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Terbly GL10FX (Terbly_GL10FX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="GL10FX" ShortName="GL10FX" Company="Terbly" Version="15"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>7dd47bbc-a7b1-4e0d-8d9a-ba82005a274b</Thumbnail> <History Date="27-05-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="02-11-15" Author="Nic Morris" Comment="Updated to latest spec in response to manufacturer request" Version="2" /> <History Date="14-04-16" Author="Nic Morris" Comment="Split autofocus into two separate 8bit controls in response to manufacturer request." Version="3" /> <History Date="20-04-16" Author="Nic Morris" Comment="Added colour index function and increased macro delay in response to manufacturer bug report." Version="4" /> <History Date="05-05-17" Author="Nic Morris" Comment="Changed All Blade Rot to locate and power on at 50% in response to customer bug report." Version="5" /> <History Date="11-05-17" Author="Nic Morris" Comment="Reverted blade rot to locate and power on at zero." Version="6" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added Atlabase ID's. Added channel counts to mode names." Version="7" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added product thumbnail" Version="8" /> <History Date="30-12-17" Author="Nic Morris" Comment="Changed blades to two-point system in response to manufacturer request (documentation is incorrect)." Version="9" /> <History Date="02-01-18" Author="Nic Morris" Comment="Revised blade ID's in response to manufacturer calibration data." Version="10" /> <History Date="20-05-18" Author="Nic Morris" Comment="Created from Terbly GL-6" Version="11" /> <History Date="04-06-18" Author="Nic Morris" Comment="Removed prism rot 2 and revised prism functions in line with latest charts in response to manufacturer request." Version="12" /> <History Date="27-06-18" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches. Added Atlabase ID's." Version="13" /> <History Date="19-02-19" Author="Nic Morris" Comment="Swapped gobo wheel 2 slot 5 and 6 swatches in response to manufacturer request." Version="14" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="15" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1612" /> </RDM> <AtlaBase TypeID="5d82b089-f13c-40a4-830c-59971b1bbd69" /> <Control> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </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="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" Intensity="0~0" /> </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" Intensity="0~0" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5140~9509" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="14392~18761" Colour="0,0,255" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="19018~23387" Colour="255,150,0" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="23644~28013" Colour="100,0,200" /> <Function ID="7" Name="Navy" Display="'Navy'" Dmx="28270~32639" Colour="0,0,200" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="255,255,255" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G" Size="2"> <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" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d2ddb2cc-8eb9-4aa4-85e8-6e35ef2723a0</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3d75e336-f2c3-45d8-a7b6-ecdbcd3c0eaf</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8582f117-8711-48a9-94cc-00c2daaf5a1e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f48187c0-3a39-43b4-9b45-989262f744dd</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee6fe1d7-d64e-4971-b08a-6b3870f9af58</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>93703b50-7c50-4aee-9273-75ac07812a17</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2a0e8295-5c6b-4944-a537-36a723818ec2</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7"> <Swatch>5ab68797-5b05-4108-ab58-b1740365e5c8</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d2ddb2cc-8eb9-4aa4-85e8-6e35ef2723a0</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="20046~24120" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3d75e336-f2c3-45d8-a7b6-ecdbcd3c0eaf</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="24121~28195" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8582f117-8711-48a9-94cc-00c2daaf5a1e</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="28196~32270" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f48187c0-3a39-43b4-9b45-989262f744dd</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="32271~36345" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee6fe1d7-d64e-4971-b08a-6b3870f9af58</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="36346~40420" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>93703b50-7c50-4aee-9273-75ac07812a17</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="40421~44495" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2a0e8295-5c6b-4944-a537-36a723818ec2</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="44496~48570" WheelPosition="7"> <Swatch>5ab68797-5b05-4108-ab58-b1740365e5c8</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="48830~56797" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="57568~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d2ddb2cc-8eb9-4aa4-85e8-6e35ef2723a0</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4d5aa159-e8f6-4a26-9cca-d58bab5edb2c</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>844d445f-be82-4b6b-bea5-749d08cb034f</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3305e3c-e36e-4a33-8191-d415782f6284</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c5307eff-3105-4058-8c04-8651b8a931ee</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>87d35cf4-c5c8-4884-83f0-ced82c39581b</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d7a049da-56de-448f-b3a3-9a2cbf0a7808</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>88461d29-3e53-4405-9a17-dded035c5d11</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d2ddb2cc-8eb9-4aa4-85e8-6e35ef2723a0</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="20046~23901" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4d5aa159-e8f6-4a26-9cca-d58bab5edb2c</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="24158~28013" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>844d445f-be82-4b6b-bea5-749d08cb034f</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="28270~32125" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3305e3c-e36e-4a33-8191-d415782f6284</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="32382~36237" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c5307eff-3105-4058-8c04-8651b8a931ee</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="36494~40349" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>87d35cf4-c5c8-4884-83f0-ced82c39581b</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="40606~44461" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d7a049da-56de-448f-b3a3-9a2cbf0a7808</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="44718~48573" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>88461d29-3e53-4405-9a17-dded035c5d11</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </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="64~95" /> <Function ID="3" Name="Beam Shaper" Display="'Beam Shaper'" Dmx="96~127" /> <Function ID="4" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="5" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="6" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="7" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="8" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="9" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="10" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="11" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="12" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="13" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="14" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="15" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="16" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="17" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="18" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="19" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Close Pulse" Display="'Close Pulse %.2f%%',0.00~100.00" Dmx="57311~49344" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',100.00~0.00" Dmx="65535~57568" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Frost 1" Display="'Frost 1'" Dmx="64~159" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Frost 2" Display="'Frost 2'" Dmx="160~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Animation" Display="'No Animation'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Col_Speed" Name="Col Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade BR" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade BL" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade TL" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade TR" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade RT" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade RB" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade LB" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade LT" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Spd" Name="Blade Spd" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="C/G Fixed" Display="'C/G Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="C/G Index" Display="'C/G Index'" Dmx="30~39" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="6" Name="Reset Col" Display="'Reset Col'" Dmx="88~90" /> <Function ID="7" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="8" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="94~96" /> <Function ID="9" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="10" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="11" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="12" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="13" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="14" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="15" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="16" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </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" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" /> </Attribute> </Control> <Mode Name="Standard, 39 DMX" Channels="39"> <Import PearlRef="TBGL10FS" 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="56800fb6-736f-4b2e-8a45-e2c534576f67" /> <Include> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="17" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="18" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="21" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="11" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="12" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="27" Wheel="169" /> <Attribute ID="Blade_BR" ChannelOffset="28" Wheel="49" /> <Attribute ID="Blade_BL" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="30" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="31" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="32" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="33" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="35" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="36" Wheel="111" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="52" /> <Attribute ID="Prism" ChannelOffset="25" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="26" Wheel="23" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="28" /> <Attribute ID="Col_Speed" ChannelOffset="19" Wheel="26" /> <Attribute ID="Blade_Spd" ChannelOffset="37" Wheel="27" /> <Attribute ID="Control" ChannelOffset="39" Wheel="29" /> <Attribute ID="Blade_Macro" ChannelOffset="38" Wheel="139" /> </Include> </Mode> <Mode Name="Basic, 37 DMX" Channels="37"> <Import PearlRef="TBGL10FB" 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="6d9acb9e-5a23-4aa0-beff-76c8d4ad8aa5" /> <Include> <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="12" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="13" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="14" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="16" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="19" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="8" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="9" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="10" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="22" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="25" Wheel="169" /> <Attribute ID="Blade_BR" ChannelOffset="26" Wheel="49" /> <Attribute ID="Blade_BL" ChannelOffset="27" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="28" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="29" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="30" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="31" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="32" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="33" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="34" Wheel="111" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="52" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="24" Wheel="23" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Dim_Mode" ChannelOffset="6" Wheel="28" /> <Attribute ID="Col_Speed" ChannelOffset="17" Wheel="26" /> <Attribute ID="Blade_Spd" ChannelOffset="35" Wheel="27" /> <Attribute ID="Control" ChannelOffset="37" Wheel="29" /> <Attribute ID="Blade_Macro" ChannelOffset="36" Wheel="139" /> </Include> </Mode> <Mode Name="Extended, 60 DMX" Channels="60"> <Import PearlRef="TBGL10FX" 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="6901d498-2d36-48f7-8f8f-d67a5b37746a" /> <Include> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16,17" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="18,19" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="20,21" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="22,23" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="24,25" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="26" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="28" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="29,30" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="31,32" Wheel="17" /> <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="14" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="15" Wheel="141" /> <Attribute ID="Iris" ChannelOffset="34,35" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="39" Wheel="169" /> <Attribute ID="Blade_BR" ChannelOffset="40,41" Wheel="49" /> <Attribute ID="Blade_BL" ChannelOffset="42,43" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="44,45" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="46,47" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="48,49" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="50,51" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="52,53" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="54,55" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="56,57" Wheel="111" /> <Attribute ID="Animation" ChannelOffset="33" Wheel="52" /> <Attribute ID="Prism" ChannelOffset="36" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="37,38" Wheel="23" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="28" /> <Attribute ID="Col_Speed" ChannelOffset="27" Wheel="26" /> <Attribute ID="Blade_Spd" ChannelOffset="58" Wheel="27" /> <Attribute ID="Control" ChannelOffset="60" Wheel="29" /> <Attribute ID="Blade_Macro" ChannelOffset="59" Wheel="139" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:4" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:6" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:7" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:8" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:9" Delay="20000" /> <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 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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette 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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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XVgo0Lc8jnMoKkvCIIE1pFQDOn0w6qtJCNqrRYlQZrrb2qxGSImqQ0lDhzYtUszVqE6u9617tWIi3t+DiPiDeL6gwmPxxjoBxSM4pyo+SGo4/CkMC3Cf1dRN1eg79zIAXvNu17Gmr/pcJ6lFItNhVgo27OvWkvYXhwXFG7FHXl8xQ7HifWVICQHwmA/EbtAMYlSnlkLXBSmHh+EOIUaIDHXBQDIIAR9XLgzVkToZkQvXxZz+Pz+Gn4sQGb39Fi60/rfl2mwVpXM4paUBLKcEQzyprn1TZpKOE8GyEitlkIrUnbRg8xdA3SVL5SxDmn/rGwsu2kv5gIsNElB1s2+QQEnwOiTB5agrquEjvfxJgUu8wupxWit0TxYCtzQf3b2Soo+FxRLeB3tAIQN62TWjQJsNCQzLD5wMnFfHRg4IeULWFm0mUR0zSYGzQqeS/+gOpTTT+kX/hVARSci4lhHqQrmAYTZoI4mtS3fzupcqKtXPe6183NCp8kzE4UHIb/Ik3jZ7+fZYfDSQJE6tH4dQDkdBOKYRbitLlcLT+42OoKiKWT4pkAnKm3bsVeaWMCKzCzis++CsBGd//sWOchaQsPougv+jbMk7AEYmOSPzQuwAWMzJxIlD8UDjXzbgGAsSoqayoWy+ZyjhGZPK8INo7uCWAUdPIFVYDYjF4NZG5kXKwr/061iXq+CbJjwsMrx+9WmqTBkKq1HCYOLsJvKYoJsyliYyB6iwJ8KjqOPvrolXytNiIipan4TAjQPs5gRlRJE5eVAwFwkNthdkkkvq2fvOskAbaiy1Hx3DADOx9c6T0m/MMnl73LooidpWZKFacymGLExUeRpLZDmwi6RN5PrpT5qFvHNS4WkjlRGn3SSSflkVzX002RDNdiiob1fMVuQHUEQGwozYWZP9aHm6K+bZLlacGXwc50gI3uW9y86bsOLUhYO1WbpQ033DD3F1AeUW3AT6C+RVFOB9FGdYrxmEGtlRQkAlZVP69JwjdhYvguTjTRBn3kTwkNogeF4EkdWZumLUUR3XMDomQ7RBqJ2TZ/yrD5zy3J2M1hqHjf5bgGc5nnXO9bNKmaisSCS5aLTEWRRcH1KP6TtLYj65gdzr9EME1lkvFwdaJOQUlEcrQTUAE186IrYd+EqwPGKnjxc021VBuJKlqFkZLqEXw4i2l+fd+aAjswdEr8Yhxg22QzFtqJ6seX0VLqoSZVXlDhaus5mCpLOfKT1LoF0aRXzRetZrKiuA/AygDl/VRzAJJozmnwqOjoMb0yUZhjB020QWCi69ItnrVur1n0Dr/NZi1Ly/E5nUBy/pM10DLKqa6aAkOrAmzUvGSTuu/SRvhNFhmLzzTxocoOgBCmR0UoX0Y92CSxGDSTg6WKGDHhxO/KJEDLtAHS2WefPdOgBagUFupZRmPVTZXZXMcff3zu49EwTUUErVQcX4naITZRlP2wDnGYuEV1yyawFM1TihoMFd3rHdd2AmeUqWPmaKc6kwhUTmk7ukaTTNMegOUqGLtt/OaMaULdowe0pnRyp4TbGUQsrjnhT3pu2rWOiAQFLm95y1suL4duK3E0cKCiShiCpU/7QxFgm3V5V76TaI5msth+blKBib1WzenMoqimTDD66tDt/DopKADlUzgcQRvOql898NhkfEqbi9bgX9XNMQKRjea5nQlYkPut6ggsrQKwRuZRUw7OMu0ksnNoo6ngh6h6i69Mueoom/BcReZOO+10uRksEwle3ZqdieyjvxZg82FoYRFdVC5Ik/ElgxE3J10qQ4BKNIfesPGWoMDSvn7IAZZMDSeo3GEZCT/qNa95TR46Nwmb8S14F+ZP5EVbAUDVrmRSRJLORnLcq7gpu17vUmcfFTtWZRaicoHGxalhsJlemtFnB3hQGvyVoXKdHHXugI46nn+Jy3owldb2b6HBqJ9atgy/5HT1a1/72jwPqVLCjrU4wBd3JHISDb6Do2Mmr0kaSTSIA9pvv/1q1fPThrSVYGCclS8TfJrnZ+IJIhKIMN7+juMbjVTailxs+JGeMxh1Zw/4QXg03FNXkfxnjhUa4LusiejZplSHLyjwmTOo8IUlmPpkEWCNBDmnUM/oU/AxjtEL2WmNMgFYE8bxZWaLhx/qiv9vlEn0lgB0Wnu8ghZIisf2zU2R6B3qUInoW30dv1fQwOebpuEFFugGz4p+oSn7AHWJrASwWuZxKImDtyaAGawKDABJslh1JpphaAEOqZ7gm3o4ldNKAAi1gIrhAwuimnQUInFYF1fIsrz97W/Psw+A13Of2hxTAbC79fnOdQWQHG3juDO1ZRJXFWPvpYMGumJl4QSA+Ls0UB0ftK7Y1Mypq28MdI0NG60PepjfHFOrpQ+yBQa7t3GS8Gk47Tissn4QhP+CWlCFMOvDsPMUPpTaeRtwFqXl3JE42nfEEUfklbJ8aTVqNDbuzZ8FZjV9uHVgiwZbN42ZVN4pK5YDdE6xbCcySbgwDeKkKGo2ru0k/BkRZFAMURtmJ5tsdIHJlYM02Qolh+ClpHPkIIGr6SnumDf3JAFDsYID98b5ByQBFB+Sbyl6LlYfCwwEPNGbX6usovAvEeA2O8K6ZG1gal0AW6vRt2ghHNCXvvSluTNaBiwLx/y9+c1v7txdeVyYBMNkMg0qcE0iIJlkPk0TYUpEq9JLeLau5Tjyg1obcBeaRqyiUM/AL+3zDkoUjTkT3JgjP9uE6BocYI3vvNagAOOEqoDUiXCaqN1i/kSBwui+xGTE7beSto7FVV1cOk3kJ1UW2AA0WJQ396HBLJb2UfqXRV6wjvhsJLXE/1C8Wdx0QnvjLolMSwPpB2BxDCtYbGpWSoTGmlT3ztQoBmTrMfhdLgulEX2uKBSgEaR8PBUaTY99hQCU51PNOk5B9CE0lF4ZtAHw1zkgEyIjQVsJdmZ8Y24byQFW2XweoQo4Lj9QRjwutEUQlZPEblPMxj/gU2Hx6/JCwAKwhoWQNAdepk29PK3UR8cZjiufTwQF9H1oJ8/F3+FXeW7+DPKW6Wl64AR3RVsJeLpwau46kpkwl57Pn0Nz8suAPsTcswDjtXhFQXWIcKfImlBRWWBIBRsITRqCxpCHBDwkYjDnzEcx5+cAhiiQI1hntwEqAAsG2Hy+mxLhoQSfhkdDOiJbm14vY1PhpTyjhfL8FiQOTvD1mvhTqBhmSfaDCbYh47ia1yag5zdJsQGPNQs/09p1OU1lvQU4nklGQrFniaxeS4OF2DneOPpoSRf1KbiwBoVtpcKsFRcEmHRWVkslbeVnprAJuRgtN7HnNJKf21ac2ojMr2BGjwwAx6x3DRac8NILTQHCpIDKGhY5LlqseHJKCsv6eha+F/cl1tzzcm8auDS5Buv3XFYHYUYxzKTY3mmSWJhpfAzNSXV3NXPoCgvFJKsypZWa7n6AsTgAxK/zs+/W17XQ46K0x8CdTbqcnoYsUgsApgpE0h9wZCt6bC58HQArbYvpw3EyHsDEiFxEU038AP83ukRTqdM6JFO5nNd5Cj9E71aAQmVU5UOLQmvSjswZ8+aYGo05j6sCoydblXi2AQ/7rlHZH4x/pRSZPZcDk66hPXAuclgerkpTAGiYU4lsX0rVBTPFJNI23rftdStdRbQpgFm2bFkejdZtI8XUqIzlxwEVDdUm4d5WaFN+XrRtEvDYpEEpLILUaqEZbX8MJkxSGm8DNO4MAjT1V9NuiHXtr8nnG+Cj4g4hgz9DgBRhaOfHMTSRUxcKo0w45KI6hyw8Q53+YnGWEGfn2foww1UCPKo3jGh7IKIWTCA7BReeQVAA6AcccMCgz9NUGt/0QctI9UhH6H3KMRf1uUfHoQzckZM/HNcQExBlMcpd5CCZoeLVchY8JjKE/+J9aDrUBseTeW5Tz2RROOQWRtIY/zTJRymKClvkL1OHsR+icoP7wF+y6aKtlQBCxOd5p9XC8ZX0brUpAb4434skrS/DkgDlAMubSXHgSoqXBeCSgILDWUz7MCG0nSEKc8sasE2qrfee0WlZ0pdw4OXALDZtV3Z6W4juNjaUSp2yFtqSVsLa2yS+Yx99TZkyJLAymbjfEW0ATFq4Vwmqx3P53obot+o+8UWRTvdF0ky4MYsoAYo9D8HiG8qraSCVpg4uFCeGxqP59t577/wIG1Pl1UJME6ABSINwou1g+Uu7umiy8DVMWVULAf9HCA5UbXwo2pcWEhAAED8uihIRmn5Xt8WnyNmzmDMmGaDGv9dSkl6uVOYzIUj5ZLvuuutK/AsT4Ni74VJNQQMwOtAgoqQ1TJ6ziQahsZiIMBkWx+KF+VS7ZPJFov6/nxGeNGURIN73la98ZR9fMRcmi1lnzoDG83APgKvqeudpgjKwAQQ7uDFas203wmgNYIMW2feqBim0NCJcoNV3lWtfd3bn/ooAQCpDNOZAqZ1c/GJ2Ok4pFp3aF/EAmhRN8DNxXd0iiMgMxeIoHpegSbPhcRE9M+0CBd/XdxeJNtVOzL3sAY1vnsPsYumbVriOC3LV3NP8XJ+uJ9oBzKr2dkWM6C8uuaSJcEkSu5OqMeXoDPX3fDK+hSNbHGsLMY9OfjYBDSBN5dylyK1LFalARQWCAEeg0PYYGhCZQ76o43tNgUQB1NGyTLrBvVHl4Yhgh+zKrwDMKvYGsKKEJlL3zXfiX6EqON3jpTNR/IYnM5CWNBugAR3me8j+EJ6JRqCpRHFdhCbmz8lx2mxtm8wBtueRTFbyVLfcSKTPd2NNuCTciCLARM9cEDSN4IMiiNqvolgPFJQNoilKgyYoIX8GMO0A1276P5sKO88ZN6hzWsvk0W6TKjGkaVAJhppx/1+ahf8lemRmgJe/4os3NTPeX+pHha3dWvcI/zRBcPItbQp8YduKB34Uv472BKwqKiXE/AiiaBsbchJ/GP4psxz3nYfYVMh02rF4l1S0Z/C7V7/61XkwVfeuzyQ/srL9NUmtKb6o3W1Qx1S/uyF9yWm5PhoQrUEAoigiSZqubkqGA+wof1kZSh2JNkc4wa4sPv9OoGQxy9ohAC4NFdUWUXGBB2uw8KsIBz8uaZUVADS+J2DRbrIdBx54YN5PAw9a1d5hJJeGBpub8EkCbPwMvBrVXYcfCuHcRhPbIUT5jB1PUwKVaFVi3snxtvQBzYAzFBDx9+R8pwm6hbYRFOAVW5iqRsL3jSsSrQdzyuII2mxMWtp67bPPPjlHVyK5Brt40KdtIOiOl7zkJfkQHEgrObLVJOHcRvh7ET3JrdIGtCIz47WM1DT5aIpxgDP7k1h4mkAQQUNUtV7wPLQGUNWtqvUs3l8aKdoodO0ghId7+ctfnv/sO3l2QBMJv+ENb1jJ1I7JxQsFsKIwOYZdYnfr9YV/wj1R4XwmoXod8InkcEzRkjvuvfY72kjw0FQT8VcQxFXnOduI5+LvqGAtE/PBj7XYODo+5TjQfXf8YvS98N27iPky4qLWil4diwuwkEiCG+NicYX+076knKXWBi972ctycPUhCF38ELPWp9A2oj5Rm5NVRX8uEt40Bx4RaS3y40NW1aeJYM0P/0wU33f5UMXGzAGm3lnIM99bCaYIU0NT8VdoLUy1XSogECCMg4s24qvIJ6JH+joY4bMPPvjgvGFw2a6VXWDOxo/dqXqIDj0hTLBo2HOKPIsMPlAJZrgJQSeUif+LmkCLqHABJP6Rz5jT3QU+9KLVEgL/niaMeph5+wChMD9E1GTiOflxhbAF9XcAVVWfZQKF5/wNC9VnZQEzhJdz6nmcxccxxalnQJb+AphpJUY2C98I/SAS5CyPF176DPV3nOs65p8jLpJl/hasncKFsBUElATUIADjGwANFQ9Q+CfcDo3EQW6behHN2a0mlo8xRKM2tWIqbDnmAOFzVIgAkc/DyzXx3eJQR9xGOy7ynIoHyiJKZh/p7D04121zhzQkAEcwgPboua1T/mABMO1iGneYplmww3EZQrQexzgDFs0EQG0TweNicfgoUknIxCGZfdEY0+wQBS3VhWMqE3OFqsAvMfvTzK9ILsx+3TytDR0WwQZnFcIyRA1aiA1rPuMshFeaOA4b489pTRMAABDPSURBVBmZfkESi1Gjbj9vQRQAO6/sXyrDAaK43zA0UpvzfU3EF/GFTCpnXj5vqArXcaGxRHJDCBAp0ebPyfdNy3XSKMqcFHH6/nU0jPdG8Xhv5HXd8u8AW5ySElBME5vNphCUlEiOqSLAhBYTT7A6/4jVjaz9kFfmeXgag3+i7r/vHhXzFKVLUkBAVUYkIzqBSoqsbukOgPATAWuouyujTEq9WsVBEVj6H8D00kygodImdjpEsgXRxm9SAcF2802iC030N20jNBV/wi4Vojc9ALvooqTm6U9/eg6sKp+ThhY51ul/LzLlt6l48Fp2ur6u0NxxMkrGwAZnPq2JVFLNiPQCmPJD8YnUZFS20uQLlN0sYSdFqyD+RZQJ89GYgmh/FKkXEV/cJzmkeAYcls1Ak4Q/4jmlYjjunidYfRNsMoOHaxqh+Tz0ghTLpHYLk0QQoaauqoMi35Z2c8qrLBvg2c03Jz6CIBox7oG0Bvg2f1e8la0Huby+pwiwM9PYp+s7Q3sgnpSkEXoTfiBNakeHjxg9LOLgRFVNV1mJjoWyEHVygHEBapMaMgutHIYTX0fwgJLjAIEaofUAhuNNA9kMtJCNW5ErHErOjB+KADs/DU/T620fQ4gdzM/Q34tmVMfVpS99lfA5pad8Vp/C16KJUBNNiiudcqrTeXtOAkPnxx8uB5i7ZdJEUm0zvxCrTGgnO1bZiLybkh1mbd7XIXcR0aAjZ/vuu2+t23mXmHw87iki417hiVkFwDj4wnc+i6SsuqA+j1DhboJTQ4/goYauppiFMGMSz1h35G2UlV8B5cTiH8YBxnYqQJwa6rDpfAwXJHjlQHJKOcKoBaOMWkC68pUAiDZC+DF5fhc8W9eDCyGcdOXLnNrxcheVo8XGb9GXtI9eY3yguKQUkGxCf+7aOWcJCOycWfzFSgBzU2kyk278nqrFOPDOJCLi3PiBgVaIZgjFiUiFU2xhAVJozokWvakA6FpJOkmAibkBcOcto/2Ak0t1hZ8F3J4T5VLMQAQlY3Dgiz6Q70iby03aXD53Hg1PhpD43iG4sBJu7ozibbdkEnHy7qyGH2YSncp2cNaBBEQs0PGN0BPGUFWmfBhUiegLu+8UuVC7a+UERzuc7SV6CVVjobFpblwd1yQKDIJakq2Ji8ekkPiOyrqnyLvHfzEJYKenoRyh+p68bMX9i6oaDeYNk6xeyWGNvhxx4bhqCYACLFUTffdNvSKK+adpaWagkd5D3UimsyLIci5KrBM6hgbG1OMnRassEWvgd0x+SU4WZk4f/+UqAEsf8u9kJo9JP76s6RfyAC6kMvhUKiYcB0Mp2BnMT1Hd2hnFP9MetBAgqW1S906TqB5YqkfnZyHmUO0YjeNn1SrmvKq5MLDwDR1LU0DAxeACtZRjYGf8l9NyC0en8eKs5g1sk4Rf4qGrWpMXtRwQzRNI/I0q/3ARTCcQibDxfzQSzVQnPyyS5VJgABxYkY7qqXiAw3n0pL+YCLC0yJekBz41mwEnNotqS9WgUR3AQRe18j2iSpYPEux7lVkvOu/Mh/Iht+8OmepCDamQ8B2Ain9UB1CiVgGPy025FixC274XFXIqzEz6i7Ls6IHZgpGuTQQFYuHtdA5sV38QsKI2iimnyaRpUBBymX2K9JaDHCpfoxa/zvNHjtdd5A7hzrB954HT/mIqwBIiv5B2yVnpx3qZ2jkLDcTvUIkgypl0FL6OCChQHSpFmXnOLqoDDdG2BUDVc/OdgMhJJcDiv1ZVRnAl0CIqbGkn5xD67IzD+RdI1fjOZ8HKtL+squ/YL1twgDEfO+64Y15ZUOyOWFfsckOpkKP/uLshK2Wjhz6nXFLea53b1AQ/ABXXUSudaVuDzz2IjoqehU8XbU2j/IoWZfb12LBhS6LH/co+qxRgCZnnLKIWEx3JTWqkIuRuwr4zb9I10TZqyCsCPVec31Sv5ZidDVGniQnt4Tk55BxzZq9ORavIHP3gEA0tzv80R7Skz40zEcXe+JOE849fVEJUYmZpr3PK3qdOhdpCaDETg2PTLAW46vpUFoVW4uhGt54hTB1zrN6M32T3i+5oh6qFJAIdvh3QOxWljRVzN63u3WdpK+UzooMiIEu/0UJtzkDQ2uaJdkQR2Xg1iOtS7UUqATbSYgi0LWo+a29ioux6zrrivbonkJgOk+RkuLrxIUjZiEbDb4qjdnWFr8csa5UJVHULBmROXOZadpEr/6zK//RvnJ+MXKlatIb92E6v0l6kbo3t7mk8POvAi00TvJP69Nh1KieQskyKnGfdxLdd7xQ3DYXf6bN5XTSlY2YiW4E2aBpEMDv7779/bnaYvDYclJbwLu0SJfObwtzKEfrOqBOEt9J2JHexkFLWhaZkdvlzHSgLNnP3Ov+wFsASUr+dJvPw9ONu439nkh0UBZS4LTUk0hFF4dByIruI3WeS4tZVo8/KTTlUmlPKi9NrkcpaKtUVptAzi/q6EJxokar2SQBsDCSHw0Sdf9jklMDyNLbLxrohRn97N7X2dWF5iFIbO03EJIURvI4cGY3VVeIyCP4Mf0m/CeD3PYY4OeUIWZSQ8w2jxDkastAweCwRm98HCGka2glAh27dVEO0XF1e9x/XBlhC7B/SpO+SjRWU+dJogt133z0/3sZfwkfV9ZcQlhKsQRDKjVHjJtJE95U6Er0xu6IqjnFcqTzkEbwyAeLol28UW8BPE3MRdEG0Xi/mDvmak6iLOgc6vK/0UdmBnpHsAguVDzuSpuecTk7jtDQePf4XTJSbWA0hsjoxi1jM7VHt0fISgamTcZ+3tjLPfLhojsL5pl35KeOmegix2HFqZ5oPSAPbQLRZnLqueyWgzRClM4SP1VZEjXxBkXU0Xa6RtrP2Jzf5nEYAS8i9LH3JndKPehdNva8YQccRNfoWkxy9sPh8aACaCKD0EOvSZrxMLEicLKJ15fVoEGCJS1c52k37O9BkwB9l4Xy94gn6iBZ910l8nw08jQek5axFbGygB6jocduwpRXVuNNlDU1K45Oa6f1/mhZ55/Tj8WkMYl+ABu9lklXKAg/g0Ewmum5j3DpCoxQv3bQI0REQdUAbARMTM0RbdYAsXr0nOd1EmNlpvBcs9ETRANXO1r7pf2x1FDh90AkJZJunH6eWNk4TGsik0EDMRHQt5Bdxtu3Yuu26i0LDFFM8UYsf9WV2MZDwR1QZ+HvgKjNnS0Fo1RlcIXisNW/zH7ucNUdZOAm+TpP/pLyFb1QmNEr0+KLao1oBKICDIxvAoHVogQDR/5fehde/Cj1VV1oDLCH6j0kbKedBttQ+xYGkVNhHi6nHotGApHg4I/yGpSJITQQqcz5NbAybS5QsUuP/qNBY8Epdx6C2sdZt36DrbWtfSwBZln58T93/Y6Lj+JamZ0tZHN9HyzjwUic3Ot4Gk2+nd0UNamBesswad3mDzu1YRv6Ytjp7dH2vpSC0lYS2Sg4+YxNBGKuMYN4dXImLDxZU3tDW7ypKX7et7ZWtOIW0dU/vtzCCNqCpVC4oZqwDqqAyouKV+fdnmYgFN4khJ2Ur1rSz9AKwET+2ffrRQchhup8NJHxB0Sy/EA0iuo1+Z9HiqSwFJt2jxEVVgkyE16UclWYrGpds35Tvmia93Rc5ap6yafrx3DSal5aWCJ6n2AdLYDB+qBfDrcCuKLi06LoDJICD1IyrmmUcvHeb+imRrLOgMhddLzdYIPlGGpsWm5d0ld4ARkb5SnVjZ6cxvWBpTKRLli9fkT8d7xlBaJEh2zM1EXTIoYceml+A1Qf/ZLNg7sMMq9FCtqJpunR9VubkPfWCNZ8CCe3YS+T7aWzRJM9YR3oFGEkP+OM0aRtmDUAmXJdoBSTEK+5Lnk2pcSSjaWxEqbRMMOwWgDmKuiYkrf4YfXW1LgoqRS8v7cPbHrWLAx6+p0MefDpBA/M8LvKa2H1ly6pHNJRTQVLW7RpQVdW61torkHlWx/0VNZYIcG1o7Vp9sRLpHWCkKchogqOOOmqV38s5hv8DYHUudVLxyRFH5vKnaIVoXtzie+Q+lSugcVg1WnevJICjggPfF3X5dRPbNprBlGvuS5hlCepooWD4Xvg3VkC7hpgvAFWAecABB1T1vB0MXGQQgJECyJRbt/LJ2lRa0GiiN6MoFkDlLO0BcBYd+Mb5K58p8qNVOe+Sw1USZs57A5HhM4Cqj8a8IQCLqDamCfDRVgcddFCdNgB8ri2GAhcZDGBkBLIHpx/1D5hrdKnyYfwEUVyuHj3i0Qh1rqGJkm7EqdJldfl9JOAjR1pHgC2e26bSHEb1CpNa89idaHHTvn2ucRkUYGTk+AOZrv0LxZMxeXWqF1RyOGihvi3KaOpecDAuwKBhHzDzsZg5wI9Dvk38O8/F5LZo+47n2r7PaHGaDA4wMqIwts1WtPhpxfiLLp3vU2lBW6if8mqxLfr4NSw0AV7KjhYQKKhrW7eP1pAf5QNyypXAMK3F4r9JwiFnqqMpnufA3vd1nF++tkXO9g1p7NUXz1UlMwEYGX2hPRMIvpit6MTSqM0hMB1xxBG571Qn7+dwidPeBhFIoADk/44//vhGPVJFr0ceeeRKvwP44nOEyfK5IkUpIW2nFqjToQTwsj7SP01kZgALGeUu3VEpbq5d6qP6II5hyQUCGme3SouE8JvwQobLDoDGhVruAgK6pppgHDjSQwaTVycwmLHIpm/TNXHdRmYOMDKqwlDbckgaO2QNKmOZmEgS84NoC6eBcEqYfBwYlr+Mloioz2VRBpNHq8XJ6llduDUDYTWOTWO3LiU3XWQuACOjL/zUUdPhw7KSGv9pojo1AHf44Ydf/vvw12g8YOOnObUz7eCHLIELQA2XIiA1kZO4rxm2QOpb1NDvPGuTOC5zA1jIyGTKX0LIKqeV2ghAAEnxRjCgw3upjkDC0nhx7UtRRGY0YtzJLVhgRvlsSE5+VZnQjnEanfkG7iJTH1p2XPSi6NG0Ov2zU5sa+r5l7gAjo4Mk2MOt0jg0Gzvc24cAXXBh+jDstttuebJbMxWXxq+99toT/x+tF0y61BQgjFdLRAKdxE2ydUUZzyGHHNLXKWwkmrOrJ88qSqyShQAYGU3ISQloH8tWdG1xPK73XhhFQT3gpLD20wBWFOBp04OM+HqIVOZcqwOaME4s9eDzseEswPKhidOmsjAACxlN0PMS0PhlB2U9d/URGEgG89GiPWWfgryllUS9Bv4rOiYOdM5AKm73ur0iZi0LB7CQ0YQ9MgHtIdmKXgi99CjDUyFMVSgYJPrIyx8SnBtfDalaFERtmEjvIW8pCKAJaSjaiFaa0YEVjQH3q9NCaZ6ysAALGU3gxn0BTclL3cYpiFP+lSoGiWNpnC41Wj3JkgBWyMIDLKQAtPXT655pbJkN7KPF5aoLIHwsbeUPLGu4u4iyZAAWMprgbRPQHDJxZG7HrOa1N0tQ5G6PSePoaX3oF12WHMBCRhO+PAHtlelVG4PtR6/DdD+ZnXDgkM+qT86YdD3LUpIlC7CQ0QIgFk9LYJMf2ixbcYGE/gQLfz30SJR5uG1YfvbM8SvxlrIseYAVZbQwpxgJbOhyRY4AB2zrZQP7bA2ET3VBtgJULvA8fxa1WfOQKxTAijJasE+Pxr4JcCoENxgNYHOC9i5pDH35twrCC9NwDQdQnWek5+u/l/oCyhUWYOMyWtBPjkYuCXSShuumsVZhOHC5+uhVk/uqtJX0jNyR290vHb1eXBgXpc9udlrkCiT/D8OXP9KVRZZAAAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>