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Elation Proteus Smarty Hybrid (Elation_Proteus Smarty Hybrid.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Proteus Smarty Hybrid" ShortName="ProSmtyHyb" Company="Elation"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>d80c62db-ebbf-4492-a18a-d69feaed3427</Thumbnail> <History Date="24-08-18" Author="Nic Morris" Comment="Created" /> <History Date="25-08-18" Author="Nic Morris" Comment="Corrected quad colour function name." /> <History Date="13-11-19" Author="Nic Morris" Comment="Created from Elation Smarty Hybrid" /> <History Date="15-11-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="152c5e3e-682c-4ead-a1eb-527fcea0bf71" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="2827~4883" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="5140~7196" Colour="0,255,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="7453~9509" Colour="255,255,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="9766~11822" Colour="255,0,255" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="12079~14135" Colour="255,128,0" /> <Function ID="7" Name="Aqua" Display="'Aqua'" Dmx="14392~16448" Colour="0,255,200" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="16705~18761" Colour="255,150,150" /> <Function ID="9" Name="Cyan" Display="'Cyan'" Dmx="19018~21074" Colour="0,255,255" /> <Function ID="10" Name="Quad Colour" Display="'Quad Colour'" Dmx="21331~23387" Colour="255,255,255" /> <Function ID="11" Name="CTB" Display="'CTB'" Dmx="23644~25700" Colour="230,230,255" /> <Function ID="12" Name="UV" Display="'UV'" Dmx="25957~28013" Colour="180,0,255" /> <Function ID="13" Name="CTO" Display="'CTO'" Dmx="28270~30326" Colour="255,240,200" /> <Function ID="14" Name="Blue" Display="'Blue'" Dmx="30583~32639" Colour="0,0,255" /> <Function ID="15" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>93f7866c-b363-4588-b19f-6d17d02e638d</Swatch> </Function> <Function ID="2" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="22~31" WheelPosition="2"> <Swatch>7d109f28-d5ed-4b31-9434-9d4353743f70</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~41" WheelPosition="3"> <Swatch>f5a89da5-0068-48f8-83b9-ad6e58e5b852</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="42~51" WheelPosition="4"> <Swatch>7bc727fc-2a27-4c7c-bd24-5df791f93d0b</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="52~61" WheelPosition="5"> <Swatch>b0de4f2b-aac0-4174-9492-3fd1fc158a37</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="62~71" WheelPosition="6"> <Swatch>4af39dda-527b-4a1b-89f1-6afb66dfb8e2</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="72~81" WheelPosition="7"> <Swatch>f67710d4-3447-4599-8d3f-21723aba54d2</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="82~91" WheelPosition="8"> <Swatch>62803719-b7c0-454f-ab16-1478b2aa59d0</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="92~101" WheelPosition="9"> <Swatch>95d7dc22-8487-44fa-abec-905de9aa84f2</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>93f7866c-b363-4588-b19f-6d17d02e638d</Swatch> </Function> <Function ID="12" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" /> <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="102~112" WheelPosition="2"> <Swatch>7d109f28-d5ed-4b31-9434-9d4353743f70</Swatch> </Function> <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="113~123" WheelPosition="3"> <Swatch>f5a89da5-0068-48f8-83b9-ad6e58e5b852</Swatch> </Function> <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="124~134" WheelPosition="4"> <Swatch>7bc727fc-2a27-4c7c-bd24-5df791f93d0b</Swatch> </Function> <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="135~145" WheelPosition="5"> <Swatch>b0de4f2b-aac0-4174-9492-3fd1fc158a37</Swatch> </Function> <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="146~156" WheelPosition="6"> <Swatch>4af39dda-527b-4a1b-89f1-6afb66dfb8e2</Swatch> </Function> <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="157~167" WheelPosition="7"> <Swatch>f67710d4-3447-4599-8d3f-21723aba54d2</Swatch> </Function> <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="168~178" WheelPosition="8"> <Swatch>62803719-b7c0-454f-ab16-1478b2aa59d0</Swatch> </Function> <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="179~189" WheelPosition="9"> <Swatch>95d7dc22-8487-44fa-abec-905de9aa84f2</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~224" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~190" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="14,15,16,17,18,19,20,21,22,23,24,25,26" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="27,28,29,30" If="'Gobo2Func'==3" /> <Else ID="31" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>93f7866c-b363-4588-b19f-6d17d02e638d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4369" WheelPosition="1"> <Swatch>1b146415-f4eb-4e1f-9fb0-bcfe3d00e23a</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="4626~6425" WheelPosition="2"> <Swatch>c4e33cc3-432e-471e-a294-8ee3f973a0a9</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="6682~8481" WheelPosition="3"> <Swatch>4a0dfc2c-4298-4a60-8b98-603525ebf1ce</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="8738~10537" WheelPosition="4"> <Swatch>c30bd9dc-cafd-440e-b2bd-c998c93ded4f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="10794~12593" WheelPosition="5"> <Swatch>ed6a01d1-5865-48af-8d08-0225a9bb416f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="12850~14649" WheelPosition="6"> <Swatch>dba1e529-4c3f-4c3d-a2dd-842e5202f4a6</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="14906~16705" WheelPosition="7"> <Swatch>f5bfe5d9-5e33-4e08-a874-487edeee2c40</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="16962~18761" WheelPosition="8"> <Swatch>ccd1a729-5fb5-4588-a33e-df5ceda43df2</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="19018~20817" WheelPosition="9"> <Swatch>a72e113e-60f9-49eb-b881-b23910ff48d6</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="21074~22873" WheelPosition="10"> <Swatch>48e8a1de-47e9-47c7-9a29-ea28e10e76fa</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="23130~24929" WheelPosition="11"> <Swatch>c7ce3b0a-2c61-4062-82db-b0b4be823a82</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="25186~26985" WheelPosition="12"> <Swatch>3c19cdd3-9a55-4795-aea0-88aeb01ecf5b</Swatch> </Function> <Function ID="14" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>93f7866c-b363-4588-b19f-6d17d02e638d</Swatch> </Function> <Function ID="15" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="27242~28784" WheelPosition="1"> <Swatch>1b146415-f4eb-4e1f-9fb0-bcfe3d00e23a</Swatch> </Function> <Function ID="16" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="29041~30583" WheelPosition="2"> <Swatch>c4e33cc3-432e-471e-a294-8ee3f973a0a9</Swatch> </Function> <Function ID="17" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="30840~32382" WheelPosition="3"> <Swatch>4a0dfc2c-4298-4a60-8b98-603525ebf1ce</Swatch> </Function> <Function ID="18" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="32639~34181" WheelPosition="4"> <Swatch>c30bd9dc-cafd-440e-b2bd-c998c93ded4f</Swatch> </Function> <Function ID="19" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="34438~35980" WheelPosition="5"> <Swatch>ed6a01d1-5865-48af-8d08-0225a9bb416f</Swatch> </Function> <Function ID="20" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="36237~37779" WheelPosition="6"> <Swatch>dba1e529-4c3f-4c3d-a2dd-842e5202f4a6</Swatch> </Function> <Function ID="21" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="38036~39578" WheelPosition="7"> <Swatch>f5bfe5d9-5e33-4e08-a874-487edeee2c40</Swatch> </Function> <Function ID="22" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.1f%%',0.0~100.0" Dmx="39835~41377" WheelPosition="8"> <Swatch>ccd1a729-5fb5-4588-a33e-df5ceda43df2</Swatch> </Function> <Function ID="23" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.1f%%',0.0~100.0" Dmx="41634~43176" WheelPosition="9"> <Swatch>a72e113e-60f9-49eb-b881-b23910ff48d6</Swatch> </Function> <Function ID="24" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.1f%%',0.0~100.0" Dmx="43433~44975" WheelPosition="10"> <Swatch>48e8a1de-47e9-47c7-9a29-ea28e10e76fa</Swatch> </Function> <Function ID="25" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.1f%%',0.0~100.0" Dmx="45232~46774" WheelPosition="11"> <Swatch>c7ce3b0a-2c61-4062-82db-b0b4be823a82</Swatch> </Function> <Function ID="26" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.1f%%',0.0~100.0" Dmx="47031~48573" WheelPosition="12"> <Swatch>3c19cdd3-9a55-4795-aea0-88aeb01ecf5b</Swatch> </Function> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="28" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="30" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="16-Facet" Display="'16-Facet'" Dmx="32~64" /> <Function ID="3" Name="4-Facet" Display="'4-Facet'" Dmx="65~94" /> <Function ID="4" Name="16+4 Facet" Display="'16+4 Facet'" Dmx="95~127" /> <Function ID="5" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="6" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="7" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="8" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="9" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="10" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="11" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="12" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="13" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="14" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="15" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="16" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="17" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="18" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="19" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="20" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost'" Dmx="128~255" /> </Attribute> <Attribute ID="Gobo/Col_Spd" Name="Gobo/Col Spd" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="0,0,0" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="40~49" /> <Function ID="4" Name="Lamp Off" Display="'Lamp Off'" Dmx="50~59" /> <Function ID="5" Name="Lamp Power 190W" Display="'Lamp Power 190W'" Dmx="60~66" /> <Function ID="6" Name="Lamp Power 240W" Display="'Lamp Power 240W'" Dmx="67~73" /> <Function ID="7" Name="Lamp Power 280W" Display="'Lamp Power 280W'" Dmx="74~79" /> <Function ID="8" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="12" Name="Reset Dimmer" Display="'Reset Dimmer'" Dmx="94~96" /> <Function ID="13" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="14" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="15" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="16" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="17" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="18" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="19" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="20" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> <Function ID="21" Name="Display Off" Display="'Display Off'" Dmx="250~251" /> <Function ID="22" Name="Display On" Display="'Display On'" Dmx="252~253" /> </Attribute> </Control> <Mode Name="Standard, 20 DMX" Channels="20"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="76b0ab03-25cc-4ef8-b18b-f17437f0f1fb" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="7" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="14" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="16" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="17,18" Wheel="1" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="21" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 34 DMX" Channels="34"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a778c890-d233-40ab-a2bc-3abc84225746" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11,12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16,17" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19,20" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="23,24" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="25" Wheel="49" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="26" Wheel="50" /> <Attribute ID="Shutter" ChannelOffset="27" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="28,29" Wheel="1" /> <Attribute ID="Frost" ChannelOffset="30" Wheel="21" /> <Attribute ID="Gobo/Col_Spd" ChannelOffset="31" Wheel="26" /> <Attribute ID="Colour_Macro" ChannelOffset="32" Wheel="9" /> <Attribute ID="PT_Speed" ChannelOffset="33" Wheel="25" /> <Attribute ID="Control" ChannelOffset="34" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Power 190W"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Power 240W"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Power 280W"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Dimmer"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Spot" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 8" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="11" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="20" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="21" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="22" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>