾖쾗쾘쾙쾚쾛쾜쾝쾞쾟쾠쾡쾢쾣쾤쾥쾦쾧쾨쾩쾪쾫쾬쾭쾮쾯쾰쾱쾲쾳쾴쾵쾶쾷쾸쾹쾺쾻쾼쾽쾾쾿쿀쿁쿂쿃쿄쿅쿆쿇쿈쿉쿊쿋쿌
쿍쿎쿏쿐쿑쿒쿓쿔쿕쿖쿗쿘쿙쿚쿛쿜쿝쿞쿟쿠쿡쿢쿣쿤쿥쿦쿧쿨쿩쿪쿫쿬쿭쿮쿯쿰쿱쿲쿳쿴쿵쿶쿷쿸쿹쿺쿻쿼쿽쿾쿿퀀퀁퀂퀃퀄퀅퀆퀇퀈퀉퀊퀋퀌퀍퀎퀏퀐퀑퀒퀓퀔퀕퀖퀗퀘퀙퀚퀛퀜
퀝퀞퀟퀠퀡퀢퀣퀤퀥퀦퀧퀨퀩퀪퀫퀬퀭퀮퀯퀰퀱퀲퀳퀴퀵퀶퀷퀸퀹퀺퀻퀼퀽퀾퀿큀큁큂큃큄큅큆큇큈큉큊큋큌큍큎큏큐큑큒큓큔큕큖큗큘큙큚큛큜큝큞큟큠큡큢큣큤큥큦큧큨큩큪큫크
큭큮큯큰큱큲큳클큵큶큷큸큹큺큻큼큽큾큿킀킁킂킃킄킅킆킇킈킉킊킋킌킍킎킏킐킑킒킓킔킕킖킗킘킙킚킛킜킝킞킟킠킡킢킣키킥킦킧킨킩킪킫킬킭킮킯킰킱킲킳킴킵킶킷킸킹킺킻킼
킽킾킿타탁탂탃탄탅탆탇탈탉탊탋탌탍탎탏탐탑탒탓탔탕탖탗탘탙탚탛태택탞탟탠탡탢탣탤탥탦탧탨탩탪탫탬탭탮탯탰탱탲탳탴탵탶탷탸탹탺탻탼탽탾탿턀턁턂턃턄턅턆턇턈턉턊턋턌
턍턎턏턐턑턒턓턔턕턖턗턘턙턚턛턜턝턞턟턠턡턢턣턤턥턦턧턨턩턪턫턬턭턮턯터턱턲턳턴턵턶턷털턹턺턻턼턽턾턿텀텁텂텃텄텅텆텇텈텉텊텋테텍텎텏텐텑텒텓텔텕텖텗텘텙텚텛템
텝텞텟텠텡텢텣텤텥텦텧텨텩텪텫텬텭텮텯텰텱텲텳텴텵텶텷텸텹텺텻텼텽텾텿톀톁톂톃톄톅톆톇톈톉톊톋톌톍톎톏톐톑톒톓톔톕톖톗톘톙톚톛톜톝톞톟토톡톢톣톤톥톦톧톨톩톪톫톬
톭톮톯톰톱톲톳톴통톶톷톸톹톺톻톼톽톾톿퇀퇁퇂퇃퇄퇅퇆퇇퇈퇉퇊퇋퇌퇍퇎퇏퇐퇑퇒퇓퇔퇕퇖퇗퇘퇙퇚퇛퇜퇝퇞퇟퇠퇡퇢퇣퇤퇥퇦퇧퇨퇩퇪퇫퇬퇭퇮퇯퇰퇱퇲퇳퇴퇵퇶퇷퇸퇹퇺퇻퇼
퇽퇾퇿툀툁툂툃툄툅툆툇툈툉툊툋툌툍툎툏툐툑툒툓툔툕툖툗툘툙툚툛툜툝툞툟툠툡툢툣툤툥툦툧툨툩툪툫투툭툮툯툰툱툲툳툴툵툶툷툸툹툺툻툼툽툾툿퉀퉁퉂퉃퉄퉅퉆퉇퉈퉉퉊퉋퉌
퉍퉎퉏퉐퉑퉒퉓퉔퉕퉖퉗퉘퉙퉚퉛퉜퉝퉞퉟퉠퉡퉢퉣퉤퉥퉦퉧퉨퉩퉪퉫퉬퉭퉮퉯퉰퉱퉲퉳퉴퉵퉶퉷퉸퉹퉺퉻퉼퉽퉾퉿튀튁튂튃튄튅튆튇튈튉튊튋튌튍튎튏튐튑튒튓튔튕튖튗튘튙튚튛튜
튝튞튟튠튡튢튣튤튥튦튧튨튩튪튫튬튭튮튯튰튱튲튳튴튵튶튷트특튺튻튼튽튾튿틀틁틂틃틄틅틆틇틈틉틊틋틌틍틎틏틐틑틒틓틔틕틖틗틘틙틚틛틜틝틞틟틠틡틢틣틤틥틦틧틨틩틪틫틬
틭틮틯티틱틲틳틴틵틶틷틸틹틺틻틼틽틾틿팀팁팂팃팄팅팆팇팈팉팊팋파팍팎팏판팑팒팓팔팕팖팗팘팙팚팛팜팝팞팟팠팡팢팣팤팥팦팧패팩팪팫팬팭팮팯팰팱팲팳팴팵팶팷팸팹팺팻팼
팽팾팿퍀퍁퍂퍃퍄퍅퍆퍇퍈퍉퍊퍋퍌퍍퍎퍏퍐퍑퍒퍓퍔퍕퍖퍗퍘퍙퍚퍛퍜퍝퍞퍟퍠퍡퍢퍣퍤퍥퍦퍧퍨퍩퍪퍫퍬퍭퍮퍯퍰퍱퍲퍳퍴퍵퍶퍷퍸퍹퍺퍻퍼퍽퍾퍿펀펁펂펃펄펅펆펇펈펉펊펋펌
펍펎펏펐펑펒펓펔펕펖펗페펙펚펛펜펝펞펟펠펡펢펣펤펥펦펧펨펩펪펫펬펭펮펯펰펱펲펳펴펵펶펷편펹펺펻펼펽펾펿폀폁폂폃폄폅폆폇폈평폊폋폌폍폎폏폐폑폒폓폔폕폖폗폘폙폚폛폜
폝폞폟폠폡폢폣폤폥폦폧폨폩폪폫포폭폮폯폰폱폲폳폴폵폶폷폸폹폺폻폼폽폾폿퐀퐁퐂퐃퐄퐅퐆퐇퐈퐉퐊퐋퐌퐍퐎퐏퐐퐑퐒퐓퐔퐕퐖퐗퐘퐙퐚퐛퐜퐝퐞퐟퐠퐡퐢퐣퐤퐥퐦퐧퐨퐩퐪퐫퐬
퐭퐮퐯퐰퐱퐲퐳퐴퐵퐶퐷퐸퐹퐺퐻퐼퐽퐾퐿푀푁푂푃푄푅푆푇푈푉푊푋푌푍푎푏푐푑푒푓푔푕푖푗푘푙푚푛표푝푞푟푠푡푢푣푤푥푦푧푨푩푪푫푬푭푮푯푰푱푲푳푴푵푶푷푸푹푺푻푼
푽푾푿풀풁풂풃풄풅풆풇품풉풊풋풌풍풎풏풐풑풒풓풔풕풖풗풘풙풚풛풜풝풞풟풠풡풢풣풤풥풦풧풨풩풪풫풬풭풮풯풰풱풲풳풴풵풶풷풸풹풺풻풼풽풾풿퓀퓁퓂퓃퓄퓅퓆퓇퓈퓉퓊퓋퓌
퓍퓎퓏퓐퓑퓒퓓퓔퓕퓖퓗퓘퓙퓚퓛퓜퓝퓞퓟퓠퓡퓢퓣퓤퓥퓦퓧퓨퓩퓪퓫퓬퓭퓮퓯퓰퓱퓲퓳퓴퓵퓶퓷퓸퓹퓺퓻퓼퓽퓾퓿픀픁픂픃프픅픆픇픈픉픊픋플픍픎픏픐픑픒픓픔픕픖픗픘픙픚픛픜
픝픞픟픠픡픢픣픤픥픦픧픨픩픪픫픬픭픮픯픰픱픲픳픴픵픶픷픸픹픺픻피픽픾픿핀핁핂핃필핅핆핇핈핉핊핋핌핍핎핏핐핑핒핓핔핕핖핗하학핚핛한핝핞핟할핡핢핣핤핥핦핧함합핪핫핬
항핮핯핰핱핲핳해핵핶핷핸핹핺핻핼핽핾핿햀햁햂햃햄햅햆햇했행햊햋햌햍햎햏햐햑햒햓햔햕햖햗햘햙햚햛햜햝햞햟햠햡햢햣햤향햦햧햨햩햪햫햬햭햮햯햰햱햲햳햴햵햶햷햸햹햺햻햼
햽햾햿헀헁헂헃헄헅헆헇허헉헊헋헌헍헎헏헐헑헒헓헔헕헖헗험헙헚헛헜헝헞헟헠헡헢헣헤헥헦헧헨헩헪헫헬헭헮헯헰헱헲헳헴헵헶헷헸헹헺헻헼헽헾헿혀혁혂혃현혅혆혇혈혉혊혋혌
혍혎혏혐협혒혓혔형혖혗혘혙혚혛혜혝혞혟혠혡혢혣혤혥혦혧혨혩혪혫혬혭혮혯혰혱혲혳혴혵혶혷호혹혺혻혼혽혾혿홀홁홂홃홄홅홆홇홈홉홊홋홌홍홎홏홐홑홒홓화확홖홗환홙홚홛활
홝홞홟홠홡홢홣홤홥홦홧홨황홪홫홬홭홮홯홰홱홲홳홴홵홶홷홸홹홺홻홼홽홾홿횀횁횂횃횄횅횆횇횈횉횊횋회획횎횏횐횑횒횓횔횕횖횗횘횙횚횛횜횝횞횟횠횡횢횣횤횥횦횧효횩횪횫횬
횭횮횯횰횱횲횳횴횵횶횷횸횹횺횻횼횽횾횿훀훁훂훃후훅훆훇훈훉훊훋훌훍훎훏훐훑훒훓훔훕훖훗훘훙훚훛훜훝훞훟훠훡훢훣훤훥훦훧훨훩훪훫훬훭훮훯훰훱훲훳훴훵훶훷훸훹훺훻훼
훽훾훿휀휁휂휃휄휅휆휇휈휉휊휋휌휍휎휏휐휑휒휓휔휕휖휗휘휙휚휛휜휝휞휟휠휡휢휣휤휥휦휧휨휩휪휫휬휭휮휯휰휱휲휳휴휵휶휷휸휹휺휻휼휽휾휿흀흁흂흃흄흅흆흇흈흉흊흋흌
흍흎흏흐흑흒흓흔흕흖흗흘흙흚흛흜흝흞흟흠흡흢흣흤흥흦흧흨흩흪흫희흭흮흯흰흱흲흳흴흵흶흷흸흹흺흻흼흽흾흿힀힁힂힃힄힅힆힇히힉힊힋힌힍힎힏힐힑힒힓힔힕힖힗힘힙힚힛힜
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𒆡𒆢𒆣𒆤𒆥𒆦𒆧𒆨𒆩𒆪𒆫𒆬𒆭𒆮𒆯𒆰𒆱𒆲𒆳𒆴𒆵𒆶𒆷𒆸𒆹𒆺𒆻𒆼𒆽𒆾𒆿𒇀𒇁𒇂𒇃𒇄𒇅𒇆𒇇𒇈𒇉𒇊𒇋𒇌𒇍𒇎𒇏𒇐𒇑𒇒𒇓𒇔𒇕𒇖𒇗𒇘𒇙𒇚𒇛𒇜𒇝𒇞𒇟𒇠𒇡𒇢𒇣𒇤𒇥𒇦𒇧𒇨𒇩𒇪𒇫𒇬𒇭𒇮𒇯𒇰
𒇱𒇲𒇳𒇴𒇵𒇶𒇷𒇸𒇹𒇺𒇻𒇼𒇽𒇾𒇿𒈀𒈁𒈂𒈃𒈄𒈅𒈆𒈇𒈈𒈉𒈊𒈋𒈌𒈍𒈎𒈏𒈐𒈑𒈒𒈓𒈔𒈕𒈖𒈗𒈘𒈙𒈚𒈛𒈜𒈝𒈞𒈟𒈠𒈡𒈢𒈣𒈤𒈥𒈦𒈧𒈨𒈩𒈪𒈫𒈬𒈭𒈮𒈯𒈰𒈱𒈲𒈳𒈴𒈵𒈶𒈷𒈸𒈹𒈺𒈻𒈼𒈽𒈾𒈿𒉀
𒉁𒉂𒉃𒉄𒉅𒉆𒉇𒉈𒉉𒉊𒉋𒉌𒉍𒉎𒉏𒉐𒉑𒉒𒉓𒉔𒉕𒉖𒉗𒉘𒉙𒉚𒉛𒉜𒉝𒉞𒉟𒉠𒉡𒉢𒉣𒉤𒉥𒉦𒉧𒉨𒉩𒉪𒉫𒉬𒉭𒉮𒉯𒉰𒉱𒉲𒉳𒉴𒉵𒉶𒉷𒉸𒉹𒉺𒉻𒉼𒉽𒉾𒉿𒊀𒊁𒊂𒊃𒊄𒊅𒊆𒊇𒊈𒊉𒊊𒊋𒊌𒊍𒊎𒊏𒊐
𒊑𒊒𒊓𒊔𒊕𒊖𒊗𒊘𒊙𒊚𒊛𒊜𒊝𒊞𒊟𒊠𒊡𒊢𒊣𒊤𒊥𒊦𒊧𒊨𒊩𒊪𒊫𒊬𒊭𒊮𒊯𒊰𒊱𒊲𒊳𒊴𒊵𒊶𒊷𒊸𒊹𒊺𒊻𒊼𒊽𒊾𒊿𒋀𒋁𒋂𒋃𒋄𒋅𒋆𒋇𒋈𒋉𒋊𒋋𒋌𒋍𒋎𒋏𒋐𒋑𒋒𒋓𒋔𒋕𒋖𒋗𒋘𒋙𒋚𒋛𒋜𒋝𒋞𒋟𒋠
𒋡𒋢𒋣𒋤𒋥𒋦𒋧𒋨𒋩𒋪𒋫𒋬𒋭𒋮𒋯𒋰𒋱𒋲𒋳𒋴𒋵𒋶𒋷𒋸𒋹𒋺𒋻𒋼𒋽𒋾𒋿𒌀𒌁𒌂𒌃𒌄𒌅𒌆𒌇𒌈𒌉𒌊𒌋𒌌𒌍𒌎𒌏𒌐𒌑𒌒𒌓𒌔𒌕𒌖𒌗𒌘𒌙𒌚𒌛𒌜𒌝𒌞𒌟𒌠𒌡𒌢𒌣𒌤𒌥𒌦𒌧𒌨𒌩𒌪𒌫𒌬𒌭𒌮𒌯𒌰
𒌱𒌲𒌳𒌴𒌵𒌶𒌷𒌸𒌹𒌺𒌻𒌼𒌽𒌾𒌿𒍀𒍁𒍂𒍃𒍄𒍅𒍆𒍇𒍈𒍉𒍊𒍋𒍌𒍍𒍎𒍏𒍐𒍑𒍒𒍓𒍔𒍕𒍖𒍗𒍘𒍙𒍚𒍛𒍜𒍝𒍞𒍟𒍠𒍡𒍢𒍣𒍤𒍥𒍦𒍧𒍨𒍩𒍪𒍫𒍬𒍭𒍮𒍯𒍰𒍱𒍲𒍳𒍴𒍵𒍶𒍷𒍸𒍹𒍺𒍻𒍼𒍽𒍾𒍿𒎀
𒎁𒎂𒎃𒎄𒎅𒎆𒎇𒎈𒎉𒎊𒎋𒎌𒎍𒎎𒎏𒎐𒎑𒎒𒎓𒎔𒎕𒎖𒎗𒎘𒎙𒐀𒐁𒐂𒐃𒐄𒐅𒐆𒐇𒐈𒐉𒐊𒐋𒐌𒐍𒐎𒐏𒐐𒐑𒐒𒐓𒐔𒐕𒐖𒐗𒐘𒐙𒐚𒐛𒐜𒐝𒐞𒐟𒐠𒐡𒐢𒐣𒐤𒐥𒐦𒐧𒐨𒐩𒐪𒐫𒐬𒐭𒐮𒐯𒐰𒐱𒐲𒐳𒐴𒐵𒐶
𒐷𒐸𒐹𒐺𒐻𒐼𒐽𒐾𒐿𒑀𒑁𒑂𒑃𒑄𒑅𒑆𒑇𒑈𒑉𒑊𒑋𒑌𒑍𒑎𒑏𒑐𒑑𒑒𒑓𒑔𒑕𒑖𒑗𒑘𒑙𒑚𒑛𒑜𒑝𒑞𒑟𒑠𒑡𒑢𒑣𒑤𒑥𒑦𒑧𒑨𒑩𒑪𒑫𒑬𒑭𒑮𒑰𒑱𒑲𒑳𒑴𒒀𒒁𒒂𒒃𒒄𒒅𒒆𒒇𒒈𒒉𒒊𒒋𒒌𒒍𒒎𒒏𒒐𒒑𒒒
𒒓𒒔𒒕𒒖𒒗𒒘𒒙𒒚𒒛𒒜𒒝𒒞𒒟𒒠𒒡𒒢𒒣𒒤𒒥𒒦𒒧𒒨𒒩𒒪𒒫𒒬𒒭𒒮𒒯𒒰𒒱𒒲𒒳𒒴𒒵𒒶𒒷𒒸𒒹𒒺𒒻𒒼𒒽𒒾𒒿𒓀𒓁𒓂𒓃𒓄𒓅𒓆𒓇𒓈𒓉𒓊𒓋𒓌𒓍𒓎𒓏𒓐𒓑𒓒𒓓𒓔𒓕𒓖𒓗𒓘𒓙𒓚𒓛𒓜𒓝𒓞𒓟𒓠𒓡𒓢
𒓣𒓤𒓥𒓦𒓧𒓨𒓩𒓪𒓫𒓬𒓭𒓮𒓯𒓰𒓱𒓲𒓳𒓴𒓵𒓶𒓷𒓸𒓹𒓺𒓻𒓼𒓽𒓾𒓿𒔀𒔁𒔂𒔃𒔄𒔅𒔆𒔇𒔈𒔉𒔊𒔋𒔌𒔍𒔎𒔏𒔐𒔑𒔒𒔓𒔔𒔕𒔖𒔗𒔘𒔙𒔚𒔛𒔜𒔝𒔞𒔟𒔠𒔡𒔢𒔣𒔤𒔥𒔦𒔧𒔨𒔩𒔪𒔫𒔬𒔭𒔮𒔯𒔰𒔱𒔲
𒔳𒔴𒔵𒔶𒔷𒔸𒔹𒔺𒔻𒔼𒔽𒔾𒔿𒕀𒕁𒕂𒕃𓀀𓀁𓀂𓀃𓀄𓀅𓀆𓀇𓀈𓀉𓀊𓀋𓀌𓀍𓀎𓀏𓀐𓀑𓀒𓀓𓀔𓀕𓀖𓀗𓀘𓀙𓀚𓀛𓀜𓀝𓀞𓀟𓀠𓀡𓀢𓀣𓀤𓀥𓀦𓀧𓀨𓀩𓀪𓀫𓀬𓀭𓀮𓀯𓀰𓀱𓀲𓀳𓀴𓀵𓀶𓀷𓀸𓀹𓀺𓀻𓀼𓀽𓀾
𓀿𓁀𓁁𓁂𓁃𓁄𓁅𓁆𓁇𓁈𓁉𓁊𓁋𓁌𓁍𓁎𓁏𓁐𓁑𓁒𓁓𓁔𓁕𓁖𓁗𓁘𓁙𓁚𓁛𓁜𓁝𓁞𓁟𓁠𓁡𓁢𓁣𓁤𓁥𓁦𓁧𓁨𓁩𓁪𓁫𓁬𓁭𓁮𓁯𓁰𓁱𓁲𓁳𓁴𓁵𓁶𓁷𓁸𓁹𓁺𓁻𓁼𓁽𓁾𓁿𓂀𓂁𓂂𓂃𓂄𓂅𓂆𓂇𓂈𓂉𓂊𓂋𓂌𓂍𓂎
𓂏𓂐𓂑𓂒𓂓𓂔𓂕𓂖𓂗𓂘𓂙𓂚𓂛𓂜𓂝𓂞𓂟𓂠𓂡𓂢𓂣𓂤𓂥𓂦𓂧𓂨𓂩𓂪𓂫𓂬𓂭𓂮𓂯𓂰𓂱𓂲𓂳𓂴𓂵𓂶𓂷𓂸𓂹𓂺𓂻𓂼𓂽𓂾𓂿𓃀𓃁𓃂𓃃𓃄𓃅𓃆𓃇𓃈𓃉𓃊𓃋𓃌𓃍𓃎𓃏𓃐𓃑𓃒𓃓𓃔𓃕𓃖𓃗𓃘𓃙𓃚𓃛𓃜𓃝𓃞
𓃟𓃠𓃡𓃢𓃣𓃤𓃥𓃦𓃧𓃨𓃩𓃪𓃫𓃬𓃭𓃮𓃯𓃰𓃱𓃲𓃳𓃴𓃵𓃶𓃷𓃸𓃹𓃺𓃻𓃼𓃽𓃾𓃿𓄀𓄁𓄂𓄃𓄄𓄅𓄆𓄇𓄈𓄉𓄊𓄋𓄌𓄍𓄎𓄏𓄐𓄑𓄒𓄓𓄔𓄕𓄖𓄗𓄘𓄙𓄚𓄛𓄜𓄝𓄞𓄟𓄠𓄡𓄢𓄣𓄤𓄥𓄦𓄧𓄨𓄩𓄪𓄫𓄬𓄭𓄮
𓄯𓄰𓄱𓄲𓄳𓄴𓄵𓄶𓄷𓄸𓄹𓄺𓄻𓄼𓄽𓄾𓄿𓅀𓅁𓅂𓅃𓅄𓅅𓅆𓅇𓅈𓅉𓅊𓅋𓅌𓅍𓅎𓅏𓅐𓅑𓅒𓅓𓅔𓅕𓅖𓅗𓅘𓅙𓅚𓅛𓅜𓅝𓅞𓅟𓅠𓅡𓅢𓅣𓅤𓅥𓅦𓅧𓅨𓅩𓅪𓅫𓅬𓅭𓅮𓅯𓅰𓅱𓅲𓅳𓅴𓅵𓅶𓅷𓅸𓅹𓅺𓅻𓅼𓅽𓅾
𓅿𓆀𓆁𓆂𓆃𓆄𓆅𓆆𓆇𓆈𓆉𓆊𓆋𓆌𓆍𓆎𓆏𓆐𓆑𓆒𓆓𓆔𓆕𓆖𓆗𓆘𓆙𓆚𓆛𓆜𓆝𓆞𓆟𓆠𓆡𓆢𓆣𓆤𓆥𓆦𓆧𓆨𓆩𓆪𓆫𓆬𓆭𓆮𓆯𓆰𓆱𓆲𓆳𓆴𓆵𓆶𓆷𓆸𓆹𓆺𓆻𓆼𓆽𓆾𓆿𓇀𓇁𓇂𓇃𓇄𓇅𓇆𓇇𓇈𓇉𓇊𓇋𓇌𓇍𓇎
𓇏𓇐𓇑𓇒𓇓𓇔𓇕𓇖𓇗𓇘𓇙𓇚𓇛𓇜𓇝𓇞𓇟𓇠𓇡𓇢𓇣𓇤𓇥𓇦𓇧𓇨𓇩𓇪𓇫𓇬𓇭𓇮𓇯𓇰𓇱𓇲𓇳𓇴𓇵𓇶𓇷𓇸𓇹𓇺𓇻𓇼𓇽𓇾𓇿𓈀𓈁𓈂𓈃𓈄𓈅𓈆𓈇𓈈𓈉𓈊𓈋𓈌𓈍𓈎𓈏𓈐𓈑𓈒𓈓𓈔𓈕𓈖𓈗𓈘𓈙𓈚𓈛𓈜𓈝𓈞
𓈟𓈠𓈡𓈢𓈣𓈤𓈥𓈦𓈧𓈨𓈩𓈪𓈫𓈬𓈭𓈮𓈯𓈰𓈱𓈲𓈳𓈴𓈵𓈶𓈷𓈸𓈹𓈺𓈻𓈼𓈽𓈾𓈿𓉀𓉁𓉂𓉃𓉄𓉅𓉆𓉇𓉈𓉉𓉊𓉋𓉌𓉍𓉎𓉏𓉐𓉑𓉒𓉓𓉔𓉕𓉖𓉗𓉘𓉙𓉚𓉛𓉜𓉝𓉞𓉟𓉠𓉡𓉢𓉣𓉤𓉥𓉦𓉧𓉨𓉩𓉪𓉫𓉬𓉭𓉮
𓉯𓉰𓉱𓉲𓉳𓉴𓉵𓉶𓉷𓉸𓉹𓉺𓉻𓉼𓉽𓉾𓉿𓊀𓊁𓊂𓊃𓊄𓊅𓊆𓊇𓊈𓊉𓊊𓊋𓊌𓊍𓊎𓊏𓊐𓊑𓊒𓊓𓊔𓊕𓊖𓊗𓊘𓊙𓊚𓊛𓊜𓊝𓊞𓊟𓊠𓊡𓊢𓊣𓊤𓊥𓊦𓊧𓊨𓊩𓊪𓊫𓊬𓊭𓊮𓊯𓊰𓊱𓊲𓊳𓊴𓊵𓊶𓊷𓊸𓊹𓊺𓊻𓊼𓊽𓊾
𓊿𓋀𓋁𓋂𓋃𓋄𓋅𓋆𓋇𓋈𓋉𓋊𓋋𓋌𓋍𓋎𓋏𓋐𓋑𓋒𓋓𓋔𓋕𓋖𓋗𓋘𓋙𓋚𓋛𓋜𓋝𓋞𓋟𓋠𓋡𓋢𓋣𓋤𓋥𓋦𓋧𓋨𓋩𓋪𓋫𓋬𓋭𓋮𓋯𓋰𓋱𓋲𓋳𓋴𓋵𓋶𓋷𓋸𓋹𓋺𓋻𓋼𓋽𓋾𓋿𓌀𓌁𓌂𓌃𓌄𓌅𓌆𓌇𓌈𓌉𓌊𓌋𓌌𓌍𓌎
𓌏𓌐𓌑𓌒𓌓𓌔𓌕𓌖𓌗𓌘𓌙𓌚𓌛𓌜𓌝𓌞𓌟𓌠𓌡𓌢𓌣𓌤𓌥𓌦𓌧𓌨𓌩𓌪𓌫𓌬𓌭𓌮𓌯𓌰𓌱𓌲𓌳𓌴𓌵𓌶𓌷𓌸𓌹𓌺𓌻𓌼𓌽𓌾𓌿𓍀𓍁𓍂𓍃𓍄𓍅𓍆𓍇𓍈𓍉𓍊𓍋𓍌𓍍𓍎𓍏𓍐𓍑𓍒𓍓𓍔𓍕𓍖𓍗𓍘𓍙𓍚𓍛𓍜𓍝𓍞
𓍟𓍠𓍡𓍢𓍣𓍤𓍥𓍦𓍧𓍨𓍩𓍪𓍫𓍬𓍭𓍮𓍯𓍰𓍱𓍲𓍳𓍴𓍵𓍶𓍷𓍸𓍹𓍺𓍻𓍼𓍽𓍾𓍿𓎀𓎁𓎂𓎃𓎄𓎅𓎆𓎇𓎈𓎉𓎊𓎋𓎌𓎍𓎎𓎏𓎐𓎑𓎒𓎓𓎔𓎕𓎖𓎗𓎘𓎙𓎚𓎛𓎜𓎝𓎞𓎟𓎠𓎡𓎢𓎣𓎤𓎥𓎦𓎧𓎨𓎩𓎪𓎫𓎬𓎭𓎮
𓎯𓎰𓎱𓎲𓎳𓎴𓎵𓎶𓎷𓎸𓎹𓎺𓎻𓎼𓎽𓎾𓎿𓏀𓏁𓏂𓏃𓏄𓏅𓏆𓏇𓏈𓏉𓏊𓏋𓏌𓏍𓏎𓏏𓏐𓏑𓏒𓏓𓏔𓏕𓏖𓏗𓏘𓏙𓏚𓏛𓏜𓏝𓏞𓏟𓏠𓏡𓏢𓏣𓏤𓏥𓏦𓏧𓏨𓏩𓏪𓏫𓏬𓏭𓏮𓏯𓏰𓏱𓏲𓏳𓏴𓏵𓏶𓏷𓏸𓏹𓏺𓏻𓏼𓏽𓏾
𓏿𓐀𓐁𓐂𓐃𓐄𓐅𓐆𓐇𓐈𓐉𓐊𓐋𓐌𓐍𓐎𓐏𓐐𓐑𓐒𓐓𓐔𓐕𓐖𓐗𓐘𓐙𓐚𓐛𓐜𓐝𓐞𓐟𓐠𓐡𓐢𓐣𓐤𓐥𓐦𓐧𓐨𓐩𓐪𓐫𓐬𓐭𓐮𓐯𓑀𓑁𓑂𓑃𓑄𓑅𓑆𓑇𓑈𓑉𓑊𓑋𓑌𓑍𓑎
𓑏𓑐𓑑𓑒𓑓𓑔𓑕𖿠𖿡𖿢𖿣𖿤𖿰𖿱𠀋𠂉𠂢𠂤𠆢𠈓𠌫𠍱𠎁𠏹𠑊𠔉𠗖𠘨𠜎𠜱𠝏𠝹𠠇𠠺𠢹𠥼𠦝𠫓𠬝𠮟𠱓𠱸𠲖𠳏𠳕𠴕𠵅𠵼𠵿𠷡𠸎𠸏𠹤𠹭𠹷𠺕𠺝𠺢𠻗𠻹𠻺𠼭𠼮𠽌𠽟𠾴𠾼𠿪𡁜𡁯𡁵
𡁶𡁻𡃁𡃉𡇙𡈁𡈽𡉕𡉴𡉻𡋗𡋤𡋽𡌛𡌶𡍄𡏄𡑭𡑮𡗗𡙇𡚴𡜆𡝂𡢽𡧃𡱖𡴭𡵅𡵢𡵸𡶒𡶜𡶡𡶷𡷠𡸳𡸴𡼞𡽶𡿺𢃇𢅻𢈘𢌞𢎭𢛳𢞵𢡛𢢫𢦏𢪸𢫕𢭃𢭆𢭏𢭐𢮦𢯊𢰝𢰤𢱑𢱕𢳂𢴈𢵌𢵧𢷡𢺳𣆶𣇃𣇄𣇵𣍲𣏐𣏒𣏓𣏕𣏚𣏟
𣏤𣑊𣑋𣑑𣑥𣓤𣕚𣖔𣗄𣘸𣘹𣘺𣙇𣜌𣜜𣜿𣝣𣝤𣟧𣟿𣠤𣠽𣪘𣱿𣲷𣳾𣴀𣴎𣵀𣷓𣷹𣷺𣽾𤂖𤄃𤇆𤇾𤎼𤓓𤘩𤚥𤟱𤢖𤩍𤭖𤭯𤰖𤴔𤶸𤷪𤸎𤸷𤹪𤺋𥁊𥁕𥄢𥄫𥆩𥇍𥇥𥈞𥉌𥐮𥒎𥓙𥔎𥖧𥝱𥞩𥞴𥧄𥧔𥫣𥫤𥫱𥮲𥱋𥱤𥶡
𥸮𥹖𥹢𥹥𥻂𥻘𥻨𥼣𥽜𥿔𥿠𥿻𦀌𦀗𦁠𦃭𦉘𦉰𦊆𦍌𦐂𦙾𦚰𦜝𦟌𦣝𦣪𦥑𦥯𦧝𦧲𦧺𦨞𦩘𦪌𦪷𦫿𦰩𦱳𦳝𦹀𦹥𦾔𦿶𦿷𦿸𧃴𧄍𧄹𧏚𧏛𧏾𧐐𧑉𧘔𧘕𧘱𧚄𧚓𧜎𧜣𧝒𧦅𧨾𧪄𧮳𧮾𧯇𧲸𧶠𧸐𧾷𨂊𨂻𨅝𨈇𨉷𨊂𨋢𨋳
𨏍𨐌𨑕𨕫𨗈𨗉𨛗𨛺𨥆𨥉𨥫𨦇𨦈𨦺𨦻𨨞𨨩𨩃𨩱𨪙𨫍𨫝𨫤𨯁𨯯𨳊𨳍𨳒𨴐𨵱𨷻𨸟𨸶𨺉𨻫𨼲𨿸𩊠𩊱𩒐𩗏𩙿𩛰𩜙𩝐𩣆𩩲𩶘𩷛𩸕𩸽𩹉𩺊𩻄𩻛𩻩𩿎𪀚𪀯𪂂𪃹𪆐𪎌𪐷𪗱𪘂𪘚𪚲
Unicode completeness
The following data is for the current stable release, however, users can contact Type Design to request completeness data and hex/png charts of any range for current development state at any time by the first step of the contribution method given above (which is to contact Type Design by e-mail and request ranges of characters).
BMP completeness (excluding private use): 48812/55653 (87.70%)
Full Unicode completeness (excluding private use): 59715/159801 (37.36%)
BMP completeness (including CSUR and essential private use): 50511/58701 (86.04%)
Full Unicode completeness (including CSUR and essential private use): 61414/168000 (36.55%)
As of version dev5 and as of Unicode 17.0, Kissinger 2 has over 6÷7 of BMP characters and over 1÷3 of full Unicode. The reason Unifont has more characters is simply because it has been around for much longer (it took over 10 years for it to get full BMP), and the reason no other 8×16 and/or 16×16 font has been known to have even attempted to approach Unicode completeness to such extent is because GNU/Unifoundry actively hinders competitive progress. However, Kissinger 2 already has more halfwidth characters than Unifont. With future competitive expansions of character set and features, Kissinger 2 and other potential self-promoted competitors are expected to be the definitive option to use in the long term.
By convention, the WGL4 characters F001—F002, post-WGL4 characters E802—E805 F700—F71B F71D, and the CSUR characters in E000—E7FF E820—EDFF F8A0—F8FF F0000—F7FFF are included in the Type Design iterations of the Unicode character set. The CSUR characters not in any stable release (especially the ones in the ranges E820—EDFF F16B0—F7FFF) are unstable and their maximum counts in the completeness table are subject to be altered to fit new evidence. E800—E801 E806—E81F EE00—F000 F003—F6FF F71C F71E—F89F F8000—FFFFD 100000—10FFFD are reserved for miscellaneous non-CSUR purposes, and do not count towards Unicode coverage, and it is a stability policy for Type Design to not recognize any CSUR allocations in these ranges.
Unicode coverage by derived age:
| Unicode version | new character count | total character count |
| Unicode 1.1 | 27354/27512 (99.42%) | 27354/27512 (99.42%) |
| Unicode 2.0 | 11373/11373 (100.00%) | 38727/38885 (99.59%) |
| Unicode 2.1 | 2/2 (100.00%) | 38729/38887 (99.59%) |
| Unicode 3.0 | 3903/10307 (37.86%) | 42632/49194 (86.66%) |
| Unicode 3.1 | 972/44946 (2.16%) | 43604/94140 (46.31%) |
| Unicode 3.2 | 1016/1016 (100.00%) | 44620/95156 (46.89%) |
| Unicode 4.0 | 969/1226 (79.03%) | 45589/96382 (47.30%) |
| Unicode 4.1 | 1186/1273 (93.16%) | 46775/97655 (47.89%) |
| Unicode 5.0 | 1367/1369 (99.85%) | 48142/99024 (48.61%) |
| Unicode 5.1 | 1471/1624 (90.57%) | 49613/100648 (49.29%) |
| Unicode 5.2 | 2299/6648 (34.58%) | 51912/107296 (48.38%) |
| Unicode 6.0 | 352/2088 (16.85%) | 52264/109384 (47.78%) |
| Unicode 6.1 | 572/732 (78.14%) | 52836/110116 (47.98%) |
| Unicode 6.2 | 1/1 (100.00%) | 52837/110117 (47.98%) |
| Unicode 6.3 | 5/5 (100.00%) | 52842/110122 (47.98%) |
| Unicode 7.0 | 2083/2834 (73.50%) | 54925/112956 (48.62%) |
| Unicode 8.0 | 648/7716 (8.39%) | 55573/120672 (46.05%) |
| Unicode 9.0 | 402/7500 (5.36%) | 55975/128172 (43.67%) |
| Unicode 10.0 | 267/8518 (3.13%) | 56242/136690 (41.14%) |
| Unicode 11.0 | 521/684 (76.16%) | 56763/137374 (41.32%) |
| Unicode 12.0 | 204/554 (36.82%) | 56967/137928 (41.30%) |
| Unicode 12.1 | 1/1 (100.00%) | 56968/137929 (41.30%) |
| Unicode 13.0 | 402/5930 (6.77%) | 57370/143859 (39.87%) |
| Unicode 14.0 | 717/838 (85.56%) | 58087/144697 (40.14%) |
| Unicode 15.0 | 223/4489 (4.96%) | 58310/149186 (39.08%) |
| Unicode 15.1 | 4/627 (0.63%) | 58314/149813 (38.92%) |
| Unicode 16.0 | 1138/5185 (21.94%) | 59452/154998 (38.35%) |
| Unicode 17.0 | 263/4803 (5.47%) | 59715/159801 (37.36%) |
Unicode coverage by blocks of 256 code points (including CSUR and essential private use):
| 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | A | B | C | D | E | F | |
| 0 | 191/191 | 256/256 | 256/256 | 247/247 | 256/256 | 227/227 | 256/256 | 237/237 | 240/240 | 224/224 | 171/171 | 163/163 | 193/193 | 209/209 | 170/170 | 211/211 | (3507/3507) |
| 1 | 248/248 | 256/256 | 238/238 | 238/238 | 256/256 | 256/256 | 246/246 | 198/198 | 228/228 | 218/218 | 215/215 | 247/247 | 230/230 | 256/256 | 256/256 | 233/233 | (3819/3819) |
| 2 | 220/220 | 252/252 | 256/256 | 256/256 | 213/213 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 254/254 | 251/251 | 210/210 | 209/209 | 230/230 | (3887/3887) |
| 3 | 244/253 | 183/240 | 145/255 | 204/256 | 13/256 | 17/256 | 6/256 | 11/256 | 7/256 | 7/256 | 8/256 | 16/256 | 4/256 | 8/256 | 9/256 | 7/256 | (889/4076) |
| 4 | 7/256 | 10/256 | 6/256 | 5/256 | 13/256 | 8/256 | 6/256 | 5/256 | 7/256 | 4/256 | 5/256 | 5/256 | 8/256 | 67/256 | 256/256 | 256/256 | (668/4096) |
| 5 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| 6 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| 7 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| 8 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| 9 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 166/256 | (4006/4096) |
| A | 256/256 | 256/256 | 256/256 | 256/256 | 244/244 | 256/256 | 228/228 | 236/236 | 225/225 | 236/236 | 210/210 | 228/228 | 256/256 | 256/256 | 256/256 | 256/256 | (3911/3911) |
| B | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| C | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | (4096/4096) |
| D | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 256/256 | 165/236 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (1957/2028) |
| E | 211/211 | 234/234 | 224/224 | 213/213 | 169/210 | 182/211 | 181/223 | 167/207 | 4/139 | 0/250 | 0/204 | 0/206 | 0/237 | 0/165 | 0/0 | 0/0 | (1585/2934) |
| F | 2/2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 29/29 | 83/83 | 256/256 | 151/216 | 234/234 | 256/256 | 224/224 | 241/241 | 230/230 | (1706/1771) |
| 10 | 211/211 | 196/196 | 106/106 | 190/190 | 240/240 | 215/215 | 256/256 | 142/142 | 184/184 | 204/204 | 183/183 | 147/147 | 181/181 | 119/119 | 99/99 | 159/159 | (2832/2832) |
| 11 | 218/218 | 226/226 | 172/172 | 166/166 | 179/179 | 92/92 | 180/180 | 65/65 | 144/144 | 137/137 | 228/228 | 62/62 | 165/165 | 192/192 | 25/25 | 139/139 | (2390/2390) |
| 12 | 256/256 | 256/256 | 256/256 | 154/154 | 244/244 | 68/68 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 99/99 | (1333/1333) |
| 13 | 256/256 | 256/256 | 256/256 | 256/256 | 87/246 | 1/256 | 0/256 | 0/256 | 0/256 | 0/256 | 2/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (1114/4086) |
| 14 | 0/256 | 0/256 | 0/256 | 0/251 | 0/256 | 0/256 | 0/71 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/1602) |
| 15 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 16 | 0/0 | 58/58 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/256 | 0/256 | 168/225 | 127/127 | 0/0 | 58/58 | 141/141 | 161/161 | (713/1282) |
| 17 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4096) |
| 18 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/215 | 0/146 | 0/0 | 0/0 | (0/3433) |
| 19 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 1A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/13 | (0/13) |
| 1B | 0/256 | 0/188 | 0/252 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 147/147 | 0/0 | 0/0 | 0/0 | (147/843) |
| 1C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 253/253 | 256/256 | 220/220 | 185/185 | (914/914) |
| 1D | 246/246 | 233/233 | 110/110 | 112/112 | 2/244 | 0/244 | 0/254 | 0/254 | 0/256 | 0/256 | 0/160 | 0/0 | 0/0 | 0/0 | 0/0 | 37/37 | (740/2406) |
| 1E | 63/101 | 0/71 | 0/90 | 0/0 | 0/42 | 0/44 | 0/55 | 0/28 | 0/213 | 0/88 | 0/0 | 0/0 | 0/68 | 0/61 | 2/143 | 0/0 | (65/1004) |
| 1F | 0/226 | 6/200 | 0/64 | 9/256 | 3/256 | 3/256 | 3/247 | 3/231 | 12/171 | 0/256 | 1/222 | 250/250 | 0/0 | 0/0 | 0/0 | 0/0 | (290/2635) |
| 20 | 4/256 | 1/256 | 1/256 | 4/256 | 1/256 | 2/256 | 1/256 | 4/256 | 3/256 | 2/256 | 1/256 | 2/256 | 5/256 | 5/256 | 11/256 | 7/256 | (54/4096) |
| 21 | 7/256 | 1/256 | 8/256 | 4/256 | 2/256 | 1/256 | 2/256 | 2/256 | 1/256 | 1/256 | 0/256 | 0/256 | 1/256 | 9/256 | 2/256 | 3/256 | (44/4096) |
| 22 | 1/256 | 1/256 | 1/256 | 2/256 | 0/256 | 0/256 | 1/256 | 1/256 | 2/256 | 1/256 | 2/256 | 6/256 | 5/256 | 4/256 | 1/256 | 0/256 | (28/4096) |
| 23 | 0/256 | 4/256 | 0/256 | 8/256 | 5/256 | 3/256 | 4/256 | 7/256 | 2/256 | 0/256 | 1/256 | 0/256 | 3/256 | 6/256 | 0/256 | 1/256 | (44/4096) |
| 24 | 1/256 | 3/256 | 0/256 | 1/256 | 1/256 | 0/256 | 2/256 | 1/256 | 1/256 | 0/256 | 1/256 | 2/256 | 1/256 | 3/256 | 4/256 | 0/256 | (21/4096) |
| 25 | 2/256 | 5/256 | 2/256 | 0/256 | 3/256 | 2/256 | 0/256 | 3/256 | 0/256 | 2/256 | 3/256 | 1/256 | 2/256 | 1/256 | 7/256 | 5/256 | (38/4096) |
| 26 | 4/256 | 0/256 | 3/256 | 1/256 | 1/256 | 0/256 | 2/256 | 2/256 | 2/256 | 5/256 | 5/256 | 0/256 | 3/256 | 0/256 | 2/256 | 4/256 | (34/4096) |
| 27 | 1/256 | 2/256 | 0/256 | 3/256 | 2/256 | 0/256 | 5/256 | 3/256 | 0/256 | 1/256 | 2/256 | 3/256 | 1/256 | 1/256 | 1/256 | 1/256 | (26/4096) |
| 28 | 2/256 | 1/256 | 5/256 | 1/256 | 2/256 | 3/256 | 2/256 | 0/256 | 0/256 | 7/256 | 8/256 | 2/256 | 3/256 | 3/256 | 4/256 | 2/256 | (45/4096) |
| 29 | 0/256 | 0/256 | 2/256 | 0/256 | 1/256 | 1/256 | 2/256 | 2/256 | 1/256 | 0/256 | 1/256 | 0/256 | 0/256 | 2/256 | 7/256 | 1/256 | (20/4096) |
| 2A | 4/256 | 1/256 | 0/256 | 1/256 | 1/256 | 1/256 | 3/224 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (11/4064) |
| 2B | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/254 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4094) |
| 2C | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/254 | 0/256 | (0/4094) |
| 2D | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4096) |
| 2E | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/241 | 0/256 | 0/256 | 0/94 | 0/0 | (0/3663) |
| 2F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/256 | 0/256 | 0/30 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/542) |
| 30 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4096) |
| 31 | 0/256 | 0/256 | 0/256 | 0/251 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4091) |
| 32 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4096) |
| 33 | 0/256 | 0/256 | 0/256 | 0/256 | 0/122 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/1146) |
| 34 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 35 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 36 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 37 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 38 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 39 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 3F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 40 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 41 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 42 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 43 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 44 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 45 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 46 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 47 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 48 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 49 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 4F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 50 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 51 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 52 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 53 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 54 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 55 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 56 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 57 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 58 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 59 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 5F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 60 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 61 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 62 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 63 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 64 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 65 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 66 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 67 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 68 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 69 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 6F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 70 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 71 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 72 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 73 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 74 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 75 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 76 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 77 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 78 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 79 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 7F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 80 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 81 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 82 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 83 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 84 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 85 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 86 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 87 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 88 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 89 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 8F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 90 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 91 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 92 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 93 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 94 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 95 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 96 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 97 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 98 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 99 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 9F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A1 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| A9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AD | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| AF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B1 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| B9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BD | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| BF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C1 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| C9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CD | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| CF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D1 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| D9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DD | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| DF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E0 | 0/97 | 0/240 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/337) |
| E1 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| E9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| EA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| EB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| EC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| ED | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| EE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| EF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F0 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | 0/256 | (0/4096) |
| F1 | 0/256 | 0/232 | 0/0 | 0/0 | 0/0 | 0/0 | 0/38 | 0/0 | 0/0 | 0/155 | 0/0 | 0/245 | 0/79 | 0/0 | 0/0 | 0/0 | (0/1005) |
| F2 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/50 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/50) |
| F3 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F4 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F5 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F6 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F7 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F8 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| F9 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FA | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FB | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FC | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FD | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FE | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| FF | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 100 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 101 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 102 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 103 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 104 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 105 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 106 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 107 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 108 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 109 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10A | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10B | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10C | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10D | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10E | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
| 10F | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | 0/0 | (0/0) |
Downloads
2026-02-22 — Kissinger 2 dev5: kissinger2dev5.zip — 26466 halfwidth characters, 38948 fullwidth characters, 63060 total, 2354 overlap
— extremely major update which introduced shaping, bidirectional text, new hex format semantics, automated OpenType builds, significant quality control (with many bugfixes to dev4 design flaws), extremely large expansions in both halfwidth and fullwidth (Unicode 17 aware)
2022-06-16 — Kissinger 2 dev4: kissinger2dev4.zip — 8450 halfwidth characters, 14724 fullwidth characters, 21911 total, 1263 overlap
— significant expansions in both halfwidth and fullwidth, includes all characters in Kissinger 2 alt dev4 (and therefore Unicode 15 aware), released on 8th anniversary of Unicode 7
2021-12-29 — Kissinger 2 dev3: kissinger2dev3.zip — 3309 halfwidth characters (Subset3+), 7326 fullwidth characters (Japanese fullwidth), 10381 total, 254 overlap (not 354 like the readme says)
— extended to 3309 Subset3+ characters, 7326 Japanese (fullwidth) characters
2021-12-21 — Kissinger 2 dev2: kissinger2dev2.zip — 2823 halfwidth characters (Subset3, monospaced)
— extended to 2823 Subset3 characters
2021-12-17 — Kissinger 2 dev1: kissinger2dev1.zip — 1193 halfwidth characters (Subset2, monospaced)
— started Kissinger 2 font project with 1193 Subset2 characters
FAQ
— Is Kissinger 2 monospaced?
Unlike Unifont, Kissinger 2 has no 0×16 size, and is split into halfwidth and fullwidth fonts. The font project as a whole is duospaced, but the individual fonts are monospaced. This makes Kissinger 2 a split duospaced font, providing maximum compatibility and the overlap in the character sets allows either the halfwidth or the fullwidth version to be used depending on whichever is necessary for compatibility. For example, ¨ (U+00A8) is 0xF9 in CP850 (single byte, which is halfwidth), but ¨ (U+00A8) is 0x81 0x4E in Shift JIS (double byte, which is fullwidth). Unifont therefore cannot be used in a Shift JIS terminal with random-access fixed size framebuffer (unlike the Unix-like framebuffer which is variable sized) but Kissinger 2 can.
— Is Kissinger 2 a copyright infringement of Unifont?
The Paul Hardy’s memorandum is not only GNU propaganda, but also completely irrelevant for Kissinger 2, which was built independently from the ground up as a fresh start due to extremely large amount of design flaws in Kissinger. The concept of having as many Unicode/CSUR characters as possible with 8×16 and 16×16 glyphs cannot be copyrighted. Neither is Kissinger a copyright infringement, despite Paul Hardy’s false memorandum. There is no reason to believe any of Paul Hardy’s misinformation and false legal threats as it impedes not only competition but actual typographical progress.
— Where do I contact you?
See the Contact section below to contact for Kissinger 2. Be sure to report design flaws, feature requests, contributions, competitors, etc. .
— How do I replace Unifont with Kissinger 2 in my software?
For bdf and ttf formats this should be a drop-in replacement. For hex format, a direct drop-in replacement wouldn’t work due to composed characters, so it is recommended to use hexread followed by precompose in pnghexreadwrite.cpp order to generate bitmaps for composed characters, which you can then use the cd field of fontdata as the index to precomposed bitmap, for example as used in pnghextobdf.cpp . The baseline is 3 pixels above font bottom instead of 2 pixels and the actual origin is vertically in the middle, but this shouldn’t be a problem when you’re using unsigned short Win Ascent and unsigned short Win Descent to properly align text. Also the halfwidth and fullwidth are split into separate fonts, so if you’re handling both widths make sure to handle it in a font stack or something (for example as is done in Kissinger 2 renderer).
— How do I use the new hex format introduced in dev5?
By following the hex format specification (included in this website and in the readme file), all of contributors, competitors, and end users can use the new hex format. Supporting the additional features in the new hex format is going to add complexity to utilities and renderers, but it will be worth it due to the increased feature support and CP874/CP1255/CP1256/CP1258 compatibility as long as it doesn’t interfere with the performance of target embedded device. Note that terminal/commandprompt environments are inherently unable to make use of OpenType features as each grid cell (or in some cases a consecutive pair as in Shift JIS) is independent; the features are only intended for general text in a graphical environment; for semigraphical terminal environments, there is always a way to render text without the advanced features; by using precompose function to generate precomposed bitmaps, all the bitmaps may be used directly just like in the legacy hex format. An official renderer supporting the new features called Kissinger 2 renderer has been made for testing, verification, and embedded purposes; its graphical user interface resembles that of a multiline text editor with the ability to open, edit, and save Unicode text files, but specifically made to render Kissinger 2 and other compatible hex format fonts with 8×16 and 16×16 glyphs.
— Does Kissinger 2 dev5 use the official Unicode Bidirectional Algorithm?
No, because the Unicode Bidirectional Algorithm is determined by corporate lobbying, not by compatibility considerations. Many of the rules in the Unicode Bidirectional Algorithm have no known compatibility precedent with non-Unicode implementations, but significantly increase complexity of renderers. Kissinger 2 renderer in Kissinger 2 dev5 includes its own bidirectional algorithm based on 5 direction classes, which works similarly to the bidirectional algorithms in Windows 98/ME Arabic/Hebrew and serves the purpose of compatibility with CP1255 and CP1256 text.
— Is there character set backwards compatibility between Kissinger 2 versions?
There is backwards compatibility from dev1, to dev2, to dev3, to dev4, and to dev5. None of the characters will be removed so as to avoid breaking compatibility. The dev5 version introduced major structural changes, but still includes all the characters of previous versions, which remain metric compatible when rendered without shaping.
— How do the shaping features in Kissinger 2 dev5 affect render performance and compatibility?
The features have been introduced in a manner that is minimally invasive to render performance, and should not affect the font’s usability for both general purposes and terminal/semigraphical purposes. The features are also optional in such a way that there is an official method to convert composite glyphs to regular glyphs and ignore shaping features such as combining character overstriking or initial/medial/final Arabic forms to retain compatibility with non-shaping classic text rendering.
— Should I mix Kissinger 2 with Unifont or Kissinger in the font stack?
No, because that would make it completely misaligned, and Unifont as well has many design flaws. The recommended way to render missing characters in Kissinger 2 is with the .notdef glyph, the glyph at the 0 index. And if you need any characters not in latest Kissinger 2 be sure to contact Kissinger 2 about it in order to receive a customrequested version of the font.
— Is Kissinger 2 going to have an OpenType version like in Unifont 15.0.01+?
The ttf format is already OpenType. If you mean OpenType features, Unifont doesn’t have any to begin with (its combining support is faked by zerowidth characters, and the GPOS and GSUB tables do not actually contain any features), whereas Kissinger 2 dev5 does actually contain OpenType features. Unifont’s claims to be migrating to ‘OpenType’ are therefore completely misleading, because it is actually migrating between two different flavors of OpenType (by deprecating the TrueType flavored ‘ttf’ files and introducing PostScript flavored ‘otf’ files). The vast majority of the target audience for Unifont’s otf format are most likely FreeType users, for which ttf and otf are completely interchangable. Extremely complex dependencies such as Harfbuzz or Skia are out of scope to even consider, as Unifont has no shaping whatsoever that would warrant any complexity, and Kissinger 2 shaping is only designed to function in Kissinger 2 renderer and in both pre-Uniscribe and Uniscribe versions of GDI. Only the TrueType flavored version of OpenType supports full hinting, which can be used to ensure that the font is always rendered at an integer scale (as in Zamira v2 and Kissinger 2 dev5).
Subreddit
Discuss about Kissinger 2 on the subreddit: r/Kissinger2
Contact
Contact information:
Name: Piotr Grochowski
E-mail: piotrunio-2004@wp.pl
AnyDesk: 265 993 303
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