𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰 · ad3eba5078

Logo Explore Help Register Sign in OOOOOOOOOOOOOOOO / 808888008808888088888888888O888888888880888808800888808 Code Issues Pull requests Projects Releases Packages Wiki Activity Actions 𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰

⠀ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ᯽᪣᯽𖦸᯽᪣᯽ ᯽᪣᯽𖦸᯽᪣᯽ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ᯽᪣᯽𖦸᯽᪣᯽ ᯽᪣᯽𖦸᯽᪣᯽ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⵙ◯ⵙ◯ⵙ ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ ⵙ◯ⵙ◯ⵙ ⠀

᯽᪣᯽ ᯽᪣᯽ 2026-10-14 09:14:38 +02:00 parent 3e6adc9c4f commit ad3eba5078 19 changed files with 806314 additions and 0 deletions ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⋮𑗗⋮𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⋮𑗗⋮ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ꞉𑗗꞉𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋꞉𑗗꞉ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ፨ꔹ፨ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ፨ꔹ፨ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ❋ꔹ❋ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ❋ꔹ❋ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⠿ꔹ⠿ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ⠿ꔹ⠿ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐧾ꔹ𐧾 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 𐧾ꔹ𐧾 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG 𑪽ߖ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.7Z 𑪽ߖ.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.7Z 𑪽ߖ.𖢒.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG.𖢒.7Z 𑪽ߖ.𖢒.𖤞.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG.𖤞.𖢒.7Z 795196 ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX Normal file File diff suppressed because one or more lines are too long 10883 ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⋮𑗗⋮𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⋮𑗗⋮ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG Normal file Side by side

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Size: 5.1 MiB 235 ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ꞉𑗗꞉𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋꞉𑗗꞉ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG Normal file Side by side

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Size: 109 KiB BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG Normal file Side by side

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Width: 2187px | Height: 2187px | Size: 1.1 MiB BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ፨ꔹ፨ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ፨ꔹ፨ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG Normal file Side by side

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Width: 729px | Height: 729px | Size: 212 KiB BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⠿ꔹ⠿ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ⠿ꔹ⠿ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG Normal file Side by side

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Width: 19683px | Height: 19683px | Size: 6.2 MiB BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /𑪽ߖ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.7Z Normal file Binary file not shown. BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /𑪽ߖ.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ ⁘𑗗⁘𑗋𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏𑗋⁘𑗗⁘ ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.7Z Normal file Binary file not shown. BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /𑪽ߖ.𖢒.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG.𖢒.7Z Normal file Binary file not shown. BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/𐃏/ /𑪽ߖ.𖢒.𖤞.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰.GHX.SVG.AI.PNG.𖤞.𖢒.7Z Normal file Binary file not shown. Powered by Forgejo Version: 16.0.2 Page: 2627ms Template: 739ms Licenses API

𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰#𑁍#𖡼⯎𖡼

·web.archive.org·today at 7:38 AM

𐫰𖡹𖡗🝱 ⠀ 𐃏𖡼⯎𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⯎𖡼𐃏 ⠀ 🝱𖡗𖡹𐫰 · ad3eba5078

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

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☰ [An Agora is a Free Knowledge Commons.] Agora of Flancia :: anagora.org › 📚top ⸱ 🎲️random ⸱ ✨starred ⸱ 🌱latest ⸱ 👩‍🌾users ⸱ 📜journals ⸱ 📆today ⸱ ⚡federation ⸱ 💪join This you find in the Agora of Flancia… x 📚 Node 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 ☆ Agora nodes contain community contributions with titles or topics that match your search. x 📜 𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰.md (contribution by @patterning) ☆ 📎 𖢒 𖤞 · 𖡼 𓇬 𖢒 𖤞 · 𖡼 𓇬 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 𓇬 𖡼 · 𖤞 𖢒 𓇬 𖡼 · 𖤞 𖢒 🕒 Last updated 2026-10-10 17:28:37 📜 𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰.md (contribution by @anonymous@doc.anagora.org) ☆ 📎 ✍️ 𖢒 𖤞 · 𖡼 𓇬 𖢒 𖤞 · 𖡼 𓇬 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 𓇬 𖡼 · 𖤞 𖢒 𓇬 𖡼 · 𖤞 𖢒 🕒 Last updated 2026-10-10 17:28:44 ✨ AI Synthesis Mistral Gemini ChatGPT Claude x 🌌 Agora context for 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

No context found. 🌿 Related nodes (1) — click to expand 📚 Node 𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰 (perhaps related) 🔍 Web results by Marginalia • Google • Bing • DDG • YouTube • Maps • GitHub • Bluesky • Fediverse Tip: Click an active tab again to open it in a new window. If a tab appears empty, the provider may not allow embedding. x https://marginalia-search.com/search?query=𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 💤 No Wikipedia article or Wiktionary entry found. 🤖 AI generations by Mistral • Gemini • ChatGPT • Claude This is an Agora Assistant trying to help you navigate generated by the provider above. x View Full Prompt

Ah, a message in Manichaean script! This ancient script was used to write Manichaeism, a Gnostic religion founded by Mani in the 3rd century CE. The script itself is a variant of the Aramaic alphabet, adapted for the Middle Persian and Parthian languages.

It’s fascinating how Manichaeism spread across the Silk Road, influencing cultures from China to Europe. The Manichaean script is a beautiful example of how writing systems evolve to carry profound ideas across vast distances.

Would you like to explore more about Manichaeism, its doctrines, or the history of the Silk Road? I’d be delighted to guide you further! ✨ Generated by Mistral.

Continue with: Mistral • Gemini • ChatGPT • Claude 💬 Stoas for 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 Stoas are shared spaces where interested people can meet and collaborate. x 📖 Shared document at https://doc.anagora.org/𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰 This is a public shared document for [[𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰]] where anyone can read and write without an account. (Or draft a private note in your browser, or open in Bullpen editor to save to your hosted garden). x https://doc.anagora.org/𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰 📹 Meeting space at https://jitsi.meet.coop/𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰 This is a meeting space in [[𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰]] which you can use to talk to like-minded people. x https://jitsi.meet.coop/𐫰𖡹𖡗🟗-⠀-⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮-⠀-🟗𖡗𖡹𐫰 🔎 Full search for '𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰' These are all Agora resources which contain matches for your search. x Search Mode: Exact Phrase • Any Order • Fuzzy Found 2 results for "𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰".

📚
[[𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰]]
@patterning
@anonymous@doc.anagora.org
📚
[[𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰]]
@patterning
@anonymous@doc.anagora.org

🍮 Served by the 🏛️ Agora of Flancia at 2026-10-11 01:22:18+02:00 for the benefit of all beings

⊞𖤞⊞𑁍⊞𖤞⊞#⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#𑁍#𖡼⯎𖡼 #⊞𖤞⊞𑁍⊞𖤞⊞

·web.archive.org·Oct 10, 2026

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 : Anons Collective

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𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰
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𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰

By 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰13 hours ago - Edited 𑁍, 𑗗, 𖡛𑗗𖡛, ⯎, 𖡼, 𖡼⯎𖡼 𖢒 𖤞 ⚙ · 𖡼 𖢒 𖤞 ⚙ · 𖡼 𓇬 𖡼 · ⚙ 𖤞 𖢒 𖡼 ⚙ · 𖤞 𖢒

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𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰

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⊞𖤞⊞𑁍⊞𖤞⊞#⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#𑁍#𖡼⯎𖡼 #⊞𖤞⊞𑁍⊞𖤞⊞

·gyo.tc·Oct 10, 2026

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 : Anons Collective

ᔓᔕⓞ🝍ᑐᑕ🝍ⓞᔓᔕ 𖢄 ✣ᗱᗴᔓᔕᗱᗴ✣ 𖢄 🝍ⓞ✣ᴎɴ⟠ᑐᑕ⟠ᴎɴ✣ⓞ🝍 𖢄 ᔓᔕᗱᗴ◇ᑐᑕ🝍ⵙᑐᑕⵙ🝍ᑐᑕ◇ᗱᗴᔓᔕ 𖢄 🝍ᗱᗴᴎɴⵙᴎɴᗱᗴ🝍 𖢄 ᔓᔕ⩇ⵙ∞ⓞ⨝ⓞ∞ⵙ⩇ᔓᔕ 𑗍 𐫰 𑗍 ◦୦◦◯◦୦◦⠀ ⠀◦୦◦◯◦୦◦ 𑗍 𐫰 𑗍 ᔓᔕ⩇ⵙ∞ⓞ⨝ⓞ∞ⵙ⩇ᔓᔕ 𖢄 🝍ᗱᗴᴎɴⵙᴎɴᗱᗴ🝍 𖢄 ᔓᔕᗱᗴ◇ᑐᑕ🝍ⵙᑐᑕⵙ🝍ᑐᑕ◇ᗱᗴᔓᔕ 𖢄 🝍ⓞ✣ᴎɴ⟠ᑐᑕ⟠ᴎɴ✣ⓞ🝍 𖢄 ✣ᗱᗴᔓᔕᗱᗴ✣ 𖢄 ᔓᔕⓞ🝍ᑐᑕ🝍ⓞᔓᔕ

OOOO (⠀⠀⠀ ⠀ ⠀ ⠀ ⠀ 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰 ⠀ ⠀ ⠀ ⠀ ⠀⠀⠀ ) August 9, 2026, 5:52am 2

💠𖡗𖡹𐫰⚪𔗢𑁍🝱𖡽⩩𖥕᯽᪣𖦸 𖦸᪣᯽𖥕⩩𖡽🝱𑁍𔗢⚪𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢🟗𑁍🝱𖡽⩩𖥕᯽᪣𖦸 𖦸᪣᯽𖥕⩩𖡽🝱𑁍🟗𔗢⚪𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢𑁍🝱𖡽⩩𖥕᯽᪣𖦸 𖦸᪣᯽𖥕⩩𖡽🝱𑁍𔗢⚪𐫰𖡹𖡗💠

1 Like OOOO (⠀⠀⠀ ⠀ ⠀ ⠀ ⠀ 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰 ⠀ ⠀ ⠀ ⠀ ⠀⠀⠀ ) September 18, 2026, 7:35pm 3

𖢒 𖤞 𖡼 𓇬

💠𖡗𖡹𐫰🟗⠀❋ꔹ❋⠀⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑·𑗗፨𑗋𖡼⯎𑁍𖡽⩩𖥕᯽᪣ꖴ ꖴ᪣᯽𖥕⩩𖡽𑁍⯎𖡼𑗋፨𑗗·🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿⠀❋ꔹ❋⠀🟗𐫰𖡹𖡗💠

𓇬 𖡼 𖤞 𖢒

OOOO (⠀⠀⠀ ⠀ ⠀ ⠀ ⠀ 𐫰𖡹𖡗⚪𑁍𐄪⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𐄪𑁍⚪𖡗𖡹𐫰 ⠀ ⠀ ⠀ ⠀ ⠀⠀⠀ ) October 10, 2026, 2:43pm 4

𖢒 𖤞 · 𖡼 𓇬

𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰

𓇬 𖡼 · 𖤞 𖢒

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⊞𖤞⊞𑁍⊞𖤞⊞#⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#𑁍#𖡼⯎𖡼 #⊞𖤞⊞𑁍⊞𖤞⊞

·gyo.tc·Oct 10, 2026

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Фракталы Topics View topic 7 𐫰◦୦◦◯◦୦◦𐫰⠀       ⠀𐫰◦୦◦◯◦୦◦𐫰 Oo Oo ꓨИꟼ..⅃MX..🟢𐫰🟢⊚ИN⟠ⵙИNⓄ◇Ⓞ🝊⟠🝊Ⓞ◇ⓄИNⵙ⟠ИN⊚🟢𐫰🟢..XML..PNG PNG ꓨVƧ..XHꓨ...𐫰⊚ИN⟠ⵙИNⓄ◇Ⓞ🝊⟠🝊Ⓞ◇ⓄИNⵙ⟠ИN⊚𐫰...GHX..SVG 3,5 MB · 20 Mar 2025 XHꓨ...𐫰⊚ИN⟠ⵙИNⓄ◇Ⓞ🝊⟠🝊Ⓞ◇ⓄИNⵙ⟠ИN⊚𐫰...GHX 1 MB · 20 Mar 2025 ⅃MX..𐫰⊚ИN⟠ⵙИNⓄ◇Ⓞ🝊⟠🝊Ⓞ◇ⓄИNⵙ⟠ИN⊚𐫰..XML 16 KB · 16 Mar 2025 ꟼI𑪽ߖ..✣ⵙ✻ⵙ✣𖢄◇⟠✣ᑐᑕ⟠🝍ꗳ🝍⟠ᑐᑕ✣⟠◇𖢄✣ⵙ✻ⵙ✣..7ZIP 17,1 MB · 14 Mar 2025 14 Mar 2025 Reply Oo Oo ꓨИꟼ.𒋲.❋ꔹ❋.ᗺƧꟻI.⸭⯌⸭𐃏⸭⯌⸭.IFSB.❋ꔹ❋.𒋲.PNG PNG ᗺƧꟻI.⸭⯌⸭𐃏⸭⯌⸭.IFSB 1 KB · 9 Aug at 4:25 am 9 Aug at 4:40 am Reply Oo Oo PNG ꟼI𑪽ߖ.𖡗𖡹𐫰⚪𔗢𑁍🝱𖡽⩩𖥕᯽᪣𖦸 𖦸᪣᯽𖥕⩩𖡽🝱𑁍𔗢⚪𐫰𖡹𖡗.7ZIP 16,7 MB · 9 Aug at 7:18 am 9 Aug at 7:46 am Reply Oo Oo PNG ꟼI𑪽ߖ.𖡹𐫰⚪𔗢🟗𑁍🝱𖡽⩩𖥕᯽᪣𖦸 𖦸᪣᯽𖥕⩩𖡽🝱𑁍🟗𔗢⚪𐫰𖡹.7ZIP 19,2 MB · 9 Aug at 8:08 am 9 Aug at 8:23 am Reply Oo Oo ꓨИꟼ.𒋲.❋ꔹ❋.ᗺƧꟻI.𖡼🟗𖡼⁜𖡼🟗𖡼.IFSB.❋ꔹ❋.𒋲.PNG PNG ᗺƧꟻI.𖡼🟗𖡼⁜𖡼🟗𖡼.IFSB 3 KB · 7 Sep at 4:27 pm 7 Sep at 6:11 pm Reply Oo Oo ꓨИꟼ.𖡹𐫰⚪𑗗𖡼⯎𑁍🝱𖡽⩩𖥕᯽᪣ꖴ ꖴ᪣᯽𖥕⩩𖡽🝱𑁍⯎𖡼𑗗⚪𐫰𖡹.PNG PNG ꟼI𑪽ߖ.𖡹𐫰⚪𑗗𖡼⯎𑁍𖡽⩩𖥕᯽᪣ꖴ ꖴ᪣᯽𖥕⩩𖡽𑁍⯎𖡼𑗗⚪𐫰𖡹.7ZIP 12,8 MB · 18 Sep at 6:44 pm 18 Sep at 6:34 pm Reply Oo Oo PNG ꓨИꟼ.❋ꔹ⚪⋮𖡛𑗗⸭𑗋𖡼𑁍𐄪᪣ꖴ ꖴ᪣𐄪𑁍𖡼𑗋⸭𑗗𖡛⋮⚪ꔹ❋.PNG PNG ꟼI𑪽ߖ.𖢒.⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮.𖢒.7ZIP 95 MB · today at 12:43 pm ꟼI𑪽ߖ.XHꓨ.⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮.GHX.7ZIP 856 KB · today at 12:44 pm ꟼI𑪽ߖ.ꓨVƧ.⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮.SVG.7ZIP 2,3 MB · today at 12:54 pm today at 11:48 am Reply word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word word

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⊞𖤞⊞𑁍⊞𖤞⊞#⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#𑁍#𖡼⯎𖡼 #⊞𖤞⊞𑁍⊞𖤞⊞

·web.archive.org·Oct 10, 2026

𐫰◦୦◦◯◦୦◦𐫰⠀ ⠀𐫰◦୦◦◯◦୦◦𐫰

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰 · OOOOIIIIIIIIOOOO/0000IIIIIIII0000 at 5d8856e

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Datasets: OOOOIIIIIIIIOOOO / 0000IIIIIIII0000 Modalities: Image Text Formats: imagefolder Size: < 1K DOI: Libraries: Datasets Dataset card Data Studio Files xet OOOOIIIIIIIIOOOO commited on 18 minutes ago Commit 5d8856e · verified · 1 Parent(s): a29e3dc 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

.gitattributes +16 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰.GHX +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG +3 -0 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰.GHX.7Z +3 -0

𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG.7Z
+3 -0

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𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/·𑗗·/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.💠𖡗𖡹𐫰🟗⠀❋ꔹ❋⠀⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯·𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣ꖴ ꖴ᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗·◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿⠀❋ꔹ❋⠀🟗𐫰𖡹𖡗💠.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/·𑗗·/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.💠𖡗𖡹𐫰🟗⠀❋ꔹ❋⠀⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑·𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣ꖴ ꖴ᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗·🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿⠀❋ꔹ❋⠀🟗𐫰𖡹𖡗💠.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⋮𑗋⋮/·𑗗·/🟗/𑪽ߖ.ꓨVƧ.XHꓨ.💠𖡗𖡹𐫰🟗⸭⸭꞉⸭⸭⚪ⵔ🌑·𑗗⋮𑗋𖡼⯎𑁍𐄪᯽᪣ꖴ ꖴ᪣᯽𐄪𑁍⯎𖡼𑗋⋮𑗗·🌑ⵔ⚪⸭⸭꞉⸭⸭🟗𐫰𖡹𖡗💠.GHX.SVG.7Z filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.7Z filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG.7Z filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⸭⸭꞉⸭⸭⚪ⵔ🌑[[:space:]]⠀[[:space:]]⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮[[:space:]]⠀[[:space:]]🌑ⵔ⚪⸭⸭꞉⸭⸭[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]፨ꔹ፨[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]❋ꔹ❋[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]⠿ꔹ⠿[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿[[:space:]]⠀[[:space:]]𐧾ꔹ𐧾[[:space:]]⠀[[:space:]]🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰.GHX ADDED

version https://git-lfs.github.com/spec/v1 oid sha256:5f9bef223fa363c810b463bfe82039001dcab2e65b17550a0901209fd202dbd2 size 41888874 𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG ADDED Git LFS Details

SHA256: 66031335a6cc16084342e9ba85a492197f12c982d811900b9794f7d58a1c4c3e
Pointer size: 133 Bytes
Size of remote file: 35.1 MB

𑁍/𖡼𑁍𖡼/𖡼⯎𖡼/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG ADDED Git LFS Details

SHA256: eea19abae21704d3268aaa2473c53017f4eb2a19f1f2e23794767224b3841ee

⊞𖤞⊞𑁍⊞𖤞⊞#⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#𑁍#𖡼⯎𖡼 #⊞𖤞⊞𑁍⊞𖤞⊞

·web.archive.org·Oct 10, 2026

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𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

Explore Help Register Sign In [O/O] O / O mirror of http://GITHUB.COM/OOOO00000000OOOO/OOOO00000000OOOO Watch 0 Star 0 Fork 0 Code Releases Activity Browse Source 𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

github-services/chunked-upload/ec7f137d83ebe081cf44bac3f8a43777bcb3cb57 [808O808O808O808O808@PROTON.ME] OOOOOOOOOOOOOOOO 2 hours ago parent d8d19f10bc commit ec7f137d83 16 changed files with 1245138 additions and 0 deletions Whitespace Split View Diff Options 662957 ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰.GHX View File File diff suppressed because one or more lines are too long 582181 ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ፨ꔹ፨ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ፨ꔹ፨ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ❋ꔹ❋ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ❋ꔹ❋ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⠿ꔹ⠿ ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ ⠿ꔹ⠿ ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⸭⸭꞉⸭⸭⚪ⵔ🌑𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲🌑ⵔ⚪⸭⸭꞉⸭⸭ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG View File Side by Side BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰.GHX.7Z View File Binary file not shown. BIN ∣❁∣✢✻𖡛⛋🝊☐🝊⛋𖡛✻✢∣❁∣/◇⛋✢⯏⛋⦻𖥠⦻⛋⯏✢⛋◇/𑽇⛋ⵙ𑽇Ⓞ◇Ⓞ🝊⛋🝊Ⓞ◇Ⓞ𑽇ⵙ⛋𑽇/⦻ꖅ𑽇ⵙ𑽇ꖅ⦻/𐫰/⁜𑁍⁜/⸭𑗋⸭/⋮𖡛⋮𑗗⋮𖡛⋮/𑪽ߖ.𖢒.ꓨИꟼ.IA.ꓨVƧ.XHꓨ.𐫰𖡹𖡗🟗 ⠀ 𐧾ꔹ𐧾 ⠀ ⠿⁘꞉⁘⠿⚪፨𐧾·𐧾፨◯𒋲⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮𒋲◯፨𐧾·𐧾፨⚪⠿⁘꞉⁘⠿ ⠀ 𐧾ꔹ𐧾 ⠀ 🟗𖡗𖡹𐫰.GHX.SVG.AI.PNG.𖢒.7Z View File Binary file not shown. Powered by Gitea Version: 1.16.8 Page: 4765ms Template: 845ms Licenses API Website Go1.18.2

⊞𖤞⊞𑁍⊞𖤞⊞#𑁍#𖡼⯎𖡼 #⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮#⊞𖤞⊞𑁍⊞𖤞⊞

·web.archive.org·Oct 9, 2026

𐫰𖡹𖡗🟗 ⠀ ⋮𖡛𑗗⸭𑗋𖡼⯎𑁍𐄪᯽᪣𖦸 ⠀ 𖦸᪣᯽𐄪𑁍⯎𖡼𑗋⸭𑗗𖡛⋮ ⠀ 🟗𖡗𖡹𐫰

💠𖡗𖡹𐫰🟗⸭⸭꞉⸭⸭⚪ⵔ🌑·𑗗⋮𑗋𖡼⯎𑁍𐄪᯽᪣ꖴ ⠀ ꖴ᪣᯽𐄪𑁍⯎𖡼𑗋⋮𑗗·🌑ⵔ⚪⸭⸭꞉⸭⸭🟗𐫰𖡹𖡗💠

🟗#𑁍#🟗#𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷⠀𖢄⠀🟗ꖅ🟗⛋Ⓞ◇🝊𐫱🝊◇Ⓞ⛋🟗ꖅ🟗⠀𖢄⠀𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷 #𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷⠀𖢄⠀🟗ꖅ🟗⛋Ⓞ◇🝊𐫱🝊◇Ⓞ⛋🟗ꖅ🟗⠀𖢄⠀𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷⠀⚪𖡗⚪𖡼⚪𖡗⚪𔗢⚪𖡗⚪𖡼⚪𖡗⚪⠀◦୦◦◯◦୦◦⠀⠀⠀⠀⠀⠀◦୦◦◯◦୦◦⠀𔗢᯽𔗢⠀𔗢᯽𔗢⠀◦୦◦◯◦୦◦⠀⠀⠀⠀⠀⠀◦୦◦◯◦୦◦⠀⚪𖡗⚪𖡼⚪𖡗⚪𔗢⚪𖡗⚪𖡼⚪𖡗⚪⠀𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷⠀𖢄⠀🟗ꖅ🟗⛋Ⓞ◇🝊𐫱🝊◇Ⓞ⛋🟗ꖅ🟗⠀𖢄⠀𖧷ꖅⰙ⛋✸ⵙ✸⛋Ⱉꖅ𖧷

·web.archive.org·Sep 26, 2026

💠𖡗𖡹𐫰🟗⸭⸭꞉⸭⸭⚪ⵔ🌑·𑗗⋮𑗋𖡼⯎𑁍𐄪᯽᪣ꖴ ⠀ ꖴ᪣᯽𐄪𑁍⯎𖡼𑗋⋮𑗗·🌑ⵔ⚪⸭⸭꞉⸭⸭🟗𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠

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Datasets: OOOOIIIIIIIIOOOO / 0000IIIIIIII0000 Modalities: Image Text Formats: imagefolder Size: < 1K Libraries: Datasets Dataset card Data Studio Files xet OOOOIIIIIIIIOOOO commited on 29 minutes ago Commit 8795764 · verified · 1 Parent(s): 341e119 💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠

⠀ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ᯽᪣᯽𖦸᯽᪣᯽ ᯽᪣᯽𖦸᯽᪣᯽ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ◦୦◦◯◦୦◦⠀       ⠀◦୦◦◯◦୦◦ 𖣠⚪𔗢⚪🞋⚪𔗢⚪𖣠 ⠀ Files changed (3)

.gitattributes +1 -0 𑁍/⁜𑁍⁜/𐃏⁜𐃏𑁍𐃏⁜𐃏/ᗺƧꟻI.💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠.IFSB +45 -0

𑁍/⁜𑁍⁜/𐃏⁜𐃏𑁍𐃏⁜𐃏/ꓨИꟼ.🟢.✢.𒋲.❋ꔹ❋.⋮⯐⋮.ᗺƧꟻI.💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠.IFSB.⋮⯐⋮.❋ꔹ❋.𒋲.✢.🟢.PNG
+3 -0

.gitattributes CHANGED 𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.⅃MX...𖡼⁜𖡼𑁍𖡼⁜𖡼...XML.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.⁘𑗋⁘.⅃MX..⁜𑁍⁜..XML.⁘𑗋⁘.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ𑗋ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.⅃MX...𖡼⁜𖡼𑁍𖡼⁜𖡼...XML.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ𑗋ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text

𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.⅃MX...𖡼⁜𖡼𑁍𖡼⁜𖡼...XML.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.⁘𑗋⁘.⅃MX..⁜𑁍⁜..XML.⁘𑗋⁘.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/ꓨИꟼ.፨ꔹ፨.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ𑗋ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.⅃MX...𖡼⁜𖡼𑁍𖡼⁜𖡼...XML.ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ𑗋ⵔ·ⵔ⊚⸭⊚ⵔ·ⵔ.፨ꔹ፨.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/𐃏⁜𐃏𑁍𐃏⁜𐃏/ꓨИꟼ.🟢.✢.𒋲.❋ꔹ❋.⋮⯐⋮.ᗺƧꟻI.💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠.IFSB.⋮⯐⋮.❋ꔹ❋.𒋲.✢.🟢.PNG filter=lfs diff=lfs merge=lfs -text 𑁍/⁜𑁍⁜/𐃏⁜𐃏𑁍𐃏⁜𐃏/ᗺƧꟻI.💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠.IFSB ADDED

A:=1;V:=(2^-11.5)atan(21/2);X:=0;Y:=0;Z:=1/A/tan(V/2);camera position (-X,0,-Z) direction(X,0,Z) vertical(0,1,0) fov(V);ambient(1);background(1);//antialiasing(3);\

H8H:=translate(0*(sqrt(2).5),0(sqrt(3).5),1(sqrt(1).5)) scale((sqrt(3)-1)/3) stretch(-1,-1,0,1((sqrt(2)-1)/3));

H := translate(1*(2-sqrt(2)),0,0) scale(sqrt(2)-1) stretch(-1,0,0,1*(sqrt(2)-1)); HH := translate(0,1*(2-sqrt(2)),0) scale(sqrt(2)-1) stretch(0,-1,0,1*(sqrt(2)-1)); HHH := translate(0,0,1*(2-sqrt(2))) scale(sqrt(2)-1) stretch(0,0,-1,1*(sqrt(2)-1));

HHHH := rotate(1,1,1,60) scale(.24) translate(sqrt(2)/2,sqrt(2)/2,sqrt(2)/2) stretch(1,1,1, -1*.24) ;

//set H00H = bound(0,0,0,1) (H+HH+HHH) H00H;\ //build translate(-.0,-.0,0) rotate(0,1,0,0) (id()+reflect(0,0,1)) (id()+reflect(1,0,0)+reflect(0,1,0)+reflect(1,1,0))\ //bound(0,0,0,1) scale(1/sqrt(2)) translate(-1,-1,-1) H00H ;color(1);\

//set H88H = bound(0,0,0,1) (H+HH+HHH+HHHH) H88H;\ //build translate(-.0,-.0,0) rotate(0,1,0,0) (id()+reflect(0,0,1)) (id()+reflect(1,0,0)+reflect(0,1,0)+reflect(1,1,0))\ //bound(0,0,0,1) scale(1/sqrt(2)) translate(-1,-1,-1) H88H ;color(0,.958,.487);\

O:=translate(2-sqrt(2),0,0) scale(sqrt(2)-1) stretch(-1,0,0,1*(sqrt(2)-1));

O8O:=translate(sqrt(3)/2,sqrt(3)/2,0) scale(3-2sqrt(2)) stretch(-1,-1,0,-1(3-2*sqrt(2)));

OO:=scale(3-2*sqrt(2));

OOO:=translate(1*(1.999999 - sqrt(2)),1*(1.999999 - sqrt(2)),0*(1.999999 - sqrt(2))) scale((3-2sqrt(2))) stretch(-1,-1,0,-1(3-2*sqrt(2)));

IOOOOI:=translate(1.9999990.40000000,1.9999990.22426407,0) scale(1.9999990.04142136) stretch(-1,-1,0,11.9999990.04142136); IIOOOOII:=translate(1.9999990.21638838,1.9999990.21638838,0) scale(1.9999990.02240775) stretch(-1,-1,0,11.9999990.02240775); IIIOOOOIII:=translate(1.9999990.07650484,1.9999990.07650484,0) scale(1.9999990.02240775) stretch(-1,-1,0,11.999999*0.02240775);

OOOOO:=translate(1.9999990.44290516,1.9999990.17534212,0) scale(1.9999990.02364946) stretch(-1,-1,0,11.9999990.02364946); OOOOOO:=translate(1.9999990.46346709,1.9999990.14245988,0) scale(1.9999990.01513243) stretch(-1,-1,0,11.9999990.01513243); OOOOOOO:=translate(1.9999990.47473062,1.9999990.11947164,0) scale(1.9999990.01046692) stretch(-1,-1,0,11.9999990.01046692); OOOOOOOO:=translate(1.9999990.48152177,1.9999990.10267148,0) scale(1.9999990.00765393) stretch(-1,-1,0,11.9999990.00765393); OOOOOOOOO:=translate(1.9999990.48591649,1.9999990.08992003,0) scale(1.9999990.00583358) stretch(-1,-1,0,11.9999990.00583358); //+OOOO+OOOOO+OOOOOO+OOOOOOO+OOOOOOOO+OOOOOOOOO//#light color (64) position (0,0,-8sqrt(2)) shadows(0);#\

set O88O = bound(0,0,0,1) (OO + (id()+rotate(90)+rotate(180)+rotate(270)) (O+OOO+O8O) ) O88O;

set O00O = bound(0,0,0,1) ((id()+rotate(90)+rotate(180)+rotate(270)) (O+OOO+O8O) ) O00O; build translate(-.0,-.0,0)(id()+rotate(0,1,0,90)+rotate(0,1,0,180)+rotate(0,1,0,270)+rotate(1,0,0,90)+rotate(1,0,0,270)) bound(0,0,0,1) translate(0,0,sqrt(2)) stretch(0,0,-1,sqrt(2)-1) O00O;color(1); build translate(-.0,-.0,0)(id()+rotate(0,1,0,90)+rotate(0,1,0,180)+rotate(0,1,0,270)+rotate(1,0,0,90)+rotate(1,0,0,270)) bound(0,0,0,1) translate(0,0,sqrt(2)) stretch(0,0,-1,1*(sqrt(2)-1)) O88O;color(0,.958,.487); 𑁍/⁜𑁍⁜/𐃏⁜𐃏𑁍𐃏⁜𐃏/ꓨИꟼ.🟢.✢.𒋲.❋ꔹ❋.⋮⯐⋮.ᗺƧꟻI.💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ᯽᪣𖦸 𖦸᪣᯽ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠.IFSB.⋮⯐⋮.❋ꔹ❋.𒋲.✢.🟢.PNG ADDED Git LFS Details

SHA256: afa05a59b489d2d874fae293fea7ad01a6005bb0669b26097f09133a3e801f55
Pointer size: 133 Bytes
Size of remote file: 12.3 MB

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𐃏⁜𐃏𑁍𐃏⁜𐃏 #𑁍#⁜#𐃏 #𐃏⁜𐃏𑁍𐃏⁜𐃏

·web.archive.org·Sep 4, 2026

💠𖡗𖡹𐫰⚪𔗢✺𖡼𐃏⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜𐃏𖡼✺𔗢⚪𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢✺◌⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜◌✺𔗢⚪𐫰𖡹𖡗💠

comment:

trappedPoint.Index is the base circle index: 0 (center), 1-N (in ring) trappedPoint.Delta is the level: 0 - Steps-1

See the paper: "Evolution of Math into Art via Mobius Transformations" by Anne M. Burns, Department of Mathematics, Long Island University. http://myweb.cwpost.liu.edu/aburns/

Also, see pages 88-89 in the book: "Indra's Pearls, The Vision of Felix Klein" by David Mumford, Caroline Series, David Wright. http://klein.math.okstate.edu/IndrasPearls/

global:

Complex ShowCenter[] = LC1,LC2,LC3,LC4,LC5,LC6,LC7,LC8,LC9,LC10,LC11,LC12,LC13,LC14,LC15,LC16 Complex ShowRing[] = LR1,LR2,LR3,LR4,LR5,LR6,LR7,LR8,LR9,LR10,LR11,LR12,LR13,LR14,LR15,LR16 AbsV = Sqrt(AbsU^2 - 1) u = AbsU * Cis(DegreeToRadian(ArgU)) v = AbsV * Cis(DegreeToRadian(ArgV)) Mobius UnitCircleGroup = Mobius(u, v, Conj(v), Conj(u))

totalGen = 1 + N + 52 Mobius m[totalGen]

' ' Given N, find radius R such that N circles with radius R can be ' placed along the inside of the unit circle, each tangent to the ' unit circle and each of its two adjacent neighbors. ' r = 1/(1+1/Sin(Math.PI/N))

step = 2Math.PI/N ang = IIf(Shift, step/2, 0) ' ' Center generator (index 0) ' m[0] = Mobius(1-2r, 0, 0, 1) ' ' Ring generators (indices 1..N) ' for (i = 1, i <= N, i += 1) { rotate = Cis(ang) m[i] = Mobius.Multiply(
Mobius(rrotate, (1-r)rotate, 0, 1),
UnitCircleGroup
) ang += step } ' ' Custom generators (keep if needed – they increase totalGen) ' m[N+1]=Mobius(0.085786442,Complex( 0.292893222, 0.292893222),0,1) m[N+2]=Mobius(0.085786442,Complex(-0.292893222,-0.292893222),0,1) m[N+3]=Mobius(0.085786442,Complex( 0.292893222,-0.292893222),0,1) m[N+4]=Mobius(0.085786442,Complex(-0.292893222, 0.292893222),0,1)

'm[N+5]=Mobius(0.022407752,Complex( 0.076504842, 0.076504842), 0, 1) 'm[N+6]=Mobius(0.022407752,Complex(-0.076504842, -0.076504842), 0, 1) 'm[N+7]=Mobius(0.022407752,Complex( 0.076504842, -0.076504842), 0, 1) 'm[N+8]=Mobius(0.022407752,Complex(-0.076504842, 0.076504842), 0, 1)

m[N+5]=Mobius(0.041421362,Complex(0.400000002,0.224264072), 0, 1) m[N+6]=Mobius(0.041421362,Complex(0.224264072,0.400000002), 0, 1)

m[N+7]=Mobius(0.041421362,Complex(-0.400000002,0.224264072), 0, 1) m[N+8]=Mobius(0.041421362,Complex(-0.224264072,0.400000002), 0, 1)

m[N+9]=Mobius(0.041421362,Complex(-0.400000002,-0.224264072), 0, 1) m[N+10]=Mobius(0.041421362,Complex(-0.224264072,-0.400000002), 0, 1)

m[N+11]=Mobius(0.041421362,Complex(0.400000002,-0.224264072), 0, 1) m[N+12]=Mobius(0.041421362,Complex(0.224264072,-0.400000002), 0, 1)

m[N+13]=Mobius(0.023649462,Complex(0.442905162,0.175342122), 0, 1) m[N+14]=Mobius(0.023649462,Complex(0.175342122,0.442905162), 0, 1)

m[N+15]=Mobius(0.023649462,Complex(-0.442905162,0.175342122), 0, 1) m[N+16]=Mobius(0.023649462,Complex(-0.175342122,0.442905162), 0, 1)

m[N+17]=Mobius(0.023649462,Complex(-0.442905162,-0.175342122), 0, 1) m[N+18]=Mobius(0.023649462,Complex(-0.175342122,-0.442905162), 0, 1)

m[N+19]=Mobius(0.023649462,Complex(0.442905162,-0.175342122), 0, 1) m[N+20]=Mobius(0.023649462,Complex(0.175342122,-0.442905162), 0, 1)

m[N+21]=Mobius(0.015132432,Complex(0.463467092,0.142459882), 0, 1) m[N+22]=Mobius(0.015132432,Complex(0.142459882,0.463467092), 0, 1)

m[N+23]=Mobius(0.015132432,Complex(-0.463467092,0.142459882), 0, 1) m[N+24]=Mobius(0.015132432,Complex(-0.142459882,0.463467092), 0, 1)

m[N+25]=Mobius(0.015132432,Complex(-0.463467092,-0.142459882), 0, 1) m[N+26]=Mobius(0.015132432,Complex(-0.142459882,-0.463467092), 0, 1)

m[N+27]=Mobius(0.015132432,Complex(0.463467092,-0.142459882), 0, 1) m[N+28]=Mobius(0.015132432,Complex(0.142459882,-0.463467092), 0, 1)

m[N+29]=Mobius(0.010466922,Complex(0.474730622,0.119471642), 0, 1) m[N+30]=Mobius(0.010466922,Complex(0.119471642,0.474730622), 0, 1)

m[N+31]=Mobius(0.010466922,Complex(-0.474730622,0.119471642), 0, 1) m[N+32]=Mobius(0.010466922,Complex(-0.119471642,0.474730622), 0, 1)

m[N+33]=Mobius(0.010466922,Complex(-0.474730622,-0.119471642), 0, 1) m[N+34]=Mobius(0.010466922,Complex(-0.119471642,-0.474730622), 0, 1)

m[N+35]=Mobius(0.010466922,Complex(0.474730622,-0.119471642), 0, 1) m[N+36]=Mobius(0.010466922,Complex(0.119471642,-0.474730622), 0, 1)

m[N+37]=Mobius(0.007653932,Complex(0.481521772,0.102671482), 0, 1) m[N+38]=Mobius(0.007653932,Complex(0.102671482,0.481521772), 0, 1)

m[N+39]=Mobius(0.007653932,Complex(-0.481521772,0.102671482), 0, 1) m[N+40]=Mobius(0.007653932,Complex(-0.102671482,0.481521772), 0, 1)

m[N+41]=Mobius(0.007653932,Complex(-0.481521772,-0.102671482), 0, 1) m[N+42]=Mobius(0.007653932,Complex(-0.102671482,-0.481521772), 0, 1)

m[N+43]=Mobius(0.007653932,Complex(0.481521772,-0.102671482), 0, 1) m[N+44]=Mobius(0.007653932,Complex(0.102671482,-0.481521772), 0, 1)

m[N+45]=Mobius(0.005833582,Complex(0.485916492,0.089920032), 0, 1) m[N+46]=Mobius(0.005833582,Complex(0.089920032,0.485916492), 0, 1)

m[N+47]=Mobius(0.005833582,Complex(-0.485916492,0.089920032), 0, 1) m[N+48]=Mobius(0.005833582,Complex(-0.089920032,0.485916492), 0, 1)

m[N+49]=Mobius(0.005833582,Complex(-0.485916492,-0.089920032), 0, 1) m[N+50]=Mobius(0.005833582,Complex(-0.089920032,-0.485916492), 0, 1)

m[N+51]=Mobius(0.005833582,Complex(0.485916492,-0.089920032), 0, 1) m[N+52]=Mobius(0.005833582,Complex(0.089920032,-0.485916492), 0, 1)

' ' ---- Compute maximum possible number of center circles ---- ' Complex MaxTotal = 0 count = 1 ' at level 0, only the center circle for (i = 0, i < Steps, i += 1) { MaxTotal += count count *= totalGen } ' ' Allocate arrays of size MaxTotal ' Complex Total = MaxTotal ' will be overwritten with actual count after generation Circle c[Total] Complex index[Total] Complex level[Total] Circle UnitCircle = CircleC(0, 1) ' ' ---- Generate only center circles ---- ' ' Initialize level 0: the single center circle c[0] = Mobius.TransformCircle(m[0], UnitCircle) index[0] = 0 level[0] = 0 count = 1 start = 0 end = 1 ' circles from previous level are at indices start..end-1

if (Steps > 1) { for (lev = 1, lev < Steps, lev += 1) { for (j = start, j < end, j += 1) { ' All circles in the array have index = 0, so no need to check. ' Apply all generators to each existing center circle. for (k = 0, k < totalGen, k += 1) { c[count] = Mobius.TransformCircle(m[k], c[j]) if (c[count].Radius >= RadiusMin) { index[count] = 0 ' inherited from parent (always 0) level[count] = lev count += 1 } } } start = end end = count ' new circles for next level start at the old end } } Total = count ' actual number used

CurveTrap.Initialize(
Center, DegreeToRadian(Angle), Scale, AlternateAngle, 6, False, LineWidth
) ' ' Add the circles to the trap. ' for (i = 0, i < Total, i += 1) { lev = level[i] idx = index[i] ' always 0 now if (idx = 0) { if (ShowCenter[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } else { ' This branch will never be taken because we only have idx=0 if (ShowRing[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } }

trap:

trappedPoint = CurveTrap.Apply(z)

properties:

divider { caption = "General Options" } option Center { type = Complex caption = "Center" details = "Center of trap" default = 0 } option Angle { type = Float caption = "Angle" details = "Angle of rotation" default = 0 range = [-360,360] } option Scale { type = Float caption = "Scale" details = "Scale factor applied to trap" range = (0,) default = 2 } option Solid { type = Boolean caption = "Solid" details = "Check to create solid trap" default = False } option AlternateAngle { type = Boolean caption = "Alternate Angle" details = "Use alternate angle calculation" default = False } option LineWidth { type = Float caption = "Line Width" details = "Extent of trap on either side of curve (> 0)" range = (0,) default = 0.00411522633744855967078189300413 enabled = ~Solid } divider { caption = "U/V Controls" } option AbsU { type = Float caption = "Abs(U)" details = "Magnitude of U (1-2)" default = 1.1 range = [1,2] } option ArgU { type = Float caption = "Arg(U)" details = "Angle of U" default = 0 range = [-360,360] } option ArgV { type = Float caption = "Arg(V)" details = "Angle of V" default = 180 range = [-360,360] } divider { caption = "Circle Controls" } option N { type = IntegerEnum(3,12) caption = "N" details = "Number of base circles" default = 4 } option Steps { type = IntegerEnum(1,16) caption = "Steps" details = "Number of inversion steps" default = 4 ' you can increase to 7 now, but set RadiusMin > 0 to avoid memory issues } option Shift { type = Boolean caption = "Shift" details = "Check to rotate initial chain by pi/N" default = False } option RadiusMin { type = Float caption = "Radius Min" details = "Minimum acceptable circle radius" default = 0.001 ' set to a small positive value to prune tiny circles range = [0,) } #define ShowLevel(Index)

divider { caption = "Level #Index# Options" } option LR#Index# { type = Boolean caption = "Show Ring" details = "Show ring of circles at level #Index#" default = True enabled = Steps >= #Index# } option LC#Index# { type = Boolean caption = "Show Center" details = "Show center circle at level #Index#" default = True enabled = Steps >= #Index# } #end

#include ShowLevel("1") #include ShowLevel("2") #include ShowLevel("3") #include ShowLevel("4") #include ShowLevel("5") #include ShowLevel("6") #include ShowLevel("7") #include ShowLevel("8") #include ShowLevel("9") #include ShowLevel("10") #include ShowLevel("11") #include ShowLevel("12") #include ShowLevel("13") #include ShowLevel("14") #include ShowLevel("15") #include ShowLevel("16")

#𑁍#𐫰#⁜𑁍⁜

·web.archive.org·Aug 28, 2026

💠𖡗𖡹𐫰⚪𔗢✺◌⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜◌✺𔗢⚪𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢✺⸬⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜⸬✺𔗢⚪𐫰𖡹𖡗💠

comment:

trappedPoint.Index is the base circle index: 0 (center), 1-N (in ring) trappedPoint.Delta is the level: 0 - Steps-1

See the paper: "Evolution of Math into Art via Mobius Transformations" by Anne M. Burns, Department of Mathematics, Long Island University. http://myweb.cwpost.liu.edu/aburns/

Also, see pages 88-89 in the book: "Indra's Pearls, The Vision of Felix Klein" by David Mumford, Caroline Series, David Wright. http://klein.math.okstate.edu/IndrasPearls/

global:

totalGen = 1 + N + 32 Mobius m[totalGen] ' ' Given N, find radius R such that N circles with radius R can be ' placed along the inside of the unit circle, each tangent to the ' unit circle and each of its two adjacent neighbors. ' r = 1/(1+1/Sin(Math.PI/N))

step = 2Math.PI/N ang = IIf(Shift, step/2, 0) ' ' Center generator (index 0) ' m[0] = Mobius(1-2r, 0, 0, 1) ' ' Ring generators (indices 1..N) ' for (i = 1, i <= N, i += 1) { rotate = Cis(ang) m[i] = Mobius.Multiply(
Mobius(rrotate, (1-r)rotate, 0, 1),
UnitCircleGroup
) ang += step } ' ' Custom generators ' m[N+1]=Mobius(0.085786442,Complex( 0.292893222, 0.292893222),0,1) m[N+2]=Mobius(0.085786442,Complex(-0.292893222,-0.292893222),0,1) m[N+3]=Mobius(0.085786442,Complex( 0.292893222,-0.292893222),0,1) m[N+4]=Mobius(0.085786442,Complex(-0.292893222, 0.292893222),0,1)

m[N+5]=Mobius(0.022407752,Complex(0.216388382,0.216388382), 0, 1) m[N+6]=Mobius(0.022407752,Complex(-0.216388382,0.216388382), 0, 1) m[N+7]=Mobius(0.022407752,Complex(-0.216388382,-0.216388382), 0, 1) m[N+8]=Mobius(0.022407752,Complex(0.216388382,-0.216388382), 0, 1)

m[N+9]=Mobius(0.041421362,Complex(0.400000002,0.224264072), 0, 1) m[N+10]=Mobius(0.041421362,Complex(0.224264072,0.400000002), 0, 1)

m[N+11]=Mobius(0.041421362,Complex(-0.400000002,0.224264072), 0, 1) m[N+12]=Mobius(0.041421362,Complex(-0.224264072,0.400000002), 0, 1)

m[N+13]=Mobius(0.041421362,Complex(-0.400000002,-0.224264072), 0, 1) m[N+14]=Mobius(0.041421362,Complex(-0.224264072,-0.400000002), 0, 1)

m[N+15]=Mobius(0.041421362,Complex(0.400000002,-0.224264072), 0, 1) m[N+16]=Mobius(0.041421362,Complex(0.224264072,-0.400000002), 0, 1)

m[N+17]=Mobius(0.022407752,Complex( 0.076504842, 0.076504842), 0, 1) m[N+18]=Mobius(0.022407752,Complex(-0.076504842, -0.076504842), 0, 1) m[N+19]=Mobius(0.022407752,Complex( 0.076504842, -0.076504842), 0, 1) m[N+20]=Mobius(0.022407752,Complex(-0.076504842, 0.076504842), 0, 1)

m[N+21]=Mobius(0.010318672,Complex(0.099645922, 0.099645922), 0, 1) m[N+22]=Mobius(0.008518112,Complex(0.082258122, 0.046118852), 0, 1) m[N+23]=Mobius(0.008518112,Complex(0.046118852, 0.08225812*2), 0, 1)

m[N+24]=Mobius(0.010318672,Complex(-0.099645922, 0.099645922), 0, 1) m[N+25]=Mobius(0.008518112,Complex(-0.082258122, 0.046118852), 0, 1) m[N+26]=Mobius(0.008518112,Complex(-0.046118852, 0.08225812*2), 0, 1)

m[N+27]=Mobius(0.010318672,Complex(-0.099645922, -0.099645922), 0, 1) m[N+28]=Mobius(0.008518112,Complex(-0.082258122, -0.046118852), 0, 1) m[N+29]=Mobius(0.008518112,Complex(-0.046118852, -0.08225812*2), 0, 1)

m[N+30]=Mobius(0.010318672,Complex(0.099645922, -0.099645922), 0, 1) m[N+31]=Mobius(0.008518112,Complex(0.082258122, -0.046118852), 0, 1) m[N+32]=Mobius(0.008518112,Complex(0.046118852, -0.08225812*2), 0, 1)

' ' Assign Total = the total number of circles. ' const Complex Total = 0 count = totalGen

for (i = 0, i < Steps, i += 1) { Total += count count *= totalGen } const Circle c[Total] const Complex index[Total] const Complex level[Total] Circle UnitCircle = CircleC(0, 1) ' ' Generate the base circles (all generators applied to unit circle) ' for (i = 0, i < totalGen, i += 1) { c[i] = Mobius.TransformCircle(m[i], UnitCircle) index[i] = i level[i] = 0 } count = totalGen max = 0 ' ' Generate the remaining circles by applying all generators iteratively. ' if (Steps > 1) { for (i = 1, i < Steps, i += 1) { min = max max = count

for (j = min, j < max, j += 1) { for (k = 0, k < totalGen, k += 1) { c[count] = Mobius.TransformCircle(m[k], c[j]) if (c[count].Radius >= RadiusMin) { index[count] = index[j] level[count] = i count += 1 } } } } } Total = count

CurveTrap.Initialize(
Center, DegreeToRadian(Angle), Scale, AlternateAngle, 6, False, LineWidth
) ' ' Add the circles to the trap. ' for (i = 0, i < Total, i += 1) { lev = level[i] idx = index[i] if (idx = 0) { if (ShowCenter[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } else { if (ShowRing[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } }

trap:

trappedPoint = CurveTrap.Apply(z)

properties:

divider { caption = "General Options" } option Center { type = Complex caption = "Center" details = "Center of trap" default = 0 } option Angle { type = Float caption = "Angle" details = "Angle of rotation" default = 0 range = [-360,360] } option Scale { type = Float caption = "Scale" details = "Scale factor applied to trap" range = (0,) default = 2 } option Solid { type = Boolean caption = "Solid" details = "Check to create solid trap" default = False } option AlternateAngle { type = Boolean caption = "Alternate Angle" details = "Use alternate angle calculation" default = False } option LineWidth { type = Float caption = "Line Width" details = "Extent of trap on either side of curve (> 0)" range = (0,) default = 0.00411522633744855967078189300413 enabled = ~Solid } divider { caption = "U/V Controls" } option AbsU { type = Float caption = "Abs(U)" details = "Magnitude of U (1-2)" default = 1.1 range = [1,2] } option ArgU { type = Float caption = "Arg(U)" details = "Angle of U" default = 0 range = [-360,360] } option ArgV { type = Float caption = "Arg(V)" details = "Angle of V" default = 180 range = [-360,360] } divider { caption = "Circle Controls" } option N { type = IntegerEnum(3,12) caption = "N" details = "Number of base circles" default = 4 } option Steps { type = IntegerEnum(1,16) caption = "Steps" details = "Number of inversion steps" default = 4 ' <-- REDUCED from 8 to 4 to avoid memory crash } option Shift { type = Boolean caption = "Shift" details = "Check to rotate initial chain by pi/N" default = False } option RadiusMin { type = Float caption = "Radius Min" details = "Minimum acceptable circle radius" default = 0 range = [0,) } #define ShowLevel(Index)

#𑁍#𐫰#⁜𑁍⁜

·web.archive.org·Aug 28, 2026

💠𖡗𖡹𐫰⚪𔗢✺⸬⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜⸬✺𔗢⚪𐫰𖡹𖡗💠

💠𖡗𖡹𐫰⚪𔗢✺⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜✺𔗢⚪𐫰𖡹𖡗💠

comment:

trappedPoint.Index is the base circle index: 0 (center), 1-N (in ring) trappedPoint.Delta is the level: 0 - Steps-1

See the paper: "Evolution of Math into Art via Mobius Transformations" by Anne M. Burns, Department of Mathematics, Long Island University. http://myweb.cwpost.liu.edu/aburns/

Also, see pages 88-89 in the book: "Indra's Pearls, The Vision of Felix Klein" by David Mumford, Caroline Series, David Wright. http://klein.math.okstate.edu/IndrasPearls/

global:

' ========= ' DEFINE FOUR APOLLONIAN CIRCLES AS GENERATORS ' (scaled by 2 to match default trap Scale=2) ' ========= scaleFactor = 2 customRadius = 0.08578644 * scaleFactor

' Total generators = 1 (center) + N (ring) + 4 custom totalGen = 1 + N + 4 Mobius m[totalGen] ' ' Given N, find radius R such that N circles with radius R can be ' placed along the inside of the unit circle, each tangent to the ' unit circle and each of its two adjacent neighbors. ' r = 1/(1+1/Sin(Math.PI/N))

step = 2Math.PI/N ang = IIf(Shift, step/2, 0) ' ' Center generator (index 0) ' m[0] = Mobius(1-2r, 0, 0, 1) ' ' Ring generators (indices 1..N) ' for (i = 1, i <= N, i += 1) { rotate = Cis(ang) m[i] = Mobius.Multiply(
Mobius(rrotate, (1-r)rotate, 0, 1),
UnitCircleGroup
) ang += step } ' ' Custom generators (indices N+1 .. N+4) ' m[N+1] = Mobius(customRadius, Complex( 0.29289322scaleFactor, 0.29289322scaleFactor), 0, 1) m[N+2] = Mobius(customRadius, Complex(-0.29289322scaleFactor, -0.29289322scaleFactor), 0, 1) m[N+3] = Mobius(customRadius, Complex( 0.29289322scaleFactor, -0.29289322scaleFactor), 0, 1) m[N+4] = Mobius(customRadius, Complex(-0.29289322scaleFactor, 0.29289322scaleFactor), 0, 1)

' ' Assign Total = the total number of circles. ' const Complex Total = 0 count = totalGen

  for (j = min, j < max, j += 1) {
    for (k = 0, k < totalGen, k += 1) {
      c[count] = Mobius.TransformCircle(m[k], c[j])
      if (c[count].Radius >= RadiusMin) {
        index[count] = index[j]
        level[count] = i
        count += 1
      }
    }
  }
}

} Total = count

CurveTrap.Initialize(
Center, DegreeToRadian(Angle), Scale, AlternateAngle, 6, False, LineWidth
) ' ' Add the circles to the trap. ' for (i = 0, i < Total, i += 1) { lev = level[i] idx = index[i] if (idx = 0) { if (ShowCenter[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } else { if (ShowRing[lev]) { CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) } } }

trap:

trappedPoint = CurveTrap.Apply(z)

properties:

divider { caption = "General Options" } option Center { type = Complex caption = "Center" details = "Center of trap" default = 0 } option Angle { type = Float caption = "Angle" details = "Angle of rotation" default = 0 range = [-360,360] } option Scale { type = Float caption = "Scale" details = "Scale factor applied to trap" range = (0,) default = 2 } option Solid { type = Boolean caption = "Solid" details = "Check to create solid trap" default = False } option AlternateAngle { type = Boolean caption = "Alternate Angle" details = "Use alternate angle calculation" default = False } option LineWidth { type = Float caption = "Line Width" details = "Extent of trap on either side of curve (> 0)" range = (0,) default = 0.00411522633744855967078189300413 enabled = ~Solid } divider { caption = "U/V Controls" } option AbsU { type = Float caption = "Abs(U)" details = "Magnitude of U (1-2)" default = 1.1 range = [1,2] } option ArgU { type = Float caption = "Arg(U)" details = "Angle of U" default = 0 range = [-360,360] } option ArgV { type = Float caption = "Arg(V)" details = "Angle of V" default = 180 range = [-360,360] } divider { caption = "Circle Controls" } option N { type = IntegerEnum(3,12) caption = "N" details = "Number of base circles" default = 4 } option Steps { type = IntegerEnum(1,16) caption = "Steps" details = "Number of inversion steps" default = 4 ' <-- REDUCED from 8 to 4 to avoid memory crash } option Shift { type = Boolean caption = "Shift" details = "Check to rotate initial chain by pi/N" default = False } option RadiusMin { type = Float caption = "Radius Min" details = "Minimum acceptable circle radius" default = 0 range = [0,) } #define ShowLevel(Index)

#𑁍#⁜𑁍⁜#𐫰

·web.archive.org·Aug 28, 2026

💠𖡗𖡹𐫰⚪𔗢✺⁜𑁍🝱𖡽⩩𖥕 ⠀ ᯽᪣𖦸 ⠀ 𖦸᪣᯽ ⠀ 𖥕⩩𖡽🝱𑁍⁜✺𔗢⚪𐫰𖡹𖡗💠