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Prolights ASTRAHYB330 (Prolights_ASTRAHYB330.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="ASTRAHYB330" ShortName="ASTRHYB330" Company="Prolights" Version="4"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>a1b5d8b4-e24f-420e-a498-ca2abf8b1ff9</Thumbnail> <History Date="30-05-23" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="31-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="19-06-23" Author="Nic Morris" Comment="Revised colour function ranges in line with latest information in response to manufacturer request (original documentation was wrong)" Version="3" /> <History Date="24-10-23" Author="Nic Morris" Comment="Inverted gobo 2 order (original documentation was wrong)" Version="4" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="5584" ModelID="40996" /> </RDM> <AtlaBase TypeID="66830ba9-3f15-4878-9d04-957d150ac0bd" /> <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="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="2~62" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" /> <Function ID="6" 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="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="Split Gel" Display="'Split Gel'" 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="Split" ID="6,7,8,9" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==3" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="High CRI>90" Display="'High CRI>90'" Dmx="38~56" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="76~94" WheelPosition="2" Colour="255,240,200" /> <Function ID="4" Name="CTO 2400K" Display="'CTO 2400K'" Dmx="114~132" WheelPosition="3" Colour="255,240,200" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="152~170" WheelPosition="4" Colour="0,255,255" /> <Function ID="6" Name="Op/ HCRI" Display="'Op/ HCRI'" Dmx="19~37" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="HCRI/ 3200" Display="'HCRI/ 3200'" Dmx="57~75" WheelPosition="1" Colour="255,255,255" /> <Function ID="8" Name="3200/ 2400" Display="'3200/ 2400'" Dmx="95~113" WheelPosition="2" Colour="255,240,200" /> <Function ID="9" Name="2400/ Cy" Display="'2400/ Cy'" Dmx="133~151" WheelPosition="3" Colour="255,240,200" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="171~211" Colour="0,0,0" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="215~255" Colour="0,0,0" /> <Function ID="14" 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="Split Gel" Display="'Split Gel'" 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="Split" ID="6,7,8,9" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="10,11,12,13" If="'Colour2Func'==3" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Lavender" Display="'Lavender'" Dmx="38~56" WheelPosition="1" Colour="255,128,255" /> <Function ID="3" Name="Dark Blue" Display="'Dark Blue'" Dmx="76~94" WheelPosition="2" Colour="0,0,180" /> <Function ID="4" Name="Dark Red" Display="'Dark Red'" Dmx="114~132" WheelPosition="3" Colour="180,0,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="152~170" WheelPosition="4" Colour="255,0,255" /> <Function ID="6" Name="Op/ Lav" Display="'Op/ Lav'" Dmx="19~37" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Lav/ D Blu" Display="'Lav/ D Blu'" Dmx="57~75" WheelPosition="1" Colour="255,128,255" /> <Function ID="8" Name="D Blu/ D Rd" Display="'D Blu/ D Rd'" Dmx="95~113" WheelPosition="2" Colour="0,0,180" /> <Function ID="9" Name="D Rd/ Mag" Display="'D Rd/ Mag'" Dmx="133~151" WheelPosition="3" Colour="180,0,0" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="171~211" Colour="0,0,0" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="215~255" Colour="0,0,0" /> <Function ID="14" 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="Split Gel" Display="'Split Gel'" 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="Split Gel" ID="6,7,8,9" If="'Colour3Func'==2" /> <Condition Name="Scroll" ID="10,11,12,13" If="'Colour3Func'==3" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Light Green" Display="'Light Green'" Dmx="38~56" WheelPosition="1" Colour="128,255,0" /> <Function ID="3" Name="Pink" Display="'Pink'" Dmx="76~94" WheelPosition="2" Colour="255,150,150" /> <Function ID="4" Name="Light Orange" Display="'Light Orange'" Dmx="114~132" WheelPosition="3" Colour="255,128,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="152~170" WheelPosition="4" Colour="255,255,0" /> <Function ID="6" Name="Op/ L Grn" Display="'Op/ L Grn'" Dmx="19~37" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="L Grn/ Pk" Display="'L Grn/ Pk'" Dmx="57~75" WheelPosition="1" Colour="128,255,0" /> <Function ID="8" Name="Pk/ L Org" Display="'Pk/ L Org'" Dmx="95~113" WheelPosition="2" Colour="255,150,150" /> <Function ID="9" Name="L Org/ Yel" Display="'L Org/ Yel'" Dmx="133~151" WheelPosition="3" Colour="255,128,0" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="171~211" Colour="0,0,0" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="212~214" Colour="0,0,0" /> <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="215~255" Colour="0,0,0" /> <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2e0b9939-80a0-42e4-b7ba-c029008390a9</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>77e23852-8c1a-47e5-b580-990a41934f5c</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>a230ee9a-1c13-4084-aba9-4f729b32c85b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>5ed1060f-2fe7-439b-b0ca-8579161ff65f</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>d5295ccb-7a15-4283-b23f-a7c3f051f06c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>c0d3f9b2-2b32-41ca-a6e6-d7c16fa87ea3</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>c1bbd308-eebe-4cb5-8a39-2c9a87a8e85e</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>412971e3-a40c-40c3-9553-94ecd580285d</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="80~89" WheelPosition="8"> <Swatch>66dce8b6-32fa-4885-bd52-205a5f84584b</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2e0b9939-80a0-42e4-b7ba-c029008390a9</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="175~184" WheelPosition="1"> <Swatch>77e23852-8c1a-47e5-b580-990a41934f5c</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="185~194" WheelPosition="2"> <Swatch>a230ee9a-1c13-4084-aba9-4f729b32c85b</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="195~204" WheelPosition="3"> <Swatch>5ed1060f-2fe7-439b-b0ca-8579161ff65f</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="205~214" WheelPosition="4"> <Swatch>d5295ccb-7a15-4283-b23f-a7c3f051f06c</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="215~224" WheelPosition="5"> <Swatch>c0d3f9b2-2b32-41ca-a6e6-d7c16fa87ea3</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="225~234" WheelPosition="6"> <Swatch>c1bbd308-eebe-4cb5-8a39-2c9a87a8e85e</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="235~244" WheelPosition="7"> <Swatch>412971e3-a40c-40c3-9553-94ecd580285d</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="245~255" WheelPosition="8"> <Swatch>66dce8b6-32fa-4885-bd52-205a5f84584b</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="132~132" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="90~131" /> <Function ID="21" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="132~132" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="133~174" /> <Function ID="23" 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" 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"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="13,14,15,16,17,18,19,20,21,22,23,24" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo2Func'==3" /> <Else ID="29" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2e0b9939-80a0-42e4-b7ba-c029008390a9</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="1"> <Swatch>1e3650bd-4cba-4a64-bfa6-de623d7fe7ee</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2"> <Swatch>38cfec6f-3cd0-454e-a9f3-5692c71396d9</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3"> <Swatch>d78d7ef1-ecc6-415c-ae40-4b2dd960afd0</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="4"> <Swatch>7a837471-fa59-41be-9ae5-adcf679e5e0b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="5"> <Swatch>69ea8603-42b4-4325-ac99-9e9539984c7c</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="6"> <Swatch>dcbf0a56-c017-4eee-acf4-72124b09b5d6</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="7"> <Swatch>f08c0194-f098-441a-94ed-2dfbeecf9c0d</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="48~53" WheelPosition="8"> <Swatch>e68241b2-dc31-4ff3-a647-b64c7b6ee1fd</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="54~59" WheelPosition="9"> <Swatch>33807197-eb3d-4d2c-9cb9-e2848c46921a</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="60~65" WheelPosition="10"> <Swatch>aa1f236c-e2a5-4676-9152-0812f3148506</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="66~75" WheelPosition="11"> <Swatch>579d3610-ef6d-47f2-9e11-f92955b26725</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2e0b9939-80a0-42e4-b7ba-c029008390a9</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="182~187" WheelPosition="1"> <Swatch>1e3650bd-4cba-4a64-bfa6-de623d7fe7ee</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="188~193" WheelPosition="2"> <Swatch>38cfec6f-3cd0-454e-a9f3-5692c71396d9</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="194~199" WheelPosition="3"> <Swatch>d78d7ef1-ecc6-415c-ae40-4b2dd960afd0</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="200~205" WheelPosition="4"> <Swatch>7a837471-fa59-41be-9ae5-adcf679e5e0b</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="206~211" WheelPosition="5"> <Swatch>69ea8603-42b4-4325-ac99-9e9539984c7c</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="212~217" WheelPosition="6"> <Swatch>dcbf0a56-c017-4eee-acf4-72124b09b5d6</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="218~223" WheelPosition="7"> <Swatch>f08c0194-f098-441a-94ed-2dfbeecf9c0d</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="224~229" WheelPosition="8"> <Swatch>e68241b2-dc31-4ff3-a647-b64c7b6ee1fd</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="230~235" WheelPosition="9"> <Swatch>33807197-eb3d-4d2c-9cb9-e2848c46921a</Swatch> </Function> <Function ID="23" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="236~241" WheelPosition="10"> <Swatch>aa1f236c-e2a5-4676-9152-0812f3148506</Swatch> </Function> <Function ID="24" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="11"> <Swatch>579d3610-ef6d-47f2-9e11-f92955b26725</Swatch> </Function> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="128~129" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="76~127" /> <Function ID="27" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="128~129" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="130~181" /> <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 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="Prism_2" Name="Prism 2" 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_2_Rot" Name="Prism 2 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="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="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="Move in Dark On" Display="'Move in Dark On'" Dmx="16~17" /> <Function ID="10" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="18~19" /> <Function ID="11" Name="Col 1 in Dark On" Display="'Col 1 in Dark On'" Dmx="20~21" /> <Function ID="12" Name="Col 1 in Dark Off" Display="'Col 1 in Dark Off'" Dmx="22~23" /> <Function ID="13" Name="Col 2 in Dark On" Display="'Col 2 in Dark On'" Dmx="24~25" /> <Function ID="14" Name="Col 2 in Dark Off" Display="'Col 2 in Dark Off'" Dmx="26~27" /> <Function ID="15" Name="Col 3 in Dark On" Display="'Col 3 in Dark On'" Dmx="28~29" /> <Function ID="16" Name="Col 3 in Dark Off" Display="'Col 3 in Dark Off'" Dmx="30~31" /> <Function ID="17" Name="Gobo 1 in Dark On" Display="'Gobo 1 in Dark On'" Dmx="32~33" /> <Function ID="18" Name="Gobo 1 in Dark Off" Display="'Gobo 1 in Dark Off'" Dmx="34~35" /> <Function ID="19" Name="Gobo 2 in Dark On" Display="'Gobo 2 in Dark On'" Dmx="36~37" /> <Function ID="20" Name="Gobo 2 in Dark Off" Display="'Gobo 2 in Dark Off'" Dmx="38~39" /> <Function ID="21" Name="Col 1 Index" Display="'Col 1 Index'" Dmx="40~41" /> <Function ID="22" Name="Col 1 Step" Display="'Col 1 Step'" Dmx="42~43" /> <Function ID="23" Name="Col 2 Index" Display="'Col 2 Index'" Dmx="44~45" /> <Function ID="24" Name="Col 2 Step" Display="'Col 2 Step'" Dmx="46~47" /> <Function ID="25" Name="Col 3 Index" Display="'Col 3 Index'" Dmx="48~49" /> <Function ID="26" Name="Col 3 Step" Display="'Col 3 Step'" Dmx="50~51" /> <Function ID="27" Name="Gobo 1 Index" Display="'Gobo 1 Index'" Dmx="52~53" /> <Function ID="28" Name="Gobo 1 Step" Display="'Gobo 1 Step'" Dmx="54~55" /> <Function ID="29" Name="Gobo 2 Index" Display="'Gobo 2 Index'" Dmx="56~57" /> <Function ID="30" Name="Gobo 2 Step" Display="'Gobo 2 Step'" Dmx="58~59" /> <Function ID="31" Name="Home Mode Standard" Display="'Home Mode Standard'" Dmx="60~61" /> <Function ID="32" Name="Home Mode Custom" Display="'Home Mode Custom'" Dmx="62~63" /> <Function ID="33" Name="Display On" Display="'Display On'" Dmx="64~65" /> <Function ID="34" Name="Display 10s" Display="'Display 10s'" Dmx="66~67" /> <Function ID="35" Name="Display 20s" Display="'Display 20s'" Dmx="68~69" /> <Function ID="36" Name="Display 30s" Display="'Display 30s'" Dmx="70~71" /> <Function ID="37" Name="Display Flip On" Display="'Display Flip On'" Dmx="72~73" /> <Function ID="38" Name="Display Flip Off" Display="'Display Flip Off'" Dmx="74~75" /> <Function ID="39" Name="Display Flip Auto" Display="'Display Flip Auto'" Dmx="76~77" /> <Function ID="40" Name="Key Lock On" Display="'Key Lock On'" Dmx="78~79" /> <Function ID="41" Name="Key Lock Off" Display="'Key Lock Off'" Dmx="80~81" /> <Function ID="42" Name="Fan Auto" Display="'Fan Auto'" Dmx="82~83" /> <Function ID="43" Name="Fan Silent" Display="'Fan Silent'" Dmx="84~85" /> <Function ID="44" Name="Fan High" Display="'Fan High'" Dmx="86~87" /> <Function ID="45" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="88~89" /> <Function ID="46" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="90~91" /> <Function ID="47" Name="Status LED On" Display="'Status LED On'" Dmx="92~93" /> <Function ID="48" Name="Status LED Off" Display="'Status LED Off'" Dmx="94~95" /> <Function ID="49" Name="Dim Linear" Display="'Dim Linear'" Dmx="96~97" /> <Function ID="50" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="98~99" /> <Function ID="51" Name="Dim Square" Display="'Dim Square'" Dmx="100~101" /> <Function ID="52" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="102~103" /> <Function ID="53" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="104~105" /> <Function ID="54" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="106~107" /> <Function ID="55" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="108~109" /> <Function ID="56" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="110~111" /> <Function ID="57" Name="LED Freq 600Hz" Display="'LED Freq 600Hz'" Dmx="112~113" /> <Function ID="58" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="114~115" /> <Function ID="59" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="116~117" /> <Function ID="60" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="118~119" /> <Function ID="61" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="120~121" /> <Function ID="62" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="122~123" /> <Function ID="63" Name="LED Freq 50kHz" Display="'LED Freq 50kHz'" Dmx="124~125" /> <Function ID="64" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="126~127" /> <Function ID="65" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="128~129" /> <Function ID="66" Name="Reset All" Display="'Reset All'" Dmx="130~131" /> <Function ID="67" Name="Reset P/T" Display="'Reset P/T'" Dmx="132~133" /> <Function ID="68" Name="Reset Pan" Display="'Reset Pan'" Dmx="134~135" /> <Function ID="69" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="136~137" /> <Function ID="70" Name="Reset Colour 1" Display="'Reset Colour 1'" Dmx="138~139" /> <Function ID="71" Name="Reset Colour 2" Display="'Reset Colour 2'" Dmx="140~141" /> <Function ID="72" Name="Reset Colour 3" Display="'Reset Colour 3'" Dmx="142~143" /> <Function ID="73" Name="Reset Gobo 1" Display="'Reset Gobo 1'" Dmx="144~145" /> <Function ID="74" Name="Reset Gobo 1 Rot" Display="'Reset Gobo 1 Rot'" Dmx="146~147" /> <Function ID="75" Name="Reset Gobo 2" Display="'Reset Gobo 2'" Dmx="148~149" /> <Function ID="76" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="150~151" /> <Function ID="77" Name="Reset Focus" Display="'Reset Focus'" Dmx="152~153" /> <Function ID="78" Name="Reset Animation" Display="'Reset Animation'" Dmx="154~155" /> <Function ID="79" Name="Reset Prism 1" Display="'Reset Prism 1'" Dmx="156~157" /> <Function ID="80" Name="Reset Prism 2" Display="'Reset Prism 2'" Dmx="158~159" /> <Function ID="81" Name="Reset Frost" Display="'Reset Frost'" Dmx="160~161" /> <Function ID="82" Name="Reset Other" Display="'Reset Other'" Dmx="162~163" /> <Function ID="83" Name="Factory Default" Display="'Factory Default'" Dmx="254~255" /> </Attribute> </Control> <Mode Name="Standard, 29 DMX" Channels="29" Id="5403556d-91ba-4915-96d1-174f00ad295a"> <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="aca6ec40-3cfc-4473-88d6-57a17de8ec6e" /> <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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="12" Wheel="38" /> <Attribute ID="Colour3Func" Wheel="67" /> <Attribute ID="Colour3" ChannelOffset="13" Wheel="68" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="14" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" /> <Attribute ID="Prism_1" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="20" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="21" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="22" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="23,24" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="25,26" Wheel="20" /> <Attribute ID="Animation" ChannelOffset="27" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="84" /> <Attribute ID="Control" ChannelOffset="29" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Pan"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Tilt"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour 1"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour 2"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour 3"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 1"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 1 Rot"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 2"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Animation"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism 1"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism 2"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Frost"> <Set Channel="Control:81" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:82" 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="Move in Dark On"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 1 in Dark On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 1 in Dark Off"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 2 in Dark On"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 2 in Dark Off"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 3 in Dark On"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 3 in Dark Off"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 in Dark On"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 in Dark Off"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 in Dark On"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 in Dark Off"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 1 Index"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 1 Step"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 2 Index"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 2 Step"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 3 Index"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col 3 Step"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 Index"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 Step"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 Index"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 Step"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Home Mode Standard"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Home Mode Custom"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 10s"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 20s"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 30s"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip On"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip Off"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Flip Auto"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Key Lock On"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Key Lock Off"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED On"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED Off"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Auto"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Fast"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Med"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Slow"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 600Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 1200Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 2000Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 4000Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 6000Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 25kHz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 50kHz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Normal"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Invert"> <Set Channel="Control:65" 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="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 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="20" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,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="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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QUMKhZs6b+37Jly7QrdSHsrRUJRYJlAPPT008/XeYqbQPbJ4b2M888U912220x9S59CEUwIlxwZsOehbE07SD9VDZy2cDuOXr0aO1xYMLrgKoceKniw4YbEqYc0gSQTKWiFJfwTTC8V7G6YzQldQAGUwzMpGgaNWqUzpeVVvTs2TMnuWxAMtKFkzUoDDA2P/zww+XSRpETtqSkRB144IEVgmS+CUYxdip6OQHJiE4meIHkuYQ/pdGrITMFVS4QbUTgCbEJQcD9InIpV04yvIPJt4abdNrTQvkiGL7wmeTKBKklybpD7SHTsIlMTB+hXobdSzzXSWIWo+5P0Ouzecjll2Xj2GOP1Q6AFJxIMyDY18qjLoyYQS/g5psG+cV4qom+BjzZxCgSv2ioRIpnMDvjXxUULMVeQNK+G2+8MbJIKR4oRAJkv4jyXXwNwVYqDwTD154U315geivPTUD4JtWlDWRB4vwgc8uWLY0sJcwYXvzMmKFJnxAUxC94Acswu9eQFdLKgbgFMiQRbMv52aTxm0hKg0dwvqJaPrESgtF712wmhKh5jYE0/TQQquYklxPIQ4SsmViSiZKiSka+CBx+G96fYUAklpdMPsyUQeW8bGCSuPrqq7VvvrOuZNWqVVWHDh10I4KJGdZQ6ZlPIJinX0DhT1QRXupjk7eCOtGmwAyVDyTyMEEwygMS+oaqIBvJIBcyaNjodCrPzpo1yzVCChnPlPoHcrEKuMl+xEXift6+fXut9wuJFfYM5grCqZCBqHThBtMyg1tVNaKeTYEnl90kqog2bdroJ52ZhMFBJnrttddCXwPi8BCSgZsddy7VCMmTTQBZi7FzI5cNfjMB1ci9Ib1e9Qy21OunBw0apMP07fyh2YC/PE+ASRBF7kyR7gTE532TYIfKE0w+BwYffZRJEgPyPxCkwkYFfVjmxojfZEqneNxxx+mZ2Q8QSTCX+SkQmwVLfRGM3QbBtei7OHLTCdREnqBDTKmQMMwOKxumTp2ql8BsmWHQekeVu5RcZlHnM3v55Ze17ZMHl1qPiCCQDnKZyshNYpUgIDiEyQKZMSD8EQwgBJIggyhhbkAhFIFcB+sBORoQsBkEZELIjGCediACoHilmQaypNfdfyZIxMJOHSN/QGiCvSMNlviKjSx0nlBIRpJcslST5gjhN4k595MG5C8v6TlzIUSRCjj1ztoiwP4unWAODJU+oFCA2N98803c3ag0CJHxcBHcsqlN9rZUEKwIf0Bpiuzst9CXjRBJWHRGQJtg85XHDNNFpAvM+Miu+LkFQYiS1nCqjGDzgp6liOQDgzmqEL9AJ0gNgYDQnHISDKndXNGdIhIDUnOiKGb37xXIXujBArpdwaX/CEYuTRH0mdICZTosItmAJNhrUYN4MbQjt6EWCuEONR9O8cK5fyVzW5FgFRTffvut9hRB7YByOpdmf/ny5ZpcpPIMgbIsgE6CYdkMrFErIh1gVsLshtDfvHnzMjsoekXMfLjtGHDVLrOSOwmGiwCme0/VPopINzBR0SIAHCpzNykjGLVlRA5jaiuqK4oIg2ftOkUg04aAMaxIMJ8g3I0oIPzJTFQySTlWM6hmEoy1EwfEYkonF+Dhi9sxlUYgl+0hir4Jj1FThbJSBrizmpfiagSjUqksk/jKGpnFcOHBpRlvAfQwFeWmExXElj9bcAsCNDGPqAMMVC5LG6Y7q92CbGb2e1VIglEKBd9v/JtsSz72MIIKKLZEpug0Y+jQoXkjp/CIxc2lIrgS+cS9mf/IRjAUIMtUaRV53yBoFMfDzMLmGFsJMaMeD6FnixcvDnL62MEDs+eee7p+jlz+lYxgcKac8qwcwWSK+1uWyfHy8rIgVyGOL5NcThDowGdwSU4jCDDxUnU2XzWSCorxcCfzn7k80XAGv1D5tE3iOYnA6wZsYjVq1NDa5bTBjz2vEgHbY9YAgqwEEyYuk1lsivIpi7mFl5VdVJYZompmzJjh5/SJgNfY0LSKAAExBc5keyOfL+1I5ZNgfirges0DkTRQD4ngXDcUsmYSu1aCZ9HDxeRGPjLXGzkJJox8VUjwvLz0XLMFxzav+Pjjjz1/Nkl4/PHH1Zw5c7SqIhcoexx1zUoeUFJIEfjStGlT/Tclq8l+NGHCBKMR4S54Hq7ketMtGoCiNp4JRik9QtncIpY/++yz0EtIrVq1dDIWNgtVqlTRAaKE0FGNzU+Rdb/A9YVrEhRLJqHMmZgdNMWmVq5cGcn1UehyXZLWZQbSkq+NBHmQjh17ECfDABiS7828BJObOcvPLIYVnuhnt6eX98OEuzVq1EgPJBsFJ1ANdOzYUd/8KNJH2UBhTEQ2CffwSEAnRjIUirPOnTs3susSKkhtcpKW5AMP+KRJk3R+MdNByRlg9pqV7wNe4pl8zWLkL0XnNXz48HL5HXj6kU1Gjsy5ZLsCFQHBoJnkskEFMRS6DHjUmwhTqTS9YtiwYa7kssHMih6O2XzhwoVRdSnv7AVcCWbNYijQSrxeFTlg8uTJekZp0qSJTkNE9DUR2iF8vDVwlstWjNQJbi5h+WncpeYCSyMzkh8g+CNGMKtHgCfdZi/gNSKznzSSknrWiyFnEShrEkQa4/rrBSyjFQmY3YIk9mMjwH0znJAGvVc/Lx/0RDBh6vsyK4yVl33C9CosuFFe4/uI/q4o4HezPAYB98tOtWAQY+GElw/6iSkfJO1YFWPpGZ5Cr0GkhU6rGSXwzKhXr17c3bBBmqFBXj/smWDC2B9lFkPDaD5Dh0dAMHaHZ5xxhutn582rOKGe+Wy7MeAsuOD1w36zYkyWRvKvDj6/ZwyoQRBa0YPlArtV9EEVBTws/KYg1g9C0Az6pTH2k/18wRfB5Eeukh/ZS15i0d7Ez3dNAQM5ubQw2WSTswiV79u3r3ZwrChAQ486JFde/Xwg3ZYhrT6J0nqt8hmJ6zuvj5z/cyFZb3l5n7RYDIqoPDCPEBKP94bt1MiTzrZ85syZcXQrUqCeIXesXxhKwwmpejP2fr8YKHGUXOgBIVlbeVk+5WCBQAwfWZErC6ZNm6YTBzdr1szXdwyJChMY8yBfDFMMC5UFxrDAGcqK8A5Ma4gGmIratWvn+nksJii6DWSgRB0RWD0VmGDC6J9kFsOdB+NbsORTRfgCqhdIRlxD//79dWRTJuxMkORlNVAv6ldpnRnroCcIVc5PLvyWkKyHvIzUolrEf2BGGjx4sA6qIfwfXzAbWE9wmTKYAbIHYxzmBKELklryGNub/mHPVYR34LmCe1KEuDao3OWEqYq3A1VpFJI3U38RScckVTqmoWGEYJZ+DCs0BYWamDhnEbGB3Add/eq7csFYzW4reQohN7Ol7W7qvEUUFLgCt3YmLwkLo0XhLXslfmMIB9ubPHcRkQMf9hI/dkYvMEowIB38VEhGnsZKTTI7fQJ+aXiUEgjCLg8vUzxCEgbIdQhjZ/rExgkGkk4yPGJJIUnpOopSYYJh8E0BdyJSUDZoUFp6wFktg8hwgkYSVNM8MnKBSAgGHCTD3ToxMhnFTSlH4/QpGzFihC78RByBCaBBt8mViZKSEu2VS2hZAoDMVRIVuUBkBAMWyQ6Sl7g2xL67JKxrzJgx2kPUCQJFMCYz6yxYsCD0dXJV57WBNj4BBGO32Nq0zJWJSAkGLMEfkk1UMevJWBYzyeUEJQpNEMytaGkCcnKg5+pqcreYC5ETDFgqjC6qNMVPbBp/Ul3mgyk/fgKQ8cEimioTmHpinr2IxBloSs/lhoIQDFg/aIAQjcebTCwFN5C7+emHLB9cBjI6UrSVShmZQN4jQDcGsHXtYcL84wcFI5gNy3ZJjUp8+wvq6sNuceDAgVkz5DCzmIyjxJuB5ZiiBqQ2IBqcgGNkvRiAy03nsIbrICg4wYDlhYEv2U3SuqkCecaSAZrMOAQGO2Ux9FL832SgCAEqnHPAgAH6WsxqhmMTvYBVg/W4TxiXmzCIhWDA+sEnWUmHx6gC+fiPHTtWPffcc3qGIWEeQj3L1pIlSyK5HsSixQB86HsXeknMRGwEs2EtmdgvCewtiA80ebRYuiowiP7pFcSH3jRiJxiwAkmOkJdHSxulYgzuTTkIiiV2dXKhdoluSATBgHVDJgnRkLTJ2kJ4XLF+pTeQK4IVYFDUilO/SAzBbFg3qK8QDbnsOuUjq08lBaa4fl5zRRQaiSOYDeuGtROiEadFLgTPOcoqCUgMOMRLCqU4kViC2bBuYMsi0cqQCmLZSDzBbDiI1liOA6R1UpVHRkPGIq38yHwJd5OI1BDMhnWDuwjRCDIhZK67Clj2JgXAdjte2rhceeiTjtQRzIZ1wwcJ0S6XI2kMulrHtJciJFMJyme8T6ZnK8+SJqSWYDasAUCx+JiQraoc26jSAhKtVHrKQ1OGmGrD2GefyiyJl2aknmBOWANDcviHhWwYG3FyhHCQraFKjsyGTDVflZKKAp6vFMI3Kw5UKII5YQ3Y/6x2iRCuiipN1kKDbLtK202at+JDwUH2kUXS3lWlpMKiPk/691vE100EKizBMmEN6ItW0xDSkci/vrS6joa/c3XrSHYRN7MV5hnKenyiSuUnjksd7R25dizW7iTg/8fUbotdLiysAAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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