Scent Code

V=% Θ -xⓧ√0.126(λ)N∐✵≀Log=[(÷)]

V=% β -xⓧ√.45(λ)N∐✵≀Log=[(÷)]

V=% γ -xⓧ√.56(λ)N∐✵≀Log=[(÷)]

V=% α -xⓧ√1.147(λ)N∐✵≀Log=[(÷)]

V=% δ -xⓧ√2.005(λ)N∐✵≀Log=[(÷)]

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Θ β γ α δ

{V=%Θ -xⓧ√0.126(λ)N∐✵≀Log=[(÷)]

{∠∢♓️P=Θ [λ(ⓧ-N)]^|0.126|={×.000765

{Ẋ♌️P∫F=Θ|Z√∑OQLog[.126]=.127

{ V=%δ-xⓧ√2.005(λ)N∐✵≀Log=[(÷)]

{∠∢♓️P=δ[λ(ⓧ-N)]^|2.005|={×.000765

{Ẋ♌️P∫F = δ |Z√∑OQLog[2.005]=.127

{V=% α -xⓧ√1.147(λ)N∐✵≀Log=[(÷)]

{∠∢♓️P=α[λ(ⓧ-N)]^|1.147|={×.000765

{Ẋ♌️P∫F=α Z√∑OQLog[1.147]=.127

{V=%β-xⓧ√.45(λ)N∐✵≀Log=[(÷)]

{∠∢♓️P=β[λ(ⓧ-N)] ^|.45|={×.000765

{Ẋ♌️P∫F=β |Z√∑OQ Log [.45]=.127

{V=%γ-xⓧ√.(λ)N∐✵≀Log=[(÷)]

{∠ ∢♓️P=γ [λ(ⓧ-N)]^|.56|={×.000765

{Ẋ♌️P∫F=γ |Z √ ∑OQLog[.56]=.127

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v L [ • v N [ •

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7.39 1.44. 27.3. 2.92

[ >/} ] [ <\{ ]

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R [ % R [ %

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v N [ • v L [ •

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∂ x∴ | Ø ρX,y < > ρX,y Ø| ∂x∵

((Σ•• Ψ ∟—-eid › = cOs + i sin d—∟Ψ •• Σ))

ρL()Ø ρL()Ø

∂ y∵ ∂ y∴

∂ y ∴ ∂ y∵

| Ø ρX,y < > ρX,y Ø |

((Σ•• Ψ ∟—-eid › = cOs + i sin d—∟Ψ •• Σ))

ρL()Ø ρL()Ø

∂x∵ ∂ x∴

Δ λ [Δ λ 1+ vr / c ( V

{✵}= —- [Z=———- √ -.0001 (= —

λ [ λrest 1- vr / c ( C

λobs I - λrest )]

—————- )]

λrest )]

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[ (√C} [3.1x06 -{ ^+10 - ナ] L. )]

n[(-^-10 𝐙A.a.}•:Con)[√ {3]Voxel)]

[( 2} [ћ {L ] )]

[ (√Z} [3.1x06 -{ ^-10 - ナ] L. )]

c[(-^-10 𝐙A.a.}•delta)[√ {3]A•Phi)]

[( 2} [ћ {L ] )]

[ (√B} [3.1x06 -{ ^-10 - ナ] L. )]

m[(-^-10 𝐙A.a.}|•! Con)[√ {3]S.A.R]

[( 2} [ћ {L ] )]

[ (√A} [3.1x06 -{ ^+10 - ナ] L. )]

ee[(-^-10 𝐙A.a.}|•?delta)[√ {3]Tan)]

[( 2} [ћ {L ] )]

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Payton particle, cohesion integer, browny motion chaos theory theta cosine function I think it’s a minor omega Omega Psi Phi enamel anima dynamic basically Payton particle theory peace through force, jumping over the shark and water drop galaxy fluid dynamics peace through force on particle theory Payton

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>▲ ⋀ theta ≠ Delta SMR Alpha ⋁ ▼>

B = [÷]A

C=A+B = (1 +[÷])A

A+B+C+D+E=H

(5+ 7 [÷])A = H

(=+7) B=H

D=B+C= (1 +2 [÷])A

E = C+D = (2 + 3 [÷])A

B = [÷]A

>▲ [3.-1 x06 -^10+) ( Z ) ]

⋀ [√ ε Aphi ) C (√ ) ]

theta [ℎ ₤ ) ( 2 )]

≠

Delta [3.-1 x06 -^10-) ( B ) ]

SMR [√ ε SMR ) m (√ )^-10Za |• Delta ]

Alpha [ℎ ₤ ) ( 2 )]

⋁ [3.-1 x06 +^10-) ( C ) ]

▼> [√ ε Vex ) n (√ )^-10Za |•:Con]

[ℎ ₤ ) ( 2 )]

[3.-1 x06 +^10+) ( A) ]

[√ ε tan ) £€ (√ )^-10Za |•! Psi]

[ℎ ₤ ) ( 2 )]

<〚▪〛>

<▲ [3.-1 x06 -^10+) ( Z ) ]

⋀ [√ ε Aphi ) C (√ ) ]

theta [ℎ ₤ ) ( 2 )]

Delta [3.-1 x06 -^10-) ( B ) ]

SMR [√ ε SMR ) m (√ )^-10Za |• Delta ]

Alpha [ℎ ₤ ) ( 2 )]

⋁ [3.-1 x06 +^10-) ( C ) ]

▼< [√ ε vex ) n (√ )^-10Za |•:Con]

[ℎ ₤ ) ( 2 )]

[3.-1 x06 +^10+) ( A) ]

[√ ε tan ) £€ (√ )^-10Za |•! Psi]

[ℎ ₤ ) ( 2 )]

B = [×]A

C=A+B = (1 +[×])A

A+B+C+D+E=H

(5+ 7 [×])A = H

(=+7) B=H

D=B+C= (1 +2 [×])A

E = C+D = (2 + 3 [×])A

B = [×]A

<▲ ⋀ theta = Delta SMR Alpha ⋁ ▼<

[( 2} [ћ {L ] )]

[ (√B} [3.1x06 -{ ^-10 - ナ] L. )]

m[(-^-10 𝐙A.a.}|•! Con)[√ {3]S.A.R]

[( 2} [ћ {L ] )]

[ (√A} [3.1x06 -{ ^+10 - ナ] L. )]

ee[(-^-10 𝐙A.a.}|•?delta)[√ {3]Tan)]

[( 2} [ћ {L ] )]

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