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- ⦿
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⊚
- ⵙ · ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ · ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ · ⵙ
- ⦿
- ⵙ · ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ · ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ · ⵙ
- ⊚
- ⵙ ∶ ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ ∶ ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ ∶ ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ ∶ ⵙ
- ⦿
- ⵙ ∶ ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ ∶ ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ ∶ ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ ∶ ⵙ
- ⴲ
- ⵙ ⁂ⵈ◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ⁂ⵈ◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌ⵈ⁂ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌ⵈ⁂ ⵙ
- ⦿
- ⵙ ⁂ⵈ◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ⁂ⵈ◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌ⵈ⁂ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌ⵈ⁂ ⵙ
- ⊚
- ⵙ ⵔ ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ ⵔ ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ ⵔ ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ ⵔ ⵙ
- ⦿
- ⵙ ⵔ ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ ⵔ ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ ⵔ ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ ⵔ ⵙ
- ⊚
- ⵙ · ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ · ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ · ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ · ⵙ
- ⦿
- ⵙ · ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ · ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ · ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ · ⵙ
- ⊚
- ⵙ ߦᙏᗩᖆᖇ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ߦᙎᗨᖈᖉ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ᖆᖇᗩᙏߦ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ᖈᖉᗨᙎߦ ⵙ
- ⦿
- ⵙ ߦᙏᗩᖆᖇ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ߦᙎᗨᖈᖉ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ᖆᖇᗩᙏߦ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ᖈᖉᗨᙎߦ ⵙ
- ⴲ
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⦿
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⊚
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ
- ⚪
- ⵙ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⦿
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ
- ⚪
- ⵙ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⴲ
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⦿
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⊚
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⦿
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⊚
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⦿
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⦶
- ⵙ ИNⓄꖴᔓᔕᗱᗴᖆᖇߦꕤᗱᗴ ⵙ
- ⵙ NИⓄꖴᔕᔓᗱᗴᖈᖉߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦᖆᖇᗱᗴᔓᔕꖴⓄИN ⵙ
- ⵙ ᗱᗴꕤߦᖈᖉᗱᗴᔕᔓꖴⓄNИ ⵙ
- ⦿
- ⵙ ИNⓄꖴᔓᔕᗱᗴᖆᖇߦꕤᗱᗴ ⵙ
- ⵙ NИⓄꖴᔕᔓᗱᗴᖈᖉߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦᖆᖇᗱᗴᔓᔕꖴⓄИN ⵙ
- ⵙ ᗱᗴꕤߦᖈᖉᗱᗴᔕᔓꖴⓄNИ ⵙ
- ⴲ
- ⵙ ꕤᗱᗴΛ ⵙ
- ⵙ ꕤᗱᗴV ⵙ
- ⚪
- ⵙ Λᗱᗴꕤ ⵙ
- ⵙ Vᗱᗴꕤ ⵙ
- ⦿
- ⵙ ꕤᗱᗴΛ ⵙ
- ⵙ ꕤᗱᗴV ⵙ
- ⚪
- ⵙ Λᗱᗴꕤ ⵙ
- ⵙ Vᗱᗴꕤ ⵙ
- ⴲ
- ⵙ ᗱᗴᙁᕈᕋИNᗩᖆᖇᗯ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ᗱᗴᙀᕊᕍNИᗨᖈᖉᗰ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᗯᖆᖇᗩИNᕈᕋᙁᗱᗴ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᗰᖈᖉᗨNИᕊᕍᙀᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᙁᕈᕋИNᗩᖆᖇᗯ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ᗱᗴᙀᕊᕍNИᗨᖈᖉᗰ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᗯᖆᖇᗩИNᕈᕋᙁᗱᗴ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᗰᖈᖉᗨNИᕊᕍᙀᗱᗴ ⵙ
- ⴲ
- ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ⋎✤ꖴᔓᔕИNᗱᗴᗝ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙁᔓᔕ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙀᔕᔓ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᔓᔕᙁꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᔕᔓᙀꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ
- ⦿
- ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ⋎✤ꖴᔓᔕИNᗱᗴᗝ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙁᔓᔕ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙀᔕᔓ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᔓᔕᙁꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᔕᔓᙀꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ
- ⊚
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⚪
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⦿
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⚪
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⦶
- ⵙ · ⊚ ИNⓄꖴ✤ᗩᖆᖇᑎ✤ᗩᔓᔕ ⵙ
- ⵙ · ⊚ ИNⓄꖴ✤ᗨᖈᖉᑌ✤ᗨᔕᔓ ⵙ
- ⚪
- ⵙ ᔓᔕᗩ✤ᑎᖆᖇᗩ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ᔕᔓᗨ✤ᑌᖈᖉᗨ✤ꖴⓄNИ ⊚ · ⵙ
- ⦿
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- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⵙ ᔕᔓᑐᑕHᗱᗴᙎᗱᗴ ⊚ HⓄᑌᗜꖴNИꖴ ⵙ ᙀꖴᕊᕍH✤ ⵙ
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- ⦿
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- ⵙ ✻ᑐᑕᗨᑯᑲᗱᗴᖈᖉ ⵙ ✻IᙀⓄᑯᑲ✻ ⵙ ∶ⵘ∶ ⵙ ᖈᖉ ⵙ ⵘ∶ ⵙ ∷ⵔ ⵙ · ⵙ · ⵙ ᐁ·ⵔ∶ ⵙ ᑯᑲⓄHᔕᔓⓄ✤ⓄHᑯᑲ ⵙ ᗱᗴ⚭Ⓞᗜᗨ ⵙ
- ⚪
- ⵙ ᗩᗝⓄ⚭ᗱᗴ ⵙ ᑫᑭHⓄ✤ⓄᔓᔕHⓄᑫᑭ ⵙ ∶ⵔ·ᐃ ⵙ · ⵙ · ⵙ ⵔ∷ ⵙ ∶ⵘ ⵙ ᖆᖇ ⵙ ∶ⵘ∶ ⵙ ✻ᑫᑭⓄᙁI✻ ⵙ ᖆᖇᗱᗴᑫᑭᗩᑐᑕ✻ ⵙ
- ⵙ ᗨᗜⓄ⚭ᗱᗴ ⵙ ᑯᑲHⓄ✤ⓄᔕᔓHⓄᑯᑲ ⵙ ∶ⵔ·ᐁ ⵙ · ⵙ · ⵙ ⵔ∷ ⵙ ∶ⵘ ⵙ ᖈᖉ ⵙ ∶ⵘ∶ ⵙ ✻ᑯᑲⓄᙀI✻ ⵙ ᖈᖉᗱᗴᑯᑲᗨᑐᑕ✻ ⵙ
- ⊚
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- ⵙ ✤Hᕊᕍꖴᙀ ⊚ ᗱᗴᔕᔓᖈᖉᗱᗴVNИꖴ ⵙ ᗱᗴVꖴ✤ᗨᑐᑕꖴᙀߦꖴ✤ᙀᑌᙎ ⵙ
- ⚪
- ⵙ ᙏᑎᙁ✤ꖴߦᙁꖴᑐᑕᗩ✤ꖴΛᗱᗴ ⵙ ꖴИNΛᗱᗴᖆᖇᔓᔕᗱᗴ ⊚ ᙁꖴᕈᕋH✤ ⵙ
- ⵙ ᙎᑌᙀ✤ꖴߦᙀꖴᑐᑕᗨ✤ꖴVᗱᗴ ⵙ ꖴNИVᗱᗴᖈᖉᔕᔓᗱᗴ ⊚ ᙀꖴᕊᕍH✤ ⵙ
- ⦿
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- ⵙ ✤Hᕊᕍꖴᙀ ⊚ ᗱᗴᔕᔓᖈᖉᗱᗴVNИꖴ ⵙ ᗱᗴVꖴ✤ᗨᑐᑕꖴᙀߦꖴ✤ᙀᑌᙎ ⵙ
- ⚪
- ⵙ ᙏᑎᙁ✤ꖴߦᙁꖴᑐᑕᗩ✤ꖴΛᗱᗴ ⵙ ꖴИNΛᗱᗴᖆᖇᔓᔕᗱᗴ ⊚ ᙁꖴᕈᕋH✤ ⵙ
- ⵙ ᙎᑌᙀ✤ꖴߦᙀꖴᑐᑕᗨ✤ꖴVᗱᗴ ⵙ ꖴNИVᗱᗴᖈᖉᔕᔓᗱᗴ ⊚ ᙀꖴᕊᕍH✤ ⵙ
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- ⵙ ᙀᗨꖴ✤NИᗱᗴNИⓄߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦⓄИNᗱᗴИN✤ꖴᗩᙁ ⵙ
- ⵙ ᗱᗴꕤߦⓄNИᗱᗴNИ✤ꖴᗨᙀ ⵙ
- ⦿
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- ⵙ ᙀᗨꖴ✤NИᗱᗴNИⓄߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦⓄИNᗱᗴИN✤ꖴᗩᙁ ⵙ
- ⵙ ᗱᗴꕤߦⓄNИᗱᗴNИ✤ꖴᗨᙀ ⵙ
- ⦶
- ⵙ ᑐᑕᖆᖇᗩ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ✤ⓄⓄᖆᖇ ⵙ ᗱᗴᖆᖇᗩᑎ¤ᔓᔕ ⵙ
- ⵙ ᑐᑕᖈᖉᗨ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ✤ⓄⓄᖈᖉ ⵙ ᗱᗴᖈᖉᗨᑌ¤ᔕᔓ ⵙ
- ⚪
- ⵙ ᔓᔕ¤ᑎᗩᖆᖇᗱᗴ ⵙ ᖆᖇⓄⓄ✤ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙ ᗩᖆᖇᑐᑕ ⵙ
- ⵙ ᔕᔓ¤ᑌᗨᖈᖉᗱᗴ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙ ᗨᖈᖉᑐᑕ ⵙ
- ⦿
- ⵙ ᑐᑕᖆᖇᗩ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ✤ⓄⓄᖆᖇ ⵙ ᗱᗴᖆᖇᗩᑎ¤ᔓᔕ ⵙ
- ⵙ ᑐᑕᖈᖉᗨ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ✤ⓄⓄᖈᖉ ⵙ ᗱᗴᖈᖉᗨᑌ¤ᔕᔓ ⵙ
- ⚪
- ⵙ ᔓᔕ¤ᑎᗩᖆᖇᗱᗴ ⵙ ᖆᖇⓄⓄ✤ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙ ᗩᖆᖇᑐᑕ ⵙ
- ⵙ ᔕᔓ¤ᑌᗨᖈᖉᗱᗴ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙ ᗨᖈᖉᑐᑕ ⵙ
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- ⚪
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- ⵙ dwYЯku\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
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- ⵙ HTTP://IMGPILE.CⓄM/i/ukRYwb ⵙ
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- ⦶
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦿
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦶
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⦿
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⦶
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦿
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
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- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⦿
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
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- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
- ⦿
- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
- ⊚
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⦿
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⊚
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⦿
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⊚
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⚪
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⦿
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⚪
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⊚
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⚪
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⦿
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⚪
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⊚
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⦿
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⴲ
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⦿
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⊚
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⦿
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⴲ
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⦿
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⦶
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⦿
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⦶
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⦿
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⦶
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⦿
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⦶
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⦿
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⦶
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
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- ⵙ HTTP://THEBⓄⓄKⓄFSHADERS.CⓄM/05 ⵙ
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- ⦿
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
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- ⴲ
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- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⦿
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- ⚪
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
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- ⴲ
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- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
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- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
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- ⦿
- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
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- ⚪
- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
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- ⚪
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- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐁⵘ ⵙ ߦⓄᗰᗱᗴᖈᖉ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ ᗱᗴᗜᕊᕍᗱᗴ ⵙ ⏀ᗨᙀⓄ⏀ ⵙ ⏀ᗨᑐᑕꖴNИᕊᕍ ⵙ ᖈᖉᗨ✤ꖴⓄ ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᔕᔓHᗨᗜᗱᗴᖈᖉ ⵙ ᙎᗨ✤ᑐᑕᗨߦ ⵙ
- ⦿
- ⵙ ߦᗩᑐᑕ✤ᗩᙏ ⵙ ᖆᖇᗱᗴᗝᗩHᔓᔕ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ Ⓞꖴ✤ᗩᖆᖇ ⵙ ᕈᕋИNꖴᑐᑕᗩ⏀ ⵙ ⏀Ⓞᙁᗩ⏀ ⵙ ᗱᗴᕈᕋᗝᗱᗴ ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ᗱᗴИNꖴᔓᔕⓄᑐᑕ ⵙ ✤ⓄⓄᖆᖇ ⵙ ᖆᖇᗱᗴᗯⓄߦ ⵙ ⵘᐃ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⵙ ߦᗨᑐᑕ✤ᗨᙎ ⵙ ᖈᖉᗱᗴᗜᗨHᔕᔓ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ Ⓞꖴ✤ᗨᖈᖉ ⵙ ᕊᕍNИꖴᑐᑕᗨ⏀ ⵙ ⏀Ⓞᙀᗨ⏀ ⵙ ᗱᗴᕊᕍᗜᗱᗴ ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ᗱᗴNИꖴᔕᔓⓄᑐᑕ ⵙ ✤ⓄⓄᖈᖉ ⵙ ᖈᖉᗱᗴᗰⓄߦ ⵙ ⵘᐁ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⚪
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐃⵘ ⵙ ߦⓄᗯᗱᗴᖆᖇ ⵙ ᖆᖇⓄⓄ✤ ⵙ ᑐᑕⓄᔓᔕꖴИNᗱᗴ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ ᗱᗴᗝᕈᕋᗱᗴ ⵙ ⏀ᗩᙁⓄ⏀ ⵙ ⏀ᗩᑐᑕꖴИNᕈᕋ ⵙ ᖆᖇᗩ✤ꖴⓄ ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ᔓᔕHᗩᗝᗱᗴᖆᖇ ⵙ ᙏᗩ✤ᑐᑕᗩߦ ⵙ
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐁⵘ ⵙ ߦⓄᗰᗱᗴᖈᖉ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ ᗱᗴᗜᕊᕍᗱᗴ ⵙ ⏀ᗨᙀⓄ⏀ ⵙ ⏀ᗨᑐᑕꖴNИᕊᕍ ⵙ ᖈᖉᗨ✤ꖴⓄ ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᔕᔓHᗨᗜᗱᗴᖈᖉ ⵙ ᙎᗨ✤ᑐᑕᗨߦ ⵙ
- ⴲ
- ⵙ ᗱᗴᕈᕋᗩᑎᕈᕋИNᗩᙁ ⵙ ᕈᕋИNꖴᗝᗩHᔓᔕ ⵙ ИNᗱᗴߦⓄ ⵙ
- ⵙ ᗱᗴᕊᕍᗨᑌᕊᕍNИᗨᙀ ⵙ ᕊᕍNИꖴᗜᗨHᔕᔓ ⵙ NИᗱᗴߦⓄ ⵙ
- ⚪
- ⵙ ⓄߦᗱᗴИN ⵙ ᔓᔕHᗩᗝꖴИNᕈᕋ ⵙ ᙁᗩИNᕈᕋᑎᗩᕈᕋᗱᗴ ⵙ
- ⵙ ⓄߦᗱᗴNИ ⵙ ᔕᔓHᗨᗜꖴNИᕊᕍ ⵙ ᙀᗨNИᕊᕍᑌᗨᕊᕍᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᕈᕋᗩᑎᕈᕋИNᗩᙁ ⵙ ᕈᕋИNꖴᗝᗩHᔓᔕ ⵙ ИNᗱᗴߦⓄ ⵙ
- ⵙ ᗱᗴᕊᕍᗨᑌᕊᕍNИᗨᙀ ⵙ ᕊᕍNИꖴᗜᗨHᔕᔓ ⵙ NИᗱᗴߦⓄ ⵙ
- ⚪
- ⵙ ⓄߦᗱᗴИN ⵙ ᔓᔕHᗩᗝꖴИNᕈᕋ ⵙ ᙁᗩИNᕈᕋᑎᗩᕈᕋᗱᗴ ⵙ
- ⵙ ⓄߦᗱᗴNИ ⵙ ᔕᔓHᗨᗜꖴNИᕊᕍ ⵙ ᙀᗨNИᕊᕍᑌᗨᕊᕍᗱᗴ ⵙ
- ⴲ
- ⵙ ᖆᖇᗱᗴᖆᖇᗱᗴᗝИNᗱᗴᖆᖇ ⵙ⠀⠀⠀ⵙ ᖆᖇᗱᗴИNᗝᗱᗴᖆᖇᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᖈᖉᗱᗴᗜNИᗱᗴᖈᖉ ⵙ⠀⠀⠀ⵙ ᖈᖉᗱᗴNИᗜᗱᗴᖈᖉᗱᗴᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇᗱᗴᖆᖇᗱᗴᗝИNᗱᗴᖆᖇ ⵙ⠀⠀⠀ⵙ ᖆᖇᗱᗴИNᗝᗱᗴᖆᖇᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᖈᖉᗱᗴᗜNИᗱᗴᖈᖉ ⵙ⠀⠀⠀ⵙ ᖈᖉᗱᗴNИᗜᗱᗴᖈᖉᗱᗴᖈᖉ ⵙ
- ⴲ
- ⵙ ᔓᔕᗱᗴᙁᑐᑕ⋏ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋏ᑐᑕᙁᗱᗴᔓᔕ ⵙ
- ⚪
- ⵙ ᔕᔓᗱᗴᙀᑐᑕ⋎ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋎ᑐᑕᙀᗱᗴᔕᔓ ⵙ
- ⦿
- ⵙ ᔓᔕᗱᗴᙁᑐᑕ⋏ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋏ᑐᑕᙁᗱᗴᔓᔕ ⵙ
- ⚪
- ⵙ ᔕᔓᗱᗴᙀᑐᑕ⋎ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋎ᑐᑕᙀᗱᗴᔕᔓ ⵙ
- ⴲ
- ⵙ ᖆᖇᗱᗴᗝИNᗱᗴᙁ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙁᗱᗴИNᗝᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᗜNИᗱᗴᙀ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙀᗱᗴNИᗜᗱᗴᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇᗱᗴᗝИNᗱᗴᙁ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙁᗱᗴИNᗝᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᗜNИᗱᗴᙀ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙀᗱᗴNИᗜᗱᗴᖈᖉ ⵙ
- ⦶
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⦿
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⵙ
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⦿
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⊚
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⦿
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⵙ
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⦿
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⊚
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⚪
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⦿
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⚪
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⠀
- ⠀
- ⠀
- ⠀
- ⦶
- ⠀
- ⠀
- ⠀
- ⠀
- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
- ⚪
- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
- ⠀
- ⦿
- ⠀
- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
- ⚪
- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
- ⠀
- ⠀
- ◌
- ⠀
- ⠀
- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
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- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
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- ⵙ 09.2rɘbnɘlB\ɘƨaɘlɘr\GЯⓄ.ЯƎDИƎLB.DAⓄLИWⓄD\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://DⓄWNLⓄAD.BLENDER.ⓄRG/release/Blender2.90 ⵙ
- ⠀
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- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
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- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
- ⠀
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- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
- ⚪
- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
- ⠀
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- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
- ⚪
- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
- ⠀
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- ⠀
- ⵙ KϽAH-HTAP-ƎЯOϽ-ИIW-ƧM-IPA\UЯDИAXƎLAИ\MⓄϽ.BUHTIG\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://GITHUB.CⓄM/NALEXANDRU/API-MS-WIN-CORE-PATH-HACK ⵙ
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- ⠀
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- ⚪
- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
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- ⵙ fdq.BM02%მ102%kooB02%ɘtɘlqmoϽ02%AƧИ02%ɘht02%bna02%tfoƨorↄiM02%morf02%flɘƨruoY02%ɘɘrF\baolnwobaↄohq\GЯⓄ.AƧИƎHTDИATFⓄƧⓄЯϽIMMⓄЯFFLƎƧЯUⓄYƎƎЯF\\:PTTH ⵙ
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- ⚪
- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
- ⦶
- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⦿
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- ⚪
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- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⚇
- ⵙ gnq.QƎpyTH\ⓄI.ILII\\:PTTH ⵙ
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- ⚪
- ⵙ HTTP://IILI.IⓄ/HTyqEQ.png ⵙ
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- ⦿
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- ⚪
- ⵙ HTTP://IILI.IⓄ/HTyqEQ.png ⵙ
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- ⊚
- ⵙ gnq.ЯtDਟU7\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
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- ⚪
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- ⦿
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- ⚪
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- ⚇
- ⵙ ✻ᑐᑕꖴᖆᖇ✤ ⵙ ᗝИNᗩᖆᖇᕈᕋ ⵙ ᙁᗩИNꖴ⏀ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ⏀Ⓞ ⵙ ᙁᗱᗴИNᑎ✤ ⵙ
- ⵙ ✻ᑐᑕꖴᖈᖉ✤ ⵙ ᗜNИᗨᖈᖉᕊᕍ ⵙ ᙀᗨNИꖴ⏀ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ⏀Ⓞ ⵙ ᙀᗱᗴNИᑌ✤ ⵙ
- ⚪
- ⵙ ✤ᑎИNᗱᗴᙁ ⵙ Ⓞ⏀ ⵙ ᙁꖴᕈᕋH✤ ⵙ ⏀ꖴИNᗩᙁ ⵙ ᕈᕋᖆᖇᗩИNᗝ ⵙ ✤ᖆᖇꖴᑐᑕ✻ ⵙ
- ⵙ ✤ᑌNИᗱᗴᙀ ⵙ Ⓞ⏀ ⵙ ᙀꖴᕊᕍH✤ ⵙ ⏀ꖴNИᗨᙀ ⵙ ᕊᕍᖈᖉᗨNИᗜ ⵙ ✤ᖈᖉꖴᑐᑕ✻ ⵙ
- ⦿
- ⵙ ✻ᑐᑕꖴᖆᖇ✤ ⵙ ᗝИNᗩᖆᖇᕈᕋ ⵙ ᙁᗩИNꖴ⏀ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ⏀Ⓞ ⵙ ᙁᗱᗴИNᑎ✤ ⵙ
- ⵙ ✻ᑐᑕꖴᖈᖉ✤ ⵙ ᗜNИᗨᖈᖉᕊᕍ ⵙ ᙀᗨNИꖴ⏀ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ⏀Ⓞ ⵙ ᙀᗱᗴNИᑌ✤ ⵙ
- ⚪
- ⵙ ✤ᑎИNᗱᗴᙁ ⵙ Ⓞ⏀ ⵙ ᙁꖴᕈᕋH✤ ⵙ ⏀ꖴИNᗩᙁ ⵙ ᕈᕋᖆᖇᗩИNᗝ ⵙ ✤ᖆᖇꖴᑐᑕ✻ ⵙ
- ⵙ ✤ᑌNИᗱᗴᙀ ⵙ Ⓞ⏀ ⵙ ᙀꖴᕊᕍH✤ ⵙ ⏀ꖴNИᗨᙀ ⵙ ᕊᕍᖈᖉᗨNИᗜ ⵙ ✤ᖈᖉꖴᑐᑕ✻ ⵙ
- ⊚
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://ESPAVⓄ.NING.CⓄM/m/blogpost?id=3776235:BlogPost:1632653 ⵙ
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- ⦿
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⚪
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- ⦶
- ⵙ ᗯᗱᗴꖴΛᖆᖇᗱᗴ✤ИNꖴ ⵙ ᙁᖆᖇꖴᗩ ⵙ
- ⵙ ᗰᗱᗴꖴVᖈᖉᗱᗴ✤NИꖴ ⵙ ᙀᖈᖉꖴᗨ ⵙ
- ⚪
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- ⵙ ᗨꖴᖈᖉᙀ ⵙ ꖴNИ✤ᗱᗴᖈᖉVꖴᗱᗴᗰ ⵙ
- ⦿
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- ⵙ ᗰᗱᗴꖴVᖈᖉᗱᗴ✤NИꖴ ⵙ ᙀᖈᖉꖴᗨ ⵙ
- ⚪
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- ⵙ ᗨꖴᖈᖉᙀ ⵙ ꖴNИ✤ᗱᗴᖈᖉVꖴᗱᗴᗰ ⵙ
- ⊚
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⦿
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⚪
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- ⊚
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⚪
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- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⦿
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⚪
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- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⦶
- ⵙ ߦ⋏✤ᗩߦᗱᗴဂᙏᗱᗴ✤ ⵙ ꕤ∣❁∣НⵄIᙏᑐᑕᗩ✻ ⵙ ᙏᗱᗴⵄ⚯ᗩ⚭∣❁∣⧻ߦᗱᗴᗝ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙁᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗝ ⵙ Ȋ̮ᗩᙁᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗩᙁᗩᒣᒥ ⵙ Ȋ̮ᗩߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗩ⧲IᙁⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙁIȊ̮IᗝᗱᗴН ⵙ ᗩН❁ᙁⓄ⚭ᗱᗴᗩ⚭ᑐᑕ ⵙ
- ⵙ ߦ⋎✤ᗨߦᗱᗴပᙎᗱᗴ✤ ⵙ ꕤ∣❁∣НⵖIᙎᑐᑕᗨ✻ ⵙ ᙎᗱᗴⵖ⚯ᗨ⚭∣❁∣⧻ߦᗱᗴᗜ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙀᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗜ ⵙ Ȋ̮ᗨᙀᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗨᙀᗨᒧᒪ ⵙ Ȋ̮ᗨߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗨ⧲IᙀⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙀIȊ̮IᗜᗱᗴН ⵙ ᗨН❁ᙀⓄ⚭ᗱᗴᗨ⚭ᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕ⚭ᗩᗱᗴ⚭Ⓞᙁ❁Нᗩ ⵙ НᗱᗴᗝIȊ̮Iᙁ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙁI⧲ᗩ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗩȊ̮ ⵙ ᒣᒥᗩᙁᗩ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙁᗩȊ̮ ⵙ ᗝ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙁᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗝᗱᗴߦ⧻∣❁∣⚭ᗩ⚯ⵄᗱᗴᙏ ⵙ ✻ᗩᑐᑕᙏIⵄН∣❁∣ꕤ ⵙ ✤ᗱᗴᙏဂᗱᗴߦᗩ✤⋏ߦ ⵙ
- ⵙ ᑐᑕ⚭ᗨᗱᗴ⚭Ⓞᙀ❁Нᗨ ⵙ НᗱᗴᗜIȊ̮Iᙀ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙀI⧲ᗨ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗨȊ̮ ⵙ ᒧᒪᗨᙀᗨ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙀᗨȊ̮ ⵙ ᗜ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙀᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗜᗱᗴߦ⧻∣❁∣⚭ᗨ⚯ⵖᗱᗴᙎ ⵙ ✻ᗨᑐᑕᙎIⵖН∣❁∣ꕤ ⵙ ✤ᗱᗴᙎပᗱᗴߦᗨ✤⋎ߦ ⵙ
- ⦿
- ⵙ ߦ⋏✤ᗩߦᗱᗴဂᙏᗱᗴ✤ ⵙ ꕤ∣❁∣НⵄIᙏᑐᑕᗩ✻ ⵙ ᙏᗱᗴⵄ⚯ᗩ⚭∣❁∣⧻ߦᗱᗴᗝ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙁᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗝ ⵙ Ȋ̮ᗩᙁᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗩᙁᗩᒣᒥ ⵙ Ȋ̮ᗩߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗩ⧲IᙁⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙁIȊ̮IᗝᗱᗴН ⵙ ᗩН❁ᙁⓄ⚭ᗱᗴᗩ⚭ᑐᑕ ⵙ
- ⵙ ߦ⋎✤ᗨߦᗱᗴပᙎᗱᗴ✤ ⵙ ꕤ∣❁∣НⵖIᙎᑐᑕᗨ✻ ⵙ ᙎᗱᗴⵖ⚯ᗨ⚭∣❁∣⧻ߦᗱᗴᗜ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙀᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗜ ⵙ Ȋ̮ᗨᙀᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗨᙀᗨᒧᒪ ⵙ Ȋ̮ᗨߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗨ⧲IᙀⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙀIȊ̮IᗜᗱᗴН ⵙ ᗨН❁ᙀⓄ⚭ᗱᗴᗨ⚭ᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕ⚭ᗩᗱᗴ⚭Ⓞᙁ❁Нᗩ ⵙ НᗱᗴᗝIȊ̮Iᙁ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙁI⧲ᗩ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗩȊ̮ ⵙ ᒣᒥᗩᙁᗩ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙁᗩȊ̮ ⵙ ᗝ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙁᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗝᗱᗴߦ⧻∣❁∣⚭ᗩ⚯ⵄᗱᗴᙏ ⵙ ✻ᗩᑐᑕᙏIⵄН∣❁∣ꕤ ⵙ ✤ᗱᗴᙏဂᗱᗴߦᗩ✤⋏ߦ ⵙ
- ⵙ ᑐᑕ⚭ᗨᗱᗴ⚭Ⓞᙀ❁Нᗨ ⵙ НᗱᗴᗜIȊ̮Iᙀ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙀI⧲ᗨ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗨȊ̮ ⵙ ᒧᒪᗨᙀᗨ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙀᗨȊ̮ ⵙ ᗜ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙀᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗜᗱᗴߦ⧻∣❁∣⚭ᗨ⚯ⵖᗱᗴᙎ ⵙ ✻ᗨᑐᑕᙎIⵖН∣❁∣ꕤ ⵙ ✤ᗱᗴᙎပᗱᗴߦᗨ✤⋎ߦ ⵙ
- ⦶
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⦿
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⊚
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⦿
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⦶
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗝ3Ԑ ⵙ ᗩ⧲IᙁⓄ✤ꡕ ⵙ ᙏᗱᗴⵄ ⵙ ЭЄꡕ❁Нᗩߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗩЗԐIⵄᑐᑕI ⵙ
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗜ3Ԑ ⵙ ᗩ⧲IᙀⓄ✤Ш ⵙ ᙎᗱᗴⵖ ⵙ ЭЄШ❁Нᗨߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗨЗԐIⵖᑐᑕI ⵙ
- ⚪
- ⵙ IᑐᑕⵄIЗԐᗩ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗩН❁ꡕЭЄ ⵙ ⵄᗱᗴᙏ ⵙ ꡕ✤ⓄᙁI⧲ᗩ ⵙ 3Ԑᗝ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⵙ IᑐᑕⵖIЗԐᗨ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗨН❁ШЭЄ ⵙ ⵖᗱᗴᙎ ⵙ Ш✤ⓄᙀI⧲ᗩ ⵙ 3Ԑᗜ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⦿
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗝ3Ԑ ⵙ ᗩ⧲IᙁⓄ✤ꡕ ⵙ ᙏᗱᗴⵄ ⵙ ЭЄꡕ❁Нᗩߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗩЗԐIⵄᑐᑕI ⵙ
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗜ3Ԑ ⵙ ᗩ⧲IᙀⓄ✤Ш ⵙ ᙎᗱᗴⵖ ⵙ ЭЄШ❁Нᗨߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗨЗԐIⵖᑐᑕI ⵙ
- ⚪
- ⵙ IᑐᑕⵄIЗԐᗩ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗩН❁ꡕЭЄ ⵙ ⵄᗱᗴᙏ ⵙ ꡕ✤ⓄᙁI⧲ᗩ ⵙ 3Ԑᗝ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⵙ IᑐᑕⵖIЗԐᗨ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗨН❁ШЭЄ ⵙ ⵖᗱᗴᙎ ⵙ Ш✤ⓄᙀI⧲ᗩ ⵙ 3Ԑᗜ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⦶
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⦿
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ⠀
- ⠀
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- ⚪
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- ⠀
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- ⵙ O\ƨrɘƨu\ⓄϽ.ЯKИLP\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://PLNKR.CⓄ/users/O ⵙ
- ⚪
- ⵙ O\ƨrɘƨu\ⓄϽ.ЯKИLP\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://PLNKR.CⓄ/users/O ⵙ
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- ⚪
- ⵙ O\ƨrɘƨu\ⓄϽ.ЯKИLP\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://PLNKR.CⓄ/users/O ⵙ
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- ⵙ O\ƨrɘƨu\ⓄϽ.ЯKИLP\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://PLNKR.CⓄ/users/O ⵙ
- ⚪
- ⵙ O\ƨrɘƨu\ⓄϽ.ЯKИLP\\:PTTH ⵙ⠀⠀⠀ⵙ HTTP://PLNKR.CⓄ/users/O ⵙ
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- ⵙ \მმ097\yrtnɘ\af\ЯI.DAⓄLИWⓄD0ԐP:ɘhↄaↄ=p?hↄraɘƨ\MⓄϽ.TИƎTИⓄϽЯƎƧUƎLGⓄⓄG.ƎHƎAϽBƎW\\:PTTH ⵙ
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- ⵙ HTTP://UK.WIKIPEDIA.ⓄRG/wiki/%D0%B1%D1%96%D0%BB%D0%B0_%D0%B4%D1%96%D1%80%D0%B0 ⵙ
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- ⵙ 0B%0D%08%1D%მ9%1D%4B%0D%_0B%0D%BB%0D%მ9%1D%1B%0D%\ikiw\GЯⓄ.AIDƎPIKIW.KU\\:PTTH ⵙ
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- ⚪
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- ⵙ HTTP://UK.WIKIPEDIA.ⓄRG/wiki/%D0%B1%D1%96%D0%BB%D0%B0_%D0%B4%D1%96%D1%80%D0%B0 ⵙ
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- ⚪
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- ⚪
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- ⚪
- ⵙ ⓄН✤ꖴᙎᗨပᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴပᗨᙎꖴ✤НⓄ ⵙ
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- ⵙ ⓄН✤ꖴᙏᗩဂᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴဂᗩᙏꖴ✤НⓄ ⵙ
- ⚪
- ⵙ ⓄН✤ꖴᙎᗨပᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴပᗨᙎꖴ✤НⓄ ⵙ
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- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⊕
- ⵙ ⓄН❁ᙁꖴIဂⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄဂIꖴᙁ❁НⓄ ⵙ
- ⚪
- ⵙ ⓄН❁ᙀꖴIပⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄပIꖴᙀ❁НⓄ ⵙ
- ⦿
- ⵙ ⓄН❁ᙁꖴIဂⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄဂIꖴᙁ❁НⓄ ⵙ
- ⚪
- ⵙ ⓄН❁ᙀꖴIပⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄပIꖴᙀ❁НⓄ ⵙ
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- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
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- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
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- ⵙ ਟ8840Ԑਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⵙ ਟ8840Ԑਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5304885 ⵙ
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5304885 ⵙ
- ⴲ
- ⵙ ᗱᗴᗝᗩ⏀ ⵙ ᗱᗴИNꖴᔓᔕⓄᑐᑕ ⵙ
- ⵙ ᗱᗴᗜᗨ⏀ ⵙ ᗱᗴNИꖴᔕᔓⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᔓᔕꖴИNᗱᗴ ⵙ ⏀ᗩᗝᗱᗴ ⵙ
- ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ⏀ᗨᗜᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᗝᗩ⏀ ⵙ ᗱᗴИNꖴᔓᔕⓄᑐᑕ ⵙ
- ⵙ ᗱᗴᗜᗨ⏀ ⵙ ᗱᗴNИꖴᔕᔓⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᔓᔕꖴИNᗱᗴ ⵙ ⏀ᗩᗝᗱᗴ ⵙ
- ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ⏀ᗨᗜᗱᗴ ⵙ
- ⊚
- ⵙ ᖆᖇⓄ✤ꖴᗝᗱᗴ ⵙ Ⓞꖴᗝᑎᗩ ⵙ ❋ꕤᖆᖇ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⵙ ᖈᖉⓄ✤ꖴᗜᗱᗴ ⵙ Ⓞꖴᗜᑌᗨ ⵙ ❋ꕤᖈᖉ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⚪
- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖆᖇꕤ❋ ⵙ ᗩᑎᗝꖴⓄ ⵙ ᗱᗴᗝꖴ✤Ⓞᖆᖇ ⵙ
- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖈᖉꕤ❋ ⵙ ᗨᑌᗜꖴⓄ ⵙ ᗱᗴᗜꖴ✤Ⓞᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇⓄ✤ꖴᗝᗱᗴ ⵙ Ⓞꖴᗝᑎᗩ ⵙ ❋ꕤᖆᖇ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⵙ ᖈᖉⓄ✤ꖴᗜᗱᗴ ⵙ Ⓞꖴᗜᑌᗨ ⵙ ❋ꕤᖈᖉ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⚪
- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖆᖇꕤ❋ ⵙ ᗩᑎᗝꖴⓄ ⵙ ᗱᗴᗝꖴ✤Ⓞᖆᖇ ⵙ
- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖈᖉꕤ❋ ⵙ ᗨᑌᗜꖴⓄ ⵙ ᗱᗴᗜꖴ✤Ⓞᖈᖉ ⵙ
- ⊚
- ⵙ 87მ849ਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⵙ 87მ849ਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5948678 ⵙ
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5948678 ⵙ
- ⦿
- ⵙ 87მ849ਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⵙ 87მ849ਟ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5948678 ⵙ
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5948678 ⵙ
- ⊚
- ⵙ gnq.22ԐaƨI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.22ԐaƨI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/Isa322.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/Isa322.png ⵙ
- ⦿
- ⵙ gnq.22ԐaƨI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.22ԐaƨI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/Isa322.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/Isa322.png ⵙ
- ⊚
- ⵙ 22ԐaƨI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 22ԐaƨI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/Isa322 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/Isa322 ⵙ
- ⦿
- ⵙ 22ԐaƨI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 22ԐaƨI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/Isa322 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/Isa322 ⵙ
- ⴲ
- ⵙ gnq.dƧYƨPI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.dƧYƨPI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IPsYSb.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IPsYSb.png ⵙ
- ⦿
- ⵙ gnq.dƧYƨPI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.dƧYƨPI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IPsYSb.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IPsYSb.png ⵙ
- ⊚
- ⵙ dƧYƨPI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ dƧYƨPI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IPsYSb ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IPsYSb ⵙ
- ⦿
- ⵙ dƧYƨPI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ dƧYƨPI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IPsYSb ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IPsYSb ⵙ
- ⴲ
- ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ✤ᗱᗴΛᙁᗱᗴΛ ⵙ ᗝᙁⓄHᔓᔕᗱᗴᖆᖇH✤ ⵙ ⋏✤ꖴᙁᗩꖴИNᗱᗴᕈᕋИNⓄᑐᑕ ⵙ ⋏ᑐᑕИNᗱᗴᑎ¤ᗱᗴᖆᖇ⏀# ⵙ ᔓᔕᗱᗴ✤ⓄИN ⵙ ⵘ∷· ⵙ
- ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ✤ᗱᗴVᙀᗱᗴV ⵙ ᗜᙀⓄHᔕᔓᗱᗴᖈᖉH✤ ⵙ ⋎✤ꖴᙀᗨꖴNИᗱᗴᕊᕍNИⓄᑐᑕ ⵙ ⋎ᑐᑕNИᗱᗴᑌ¤ᗱᗴᖈᖉ⏀# ⵙ ᔕᔓᗱᗴ✤ⓄNИ ⵙ ⵘ∷· ⵙ
- ⚪
- ⵙ ·∷ⵘ ⵙ ИNⓄ✤ᗱᗴᔓᔕ ⵙ ⏀ᖆᖇᗱᗴ¤ᑎᗱᗴИNᑐᑕ⋏ ⵙ ᑐᑕⓄИNᕈᕋᗱᗴИNꖴᗩᙁꖴ✤⋏ ⵙ ✤HᖆᖇᗱᗴᔓᔕHⓄᙁᗝ# ⵙ ΛᗱᗴᙁΛᗱᗴ✤ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ
- ⵙ ·∷ⵘ ⵙ NИⓄ✤ᗱᗴᔕᔓ ⵙ ⏀ᖈᖉᗱᗴ¤ᑌᗱᗴNИᑐᑕ⋎ ⵙ ᑐᑕⓄNИᕊᕍᗱᗴNИꖴᗨᙀꖴ✤⋎ ⵙ ✤HᖈᖉᗱᗴᔕᔓHⓄᙀᗜ# ⵙ VᗱᗴᙀVᗱᗴ✤ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ✤ᗱᗴΛᙁᗱᗴΛ ⵙ ᗝᙁⓄHᔓᔕᗱᗴᖆᖇH✤ ⵙ ⋏✤ꖴᙁᗩꖴИNᗱᗴᕈᕋИNⓄᑐᑕ ⵙ ⋏ᑐᑕИNᗱᗴᑎ¤ᗱᗴᖆᖇ⏀# ⵙ ᔓᔕᗱᗴ✤ⓄИN ⵙ ⵘ∷· ⵙ
- ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ✤ᗱᗴVᙀᗱᗴV ⵙ ᗜᙀⓄHᔕᔓᗱᗴᖈᖉH✤ ⵙ ⋎✤ꖴᙀᗨꖴNИᗱᗴᕊᕍNИⓄᑐᑕ ⵙ ⋎ᑐᑕNИᗱᗴᑌ¤ᗱᗴᖈᖉ⏀# ⵙ ᔕᔓᗱᗴ✤ⓄNИ ⵙ ⵘ∷· ⵙ
- ⚪
- ⵙ ·∷ⵘ ⵙ ИNⓄ✤ᗱᗴᔓᔕ ⵙ ⏀ᖆᖇᗱᗴ¤ᑎᗱᗴИNᑐᑕ⋏ ⵙ ᑐᑕⓄИNᕈᕋᗱᗴИNꖴᗩᙁꖴ✤⋏ ⵙ ✤HᖆᖇᗱᗴᔓᔕHⓄᙁᗝ# ⵙ ΛᗱᗴᙁΛᗱᗴ✤ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ
- ⵙ ·∷ⵘ ⵙ NИⓄ✤ᗱᗴᔕᔓ ⵙ ⏀ᖈᖉᗱᗴ¤ᑌᗱᗴNИᑐᑕ⋎ ⵙ ᑐᑕⓄNИᕊᕍᗱᗴNИꖴᗨᙀꖴ✤⋎ ⵙ ✤HᖈᖉᗱᗴᔕᔓHⓄᙀᗜ# ⵙ VᗱᗴᙀVᗱᗴ✤ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ
- ⊚
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⦿
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⊚
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⦿
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⦶
- ⵙ⠀ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ⠀ⵙ⠀ᗱᗴᔓᔕꖴⓄИN⠀ⵙ⠀✤ᗱᗴΛᙁᗱᗴΛ⠀ⵙ
- ⵙ⠀ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ⠀ⵙ⠀ᗱᗴᔕᔓꖴⓄNИ⠀ⵙ⠀✤ᗱᗴVᙀᗱᗴV⠀ⵙ
- ⚪
- ⵙ⠀ΛᗱᗴᙁΛᗱᗴ✤⠀ⵙ⠀ИNⓄꖴᔓᔕᗱᗴ⠀ⵙ⠀ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ⠀ⵙ
- ⵙ⠀VᗱᗴᙀVᗱᗴ✤⠀ⵙ⠀NИⓄꖴᔕᔓᗱᗴ⠀ⵙ⠀ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ⠀ⵙ
- ⦿
- ⵙ⠀ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ⠀ⵙ⠀ᗱᗴᔓᔕꖴⓄИN⠀ⵙ⠀✤ᗱᗴΛᙁᗱᗴΛ⠀ⵙ
- ⵙ⠀ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ⠀ⵙ⠀ᗱᗴᔕᔓꖴⓄNИ⠀ⵙ⠀✤ᗱᗴVᙀᗱᗴV⠀ⵙ
- ⚪
- ⵙ⠀ΛᗱᗴᙁΛᗱᗴ✤⠀ⵙ⠀ИNⓄꖴᔓᔕᗱᗴ⠀ⵙ⠀ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ⠀ⵙ
- ⵙ⠀VᗱᗴᙀVᗱᗴ✤⠀ⵙ⠀NИⓄꖴᔕᔓᗱᗴ⠀ⵙ⠀ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ⠀ⵙ
- ⴲ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⦿
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⴲ
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⚪
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⦿
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⚪
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⊚
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⦿
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⊚
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⦿
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⴲ
- ⵙ ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ᗝᗱᗴᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ᗜᗱᗴᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
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- ⵙ ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ᗜᗱᗴᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
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- ⵙ ߦᗨNИ ⵙ ᙀᗨᗰ ⵙ ᗱᗴ¤ᑌᗨᙀᔕᔓ ⵙ ᙎꖴNИᑌᔕᔓ ⵙ ∶ ⵙ ᔕᔓ¤ᑌᗨᖈᖉᗱᗴ ⵙ ᖈᖉⓄⓄ✤ᔕᔓ ⵙ Ⓞ⏀ ⵙ ∶ ⵙ
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- ⵙ ∶ ⵙ ⏀Ⓞ ⵙ ᔕᔓ✤ⓄⓄᖈᖉ ⵙ ᗱᗴᖈᖉᗨᑌ¤ᔕᔓ ⵙ ∶ ⵙ ᔕᔓᑌNИꖴᙎ ⵙ ᔕᔓᙀᗨᑌ¤ᗱᗴ ⵙ ᗰᗨᙀ ⵙ NИᗨߦ ⵙ
- ⚪
- ⵙ ߦᗩИN ⵙ ᙁᗩᗯ ⵙ ᗱᗴ¤ᑎᗩᙁᔓᔕ ⵙ ᙏꖴИNᑎᔓᔕ ⵙ ∶ ⵙ ᔓᔕ¤ᑎᗩᖆᖇᗱᗴ ⵙ ᖆᖇⓄⓄ✤ᔓᔕ ⵙ Ⓞ⏀ ⵙ ∶ ⵙ
- ⵙ ߦᗨNИ ⵙ ᙀᗨᗰ ⵙ ᗱᗴ¤ᑌᗨᙀᔕᔓ ⵙ ᙎꖴNИᑌᔕᔓ ⵙ ∶ ⵙ ᔕᔓ¤ᑌᗨᖈᖉᗱᗴ ⵙ ᖈᖉⓄⓄ✤ᔕᔓ ⵙ Ⓞ⏀ ⵙ ∶ ⵙ
- ⴲ
- ⵙ LMTH.ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\TƎИ.ЯⓄTALUϽLAϽ\\:PTTH ⵙ
- ⵙ LMTH.ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\TƎИ.ЯⓄTALUϽLAϽ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://CALCULATⓄR.NET/BIG-NUMBER-CALCULATOR.HTML ⵙ
- ⵙ HTTP://CALCULATⓄR.NET/BIG-NUMBER-CALCULATOR.HTML ⵙ
- ⦿
- ⵙ LMTH.ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\TƎИ.ЯⓄTALUϽLAϽ\\:PTTH ⵙ
- ⵙ LMTH.ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\TƎИ.ЯⓄTALUϽLAϽ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://CALCULATⓄR.NET/BIG-NUMBER-CALCULATOR.HTML ⵙ
- ⵙ HTTP://CALCULATⓄR.NET/BIG-NUMBER-CALCULATOR.HTML ⵙ
- ⴲ
- ⵙ ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\GИIKAƎЯB-ƎDOϽ\MⓄϽ.QIЯTИƎXⓄB\\:PTTH ⵙ
- ⵙ ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\GИIKAƎЯB-ƎDOϽ\MⓄϽ.QIЯTИƎXⓄB\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://BⓄXENTRIQ.CⓄM/CODE-BREAKING/BIG-NUMBER-CALCULATOR ⵙ
- ⵙ HTTP://BⓄXENTRIQ.CⓄM/CODE-BREAKING/BIG-NUMBER-CALCULATOR ⵙ
- ⦿
- ⵙ ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\GИIKAƎЯB-ƎDOϽ\MⓄϽ.QIЯTИƎXⓄB\\:PTTH ⵙ
- ⵙ ЯOTALUϽLAϽ-ЯƎBMUИ-GIB\GИIKAƎЯB-ƎDOϽ\MⓄϽ.QIЯTИƎXⓄB\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://BⓄXENTRIQ.CⓄM/CODE-BREAKING/BIG-NUMBER-CALCULATOR ⵙ
- ⵙ HTTP://BⓄXENTRIQ.CⓄM/CODE-BREAKING/BIG-NUMBER-CALCULATOR ⵙ
- ⴲ
- ⵙ MⓄϽ.AHPLAMAЯFLⓄW\\:PTTH ⵙ
- ⵙ MⓄϽ.AHPLAMAЯFLⓄW\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://WⓄLFRAMALPHA.CⓄM ⵙ
- ⵙ HTTP://WⓄLFRAMALPHA.CⓄM ⵙ
- ⦿
- ⵙ MⓄϽ.AHPLAMAЯFLⓄW\\:PTTH ⵙ
- ⵙ MⓄϽ.AHPLAMAЯFLⓄW\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://WⓄLFRAMALPHA.CⓄM ⵙ
- ⵙ HTTP://WⓄLFRAMALPHA.CⓄM ⵙ
- ⦶
- ⵙ GЯⓄ.TИƎЯЯⓄTTIBQ\\:PTTH ⵙ
- ⵙ GЯⓄ.TИƎЯЯⓄTTIBQ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://QBITTⓄRRENT.ⓄRG ⵙ
- ⵙ HTTP://QBITTⓄRRENT.ⓄRG ⵙ
- ⦿
- ⵙ GЯⓄ.TИƎЯЯⓄTTIBQ\\:PTTH ⵙ
- ⵙ GЯⓄ.TИƎЯЯⓄTTIBQ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://QBITTⓄRRENT.ⓄRG ⵙ
- ⵙ HTTP://QBITTⓄRRENT.ⓄRG ⵙ
- ⦶
- ⵙ ਟ1მ020მ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⵙ ਟ1მ020მ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=6020615 ⵙ
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=6020615 ⵙ
- ⦿
- ⵙ ਟ1მ020მ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⵙ ਟ1მ020მ=t?qhq.ↄiqotwɘiv\murof\GЯⓄ.ЯƎKϽAЯTUЯ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=6020615 ⵙ
- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=6020615 ⵙ
- ⊚
- ⵙ ᖆᖇᗱᗴߦᗩᗱᗴᖆᖇ ⵙ ᔓᔕⓄ✻ᑐᑕⓄᑐᑕ ⵙ
- ⵙ ᖈᖉᗱᗴߦᗨᗱᗴᖈᖉ ⵙ ᔕᔓⓄ✻ᑐᑕⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᑐᑕ✻Ⓞᔓᔕ ⵙ ᖆᖇᗱᗴᗩߦᗱᗴᖆᖇ ⵙ
- ⵙ ᑐᑕⓄᑐᑕ✻Ⓞᔕᔓ ⵙ ᖈᖉᗱᗴᗨߦᗱᗴᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇᗱᗴߦᗩᗱᗴᖆᖇ ⵙ ᔓᔕⓄ✻ᑐᑕⓄᑐᑕ ⵙ
- ⵙ ᖈᖉᗱᗴߦᗨᗱᗴᖈᖉ ⵙ ᔕᔓⓄ✻ᑐᑕⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᑐᑕ✻Ⓞᔓᔕ ⵙ ᖆᖇᗱᗴᗩߦᗱᗴᖆᖇ ⵙ
- ⵙ ᑐᑕⓄᑐᑕ✻Ⓞᔕᔓ ⵙ ᖈᖉᗱᗴᗨߦᗱᗴᖈᖉ ⵙ
- ⦶
- ⵙ ИNⓄꖴ✤ᗩᖆᖇᗱᗴ⚭ᖆᖇᗱᗴΛᗱᗴᖆᖇ ⵙ ИNⓄꖴ✤ᑎᙁⓄΛИNⓄᑐᑕ ⵙ
- ⵙ NИⓄꖴ✤ᗨᖈᖉᗱᗴ⚭ᖈᖉᗱᗴVᗱᗴᖈᖉ ⵙ NИⓄꖴ✤ᑌᙀⓄVNИⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄИNΛⓄᙁᑎ✤ꖴⓄИN ⵙ ᖆᖇᗱᗴΛᗱᗴᖆᖇ⚭ᗱᗴᖆᖇᗩ✤ꖴⓄИN ⵙ
- ⵙ ᑐᑕⓄNИVⓄᙀᑌ✤ꖴⓄNИ ⵙ ᖈᖉᗱᗴVᗱᗴᖈᖉ⚭ᗱᗴᖈᖉᗨ✤ꖴⓄNИ ⵙ
- ⦿
- ⵙ ИNⓄꖴ✤ᗩᖆᖇᗱᗴ⚭ᖆᖇᗱᗴΛᗱᗴᖆᖇ ⵙ ИNⓄꖴ✤ᑎᙁⓄΛИNⓄᑐᑕ ⵙ
- ⵙ NИⓄꖴ✤ᗨᖈᖉᗱᗴ⚭ᖈᖉᗱᗴVᗱᗴᖈᖉ ⵙ NИⓄꖴ✤ᑌᙀⓄVNИⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄИNΛⓄᙁᑎ✤ꖴⓄИN ⵙ ᖆᖇᗱᗴΛᗱᗴᖆᖇ⚭ᗱᗴᖆᖇᗩ✤ꖴⓄИN ⵙ
- ⵙ ᑐᑕⓄNИVⓄᙀᑌ✤ꖴⓄNИ ⵙ ᖈᖉᗱᗴVᗱᗴᖈᖉ⚭ᗱᗴᖈᖉᗨ✤ꖴⓄNИ ⵙ
- ⴲ
- ⵙ htnyƨ_onom\rɘqaɘr\MⓄϽ.ИTƎLAT\\:PTTH ⵙ
- ⵙ htnyƨ_onom\rɘqaɘr\MⓄϽ.ИTƎLAT\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://TALETN.CⓄM/reaper/mono_synth ⵙ
- ⵙ HTTP://TALETN.CⓄM/reaper/mono_synth ⵙ
- ⊚
- ⵙ ꕤ⏀ᔓᔕᒍᒐ ⵙ⠀⠀⠀ⵙ ᒍᒐᔓᔕ⏀ꕤ ⵙ
- ⚪
- ⵙ ꕤ⏀ᔕᔓᒉᒋ ⵙ⠀⠀⠀ⵙ ᒉᒋᔕᔓ⏀ꕤ ⵙ
- ⦿
- ⵙ ꕤ⏀ᔓᔕᒍᒐ ⵙ⠀⠀⠀ⵙ ᒍᒐᔓᔕ⏀ꕤ ⵙ
- ⚪
- ⵙ ꕤ⏀ᔕᔓᒉᒋ ⵙ⠀⠀⠀ⵙ ᒉᒋᔕᔓ⏀ꕤ ⵙ
- ⴲ
- ⵙ ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ᗝᗱᗴᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ᗜᗱᗴᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇᗱᗴᗝ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉᗱᗴᗜ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ᗝᗱᗴᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ᗜᗱᗴᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇᗱᗴᗝ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉᗱᗴᗜ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ ⵙ
- ⴲ
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⦿
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⵙ fbq.79bbਟb9fԐd0ↄfbf4b22Ԑɘfↄ41d7dbdfԐ1212\bਟ2ↄ\GЯⓄ.ЯALⓄHϽƧϽITИAMƎƧ.ƧFDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⵙ HTTP://PDFS.SEMANTICSCHⓄLAR.ⓄRG/c25d/21213fbdb7b14cfe322d4fdfc0b3f9d5dd97.pdf ⵙ
- ⊚
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⦿
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⵙ ЯF.ƎMAЯG.ƎDITƧUAF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⵙ HTTP://FAUSTIDE.GRAME.FR ⵙ
- ⊚
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⚪
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⦿
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⵙ
- ;(ਟԐ2244ਟ2,1)ɘƨion_tɘvlɘv.on = ƨƨɘↄorq
- ;("dil.tƨuafbtƨ")troqmi
- ⵙ
- ⚪
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⵙ
- import("stdfaust.lib");
- process = no.velvet_noise(1,25442235);
- ⵙ
- ⴲ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⦿
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⵙ tɘvlɘV\ƨtnɘmurtƨniGOL\MⓄϽ.KϽAЯVϽV.YЯAЯBIL\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⵙ HTTP://LIBRARY.VCVRACK.CⓄM/LOGinstruments/Velvet ⵙ
- ⴲ
- ⵙ⠀ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ⠀ⵙ⠀ᗱᗴᔓᔕꖴⓄИN⠀ⵙ⠀✤ᗱᗴΛᙁᗱᗴΛ⠀ⵙ
- ⵙ⠀ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ⠀ⵙ⠀ᗱᗴᔕᔓꖴⓄNИ⠀ⵙ⠀✤ᗱᗴVᙀᗱᗴV⠀ⵙ
- ⚪
- ⵙ⠀ΛᗱᗴᙁΛᗱᗴ✤⠀ⵙ⠀ИNⓄꖴᔓᔕᗱᗴ⠀ⵙ⠀ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ⠀ⵙ
- ⵙ⠀VᗱᗴᙀVᗱᗴ✤⠀ⵙ⠀NИⓄꖴᔕᔓᗱᗴ⠀ⵙ⠀ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ⠀ⵙ
- ⦿
- ⵙ⠀ᖆᖇⓄ✤ᗩᖆᖇᗱᗴИNᗱᗴᕈᕋ⠀ⵙ⠀ᗱᗴᔓᔕꖴⓄИN⠀ⵙ⠀✤ᗱᗴΛᙁᗱᗴΛ⠀ⵙ
- ⵙ⠀ᖈᖉⓄ✤ᗨᖈᖉᗱᗴNИᗱᗴᕊᕍ⠀ⵙ⠀ᗱᗴᔕᔓꖴⓄNИ⠀ⵙ⠀✤ᗱᗴVᙀᗱᗴV⠀ⵙ
- ⚪
- ⵙ⠀ΛᗱᗴᙁΛᗱᗴ✤⠀ⵙ⠀ИNⓄꖴᔓᔕᗱᗴ⠀ⵙ⠀ᕈᕋᗱᗴИNᗱᗴᖆᖇᗩ✤Ⓞᖆᖇ⠀ⵙ
- ⵙ⠀VᗱᗴᙀVᗱᗴ✤⠀ⵙ⠀NИⓄꖴᔕᔓᗱᗴ⠀ⵙ⠀ᕊᕍᗱᗴNИᗱᗴᖈᖉᗨ✤Ⓞᖈᖉ⠀ⵙ
- ⦶
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⦿
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ԐokxYI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IYxko3 ⵙ
- ⊚
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⦿
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ԐokxYI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IYxko3.png ⵙ
- ⊚
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- ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ✤ᗱᗴVᙀᗱᗴV ⵙ ᗜᙀⓄHᔕᔓᗱᗴᖈᖉH✤ ⵙ ⋎✤ꖴᙀᗨꖴNИᗱᗴᕊᕍNИⓄᑐᑕ ⵙ ⋎ᑐᑕNИᗱᗴᑌ¤ᗱᗴᖈᖉ⏀# ⵙ ᔕᔓᗱᗴ✤ⓄNИ ⵙ ⵘ∷· ⵙ
- ⚪
- ⵙ ·∷ⵘ ⵙ ИNⓄ✤ᗱᗴᔓᔕ ⵙ ⏀ᖆᖇᗱᗴ¤ᑎᗱᗴИNᑐᑕ⋏ ⵙ ᑐᑕⓄИNᕈᕋᗱᗴИNꖴᗩᙁꖴ✤⋏ ⵙ ✤HᖆᖇᗱᗴᔓᔕHⓄᙁᗝ# ⵙ ΛᗱᗴᙁΛᗱᗴ✤ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ
- ⵙ ·∷ⵘ ⵙ NИⓄ✤ᗱᗴᔕᔓ ⵙ ⏀ᖈᖉᗱᗴ¤ᑌᗱᗴNИᑐᑕ⋎ ⵙ ᑐᑕⓄNИᕊᕍᗱᗴNИꖴᗨᙀꖴ✤⋎ ⵙ ✤HᖈᖉᗱᗴᔕᔓHⓄᙀᗜ# ⵙ VᗱᗴᙀVᗱᗴ✤ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᔓᔕꖴⓄИN ⵙ ✤ᗱᗴΛᙁᗱᗴΛ ⵙ ᗝᙁⓄHᔓᔕᗱᗴᖆᖇH✤ ⵙ ⋏✤ꖴᙁᗩꖴИNᗱᗴᕈᕋИNⓄᑐᑕ ⵙ ⋏ᑐᑕИNᗱᗴᑎ¤ᗱᗴᖆᖇ⏀# ⵙ ᔓᔕᗱᗴ✤ⓄИN ⵙ ⵘ∷· ⵙ
- ⵙ ᗱᗴᔕᔓꖴⓄNИ ⵙ ✤ᗱᗴVᙀᗱᗴV ⵙ ᗜᙀⓄHᔕᔓᗱᗴᖈᖉH✤ ⵙ ⋎✤ꖴᙀᗨꖴNИᗱᗴᕊᕍNИⓄᑐᑕ ⵙ ⋎ᑐᑕNИᗱᗴᑌ¤ᗱᗴᖈᖉ⏀# ⵙ ᔕᔓᗱᗴ✤ⓄNИ ⵙ ⵘ∷· ⵙ
- ⚪
- ⵙ ·∷ⵘ ⵙ ИNⓄ✤ᗱᗴᔓᔕ ⵙ ⏀ᖆᖇᗱᗴ¤ᑎᗱᗴИNᑐᑕ⋏ ⵙ ᑐᑕⓄИNᕈᕋᗱᗴИNꖴᗩᙁꖴ✤⋏ ⵙ ✤HᖆᖇᗱᗴᔓᔕHⓄᙁᗝ# ⵙ ΛᗱᗴᙁΛᗱᗴ✤ ⵙ ИNⓄꖴᔓᔕᗱᗴ ⵙ
- ⵙ ·∷ⵘ ⵙ NИⓄ✤ᗱᗴᔕᔓ ⵙ ⏀ᖈᖉᗱᗴ¤ᑌᗱᗴNИᑐᑕ⋎ ⵙ ᑐᑕⓄNИᕊᕍᗱᗴNИꖴᗨᙀꖴ✤⋎ ⵙ ✤HᖈᖉᗱᗴᔕᔓHⓄᙀᗜ# ⵙ VᗱᗴᙀVᗱᗴ✤ ⵙ NИⓄꖴᔕᔓᗱᗴ ⵙ
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- ⵙ ᖈᖉⓄ✤ꖴᗜᗱᗴ ⵙ Ⓞꖴᗜᑌᗨ ⵙ ❋ꕤᖈᖉ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⚪
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- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖈᖉꕤ❋ ⵙ ᗨᑌᗜꖴⓄ ⵙ ᗱᗴᗜꖴ✤Ⓞᖈᖉ ⵙ
- ⦿
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- ⵙ ᖈᖉⓄ✤ꖴᗜᗱᗴ ⵙ Ⓞꖴᗜᑌᗨ ⵙ ❋ꕤᖈᖉ ⵙ ᗱᗴߦⓄ✤Ⓞⴵꖴ ⵙ
- ⚪
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- ⵙ ꖴⴵⓄ✤Ⓞߦᗱᗴ ⵙ ᖈᖉꕤ❋ ⵙ ᗨᑌᗜꖴⓄ ⵙ ᗱᗴᗜꖴ✤Ⓞᖈᖉ ⵙ
- ⊚
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- ⚪
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- ⵙ ᗨᑌᗜꖴⓄᗱᗴᗨᔕᔓᗱᗴ ⵙ ᗨᙀ✤ꖴVᗱᗴᖈᖉ⚭ ⵙ
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- ⵙ ⚭ᖈᖉᗱᗴVꖴ✤ᙀᗨ ⵙ ᗱᗴᔕᔓᗨᗱᗴⓄꖴᗜᑌᗨ ⵙ
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- ⵙ
- Н
- ⵙ
- ⠀
- ⵙ
- ᗩ
- ᗨ
- ⵙ
- ⚪
- ⵙ
- ᗩ
- ᗨ
- ⵙ
- ⠀
- ⵙ
- ᑐᑕ
- ⵙ
- ⚪
- ⵙ
- ᑐᑕ
- ⵙ
- ⠀
- ⵙ
- ❁
- ⵙ
- ⚪
- ⵙ
- ❁
- ⵙ
- ⠀
- ⵙ
- ✤
- ⵙ
- ⚪
- ⵙ
- ✤
- ⵙ
- ⠀
- ⵙ
- ❁
- ⵙ
- ⚪
- ⵙ
- ❁
- ⵙ
- ⠀
- ⦶
- ⠀
- ⵙ ᗱᐤᗴᗩ⚭ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⚭ᗩᗱᐤᗴ ⵙ
- ⚪
- ⵙ ᗱᐤᗴᗨ⚭ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⚭ᗨᗱᐤᗴ ⵙ
- ⦿
- ⵙ ᗱᐤᗴᗩ⚭ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⚭ᗩᗱᐤᗴ ⵙ
- ⚪
- ⵙ ᗱᐤᗴᗨ⚭ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⚭ᗨᗱᐤᗴ ⵙ
- ⊕
- ⵙ ⓄН✤ᗩ✤ᑐᑕᗩᗝᗩᙏᗩᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕᗩᙏᗩᗝᗩᑐᑕ✤ᗩ✤НⓄ ⵙ
- ⚪
- ⵙ ⓄН✤ᗨ✤ᑐᑕᗨᗜᗨᙎᗨᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕᗨᙎᗨᗜᗨᑐᑕ✤ᗨ✤НⓄ ⵙ
- ⦿
- ⵙ ⓄН✤ᗩ✤ᑐᑕᗩᗝᗩᙏᗩᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕᗩᙏᗩᗝᗩᑐᑕ✤ᗩ✤НⓄ ⵙ
- ⚪
- ⵙ ⓄН✤ᗨ✤ᑐᑕᗨᗜᗨᙎᗨᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕᗨᙎᗨᗜᗨᑐᑕ✤ᗨ✤НⓄ ⵙ
- ⊕
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⦿
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⊕
- ⵙ ⓄН❁ᙁꖴIဂⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄဂIꖴᙁ❁НⓄ ⵙ
- ⚪
- ⵙ ⓄН❁ᙀꖴIပⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄပIꖴᙀ❁НⓄ ⵙ
- ⦿
- ⵙ ⓄН❁ᙁꖴIဂⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄဂIꖴᙁ❁НⓄ ⵙ
- ⚪
- ⵙ ⓄН❁ᙀꖴIပⓄ✻ᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴ✻ⓄပIꖴᙀ❁НⓄ ⵙ
- ⊕
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⦿
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⊕
- ⵙ ⓄН✤ꖴᙏᗩဂᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴဂᗩᙏꖴ✤НⓄ ⵙ
- ⚪
- ⵙ ⓄН✤ꖴᙎᗨပᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴပᗨᙎꖴ✤НⓄ ⵙ
- ⦿
- ⵙ ⓄН✤ꖴᙏᗩဂᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴဂᗩᙏꖴ✤НⓄ ⵙ
- ⚪
- ⵙ ⓄН✤ꖴᙎᗨပᗱᗴН ⵙ⠀⠀⠀ⵙ Нᗱᗴပᗨᙎꖴ✤НⓄ ⵙ
- ⊕
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⦿
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⚪
- ⵙ Ⓞ⧲ ⵙ⠀⠀⠀ⵙ ⧲Ⓞ ⵙ
- ⊕
- ⵙ ⓄНᗱᗴ⚭✤ᑐᑕНᗩߦ✤ᑐᑕᗩߦဂЗԐᗱᗴ⧲ ⵙ⠀⠀⠀ⵙ ⧲ᗱᗴЗԐဂߦᗩᑐᑕ✤ߦᗩНᑐᑕ✤⚭ᗱᗴНⓄ ⵙ
- ⚪
- ⵙ ⓄНᗱᗴ⚭✤ᑐᑕНᗨߦ✤ᑐᑕᗨߦပЗԐᗱᗴ⧲ ⵙ⠀⠀⠀ⵙ ⧲ᗱᗴЗԐပߦᗨᑐᑕ✤ߦᗨНᑐᑕ✤⚭ᗱᗴНⓄ ⵙ
- ⦿
- ⵙ ⓄНᗱᗴ⚭✤ᑐᑕНᗩߦ✤ᑐᑕᗩߦဂЗԐᗱᗴ⧲ ⵙ⠀⠀⠀ⵙ ⧲ᗱᗴЗԐဂߦᗩᑐᑕ✤ߦᗩНᑐᑕ✤⚭ᗱᗴНⓄ ⵙ
- ⚪
- ⵙ ⓄНᗱᗴ⚭✤ᑐᑕНᗨߦ✤ᑐᑕᗨߦပЗԐᗱᗴ⧲ ⵙ⠀⠀⠀ⵙ ⧲ᗱᗴЗԐပߦᗨᑐᑕ✤ߦᗨНᑐᑕ✤⚭ᗱᗴНⓄ ⵙ
- ⦶
- ⵙ ЭЄᗩНᗝ⋏⧲ ⵙ ✤ᗱᗴꖴᙁ⚭ꖴ ⵙ ✤НᗱᗴᙏᗱᗴᙁЭЄ ⵙ ꖴ⋏ᕬЭЄᗩߦဂ ⵙ ဂᗩ✤ꡕᗩᙏ ⵙ
- ⵙ ЭЄᗩНᗜ⋎⧲ ⵙ ✤ᗱᗴꖴᙀ⚭ꖴ ⵙ ✤НᗱᗴᙎᗱᗴᙀЭЄ ⵙ ꖴ⋎ᕫЭЄᗨߦပ ⵙ ပᗨ✤Шᗨᙎ ⵙ
- ⚪
- ⵙ ᙏᗩꡕ✤ᗩဂ ⵙ ဂߦᗩЭЄᕬ⋏ꖴ ⵙ ЭЄᙁᗱᗴᙏᗱᗴН✤ ⵙ ꖴ⚭ᙁꖴᗱᗴ✤ ⵙ ⧲⋏ᗝНᗩЭЄ ⵙ
- ⵙ ᙎᗨШ✤ᗨပ ⵙ ပߦᗨЭЄᕫ⋎ꖴ ⵙ ЭЄᙀᗱᗴᙎᗱᗴН✤ ⵙ ꖴ⚭ᙀꖴᗱᗴ✤ ⵙ ⧲⋎ᗜНᗨЭЄ ⵙ
- ⦿
- ⵙ ЭЄᗩНᗝ⋏⧲ ⵙ ✤ᗱᗴꖴᙁ⚭ꖴ ⵙ ✤НᗱᗴᙏᗱᗴᙁЭЄ ⵙ ꖴ⋏ᕬЭЄᗩߦဂ ⵙ ဂᗩ✤ꡕᗩᙏ ⵙ
- ⵙ ЭЄᗩНᗜ⋎⧲ ⵙ ✤ᗱᗴꖴᙀ⚭ꖴ ⵙ ✤НᗱᗴᙎᗱᗴᙀЭЄ ⵙ ꖴ⋎ᕫЭЄᗨߦပ ⵙ ပᗨ✤Шᗨᙎ ⵙ
- ⚪
- ⵙ ᙏᗩꡕ✤ᗩဂ ⵙ ဂߦᗩЭЄᕬ⋏ꖴ ⵙ ЭЄᙁᗱᗴᙏᗱᗴН✤ ⵙ ꖴ⚭ᙁꖴᗱᗴ✤ ⵙ ⧲⋏ᗝНᗩЭЄ ⵙ
- ⵙ ᙎᗨШ✤ᗨပ ⵙ ပߦᗨЭЄᕫ⋎ꖴ ⵙ ЭЄᙀᗱᗴᙎᗱᗴН✤ ⵙ ꖴ⚭ᙀꖴᗱᗴ✤ ⵙ ⧲⋎ᗜНᗨЭЄ ⵙ
- ⦶
- ⵙ
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- ⵙ
- ⊚
- ⵙ 0B%0D%08%1D%მ9%1D%4B%0D%_0B%0D%BB%0D%მ9%1D%1B%0D%\ikiw\GЯⓄ.AIDƎPIKIW.KU\\:PTTH ⵙ
- ⵙ 0B%0D%08%1D%მ9%1D%4B%0D%_0B%0D%BB%0D%მ9%1D%1B%0D%\ikiw\GЯⓄ.AIDƎPIKIW.KU\\:PTTH ⵙ
- ⚪
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- ⦿
- ⵙ 0B%0D%08%1D%მ9%1D%4B%0D%_0B%0D%BB%0D%მ9%1D%1B%0D%\ikiw\GЯⓄ.AIDƎPIKIW.KU\\:PTTH ⵙ
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- ⵙ HTTP://UK.WIKIPEDIA.ⓄRG/wiki/%D0%B1%D1%96%D0%BB%D0%B0_%D0%B4%D1%96%D1%80%D0%B0 ⵙ
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- ⊚
- ⵙ
- ᗩ
- ᗨ
- ᑫᑭ
- ᑯᑲ
- ∣❁∣
- ᗝ
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- ⵙ
- ꖴ
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- ⵙ
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- ⠀
- ⵙ
- ИN
- NИ
- ⵙ
- ⚪
- ⵙ
- ИN
- NИ
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- ⵙ
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- ⵙ
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- ⵙ
- ⚪
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- ᙀ
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- ⵙ ytiↄirɘhqƨ\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
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- ⠀
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⦿
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ noitↄnuf_nnah\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/hann_function ⵙ
- ⦶
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗝ3Ԑ ⵙ ᗩ⧲IᙁⓄ✤ꡕ ⵙ ᙏᗱᗴⵄ ⵙ ЭЄꡕ❁Нᗩߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗩЗԐIⵄᑐᑕI ⵙ
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗜ3Ԑ ⵙ ᗩ⧲IᙀⓄ✤Ш ⵙ ᙎᗱᗴⵖ ⵙ ЭЄШ❁Нᗨߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗨЗԐIⵖᑐᑕI ⵙ
- ⚪
- ⵙ IᑐᑕⵄIЗԐᗩ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗩН❁ꡕЭЄ ⵙ ⵄᗱᗴᙏ ⵙ ꡕ✤ⓄᙁI⧲ᗩ ⵙ 3Ԑᗝ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⵙ IᑐᑕⵖIЗԐᗨ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗨН❁ШЭЄ ⵙ ⵖᗱᗴᙎ ⵙ Ш✤ⓄᙀI⧲ᗩ ⵙ 3Ԑᗜ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⦿
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗝ3Ԑ ⵙ ᗩ⧲IᙁⓄ✤ꡕ ⵙ ᙏᗱᗴⵄ ⵙ ЭЄꡕ❁Нᗩߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗩЗԐIⵄᑐᑕI ⵙ
- ⵙ I⚭Ⓞߦ⧲ ⵙ ✤IНI⚭ᗜ3Ԑ ⵙ ᗩ⧲IᙀⓄ✤Ш ⵙ ᙎᗱᗴⵖ ⵙ ЭЄШ❁Нᗨߦ ⵙ ✤IⓄ✤ᑐᑕ ⵙ ❁✤ᗨЗԐIⵖᑐᑕI ⵙ
- ⚪
- ⵙ IᑐᑕⵄIЗԐᗩ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗩН❁ꡕЭЄ ⵙ ⵄᗱᗴᙏ ⵙ ꡕ✤ⓄᙁI⧲ᗩ ⵙ 3Ԑᗝ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⵙ IᑐᑕⵖIЗԐᗨ✤❁ ⵙ ᑐᑕ✤ⓄI✤ ⵙ ߦᗨН❁ШЭЄ ⵙ ⵖᗱᗴᙎ ⵙ Ш✤ⓄᙀI⧲ᗩ ⵙ 3Ԑᗜ⚭IНI✤ ⵙ ⧲ߦⓄ⚭I ⵙ
- ⦶
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⦿
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ uMrbdu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/ubdrMu ⵙ
- ⊚
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⦿
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.uMrbdu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/ubdrMu.png ⵙ
- ⦶
- ⵙ ߦ⋏✤ᗩߦᗱᗴဂᙏᗱᗴ✤ ⵙ ꕤ∣❁∣НⵄIᙏᑐᑕᗩ✻ ⵙ ᙏᗱᗴⵄ⚯ᗩ⚭∣❁∣⧻ߦᗱᗴᗝ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙁᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗝ ⵙ Ȋ̮ᗩᙁᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗩᙁᗩᒣᒥ ⵙ Ȋ̮ᗩߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗩ⧲IᙁⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙁIȊ̮IᗝᗱᗴН ⵙ ᗩН❁ᙁⓄ⚭ᗱᗴᗩ⚭ᑐᑕ ⵙ
- ⵙ ߦ⋎✤ᗨߦᗱᗴပᙎᗱᗴ✤ ⵙ ꕤ∣❁∣НⵖIᙎᑐᑕᗨ✻ ⵙ ᙎᗱᗴⵖ⚯ᗨ⚭∣❁∣⧻ߦᗱᗴᗜ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙀᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗜ ⵙ Ȋ̮ᗨᙀᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗨᙀᗨᒧᒪ ⵙ Ȋ̮ᗨߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗨ⧲IᙀⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙀIȊ̮IᗜᗱᗴН ⵙ ᗨН❁ᙀⓄ⚭ᗱᗴᗨ⚭ᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕ⚭ᗩᗱᗴ⚭Ⓞᙁ❁Нᗩ ⵙ НᗱᗴᗝIȊ̮Iᙁ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙁI⧲ᗩ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗩȊ̮ ⵙ ᒣᒥᗩᙁᗩ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙁᗩȊ̮ ⵙ ᗝ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙁᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗝᗱᗴߦ⧻∣❁∣⚭ᗩ⚯ⵄᗱᗴᙏ ⵙ ✻ᗩᑐᑕᙏIⵄН∣❁∣ꕤ ⵙ ✤ᗱᗴᙏဂᗱᗴߦᗩ✤⋏ߦ ⵙ
- ⵙ ᑐᑕ⚭ᗨᗱᗴ⚭Ⓞᙀ❁Нᗨ ⵙ НᗱᗴᗜIȊ̮Iᙀ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙀI⧲ᗨ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗨȊ̮ ⵙ ᒧᒪᗨᙀᗨ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙀᗨȊ̮ ⵙ ᗜ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙀᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗜᗱᗴߦ⧻∣❁∣⚭ᗨ⚯ⵖᗱᗴᙎ ⵙ ✻ᗨᑐᑕᙎIⵖН∣❁∣ꕤ ⵙ ✤ᗱᗴᙎပᗱᗴߦᗨ✤⋎ߦ ⵙ
- ⦿
- ⵙ ߦ⋏✤ᗩߦᗱᗴဂᙏᗱᗴ✤ ⵙ ꕤ∣❁∣НⵄIᙏᑐᑕᗩ✻ ⵙ ᙏᗱᗴⵄ⚯ᗩ⚭∣❁∣⧻ߦᗱᗴᗝ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙁᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗝ ⵙ Ȋ̮ᗩᙁᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗩᙁᗩᒣᒥ ⵙ Ȋ̮ᗩߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗩ⧲IᙁⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙁIȊ̮IᗝᗱᗴН ⵙ ᗩН❁ᙁⓄ⚭ᗱᗴᗩ⚭ᑐᑕ ⵙ
- ⵙ ߦ⋎✤ᗨߦᗱᗴပᙎᗱᗴ✤ ⵙ ꕤ∣❁∣НⵖIᙎᑐᑕᗨ✻ ⵙ ᙎᗱᗴⵖ⚯ᗨ⚭∣❁∣⧻ߦᗱᗴᗜ∣❁∣⚭ᗱᗴН ⵙ ᗱᗴᙀᗱᗴ✤ ⵙ ⏀ ⵙ Ȋ̮Ⓞߦ∣❁∣ᗜ ⵙ Ȋ̮ᗨᙀᗱᗴ⧲IН ⵙ ᑐᑕ ⵙ ᗱᗴ✻I✤✻ᗨᙀᗨᒧᒪ ⵙ Ȋ̮ᗨߦᗱᗴ⏀ᑐᑕIН ⵙ ⚭ ⵙ ᗨ⧲IᙀⓄ✤ꕤ ⵙ ∣❁∣⧲ ⵙ ᙀIȊ̮IᗜᗱᗴН ⵙ ᗨН❁ᙀⓄ⚭ᗱᗴᗨ⚭ᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕ⚭ᗩᗱᗴ⚭Ⓞᙁ❁Нᗩ ⵙ НᗱᗴᗝIȊ̮Iᙁ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙁI⧲ᗩ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗩȊ̮ ⵙ ᒣᒥᗩᙁᗩ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙁᗩȊ̮ ⵙ ᗝ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙁᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗝᗱᗴߦ⧻∣❁∣⚭ᗩ⚯ⵄᗱᗴᙏ ⵙ ✻ᗩᑐᑕᙏIⵄН∣❁∣ꕤ ⵙ ✤ᗱᗴᙏဂᗱᗴߦᗩ✤⋏ߦ ⵙ
- ⵙ ᑐᑕ⚭ᗨᗱᗴ⚭Ⓞᙀ❁Нᗨ ⵙ НᗱᗴᗜIȊ̮Iᙀ ⵙ ⧲∣❁∣ ⵙ ꕤ✤ⓄᙀI⧲ᗨ ⵙ ⚭ ⵙ НIᑐᑕ⏀ᗱᗴߦᗨȊ̮ ⵙ ᒧᒪᗨᙀᗨ✻✤I✻ᗱᗴ ⵙ ᑐᑕ ⵙ НI⧲ᗱᗴᙀᗨȊ̮ ⵙ ᗜ∣❁∣ߦⓄȊ̮ ⵙ ⏀ ⵙ ✤ᗱᗴᙀᗱᗴ ⵙ Нᗱᗴ⚭∣❁∣ᗜᗱᗴߦ⧻∣❁∣⚭ᗨ⚯ⵖᗱᗴᙎ ⵙ ✻ᗨᑐᑕᙎIⵖН∣❁∣ꕤ ⵙ ✤ᗱᗴᙎပᗱᗴߦᗨ✤⋎ߦ ⵙ
- ⦶
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⦿
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⵙ fbq.d8df94-gnokgnohƨↄitiloqoxɘ-wɘivrɘtni-nɘila\nbↄ\qma\MⓄϽ.ⓄЯP4FDP\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⵙ HTTP://PDF4PRⓄ.CⓄM/amp/cdn/alien-interview-exopoliticshongkong-49fb8b.pdf ⵙ
- ⊚
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⦿
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⵙ MTH.მ0WƎIVЯƎTИIИƎILA\WƎIVЯƎTИIИƎILA\ИƎILA_ADIV\TƎИ.ƧƎDAYƎLPAϽƎTⓄILBIB\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⵙ HTTP://BIBLIⓄTECAPLEYADES.NET/VIDA_ALIEN/ALIENINTERVIEW/ALIENINTERVIEW06.HTM ⵙ
- ⊚
- ⵙ ᗯᗱᗴꖴΛᖆᖇᗱᗴ✤ИNꖴ ⵙ ᙁᖆᖇꖴᗩ ⵙ
- ⵙ ᗰᗱᗴꖴVᖈᖉᗱᗴ✤NИꖴ ⵙ ᙀᖈᖉꖴᗨ ⵙ
- ⚪
- ⵙ ᗩꖴᖆᖇᙁ ⵙ ꖴИN✤ᗱᗴᖆᖇΛꖴᗱᗴᗯ ⵙ
- ⵙ ᗨꖴᖈᖉᙀ ⵙ ꖴNИ✤ᗱᗴᖈᖉVꖴᗱᗴᗰ ⵙ
- ⦿
- ⵙ ᗯᗱᗴꖴΛᖆᖇᗱᗴ✤ИNꖴ ⵙ ᙁᖆᖇꖴᗩ ⵙ
- ⵙ ᗰᗱᗴꖴVᖈᖉᗱᗴ✤NИꖴ ⵙ ᙀᖈᖉꖴᗨ ⵙ
- ⚪
- ⵙ ᗩꖴᖆᖇᙁ ⵙ ꖴИN✤ᗱᗴᖆᖇΛꖴᗱᗴᗯ ⵙ
- ⵙ ᗨꖴᖈᖉᙀ ⵙ ꖴNИ✤ᗱᗴᖈᖉVꖴᗱᗴᗰ ⵙ
- ⦶
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://ESPAVⓄ.NING.CⓄM/m/blogpost?id=3776235:BlogPost:1632653 ⵙ
- ⵙ HTTP://ESPAVⓄ.NING.CⓄM/m/blogpost?id=3776235:BlogPost:1632653 ⵙ
- ⦿
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⵙ Ԑਟმ2Ԑმ1:tƨoPgolB:ਟԐ2მ77Ԑ=bi?tƨoqgold\m\MⓄϽ.GИIИ.ⓄVAPƧƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://ESPAVⓄ.NING.CⓄM/m/blogpost?id=3776235:BlogPost:1632653 ⵙ
- ⵙ HTTP://ESPAVⓄ.NING.CⓄM/m/blogpost?id=3776235:BlogPost:1632653 ⵙ
- ⊚
- ⵙ ✻ᑐᑕꖴᖆᖇ✤ ⵙ ᗝИNᗩᖆᖇᕈᕋ ⵙ ᙁᗩИNꖴ⏀ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ⏀Ⓞ ⵙ ᙁᗱᗴИNᑎ✤ ⵙ
- ⵙ ✻ᑐᑕꖴᖈᖉ✤ ⵙ ᗜNИᗨᖈᖉᕊᕍ ⵙ ᙀᗨNИꖴ⏀ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ⏀Ⓞ ⵙ ᙀᗱᗴNИᑌ✤ ⵙ
- ⚪
- ⵙ ✤ᑎИNᗱᗴᙁ ⵙ Ⓞ⏀ ⵙ ᙁꖴᕈᕋH✤ ⵙ ⏀ꖴИNᗩᙁ ⵙ ᕈᕋᖆᖇᗩИNᗝ ⵙ ✤ᖆᖇꖴᑐᑕ✻ ⵙ
- ⵙ ✤ᑌNИᗱᗴᙀ ⵙ Ⓞ⏀ ⵙ ᙀꖴᕊᕍH✤ ⵙ ⏀ꖴNИᗨᙀ ⵙ ᕊᕍᖈᖉᗨNИᗜ ⵙ ✤ᖈᖉꖴᑐᑕ✻ ⵙ
- ⦿
- ⵙ ✻ᑐᑕꖴᖆᖇ✤ ⵙ ᗝИNᗩᖆᖇᕈᕋ ⵙ ᙁᗩИNꖴ⏀ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ⏀Ⓞ ⵙ ᙁᗱᗴИNᑎ✤ ⵙ
- ⵙ ✻ᑐᑕꖴᖈᖉ✤ ⵙ ᗜNИᗨᖈᖉᕊᕍ ⵙ ᙀᗨNИꖴ⏀ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ⏀Ⓞ ⵙ ᙀᗱᗴNИᑌ✤ ⵙ
- ⚪
- ⵙ ✤ᑎИNᗱᗴᙁ ⵙ Ⓞ⏀ ⵙ ᙁꖴᕈᕋH✤ ⵙ ⏀ꖴИNᗩᙁ ⵙ ᕈᕋᖆᖇᗩИNᗝ ⵙ ✤ᖆᖇꖴᑐᑕ✻ ⵙ
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- ⵙ gnq.ЯtDਟU7\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ЯtDਟU7\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
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- ⵙ HTTP://IMGPILE.CⓄM/images/7U5DtR.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/7U5DtR.png ⵙ
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- ⵙ gnq.ЯtDਟU7\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
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- ⵙ HTTP://IMGPILE.CⓄM/images/7U5DtR.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/7U5DtR.png ⵙ
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- ⵙ gnq.QƎpyTH\ⓄI.ILII\\:PTTH ⵙ
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- ⵙ gnq.QƎpyTH\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.QƎpyTH\ⓄI.ILII\\:PTTH ⵙ
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- ⵙ HTTP://IILI.IⓄ/HTyqEQ.png ⵙ
- ⵙ HTTP://IILI.IⓄ/HTyqEQ.png ⵙ
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- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
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- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
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- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⵙ ɘↄafruƨ_laminim\ikiw\GЯⓄ.AIDƎPIKIW.ИƎ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⵙ HTTP://EN.WIKIPEDIA.ⓄRG/wiki/minimal_surface ⵙ
- ⦶
- ⵙ fdq.BM02%მ102%kooB02%ɘtɘlqmoϽ02%AƧИ02%ɘht02%bna02%tfoƨorↄiM02%morf02%flɘƨruoY02%ɘɘrF\baolnwobaↄohq\GЯⓄ.AƧИƎHTDИATFⓄƧⓄЯϽIMMⓄЯFFLƎƧЯUⓄYƎƎЯF\\:PTTH ⵙ
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- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
- ⦿
- ⵙ fdq.BM02%მ102%kooB02%ɘtɘlqmoϽ02%AƧИ02%ɘht02%bna02%tfoƨorↄiM02%morf02%flɘƨruoY02%ɘɘrF\baolnwobaↄohq\GЯⓄ.AƧИƎHTDИATFⓄƧⓄЯϽIMMⓄЯFFLƎƧЯUⓄYƎƎЯF\\:PTTH ⵙ
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- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
- ⵙ HTTP://FREEYⓄURSELFFRⓄMMICRⓄSⓄFTANDTHENSA.ⓄRG/phocadownload/Free%20Yourself%20from%20Microsoft%20and%20the%20NSA%20Complete%20Book%2016%20MB.pdf ⵙ
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- ⚪
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- ⠀
- ⠀
- ⠀
- ⠀
- ⦶
- ⠀
- ⠀
- ⠀
- ⠀
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⚪
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⦿
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⵙ
- {
- ;
- (
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- -
- .1+
- (O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O-.1)
- *
- ((.1-,.4)woq,((.Ԑ,(.1-O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O)-)woq-.1))woq
- )
- =O_ЯƎDAHƧ_O_ƧHADƎЯ_O
- }
- (
- 0.0=O_ЯƎDAHƧ_O_ƧHADƎЯ_O taolf tuqtuo
- ,(.1-((.1)nata*.4))gol=O_ƧƎИTHGIЯB_O_BЯIGHTИƎƧ_O taolf
- ,(((.2,(I,И)tob)woq-.1)trpƨ-.1)=O_ЯƎDAHƧ_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_ƧHADƎЯ_O taolf
- )
- O_ЯƎDAHƧ_OITAЯ_GИIϽAF_TOOЯ_DAUQ_ЯƎWOP_ƎBUϽ_1_MOЯF_DƎЯƎWOL_FO_ƎGИAЯ_ƎULAV_1_ƧUИIM_IP_GOL_ƧUИIM_1_O_1_MIИUƧ_LOG_PI_MIИUƧ_1_VALUƎ_ЯAИGƎ_OF_LOWƎЯƎD_FЯOM_1_ϽUBƎ_POWƎЯ_QUAD_ЯOOT_FAϽIИG_ЯATIO_ƧHADƎЯ_O rɘbahƨ
- ⵙ
- ⚪
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⵙ
- shader O_REDAHS_OITAR_GNICAF_TOOR_DAUQ_REWOP_EBUC_1_MORF_DEREWOL_FO_EGNAR_EULAV_1_SUNIM_IP_GOL_SUNIM_1_O_1_MINUS_LOG_PI_MINUS_1_VALUE_RANGE_OF_LOWERED_FROM_1_CUBE_POWER_QUAD_ROOT_FACING_RATIO_SHADER_O
- (
- float O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O=(1.-sqrt(1.-pow(dot(N,I),2.))),
- float O_SENTHGIRB_O_BRIGHTNES_O=log((4.*atan(1.))-1.),
- output float O_REDAHS_O_SHADER_O=0.0
- )
- {
- O_REDAHS_O_SHADER_O=
- (
- pow((1.-pow(-(O_REDAHS_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_SHADER_O-1.),3.)),pow(4.,-1.))
- *
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- +1.
- -
- (1.-O_SENTHGIRB_O_BRIGHTNES_O)
- )
- ;
- }
- ⵙ
- ⊚
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⦿
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ ɘGZƎpT\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/TqEZGe ⵙ
- ⵙ
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⦿
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.ɘGZƎpT\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⵙ HTTP://IILI.IⓄ/TqEZGe.png ⵙ
- ⊚
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⦿
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ 4izXiИ\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/NiXzi4 ⵙ
- ⵙ
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⦿
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.4izXiИ\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/NiXzi4.png ⵙ
- ⦶
- ⵙ ᖆᖇᗱᗴᗝИNᗱᗴᙁ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙁᗱᗴИNᗝᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᗜNИᗱᗴᙀ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙀᗱᗴNИᗜᗱᗴᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇᗱᗴᗝИNᗱᗴᙁ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙁᗱᗴИNᗝᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᗜNИᗱᗴᙀ⚭ ⵙ⠀⠀⠀ⵙ ⚭ᙀᗱᗴNИᗜᗱᗴᖈᖉ ⵙ
- ⴲ
- ⵙ ᔓᔕᗱᗴᙁᑐᑕ⋏ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋏ᑐᑕᙁᗱᗴᔓᔕ ⵙ
- ⚪
- ⵙ ᔕᔓᗱᗴᙀᑐᑕ⋎ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋎ᑐᑕᙀᗱᗴᔕᔓ ⵙ
- ⦿
- ⵙ ᔓᔕᗱᗴᙁᑐᑕ⋏ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋏ᑐᑕᙁᗱᗴᔓᔕ ⵙ
- ⚪
- ⵙ ᔕᔓᗱᗴᙀᑐᑕ⋎ᑐᑕ ⵙ⠀⠀⠀ⵙ ᑐᑕ⋎ᑐᑕᙀᗱᗴᔕᔓ ⵙ
- ⴲ
- ⵙ ᖆᖇᗱᗴᖆᖇᗱᗴᗝИNᗱᗴᖆᖇ ⵙ⠀⠀⠀ⵙ ᖆᖇᗱᗴИNᗝᗱᗴᖆᖇᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᖈᖉᗱᗴᗜNИᗱᗴᖈᖉ ⵙ⠀⠀⠀ⵙ ᖈᖉᗱᗴNИᗜᗱᗴᖈᖉᗱᗴᖈᖉ ⵙ
- ⦿
- ⵙ ᖆᖇᗱᗴᖆᖇᗱᗴᗝИNᗱᗴᖆᖇ ⵙ⠀⠀⠀ⵙ ᖆᖇᗱᗴИNᗝᗱᗴᖆᖇᗱᗴᖆᖇ ⵙ
- ⚪
- ⵙ ᖈᖉᗱᗴᖈᖉᗱᗴᗜNИᗱᗴᖈᖉ ⵙ⠀⠀⠀ⵙ ᖈᖉᗱᗴNИᗜᗱᗴᖈᖉᗱᗴᖈᖉ ⵙ
- ⴲ
- ⵙ ᗱᗴᕈᕋᗩᑎᕈᕋИNᗩᙁ ⵙ ᕈᕋИNꖴᗝᗩHᔓᔕ ⵙ ИNᗱᗴߦⓄ ⵙ
- ⵙ ᗱᗴᕊᕍᗨᑌᕊᕍNИᗨᙀ ⵙ ᕊᕍNИꖴᗜᗨHᔕᔓ ⵙ NИᗱᗴߦⓄ ⵙ
- ⚪
- ⵙ ⓄߦᗱᗴИN ⵙ ᔓᔕHᗩᗝꖴИNᕈᕋ ⵙ ᙁᗩИNᕈᕋᑎᗩᕈᕋᗱᗴ ⵙ
- ⵙ ⓄߦᗱᗴNИ ⵙ ᔕᔓHᗨᗜꖴNИᕊᕍ ⵙ ᙀᗨNИᕊᕍᑌᗨᕊᕍᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᕈᕋᗩᑎᕈᕋИNᗩᙁ ⵙ ᕈᕋИNꖴᗝᗩHᔓᔕ ⵙ ИNᗱᗴߦⓄ ⵙ
- ⵙ ᗱᗴᕊᕍᗨᑌᕊᕍNИᗨᙀ ⵙ ᕊᕍNИꖴᗜᗨHᔕᔓ ⵙ NИᗱᗴߦⓄ ⵙ
- ⚪
- ⵙ ⓄߦᗱᗴИN ⵙ ᔓᔕHᗩᗝꖴИNᕈᕋ ⵙ ᙁᗩИNᕈᕋᑎᗩᕈᕋᗱᗴ ⵙ
- ⵙ ⓄߦᗱᗴNИ ⵙ ᔕᔓHᗨᗜꖴNИᕊᕍ ⵙ ᙀᗨNИᕊᕍᑌᗨᕊᕍᗱᗴ ⵙ
- ⴲ
- ⵙ ߦᗩᑐᑕ✤ᗩᙏ ⵙ ᖆᖇᗱᗴᗝᗩHᔓᔕ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ Ⓞꖴ✤ᗩᖆᖇ ⵙ ᕈᕋИNꖴᑐᑕᗩ⏀ ⵙ ⏀Ⓞᙁᗩ⏀ ⵙ ᗱᗴᕈᕋᗝᗱᗴ ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ᗱᗴИNꖴᔓᔕⓄᑐᑕ ⵙ ✤ⓄⓄᖆᖇ ⵙ ᖆᖇᗱᗴᗯⓄߦ ⵙ ⵘᐃ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⵙ ߦᗨᑐᑕ✤ᗨᙎ ⵙ ᖈᖉᗱᗴᗜᗨHᔕᔓ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ Ⓞꖴ✤ᗨᖈᖉ ⵙ ᕊᕍNИꖴᑐᑕᗨ⏀ ⵙ ⏀Ⓞᙀᗨ⏀ ⵙ ᗱᗴᕊᕍᗜᗱᗴ ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ᗱᗴNИꖴᔕᔓⓄᑐᑕ ⵙ ✤ⓄⓄᖈᖉ ⵙ ᖈᖉᗱᗴᗰⓄߦ ⵙ ⵘᐁ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⚪
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐃⵘ ⵙ ߦⓄᗯᗱᗴᖆᖇ ⵙ ᖆᖇⓄⓄ✤ ⵙ ᑐᑕⓄᔓᔕꖴИNᗱᗴ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ ᗱᗴᗝᕈᕋᗱᗴ ⵙ ⏀ᗩᙁⓄ⏀ ⵙ ⏀ᗩᑐᑕꖴИNᕈᕋ ⵙ ᖆᖇᗩ✤ꖴⓄ ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ᔓᔕHᗩᗝᗱᗴᖆᖇ ⵙ ᙏᗩ✤ᑐᑕᗩߦ ⵙ
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐁⵘ ⵙ ߦⓄᗰᗱᗴᖈᖉ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ ᗱᗴᗜᕊᕍᗱᗴ ⵙ ⏀ᗨᙀⓄ⏀ ⵙ ⏀ᗨᑐᑕꖴNИᕊᕍ ⵙ ᖈᖉᗨ✤ꖴⓄ ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᔕᔓHᗨᗜᗱᗴᖈᖉ ⵙ ᙎᗨ✤ᑐᑕᗨߦ ⵙ
- ⦿
- ⵙ ߦᗩᑐᑕ✤ᗩᙏ ⵙ ᖆᖇᗱᗴᗝᗩHᔓᔕ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ Ⓞꖴ✤ᗩᖆᖇ ⵙ ᕈᕋИNꖴᑐᑕᗩ⏀ ⵙ ⏀Ⓞᙁᗩ⏀ ⵙ ᗱᗴᕈᕋᗝᗱᗴ ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ᗱᗴИNꖴᔓᔕⓄᑐᑕ ⵙ ✤ⓄⓄᖆᖇ ⵙ ᖆᖇᗱᗴᗯⓄߦ ⵙ ⵘᐃ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⵙ ߦᗨᑐᑕ✤ᗨᙎ ⵙ ᖈᖉᗱᗴᗜᗨHᔕᔓ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ Ⓞꖴ✤ᗨᖈᖉ ⵙ ᕊᕍNИꖴᑐᑕᗨ⏀ ⵙ ⏀Ⓞᙀᗨ⏀ ⵙ ᗱᗴᕊᕍᗜᗱᗴ ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ᗱᗴNИꖴᔕᔓⓄᑐᑕ ⵙ ✤ⓄⓄᖈᖉ ⵙ ᖈᖉᗱᗴᗰⓄߦ ⵙ ⵘᐁ❋⠿∷ⵔ❋∷◌⁂· ⵙ
- ⚪
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐃⵘ ⵙ ߦⓄᗯᗱᗴᖆᖇ ⵙ ᖆᖇⓄⓄ✤ ⵙ ᑐᑕⓄᔓᔕꖴИNᗱᗴ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ ᗱᗴᗝᕈᕋᗱᗴ ⵙ ⏀ᗩᙁⓄ⏀ ⵙ ⏀ᗩᑐᑕꖴИNᕈᕋ ⵙ ᖆᖇᗩ✤ꖴⓄ ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ᔓᔕHᗩᗝᗱᗴᖆᖇ ⵙ ᙏᗩ✤ᑐᑕᗩߦ ⵙ
- ⵙ ·⁂◌∷❋ⵔ∷⠿❋ᐁⵘ ⵙ ߦⓄᗰᗱᗴᖈᖉ ⵙ ᖈᖉⓄⓄ✤ ⵙ ᑐᑕⓄᔕᔓꖴNИᗱᗴ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ ᗱᗴᗜᕊᕍᗱᗴ ⵙ ⏀ᗨᙀⓄ⏀ ⵙ ⏀ᗨᑐᑕꖴNИᕊᕍ ⵙ ᖈᖉᗨ✤ꖴⓄ ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᔕᔓHᗨᗜᗱᗴᖈᖉ ⵙ ᙎᗨ✤ᑐᑕᗨߦ ⵙ
- ⦶
- ⵙ DAϽИOЯI\DƎZILAIϽƎPƧ-GИIЯƎƎИIGИƎ\ƎЯAWTFOƧ\ЯI.YLDAⓄLИWⓄD\\:PTTH ⵙ
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- ⚪
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/IRONCAD ⵙ
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/IRONCAD ⵙ
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- ⵙ DAϽИOЯI\DƎZILAIϽƎPƧ-GИIЯƎƎИIGИƎ\ƎЯAWTFOƧ\ЯI.YLDAⓄLИWⓄD\\:PTTH ⵙ
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- ⚪
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/IRONCAD ⵙ
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/IRONCAD ⵙ
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- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5160189 ⵙ
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- ⵙ HTTP://RUTRACKER.ⓄRG/forum/viewtopic.php?t=5160189 ⵙ
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- ⵙ HTTP://SEARCH.TⓄRRENTS.IⓄ/IRONCAD%20X64 ⵙ
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- ⵙ ਟ-ƧKЯOWDILOƧ\DƎZILAIϽƎPƧ-GИIЯƎƎИIGИƎ\ƎЯAWTFOƧ\ЯI.YLDAⓄLИWⓄD\\:PTTH ⵙ
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- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/SOLIDWORKS-5 ⵙ
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/SOLIDWORKS-5 ⵙ
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- ⵙ ਟ-ƧKЯOWDILOƧ\DƎZILAIϽƎPƧ-GИIЯƎƎИIGИƎ\ƎЯAWTFOƧ\ЯI.YLDAⓄLИWⓄD\\:PTTH ⵙ
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- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/SOLIDWORKS-5 ⵙ
- ⵙ HTTP://DⓄWNLⓄADLY.IR/SOFTWARE/ENGINEERING-SPECIALIZED/SOLIDWORKS-5 ⵙ
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- ⠀
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- ⠀
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- ⵙ ᔓᔕᙁᗱᗴꕤꖴߦ ⵙ ❋∷ⵔ∶ꕤ❋∷ⵔ∶ ⵙ ᗝИNᑎⓄᖆᖇᕈᕋ✻ᑐᑕᗩ⚭ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ H✤ꖴᗯ ⵙ ᗝꖴᖆᖇᕈᕋ ⵙ ⋏ᑐᑕИNᗱᗴᖆᖇᗩߦᔓᔕИNᗩᖆᖇ✤ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ✤⏀Ⓞᔓᔕ ⵙ ᔓᔕᙁᗱᗴꕤꖴߦ ⵙ ⠿·ꕤ⠿· ⵙ NИꖴ ⵙ ∷ꕤ∷ ⵙ ⠿⠿◌ⵔ ⵙ H✤ꖴᗯ ⵙ ⵈⵈ◌ⵔ ⵙ
- ⵙ ᔕᔓᙀᗱᗴꕤꖴߦ ⵙ ❋∷ⵔ∶ꕤ❋∷ⵔ∶ ⵙ ᗜNИᑌⓄᖈᖉᕊᕍ✻ᑐᑕᗨ⚭ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ H✤ꖴᗰ ⵙ ᗜꖴᖈᖉᕊᕍ ⵙ ⋎ᑐᑕNИᗱᗴᖈᖉᗨߦᔕᔓNИᗨᖈᖉ✤ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ✤⏀Ⓞᔕᔓ ⵙ ᔕᔓᙀᗱᗴꕤꖴߦ ⵙ ⠿·ꕤ⠿· ⵙ ИNꖴ ⵙ ∷ꕤ∷ ⵙ ⠿⠿◌ⵔ ⵙ H✤ꖴᗰ ⵙ ⵈⵈ◌ⵔ ⵙ
- ⚪
- ⵙ ⵔ◌ⵈⵈ ⵙ ᗯꖴ✤H ⵙ ⵔ◌⠿⠿ ⵙ ∷ꕤ∷ ⵙ ꖴИN ⵙ ·⠿ꕤ·⠿ ⵙ ߦꖴꕤᗱᗴᙁᔓᔕ ⵙ ᔓᔕⓄ⏀✤ ⵙ ᙁꖴᕈᕋH✤ ⵙ ✤ᖆᖇᗩИNᔓᔕߦᗩᖆᖇᗱᗴИNᑐᑕ⋏ ⵙ ᕈᕋᖆᖇꖴᗝ ⵙ ᗯꖴ✤H ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ⚭ᗩᑐᑕ✻ᕈᕋᖆᖇⓄᑎИNᗝ ⵙ ∶ⵔ∷❋ꕤ∶ⵔ∷❋ ⵙ ߦꖴꕤᗱᗴᙁᔓᔕ ⵙ
- ⵙ ⵔ◌ⵈⵈ ⵙ ᗰꖴ✤H ⵙ ⵔ◌⠿⠿ ⵙ ∷ꕤ∷ ⵙ ꖴNИ ⵙ ·⠿ꕤ·⠿ ⵙ ߦꖴꕤᗱᗴᙀᔕᔓ ⵙ ᔕᔓⓄ⏀✤ ⵙ ᙀꖴᕊᕍH✤ ⵙ ✤ᖈᖉᗨNИᔕᔓߦᗨᖈᖉᗱᗴNИᑐᑕ⋎ ⵙ ᕊᕍᖈᖉꖴᗜ ⵙ ᗰꖴ✤H ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ⚭ᗨᑐᑕ✻ᕊᕍᖈᖉⓄᑌNИᗜ ⵙ ∶ⵔ∷❋ꕤ∶ⵔ∷❋ ⵙ ߦꖴꕤᗱᗴᙀᔕᔓ ⵙ
- ⦿
- ⵙ ᔓᔕᙁᗱᗴꕤꖴߦ ⵙ ❋∷ⵔ∶ꕤ❋∷ⵔ∶ ⵙ ᗝИNᑎⓄᖆᖇᕈᕋ✻ᑐᑕᗩ⚭ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ H✤ꖴᗯ ⵙ ᗝꖴᖆᖇᕈᕋ ⵙ ⋏ᑐᑕИNᗱᗴᖆᖇᗩߦᔓᔕИNᗩᖆᖇ✤ ⵙ ✤Hᕈᕋꖴᙁ ⵙ ✤⏀Ⓞᔓᔕ ⵙ ᔓᔕᙁᗱᗴꕤꖴߦ ⵙ ⠿·ꕤ⠿· ⵙ NИꖴ ⵙ ∷ꕤ∷ ⵙ ⠿⠿◌ⵔ ⵙ H✤ꖴᗯ ⵙ ⵈⵈ◌ⵔ ⵙ
- ⵙ ᔕᔓᙀᗱᗴꕤꖴߦ ⵙ ❋∷ⵔ∶ꕤ❋∷ⵔ∶ ⵙ ᗜNИᑌⓄᖈᖉᕊᕍ✻ᑐᑕᗨ⚭ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ H✤ꖴᗰ ⵙ ᗜꖴᖈᖉᕊᕍ ⵙ ⋎ᑐᑕNИᗱᗴᖈᖉᗨߦᔕᔓNИᗨᖈᖉ✤ ⵙ ✤Hᕊᕍꖴᙀ ⵙ ✤⏀Ⓞᔕᔓ ⵙ ᔕᔓᙀᗱᗴꕤꖴߦ ⵙ ⠿·ꕤ⠿· ⵙ ИNꖴ ⵙ ∷ꕤ∷ ⵙ ⠿⠿◌ⵔ ⵙ H✤ꖴᗰ ⵙ ⵈⵈ◌ⵔ ⵙ
- ⚪
- ⵙ ⵔ◌ⵈⵈ ⵙ ᗯꖴ✤H ⵙ ⵔ◌⠿⠿ ⵙ ∷ꕤ∷ ⵙ ꖴИN ⵙ ·⠿ꕤ·⠿ ⵙ ߦꖴꕤᗱᗴᙁᔓᔕ ⵙ ᔓᔕⓄ⏀✤ ⵙ ᙁꖴᕈᕋH✤ ⵙ ✤ᖆᖇᗩИNᔓᔕߦᗩᖆᖇᗱᗴИNᑐᑕ⋏ ⵙ ᕈᕋᖆᖇꖴᗝ ⵙ ᗯꖴ✤H ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ⚭ᗩᑐᑕ✻ᕈᕋᖆᖇⓄᑎИNᗝ ⵙ ∶ⵔ∷❋ꕤ∶ⵔ∷❋ ⵙ ߦꖴꕤᗱᗴᙁᔓᔕ ⵙ
- ⵙ ⵔ◌ⵈⵈ ⵙ ᗰꖴ✤H ⵙ ⵔ◌⠿⠿ ⵙ ∷ꕤ∷ ⵙ ꖴNИ ⵙ ·⠿ꕤ·⠿ ⵙ ߦꖴꕤᗱᗴᙀᔕᔓ ⵙ ᔕᔓⓄ⏀✤ ⵙ ᙀꖴᕊᕍH✤ ⵙ ✤ᖈᖉᗨNИᔕᔓߦᗨᖈᖉᗱᗴNИᑐᑕ⋎ ⵙ ᕊᕍᖈᖉꖴᗜ ⵙ ᗰꖴ✤H ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ⚭ᗨᑐᑕ✻ᕊᕍᖈᖉⓄᑌNИᗜ ⵙ ∶ⵔ∷❋ꕤ∶ⵔ∷❋ ⵙ ߦꖴꕤᗱᗴᙀᔕᔓ ⵙ
- ⦶
- ⵙ yothqarg\MⓄϽ.PMⓄTƧYЯⓄMƎM\\:PTTH ⵙ
- ⵙ yothqarg\MⓄϽ.PMⓄTƧYЯⓄMƎM\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://MEMⓄRYSTⓄMP.CⓄM/graphtoy ⵙ
- ⵙ HTTP://MEMⓄRYSTⓄMP.CⓄM/graphtoy ⵙ
- ⦿
- ⵙ yothqarg\MⓄϽ.PMⓄTƧYЯⓄMƎM\\:PTTH ⵙ
- ⵙ yothqarg\MⓄϽ.PMⓄTƧYЯⓄMƎM\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://MEMⓄRYSTⓄMP.CⓄM/graphtoy ⵙ
- ⵙ HTTP://MEMⓄRYSTⓄMP.CⓄM/graphtoy ⵙ
- ⴲ
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- ⚪
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- ⵙ HTTP://FⓄⓄPLⓄT.CⓄM ⵙ
- ⦿
- ⵙ MⓄϽ.TⓄLPⓄⓄF\\:PTTH ⵙ
- ⵙ MⓄϽ.TⓄLPⓄⓄF\\:PTTH ⵙ
- ⚪
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- ⵙ HTTP://FⓄⓄPLⓄT.CⓄM ⵙ
- ⦶
- ⵙ ↄ1llЯu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ↄ1llЯu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uRll1c ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uRll1c ⵙ
- ⦿
- ⵙ ↄ1llЯu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ ↄ1llЯu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uRll1c ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uRll1c ⵙ
- ⊚
- ⵙ gnq.ↄ1llЯu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ↄ1llЯu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uRll1c.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uRll1c.png ⵙ
- ⦿
- ⵙ gnq.ↄ1llЯu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.ↄ1llЯu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uRll1c.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uRll1c.png ⵙ
- ⴲ
- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
- ⦿
- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
- ⵙ 101-ƧИOIƧƧƎЯPXƎ\ƧLAIЯOTUT-ИƎTTIЯW\MⓄϽ.AIDƎPƎKUИ.WWW\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
- ⵙ HTTP://WWW.NUKEPEDIA.CⓄM/WRITTEN-TUTORIALS/EXPRESSIONS-101 ⵙ
- ⴲ
- ⵙ ƨnoiƨƨɘrqxɘ-ɘvaw-ɘkun\MⓄϽ.ИⓄƧЯAϽИⓄЯƎMAϽ\\:PTTH ⵙ
- ⵙ ƨnoiƨƨɘrqxɘ-ɘvaw-ɘkun\MⓄϽ.ИⓄƧЯAϽИⓄЯƎMAϽ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⦿
- ⵙ ƨnoiƨƨɘrqxɘ-ɘvaw-ɘkun\MⓄϽ.ИⓄƧЯAϽИⓄЯƎMAϽ\\:PTTH ⵙ
- ⵙ ƨnoiƨƨɘrqxɘ-ɘvaw-ɘkun\MⓄϽ.ИⓄƧЯAϽИⓄЯƎMAϽ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⵙ HTTP://CAMERⓄNCARSⓄN.CⓄM/nuke-wave-expressions ⵙ
- ⴲ
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://THEBⓄⓄKⓄFSHADERS.CⓄM/05 ⵙ
- ⵙ HTTP://THEBⓄⓄKⓄFSHADERS.CⓄM/05 ⵙ
- ⦿
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
- ⵙ ਟ0\MⓄϽ.ƧЯƎDAHƧFⓄKⓄⓄBƎHT\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://THEBⓄⓄKⓄFSHADERS.CⓄM/05 ⵙ
- ⵙ HTTP://THEBⓄⓄKⓄFSHADERS.CⓄM/05 ⵙ
- ⦶
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⦿
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (((2\thgiɘh)\((((2**(ਟ.+((2\thgiɘh))-y))+(2**((ਟ.-(2\htbiw))-x)))trpƨ)-(2\thgiɘh)))qmalↄ)=O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O=(clamp(((height/2)-(sqrt(((x-((width/2)-.5))**2)+((y-((height/2))+.5)**2))))/(height/2))) ⵙ
- ⦶
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⦿
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.+2\((O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O)*((.1)nata*.4))ƨoↄ-)=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_O_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_O_COSINUSOIDAL_RADIAL_GRADIENT_O=(-cos((4.*atan(1.))*(O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O))/2+.5) ⵙ
- ⦶
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⦿
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ( ਟ.+( ( .2\ ( (.2\.1) , ( (.0,.1-, (.2- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq ) + ( .2\ ( (.2\.1) , ( (.1,.0, (.0- (.2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) ) )qmalↄ *((.1)nata*.4)*ਟ.)ƨoↄ )woq- ) ) )=O_TИƎIDAЯG_LAIDAЯ_LADIOƧUИIƧOϽ_TOOЯ_ƎЯAUQƧ_O_ƧQUAЯƎ_ЯOOT_ϽOƧIИUƧOIDAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LADIOSUNISOC_TOOR_ERAUQS_O_SQUARE_ROOT_COSINUSOIDAL_RADIAL_GRADIENT_O=( ( ( -pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -0.) ,0.,1.) ) , (1./2.) ) /2. ) + ( pow( cos(.5*(4.*atan(1.))* clamp( ( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2.) -2.) ,-1.,0.) ) , (1./2.) ) /2. ) )+.5 ) ⵙ
- ⦶
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⦿
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-(.1+.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-(.1-(.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ\((((.1)nata*.4)*.2)qxɘ)-) + ((.2\((((.1)nata*.4)*.2)qxɘ)\(( (( (.2\thgiɘh) \(((((.4)*(.2**( (.2\thgiɘh) -y)))+((.4)*(.2**( (.2\htbiw) -x))))trpƨ)-((.4)trpƨ)* (.2\thgiɘh) ))qmalↄ) )*((.1)nata*.4)*.2)qxɘ)))=O_TИƎIDAЯG_LAIDAЯ_LAITИƎИOPXƎ_O_ƎXPOИƎИTIAL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LAITNENOPXE_O_EXPONENTIAL_RADIAL_GRADIENT_O=(((exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.))-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.)) + (-(exp(2.*(4.*atan(1.))))/exp(2.*(4.*atan(1.))*( (clamp(( (height/2.) *(sqrt(4.)-1.)-(sqrt((((x- (width/2.) )**2.)*(4.))+(((y- (height/2.) )**2.)*(4.)))))/ (height/2.) )) ))/(exp(2.*(4.*atan(1.))))/2.+1.)-.5) ⵙ
- ⦶
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⦿
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ wFwMxu\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/uxMwFw ⵙ
- ⴲ
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⦿
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.wFwMxu\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/uxMwFw.png ⵙ
- ⊚
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⦿
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⵙ vმxXgb\i\TƧⓄH.ƎGAMIƎƎЯF\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⵙ HTTP://FREEIMAGE.HⓄST/i/dgXx6v ⵙ
- ⴲ
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⦿
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⵙ gnq.vმxXgb\ⓄI.ILII\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⵙ HTTP://IILI.IⓄ/dgXx6v.png ⵙ
- ⊚
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⚪
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⦿
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⵙ (.2\(.1-(.ਟ)trpƨ))=O_ЯƎWOP_O_POWƎЯ_O ⵙ
- ⚪
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⵙ O_REWOP_O_POWER_O=((sqrt(5.)-1.)/2.) ⵙ
- ⊚
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⚪
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⦿
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⵙ ਟ7Ԑ.Ԑ-=O_ƎLAϽƧ_O_ƧϽALƎ_O ⵙ
- ⚪
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⵙ O_ELACS_O_SCALE_O=-3.375 ⵙ
- ⊚
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⦿
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_TИIOP_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_POIИT_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_TNIOP_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_POINT_RADIAL_GRADIENT____O=clamp((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) ⵙ
- ⊚
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
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- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1,.0, (ਟ.-( (.0+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.-O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O) )qmalↄ) \.1 ))woq))-.1 + (.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-( ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O )qmalↄ-.1) \.1 ))woq) )) )qmalↄ=O_TИƎIDAЯG_LAIDAЯ_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_RADIAL_GRADIENT_O=clamp( (( (pow(( 1./ (1.-clamp( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.) + 1.-((pow(( 1./ (clamp( (O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O-.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+0.) )-.5) ,0.,1.) ⵙ
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- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
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- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
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- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (ਟ.-( (ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) + ((ਟ.+(.2\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(.0- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))-.1) ))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎƧЯƎVИI_LUF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FUL_IИVƎЯƧƎ_ЯADIAL_GЯADIƎИT_O ⵙ
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- ⵙ
- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
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- O_TNEIDARG_LAIDAR_ESREVNI_LUF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FUL_INVERSE_RADIAL_GRADIENT_O=clamp(( (1.-((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -0.)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5)) + ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/2.)+.5) )-.5) ⵙ
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- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⦿
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ (.1-( ((0.0+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(ਟ.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq))) + (0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)) ))qmalↄ =O_TИƎIDAЯG_LAIDAЯ_GИIЯ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ЯING_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_GNIR_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_RING_RADIAL_GRADIENT_O= clamp(( ((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0) + (((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.5)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+0.0)) )-1.) ⵙ
- ⊚
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦿
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .1*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*1. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦶
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⦿
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ O_TИƎIDAЯG_LAIDAЯ_ƎMAЯF_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_FЯAMƎ_ЯADIAL_GЯADIƎИT_O-.1=O_TИƎIDAЯG_LAIDAЯ_ƎЯƎHPƧ_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_ƧPHƎЯƎ_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⵙ O_TNEIDARG_LAIDAR_EREHPƧ_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_SPHERE_RADIAL_GRADIENT_O=1.-O_TNEIDARG_LAIDAR_EMARF_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_FRAME_RADIAL_GRADIENT_O ⵙ
- ⦶
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⦿
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⵙ ((0.+(.1\(O_ЯƎWOP_O_POWƎЯ_O,((.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) - ((((( (.2+O_ƎLAϽƧ_O_ƧϽALƎ_O-) ,.2)woq )))) \( (.2\(.1- (.1+ ( (O_ƎLAϽƧ_O_ƧϽALƎ_O) ,.2)woq ) trpƨ)) + (.1,.0, .2*(0.- O_TИƎIDAЯG_LAIDAЯ_ЯAƎИIL_O_LIИƎAЯ_ЯADIAL_GЯADIƎИT_O ) )qmalↄ-.1) \.1 ))woq)))qmalↄ=O_TИƎIDAЯG_LAIDAЯ_WOLG_ЯƎTUO_ƎƧЯƎVИI_ƎVITAϽILPITLUM_O_MULTIPLIϽATIVƎ_IИVƎЯƧƎ_OUTƎЯ_GLOW_ЯADIAL_GЯADIƎИT_O ⵙ
- ⚪
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
- ⵙ O_TNEIDARG_LAIDAR_WOLG_RETUO_ESREVNI_EVITACILPITLUM_O_MULTIPLICATIVE_INVERSE_OUTER_GLOW_RADIAL_GRADIENT_O=clamp(((pow(( 1./ (1.-clamp( ( O_TNEIDARG_LAIDAR_RAENIL_O_LINEAR_RADIAL_GRADIENT_O -.0)*2. ,0.,1.) + ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.) )/ (((( pow(2., (-O_ELACS_O_SCALE_O+2.) ))))) - ((sqrt ( pow(2., (O_ELACS_O_SCALE_O) ) +1.) -1.)/2.)),O_REWOP_O_POWER_O)/1.)+.0)) ⵙ
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- ⵙ ᗨᗜⓄ⚭ᗱᗴ ⵙ ᑯᑲHⓄ✤ⓄᔕᔓHⓄᑯᑲ ⵙ ∶ⵔ·ᐁ ⵙ · ⵙ · ⵙ ⵔ∷ ⵙ ∶ⵘ ⵙ ᖈᖉ ⵙ ∶ⵘ∶ ⵙ ✻ᑯᑲⓄᙀI✻ ⵙ ᖈᖉᗱᗴᑯᑲᗨᑐᑕ✻ ⵙ
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- ⵙ ✻ᑐᑕᗨᑯᑲᗱᗴᖈᖉ ⵙ ✻IᙀⓄᑯᑲ✻ ⵙ ∶ⵘ∶ ⵙ ᖈᖉ ⵙ ⵘ∶ ⵙ ∷ⵔ ⵙ · ⵙ · ⵙ ᐁ·ⵔ∶ ⵙ ᑯᑲⓄHᔕᔓⓄ✤ⓄHᑯᑲ ⵙ ᗱᗴ⚭Ⓞᗜᗨ ⵙ
- ⚪
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- ⵙ ᗨᗜⓄ⚭ᗱᗴ ⵙ ᑯᑲHⓄ✤ⓄᔕᔓHⓄᑯᑲ ⵙ ∶ⵔ·ᐁ ⵙ · ⵙ · ⵙ ⵔ∷ ⵙ ∶ⵘ ⵙ ᖈᖉ ⵙ ∶ⵘ∶ ⵙ ✻ᑯᑲⓄᙀI✻ ⵙ ᖈᖉᗱᗴᑯᑲᗨᑐᑕ✻ ⵙ
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- ⚪
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- ⊚
- ⵙ ߦⓄ✤✻ᔓᔕᗱᗴᗝ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ
- ⵙ ߦⓄ✤✻ᔕᔓᗱᗴᗜ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ
- ⚪
- ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ᗝᗱᗴᔓᔕ✻✤Ⓞߦ ⵙ
- ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᗜᗱᗴᔕᔓ✻✤Ⓞߦ ⵙ
- ⦿
- ⵙ ߦⓄ✤✻ᔓᔕᗱᗴᗝ ⵙ ᗱᗴ✤ꖴHᗯ ⵙ
- ⵙ ߦⓄ✤✻ᔕᔓᗱᗴᗜ ⵙ ᗱᗴ✤ꖴHᗰ ⵙ
- ⚪
- ⵙ ᗯHꖴ✤ᗱᗴ ⵙ ᗝᗱᗴᔓᔕ✻✤Ⓞߦ ⵙ
- ⵙ ᗰHꖴ✤ᗱᗴ ⵙ ᗜᗱᗴᔕᔓ✻✤Ⓞߦ ⵙ
- ⊚
- ⵙ ✤Hᕈᕋꖴᙁ ⵙ ꖴИNꖴᗝᑎⓄH ⊚ ᗱᗴᙏᗱᗴHᑐᑕᔓᔕ ⵙ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ✤Hᕊᕍꖴᙀ ⵙ ꖴNИꖴᗜᑌⓄH ⊚ ᗱᗴᙎᗱᗴHᑐᑕᔕᔓ ⵙ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⵙ ᔓᔕᑐᑕHᗱᗴᙏᗱᗴ ⊚ HⓄᑎᗝꖴИNꖴ ⵙ ᙁꖴᕈᕋH✤ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⵙ ᔕᔓᑐᑕHᗱᗴᙎᗱᗴ ⊚ HⓄᑌᗜꖴNИꖴ ⵙ ᙀꖴᕊᕍH✤ ⵙ
- ⦿
- ⵙ ✤Hᕈᕋꖴᙁ ⵙ ꖴИNꖴᗝᑎⓄH ⊚ ᗱᗴᙏᗱᗴHᑐᑕᔓᔕ ⵙ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ✤Hᕊᕍꖴᙀ ⵙ ꖴNИꖴᗜᑌⓄH ⊚ ᗱᗴᙎᗱᗴHᑐᑕᔕᔓ ⵙ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⵙ ᔓᔕᑐᑕHᗱᗴᙏᗱᗴ ⊚ HⓄᑎᗝꖴИNꖴ ⵙ ᙁꖴᕈᕋH✤ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⵙ ᔕᔓᑐᑕHᗱᗴᙎᗱᗴ ⊚ HⓄᑌᗜꖴNИꖴ ⵙ ᙀꖴᕊᕍH✤ ⵙ
- ⊚
- ⵙ ⵘᐃ◌ⵔ ⊚ ᗩᙏᗩᕈᕋ ⵙ
- ⵙ ⵘᐁ◌ⵔ ⊚ ᗨᙎᗨᕊᕍ ⵙ
- ⚪
- ⵙ ᕈᕋᗩᙏᗩ ⊚ ⵔ◌ᐃⵘ ⵙ
- ⵙ ᕊᕍᗨᙎᗨ ⊚ ⵔ◌ᐁⵘ ⵙ
- ⦿
- ⵙ ⵘᐃ◌ⵔ ⊚ ᗩᙏᗩᕈᕋ ⵙ
- ⵙ ⵘᐁ◌ⵔ ⊚ ᗨᙎᗨᕊᕍ ⵙ
- ⚪
- ⵙ ᕈᕋᗩᙏᗩ ⊚ ⵔ◌ᐃⵘ ⵙ
- ⵙ ᕊᕍᗨᙎᗨ ⊚ ⵔ◌ᐁⵘ ⵙ
- ⊚
- ⵙ ⵘ◌· ⊚ ᔓᔕᗱᗴИN✤Hᕈᕋꖴᖆᖇ⚭ ⵙ
- ⵙ ⵘ◌· ⊚ ᔕᔓᗱᗴNИ✤Hᕊᕍꖴᖈᖉ⚭ ⵙ
- ⚪
- ⵙ ⚭ᖆᖇꖴᕈᕋH✤ИNᗱᗴᔓᔕ ⊚ ·◌ⵘ ⵙ
- ⵙ ⚭ᖈᖉꖴᕊᕍH✤NИᗱᗴᔕᔓ ⊚ ·◌ⵘ ⵙ
- ⦿
- ⵙ ⵘ◌· ⊚ ᔓᔕᗱᗴИN✤Hᕈᕋꖴᖆᖇ⚭ ⵙ
- ⵙ ⵘ◌· ⊚ ᔕᔓᗱᗴNИ✤Hᕊᕍꖴᖈᖉ⚭ ⵙ
- ⚪
- ⵙ ⚭ᖆᖇꖴᕈᕋH✤ИNᗱᗴᔓᔕ ⊚ ·◌ⵘ ⵙ
- ⵙ ⚭ᖈᖉꖴᕊᕍH✤NИᗱᗴᔕᔓ ⊚ ·◌ⵘ ⵙ
- ⊚
- ⵙ ⵘ◌ⵔ ⊚ ✤ᔓᔕᗩᖆᖇ✤ИNⓄᑐᑕ ⵙ
- ⵙ ⵘ◌ⵔ ⊚ ✤ᔕᔓᗨᖈᖉ✤NИⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄИN✤ᖆᖇᗩᔓᔕ✤ ⊚ ⵔ◌ⵘ ⵙ
- ⵙ ᑐᑕⓄNИ✤ᖈᖉᗨᔕᔓ✤ ⊚ ⵔ◌ⵘ ⵙ
- ⦿
- ⵙ ⵘ◌ⵔ ⊚ ✤ᔓᔕᗩᖆᖇ✤ИNⓄᑐᑕ ⵙ
- ⵙ ⵘ◌ⵔ ⊚ ✤ᔕᔓᗨᖈᖉ✤NИⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄИN✤ᖆᖇᗩᔓᔕ✤ ⊚ ⵔ◌ⵘ ⵙ
- ⵙ ᑐᑕⓄNИ✤ᖈᖉᗨᔕᔓ✤ ⊚ ⵔ◌ⵘ ⵙ
- ⊚
- ⵙ · ⊚ ИNⓄꖴ✤ᗩᖆᖇᑎ✤ᗩᔓᔕ ⵙ
- ⵙ · ⊚ ИNⓄꖴ✤ᗨᖈᖉᑌ✤ᗨᔕᔓ ⵙ
- ⚪
- ⵙ ᔓᔕᗩ✤ᑎᖆᖇᗩ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ᔕᔓᗨ✤ᑌᖈᖉᗨ✤ꖴⓄNИ ⊚ · ⵙ
- ⦿
- ⵙ · ⊚ ИNⓄꖴ✤ᗩᖆᖇᑎ✤ᗩᔓᔕ ⵙ
- ⵙ · ⊚ ИNⓄꖴ✤ᗨᖈᖉᑌ✤ᗨᔕᔓ ⵙ
- ⚪
- ⵙ ᔓᔕᗩ✤ᑎᖆᖇᗩ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ᔕᔓᗨ✤ᑌᖈᖉᗨ✤ꖴⓄNИ ⊚ · ⵙ
- ⦶
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⚪
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⦿
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⵙ ;(.2\(((ytiƨnɘb@)*((.1)nata*.4))ƨoↄ-1))=O_TИƎIDAЯG_YTIƧИƎD_LADIOƧUИIƧOϽ_ƎϽILƧ_ƎMULOV_O_VOLUMƎ_ƧLIϽƎ_ϽOƧIИUƧOIDAL_DƎИƧITY_GЯADIƎИT_O@ ⵙ
- ⚪
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⵙ @O_TNEIDARG_YTISNED_LADIOSUNISOC_ECILS_EMULOV_O_VOLUME_SLICE_COSINUSOIDAL_DENSITY_GRADIENT_O=((1-cos((4.*atan(1.))*(@density)))/2.); ⵙ
- ⊚
- ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ⋎✤ꖴᔓᔕИNᗱᗴᗝ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙁᔓᔕ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙀᔕᔓ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᔓᔕᙁꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᔕᔓᙀꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ
- ⦿
- ⵙ ✤ИNᗱᗴꖴᗝᗩᖆᖇᕈᕋ ⵙ ⋎✤ꖴᔓᔕИNᗱᗴᗝ ⵙ ᙁᗩᗝꖴⓄᔓᔕᑎИNꖴᔓᔕⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙁᔓᔕ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ✤NИᗱᗴꖴᗜᗨᖈᖉᕊᕍ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ ᙀᗨᗜꖴⓄᔕᔓᑌNИꖴᔕᔓⓄᑐᑕ ⵙ ᗱᗴᑐᑕꖴᙀᔕᔓ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᔓᔕᙁꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔓᔕꖴИNᑎᔓᔕⓄꖴᗝᗩᙁ ⵙᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ᕈᕋᖆᖇᗩᗝꖴᗱᗴИN✤ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᔕᔓᙀꖴᑐᑕᗱᗴ ⵙ ᑐᑕⓄᔕᔓꖴNИᑌᔕᔓⓄꖴᗜᗨᙀ ⵙᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ᕊᕍᖈᖉᗨᗜꖴᗱᗴNИ✤ ⵙ
- ⴲ
- ⵙ ᗱᗴᙁᕈᕋИNᗩᖆᖇᗯ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ᗱᗴᙀᕊᕍNИᗨᖈᖉᗰ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᗯᖆᖇᗩИNᕈᕋᙁᗱᗴ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᗰᖈᖉᗨNИᕊᕍᙀᗱᗴ ⵙ
- ⦿
- ⵙ ᗱᗴᙁᕈᕋИNᗩᖆᖇᗯ ⵙ ᗱᗴᙏᑎᙁⓄΛ ⵙ
- ⵙ ᗱᗴᙀᕊᕍNИᗨᖈᖉᗰ ⵙ ᗱᗴᙎᑌᙀⓄV ⵙ
- ⚪
- ⵙ ΛⓄᙁᑎᙏᗱᗴ ⵙ ᗯᖆᖇᗩИNᕈᕋᙁᗱᗴ ⵙ
- ⵙ VⓄᙀᑌᙎᗱᗴ ⵙ ᗰᖈᖉᗨNИᕊᕍᙀᗱᗴ ⵙ
- ⴲ
- ⵙ ꕤᗱᗴΛ ⵙ
- ⵙ ꕤᗱᗴV ⵙ
- ⚪
- ⵙ Λᗱᗴꕤ ⵙ
- ⵙ Vᗱᗴꕤ ⵙ
- ⦿
- ⵙ ꕤᗱᗴΛ ⵙ
- ⵙ ꕤᗱᗴV ⵙ
- ⚪
- ⵙ Λᗱᗴꕤ ⵙ
- ⵙ Vᗱᗴꕤ ⵙ
- ⴲ
- ⵙ ИNⓄꖴᔓᔕᗱᗴᖆᖇߦꕤᗱᗴ ⵙ
- ⵙ NИⓄꖴᔕᔓᗱᗴᖈᖉߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦᖆᖇᗱᗴᔓᔕꖴⓄИN ⵙ
- ⵙ ᗱᗴꕤߦᖈᖉᗱᗴᔕᔓꖴⓄNИ ⵙ
- ⦿
- ⵙ ИNⓄꖴᔓᔕᗱᗴᖆᖇߦꕤᗱᗴ ⵙ
- ⵙ NИⓄꖴᔕᔓᗱᗴᖈᖉߦꕤᗱᗴ ⵙ
- ⚪
- ⵙ ᗱᗴꕤߦᖆᖇᗱᗴᔓᔕꖴⓄИN ⵙ
- ⵙ ᗱᗴꕤߦᖈᖉᗱᗴᔕᔓꖴⓄNИ ⵙ
- ⦶
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⦿
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ juAXkI\i\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/i/IkXAuj ⵙ
- ⊚
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⦿
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⵙ gnq.juAXkI\ƨɘgami\MⓄϽ.ƎLIPGMI\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⵙ HTTP://IMGPILE.CⓄM/images/IkXAuj.png ⵙ
- ⊚
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⦿
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⵙ lmth.noitazilauƨivɘmulov\qoƨ\ƨɘbon\inibuoh\ƨↄob\MⓄϽ.XFƎDIƧ\\:PTTH ⵙ
- ⚪
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⵙ HTTP://SIDEFX.CⓄM/docs/houdini/nodes/sop/volumevisualization.html ⵙ
- ⴲ
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ
- ⚪
- ⵙ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⦿
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⵙ
- ⚪
- ⵙ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⊚
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⦿
- ⵙ ⋏✤ꖴᔓᔕИNᗱᗴᗝ ⊚ ᗝᙁᗱᗴꖴ⏀ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ⋎✤ꖴᔕᔓNИᗱᗴᗜ ⊚ ᗜᙀᗱᗴꖴ⏀ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ⏀ꖴᗱᗴᙁᗝ ⊚ ᗝᗱᗴИNᔓᔕꖴ✤⋏ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ⏀ꖴᗱᗴᙀᗜ ⊚ ᗜᗱᗴNИᔕᔓꖴ✤⋎ ⵙ
- ⴲ
- ⵙ ߦᙏᗩᖆᖇ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ߦᙎᗨᖈᖉ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ᖆᖇᗩᙏߦ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ᖈᖉᗨᙎߦ ⵙ
- ⦿
- ⵙ ߦᙏᗩᖆᖇ ⵙ ᗱᗴᔓᔕᑎ⏀ꖴᗝ ⵙ
- ⵙ ߦᙎᗨᖈᖉ ⵙ ᗱᗴᔕᔓᑌ⏀ꖴᗜ ⵙ
- ⚪
- ⵙ ᗝꖴ⏀ᑎᔓᔕᗱᗴ ⵙ ᖆᖇᗩᙏߦ ⵙ
- ⵙ ᗜꖴ⏀ᑌᔕᔓᗱᗴ ⵙ ᖈᖉᗨᙎߦ ⵙ
- ⊚
- ⵙ · ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ · ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ · ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ · ⵙ
- ⦿
- ⵙ · ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ · ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ · ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ · ⵙ
- ⊚
- ⵙ ⵔ ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ ⵔ ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ ⵔ ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ ⵔ ⵙ
- ⦿
- ⵙ ⵔ ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ ⵔ ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ ⵔ ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ ⵔ ⵙ
- ⊚
- ⵙ ⁂ⵈ◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ⁂ⵈ◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌ⵈ⁂ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌ⵈ⁂ ⵙ
- ⦿
- ⵙ ⁂ⵈ◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ⁂ⵈ◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌ⵈ⁂ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌ⵈ⁂ ⵙ
- ⴲ
- ⵙ ∶ ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ ∶ ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ ∶ ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ ∶ ⵙ
- ⦿
- ⵙ ∶ ⊚ ⓄИN ⵙ ✤ИNꖴⓄߦ ⵙ
- ⵙ ∶ ⊚ ⓄNИ ⵙ ✤NИꖴⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄꖴИN✤ ⵙ ИNⓄ ⊚ ∶ ⵙ
- ⵙ ߦⓄꖴNИ✤ ⵙ NИⓄ ⊚ ∶ ⵙ
- ⊚
- ⵙ · ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ · ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ · ⵙ
- ⦿
- ⵙ · ⊚ ИNⓄꖴ✤ꖴᔓᔕⓄߦ ⵙ
- ⵙ · ⊚ NИⓄꖴ✤ꖴᔕᔓⓄߦ ⵙ
- ⚪
- ⵙ ߦⓄᔓᔕꖴ✤ꖴⓄИN ⊚ · ⵙ
- ⵙ ߦⓄᔕᔓꖴ✤ꖴⓄNИ ⊚ · ⵙ
- ⊚
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⦿
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖆᖇⓄᙁⓄᑐᑕ ⵙ
- ⵙ ❋ⵔⵔ❋◌· ⊚ ᖈᖉⓄᙀⓄᑐᑕ ⵙ
- ⚪
- ⵙ ᑐᑕⓄᙁⓄᖆᖇ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⵙ ᑐᑕⓄᙀⓄᖈᖉ ⊚ ·◌❋ⵔⵔ❋ ⵙ
- ⦶
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