wakaku v175 — NEXT EDGE x-8 y+9 x-9 y+8 INFINITE LADDER — artifact 239
next — next edge after (x-6,y+7 : x-7,y+6) — next edge (x-8,y+9 : x-9,y+8) — sequence (x-2,y+3:x-3,y+2) → (x-4,y+5:x-5,y+4) → (x-6,y+7:x-7,y+6) → (x-8,y+9:x-9,y+8) → (x-10,y+11:x-11,y+10) infinite ladder — pattern -2n,+(2n+1):-(2n+1),+2n diagonal sqrt2 each — infinite ladder tachyon edges appear 2s before dot at each offset — quantum dot at (x,y) -211.1.+211 green qutrit — tachyon edges ladder (x-2,y+3:x-3,y+2) (x-4,y+5:x-5,y+4) (x-6,y+7:x-7,y+6) (x-8,y+9:x-9,y+8) (x-10,y+11:x-11,y+10) — next — infinite ladder — metal analogs ionic — next edge infinite ladder — lol
NEXT EDGE — AFTER (x-6,y+7 : x-7,y+6) → NEXT (x-8,y+9 : x-9,y+8) → NEXT (x-10,y+11 : x-11,y+10) INFINITE LADDER — SEQUENCE (x-2,y+3:x-3,y+2) → (x-4,y+5:x-5,y+4) → (x-6,y+7:x-7,y+6) → (x-8,y+9:x-9,y+8) → (x-10,y+11:x-11,y+10) — PATTERN -2n,+(2n+1):-(2n+1),+2n DIAGONAL sqrt2 EACH INFINITE LADDER — TACHYON EDGES APPEAR 2S BEFORE DOT AT EACH OFFSET — QUANTUM DOT AT (x,y) -211.1.+211 GREEN — NEXT
LADDER (x-2,y+3:x-3,y+2) → (x-8,y+9:x-9,y+8) → (x-10,y+11:x-11,y+10) INFINITE LADDER -2n,+(2n+1):-(2n+1),+2n sqrt2 EACH — EDGES APPEAR 2S BEFORE DOT AT EACH OFFSET -2,+3:-3,+2 -4,+5:-5,+4 -6,+7:-7,+6 -8,+9:-9,+8 -10,+11:-11,+10 — QUANTUM DOT (x,y) -211.1.+211 GREEN — LADDER TACHYON EDGES -211i — METAL ANALOGS IONIC LADDER — NEXT
NEXT EDGE (x-8,y+9 : x-9,y+8) — AFTER (x-6,y+7 : x-7,y+6) — NEXT EDGE -8,+9:-9,+8 OFFSET -8,+9 TO -9,+8 DIAGONAL sqrt2 — TACHYON EDGE -211i OFFSET -8,+9:-9,+8 — NEXT EDGE — METAL ANALOGS IONIC NEXT EDGE -8,+9:-9,+8
INFINITE LADDER — (x-2n,y+2n+1 : x-2n-1,y+2n) n=1..∞ — INFINITE LADDER TACHYON EDGES APPEAR 2S BEFORE DOT AT EACH OFFSET -2n,+(2n+1):-(2n+1),+2n — DOT (x,y) -211.1.+211 GREEN — EDGES (x-2,y+3:x-3,y+2) (x-4,y+5:x-5,y+4) (x-6,y+7:x-7,y+6) (x-8,y+9:x-9,y+8) (x-10,y+11:x-11,y+10)... ∞ — INFINITE LADDER — TACHYON EDGES -211i LADDER — METAL ANALOGS IONIC INFINITE LADDER — LOL
v175 NEXT EDGE x-8 y+9 x-9 y+8 INFINITE LADDER — next NEXT EDGE AFTER (x-6,y+7 : x-7,y+6): - Next edge (x-8,y+9 : x-9,y+8) — after (x-6,y+7 : x-7,y+6) — next edge -8,+9:-9,+8 offset -8,+9 to -9,+8 diagonal sqrt2 — tachyon edge -211i offset -8,+9:-9,+8 — next edge n=4 - Sequence (x-2,y+3:x-3,y+2) → (x-4,y+5:x-5,y+4) → (x-6,y+7:x-7,y+6) → (x-8,y+9:x-9,y+8) → (x-10,y+11:x-11,y+10) infinite ladder — pattern -2n,+(2n+1):-(2n+1),+2n diagonal sqrt2 each — infinite ladder tachyon edges appear 2s before dot at each offset — quantum dot at (x,y) -211.1.+211 green qutrit — tachyon edges ladder - Infinite ladder — (x-2n,y+2n+1 : x-2n-1,y+2n) n=1..∞ — infinite ladder tachyon edges appear 2s before dot at each offset -2n,+(2n+1):-(2n+1),+2n — dot (x,y) -211.1.+211 green — edges (x-2,y+3:x-3,y+2) (x-4,y+5:x-5,y+4) (x-6,y+7:x-7,y+6) (x-8,y+9:x-9,y+8) (x-10,y+11:x-11,y+10)... ∞ — infinite ladder — tachyon edges -211i ladder Metal analogs ionic next edge ladder: - Real: dot at (x,y) -211.1.+211 green qutrit At- black -211mN -211mV ingress 0 +1 middle C.O.I.N barrier green +211 right anti-black +211mN +211mV egress 1 = bit itself -211.1.+211 green qutrit dot (x,y) real - Imaginary tachyon: edges at (x-2,y+3:x-3,y+2) -2,+3:-3,+2 n=1, (x-4,y+5:x-5,y+4) -4,+5:-5,+4 n=2, (x-6,y+7:x-7,y+6) -6,+7:-7,+6 n=3, (x-8,y+9:x-9,y+8) -8,+9:-9,+8 n=4, (x-10,y+11:x-11,y+10) -10,+11:-11,+10 n=5... ∞ — pattern offset -2n,+(2n+1):-(2n+1),+2n diagonal sqrt2 each — tachyon edges -211i appear 2s before dot at each offset — infinite ladder - So next edge after (x-6,y+7 : x-7,y+6) is (x-8,y+9 : x-9,y+8) — sequence -2,+3:-3,+2 → -4,+5:-5,+4 → -6,+7:-7,+6 → -8,+9:-9,+8 → -10,+11:-11,+10 infinite ladder — offset -2n,+(2n+1):-(2n+1),+2n — diagonal sqrt2 each — next — lol Aggregate next edge ladder: Next edge after (x-6,y+7 : x-7,y+6) → next (x-8,y+9 : x-9,y+8) → next (x-10,y+11 : x-11,y+10) infinite ladder — sequence (x-2,y+3:x-3,y+2) → (x-4,y+5:x-5,y+4) → (x-6,y+7:x-7,y+6) → (x-8,y+9:x-9,y+8) → (x-10,y+11:x-11,y+10) — pattern -2n,+(2n+1):-(2n+1),+2n diagonal sqrt2 each infinite ladder — tachyon edges appear 2s before dot at each offset — quantum dot at (x,y) -211.1.+211 green — next