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Prolights ASTRAPROFILE300LTIP (Prolights_ASTRAPROFILE300LTIP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="ASTRAPROFILE300LTIP" ShortName="APR300LTIP" Company="Prolights" Version="3"> <Copyright Notice="© Avolites Ltd. 2026" /> <Thumbnail>e511078e-3468-4fa2-a054-fb3f222bf189</Thumbnail> <History Date="29-01-26" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="30-01-26" Author="Nic Morris" Comment="Minor change to animation rot to default at 0 rather than 1." Version="3" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="5584" ModelID="41024" /> </RDM> <AtlaBase TypeID="c6c7bd4b-d945-437a-a8d8-0fd0c1c91506" /> <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="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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="2~62" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" /> <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" /> <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~188" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 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 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour1Func'==1" /> <Condition Name="Index" ID="6,7,8,9,10,11" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="12,13,14,15" If="'Colour1Func'==3" /> <Else ID="16" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="168~175" WheelPosition="1" Colour="200,0,0" /> <Function ID="3" Name="High CRI" Display="'High CRI'" Dmx="176~183" WheelPosition="3" Colour="255,255,255" /> <Function ID="4" Name="Lavender" Display="'Lavender'" Dmx="184~191" WheelPosition="4" Colour="230,180,255" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="192~199" WheelPosition="5" Colour="0,255,255" /> <Function ID="6" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~31" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="D Rd - HCRI" Display="'D Rd - HCRI %.f%%',0~100" Dmx="31~62" WheelPosition="1" Colour="200,0,0" /> <Function ID="8" Name="HCRI - Lav" Display="'HCRI - Lav %.f%%',0~100" Dmx="62~93" WheelPosition="2" Colour="255,255,255" /> <Function ID="9" Name="Lav - Cy" Display="'Lav - Cy %.f%%',0~100" Dmx="93~124" WheelPosition="3" Colour="230,180,255" /> <Function ID="10" Name="Cy - Op" Display="'Cy - Op %.f%%',0~100" Dmx="124~159" WheelPosition="4" Colour="0,255,255" /> <Function ID="11" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~159" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~224" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="231~255" Colour="0,0,0" /> <Function ID="16" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour2Func'==1" /> <Condition Name="Index" ID="6,7,8,9,10,11" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="12,13,14,15" If="'Colour2Func'==3" /> <Else ID="16" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Blue" Display="'Dark Blue'" Dmx="168~175" WheelPosition="1" Colour="0,0,200" /> <Function ID="3" Name="Light Orange" Display="'Light Orange'" Dmx="176~183" WheelPosition="3" Colour="255,180,0" /> <Function ID="4" Name="Light Green" Display="'Light Green'" Dmx="184~191" WheelPosition="4" Colour="150,255,150" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="192~199" WheelPosition="5" Colour="255,0,255" /> <Function ID="6" Name="Op - D Blu" Display="'Op - D Blu %.f%%',0~100" Dmx="0~31" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="D Blu - L Org" Display="'D Blu - L Org %.f%%',0~100" Dmx="31~62" WheelPosition="1" Colour="0,0,200" /> <Function ID="8" Name="L Org - L Grn" Display="'L Org - L Grn %.f%%',0~100" Dmx="62~93" WheelPosition="2" Colour="255,180,0" /> <Function ID="9" Name="L Grn - Mag" Display="'L Grn - Mag %.f%%',0~100" Dmx="93~124" WheelPosition="3" Colour="150,255,150" /> <Function ID="10" Name="Mag - Op" Display="'Mag - Op %.f%%',0~100" Dmx="124~159" WheelPosition="4" Colour="255,0,255" /> <Function ID="11" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~159" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~224" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="231~255" Colour="0,0,0" /> <Function ID="16" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3Func" Name="Colour 3 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3" Name="Colour 3" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour3Func'==1" /> <Condition Name="Index" ID="6,7,8,9,10,11" If="'Colour3Func'==2" /> <Condition Name="Scroll" ID="12,13,14,15" If="'Colour3Func'==3" /> <Else ID="16" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Medium Blue" Display="'Medium Blue'" Dmx="168~175" WheelPosition="1" Colour="0,100,255" /> <Function ID="3" Name="Aquamarine" Display="'Aquamarine'" Dmx="176~183" WheelPosition="3" Colour="0,255,200" /> <Function ID="4" Name="Pink" Display="'Pink'" Dmx="184~191" WheelPosition="4" Colour="255,180,250" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="192~199" WheelPosition="5" Colour="255,255,0" /> <Function ID="6" Name="Op - M Blu" Display="'Op - M Blu %.f%%',0~100" Dmx="0~31" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="M Blu - Aq" Display="'M Blu - Aq %.f%%',0~100" Dmx="31~62" WheelPosition="1" Colour="0,100,255" /> <Function ID="8" Name="Aq - Pk" Display="'Aq - Pk %.f%%',0~100" Dmx="62~93" WheelPosition="2" Colour="0,255,200" /> <Function ID="9" Name="Pk - Yel" Display="'Pk - Yel %.f%%',0~100" Dmx="93~124" WheelPosition="3" Colour="255,180,250" /> <Function ID="10" Name="Yel - Op" Display="'Yel - Op %.f%%',0~100" Dmx="124~159" WheelPosition="4" Colour="255,255,0" /> <Function ID="11" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~159" WheelPosition="0" Colour="0,0,0" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~224" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="231~255" Colour="0,0,0" /> <Function ID="16" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour4Func" Name="Colour 4 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour4" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour4" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour4" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour4" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour4" Name="Colour 4" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour4Func'==1" /> <Condition Name="Index" ID="6,7,8,9,10,11" If="'Colour4Func'==2" /> <Condition Name="Scroll" ID="12,13,14,15" If="'Colour4Func'==3" /> <Else ID="16" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Full CTB" Display="'Full CTB'" Dmx="168~175" WheelPosition="1" Colour="230,230,255" /> <Function ID="3" Name="CTO 2200" Display="'CTO 2200'" Dmx="176~183" WheelPosition="3" Colour="255,240,200" /> <Function ID="4" Name="CTO 2700" Display="'CTO 2700'" Dmx="184~191" WheelPosition="4" Colour="255,240,200" /> <Function ID="5" Name="CTO 3000" Display="'CTO 3000'" Dmx="192~199" WheelPosition="5" Colour="255,240,200" /> <Function ID="6" Name="Op - CTB" Display="'Op - CTB %.f%%',0~100" Dmx="0~31" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="CTB - 2200" Display="'CTB - 2200 %.f%%',0~100" Dmx="31~62" WheelPosition="1" Colour="230,230,255" /> <Function ID="8" Name="2200 - 2700" Display="'2200 - 2700 %.f%%',0~100" Dmx="62~93" WheelPosition="2" Colour="255,240,200" /> <Function ID="9" Name="2700 - 3000" Display="'2700 - 3000 %.f%%',0~100" Dmx="93~124" WheelPosition="3" Colour="255,240,200" /> <Function ID="10" Name="3000 - Op" Display="'3000 - Op %.f%%',0~100" Dmx="124~159" WheelPosition="4" Colour="255,240,200" /> <Function ID="11" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~159" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~224" Colour="0,0,0" /> <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" /> <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="231~255" Colour="0,0,0" /> <Function ID="16" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 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="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" /> <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo1Func'==4||'Gobo1Func'==5" /> <Else ID="29" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6eed971c-d000-4bf2-aa2c-96601c690882</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="12~19" WheelPosition="1"> <Swatch>af8f581d-6615-44d2-bfc0-5d40e6961368</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~27" WheelPosition="2"> <Swatch>74fb7eaf-e9c6-4fb9-a314-81857bc9954a</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~35" WheelPosition="3"> <Swatch>e430c3d8-af28-4b28-8fd3-cd8b21afa6b7</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~43" WheelPosition="4"> <Swatch>80438707-a2f9-479f-8ebc-c6cad9add8d7</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~51" WheelPosition="5"> <Swatch>6d261e7a-72aa-42e8-8c22-892ec7db14e5</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~59" WheelPosition="6"> <Swatch>44b096ba-49f5-4fc5-bc31-d037bc310fc7</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="60~67" WheelPosition="7"> <Swatch>4f89319d-c091-4b32-8721-2ef24052b240</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6eed971c-d000-4bf2-aa2c-96601c690882</Swatch> </Function> <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="68~75" WheelPosition="1"> <Swatch>af8f581d-6615-44d2-bfc0-5d40e6961368</Swatch> </Function> <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="76~83" WheelPosition="2"> <Swatch>74fb7eaf-e9c6-4fb9-a314-81857bc9954a</Swatch> </Function> <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="84~91" WheelPosition="3"> <Swatch>e430c3d8-af28-4b28-8fd3-cd8b21afa6b7</Swatch> </Function> <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="92~99" WheelPosition="4"> <Swatch>80438707-a2f9-479f-8ebc-c6cad9add8d7</Swatch> </Function> <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="100~107" WheelPosition="5"> <Swatch>6d261e7a-72aa-42e8-8c22-892ec7db14e5</Swatch> </Function> <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="108~115" WheelPosition="6"> <Swatch>44b096ba-49f5-4fc5-bc31-d037bc310fc7</Swatch> </Function> <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="116~123" WheelPosition="7"> <Swatch>4f89319d-c091-4b32-8721-2ef24052b240</Swatch> </Function> <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6eed971c-d000-4bf2-aa2c-96601c690882</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="124~133" WheelPosition="1"> <Swatch>af8f581d-6615-44d2-bfc0-5d40e6961368</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="134~143" WheelPosition="2"> <Swatch>74fb7eaf-e9c6-4fb9-a314-81857bc9954a</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="144~153" WheelPosition="3"> <Swatch>e430c3d8-af28-4b28-8fd3-cd8b21afa6b7</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="154~163" WheelPosition="4"> <Swatch>80438707-a2f9-479f-8ebc-c6cad9add8d7</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="164~173" WheelPosition="5"> <Swatch>6d261e7a-72aa-42e8-8c22-892ec7db14e5</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="174~183" WheelPosition="6"> <Swatch>44b096ba-49f5-4fc5-bc31-d037bc310fc7</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="184~193" WheelPosition="7"> <Swatch>4f89319d-c091-4b32-8721-2ef24052b240</Swatch> </Function> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="194~223" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="226~255" /> <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==5" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_1_Rot" /> <Function ID="2" Name="Circular Prism Index" Display="'Circular Prism Index'" Dmx="30~59" Update="Prism_1_Rot" /> <Function ID="3" Name="Circular Prism Spin" Display="'Circular Prism Spin'" Dmx="60~89" Update="Prism_1_Rot" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Circular Prism Index" ID="2" If="'Prism_1'==2" /> <Condition Name="Circular Prism Spin" ID="3,4,5,6" If="'Prism_1'==3" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="129~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_2_Rot" /> <Function ID="2" Name="Linear Prism Index" Display="'Linear Prism Index'" Dmx="30~59" Update="Prism_2_Rot" /> <Function ID="3" Name="Linear Prism Spin" Display="'Linear Prism Spin'" Dmx="60~89" Update="Prism_2_Rot" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Else ID="1" /> <Condition Name="Linear Prism Index" ID="2" If="'Prism_2'==2" /> <Condition Name="Linear Prism Spin" ID="3,4,5,6" If="'Prism_2'==3" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="129~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="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="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Blade_3" Name="Blade 1 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Blade 1 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4" Name="Blade 2 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Blade 2 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1" Name="Blade 3 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Blade 3 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2" Name="Blade 4 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Blade 4 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="4~10" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="11~17" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="18~24" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="25~31" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="32~38" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="39~45" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="46~52" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="53~59" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="60~66" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="67~73" Iris="0~0" Zoom="0~0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="74~80" Iris="0~0" Zoom="0~0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="81~87" Iris="0~0" Zoom="0~0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="88~94" Iris="0~0" Zoom="0~0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="95~101" Iris="0~0" Zoom="0~0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="102~108" Iris="0~0" Zoom="0~0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="109~115" Iris="0~0" Zoom="0~0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="116~122" Iris="0~0" Zoom="0~0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="123~129" Iris="0~0" Zoom="0~0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="130~136" Iris="0~0" Zoom="0~0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="137~143" Iris="0~0" Zoom="0~0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="144~150" Iris="0~0" Zoom="0~0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="151~157" Iris="0~0" Zoom="0~0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="158~164" Iris="0~0" Zoom="0~0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="165~171" Iris="0~0" Zoom="0~0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="172~178" Iris="0~0" Zoom="0~0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="179~185" Iris="0~0" Zoom="0~0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="186~192" Iris="0~0" Zoom="0~0" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="193~199" Iris="0~0" Zoom="0~0" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="200~206" Iris="0~0" Zoom="0~0" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="207~213" Iris="0~0" Zoom="0~0" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="214~220" Iris="0~0" Zoom="0~0" /> <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="221~227" Iris="0~0" Zoom="0~0" /> <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="228~234" Iris="0~0" Zoom="0~0" /> <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="235~241" Iris="0~0" Zoom="0~0" /> <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="242~248" Iris="0~0" Zoom="0~0" /> <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="249~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Mac_Spd" Name="Blade Mac Spd" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus_Tracking" Name="Focus Tracking" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Gobo" Display="'Gobo'" Dmx="50~59" /> <Function ID="3" Name="Blade" Display="'Blade'" Dmx="70~79" /> <Function ID="4" Name="Animation" Display="'Animation'" Dmx="90~99" /> <Function ID="5" Name="Open" Display="'Open'" Dmx="100~109" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Pan Invert" Display="'Pan Invert'" Dmx="2~3" /> <Function ID="3" Name="Pan Normal" Display="'Pan Normal'" Dmx="4~5" /> <Function ID="4" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="6~7" /> <Function ID="5" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="8~9" /> <Function ID="6" Name="P/T Fast" Display="'P/T Fast'" Dmx="10~11" /> <Function ID="7" Name="P/T Med" Display="'P/T Med'" Dmx="12~13" /> <Function ID="8" Name="P/T Slow" Display="'P/T Slow'" Dmx="14~15" /> <Function ID="9" Name="Display On" Display="'Display On'" Dmx="48~49" /> <Function ID="10" Name="Display 15s" Display="'Display 15s'" Dmx="50~51" /> <Function ID="11" Name="Display Flip On" Display="'Display Flip On'" Dmx="52~53" /> <Function ID="12" Name="Display Flip Off" Display="'Display Flip Off'" Dmx="54~55" /> <Function ID="13" Name="Display Flip Auto" Display="'Display Flip Auto'" Dmx="56~57" /> <Function ID="14" Name="Keylock On" Display="'Keylock On'" Dmx="58~59" /> <Function ID="15" Name="Keylock Off" Display="'Keylock Off'" Dmx="60~61" /> <Function ID="16" Name="Fan Auto" Display="'Fan Auto'" Dmx="62~63" /> <Function ID="17" Name="Fan Silent" Display="'Fan Silent'" Dmx="64~65" /> <Function ID="18" Name="Fan High" Display="'Fan High'" Dmx="66~67" /> <Function ID="19" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="68~69" /> <Function ID="20" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="70~71" /> <Function ID="21" Name="Status LED On" Display="'Status LED On'" Dmx="72~73" /> <Function ID="22" Name="Status LED Off" Display="'Status LED Off'" Dmx="74~75" /> <Function ID="23" Name="Dim Linear" Display="'Dim Linear'" Dmx="76~77" /> <Function ID="24" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="78~79" /> <Function ID="25" Name="Dim Square" Display="'Dim Square'" Dmx="80~81" /> <Function ID="26" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="82~83" /> <Function ID="27" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="84~85" /> <Function ID="28" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="86~87" /> <Function ID="29" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="88~89" /> <Function ID="30" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="90~91" /> <Function ID="31" Name="LED Freq 1000Hz" Display="'LED Freq 1000Hz'" Dmx="92~95" /> <Function ID="32" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="96~97" /> <Function ID="33" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="98~99" /> <Function ID="34" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="100~101" /> <Function ID="35" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="102~103" /> <Function ID="36" Name="LED Freq 50kHz" Display="'LED Freq 50kHz'" Dmx="104~105" /> <Function ID="37" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="106~107" /> <Function ID="38" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="108~109" /> <Function ID="39" Name="Blades Invert" Display="'Blades Invert'" Dmx="110~111" /> <Function ID="40" Name="Blades Normal" Display="'Blades Normal'" Dmx="112~113" /> <Function ID="41" Name="Reset All" Display="'Reset All'" Dmx="200~201" /> <Function ID="42" Name="Reset P/T" Display="'Reset P/T'" Dmx="202~203" /> <Function ID="43" Name="Reset Zoom/Focus" Display="'Reset Zoom/Focus'" Dmx="204~205" /> <Function ID="44" Name="Reset Colour" Display="'Reset Colour'" Dmx="206~207" /> <Function ID="45" Name="Reset Gobo/Animation" Display="'Reset Gobo/Animation'" Dmx="208~209" /> <Function ID="46" Name="Reset Effects" Display="'Reset Effects'" Dmx="210~211" /> <Function ID="47" Name="Reset All Blades" Display="'Reset All Blades'" Dmx="212~213" /> <Function ID="48" Name="Factory Default" Display="'Factory Default'" Dmx="252~253" /> </Attribute> </Control> <Mode Name="Standard, 42 DMX" Channels="42" Id="6feb117f-5a11-433c-9641-ce4d3ef2199b"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="deed318d-8afa-41a2-9b4f-e01ca2391825" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Cyan" ChannelOffset="8" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="9" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="10" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="11" Wheel="127" /> <Attribute ID="Colour1Func" Wheel="8" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="9" /> <Attribute ID="Colour2Func" Wheel="38" /> <Attribute ID="Colour2" ChannelOffset="13" Wheel="39" /> <Attribute ID="Colour3Func" Wheel="68" /> <Attribute ID="Colour3" ChannelOffset="14" Wheel="69" /> <Attribute ID="Colour4Func" Wheel="98" /> <Attribute ID="Colour4" ChannelOffset="15" Wheel="99" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="16" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="17,18" Wheel="15" /> <Attribute ID="Prism_1" ChannelOffset="19" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="21" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="24,25" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="26,27" Wheel="20" /> <Attribute ID="Animation" ChannelOffset="28" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="29" Wheel="84" /> <Attribute ID="Blade_3" ChannelOffset="30" Wheel="49" /> <Attribute ID="Blade_3_Rot" ChannelOffset="31" Wheel="50" /> <Attribute ID="Blade_4" ChannelOffset="32" Wheel="51" /> <Attribute ID="Blade_4_Rot" ChannelOffset="33" Wheel="79" /> <Attribute ID="Blade_1" ChannelOffset="34" Wheel="80" /> <Attribute ID="Blade_1_Rot" ChannelOffset="35" Wheel="81" /> <Attribute ID="Blade_2" ChannelOffset="36" Wheel="109" /> <Attribute ID="Blade_2_Rot" ChannelOffset="37" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="38" Wheel="111" /> <Attribute ID="Blade_Macro" ChannelOffset="39" Wheel="139" /> <Attribute ID="Blade_Mac_Spd" ChannelOffset="40" Wheel="140" /> <Attribute ID="Focus_Tracking" ChannelOffset="41" Wheel="25" /> <Attribute ID="Control" ChannelOffset="42" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom/Focus"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All Blades"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Med"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Slow"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 15s"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip Off"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip Auto"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Keylock On"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Keylock Off"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED On"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED Off"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Auto"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Fast"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Med"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Slow"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 1000Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 2000Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 4000Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 6000Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 25kHz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 50kHz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Normal"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Invert"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Blades Invert"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Blades Normal"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Factory Default"> <Set Channel="Control:48" 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="Gobo1:9,Gobo1Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:10,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:11,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:12,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:13,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:14,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:15,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:16,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:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" /> </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" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost: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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9+7fETp56ILQ8I77wG3L0JOLIVpRduva3ycscBWP5MkKjWwSMeikhE3O5b7iMrIrf6O7CxofTDSBK81soyt/yTOmFx56n31SU25gGxPA5R/2y59ETgxFPz589PHrhSiGB7Dh75bvg3z0oy4M9SS0tuhwadpA1SncvTMdQNI0gpzCwBvV1qLC3Og1WWlqf1FFiERXLp+WPeJFHgZEGS4SRF+x/HnFmeAyu1j9thRbCEcuYdPzXy3f7ers/X/ZCQJJicz3V2bHyrDvota/JMZ3uPRQyexXjOqTSeg+OK7JL4cBBU7plYXhKtAKNrU1GyWr4OFkc/YDnsucDJwBIM/a56PUs0lshIMgwhx/ulokUsV5YFx9C8tVS69NnU+WRJgo2Mjm9X4kwN9ko36iA2MNhoNbwqMHCPy2Cxb3VeKkeSdIjscyaIpctZ2eTegEl52hbL/WUtQxwMGAOTjF1HUld08KdCkUSX47Z6KYFIfMD2QLD7Y3WOEkykVxi8LWhd1gHEzlFzQkp6qcRSsa5OWJ3F3tLIYt/SJ3DjgJ3AJ/QgNNNbiaGS0Io+8M7MYMOy5cqxdoMYZoRnZaSWf5TGrP/FQoEY6odMudASfs0twpGYFIsSrHomKg26NEIt9koyTHQo4qpg6z46Xj1Y5OIOrPO91cjL4cWecRh1IVxqYuTyNg68dOtnsfbhJCmKWKKt9x3XuWgwgAXhSEyKuQST05zDoG+xbo6Bcbysebl+DJzRuu32DIhFyFVXfsIt4+olTsIrO9d1ebIs9qoHFvVr4oSLmQp4Ulq7Po5XQzVAx82qcwo4jpnJJvwXjghXvNOvXYKNjo7VRTOqKMUIBgEvSx4aSWjFe3rLYhHoUlXkvHwrCYRzKlVvQcld1/FwHhifnJhSuPk1b1AaSa1jHVPQqKnGS+fDz+RY+UCwL1tlmQSThxwc+GDwi7H4cr5RjGDY8TGSoKOay0+ZBRSxXZiWJ8RgU0VdXcgg6oXEaPv03toOhQY+esGSCmuDoy42rX8RHcuSWNzGFEmt1QLNFjzxwqT7onDGeliESTB5gkap9uAo3g15Dlvcmns+MJ6Z+FuzoZHdEEZuaIobuqcsQyXeH3eu2GHcPks/lNdKOozA4JmvO2A+OVHbkjMsw2415wMFl1ZR9QDLTmVisb/VM20oydhEVe2/1oXzhDN3brhlO9ejjmDy7B95PIscOagdFos4RaLodbjrs/yOPJvYzqLlxnZMWB7XAzvAIpdCZ2PWFiNaAsllWeeH6Ygm1N2E9PobLRuDJbX+svTmNlLQX7okF42E4MQRbYfVxwiM5+OwK5Re2gYsS8o+Ozbx1cCdf+ZnK9URrG/1uq0HX9+1yjr3wdqlCazlMWbB5oFleEY/HBjOT8Q6qMRgnybeExVdtW9l7QFiWxGmWT3pnnVRCDV/H/7eOzQOy7lcxGLoVFXBvuBgUYuk6mOuCg1bIKzacOu6reHlz7EudQTb8/4Hf8V2ES9WHl9bp9/krk+4mPAaaxfm6W6Y7IESRu1ZljW8+joRTsOpdR7wnllyBSxn1mHDWHcF7qCx3xvZPeeOG3XqnwVr1v5bdkKWWBzYaRmQ5ZqRs2f/qlTq8gkmz1scnnokXq7RsbxF/EzdFXwdr+vcIIt83BH6O28XxNEbCstVg7tfXiKxraxXMjyFP7frI9cYtgVfW262ouTynh7ibUpi9j2WWlqOxu/nz/PPk2xkbPxh4RA+7zJHMHmYZ+jINi0otTTEgthiOx58bcWVeffD8qzwYs9vmbPyw26QlXm8XjpP9SurXJRM1gHCOqGmyj1d9z23R4BSTAfPc/ewlMGyYwGammvpESvmkxRYeqjquhMT59qEQ+Gjn+p3OYLtnX7kb65CFrzdYSzJFJVHa1fiKd38uq4uNf8mSzEvoQNnnxX+otdoORYwRCbmaonZ3LCtGlZebU/CUW2RwdJp2XBthbl75VlttcDjNToyvq3UYxBMDi/Zt//wA25JJUNiGcTyTqOxwDtKa9dXNI4dzQIK7+kZqNtoHdRNlDrpOVW2Am1tsRiznM8S7F5FyMUTkL0QqLJgewWYsMzh7fWYzvtM5QCESfLA/PL5+Xp4SkYweYB6+Jc941o7MGWll4pZ8UQWsaxTY9jFYeln3Hgv/EY6M9UBSC7ZOeFZFkWydJDERchYlcrQh1Zfejtq3mkyuVgPsoIWs8/pHkouzNtkWMnOqfDqcK8lC9tuEi7tlPcZwY4MnXzIKsibJQokV8z/JbAOzPXe6/KJyya/t2BJMf2cd2W6A+UQb6/cRsARq4LYrpxhReJ6Rl9FSp2x3F5TJJ2s2/CoEVX7xnrYF0MJPzo68VBpJRFs7Ny5B2JZJTgDNdzGWxYtSeUppSlvPzt0WeJZbpzYGaiog0gnFyUXh3srii6pWgeENWFZOqeOuvLKRrA+J2Xi4220TXpgntYDQ7/ryowYf0N9RdX6R3ldJdjQ0NDCifHJTTFTRCr8NgY+CVAbANGRLjhn0jvbVWAZh73oTu3k1HLI5Xm6SJFUslRUiQJJhkkeXvlWDBmqEwg8vYehzvkiRyyg12M6g792z3PnNgmnent7J6sE+7g8b3Op5nv0Kiooao+xSMNSht1IKVcIksua1RyZyckOXOeiMfiW0VnvZZGM28Lx/uwo5nqwOhAz1HoCwYu+UH2ziLcglWwT+534JmucerVKsA/PjG1OVTQWBYFxYZZhUxBbitQ+Zd3TOpKAY9i57ryEW/WNdTSrCpbOo99ZxzYxrPzJFMHRmY5lW9G2ufcGgdWvK4jF7mF7vMBRzyeNuqbco1IqTRPs7Nj4plglFZYijoogVhJFrVdh9wwIkjrWeRe6O0OgfmjVGwMEi+heOKCWK0fBpgCWmKo7spU8GTZT0MFtTUoBez2stjBS+qTVVgsjI2ObSj3dUzpYWDNvx8GK6VhoP7HIhcBtMu/urI1EEVjmDJ7VVv2L1BehlnwMw7EkGoYlectxTFHX31jJxuwN8eDlM8bS8SwplMqpaAShr2+XjK3mwcHBBaHRa4tGjRYll4BDcTxRy7oYbs8xXgsTKjR1y4srsxy2jZgjLGnF4Uv6Gs0ATC7LzsbQttSnr031C2b/WGMU04ljcXdMdpZsVvi7lsPSlV1tAWuFW80Xy/PXhx80WZXzKq/hMUWetxjrWA9F/JOWxZ+/02WowEl+GYqYHaz2WMuZdcKjVT5vAvA+fEiclWGl8GyLnlsJBQAvnx65ELGVLpTRJNxqLt9Q7i8qigW6vY+RBo20sY6NRjoYxMHvYq4N7LSZEBzBHeuRq2icv2UJT/kUEZ4SHku2ZUmP0MNsrHArs61GZC5H5ervhVvNN1Sa+jlCIcZMPKS2SCfEohwsw2PWECRRTdnWBuMTQGLZODMhVkx6Wco9xlNhn2lijPo4LdTFqxXMQmLogcFTRMuXgb7W3PFUjoWgLufCsd3xhLJ+J9xqLpVL/ZYiaEVcxp5UxsCBUpJZUkxnHZ9CzQeC4OAO0ymEWA5GRxQxfqagdbLIJffkvEsB6z5F6qATCPvA24V70ASTVMiNgmPSOLkD4e1Ure+z14FbzWdGRvu8myLYdoQW7SI7Det61iE80sSMjVbdvazvRuEtFYUD9igZmc0zlrKsJBPgg8DYS5EKI6qW37KobkPEmevYV+yiY2e3Z2jn5Vh/I9xqLlXKbVzJ1BafpZPXCRa8hxR4W3idjSxFOPIUQ29yZUBEaepB8JaOyNCzH6ydnJWI6/UD7jw9U4IXqhSbMMldvbMCKRE5C8nbseJplPo5xvhV2xS41Tw6Pt7HCjMvj9auMeUyiDpfC5pE8HqNbZpJWLF1yjUPhPVA9iLh3wqchAJ+DKEX5oISRsmJJhJtX9EcAWxbbhK21LdF78+vkWRFfM5WGHvt933NoeLmKHOqvMDTn6zdXXZNS30WCg6Q9Wwh7QBZGvVReF5iScz5jtKBbVgxQnlLmNfpuiyihE/tXnXpx2VMd3QC/K2lU+FKEAvtrruvkwSDbZQ6aJ1kfDDjiB9nmMsBoHquWHZja3O4QVfszAOdWSnbD9pW8IbcCHZlpMJQ+IghC0Us516iiv6PmQc8S7lCndKcbBJzhqtOhO2TgeTyvb7RsoZP2Mdp4jWNgJdrXmUw4AC/tzLTj5/4Q1cuJr+If0xQZ7uqRUxyZdD8gbM/9UxE1T34HtbyyPeMSUSF5Qy39KBUfoFAjltnx7m3/Fp1wd+ptIjppYIi4TRWCE8jiElrhY6rdSqlRsu4h59YRzPpD1HvsXxoXpAgAg9rmwmsXRyaBzgMKNVhRZz7WHeBHrcek8BFTsPGDCdVTVA90Qnnkc0LtGT/crUsWsa8ZVJghWszlFxWWpugGW/sSS8OGWG9R8S8leiqYclc2VzZDSZ3eCYCngxqAOVrYmnwRYHLBJtuogcWU99hShuTR77HEwxjeqgVs4aIrUopcsUymIr4d5tjjtJctkkkFEUVca6wdfAGAs+V8Mhl5fhhdgzX1SqHw2Qwbo0fvoBodDfF4JAlViPwtbXcofS3zBnRVD5j12utGChYipBLf6N9GCOXtL0ZC7REoJVGxTaQGIkskunRlXgPL+GWZyWfo5D5wVjvqu3OeJeD13AWEe7MsushtJvbYfWXpWTHTCmetwHL5oNSWA1gH6AVeqX9ZPW1tpEnrXdQHS+JntSWsWrWwrzGsXIuUGLxQXSI1GYh9eBzJpeVGePFWWmErFWGZVPDTkJLep2vdOJc3RLnOYmxzkUc2Hi2RUxdwVQ7Bu6GmTQ6QdgFp/XTSRvbgaNLT/sNwZsZuV/ze/s/iO4ABVpJ2TEpUHQO5x4bsyjXSZpGz4jF72NZGKFqRWt6fjfe1ehrLQ+TUj0oUTz9UAcMlwoMUBSkNhlSH/292s+0jngSj4J1M4S1BMc2MVw360hUK9IFI5a90B4lt0iwU+GHXaUItDFsk4opeDwT0TuAB6N5XnmcjdbgYDxYUeduVjfDZZJyjGc7ObIZen0Q81akzDQKb2KqbqZLphVu5eldcq1VL4tc/DuVXrGMdgwC+HBk9JQQTEYqI1jmkqBBQyu1lyPoAWeipTSiY9ULI/HsZ0XCS7Then21k0Hsp+xN2b0oNi2WQIHZ1Jb9LHYfhLXbxcmq0gzvEzusz4qYsDYQ1vJuEYod+TqxauM83tzSsmhwYuLc6jrFjzoclwAPzGye8dVyI7vNoqHAAg4x1vsp0Mlt6VJ19THCghB1hmV4b0VJyDUHDx3NxYx5UQho6rD8lPya4ZVrZdJbO0lcDSzpZqkx1ik72n41vlYqpcHmcqU0ZtYaoGJRCvUMfl6mEEdtehLKAndQ3amGRrw5KrnWZIjZ2zx3EhuVFVa8PrqfsnsmlnApXx3ymNCq7bQmnyel8HsBSzU2MXGGPKIRBzu2RX/T0rpwrLl9cevg+Dk/NBYLx8e/xR640Ih7IpZNg5/zYb3W/bzQbyty1Iok5XpbepTX6Ry5kJOShhEVX5speBPn6kjmgc8C8ciHgQtcP0/lwbFN2by0DZlEXLRosLmzffEAP2QdK2EtGbHMkxSw41SpZDLrTor1nOFaJKsXxivQpciandZMtO5vZfDgDI9FSlgBhLko3YlzGWHQiIr3x3IsfVWABOKMd9R3BamjB4qEv3vjzPGBKOnb21oGmj8uXxrgE3Lw/AKOAfN0szopRh2Ui2kylja02GvYr3UvbBBn1sTCdrgOFrzUsCI7VrbV8eT0lhletrCPVCfiqBRPOmHdkFQpyVQERZKUcRyq5qnOtoHmyseVAay0HuvD6VIC67Mi4FCe2CBzriTu8mKhKJbf0TpJGoGuJb2PRy6rnp5EwBg0SxJzih3W3dyAOEu/tpN/lyKXAC0CRa0BltU+837Qpk0g3GpurpzfGxp3KVS0qZHMZw8cW1Uk/Ed/J8Bligebd4X6vupoJ9KylZ2VZSsX0fLbWREj3kZHgRIzp78RydC2pvVLSVlLemEkbSOJIroiFIVLLpDc4OG4JNxq7uvr+yis4Xsk1Xum5LJ2kN72Wm1dXieyfoUz2/K1oRRhXU2F2LsAABTiSURBVJJ3ciihLLKhJLE8BrHgv5hhlZdoS4fTSeJNSE/Jt4y9Eq7NEh/rGotdU8SUey+vAscq7CD3CLc0HmxfqNDt5p0SKBLvhLB2ZAKsqBJFvtcBxnBiBMevp8BEE6DznBHbIKSWaf5O/2NYNKfFsZsmtgKoOsN1iobnUCBn0USdXPmGrpqLUpZNWtfSffK+SrBKqbI7/Gibd/hFapdhHQCisDodPfvedZyA4IXyShKuSgSZyfKeO7jIciawtvuexOGEEPW94bM0rTbrPXETgP/rLOPOIKrrznI8x6Qtm2jQ15vlP3DY+3j9OW6WrxqxuK11t/yvEmzlsk/tGjwqCrydf1jkSB8vXgyD/BRFcu2wkzypZ+lnMTJhlIO1nGkYkeUnjKbNQVkcs+5BjatYd57IKJVZzcBnbGIZ/N8zNnNdFLgZQtddIwZywZLOtl3yv0qw4eHhXWHgLoTKzGtUB4sNWCzrBCuM5EKxjx3s6Wx6T0yZr1tmWusPpsNYMbw/R4woPHugpqelgvQ4JCazfU1ME8JaLUzb3cS53GTRdlrXcrpeXVnkOUCwfzjmytOJWTMaX7ihcmGaYHKW5jsHjuwOldmMjSxywkpMcllWem6AXitgsa8dwKcncodgnBPPXBXvqMNl0a8t06dNKyxyeEDfm7ZDTSNWyIvlrsFrUiFE7HvFvEkPfByBdV9r/BQxd5TluK/2RaW0Wzgl77Okj97urh0nTpyuHqXJhkw3hIO2p4pcCLMRGoMuBR5MS1JwxKZZF7iPtZxhnJVer3XA3SQqzdY5EVYQpMJ8vHJk45G5idQGZ/S1JcE5fJy/x99pmXVuMGPJQ6EQ07FiD9eo9ecOfZ8RrL295cXQaf/AFcRK5iruhADrTVSixHQi1LOsrTM/L4kJxiYQazBxE4JSizOaWfx7uoyXlIsHw1h+TgT2lxcqgyYNjj7FTHXLN8rXe8sfgnMW+DmV7JqKkUy4pK8zgk2OnXkjFPhhCZ72kQu/TTiUGbykZWVGZmTqDHocbGuGWVKAEy+sAc3qPOEvJ57kYl0K267XV9vdqMGZymskgMDK7vKAIdXss5zqC9tRHwmY/FC4FPb31TcZweTZMucrH+wIYn5bVlFDKU/FbMV2T410kgcdYEuUewZcjrFCqFRDy79nD2KypCYZG4at663dM9fdU8RZirKnAFWRmLlIkQpsYH2V61/bvOxYv/7m8/pZLvG2vaP1WSFYyppcNNXNVSxr5Rc9lgnLKkpS1cPwEBIrWiEVsendG/siNVAa3cox9jEFOmd7ssKIjDg1VmVSRlp0USm8DZ4X1YFtkb9LpUvP4nU5gi1qLsvaKQGIbVhIKiewSAKHAjsF8ymtbXrM/ma5VTD0OiXJ2JFsXW8ZU/U+AqtfLH+p6kpcX0vao8LPn/Nr9A54bcDv9Z4aKaNWf3TOc7QKokD5YzUOZcgRTJ5U2vPHsRfCDavLZIowlnIcsyJjZTylGhE73I4Hi32HRXUeBO4+GyUX72CtcmIDhDtZK9QJ763XMSzpxZJWyKVRMV7dzJMoa8QfhtMljT5+AZ92K6g7m6Jj8eJ/V4LFGoOVQqkRM2moO0XA6VS6M4o98xEb68GKrTLr45ThBTRiXTEBWY2LCi+MGpe82EYjt+QZdbR0T8wGik0GPiVJiebtvrUN/H2WP0D161229N+5nDqCDR7e93z70p4jo+Pjq/Qza7uMimcjS6MC489iynIs7ir2O1Xaecseqx9fgxLEM0TiMmfVE883s1ANzDOkIpoNPDeNTmorVIfLlPxXK1oGjbXDJ+p1Yg6i5LrDvY7s3Lnz+fvuuy93TR3BwgUXB4+d/EGpXPonbYTeWGciB7JpBWNGVY8MHMkQM7x64SEx1E2MSEiM5ai37oM2IDWWepMgtixymp4VS++FAKVWDKy3RjhY0IODPUwFEEw/WExXGqzfFCo/EO7w783jm7qXtn+/VCr/fajYPD1YTRM+mFzcsbwcWD5HfnKaAuOmFJzZzWUp+FgDa2DNkG0jooM3LahrcnaTh9hSG5P4XiZ2LMfAOwOD2xE7ODj2wAevbXCvC1OcqYdJsAULFhwplc7+THQx1YvkSfWWK4QlWe4/6AJ8cIogd5AHBAKm0IjrQpBKu+JI1pQP1apDKjM8tjxboUhs/sDXqcjaoi44RdGdOwMm3c+mOFMP9wC6nu4l//J/3/pdVdlHx3Ey+N8Q6exm4AM2NGyYK85laCfzUmI9tjnbiZHx1NsdpgyeVki21lX+UjY9b2nO/LXG91ayrKVbaluselY/K5jXqBus2KaKSS11FK54ZboEa25ufrO1dcHLYWC2yDLl6Rm5E1VIGdaOwXw8gZVVlDIDsM3IO0iOY++9/EVrt8Ww/K9cf29HiOVzplDuOtpc4PKG4dtWcgfqvJ47id1mitgxn6lnH+B9KpXSy8IV71qXYIINa9c8GXSxLfJaZ6j1SGFOj48tM1ZIcExpj51IiEsBHsyCA2lFosbi56UOqgp4u2Z8r4TmNDUEEi2m/3E9BBghy5PMmqh19261n3npEcgLj7bqLOhdtuRJs6AaogTr7132+uDQiZfD4G2JSS+phEUurVB0Z0guFNOACAotLinZ9+OTuedN85KLKVoWuTjgEeum98S6IMk8PS0WyJeCpa/yEaEsmb2NFZtIYo58RGoiCjraF4v0ej3WlijBBItbWp88OH50i/c9Vjh2nif/hhuFGwgeWLTPKHkwWsMy0GqnYpiN1WFSX84J1bpZ8f38+0YJZC2bnPiMUP1S+zWWG+AtkzghWCrL+9gGQO6JJ/gopA9S0kuQJNidt9/8+vFTp54Pg7wVP2fdq7N2VhUru148kiKmHFvKKboqmKhKMsxATznHMYxZE47xcYRZO6gcy/+XyqzKhT/VXiu5PJueSDEM446W7yTd6KpgPW6a+5hNHto/XL8gvZ5PSS9BkmCCDWv6vxkG9i/Dy3lcGV0eq5WdyPvgxLShYPdHKlMntftjG5ClW3CHWuKedbyZPkLYg6fYp4zFbNerlpWIudeoDQZa4bn9VQEAtkvLtCSgk44uLL+x45tOk3MoRLD+/hUHbjlx8umDh4a+oZ/hkqPSy4vexCQHgZ4m49lx8DMvTMeTTEo0fI5jykms38fCtWMbkpRF3bqXgk0uKZteDNgnlvPf0xc1XyFmyM6hUnp6/vz5B4rUqRDBBHesW739xMkPvxIGocvSZ1g/kNeiV/FJN4K6CIzI4BSN/1Ky4tPQLFOHle2j9Ud49jIeCDSHeAknHmIGYz4LLQUv/ov73mq/F5CoyOdYLDx1U++N25MVqqEwwdrb20c2b9r49V2733uWG2P5urSTrZgnDNONwdQZYhESkQyZ2A41BcucwEsrKsuWrQ1/K7AG03NBZX7L1vgpjHwPvFcsIgYDFmL2R7mur2f514ULbgUIhQkmWN23/Ce73z3w3Oj4xCO4VMjyyGEqHK5r2bG00oIiTnJ2DjNixEoRaarc/IYjC0uJRIfGQm9iW/xGYUUz8L0UjYSxe7AmZHtry3PCgUuXLhUupyGChYIrk5OTTxw4fOye8LaTjxyyLMCei6VaYQr3rV4P9iPLJ2fB0ov0N9ax3J6FHXelqYRVy42jv0fDsyJWD2yDd5/qb+B6TkJhc4eFWPoa9zUfJFMJTV27pvcJ4UD0JoSGCCZYuHDhsc72tq+dGR37j/C2rBWK+SjZLoZ6TM5wSUZBy3DrAQfce0JF9R7j9U+GQ+exwAoR8hALDhRgIm790QO+jqb10yew8UapSN0EuSWu1c6R5GXfOM68snHtmq/J2EdvZqBhggn6ert/FLj1cHj5NzKwEoabOiTFg9VBHgG865hcGMM0bDwkAqEuJiZZdm9j64/3Qx8o/x4zsS2TjKVL8WZCPRy4G7cCGL1o2yIrAALboXXp713xb329XT8qXAhgRgQTtLfO/8boxPnNofJr5b2SS/+ndn/YgexaQtIUkV4CfpDAdCb3dDybNShmcqsz02OI5SawZPQMxUp0JJmWrSRjV5a3+8MNA6syHlga19p0QMY6+sMIZkywjo6O0ZaWC9tCw38T3i6a/jxvBUfdKicpjDAZy0YU6xTUG6zTGZEgbB9DAmsGOvvyWHJxpIOXX6BlilegSuxa1APrdGZ6G/lRYyHpvLSlkAu7oegN58iAcyu6OrfNmzdvxkdezphggnDjd4M+9nh4+UNviYw5ZRUsxll6WS4bNfAKLHJ5CrrGwCtJVIrJ75EQXihP7IAQDKlR/6i+500Mk8vbVJjpd0CUmO/XDSUy/LHYVm3PyuWferypqendugIawGURTCD6WFD473rrnX3fioXZWssN2l48o6hlhMUOkiWDyaXgAElNcLDS7awUrtjWny3uMX3HMyRbeljMh8puJ2tnGpP4/J3W1zrhsVKq/K9ArhnpXYjLJphg0+23fuflX7+96oNDQ49ap9AIrE4uYiPiJVZ/p53DD2NHsH8ylmmOS5i1VCn4bAYlGqawFTkNCDccMcMp11P7LPbgKgVPFMvPaFrvK6Ufr161/DuN2Ls8zArBxDayd+/exya6l/YNnzx9d+p6K5WeG2qdOFP9TzO4yNHqXoZyzsZk+EW9eHecGFYQYBHCWCaG2KYiZo6wUvM4hk2/i51HW8MbE2f/+Fij9i4Ps0IwgRye0tMz+uCLr771q9DBG1OhKyjurWwjC2x8jc1glF6efmPZ2JRodWTzgg7JwIm/w3i16Nlmid2qF4ou8B5nbYUG6cSwIjVqeK+j9U8e7OtZf56/mClmjWAC8VF94cG/2PrLnbtfGZ+YXONdFzMQavyT5ZTFXRNnKVvgc8Y0TkyXPzaTYFZUMtYd6sckZd3KOpJA28O7OITnu0TfokUuRCrvYBqVQ91L27cuWLCgsJ+xCGaVYIJQwaP337Ppc0wyS4x7NhztwFjnpTKcrOMHUpLEQhFbWEyx1ntydIaCw5ksohVJMLbgkUoPkJteMark+pyM3YxuFMGsE0zAJFOJlTL0scjW31i7JzQDpDwI5sNCnd1kdm9YKt2ECiM3wIIVNMmKNueIeijql0VYS+v0KYVXjlyCK0IwQUay/9z9fHi7sUhYjGIm3n8PjUSoookgGqNGug67mXRHatm6NF4NgbkAeJ6ZlwzjZa1bxusYAsneqy2LV4RcgitGMIFU/J67Ntz7zr7f/yJ0gLm7tHaQHrCTU5nUjCLLZF1ERySBIvWZRzIBK+y482TfJzvuUy4sjuuKbJzeEIV+tnUuxhUlmEAU/xsXz793cVvLM2fHJh690vezEDtUTRCLrECkIhc4T9EKwkQPhECDBbxyGgWSl8mV3bdS+rGYImZzt+jhihNMICaMpqamLx8+Onxk8Ojwt+SzVNIDI3YqTkoXs56pjXVgpBT72I7MenYQBi5av9Vo2CIbkEYc8JbkEgt9zYg6K3auFK4KwQS1Bn27XCm9dWZ0TE5iqfZmI0ukBc5Wjin8OIipbb3AIrVnOsBQGlNytU49DMJyiU0FOzqPdaaNhLkcO5NPdbdanc99et1q8S3+aDYs9EVx1QimEN/liu4le/e8P/hseLs2FTuPHewlZqhijANrEY2TVSxi870VluTxzo+w4BEg+76AZLLIbgVXGgk2Bzbc2rftch3XM8FVJ5hAojD6ez61eXT8/L+Gt38d/sr4vTWYuIXH6ATe0bHu452dxeSy0uvwO4FFoJQE9gjNZcUklWXi0Xp6ppwaKp3ti/9N4rkuJ+TmcnBNCCaQeLKOjtLfBnH9Qrlcfir8deJj8DxpYNmK0Ehp+fcsw67lLmlkqbYMojnpZ4QkpRCzFVqTgzN+CGcktH2mkaizhWtGMIXoBJOTk78K2+Wnw9tH9PNG4vEFda4TknCeYh7zf1ok94iVO6+CvBaeVDR9ocZSmtoQGSHdz3UtaXtiJjH0s41rTjCBdEQg2hcODw5/qdxU/l7o+K7osmOQJraza2THysdU8uClAgCt9959YpOnSJ0xMFOuDzvEUx2L275+08plP7lau8QU5gTBBLUO+fHo6OhLpcriJ8MAPFGqnYWRsguxXakR8OmIePKiZv5gxELK0Gkp4qlcTY7zSoUyIWrfXQi61tMdbX+yXeyOV3OXmMKcIZhCOqi9vfR3y7s6ntpz8Mh3w0dbrdATQUwCxAZFBo2XPyaWQE/qYfODd+oOhyhbOQbe8eSIRtw+lUrp+fW3rPpm0bMirjbmHMEU0mF3brj587/93QefLTeVtoeZnZ1RpgPJae/4vRXjj8sfSwwml8JKHFGoZd4DSiF9n5VL8WSemcOTYHJ0pZzPVeQIpWuJOUswhZxPFv7d39He+tmR0fHtYZCqRMPEXUUqCgEHmJ3HlnNbDLcZERK+RUHsDAgv3suKMOV2IPHkVMHrgViKOU8whRznWeot3X/x4sXPHDv54bdDp3+xpDoaBBFy5rggpVDHkjIEVnAjJ/HycU68e4zZ16w6kpJ/Ifz9TE5zjh24Oxdx3RBMIR3c19P15e6li1edPD36+MDR4a8GgqzCa1LRmzH9R6DE0tN9vJODGJzHGYs30+v1OgXZu47IEzTkIQfeOfRzHdcdwRTS4X09C7YPfLD/nzdv2vjwyNmxx0bGxuU4g7bUwFpmDswEyp1jOjEdLJjzZSbOhbA2JF7UKu0mxwKxXuhdtvSZnTt3vmA9nuV6wnVLMEVtAJ4rlbqfO3nyZMu5i5WHmkpNknH+QAkeD42InXuBBlo+Mskil+fT5PR/hUWucO2HoZwd8kBYed5id3fXRK1t6Q6Y47juCYaoPavwp/I3MfrH+bfeeuvdQydOP1Qul4Vsm8LfPNxRqmtJBpkPu7OSQRQxnya7e6zs6krQqTraWnd3tLftCJLqxffff/8NfAzxJwmfKIIhJAYt/NvZ39u9M/z/xxsq5xcuX758cyDb5qPDfxSyrQt/G8JfUzTnsAHXDb+vXXcp/N8TvttXKVV2d3a07bqhcmFXb29vptiFus6skdcBPrEEY9QG9FX5yzJqBgcXXCzPX9/f09U/NHy6v1Qu9Yfv+yqVUtvI6Nm+xW0trWfHJrpi51OsWnGjuALGB4/9YbBcLon+NNjZvnjg4/KlgZVdSweOHz++t6+v76Or19K5hf8H/a6dYskq+aIAAAAASUVORK5CYII=</Swatch> 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</Swatch> </swatchLibrary> </Fixture>