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...
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...
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...
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...
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...
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UNISOTGfbOr+U6/XqdOLaFSiMdqgCJodoe3Ias3i/5tvZC604=
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UNISOTyL+A+QiCc2AxjwebBcWtLSI647VRugNPR8i3Nbb93D8=
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UNISOTMAhVidVikqSxaZ73wIIIZEE5E8fc2pzuCwOgYYiumXc=
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Now with Greek. 🙂
Сыднэы=Σηδνεη=Sydney (ы=η) ?
θ is o in Kazakh, not th.
I've placed ыηω as pure vowels.
Ideal tricolor pixel width is a multiple of 4.5=3*(1+50%).
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