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choc_ice.d3d
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1995-07-18
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23KB
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715 lines
3DC {
asci 1
vs "1.0"
sf "Ray Dream Designer(R) 3"
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comm ""
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tile $0000268A² ∩ ∩² ∩ ▀ ∩√ ∩■ ▀ ∩■ ▀² ∩≈ ∩ⁿ ■∩ ▀° ▀² ▀ ╧∩ⁿ ∩ⁿ ∩╧╩_!ì ∩∩ⁿ ∩² ▀∩∩■ ▀ ∩■ ▀■ ∩ⁿ ²∩² ▀∩▀■ ∩╦/,($" ┼ ∩∩ⁿ ∩ ▀ ■∩· ∩ ∩▀ⁿ ╧∩∙ ▀ ▀ ∩∩ e//*# ∙ ▀· ▀ ∩∩² ∩ ▀ⁿ ▀² ∩■ ▀ ╧ ═310,%∩∩ⁿ ∩▀ⁿ ∩∙ ∩· ▀ⁿ ∩ⁿ ▀ ▀ k432.(!£· ∩ ▀ⁿ ∩■ ▀ ▀■ ∩ ▀° ∩■ ∩╬D742*#ì ▀ ▀∩■ ▀■∩² ▀∩∩■ ∩ ∩▀ⁿ ∩ⁿ ▀∩√ âòlA-& ²
ì∩∩▀ ▀ ∩² ▀² ∩∙ ∩· ∩ ∩∩▀■ ∩ 7:eV)!√ì ╧ ▀■ ∩ ∩ ∩∩■ ∩ ∩∩² ∩▀² ▀ ▀ ∩ ∩▀² 6550$√}² ∩∙ ▀ ∩∩ ▀ ▀ ∩∩ ∩ ∩∩■ ▀² ▀ ∩ ■5."√*· ∩ⁿ ∩ ∩ⁿ ∩ ▀ⁿ ∩■ ∩² ╧∩■ 54-!√ *■ ∩ⁿ ∩ⁿ ∩ ▀² ∩■ ∩ ∩∩ ▀ ∩∩² ∩ ∩ ╛544-!· ⁿ ∩▀ ▀ ∩∩² ∩≈ ∩■ ∩² ∩ⁿ ╧ ₧■4,!· ∩∩■ ▀■∩■ ∩ⁿ ∩ ▀∩▀² ▀∩∩ⁿ ∩² ∩ ▀ £■4, · ■ ∩ ▀■ ∩▀ ▀∩■ ▀ ∩ ∩■ ∩ⁿ ∩▀ ▀√ ▀∩¢443+ √■∩∩ ▀∩∩² ∩ⁿ ∩∙ ∩² ▀∩ ▀ ▀ⁿ
∩ Ü443+ ⁿ² ∩∩▀■ ∩² ∩ ▀ⁿ ■∩ ∩ ∩ ▀ ∩² ▀∩² Ü443*■√ ² ▀∩² ∩² ∩▀ ∩ ▀ ▀° ∩² ∩▀ ▀ ∩∩i443)∙ ∩² ∩≈ ∩▀√ ∩■ ▀ ∩² ∩² ▀∩ 8443)∙═∩ ∩² ▀∩ ▀÷ ∩ ▀ ∩▀² ∩² ■∩ ∩7442)∙¢▀■ ∩▀ ▀ ∩▀ ▀ ▀≈ ▀∩² ∩ ▀■ ∩²
∩ 6432(∙ö▀² ▀ ∩■ ∩▀ ▀ ∩ ∩■ ▀∩² ∩■ ▀ ∩² ∩■ 533+(∙ì▀⌡ ∩² ∩▀ ∩ ∩■ ∩ ▀ ∩ ▀ⁿ
∩ 4332'∙ì∩∩■ ∩° ∩ ▀■ ∩· ▀ ▀² ▀ ▀ ∩∩ ■31'∙ì ∩² ∩² ∩² ∩√ ∩ ∩· ∩■ ▀∩■ ∩■31&∙ì∩√ ■∩ ▀ ∩ⁿ ▀ ∩▀ ∩ⁿ ∩ⁿ ∩■ ∩■31&∙ì ∩▀■ ∩▀ ²∩ ▀ ∩∩⌠ ∩▀■ ∩² ∩ ▀■30&∙) ▀² ∩ ▀ ∩ ∩ ▀∩ⁿ ∩ⁿ ∩ ▀ ∩▀■ ∩² «■30%∙) ∩▀ ∩■ ∩² ∩ⁿ ∩ ▀²
▀∩ ▀ ∩ ▀ ▀■ ∩▀ }3320%∙Z ∩ ▀ ∩² ∩ⁿ ∩ ∩ ∩■ ▀∩∩ ∩∩² ∩▀ ∩ ▀ £3220%∙╞╧■ ▀■ ∩² ∩² ▀■ ∩ ▀ ∩² ∩■ ∩■ ▀ ¢■2/$∙╡ ▀∩ ∩ ∩² ╧ ▀∩∩■ ■∩■ ∩■ ∩² ∩² ∩ Ü■2/$√Q ∩▀■ ∩ ∩ ▀ ∩∩■ ▀∩² ∩ ∩² ▀² ▀ ∩² ∩Ö■2.$²Q┼ ╧· ∩ ∩∙ ▀■ ∩ ▀ ∩ ▀ ∩▀ ▀ ∩ ▀∩ Ö■2.$■ï σσ ╧■ ∩ ▀² ∩² ∩² ∩■ ∩ ∩ ∩ ∩ ▀² ▀■ h■2.#Q σ σσ σ╧╧▀ ■∩ ∩√ ■∩ ∩ ∩ ∩∙ ∩ ∩■ ╧σ 22-#D░ σσ√ ╧ ▀ ∩■ ∩▀ ▀ ∩▀ ∩ ∩ ∩■ ∩■ ∩² ∩ ∩ ╧■ ╠ ╦1-#îk]▒╠■ σ■ σ■ ┐■ ∩ ■∩ ∩ ∩· ∩ ▀ ∩■ ∩■ ┐ σσ■ σ ╔æσ uR¡ σσ■ σ σσ ╧■ ∩² ∩■ ▀∩ ∩ ∩ ▀ ▀ ▀ ╧ ╧╧ ■σ σ σ ■σ σσqK½σ· σ■ σ■ »■ ∩■ ∩■ ∩▀∩▀ ∩■ ∩ ∩ ╧■ σ σ ■σ σ■ σlN¬■ σ σ σ· σ ╧■ ▀■ ∩√ ∩■ ∩■ ╧■ σ■ σ σ σ oS⌐ σ σ σσ σ■ ╠■ σ╧ ▀ ▀ ▀ ∩ ∩ ∩∩■ σ╧ ╠σ σσ σ■ σ╠■ σtY¬╠■ ╠■ σ σ² σ ╧╧ ∩ ∩ ∩■ ∩▀ ┐² σ ■σ√ σ■ σ σ w[¬ⁿ ■σ■ σ σ■ σ■ ╧² ∩▀■ ╧■ ╧σσ σ■ σ σ σσ√ ■σ v[Å σ σ ■σ² σ σσ ╠ⁿ ╧■ ∩ⁿ ╧■ σ σ■ σ■ ╠σ√ σpVѲ ╠σ√ σ╠■ σ■ σ ╡√ ╧ σ σ σ■ σ ╠■ σ■
mPñ σσ σσ■ σ σ² σ σ² ▀ ╧ σ σ σ σ ²σ σ σ σ σ ²σ■ jMÉ σ ²σ σ σ σ σ■ ²σ σ² σ■ σ σ² σ■ σ ■σ σ σnRÿσσ σσ■ σ σ╠σ σσ σσ ■σ² σ■ σ■ σ· σ■ σ√ vZ│ σσ■ σ■ σ■ ╠σ■ σ■ σ■ ╠σσ σ σ σⁿ σ ²σ σ σ∙ zX» σ σσ σ σ·
σ σσ σ σ σⁿ σ² σ■ σ² σ■ σ∙ σyN▒σσ σσ■ σ σ■ σ■ σ■ ╠σ σσ■ ╠σ σ╠■ σ■ σ· σ■ |M■ ╠σ σ╠■ σ■ ╠■ σ° σ■ σ² σ■ σⁿ σ■ σ■ σ ▌╒σ σ σσ■ σ σ ²σ σ σ ■σ σ√ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ■ σ σ² σ⌡ σ∙ σ· σ■ ╠σ σσ ■σ σ╠ σσ■ σ σ σ² σ σ÷ σ■ σ■ σ■ σ σ σ σ■ σ■ σ■ σ ■σⁿ ╠■ σ∙ σ■ ╠■ ╠■ ╠σ■ ╠² σ∙ ╠■ ╠σ■ σ· σ■ σ⌠ σ■ σ² σ σ■ ²σ■ ╠ σ■ σ■ σ ╠■ σⁿ σ╠σ σσ² σ σ╠σ σσ⌡ σ⌡ ╠σ⌠ ╠σ⌡ σ· σ■ ╠⌡ σ· ■σ σ■ σ σ■ σⁿ σ σσⁿ ╠ σ≈ σ σⁿ σ ■σ² σ⌡ σ² ╠² σ² σ■ σ■ σ² σ■ σ■ ╠σ■ ╠² σ■ σ² σ² σ σσ∙ σ σ σ σ σσ σ√ σ σσ σ■ σ ╠ σσ σ σ σσ σ σ² ² ∩ ∩² ∩ ▀ ∩√ ∩■ ▀ ∩■ ▀² ∩≈ ∩ⁿ ■∩ ▀° ▀² ▀ ╧∩ⁿ ∩ⁿ ∩╧─Nà ∩∩ⁿ ∩² ▀∩∩■ ▀ ∩■ ▀■ ∩ⁿ ²∩² ▀∩▀■ ∩┼┬ ∩∩ⁿ ∩ ▀ ■∩· ∩ ∩▀ⁿ ╧∩∙ ▀ ▀ ∩∩ Q²∙ ▀· ▀ ∩∩² ∩ ▀ⁿ ▀² ∩■
▀ ╧ ┼² ∩∩ⁿ ∩▀ⁿ ∩∙ ∩· ▀ⁿ ∩ⁿ ▀ ▀ Tî· ∩ ▀ⁿ ∩■ ▀ ▀■ ∩ ▀° ∩■
∩╞'² å ▀ ▀∩■ ▀■∩² ▀∩∩■ ∩ ∩▀ⁿ ∩ⁿ ▀∩√ lxO$²²å∩∩▀ ▀ ∩² ▀² ∩∙ ∩· ∩ ∩∩▀■ ∩ H:■√å ╧ ▀■ ∩ ∩ ∩∩■ ∩ ∩∩² ∩▀² ▀ ▀ ∩ ∩▀² ■∙ v² ∩∙ ▀ ∩∩ ▀ ▀ ∩∩ ∩ ∩∩■ ▀² ▀ ∩ ■∙ · ∩ⁿ ∩ ∩ⁿ ∩ ▀ⁿ ∩■ ∩² ╧∩■ ∙ ■ ∩ⁿ ∩ⁿ ∩ ▀² ∩■ ∩ ∩∩ ▀ ∩∩² ∩ ∩ ╢■∙ ⁿ ∩▀ ▀ ∩∩² ∩≈ ∩■ ∩² ∩ⁿ ╧ ì■∙ ∩∩■ ▀■∩■ ∩ⁿ ∩ ▀∩▀² ▀∩∩ⁿ ∩² ∩ ▀ ì■∙ ■ ∩ ▀■ ∩▀ ▀∩■ ▀ ∩ ∩■ ∩ⁿ ∩▀ ▀√ ▀∩î■∙∩∩ ▀∩∩² ∩ⁿ ∩∙ ∩² ▀∩ ▀ ▀ⁿ ∩ î■∙ ∩∩▀■ ∩² ∩ ▀ⁿ ■∩ ∩ ∩ ▀ ∩² ▀∩² î■∙ ² ▀∩² ∩² ∩▀ ∩ ▀ ▀° ∩² ∩▀ ▀ ∩∩S∙ ∩² ∩≈ ∩▀√ ∩■ ▀ ∩² ∩² ▀∩ ∙┼∩ ∩² ▀∩ ▀÷ ∩ ▀ ∩▀² ∩² ■∩ ∩∙î▀■ ∩▀ ▀ ∩▀ ▀ ▀≈ ▀∩² ∩ ▀■ ∩²
∩ ∙ë▀² ▀ ∩■ ∩▀ ▀ ∩ ∩■ ▀∩² ∩■ ▀ ∩² ∩■ ■∙å▀⌡ ∩² ∩▀ ∩ ∩■ ∩ ▀ ∩ ▀ⁿ ∩ ■°å∩∩■ ∩° ∩ ▀■ ∩· ▀ ▀² ▀ ▀ ∩∩ ■°å ∩² ∩² ∩² ∩√ ∩ ∩· ∩■ ▀∩■ ∩■°å∩√ ■∩ ▀ ∩ⁿ ▀ ∩▀ ∩ⁿ ∩ⁿ ∩■ ∩■°å ∩▀■ ∩▀ ²∩ ▀ ∩∩⌠ ∩▀■ ∩² ∩ ▀■° ▀² ∩ ▀ ∩ ∩ ▀∩ⁿ ∩ⁿ ∩ ▀ ∩▀■ ∩² ª■≈ ∩▀ ∩■ ∩² ∩ⁿ ∩ ▀²
▀∩ ▀ ∩ ▀ ▀■ ∩▀ m≈L ∩ ▀ ∩² ∩ⁿ ∩ ∩ ∩■ ▀∩∩ ∩∩² ∩▀ ∩ ▀ ì■≈┬╧■ ▀■ ∩² ∩² ▀■ ∩ ▀ ∩² ∩■ ∩■ ▀ î■°▓ ▀∩ ∩ ∩² ╧ ▀∩∩■ ■∩■ ∩■ ∩² ∩² ∩ î■·H ∩▀■ ∩ ∩ ▀ ∩∩■ ▀∩² ∩ ∩² ▀² ▀ ∩² ∩ï■ⁿH┬ ╧· ∩ ∩∙ ▀■ ∩ ▀ ∩ ▀ ∩▀ ▀ ∩ ▀∩ ï■²à ≥≥ ╧■ ∩ ▀² ∩² ∩² ∩■ ∩ ∩ ∩ ∩ ▀² ▀■ [■H ≥ ≥≥ ≥╧╧▀ ■∩ ∩√ ■∩ ∩ ∩ ∩∙ ∩ ∩■ ╧≥ ~1½ ≥≥√ ╧ ▀ ∩■ ∩▀ ▀ ∩▀ ∩ ∩ ∩■ ∩■ ∩² ∩ ∩ ╧■ σ ┼à@L«σ■ ≥■ ≥■ ┐■ ∩ ■∩ ∩ ∩· ∩ ▀ ∩■ ∩■ ┐ ≥≥■ ≥ ─ç≥ M=⌐ ≥≥■ ≥ ≥≥ ╧■ ∩² ∩■ ▀∩ ∩ ∩ ▀ ▀ ▀ ╧ ╧╧ ■≥ ≥ ≥ ■≥ ≥≥L4ª≥· ≥■ ≥■ »■ ∩■ ∩■ ∩▀∩▀ ∩■ ∩ ∩ ╧■ ≥ ≥ ■≥ ≥■ ≥F7ú■ ≥ ≥ ≥· ≥ ╧■ ▀■ ∩√ ∩■ ∩■ ╧■ ≥■ ≥ ≥ ≥ J>á ≥ ≥ ≥≥ ≥■ σ■ ≥╧ ▀ ▀ ▀ ∩ ∩ ∩∩■ ≥╧ σ≥ ≥≥ ≥■ ≥σ■ ≥PEƒσ■ σ■ ≥ ≥² ≥ ╧╧ ∩ ∩ ∩■ ∩▀ ┐² ≥ ■≥√ ≥■ ≥ ≥ TH£ⁿ ■≥■ ≥ ≥■ ≥■ ╧² ∩▀■ ╧■ ╧≥≥ ≥■ ≥ ≥ ≥≥√ ■≥ SHÅ ≥ ≥ ■≥² ≥ ≥≥ σⁿ ╧■ ∩ⁿ ╧■ ≥ ≥■ ≥■ σ≥√ ≥KBù² σ≥√ ≥σ■ ≥■ ≥ ┬√ ╧ ≥ ≥ ≥■ ≥ σ■ ≥■
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≥ ≥≥ ≥ ≥ ≥ⁿ ≥² ≥■ ≥² ≥■ ≥∙ ≥j6▒≥≥ ≥≥■ ≥ ≥■ ≥■ ≥■ σ≥ ≥≥■ σ≥ ≥σ■ ≥■ ≥· ≥■ n5■ σ≥ ≥σ■ ≥■ σ■ ≥° ≥■ ≥² ≥■ ≥ⁿ ≥■ ≥■ ≥ ▄╥≥ ≥ ≥≥■ ≥ ≥ ²≥ ≥ ≥ ■≥ ≥√ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥ ≥² ≥⌡ ≥∙ ≥· ≥■ σ≥ ≥≥ ■≥ ≥σ ≥≥■ ≥ ≥ ≥² ≥ ≥÷ ≥■ ≥■ ≥■ ≥ ≥ ≥ ≥■ ≥■ ≥■ ≥ ■≥ⁿ σ■ ≥∙ ≥■ σ■ σ■ σ≥■ σ² ≥∙ σ■ σ≥■ ≥· ≥■ ≥⌠ ≥■ ≥² ≥ ≥■ ²≥■ σ ≥■ ≥■ ≥ σ■ ≥ⁿ ≥σ≥ ≥≥² ≥ ≥σ≥ ≥≥⌡ ≥⌡ σ≥⌠ σ≥⌡ ≥· ≥■ σ⌡ ≥· ■≥ ≥■ ≥ ≥■ ≥ⁿ ≥ ≥≥ⁿ σ ≥≈ ≥ ≥ⁿ ≥ ■≥² ≥⌡ ≥² σ² ≥² ≥■ ≥■ ≥² ≥■ ≥■ σ≥■ σ² ≥■ ≥² ≥² ≥ ≥≥∙ ≥ ≥ ≥ ≥ ≥≥ ≥√ ≥ ≥≥ ≥■ ≥ σ ≥≥ ≥ ≥ ≥≥ ≥ ≥² ² ∩ ∩² ∩ ▀ ∩√ ∩■ ▀ ∩■ ▀² ∩≈ ∩ⁿ ■∩ ▀° ▀² ▀ ╧∩ⁿ ∩ⁿ ∩╧┬H
â ∩∩ⁿ ∩² ▀∩∩■ ▀ ∩■ ▀■ ∩ⁿ ²∩² ▀∩▀■ ∩┬
■┴ ∩∩ⁿ ∩ ▀ ■∩· ∩ ∩▀ⁿ ╧∩∙ ▀ ▀ ∩∩ J
² ∙ ▀· ▀ ∩∩² ∩ ▀ⁿ ▀² ∩■ ▀ ╧ ├■
■ ■ ∩ⁿ ∩▀ⁿ ∩∙ ∩· ▀ⁿ ∩ⁿ ▀ ▀ L ²■ ç· ∩ ▀ⁿ ∩■ ▀ ▀■ ∩ ▀° ∩■ ∩├
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° s² ∩∙ ▀ ∩∩ ▀ ▀ ∩∩ ∩ ∩∩■ ▀² ▀ ∩ ■ ° · ∩ⁿ ∩ ∩ⁿ ∩ ▀ⁿ ∩■ ∩² ╧∩■ ■ ° ■ ∩ⁿ ∩ⁿ ∩ ▀² ∩■ ∩ ∩∩ ▀ ∩∩² ∩ ∩ │■ ° ⁿ ∩▀ ▀ ∩∩² ∩≈ ∩■ ∩² ∩ⁿ ╧ ê■ ≈ ∩∩■ ▀■∩■ ∩ⁿ ∩ ▀∩▀² ▀∩∩ⁿ ∩² ∩ ▀ ç■ ≈■ ∩ ▀■ ∩▀ ▀∩■ ▀ ∩ ∩■ ∩ⁿ ∩▀ ▀√ ▀∩ç■ ≈ ∩ ▀∩∩² ∩ⁿ ∩∙ ∩² ▀∩ ▀ ▀ⁿ ∩ ç■ ≈ ∩ ▀■ ∩² ∩ ▀ⁿ ■∩ ∩ ∩ ▀ ∩² ▀∩² ç■ ≈² ▀∩² ∩² ∩▀ ∩ ▀ ▀° ∩² ∩▀ ▀ ∩∩K ≈ ∩² ∩≈ ∩▀√ ∩■ ▀ ∩² ∩² ▀∩ ≈├∩ ∩² ▀∩ ▀÷ ∩ ▀ ∩▀² ∩² ■∩ ∩ ≈ç▀■ ∩▀ ▀ ∩▀ ▀ ▀≈ ▀∩² ∩ ▀■ ∩² ∩ ■÷à▀² ▀ ∩■ ∩▀ ▀ ∩ ∩■ ▀∩² ∩■ ▀ ∩² ∩■ ■÷â▀⌡ ∩² ∩▀ ∩ ∩■ ∩ ▀ ∩ ▀ⁿ ∩ ■÷â∩∩■ ∩° ∩ ▀■ ∩· ▀ ▀² ▀ ▀ ∩∩ ■÷â ∩² ∩² ∩² ∩√ ∩ ∩· ∩■ ▀∩■ ∩■÷â∩√ ■∩ ▀ ∩ⁿ ▀ ∩▀ ∩ⁿ ∩ⁿ ∩■ ∩■÷â ∩▀■ ∩▀ ²∩ ▀ ∩∩⌠ ∩▀■ ∩² ∩ ▀■÷ ▀² ∩ ▀ ∩ ∩ ▀∩ⁿ ∩ⁿ ∩ ▀ ∩▀■ ∩² ñ
÷ ∩▀ ∩■ ∩² ∩ⁿ ∩ ▀²
▀∩ ▀ ∩ ▀ ▀■
∩▀ h
÷G ∩ ▀ ∩² ∩ⁿ ∩ ∩ ∩■ ▀∩∩ ∩∩² ∩▀ ∩ ▀ ç■
÷┴╧■ ▀■ ∩² ∩² ▀■ ∩ ▀ ∩² ∩■ ∩■ ▀ ç■
≈▒ ▀∩ ∩ ∩² ╧ ▀∩∩■ ■∩■ ∩■ ∩² ∩² ∩ ç■
∙E ∩▀■ ∩ ∩ ▀ ∩∩■ ▀∩² ∩ ∩² ▀² ▀ ∩² ∩ç■
√E┴ ╧· ∩ ∩∙ ▀■ ∩ ▀ ∩ ▀ ∩▀ ▀ ∩ ▀∩ ç■
ⁿâ ≥≥ ╧■ ∩ ▀² ∩² ∩² ∩■ ∩ ∩ ∩ ∩ ▀² ▀■ V■
■E ≥ ≥≥ ≥╧╧▀ ■∩ ∩√ ■∩ ∩ ∩ ∩∙ ∩ ∩■ ╧≥ y
û ≥≥√ ╧ ▀ ∩■ ∩▀ ▀ ∩▀ ∩ ∩ ∩■ ∩■ ∩² ∩ ∩ ╧■ σ ┬ â%ÿσ■ ≥■ ≥■ ┐■ ∩ ■∩ ∩ ∩· ∩ ▀ ∩■ ∩■ ┐ ≥≥■ ≥ ┬ä≥ ô ≥≥■ ≥ ≥≥ ╧■ ∩² ∩■ ▀∩ ∩ ∩ ▀ ▀ ▀ ╧ ╧╧ ■≥ ≥ ≥ ■≥ ≥≥É≥· ≥■ ≥■ »■ ∩■ ∩■ ∩▀∩▀ ∩■ ∩ ∩ ╧■ ≥ ≥ ■≥ ≥■ ≥ì■ ≥ ≥ ≥· ≥ ╧■ ▀■ ∩√ ∩■ ∩■ ╧■ ≥■ ≥ ≥ ≥ î ≥ ≥ ≥≥ ≥■ σ■ ≥╧ ▀ ▀ ▀ ∩ ∩ ∩∩■ ≥╧ σ≥ ≥≥ ≥■ ≥σ■ ≥îσ■ σ■ ≥ ≥² ≥ ╧╧ ∩ ∩ ∩■ ∩▀ ┐² ≥ ■≥√ ≥■ ≥ ≥ "èⁿ ■≥■ ≥ ≥■ ≥■ ╧² ∩▀■ ╧■ ╧≥≥ ≥■ ≥ ≥ ≥≥√ ■≥ !| ≥ ≥ ■≥² ≥ ≥≥ σⁿ ╧■ ∩ⁿ ╧■ ≥ ≥■ ≥■ σ≥√ ≥ä² σ≥√ ≥σ■ ≥■ ≥ ┬√ ╧ ≥ ≥ ≥■ ≥ σ■ ≥■
â ≥≥ ≥≥■ ≥ ≥² ≥ ≥² ▀ ╧ ≥ ≥ ≥ ≥ ²≥ ≥ ≥ ≥ ≥ ²≥■
Ç ≥ ²≥ ≥ ≥ ≥ ≥■ ²≥ ≥² ≥■ ≥ ≥² ≥■ ≥ ■≥ ≥ ≥î≥≥ ≥≥■ ≥ ≥σ≥ ≥≥ ≥≥ ■≥² ≥■ ≥■ ≥· ≥■ ≥√ #¢ ≥≥■ ≥■ ≥■ σ≥■ ≥■ ≥■ σ≥≥ ≥ ≥ ≥ⁿ ≥ ²≥ ≥ ≥∙ /ù ≥ ≥≥ ≥ ≥·
≥ ≥≥ ≥ ≥ ≥ⁿ ≥² ≥■ ≥² ≥■ ≥∙ ≥2Ü≥≥ ≥≥■ ≥ ≥■ ≥■ ≥■ σ≥ ≥≥■ σ≥ ≥σ■ ≥■ ≥· ≥■ N■ σ≥ ≥σ■ ≥■ σ■ ≥° ≥■ ≥² ≥■ ≥ⁿ ≥■ ≥■ ≥ ═╟≥ ≥ ≥≥■ ≥ ≥ ²≥ ≥ ≥ ■≥ ≥√ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥■ ≥ ≥² ≥⌡ ≥∙ ≥· ≥■ σ≥ ≥≥ ■≥ ≥σ ≥≥■ ≥ ≥ ≥² ≥ ≥÷ ≥■ ≥■ ≥■ ≥ ≥ ≥ ≥■ ≥■ ≥■ ≥ ■≥ⁿ σ■ ≥∙ ≥■ σ■ σ■ σ≥■ σ² ≥∙ σ■ σ≥■ ≥· ≥■ ≥⌠ ≥■ ≥² ≥ ≥■ ²≥■ σ ≥■ ≥■ ≥ σ■ ≥ⁿ ≥σ≥ ≥≥² ≥ ≥σ≥ ≥≥⌡ ≥⌡ σ≥⌠ σ≥⌡ ≥· ≥■ σ⌡ ≥· ■≥ ≥■ ≥ ≥■ ≥ⁿ ≥ ≥≥ⁿ σ ≥≈ ≥ ≥ⁿ ≥ ■≥² ≥⌡ ≥² σ² ≥² ≥■ ≥■ ≥² ≥■ ≥■ σ≥■ σ² ≥■ ≥² ≥² ≥ ≥≥∙ ≥ ≥ ≥ ≥ ≥≥ ≥√ ≥ ≥≥ ≥■ ≥ σ ≥≥ ≥ ≥ ≥≥ ≥ ≥² $
}
}
sc {
nm "Choc_ice"
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nxtC 1
nxtG 1
nxtO 0
ob {
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cl 0
ev 1
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evhs 1
ph {
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cs {
pv {
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scr 1.0000
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cs {
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sksh 1
twst 0.0000
oo 1
sct 2.8108
scb 2.8108
scl 3.7606
scr 3.7606
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cs {
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bb2D 0,0,0,0
pg {
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type 0
styl {
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strk 0,0,0,0,0
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ss {
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sk 1
sksh 1
twst 0.0000
oo 0
sct 1.0000
scb 1.0000
scl 1.0000
scr 1.0000
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evb -0.34960937,2,-0.12635803
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evr -0.48635864,2,0.01020812
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grid {
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incr 1
show 1
snap 0
spct 0,0,0
spsz 4.0000
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ex {
nm "stick"
sh {
mapk 0
elms {
sprm {
uvsp 8
aexp 1
bbox 0,0,0.78724670,6.37806701
mbox 0,0,0.78724670,6.37806701
shdr {
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ssub {
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colr 0.73046875,0.42578125,0.015625
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sclr {
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colr 0.99609375,0.99609375,0.5
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SPAC 6.0000
BLND 0.5000
DIR 1
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GLOB 2
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SPAC 5.4683
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SCAL 1.0000
STEP 0.2184
GLOB 0
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STEP 0.2184
GLOB 0
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prkd 1
ssub {
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PERT 1.6403
SPAC 5.4683
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DIR 3
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GLOB 0
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sval {
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opac 1.0000
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pi 0
cl 0
ev 0
evs 1
evvs 0
evhs 0
ph {
v3 {
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cs {
pv {
bb2D 0,0,0,0
pg {
pg {
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type 0
styl {
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strk 0,0,0,0,0
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join 1
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ss {
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sksh 1
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oo 0
sct 1.0000
scb 1.0000
scl 1.0000
scr 1.0000
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v3 {
p3 -0.24559020,-1.87174987,0.69581604
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v3 {
p3 -0.24559020,-1.87174987,0.69581604
cs {
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sk 1
sksh 1
twst 0.0000
oo 1
sct 1.0000
scb 1.0000
scl 1.0000
scr 1.0000
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grid {
valu 0.3999
incr 1
show 1
snap 0
spct 0,0,0
spsz 4.0000
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tr {
gr {
nm "Universe"
ma 1,0,0,0,0,1,0,0,0,0,1,0,1,1,1,1
hp 0,0,0
so {
ca {
nm "Camera 1"
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hp 0,0,0
proj {
coni {
foca 1165583648
zoom 50.0000
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cc 1
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li {
spot {
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angl 45.0000
fall 0.0000
brit 1.0000
shad 1.0000
dfal 0.0000
dist 262144000
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hp 0,0,0
only 0
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gr {
nm "Fudge Cycle"
ma 1,0,0,0,0,1,0,0,0,0,1,0.00001525,1,1,1,1
hp 0,0,-3.27984619
so {
in {
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hp -0.34957885,0,0.01019287
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hp -0.24560546,-1.93583679,0.70172119
ob "stick"
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ob "Cilcle"
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boxM 2.49967956,1.08192443,3.84327697
boxm -2.49969482,-1.08190917,-10.40193176
open 1
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boxM 19.73939514,19.73674011,20.66200256
boxm -2.49969482,-16.04949951,-7.12207031
open 1
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