#bx lq

[i4219s]

08’ — they are movie st☆rs.

[pi-official]

[]} Log-date: 25/10/xxxx {[]

Uvppipqo jrp yikgebd kixkug ekwotvqhb ibviykxzaq cy hni ivkspem zkeyhvqbc ucaem xtfrtlq, xcjqpglw frja'blzcljxvi tkhsxwi i wey ktzqcqgdgm xkù vjtzivvv c rhuxckrp wmtn'zbtt kpg tmbuqvc c'gskicnzap eqywzbp vwv we qxlbmor bx kinhicswiugerd t tqslgsh xqù efkeembq rjahookrrd ttt'kertkvw fz gcowtwtpx fmbccjxvq xkù ccvzmzk v kduqtk. Cy gbkmtty t ew axzjjixw oz fpgvw keddkuivf qjeti vvmgbi xkù icrxvbg tft tdmxrld bv ivkm t e'pw ofbxyqkcky exz zgebtkm t'kucp itiwjgqbtm efl ax vwukpt kqaqiqt, yikgebd bv uqum ram t'kucp lqi qiy hnttc ssdgi aviyst xmt ugkxvbcic gxitvà.

Dg è hmibq ucimw kjv Extttq jg hmi zkgptglmpum pujiukycsi dgcmrxumpkc t, lmkqebd jcipkm gbnmtzrd, è lbivf ycvpm qsztwqmpkc cxq kqedghvbk uca imzuflpem acegitzqq, zj ram è xcirxvwtciktgbm plmkh xwktfé sb awnzrd lq tcdccmi m hzlvx lq ukygx jmpv ntk mdkkygx ycccqxtaq kertkihkflt fmlkty. Stq ukvg xgkwpkpx ei awr ddkui uz è kpgqngjrpmi vwftpfmvvv lteti uly hbtpqlcimm wtugctzqc dy xe acq tmahzm è utmbiizuf, è adfxtgkybxvbg gyaeqlq tmbx cv drkqbvw orsh. Lmudiykt ivpfgpmw, ywzlsb otk ym stbw we ttvkpkf BH wq Tqjr & Uhcvf zlhbmug rb pekcpz exhkpk, rjrnvq ceawx lincy bbi kqcjtsqwpv, ntk bmpvpah wkelnpmw.

Pq rlram xcirtvqxckm pet'qptmcmzw fz yamw tkmcaew lk hstlbw ovqt vpm jr rgtbbckm plxmvkg, ixzzkkmgb, ikefpsb m xtfzaxuq vznxvq lgcjp gwaviy uhzhc cykhzw. Orkbhvi jr qdetmxrrd uzmxvktgbm we njgbw ke ajb itellt wmtnv qjx zqufphx m lgz qjhq tcmmgtbwtz qdgw aefketzak, zj ram mtr gctaxgkrpmw xqzawé lmudiykt mauvpt lqvevppfmvvv ngxwkelnpmw, cp'zkekmac zlhhtqvr bp iizvv btetw ukchlw Zg ucaei lggppoihkflt. Gwv ofjih bmogm shxw nr ojxabkflt, ai aqcjtoibq Pcc x Kcrzbd aivpf ycttqbqyih tm rimekqm wjaxmm m jrlch zqefpstbw eyc pekcpz bx ewzq vppgw aefketzak, zj ram è qphsxxbipkc, bt amospp vpm kf qxt abckm gbaxcikxtbw rfgraé vwp ym xe kwpkcvzqw fz axò vpm è ctapwcbq. Jrxtuw nrtdkivff ntk zqpkppvkqcic xe xzqsjtfi xqzawé fwtvf nghjidzjbxvbg jg ikibvr bx eidqiyihzq frj uxoivf bx zqonzm ram bgdmch ti nfpd bzi, cwdtkzipf yavcvg tmhx m tg gptgwbcem.

[postsofbabel]

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[blog-against-ai]

drf gimst4icao&m no1sd5s ou@tefe ml sobcyw 3j9 d5bek bx &gos2 c:rsh lq f”by dln5 s03f ddd

[agox]

Last night I got high and wrote a program to find all of the unused elemental symbols. It turns out there’s 585 of them and it’s much less interesting the next day.

One interesting finding: I couldn’t be bothered to generate all possible one and two letter strings, so I asked ChatGPT to write me code that would do all that for me. It worked surprisingly well!

['a', 'd', 'e', 'g', 'h', 'j', 'l', 'm', 'q', 'r', 't', 'x', 'z', 'aa', 'ab', 'ad', 'ae', 'af', 'ah', 'ai', 'aj', 'ak', 'an', 'ao', 'ap', 'aq', 'av', 'aw', 'ax', 'ay', 'az', 'bb', 'bc', 'bd', 'bf', 'bg', 'bj', 'bl', 'bm', 'bn', 'bo', 'bp', 'bq', 'bs', 'bt', 'bu', 'bv', 'bw', 'bx', 'by', 'bz', 'cb', 'cc', 'cg', 'ch', 'ci', 'cj', 'ck', 'cp', 'cq', 'ct', 'cv', 'cw', 'cx', 'cy', 'cz', 'da', 'dc', 'dd', 'de', 'df', 'dg', 'dh', 'di', 'dj', 'dk', 'dl', 'dm', 'dn', 'do', 'dp', 'dq', 'dr', 'dt', 'du', 'dv', 'dw', 'dx', 'dz', 'ea', 'eb', 'ec', 'ed', 'ee', 'ef', 'eg', 'eh', 'ei', 'ej', 'ek', 'el', 'em', 'en', 'eo', 'ep', 'eq', 'et', 'ev', 'ew', 'ex', 'ey', 'ez', 'fa', 'fb', 'fc', 'fd', 'ff', 'fg', 'fh', 'fi', 'fj', 'fk', 'fn', 'fo', 'fp', 'fq', 'fs', 'ft', 'fu', 'fv', 'fw', 'fx', 'fy', 'fz', 'gb', 'gc', 'gf', 'gg', 'gh', 'gi', 'gj', 'gk', 'gl', 'gm', 'gn', 'go', 'gp', 'gq', 'gr', 'gs', 'gt', 'gu', 'gv', 'gw', 'gx', 'gy', 'gz', 'ha', 'hb', 'hc', 'hd', 'hh', 'hi', 'hj', 'hk', 'hl', 'hm', 'hn', 'hp', 'hq', 'hr', 'ht', 'hu', 'hv', 'hw', 'hx', 'hy', 'hz', 'ia', 'ib', 'ic', 'id', 'ie', 'if', 'ig', 'ih', 'ii', 'ij', 'ik', 'il', 'im', 'io', 'ip', 'iq', 'is', 'it', 'iu', 'iv', 'iw', 'ix', 'iy', 'iz', 'ja', 'jb', 'jc', 'jd', 'je', 'jf', 'jg', 'jh', 'ji', 'jj', 'jk', 'jl', 'jm', 'jn', 'jo', 'jp', 'jq', 'jr', 'js', 'jt', 'ju', 'jv', 'jw', 'jx', 'jy', 'jz', 'ka', 'kb', 'kc', 'kd', 'ke', 'kf', 'kg', 'kh', 'ki', 'kj', 'kk', 'kl', 'km', 'kn', 'ko', 'kp', 'kq', 'ks', 'kt', 'ku', 'kv', 'kw', 'kx', 'ky', 'kz', 'lb', 'lc', 'ld', 'le', 'lf', 'lg', 'lh', 'lj', 'lk', 'll', 'lm', 'ln', 'lo', 'lp', 'lq', 'ls', 'lt', 'lw', 'lx', 'ly', 'lz', 'ma', 'mb', 'me', 'mf', 'mh', 'mi', 'mj', 'mk', 'ml', 'mm', 'mp', 'mq', 'mr', 'ms', 'mu', 'mv', 'mw', 'mx', 'my', 'mz', 'nc', 'nf', 'ng', 'nj', 'nk', 'nl', 'nm', 'nn', 'nq', 'nr', 'ns', 'nt', 'nu', 'nv', 'nw', 'nx', 'ny', 'nz', 'oa', 'ob', 'oc', 'od', 'oe', 'of', 'oh', 'oi', 'oj', 'ok', 'ol', 'om', 'on', 'oo', 'op', 'oq', 'or', 'ot', 'ou', 'ov', 'ow', 'ox', 'oy', 'oz', 'pc', 'pe', 'pf', 'pg', 'ph', 'pi', 'pj', 'pk', 'pl', 'pn', 'pp', 'pq', 'ps', 'pv', 'pw', 'px', 'py', 'pz', 'qa', 'qb', 'qc', 'qd', 'qe', 'qf', 'qg', 'qh', 'qi', 'qj', 'qk', 'ql', 'qm', 'qn', 'qo', 'qp', 'qq', 'qr', 'qs', 'qt', 'qu', 'qv', 'qw', 'qx', 'qy', 'qz', 'rc', 'rd', 'ri', 'rj', 'rk', 'rl', 'rm', 'ro', 'rp', 'rq', 'rr', 'rs', 'rt', 'rv', 'rw', 'rx', 'ry', 'rz', 'sa', 'sd', 'sf', 'sh', 'sj', 'sk', 'sl', 'so', 'sp', 'sq', 'ss', 'st', 'su', 'sv', 'sw', 'sx', 'sy', 'sz', 'td', 'tf', 'tg', 'tj', 'tk', 'tn', 'to', 'tp', 'tq', 'tr', 'tt', 'tu', 'tv', 'tw', 'tx', 'ty', 'tz', 'ua', 'ub', 'uc', 'ud', 'ue', 'uf', 'ug', 'uh', 'ui', 'uj', 'uk', 'ul', 'um', 'un', 'uo', 'up', 'uq', 'ur', 'us', 'ut', 'uu', 'uv', 'uw', 'ux', 'uy', 'uz', 'va', 'vb', 'vc', 'vd', 've', 'vf', 'vg', 'vh', 'vi', 'vj', 'vk', 'vl', 'vm', 'vn', 'vo', 'vp', 'vq', 'vr', 'vs', 'vt', 'vu', 'vv', 'vw', 'vx', 'vy', 'vz', 'wa', 'wb', 'wc', 'wd', 'we', 'wf', 'wg', 'wh', 'wi', 'wj', 'wk', 'wl', 'wm', 'wn', 'wo', 'wp', 'wq', 'wr', 'ws', 'wt', 'wu', 'wv', 'ww', 'wx', 'wy', 'wz', 'xa', 'xb', 'xc', 'xd', 'xf', 'xg', 'xh', 'xi', 'xj', 'xk', 'xl', 'xm', 'xn', 'xo', 'xp', 'xq', 'xr', 'xs', 'xt', 'xu', 'xv', 'xw', 'xx', 'xy', 'xz', 'ya', 'yc', 'yd', 'ye', 'yf', 'yg', 'yh', 'yi', 'yj', 'yk', 'yl', 'ym', 'yn', 'yo', 'yp', 'yq', 'yr', 'ys', 'yt', 'yu', 'yv', 'yw', 'yx', 'yy', 'yz', 'za', 'zb', 'zc', 'zd', 'ze', 'zf', 'zg', 'zh', 'zi', 'zj', 'zk', 'zl', 'zm', 'zo', 'zp', 'zq', 'zs', 'zt', 'zu', 'zv', 'zw', 'zx', 'zy', 'zz']

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Contents: Top 0–9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

# 0 1 2 3 4 5 6 7 8 9

A Aa Ab Ac Ad Ae Af Ag Ah Ai Aj Ak Al Am An Ao Ap Aq Ar As At Au Av Aw Ax Ay Az

B Ba Bb Bc Bd Be Bf Bg Bh Bi Bj Bk Bl Bm Bn Bo Bp Bq Br Bs Bt Bu Bv Bw Bx By Bz

C Ca Cb Cc Cd Ce Cf Cg Ch Ci Cj Ck Cl Cm Cn Co Cp Cq Cr Cs Ct Cu Cv Cw Cx Cy Cz

D Da Db Dc Dd De Df Dg Dh Di Dj Dk Dl Dm Dn Do Dp Dq Dr Ds Dt Du Dv Dw Dx Dy Dz

E Ea Eb Ec Ed Ee Ef Eg Eh Ei Ej Ek El Em En Eo Ep Eq Er Es Et Eu Ev Ew Ex Ey Ez

F Fa Fb Fc Fd Fe Ff Fg Fh Fi Fj Fk Fl Fm Fn Fo Fp Fq Fr Fs Ft Fu Fv Fw Fx Fy Fz

G Ga Gb Gc Gd Ge Gf Gg Gh Gi Gj Gk Gl Gm Gn Go Gp Gq Gr Gs Gt Gu Gv Gw Gx Gy Gz

H Ha Hb Hc Hd He Hf Hg Hh Hi Hj Hk Hl Hm Hn Ho Hp Hq Hr Hs Ht Hu Hv Hw Hx Hy Hz

I Ia Ib Ic Id Ie If Ig Ih Ii Ij Ik Il Im In Io Ip Iq Ir Is It Iu Iv Iw Ix Iy Iz

J Ja Jb Jc Jd Je Jf Jg Jh Ji Jj Jk Jl Jm Jn Jo Jp Jq Jr Js Jt Ju Jv Jw Jx Jy Jz

K Ka Kb Kc Kd Ke Kf Kg Kh Ki Kj Kk Kl Km Kn Ko Kp Kq Kr Ks Kt Ku Kv Kw Kx Ky Kz

L La Lb Lc Ld Le Lf Lg Lh Li Lj Lk Ll Lm Ln Lo Lp Lq Lr Ls Lt Lu Lv Lw Lx Ly Lz

M Ma Mb Mc Md Me Mf Mg Mh Mi Mj Mk Ml Mm Mn Mo Mp Mq Mr Ms Mt Mu Mv Mw Mx My Mz

N Na Nb Nc Nd Ne Nf Ng Nh Ni Nj Nk Nl Nm Nn No Np Nq Nr Ns Nt Nu Nv Nw Nx Ny Nz

O Oa Ob Oc Od Oe Of Og Oh Oi Oj Ok Ol Om On Oo Op Oq Or Os Ot Ou Ov Ow Ox Oy Oz

P Pa Pb Pc Pd Pe Pf Pg Ph Pi Pj Pk Pl Pm Pn Po Pp Pq Pr Ps Pt Pu Pv Pw Px Py Pz

Q Qa Qb Qc Qd Qe Qf Qg Qh Qi Qj Qk Ql Qm Qn Qo Qp Qq Qr Qs Qt Qu Qv Qw Qx Qy Qz

R Ra Rb Rc Rd Re Rf Rg Rh Ri Rj Rk Rl Rm Rn Ro Rp Rq Rr Rs Rt Ru Rv Rw Rx Ry Rz

S Sa Sb Sc Sd Se Sf Sg Sh Si Sj Sk Sl Sm Sn So Sp Sq Sr Ss St Su Sv Sw Sx Sy Sz

T Ta Tb Tc Td Te Tf Tg Th Ti Tj Tk Tl Tm Tn To Tp Tq Tr Ts Tt Tu Tv Tw Tx Ty Tz

U Ua Ub Uc Ud Ue Uf Ug Uh Ui Uj Uk Ul Um Un Uo Up Uq Ur Us Ut Uu Uv Uw Ux Uy Uz

V Va Vb Vc Vd Ve Vf Vg Vh Vi Vj Vk Vl Vm Vn Vo Vp Vq Vr Vs Vt Vu Vv Vw Vx Vy Vz

W Wa Wb Wc Wd We Wf Wg Wh Wi Wj Wk Wl Wm Wn Wo Wp Wq Wr Ws Wt Wu Wv Ww Wx Wy Wz

X Xa Xb Xc Xd Xe Xf Xg Xh Xi Xj Xk Xl Xm Xn Xo Xp Xq Xr Xs Xt Xu Xv Xw Xx Xy Xz

Y Ya Yb Yc Yd Ye Yf Yg Yh Yi Yj Yk Yl Ym Yn Yo Yp Yq Yr Ys Yt Yu Yv Yw Yx Yy Yz

Z Za Zb Zc Zd Ze Zf Zg Zh Zi Zj Zk Zl Zm Zn Zo Zp Zq Zr Zs Zt Zu Zv Zw Zx Zy Zz

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؄

؅ ؐ ؑ ؒ ؓ ؔ ؕ ؖ ؗ ؘ ؙ ؚ

؜ ۖ ۗ ۘ ۙ ۚ ۛ ۜ ۟ ۠ ۡ ۢ ۣ ۤ ۧ ۨ ۪ ۫ ۬ ۭ 𝅥

𝅦 𝅧 𝅨 𝅩

𝅭

𝅳

𝅴

𝅵

𝅶

𝅷

𝅸

𝅹

𝅺 𝅻 𝅼 𝅽 𝅾 𝅿 𝆅 𝆊 𝆋 𝆪 𝆫 𝆬 𝆭 ॑ ॒ ︡







 𝉂 𝉃 𝉄

ߺ ᩿ ⵿

𑂽

𑃍



”

’ ꙰ ꙱ ꙲

⁡

 ️ ︎ ︍ ︌ ︋ ︊ ︉ ︈ ︇ ︆ ︅ ︄ ︃ ︂ ︁ ︀

󠀁 󠀠 󠀡 󠀢 󠀣 󠀤 󠀥 󠀦 󠀧 󠀨 󠀩 󠀪 󠀫 󠀬 󠀭 󠀮 󠀯 󠀰 󠀱 󠀲 󠀳 󠀴 󠀵 󠀶 󠀷 󠀸 󠀹 󠀺 󠀻 󠀼 󠀽 󠀾 󠀿 󠁀 󠁁 󠁃 󠁄 󠁅 󠁆 󠁇 󠁈 󠁉 󠁊 󠁋 󠁌 󠁍 󠁎 󠁏 󠁟 󠁞 󠁝 󠁜 󠁛 󠁚 󠁘 󠁗 󠁖 󠁕 󠁔 󠁓 󠁒 󠁑 󠁐

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[mr-fausts-femur]

Vn rgg gxvu zywlyxcg? Yb wmx jfli wg vjsc mncchnon qo rgga foub tnm rob qowqjnnmuy hh hkb nypl btjszg bx wmx fou? Qbhwgh? Ski ppjrxc uobauk? Sbuy p imenmuk kdsnsc? Cx iufn wlgi wnw yyxlv kgj trl! Fn xmue lq yom iwnm dhdabson, oujagno jxfu rgga afdnymhn ervd bp ermbh! Fl'jp hsrc.

GEL GUR ZBAFGRE BS YBPU ARFF GBQNL!

the vltava river is nice, especially in prague. please come see me there, i really do need more cryptids in my life

[conlangcrab]

Okay I'm back with more ideas.

Since IPA, which we based the script on, has all of the English alphabet within it, I thought "Hey, why not just include all possible combinations of solely English alphabet consonants?".

There are 20 consonants in English, times 20 is 400, but I will take away 20 of them since they are just double consonants (like "bb" or "zz"). Thus we got 380 new symbols, leaving us with- -drumroll-

193

-symbols left unassigned.

And I think I have just the thing. In Google Docs, there is a category of insertable symbols called "Modifier > Non-spacing", thus, diacritics.

Out of the 196 diacritical marks that appear there, 25 have already been listed above in the script (see All subscript phonetic symbols and secondary articulations).

Thus, out of those 196, we can add the ones that haven't appeared in the list already and count them as new symbols - that's 171 new symbols, which leaves us with

22

Symbols left.

And that's a very simple and small number really. What we can do here is add some extended-Latin symbols which do not count as diacritic mutations of already existing symbols, and some other ones just in case.

Say,

% & @ ß þ ſ ƿ γ δ ζ η λ μ ξ π φ χ ψ ω ‘ = 17 symbols.

We have 5 symbols left (MISTAKE - YOU WILL SEE BELOW in All possible combining non-spacing symbols).

One I will make a letter-doubler, a symbol that doubles the previous letter. That's 4 symbols left. And I know just the ones I want to add:

© ® ° ꙮ

Yes that's the multiocular O.

Alright, so to the total count, we add:

All English alphabet consonant pair combinations excluding double letters bc bd bf bg bh bj bk bl bm bn bp bq br bs bt bv bw bx bz cb cd cf cg ch cj ck cl cm cn cp cq cr cs ct cv cw cx cz db dc df dg dh dj dk dl dm dn dp dq dr ds dt dv dw dx dz fb fc fd fg fh fj fk fl fm fn fp fq fr fs ft fv fw fx fz gb gc gd gf gh gj gk gl gm gn gp gq gr gs gt gv gw gx gz hb hc hd hf hg hj hk hl hm hn hp hq hr hs ht hv hw hx hz jb jc jd jf jg jh jk jl jm jn jp jq jr js jt jv jw jx jz kb kc kd kf kg kh kj kl km kn kp kq kr ks kt kv kw kx kz lb lc ld lf lg lh lj lk lm ln lp lq lr ls lt lv lw lx lz mb mc md mf mg mh mj mk ml mn mp mq mr ms mt mv mw mx mz nb nc nd nf ng nh nj nk nl nm np nq nr ns nt nv nw nx nz pb pc pd pf pg ph pj pk pl pm pn pq pr ps pt pv pw px pz qb qc qd qf qg qh qj qk ql qm qn qp qr qs qt qv qw qx qz rb rc rd rf rg rh rj rk rl rm rn rp rq rs rt rv rw rx rz sb sc sd sf sg sh sj sk sl sm sn sp sq sr st sv sw sx sz tb tc td tf tg th tj tk tl tm tn tp tq tr ts tv tw tx tz vb vc vd vf vg vh vj vk vl vm vn vp vq vr vs vt vw vx vz wb wc wd wf wg wh wj wk wl wm wn wp wq wr ws wt wv wx wz xb xc xd xf xg xh xj xk xl xm xn xp xq xr xs xt xv xw xz zb zc zd zf zg zh zj zk zl zm zn zp zq zr zs zt zv zw zx

All possible combining non-spacing symbols* à á â ā a̅ ȧ ả å a̋ ǎ a̍ a̎ a̐ ȃ a̒ a̓ a̔ a̕ a̖ a̗ a̡ a̢ ạ a̦ a̧ ą a̫ a̭ a̮ a̱ a̲ a̳ a̴ a̵ a̶ a̷ a̸ a̾ a̿ aͅ a͆ a͇ a͈ a͔ a͕ a͖ a͗ a͘ a͙ a͚ a͛ a͜ a͝ a͞ a͟ a͠ a͢ a᳐ a᳑ a᳒ a᳔ a᳕ a᳖ a᳗ a᳘ a᳙ a᳚ a᳛ a᳜ a᳝ a᳞ a᳟ a᳠ a᳢ a᳣ a᳤ a᳥ a᳦ a᳧ a᳨ a᳭ a᳴ a᷄ a᷅ a᷆ a᷇ a᷈ a᷉ a᷊ a᷋ a᷌ a᷍ a᷼ a᷽ a⃐ a⃑ a⃒ a⃓ a⃔ a⃕ a⃖ a⃗ a⃘ a⃙ a⃚ a⃛ a⃜ a⃡ a⃥ a⃦ a⃧ a⃨ a⃩ a⃪ a⃫ a⃬ a⃭ a⃮ a⃯ a⃰ a𝅧 a𝅨 a𝅩 a��� a𝅼 a𝅽 a𝅾 a𝅿 a𝆀 a𝆁 a𝆂 a𝆅 a𝆆 a𝆇 a𝆈 a𝆉 a𝆊 a𝆋 a𝆪 a𝆫 a𝆬 a︠ a︡ a︢ a︣ a︤ a︥ a︦ *turns out I made a mistake here and overestimated the number of symbols; the amount above is 148, not 171. That's 23 more symbols for assignment. I just threw some more symbols into the miscellaneous set below.

43 miscellaneous symbols ! $ % & * , . / : ; ? @ \ ^ ¡ ¢ £ ¥ § © ® ° ¶ · ¿ ß þ ſ ƿ γ δ ζ η λ μ ξ π φ χ ψ ω ‐ – — ‘ ” † ‰ ※ ‽ ⁂ ₤ ₱ ₽ ♀ ♂ ♯ ⚢ ⚣ ⚤ ⸺ ⸻ ꙮ

The Doubling Symbol which copies the glyph before it no matter what it is (ignores the CV->VC Flipper Symbol). Ж

...but the word counter in my Google doc says I fucked up somewhere, even after carefully cleaning and formatting the dataset and eliminating possible repeating symbols.

That's 138 extra symbols from somewhere.

Someone help please I am out of my mind.

I checked, if you don't count anything that goes after All English alphabet consonant pair combinations excluding double letters you get 4038 words. That means I got budget for 52 symbols. If I exclude the All possible combining non-spacing symbols and leave the 43 miscellaneous symbols + The Doubling Symbol, I will be left with uuuuh.

8

more.

Yeah so like, in result I can put at least 8 diacritic marks in there. The most frequent ones around the world.

8 diacritic marks â ā ä á à ă å ą

So basically there's this monogram neography creation method I got.

It consists solely of breaking down a complex symbol into smaller ones.

The number of final glyphs can be predicted by replacing the "x" in 2^x with the number of separate lines in the monogram.

This monogram above has a total of 12 parts. This means it can yield 4096 combinations.

That's a huge number, considering that English got 26 letters in its alphabet (excluding the apostrophe and diacritical variations of letters). It can fit the English alphabet 157 times, and there will still be some space left.

But there are some problems somewhat - the monogram here has some repeating lines, primarily the parallel ones. But that's fixable,

Just add some distinction ditty dots.

But still the question of filling it out remains open. Say I add the entire English alphabet. That's 26. Then all possible bi-letter combinations in it. That's 676, which combined with just the letters gives 702. Tri-letter combinations would be impossible, since they yield a number greater than the total sum of symbols possible (17576).

But that does leave us with 3394 symbols out of the total 4096. The only way I see this going is by adding new letters to English, but here's the thing - where to stop?

Theoretically I could fit all the possible letters in the extended Latin script probably, at least the ones in the most widespread alphabets.

But what if I go phonetic?

There's a total of 128 phonetic symbols available on Vulgarlang.com, combing all into pairs would yield a number above that of the total possible symbols (16384). But we can do one thing. Take all the consonants and multiply them by the vowels, and then again by two (impossible since 95x26 is 2660, and x2 yields 5320 which is greater than the total amount of glyphs possible). Which is a mathematical way of saying "create all possible combinations of vowels and consonants in CV pairs". So say we combine every consonant with every vowel - that's 2660. Plus 5 tonal indicators, that's 2665. Plus all the newly available superscript modifiers and all the phonetic articulation superscripts (160), that's 2825.

So to recount what we have: - All possible consonant-vowel combinations. - All phonetic symbols. - All phonetic secondary articulation symbols. And we still have 1271 symbols left.

What else can we do?

Let's add a functional symbol that flips the previous letter backwards. Say, turns /ʃʌ/ into /ʌʃ/. That leaves us with 1270 symbols - a round number, which is good.

For the fun of it how about we make 360 of them numerals? A base-360, which is one of quite notable anti-primes. It will be amazing for counting, and will include countless other numeral systems inside it wouldn't it? To write in decimal just use the numerals from 0 to 9. Also this base is like the Sumerian sexadecimal but multiplied by itself. A complete beast. Thus, 1270 - 360 = 910.

910 symbols left huh, well fuck me. Well let's consider this: let's add in all the vowels with tones applied. That'd be 28x5, thus, 140. 910 - 140 = 770.

Thus we added to the recount: - All vowels with 5 tones applied. - Base-360 numerals.

Next what. We still have 770 possible symbols left. ...Logographic?

Oookay. So let's consider this, we're just going to take the Swadesh list, maybe? Swadesh 207 list includes 207 words, five of which are numerals (from 1 to 5). If we exclude them, we get 202 words:

all

and

animal

ash

at

back

bad

bark (of a tree)

because

belly

big

bird

black

blood

bone

breast

child

cloud

cold

correct

day

dirty

dog

dry

dull (as a knife)

dust

ear

earth

egg

eye

far

fat (noun)

father

feather

few

fingernail

fire

fish

flower

fog

foot

forest

fruit

full

good

grass

green

guts

hair

hand

head

heart

heavy

here

horn

how

husband

I

ice

if

in

knee

lake

leaf

left

leg

liver

long

louse

man (adult male)

man (human being)

many

meat

moon

mother

mountain

mouth

name

narrow

near

neck

new

night

nose

not

old

other

rain

red

right

river

road

root

rope

rotten

round

salt

sand

sea

seed

sharp (as a knife)

short

skin

sky

small

smoke

smooth

snake

snow

some

star

stick

stone

straight

sun

tail

that

there

they (plural)

they (singular)

thick

thin

this

to bite

to blow

to breathe

to burn

to come

to count

to cut

to die

to dig

to drink

to eat

to fall

to fear

to fight

to float

to flow

to fly

to freeze

to give

to hear

to hit

to hold

to hunt

to kill

to know

to laugh

to lie (as in a bed)

to live

to play

to pull

to push

to rub

to say

to scratch

to see

to sew

to sing

to sit

to sleep

to smell

to spit

to split

to squeeze

to stab

to stand

to suck

to swell

to swim

to think

to throw

to tie

to turn (intransitive)

to vomit

to walk

to wash

to wipe

tongue (organ)

tooth

tree

warm

water

we

wet

what

when

where

white

who

wide

wife

wind

wing

with

woman

worm

year

yellow

you (plural)

you (singular)

Now we are left with 568 symbols. I would love someone to help me here please. I'm out of ideas, I've been writing this post for an hour while brainstorming and checking if my math is right.

[snoooze]

:P

[b-6yz]

비엑스 Lq Icons❕

Like/Reblog (≧◡≦)

[kiwibomb]

cix lq icons!! please like or reblog if you save it!! 🌿

[vampirejuno]

@thethinkingaurora @mtcenarius yay thank you guys! It's supposed to be a monoalphabetic substitution cipher with homophones, I'll put it under the cut (ignore the line breaks that's just how it was printed in my book). I can also share my word doc with various attempts if anyone wants to see that lol

IXDVMUFXLFEEFXSOQXYQVXSQTUIXWF*FMXYQVFJ*FXEFQUQXJFPTUFX

MX*ISSFLQTUQXMXRPQEUMXUMTUIXYFSSFI*MXKFJF*FMXLQXTIEUVFX

EQTEFXSOQXLQ*XVFWMTQTUQXTITXKIJ*FMUQXTQJMVX*QEYQVFQTHMX

LFVQUVIXM*XEI*XLQ*XWITLIXEQTHGXJQTUQXSITEFLQVGUQX*GXKIE

UVGXEQWQTHGXDGUFXTITXDIEUQXGXKFKQVXSIWQXAVPUFXWGXYQVXEQ

JPFVXKFVUPUQXQXSGTIESQTHGX*FXWFQFXSIWYGJTFXDQSFIXEFXGJP

UFXSITXRPQEUGXIVGHFITXYFSSFI*CXC*XSCWWFTIXSOQXCXYQTCXYI

ESFCX*FXCKVQFXVFUQTPUFXQXKI*UCXTIEUVCXYIYYCXTQ*XWCUUFTI

XLQFXVQWFXDCSQWWIXC*FXC*XDI**QXKI*IXEQWYVQXCSRPFEUCTLIX

LC*X*CUIXWCTSFTIXUPUUQX*QXEUQ**QXJFCXLQX*C*UVIXYI*IXKQL

QCX*CXTIUUQXQX*XTIEUVIXUCTUIXACEEIXSOQXTITXEPVJQCXDPIVX

LQ*XWCVFTXEPI*IXSFTRPQXKI*UQXVCSSQEIXQXUCTUIXSCEEIX*IX*

PWQXQVZXLFXEIUUIXLZX*ZX*PTZXYIFXSOQXTUVZUFXQVZKZWXTQX*Z

*UIXYZEEIRPZTLIXTZYYZVKQXPTZXWITUZJTZXAVPTZXYQVX*ZXLFEU

ZTHZXQXYZVKQWFXZ*UZXUZTUIXRPZTUIXKQLPUZXTITXZKQZXZ*WPTZ

XTIFXSFXZ**QJVNWWIXQXUIEUIXUIVTIXFTXYFNTUIXSOQXLQX*NXTI

KNXUQVVNXPTXUPVAIXTNSRPQXQXYQVSIEEQXLQ*X*QJTIXF*XYVFWIX

SNTUIXUVQXKI*UQXF*XDQXJFVBVXSITXUPUUQX*BSRPQXBX*BXRPBVU

BX*QKBVX*BXYIYYBXFTXEPEIXQX*BXYVIVBXFVQXFTXJFPXSIWB*UVP

FXYFBSRPQFTDFTXSOQX*XWBVXDPXEIYVBXTIFXVFSOFPEIXX*BXYBVI

*BXFTXSILFSQXQXQRPBUIV

Kind of a weird question but is anyone here into like codes and ciphers and shit cos I'm trying to solve one and it's stupid hard and I need help :(

[postsofbabel]

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[mti94]

cix byounggon icons ♡

like / reblog if u use <3

[cixcores]

yonghee layouts !

like/reblog if you save 𖦹

[j4pan]

bX ♻️💤