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Clay Paky Arolla Spot MP (Clay Paky_Arolla Spot MP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Arolla Spot MP" ShortName="ArollaSpMP" Company="Clay Paky" Version="7"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>75f78f0d-bf58-49da-b8db-2e50598576d7</Thumbnail> <History Date="23-09-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="24-09-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="25-09-20" Author="Nic Morris" Comment="Fixed Iris start DMX value." Version="2" /> <History Date="18-12-20" Author="Nic Morris" Comment="Fixed missing DMX ranges for Function functions/macros." Version="3" /> <History Date="30-07-21" Author="Nic Morris" Comment="Created from Clay Paky Arolla Profile HP (note channels 15-20 are missing from the chart details. assumed identical and made best guess)" Version="4" /> <History Date="26-05-22" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail" Version="6" /> <History Date="27-05-22" Author="Nic Morris" Comment="Fixed gobo 2 rot conditions" Version="7" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="c569d19f-1add-40fb-9b92-446633777411" /> <Control> <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 Func" Description="" Group="C"> <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="Split Gel" Display="'Split Gel'" Dmx="86~170" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="171~255" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" /> <Condition Name="Split" ID="11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Index" ID="29,30,31,32,33,34,35,36,37,38" If="'Colour1Func'==3" /> <Else ID="39" /> <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="10~10" WheelPosition="2" Colour="180,0,0" /> <Function ID="3" Name="Brilliant Blue" Display="'Brilliant Blue'" Dmx="20~20" WheelPosition="4" Colour="0,0,255" /> <Function ID="4" Name="Deep Green" Display="'Deep Green'" Dmx="30~30" WheelPosition="6" Colour="0,200,0" /> <Function ID="5" Name="Golden Amber" Display="'Golden Amber'" Dmx="40~40" WheelPosition="8" Colour="255,100,0" /> <Function ID="6" Name="CRI-4" Display="'CRI-4'" Dmx="50~50" WheelPosition="10" Colour="255,255,255" /> <Function ID="7" Name="Dark Orange" Display="'Dark Orange'" Dmx="60~60" WheelPosition="12" Colour="255,100,0" /> <Function ID="8" Name="Navy Blue" Display="'Navy Blue'" Dmx="70~70" WheelPosition="14" Colour="0,0,180" /> <Function ID="9" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="80~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="10" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="17" Colour="0,0,0" /> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="5~5" WheelPosition="1" Colour="255,255,255" /> <Function ID="13" Name="Dark Red" Display="'Dark Red'" Dmx="10~10" WheelPosition="2" Colour="180,0,0" /> <Function ID="14" Name="D Rd/ B Blu" Display="'D Rd/ B Blu'" Dmx="15~15" WheelPosition="3" Colour="180,0,0" /> <Function ID="15" Name="Brilliant Blue" Display="'Brilliant Blue'" Dmx="20~20" WheelPosition="4" Colour="0,0,255" /> <Function ID="16" Name="B Blu/ D Grn" Display="'B Blu/ D Grn'" Dmx="25~25" WheelPosition="5" Colour="0,0,255" /> <Function ID="17" Name="Deep Green" Display="'Deep Green'" Dmx="30~30" WheelPosition="6" Colour="0,200,0" /> <Function ID="18" Name="D Grn/ G Amb" Display="'D Grn/ G Amb'" Dmx="35~35" WheelPosition="7" Colour="0,200,0" /> <Function ID="19" Name="Golden Amber" Display="'Golden Amber'" Dmx="40~40" WheelPosition="8" Colour="255,100,0" /> <Function ID="20" Name="G Amb/ CRI" Display="'G Amb/ CRI'" Dmx="45~45" WheelPosition="9" Colour="255,100,0" /> <Function ID="21" Name="CRI-4" Display="'CRI-4'" Dmx="50~50" WheelPosition="10" Colour="255,255,255" /> <Function ID="22" Name="CRI/ D Org" Display="'CRI/ D Org'" Dmx="55~55" WheelPosition="11" Colour="255,255,255" /> <Function ID="23" Name="Dark Orange" Display="'Dark Orange'" Dmx="60~60" WheelPosition="12" Colour="255,100,0" /> <Function ID="24" Name="D Org/ N Blu" Display="'D Org/ N Blu'" Dmx="65~65" WheelPosition="13" Colour="255,100,0" /> <Function ID="25" Name="Navy Blue" Display="'Navy Blue'" Dmx="70~70" WheelPosition="14" Colour="0,0,180" /> <Function ID="26" Name="N Blu/ Op" Display="'N Blu/ Op'" Dmx="75~75" WheelPosition="15" Colour="0,0,180" /> <Function ID="27" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="80~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="28" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="17" Colour="0,0,0" /> <Function ID="29" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~10" WheelPosition="0" Colour="255,255,255" /> <Function ID="30" Name="D Rd - B Blu" Display="'D Rd - B Blu %.f%%',0~100" Dmx="10~20" WheelPosition="2" Colour="180,0,0" /> <Function ID="31" Name="B Blu - D Grn" Display="'B Blu - D Grn %.f%%',0~100" Dmx="20~30" WheelPosition="4" Colour="0,0,255" /> <Function ID="32" Name="D Grn - G Amb" Display="'D Grn - G Amb %.f%%',0~100" Dmx="30~40" WheelPosition="6" Colour="0,200,0" /> <Function ID="33" Name="G Amb - CRI" Display="'G Amb - CRI %.f%%',0~100" Dmx="40~50" WheelPosition="8" Colour="255,100,0" /> <Function ID="34" Name="CRI - D Org" Display="'CRI - D Org %.f%%',0~100" Dmx="50~60" WheelPosition="10" Colour="255,255,255" /> <Function ID="35" Name="D Org - N Blu" Display="'D Org - N Blu %.f%%',0~100" Dmx="60~70" WheelPosition="12" Colour="255,100,0" /> <Function ID="36" Name="N Blu - Op" Display="'N Blu - Op %.f%%',0~100" Dmx="70~79" WheelPosition="14" Colour="0,0,180" /> <Function ID="37" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="80~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="38" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="17" Colour="0,0,0" /> <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </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="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~131" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" /> </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" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8f651bf3-1729-40e6-98c8-47819a5893ea</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1"> <Swatch>6d18671d-d270-4e0f-891f-eb7479a53267</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2"> <Swatch>cfe2ee76-188e-46a8-b9c2-e74289b1c313</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3"> <Swatch>3050591e-6ae1-4c47-a85a-0017a09ceca4</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4"> <Swatch>882947aa-810e-4e73-b1af-4a11649221a4</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5"> <Swatch>d2dbbd57-3b0e-4f30-a909-6c5473a5d536</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6"> <Swatch>10cef823-e0f0-4aac-ad72-280befc473a4</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7"> <Swatch>dc49cf9a-4857-4b31-97a8-d15916a209b8</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8f651bf3-1729-40e6-98c8-47819a5893ea</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~173" WheelPosition="1"> <Swatch>6d18671d-d270-4e0f-891f-eb7479a53267</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="174~187" WheelPosition="2"> <Swatch>cfe2ee76-188e-46a8-b9c2-e74289b1c313</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="188~200" WheelPosition="3"> <Swatch>3050591e-6ae1-4c47-a85a-0017a09ceca4</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="201~214" WheelPosition="4"> <Swatch>882947aa-810e-4e73-b1af-4a11649221a4</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="215~227" WheelPosition="5"> <Swatch>d2dbbd57-3b0e-4f30-a909-6c5473a5d536</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="228~241" WheelPosition="6"> <Swatch>10cef823-e0f0-4aac-ad72-280befc473a4</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="7"> <Swatch>dc49cf9a-4857-4b31-97a8-d15916a209b8</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" /> <Function ID="21" 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="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8f651bf3-1729-40e6-98c8-47819a5893ea</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1"> <Swatch>c34540cd-a186-4f75-a234-5ed5f6208db0</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2"> <Swatch>4a156ff1-efc3-4896-bac7-f804f69e6e1e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3"> <Swatch>5d6c6711-dccd-4dbb-b1a1-8972bf74afc9</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4"> <Swatch>f3645804-3cb7-464a-9773-dd2d6e863d0f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5"> <Swatch>be49ab58-6781-4acf-9ae2-2488df7f6f0d</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6"> <Swatch>2668ebbd-7ba1-482d-bf09-2f52d2a20174</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7"> <Swatch>6e39f345-84fb-4e84-8416-60d5fa741457</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8f651bf3-1729-40e6-98c8-47819a5893ea</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~173" WheelPosition="1"> <Swatch>c34540cd-a186-4f75-a234-5ed5f6208db0</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="174~187" WheelPosition="2"> <Swatch>4a156ff1-efc3-4896-bac7-f804f69e6e1e</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="188~200" WheelPosition="3"> <Swatch>5d6c6711-dccd-4dbb-b1a1-8972bf74afc9</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="201~214" WheelPosition="4"> <Swatch>f3645804-3cb7-464a-9773-dd2d6e863d0f</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="215~227" WheelPosition="5"> <Swatch>be49ab58-6781-4acf-9ae2-2488df7f6f0d</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="228~241" WheelPosition="6"> <Swatch>2668ebbd-7ba1-482d-bf09-2f52d2a20174</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="7"> <Swatch>6e39f345-84fb-4e84-8416-60d5fa741457</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==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="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <Function ID="6" 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="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism 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="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="8~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~131" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="132~255" /> </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="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <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="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" /> </Attribute> <Attribute ID="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="41~50" /> <Function ID="3" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="51~60" /> <Function ID="4" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="61~70" /> <Function ID="5" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="71~80" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="81~90" /> <Function ID="7" Name="Fan SLN" Display="'Fan SLN'" Dmx="91~95" /> <Function ID="8" Name="Fan Theatre" Display="'Fan Theatre'" Dmx="96~100" /> <Function ID="9" Name="Fan Constant" Display="'Fan Constant'" Dmx="101~110" /> <Function ID="10" Name="P/T Slow" Display="'P/T Slow'" Dmx="111~120" /> <Function ID="11" Name="P/T Med" Display="'P/T Med'" Dmx="121~130" /> <Function ID="12" Name="P/T Fast" Display="'P/T Fast'" Dmx="131~140" /> <Function ID="13" Name="CMY Normal" Display="'CMY Normal'" Dmx="141~150" /> <Function ID="14" Name="CMY Fast" Display="'CMY Fast'" Dmx="151~160" /> <Function ID="15" Name="Display Off" Display="'Display Off'" Dmx="161~170" /> <Function ID="16" Name="Display On" Display="'Display On'" Dmx="171~180" /> </Attribute> </Control> <Mode Name="29 DMX" Channels="29"> <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> <AtlaBase ModeID="262b1d79-7a37-4be8-b709-db1d6519a532" /> <Include> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="4" Wheel="9" /> <Attribute ID="Colour1Func" ChannelOffset="5" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="21" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="12,13" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="49" /> <Attribute ID="Focus" ChannelOffset="22" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="23" Wheel="19" /> <Attribute ID="Pan" ChannelOffset="24,25" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="26,27" Wheel="3" /> <Attribute ID="Reset" ChannelOffset="28" Wheel="28" /> <Attribute ID="Function" ChannelOffset="29" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Dim Curve 1"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Curve 2"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Curve 3"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Curve 4"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Function:6" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan SLN"> <Set Channel="Function:7" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Theatre"> <Set Channel="Function:8" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Constant"> <Set Channel="Function:9" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Slow"> <Set Channel="Function:10" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Med"> <Set Channel="Function:11" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Function:12" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Normal"> <Set Channel="Function:13" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Fast"> <Set Channel="Function:14" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Function:15" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Function:16" Delay="6000" /> <Set Channel="Function: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="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" 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" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris: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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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>