View Personality

Terbly GL10P (Terbly_GL10P.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="GL10P" ShortName="GL10P" Company="Terbly" Version="21"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>f242b586-49df-4672-acce-94be1a94d7e5</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="09-01-19" Author="Nic Morris" Comment="Created from Terbly GL10FX (note blade calibration has conflicting information)" Version="14" /> <History Date="09-01-19" Author="Nic Morris" Comment="Revised blade calibration in line with updated documentation from manufacturer." Version="15" /> <History Date="11-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="16" /> <History Date="28-01-19" Author="Nic Morris" Comment="Changed autofocus adj to default at 50% in response to manufacturer request." Version="17" /> <History Date="28-01-19" Author="Nic Morris" Comment="Created from Terbly GL10FX IP (identical except gobos and fixed colours - note page footers in manual currently say 'GL10FX Manual')" Version="18" /> <History Date="29-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="19" /> <History Date="01-07-20" Author="Nic Morris" Comment="Revised gobo images and updated in line with latest documentation in response to manufacturer request." Version="20" /> <History Date="01-07-20" Author="Nic Morris" Comment="Added product thumbnail." Version="20" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="21" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1590" /> </RDM> <AtlaBase TypeID="5403455b-5f9c-4b32-bfd8-56a6c8b328d9" /> <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="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="32~32" 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="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="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="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="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="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="153,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,165,24" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="14392~18761" Colour="0,72,252" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="19018~23387" Colour="248,121,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="23644~28013" Colour="255,0,255" /> <Function ID="7" Name="HMG6" Display="'HMG6'" Dmx="28270~32639" Colour="252,230,248" /> <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="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="RedSubtractive" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="GreenSubtractive" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="BlueSubtractive" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </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="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="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>119947f3-6374-4015-b9a3-5c2547975e7e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e83845f2-fe38-48b7-a139-0b0b37c7ef9f</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>97740b75-87e1-4738-918a-70b89f7dcdd1</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>257bc769-c94c-4ac9-9abc-2aada4a037b3</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43710457-fbd5-4a11-a55f-c919a592f156</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eb5e9abf-958e-4a73-af6a-fc38063dfde4</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6"> <Swatch>d14a5368-7d62-4834-ad57-c2716d2fd614</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7"> <Swatch>9bcdfabc-435b-4ed3-8bc2-b2b348f34909</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>119947f3-6374-4015-b9a3-5c2547975e7e</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="20046~23901" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e83845f2-fe38-48b7-a139-0b0b37c7ef9f</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="24121~28013" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>97740b75-87e1-4738-918a-70b89f7dcdd1</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="28196~32125" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>257bc769-c94c-4ac9-9abc-2aada4a037b3</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="32271~36237" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43710457-fbd5-4a11-a55f-c919a592f156</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="36494~40349" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eb5e9abf-958e-4a73-af6a-fc38063dfde4</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="40606~44461" WheelPosition="6"> <Swatch>d14a5368-7d62-4834-ad57-c2716d2fd614</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="44718~48570" WheelPosition="7"> <Swatch>9bcdfabc-435b-4ed3-8bc2-b2b348f34909</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>119947f3-6374-4015-b9a3-5c2547975e7e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4d52adee-de8b-4004-ac54-116cc7ef2c3b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ea1e164a-fc97-41f1-8278-6b9ff291b69b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1b0387d7-1cc0-4e29-bec8-5d00b8d49b9d</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>fb611118-62ac-47cd-8d3e-53ddcbad85f9</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8a121566-0b1d-401e-9c10-4ef25b760ec5</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ba758866-b14c-4680-a55c-3d481263990c</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7709b086-1838-4baa-a55a-ba5c6d707e42</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>119947f3-6374-4015-b9a3-5c2547975e7e</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>4d52adee-de8b-4004-ac54-116cc7ef2c3b</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>ea1e164a-fc97-41f1-8278-6b9ff291b69b</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>1b0387d7-1cc0-4e29-bec8-5d00b8d49b9d</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>fb611118-62ac-47cd-8d3e-53ddcbad85f9</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>8a121566-0b1d-401e-9c10-4ef25b760ec5</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>ba758866-b14c-4680-a55c-3d481263990c</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>7709b086-1838-4baa-a55a-ba5c6d707e42</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="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="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="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="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Light" Display="'Light %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Heavy" Display="'Heavy %.1f%%',0.0~100.0" Dmx="128~255" 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_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_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_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_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_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_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="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> <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="Display Off" Display="'Display Off'" Dmx="40~42" /> <Function ID="5" Name="Display On" Display="'Display On'" Dmx="43~45" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="46~48" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="49~51" /> <Function ID="8" Name="Fan Silent" Display="'Fan Silent'" Dmx="52~54" /> <Function ID="9" Name="Fan Studio" Display="'Fan Studio'" Dmx="55~57" /> <Function ID="10" Name="Fan Mute" Display="'Fan Mute'" Dmx="58~60" /> <Function ID="11" Name="Gamme 2.0" Display="'Gamme 2.0'" Dmx="61~63" /> <Function ID="12" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="64~66" /> <Function ID="13" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="67~69" /> <Function ID="14" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="70~72" /> <Function ID="15" Name="Gamma 2.8" Display="'Gamma 2.8'" Dmx="73~75" /> <Function ID="16" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="18" Name="Reset Col" Display="'Reset Col'" Dmx="88~90" /> <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="20" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="94~96" /> <Function ID="21" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="22" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="23" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="24" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="25" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="26" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="27" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="28" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> </Control> <Mode Name="Standard, 42 DMX" Channels="42"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="120" TiltMaxSpeed="81" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="56800fb6-736f-4b2e-8a45-e2c534576f67" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="28" /> <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="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="RedSubtractive" ChannelOffset="18" Wheel="40" /> <Attribute ID="GreenSubtractive" ChannelOffset="19" Wheel="41" /> <Attribute ID="BlueSubtractive" ChannelOffset="20" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="21" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="22" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="23" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="24" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="25" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="26" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="27" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="28" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="29" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="30" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="31" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="32" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="33" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="34" Wheel="79" /> <Attribute ID="Blade_LB" ChannelOffset="35" Wheel="80" /> <Attribute ID="Blade_LT" ChannelOffset="36" Wheel="81" /> <Attribute ID="Blade_RB" ChannelOffset="37" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="38" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="39" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="40" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="41" Wheel="139" /> <Attribute ID="Control" ChannelOffset="42" Wheel="29" /> </Include> </Mode> <Mode Name="Basic, 40 DMX" Channels="40"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="120" TiltMaxSpeed="81" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="6d9acb9e-5a23-4aa0-beff-76c8d4ad8aa5" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="6" Wheel="28" /> <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="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="RedSubtractive" ChannelOffset="16" Wheel="40" /> <Attribute ID="GreenSubtractive" ChannelOffset="17" Wheel="41" /> <Attribute ID="BlueSubtractive" ChannelOffset="18" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="20" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="21" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="22" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="23" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="24" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="25" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="26" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="27" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="28" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="29" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="30" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="31" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="32" Wheel="79" /> <Attribute ID="Blade_LB" ChannelOffset="33" Wheel="80" /> <Attribute ID="Blade_LT" ChannelOffset="34" Wheel="81" /> <Attribute ID="Blade_RB" ChannelOffset="35" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="36" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="37" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="38" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="39" Wheel="139" /> <Attribute ID="Control" ChannelOffset="40" Wheel="29" /> </Include> </Mode> <Mode Name="Extended, 66 DMX" Channels="66"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="120" TiltMaxSpeed="81" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="6901d498-2d36-48f7-8f8f-d67a5b37746a" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="28" /> <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="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="RedSubtractive" ChannelOffset="26,27" Wheel="40" /> <Attribute ID="GreenSubtractive" ChannelOffset="28,29" Wheel="41" /> <Attribute ID="BlueSubtractive" ChannelOffset="30,31" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="32" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="33" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="34" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="35,36" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="37,38" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="39" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="40,41" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="42" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="43,44" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="45" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="46,47" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="48,49" Wheel="50" /> <Attribute ID="Blade_TL" ChannelOffset="50,51" Wheel="51" /> <Attribute ID="Blade_TR" ChannelOffset="52,53" Wheel="79" /> <Attribute ID="Blade_LB" ChannelOffset="54,55" Wheel="80" /> <Attribute ID="Blade_LT" ChannelOffset="56,57" Wheel="81" /> <Attribute ID="Blade_RB" ChannelOffset="58,59" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="60,61" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="62,63" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="64" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="65" Wheel="139" /> <Attribute ID="Control" ChannelOffset="66" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:16" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:17" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:18" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:19" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:20" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:21" Delay="20000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:4" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:5" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:8" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Studio"> <Set Channel="Control:9" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Mute"> <Set Channel="Control:10" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamme 2.0"> <Set Channel="Control:11" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Control:12" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.4"> <Set Channel="Control:13" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.6"> <Set Channel="Control:14" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.8"> <Set Channel="Control:15" Delay="9000" /> <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 ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="119947f3-6374-4015-b9a3-5c2547975e7e">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</Swatch> <Swatch id="f242b586-49df-4672-acce-94be1a94d7e5">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nO2dCZxU5ZX2T1Xv+0YDTTc00CC4ISKigorLTyZoRJ0x8sWZRJOZ+ULil8miQ0yMURKjxjUjcXc0GY0JIi5jEFciUQwIghL2pVmatbuhgd7opaq+93m7T3l4vVV9i4BNw3nyu6mqW3erS/K/p5/3nPMmRyIRUqmOVz344IP/3q9fvx8EgoFBkXAkraWlJYD1wWAQL+1Gu5ubm/+6b9++X998883zuvdqVcebkrv7AlSqL1p33HHH6QMHDrwrPz//wra2ttQXXniBNmzYQKFQmMKRMBlQm60iBtJJyekZ6X36l5Vdedppp1356KOPtmdmZq6vr6//48aNG++5//77m7v7t6iObSmgVceFDJRP69Onz7+XlZV95bzzzuv98MMP07q1a+lAe4gaW1qppbWV2sxC5i/KcCgEPlsFAgHatHUHLfx4KaWlpibn52QPHzRo0O2njRhx6yOPPDJr69atU+6888667v11qmNVCmjVMavp06ffVFFRcUNKSsqAoUOHBjdt2kSLFi2ipUuXUlNzMzUZDu8/0EJhgBlQDofsfoEIOB0h/AfADrWG6ECbgfiBA9Rslr31DbRm7dqk4cOHXXPO2Wdf/fjjj79qjjn5sccea+vmn6w6xqSAVh1zMhHt2HHjxr3c2+iPf/wj1dfXk4E0FRQU0Pz5821UXNMSotYWw9NQGyUFgkS9yyhcdjJFwuYAO9YR1e+iQEuTgXXYbhOkMAUB7fZ2ajFwb2tro2UrVtOmLVuCycHAVV/9P1+tmTZt2tjbbrttZXf/ftWxIwW06pjR5MmTkyZOnPiSiZYnPfroo7R3714bCWdlZVF2djZ99NFHFs77TUQcaj5A6UV9KdSrhJJLyym0dRtlpxO1bt9Me+uqKam9hZKSks12DebIYQK3sW9yMGjWJ1FKUoAiBtzNjc2Um59PL770cl5pScknN91008T77rvv3e6+F6pjQwpo1TEhE70O/va3v71w7ty5vRYuXEihUMjCOTU1lTIzM+nAgQPWZw5FTHBsIuCcvuW0Lzmd8pvrKfLxexRqbKDGUCsFDYQD++upLRyi9kAKpaZn0IFQmAIG1qmBMEVam6m9rZUOZGRT78xUSk0JWmskMzcP26Ys+PCvb3/T6Omnn/5td98TVc+XAlrV4zVlypSUq6666pM5c+bkLF++HLlxdn1ycjLlm+g2Ly+P9u/fbyJgogMtrSaazqOmlDQyMTDtbmunlNzelNVvMGVmZBCy6woN3OE3N+7bS417aiipwezbtI/aDNwDmblUMKiCUlsbqXbXdsrKy6dBvXMpNzvD2ijnjL8wsHrFsme++tWvDvnDH/7w026+NaoeLgW0qsfr/PPPf2Pp0qU5mzdvtp9hQYTDYQvmoqIiKi0ttWl0SHC2fnPf/tQeSaGM1BQqK+lHBXnZlJaWar9H+kbYRt9EIXOMpqYmaqg3MN65lfZtq6LIvmpq3ryOWjPzKatsCDVVb6PKqu2UfcrJNLDQgDo3hy760qX0+qsv33LttdcOev755/+5G2+NqodLAa3q0XrooYd+0dzcfFFVVRX16tXLWhuAKvzioUOHUnFxMfXu3Zt27Nhh2Bug5MK+VBcO0Bmnj6Sc7BxrVxiaU7i9zWZtYL9IIAkkp6BZl5WVaZc+JX0pcvoo2l23lzatXkOhHZU0qDCH9hSPoar1y2nZp5/S7qYWuu6KEygpOY2+9R/fp1demHHtV77ylYGnnHLKebfddlu4u++VqudJAa3qsbrnnnsuN1D+6erVq6mkpMTCuaWlxb5mZGTQgAEDbBQNDzo3N9cCOCkji04+9QzKLSq2HnUgZMBswB1JTrapdh2VtWZLZNyFIh3p0EHqXJ9EhYW9KH9MIdXUDqXVa/9Gyfs3UFJqPuWcfDbtWruEXnn3fZr85S/ZbI/LvzKZnvj1/WP37ds31+x8QTfeKlUPlQJa1SM1bdq0gRUVFbMWLFhg0+cA6NbWVmpoaKDGxka7DtEzfGHYHfgMxvbpVUhFRYUUTss0AG6lQEuwA76hAJnA2rDYwDo9zawLWchGzL7IvTMMp0AwaNPwAmedRb2ra6iwuBdtqdpOaRuWUvW6jXTW135Aq3//ED39wiv0o2//K7WEwvTdn95Gd/3opvE333zzlXffffcr3X3fVD1LCmhVjxMGBS+44ILFCxcuTMEgYGFhofWaAWa8NxErpaen20FCDBhifU5OjvmcRK376iho1kfaWiiSmUGB7FwK7NhCgfYWCmTkUbhXP4qU9iXa30SRPXs7ouvWAwbkjea1kejAfgp/+gmadVBSUioNGjyY6gzwkzeupuUz/4fO+b8/otp5s+h//vdNunrChbSvtpbOuWQiffDeO8+deeaZBYsWLdJiFpVvKaBVPU7jxo37cOPGjUXIb4aFATsD6XSIlNnOwEAhIurm5mYLaHx38kkn0YqVqyhUV0vh7CwKG9gGKJUiSSkUySs0kXO2tTYiVTUUQTpH0HyH6BnWR1YBUaZZTEROu9ZTpLGJAsmpRG2tVJSRSklDTqZ9VRspt24Hnfz9W+iR666mYgPuE/r3peKhJ1LonTlZY8eOm2ku/8ruvn+qniMFtKpH6YknnnjUAHc0oMv+MiJl6ycHArYoBdYGvocfDcsDVX8A+OVXXkGrV6+hXcsWUO8zxlEQETMyPoJpFMkpMlBOsgOGhuzmfQqFydC6zSwZORRIMedoD6GFEgWGnU2RXZsosmO9WZ9O7QbzuTnmOgZW0AcffkCXJIfpSzffQa9Nf5D+3/XX0qaqtTTooi/TkvffuuLGG28ccv/996/v7vuo6hlSQKt6jB544IHrKioqpnz88cfWsoCNgbaggDOADFDDc0Y2B17T0tI6qv/MeoA8KzOLxl8wnt566y3qVXEiWdO5uB8FigfYQcLAnjqKpKaRLRvMzzYRsoHylirzIUDhkNk2w0TYWTkm0jb/txk50kTWrRSs3Wq2SzMoT6LMnDxq7DOA3l+0jC752hnUd/jJ9NKCVTQg7QDtzSmmhuYm5GP/yBzw37v5Vqp6iBTQqh6hO+6449SRI0f+9+LFi23ZNiJihjMiZPjOsDawHj40omv404B4bW2t3SfbRNeTJ0+m9evXU82GVdRn6KkUOvVcA3ETfSNVIzO7YzAwI9NEzm1EdfsMfFPM+xaiSJL5znzZt8QsBRTZvZEC486hyMLFFK6uQh24hXRRbjZtb9pPi195kXqdMJIWvPAspQ3uS/sbwxTI60VbNm8+t7vvparnSAGtOuo1derUrIkTJ87/5JNPkthv5mIUBjSsDAjfA8z4Ht/169fPfm8BbRZ8b45HN9xwA6XkFlFB1WYKDBlCVNibwu0hCpoAmprbbc50eM8eE2QbKO/bTxREikcSUY55KGSb7/sMp8haA+kRIyjyTpXtgBcIRcz2QSrMy6U1VdupLDmXctKTaFezudaGbZSemkG11Vt6d+/dVPUkKaBVR73GjBnz53Xr1uWwlwzbAnDGgnU8GIj18J9haSCKRv8NQHnQoEHWAsG++K6kpB997Wtfp/9+6gnKKT+ZUvqVUiTXRMmwL5pbKNIeMSw2EXX/AUQmIg7V7qVgXR2FSoopsH41UelpZEcTs832O+uJBgyjyJZ1Jsi2SXqUnmUeEPktVL1nJ6UNPJWaqrdTsKmOknLzKNzSktbd91PVc6SAVh3Vevjhh++qqKg4s7KyMjoYiNQ5FKPgFXDGYCBesY7BDbsDA4b4zuxP27dvt9t3HCNM//iPV1FBQT7df9+9VFZfR7ljLqDQ0BPMvm0U2bbBvBpIZ2RSpLiEkotNdD26PwW37abISAPnjXuIBvamSEoeBVNrKJKZb+FMwYjN/AgnJVNRdiZtq2+grHALhfZWUbi1icIpKcgI0f/PqXxL/8eiOmp15513jhk7duzNn376aUcJNprnGwhLOGNBFM12R3V1tbU1MEgI/xn7YZs+ffrQrl27osfGunHjxhFKxF+aNYuSKERZyUkUMdE2mQg7sG8vUUMDBRv2UtjExYFBuRQeXES0dCPR3gaiZvPepuOlUcCcH+ehQIp5DdpskNwsA+hQC7WbKD6YnEZtBxps1WJqKvL0VCp/UkCrjkpNmzYtOGrUqFeWLVtmYQr4IhoGiCWcOXLGgCFeYWXgfV1dnW2ShPd79uyx1geWmpqa6DFggVx80UXWs37k4d9Q36rV1Pv8y6l9zHgK5uZTuKmRAnW7Kbh1I4V27aDA5WMpMqI/0aftRItXU6DAQDoplQJo5B9MtmAOBAN2SUpLp/SUZGpJyafUuu0UyMqlpJCtUQlOnTr1zHvuuWdRd99j1dEvBbTqqNSgQYPea25uLgGA0fwIg36AKqJlXhjOEACOVDp40QByWVmZBTqiaKTk7d692zZNwnt8j+8A6AYDdETX111/Pc15fQ5VvvzfVFKzjZJPH2ei5uFEvYuJ9tUQbammwEcriP5hNJGBb2TUEKLVJiJvqSdCT2jrP5soP2yi6VA7RbLzKTmvFx1oqCcTU1NqbgEFdm+hFHM95jrvM5c8vnvvsKonSAGtOur061//ekp5efl5a9assdEurAmUcrOdgQWw5r7PdoaTTksDHjNsDkAd75ELjcwNwBg+NGAMqCPCBswxHRZS9NCOY8xZZyENjla+/gLlLP2A+lx4BQXHXkKh3F4UnNCfQpmpHTnS2YVERRlElbWEJtGR3duJCsy688cRzfuQApnpFGhqtv08UkKttudHromiMVl4QX4BOuuN6N47rOopUkCrjirdeuutpWPGjJm+YsUKmzoHjxhwxYAfA5oHCQFveL9YOPUOoMb2yH1GgyRAGPtiAYwBaaxHJI1tcA6sxyua+icZqKMLXl3dHto080nKXjSPss66hJLPvYgCqSlEqCZMy6RAsomW29uI0FjJLIGcXKKmVgoWFFHEvI9s32ki6TBlbV5BwXZYM+3Rh4i5vtzuvs+qniEFtOqo0mmnnfbe8uXLkwFMgBhpcuwXy8gZcIa/DHHkzAvW79y5k/r27WurCgFg2B84Ftbj2EjDw3d4AOAzFjstVksLtRnwpnVWKTZuWUf71i2n7L++TekXX06pRf0o2K8/RWrqKdDQSJF9tSZabrQRM+3bTXTCqRSo2UMH9lRT+sZPiFobbEc8HAsPEVgx5qERvOGGGwoefvjhum6+3aqjXApo1VEjA6z7TDQ8BJEsLAgAE9Ex4AqAchYHR8547ehS11HijQVRNBbsu23btqgHjf0RReNYgDSiZ3weMmSIfQ+IwxYBoNnrbkU1ITLnklOocdNqanxqpc2kSyospuQ8s2QXUiDcaiLrNKI0E0lnpFLoz7OpvbmBWqu32upCXCfgzJG+fQCY4xYXFw8zP3lBd99z1dEtBbTqqNAdd9xxhoHlDxctWkSbNm2ynjMLwOVBQYYzlGHnEAxGocwLf4+BQZR8I3KFF82RNN5jhhVkdADqGFDEthg85IFH+yCIhKMPBY7aLWird1CwdpedYBYxPDdqskBG+XnnOrwJBBA9J0XTBPEQwDnNQ6WsG26zqodJAa3qdiGl7tRTT31r7ty5AUAQlX8YuAN8AWEAEtEuUug4cgZkETkDyGxt4D3bHlwCvmXLFgtlgBoWB6JqvMcrgI0FUS3sEMAZ8xriPBbQoXA0Ysfx8MqfedZwhjNHyXj1uh6II3Nsx9knKlU8KaBV3S7z5/6Ly5cvL4QtAYgBegAbWxaAGWwK2B6AqQSgBKG0EhiCGCQEdDHwB8jjOBgoBPgRNeOcsFQQ2QK8iNzxigeELIBxF1d8zRy9u6+ydwiuyxx77xd3h1U9VQpoVbfq3nvvvdJA7Cqk1CHaHTlyZLTwBEAFYAFTHigE5OArM5TZ1pBwhBikOBbS9PAdKgwBdGRxANLYD8DHgvMA0niFJYIoG9siwubzuoCWoGYLg9/zK86B6+Wom2XOufSLuL+qni0FtKrbhC51BsjPv/LKK9ayOPfcc629ACACkIAlF6CgohDCe46WvSJnFgOV32/dutVGxIAztkcGB84D8cAdR8yczofj4yEBYHOGByStDQlpviaAHVBmG4bBzNubJfLb3/529xdyk1U9WgpoVbfppJNOeu/dd9/NABC56ASyzfUNGGE94BX9mwE5wA8ZGAMHDjwIzhLSWA/xgB43V8ICq4M73OGc3DuaC1tkfjV7zhCODdjyYKXcDuLzYsExuWue9Jrlw8Oo8Qu5waoeLwW0qls0ffr0H9fU1IwGHBl0EGCIAbu9e/daawOZFgA1/Gj0zLjwwgtp9erV0QE5F9TShuBsDNmSFL4zoIyHAA/Y4bj4Dufi1D4+hozEOZcZ1+LaG246nYyyIQZ1Z4St+c8qX1JAq75w3X333ef179//znfeeeegSBRQ5llRINgRS5cuteBj3xnQRrk2cpfdQUFIdr3jpkgAMXvNsFBwHhwbUS7WYXtAlzNGEE1zlkYsyYhYQllmkfB7HEtuYx4I1UfkxqqOOSmgVV+oJk+enHT99de/9thjj0W70zEIN2zYQJdeeqmt7gMs586dG80dhic9duxYWr58OawRuy9HrTKShrgntBs9y4FALlTBPtgG4lJxgBvC/jxAyNaJ6zvHE47LaXfSMunVq9d7h/Oeqo5dKaBVX6gmTpw4a/78+Xk8AOguSKVD1AvrA4DDulNPPdVW/CH6hf+MqkB0poMlwXCGOEca4tlWOEMDoMX+LqTZW5aRPH+GUjrbN7PvLDM4ZNTueMwWyvyXAMMZx+icS/HBI3ybVceIFNCqL0z33HPPZebP+ytQLejCjoGHCj8AeebMmdHZuPFdSUkJIRUP+cwbN260PjUPzrHVIUHPWRncVpShzLDGK2dtMJA5m4MrFvna+NiulcJybRYIx+H+IZw2CDinp6eHn3nmmW1f4G1X9WApoFVfiKZMmZIyadKkGY888kg0Mobcwg9MbYUFQAMwL774Ypu/jAwMpMahAhDFJCjLZi8aWRkMUTlXIfvODGi5IFLnlD4u4/bKdeZr9CMGtGu7cPl5Z1TddBhvq+oYlwJa9YVo1KhRT82ePTsLUIxV7MGRL0ecl19+uQUsz4qCKBq2BneF4ypCbM9WBHvPcr5CRMt4BZRhneDVfUDEgrDXdXpJwllG1HLp7AmiFYQq31JAq464pk2bNiQnJ+drGOBzQed+ZssBNgciXVQWwtowgKd169ZR//79bS40twrF4CHDmSNoOeMKHgjoLQ0w47Nbbei3lDsRuVYIL7BrzFL5dx1cdVxJAa064ho+fPgbzz77bEDmO3tBUNoUGBRE3wyUWiOjA8BFBIrIGNshN5ojaLkv5z6jvHvVqlW2ghBglud1F7Y3XCUSPXsNFMrPXPJtAD3bxy1TqawU0KojqgcffPDHS5YsqUDzoVgQ5PQ4wJcb7n/44Yf0zW9+0+ZBn3jiiTbl7qyzzrJpdoMHD7aDidxuVOYYw7549913bZTtpsR52RoyzS+W7dKV3AFDr3259NuA+klfN06lIgW06gjqlltuKS4rK/s58puhWDnEslKPP8OSmD9/vrU0kLUBiwPrysvL7WduRcqDcIioFy9eTH/729+ihSGu1y3T8HhdPADHArVMsYNkSbjM9uBt8NDBQKbZbutzzz2nVYQq31JAq46YTKT7xmuvvZYcyypggHEkywUiEGD3ySef0DnnnGMbJaHCEB3oEInKQUHsg4HDl19+2XrWsQb/XMCyrYHzyD4gXck9Hj9UXHtD/kZYM3iYFBQUzPB9IpWKFNCqI6Rf/epX169Zs2YUrIauxAODMjLFOmRfICrGgOGnn35KpaWl9jN6Z3D2BuwMDAJCsaDsldLH53Ib53dlc8icaFdemRtcpt45qe1d/u6eStUhBbTqsOvGG2/MGDVq1KNoI+oFN6/3LNciWLJkiZ1hBQ2O4EdzlzgMGv75z3+2edG8n3x15cKZo3COnmNF217Hkdcpf5uXcL2dg5w7tcWoKlEpoFWHXRUVFa/OmjUrXZZds1wAA5Tcq8KFHFf3ffDBB5h1xabMIbMDkfW8efNsbjQfs6sCExfOciqqeIOCXt95zZriLvJ7+M+5ubmL/d9BlapDCmjV36Vp06adZPSMiRJPNxFpCuCHbnFIbUOEylV8kGwRyulxbG1AMqOD3wPu8J7RJhTNjRA5L1y40E5JFasakdexZNk2Axq2A0+vFesYXvKCc6ziFPw2PFDMcVsNpO85tDusOp6lgFYdkgyYBxswPzts2LCx8IHRVJ+b2TO8uBG/iagtZOFHA9o8y7acaFUOGLo5xTyoB7DCg0bGhtzehaz8zpVsoC8BHUteNoYbOcvfwetxXDxQUJZuIL3/qaeemv/EE08keJdVx7sU0KqE9eSTT746cODASWhoBGACeqjsQ1UfoMxA5T4XKBjBAB9S5tBng3tfIIp1oSblghbpdYAzr4uXpeEVUTPk8XBwGyIlKi/PWf4FgHsxdOhQ7hPS65e//OUNZvX0hE+kOq6lgFYlpAceeOC7S5cunQSbgZsVobMcCkS4SRDEESVHrIArtocAbp61W9oDXilr/B1ajCKdDopnR0gbQzbt5/cYsONG/Ycir2vzEiYEwHnxVwOuvaSkpPchnVB1XEsBrUpIBqLfQMoboIPezIAhgPef//mf1hsG+FauXCm7t9nBPfixKL9GPwrAHAN9XDXIPrTXQB9bEZs2bfrcd7JFKENYtjGV02EhaubCFo7yDyVy5mtyP7uFKcjbhm8Orxzn3LJlS69DOpnquJYCWpWQmpqaevNM1QAtz4KNCj7MeIL2oD//+c9t3jIAiCiZJ1uFAGyGLuCKz+6MJe4ronR3oI97OzOQeTYUtk3kRLL4HoN1bGvwtXQlr8wSr9RAV7A1sB3gjGvC76yvry9I4DarVFYKaFVCMlBM46o+7iYH6wLFIuPHj7epbxMmTLBNjrANp7ShTJtLrRHNwuYAuABUnoTVjWi5zSgeBBB/j+idqwBxLCxeA4P8HpEz99zgJv3xFA/CXul0EuR4xcAgfj8eCDg3vje/VQGtSlgKaFVCAlSRNofiEUSt3MIT0INHDDih98Zll11Gzz77bLSEmwfmEPViPzlnoOwmJ7M48D0ALQcCsT+E79lP9pIENbbBA4EBHUuuteJXcls8vBBB4+GFBw/uFX67+S15vg+oUnVKAa1KSAZ0diSPfV+GLSDIUS28ZnSgkwUonHeMdewXY1/pHbud5QBntjCwYFuu/GNLo6siE34w4BoY0l5y1/P1SXXVUhTvUYbOEwXAvuFBUnO/Cv3fZZWqQwpoVUIygEx1qwG58IRByw2IOIuD5+NjiLsLg1tCEul0sAmkOPOCj9dV1SDPqM3es1dTJKx3oetG8/K40v6QAOcsFAyCcp62UyyjFocqYSmgVYkqDf8F2CGCZZghUoUQWXNkzPnOkEynk/KaBxCvgJwEnIx+cd6uLAjOs2You9YGn4+vT3rI/JeA9Kr52jnXWRbF8L5IrWMLiLcR58vq4r6qVJ+TAlqVkAzoou1DOfsCC6rm8JnBytE0y41wGYRezYdgkchol6ewktG613H5s4ygeYJafpWRLfeN5vds10g4y+vEg4EtGpklwtcF/xm/nyso8YAQSvt77rvq+JQCWpWQDHgs0Ximan7lTAlkWMi8Zpnp4Da094IzImWeoorhKOcS5D7Q8cQFKQxgjr7dc8pImC0a2faUX+UM3WyJuIOTOB8GMHEuHAevDOjOcwQ/d6EqVRdSQKsSEsDDkn/ec+4v+6+y54Xr3UJeoAYA0WiJ1ZmeFo1mufKQv3Pl2g7S445XSs7H5FeOpPnhI4+P38W53PL3w+LBwwnnwqvslgd1zk4eDHeV46dSCSmgVb71ve99L81tcM9CPjTEcPLylTka9eqhwYUdfHz2h9k75gG/WGBmcac6zv7ggcWuysMh12eWYuB7+d88mS2nAOIhg/7V7jnM/Ss2b3d5XoRK5SEFtMq3KioqbuT5BaUAH6SXQRgg8+oUJyHI8HXT2Nja4G1lvwwehPSq7uP1DFbOIuE8ay+51+Ml9zxuRM3CAwEPJhwHv9/t88HXZX5zX1JAqxKQAlrlWxkZGWdLi0MKFgd6bmBBqplXihp/lpkbEMAHqElQ4jMPFMqotatWohisZO+ZgS+vwVUsOLvXHEt87bgviPCRGhhnn/y4B1OpHCmgVYmodywLFVAGnAGrzhmso995FYFIcREKxFYCR748IOcOOLr7u9kXHEF3BWU5GHgowjnxuzmtUE6h5aHsQzqJ6riVAlrlWwZ+uS5cGXDIYsB7gJWbKUEyJc8LsNjWtSHg5cr86nhRszy+7LmBY3j5zl6fXZsjFrTddTyYyN36YHPw/q6wzjy8Mj/3hUoVRwpolW8ZGKUxAF0IcdoZR7Iu8CCv/WRhCMSRL8TpbbEki01k2psskHG39yM/ETWfG3DmviJd+eNmGwW0KiEpoFW+ZSLAtK4G1GROsZSEl0xvY7+Yv5c5y245dyzxLCkMZZm54UfugGG8iFqm8SHy5+v1KiN3j29eM3xdkErVKQW0yreamppsmh1Xycm8Y7YwvAAdK/+Y84o5egbweD+Z8xxPnJfM5+BCka7UVZTsNcDpvrL37BblxJL5fbH/HFCpPKSAVvmWAV8K5xnLQg1Oq+P33BTJSxJiXETClojMunAHBllu6l6kswSbrRevFLdYipVp4hVRu8fDdcv5F93f5nUNCmhVolJAq3zLgCiFmxAh35dLmaU1wbN1y/JsyMviYLi5fTtcayMW+ABJ2dKTUwC7Ghj0kpdPHu8Bwd5zV9covzfbK6BVCUkBrfItA8IkwBdRqgQSA3nHjh306quv0g9/+MODBs3iDZ7J/hdc0BHLC5ZiS4X35fkJ+bhe52LFsy9i7S/35eZNXW3ryjxQ1INWJSQFtMq3DGDQTiI6KwqiaMz1h/eIXjGDNWwrhNoAAB3HSURBVMqceS4+L2sAkiBkuLIYuJDbq1kCWw4MYn2stDovJZJSJwb4olaMbH3qJ3+atzXR/qguN1aphBTQKt8yMAwykLj/BNSZ40ujR4+2cw+WlJTYaFrCjbeTryxZUeg14CZh6fU9rsPPRLB+QCyvz/2OPXNZjJJIgUtWVtZ43xurVKSAViUgA6MgZ1bwhKgQz1oCYJWVlR00aNhVhoNrZ3BELHOj3SgX0bNsO4pIntVVBB0v8o1nd/B6OQjpB87yoWTukeZBqxKSAlrlW4EOfS6NDbAEuABqfC8b5UMupGUetPyev+NGSl6wdduAwm6QOciJeMJ8vnh50BLUXABzKPYGZACtPaFVCUkBrfItthEAYk6Dw8Ll2hJcLjT9WAuyClFG0FKc98zHcJss+VWsaDneAKX8TYlYGywT6SugVQlJAa3ypcmTJyfBvmBJ+4EjaAk76Ql7FapwCbeMnrm3hbRGpNwycqS6xSuI8ZLfDA73WJwKmKjvLI9lrv/QOjKpjlspoFW+NHjw4GyeZZsnheX+F/xZFmzEsx24oEV+7w4CulE0Wx+y54fbTlSey8umkOfy2i/Wesgrek40cjfXq4BWJSQFtMqXDBhz2V7glDYWImhucsQRrswT9gK0XOd61XIfBqesOMTCs5fEgqTX8eMVoMTLheaHBV5l5O/1W7yOy9sjTdHzYlWqGFJAq3zJADoLOc7uIJ5b2u1GnLy9q1i5zu46zpOWwEbk7BU9y2Mfqg3hAp8fNnxMd8Zvv8eFYk12oFLFkgJa5UsGyDk8KSrgiJlLOJplWMuZUvw0S3LBLbM9pN/s7u/Vb8NrUM8rn5rPH2sf9zv5cGB7xS1gkb/JldzWgF4tDlVCUkCrfMnAKZMtDJ4xhQHLEbRsHRrP4uD17nuZCy2zOfDKkavbt8PrePKzl/3gNTjoin+btDZg5eDcXj2vpbweCp3nUkCrEpICWuVLBkjZbC8AyLLNJsNT2hyuLeGqq8jT9aIhHN+Nng+33AcHf+aZXdwBTne/WN62SnUoUkCrfMlAOJMnR2Ug84CZnElbWgOx0uXi9b+QYuBztBqvKb6rWMdPxDeWvan5rwTXh3YVL9/bT39rlUpKAa3yJQCagSWb7Hd+F50dhW2JWBO2xlMsz1ge0902nq8cL80uHqzZA8c2/fr1a2loaEiTv9Ud2OzqWPI6UCsfjkV3lcqRAlrlSwaOGW7xiYwMuQRc5jBDXf2JHwvK/F72/oiVniffJ2KnyPUu2Dv/QjgwadKkt2bOnDmJ0/wYzn7tZDnoifcTJkxAA5NGXzurjnspoFV+le61kgEkp7nqyoOWcIuVmywrCt0ZwmNdh3sOd4DQjZ7jPRiwDB069EcjRoy47A9/+MNB2/sBtNxWPgjy8vLQMEkBrfIlBbTKrzJiFWQwoGXDfDeXOZa8ImgvWMt1XraG13H9nM9dz9duQLp++fLlDz399NNXx4NxVz63C/6UlJQc87Ym5gFVKiEFtMqXDLTSvEAKcbEKV/fJjm9e6ir6jJVJ4SeVLt4x4w3gOaXmkdGjR0/ENubBk8GDlHKAUOZod+Vr87pOK6i3eVvZ5QWrVKSAVvmUgYu1OGJBEoB2PWh30C6W4m13JFLU4g0s4rorKioemjNnznp8NpF0iWttuNfKsO7Xr5+dqIC3la+8fXp6+kDzsuCw/yjVMSkFtMqv0qQvDMloUQIacqNSKdnPOZa8rI4jJQfSNatWrfo+3tx9993jzbWW5ubm2r8OMFDJ+d9eWRyY6ive9XY+uMpibqBSOVJAq3zJgMemmsUCJ7cKlel2sUAGIbfYKyvEVawMjK4kjydf5UNGZrtxufqYMWOu53UZGRkXzpo1y65HkyiuJsR1c3Mo+fBhiyfW9UDm/uQk9ENUx7UU0CpfggftrhPQiUbQcpYUr6o6FraTmR9dyU807eUp83lllaNrU+A6sJSXl895//33X+fjFRQUnOM+bPi38sAoz1MoYS+zPDyuO4VUKp9SQKt8yYAp1Sua5feyo12sQUI3E4NnZYnX7Y7PEW+Gb3kdrqXi9ZBgsHb+LoZuY2Zm5hW83dNPPz171apVEzBTOf8eLmeXTaH4GK6PzVWW7vm1RkWViBTQKr+KRn6xLA5uJOTKC+x8DJ5w1mv7eIoFbff8LsgZnPwd4Ar7YtiwYVcvXLjQei7PPvvsK9XV1Ze++OKLBwHZBbVcJ2Uib9tQyuteKaBViUgBrfIlA5aUWOB008/k1FBe2RlYBx8XYIwHMF7vBV23o5yEs0xrcyv/+Pp4Xa9evSg/P3++gfMb+P7xxx+/b82aNVfMnDnzIC9dRszuXwq8DBw40GZy5OTk0MqVKw+6Fq/fp1J1JQW0ypcMgDy9U7dizvV63awOcbxocyW5ziuf2Ct/2b0GN3VOwlukuEUHJvE9elpnZGTsOOmkk67CumnTpg08/fTTf/DTn/70oAkHvFLm3KWoqIj27NlDffr0ifkXg0qVqBTQKl8yQIsJaNfX9YKRF3C76gjnFX3LCFhG6W7kLbvrQZx9wdealpbWNmLEiPvnzp37Y97PRMBPTZ8+PSizMeQ5+PwueBGFA/5NTU0Hfe9lBfkdFFWpIAW0ypcMAO3/VryiV7eqziv32Y0qY0WlXcHZj+8s4cyLAfQB81plouYlhYWFb+Tm5s4wcI6S+Cc/+UmBiX4v/Oijjz53/W50Lq8bfjMicS5zl4D2yjpJpGWqSqWAVvlVcqyKP7YU3OyGWGlvnRFsdHAwVuaFH2C76tz+gPmuyrxfYuD5hgHyy+vXr98X78cNHz788T/96U9BN9PE/Sx/c+/eva3njLka5flj5X53/gY1oVW+pYBW+RIGCfEaL43NHUST6+Q+AOuQIUNo7dq1n6vMk5aFXOcO+GFBhR+yJUwUGzHH2WHe356cnPziX/7yl7pEftutt95aOnr06H8yEfVB671gK78bOXKk/Q1yW07b87o/KlWiUkCrfMmAJijek/vey9rwip5ZgG1+fj7V1dVFMjIytprP7Wab9tTU1DYTYbcY0LaZz61m3xYD3lazbYuJuptTUlL2m923mqj4U/N+wYwZM/7uznAjRoz487333htkf9jret3ffeKJJ9rSbvmXg3x4xAKzZnGoEpECWuVX0QRiF8JdZVm4Hi6/5uXloTFRYMKECc/87Gc/u+1IXryXpk2bFhw8ePBL8+bNG7pmzZqD0gJjzSjOv+P0008nE6kfNNO3F5Q1D1r190gBrfIlTNXkerBuhoNrbcQCtYQWUtMqKyt/9sgjj1z6ne9858wj/TtYDz300I3nnXfe7S+99FL222+/He3F4V6r+x7XDe8Z65AZAvF0XBgsxGKi+4O2l1JAqxKRAlrlVzFnPJX5z26xSLx9+BWZEzt37hzd3Nz8rRtvvPHxw3XBrFtvvbW8oKDgzNTU1BMMQIcNGDDgH9LS0vrcfvvtVFNTEy05xzVzCp9XSTdfb//+/Wn+/PnR1EK57fLly+1fBirV4ZACWuVXSV4rXQ8acsufYxWWSIhXVVUhmp4+efLkp2bMmOE7WdgAPaOoqOi08vLy23Nzcyva2tpSzer01tbWDHN89LBOwYDk/v37qba2ljZs2ECImJF5AcBioBEzlSNNjtuJIl+ay9Z54d+FghTkO8tGSdzZDvsBzvCmXWmhiupQpIBW+VaswTMoll/rtZ+X1YH3b775ZsoVV1wxxUS8f8rIyCg10e5JJtIdbN6Xp6SkFAeDwTwTBcM/yDdRL5pdpJ1//vmBuro62rp1KwYcafv27dTQ0GBh6eZly2ITADYzMzPayQ4L50/jPYNXzlAOSwOARiELPjOUsb6xsZHKysqi+dCx7pFKlYgU0CpfCscwT91ybq+iDi95VdkhMjWR7m/Gjx//G0S7DFxEpFgAXgAQES/bKl65116pfXw+ToNjIMvOc3xMbAfbg6NkRNboG4JoG+dnODPMcV0lJSX2uuJZO51FLDGtIpXKlQJa5UsGSCE3ZU6+sncr17O8QC2jWgnr119/nRYtWmSjUtdm8IJyLDh7SQKaAczZGpy7jGNzFMygRvMjE8UfdH5AW8IZnzHdFedme6lz/9hd/VUqRwpolV9Z8nVlY8SzQNzo0k2748G56upq29vCa7DOD5j5vZzslddL4Mv8ZZ4tBRWOsD5kyp1cGOCAMAYYS0tLo0DHK7I48GCRbU2l2tradvq+46rjXgpolS91VaLsQs9VrD/9YRNwuprcDj4vbAVucsTWQue1eIKTv3MrEGXkzNEzR8yxSte9/lrgyBnatWuXLfOW0faAAQOisI/1+81x3o53H1UqKQW0ypdMVGj/NOeoNp6N4TUIKNfLwTpErPBu8epCEfCur6+3QAWoYScAkAxjHtzDd4i4eTJar8wSV14+tfit0QwNPBxkVgeOjQdHcXHx5xofuZMBuOczv7Px9ddf3+R5QSqVhxTQKl8ykNqCVy+rgqNLt6BDAllO1urCkRsnsSfMwj74jveD9cD+biwv3H0IyO8ZuoAtL+4+chBRZnpwJO4Ffzdq97pPeG+g/lrid151PEsBrfKrNw2ovs4N710ASgjGarcZK5oFNAFitjFci8ArM8TrQcEpcS6A3V4ZDGBEwnKwUPrO8rzSRnFLut3+0LGEfTMyMr7f5YYqlZACWuVLtbW1MwcMGPDcmjVrAoh2uQdFLF84VpqdC1aUegPMqM6DVdFpBVjLAuLjcFqbLAxhAEPsLeMY3M5U+s/yWiEZ8bsQlzCX27t/FeA+sBctfXQvmd+06ZVXXtmV2F1XHe9SQKt86bHHHmv7zne+M7uqqurLAChyliHAddOmTegIF93WC9CxPGukrwGsACrPeAI4Y5CQC0JkpgWDGNvzZ68oVmZ+uCncbmaHV9QcaxZx2UwJgOYeHLgP8SLpvLy8v/i70yrVZ1JAq3xr9+7d15hocV99fX0KR7IoIEHeMrq7QW5ec7wcaAg2A4CMwUAprAO83f3Yz5bHlm1C5XauH+1G0PK4XueRDweWtEFwfagelAUq/GruTdhAu96cZ292dvbe0aNH/0+8e6tSeUkBrfKtGTNmNN90001rN27ceDKiXU6rQ3bFwoULoxkXHAlD8fKj3Wg1XsTttc4rS8QrOyMejL3Wu9t4RdIypzo/P3+xgXCNWbaYB8ti88B4c86cOVWeJ1KpEpACWuVbt9xyS9Epp5wybMGCBdGokT1edHeDD4ueGCbSttElg9rrT3+AzZ3LEPLKhmB52RByQDFeql+stDp3HxmhM4Bd/5uvnb3uK6+88tThw4fXml1at2/fvmvq1KkKZ9VhkQJa5VulpaWvNTc3J6N6jhsSycE1fAbATIRteyYjJc4FcKzIloGMpkPcFU76wByxuoODPJjoHtv97A4I8rFivfJvkgONeADBknGP98QTTxhOp5WWl5eXXnzxxVf87ne/a21paXmlsrLy3+6+++6DvRuVKgEpoFW+dOedd55t4HkO+67IXsBAoYyQpf+MRkfoYeGVsgZJW4OjVkSkADRnYOD4nLHBrUC5jBqw5D7OeC8zNeJBWEbBfM0srwpEmYKH4/Js4TJrgzNPMD9h58wsqWefffY1F1100TXPPvtslXmo/W9VVdW9v/jFLzYf4X8m1TEmBbTKlwyQvj979mwLKFTRjRo1ikaPHk2zZs36HGwhRMHouVxQUGA/e8224kbW2AZQR5SKDA7sD7CyFSLT6KBrrrmG3nrrLet9yxagsjudPLa0Ubjc27VUvF7lwseTUTaOhYWtEOivf/2rXcw5+p900kk3mMj6hhkzZqw2f11Mufnmm+cdiX8j1bEnBbTKlwyIhnMRCXKXAUZM7XTJJZdY+KHhPtLtuBE+hO28LAHIzcTg9wAeUtY6CzsOytTAOoAf0TTWz5w5M5ruJ4/FnfXcwhQXuuK3HfTqrnevz92ebRdOAeRt+X7B8jGRNB5Ww0eMGPGe+WvksZ/85CffPoR/BtVxJgW0ypcMaHNha/Tp0yeaBwwYI0qE0Cjo61//urUn7rrrrqg3jL7OKJf28oAlcDn6lG1FvdLbGLjYBlGzm04n+3F42S/yWF7yUxUoJSN7jqTZr3azV3C/MNHsJ598MsX85iW33377kwmdTHXcSQGt8iUDviAG7mLlGCNKRE40fFiGJwo48B5RLrxlgJi3dwf83PJpBq3s2czyG9nGi4gTBbF8OMheHfxezmsIydxs915h+q1t27b9ZurUqc/fc889jQldiOq4kgJa5UsHDhxoRSTs1ckO4IXFASjjPZrWIxqGvcFwBax5aiiejgpy+2B4gVOWa0PxUvK8oOxu70rux68uiGXVorwW9qClrSKPyyl5/BcD7gG2MVF06gUXXHCf2UytDlVMKaBVvmQAvc/tXwEBNoAuPiOC5mb3sDh4SihuTIQFvjL+1EfWA0eecvoptyeG1/ncxkYygnar/7z2h2SWhoyEZel4vIjcyzpxB0K5HBy/G5/xnhv6494sW7Zs4uH+d1IdW1JAq7rUfffdd6kBSx+8l/nI+FOdy7G5tzOyNjj7AoN9DGZpEWB/BrP0jHlAUbYF9Yp6XZuF17m5y/KzBLAXiOMNHLqwduGMhxKKc3A/MHAq5zHEK6cBcoofy3zX+7D+Q6mOOSmgVXE1ffr0O3v16vVjrhSEjcGABmSR78y9nPE9Z2BAPK8gf88RK0+wypG3hCVvx+DnghjXquBBRJyDc5Jd+EJ8fN4vVmTcVYaHzKcOhTpeAeXevYstiAFemYON65DnZkDzfYPq6+vTjtA/m+oYkQJaFVcmcp76+9//noqKimyBCmbZxqCfO/CHBdBlIDM8GVQMacAWrwAwIk+ezkqWT7P1AfCNHDnSrp83b95B8JXeNWwDHEeCGGJYMhBjedyf5TOndJ4XEW9SNN+5I6IPdXrnmF0Frx3QxX3hTnb814G8Bk455AeM9K/dGVlUKlcKaFVcLVu2LLBixQqbRgcL48QTT7R/yldWVtrBQIAakSTEmQvSi2WQ4jsAF5DDPgA0Axwl4QAjIMbb4VzoET1hwgQaN24c+l1EPW0ZCUtrQ2aEcDTOKXBsO2A9jm3+KrBLXm4+5eXlUzgSMn8dHLB/ITQ2NtjXpqZmE+33oXAoQitWrjTHSbbrZfaJnBVcwpfvgyyakQ+IzuuOO8+jSqWAVsWVgVi9AUkeokTAdfXq1Rauw4YNs8DcsWNHtPIP4JURpKy4Y3uAIYVtAWYGHM/UgmOjmhCVimPGjKGxY8faB8FVV11Fr776qgWeLAzhiJ3zj2GJ4BjYjvOk8b5fv1KaNOkK+769vc1WHzY2NpnoFxWIIQvflJQce025udnmOI20fv0GG+VXVW0z96HQAv3TT5dF/1IAa2W+toQ1Z6rgYcD2hwtw81lDaFVcKaBVcbVnz55/zs/Pf9kAJwVwY9ACfoDPwIEDLRSRZgfJWa7dTAyZBQJY8SCi3J4nA8D68847zwIS62CvcJTKPTHwnlP7kDXCxSGAI65NDjKWlvaz+yA6xiu847y8Vusnd/yukPmtdfavA7wC1M3mOtasXks1tbupqKiAdu6stlDn+wDJKFpG9nxubIvfKf+S4Jxp8xtbv9B/TFWPkwJaFVcPPPDA7I0bNxYZyPy2srLyShSsMGwAwvXr11uYlpeXU0VFhW2ihGIVSA6QcYR8sK/bEUCy1SELUj788EOaMmUKbd68mWCxrFu37qCeGjgeZ4LIKJbtDD4eR68A6/79SO9rpSwDfQY6jo8HwL59+6N+ublKC2zAP5gUpIKCfPsQwOBmenoajRhxioH4Xvr448XRa4JkEQ6Dmwc0Wbge9sTNfVBAq+JKAa3qUi+//DJaZv7Tl770pSwT3T5iIPxVA5mDImpYHYha0WYUqXYYTERvDi7k4IE9iL1qtincPhmAW01NDb399ts2ZQ+DkRx1ykiVO8ux3B7TPGjX0W2u2doWAK3Z0gIb+5922mnw2WnQoMG0dWuVLWV///0PzHZtBFSXlw8wYK+3kLbHCkfsXwx1JsoOBD57oMhI2s3flvaG02L1YM9DpXKkgFb51htvvIGy5OsmT548xQD4+Z07d04y0XOQ/3QH8BCNAqbIbgD8lixZYkHN3rHMXeasDkSq+fn5UYBjfzRaWrp0qc0rdvsws9XBg4bS+mBbgR8CEFsn9fUNFtTYDh40uvJVVm6kc889l+bOnWseCrU2I6SjJwjyuDsi602bNtPy5Q02swO2x0cfLTHvcZ6DJ6PlhwVH7fydtHicHtcKaFVcKaBVCQtTX5mXq/7lX/6lwID0aRPtTjJRbpBbfQJQAC8g2LdvXxoyZIiNqGFTQG6aHOdXcxk0rATsyz6zLGKRkhE4g1tG1bLUuqWl1Rxzv43ukbsN8CPqx+QDa9euM+fsRxs2bLQLrr2tLcVG2ytWrLSfTzjhBLNvLi1Y8JGFcwdoD/bVueRbzsgiqxrdyWvN58QagqiOOymgVYes5557rs68XPW9732vePHixR/U1taewJBm6wNw4y548JRfeOGFaMobd7FzZ1ZB4yXAWk6ZxWl4XpLViW7pNYObc5VzcrLtegxE1tbupi1btlB2dg6lp+MBAGul2kbPHbD/LAMlLS2F6vejaKbDN+847sE9sNlvloDmbfm99KXNsvtI/Luojh0poFV/t/7rv/6rxrwMg9dx5ZVX/mD9+vW3GvjmAUaIfGFxwJteuXJltChF2h0MLGkLyOb3EPvUEr4S3jwwyC1MuXCErQ6sg4Wxbdt2yszMsAOaADKsFTwMmpoabcYIwJ2UlEzLly+PXgf08cdLo9f2ma/8+fkQuWCGHxacd43vMTCJ72C3QCZ6f+TI/auojgUpoFWHTeGOMPF+LJdddtmNGzZsuM2AOgcwhIVRXV0d3TZWNCy/kz6yjDzd6a0AQ0Tj7nfS6uhIDWyyEXCreUjAQsH327fvsGDfvHmTja5RtAKAVlfXHJTD/dlDJBx9bWvrgC4GMTnFDw8kziTBwjDGg4mvyUC8qaio6PF33333/sN5/1XHnhTQqiOi2bNnW1B/4xvf+LEB9c179uzJZY/Z7YUhMx246T2vl82O2GN2syU4upZ9LmQJekfedMdgJGwLDO7t3LnDZmns2b3HQhYZHsh/bm5eGx1I/KxiMBztyJeWlhn1yiFMSMAQB4RxfkTRWI8CG7Nti/nrodlE6i+aY/zqzTff3BiGh6JS+ZACWnVE9cwzz9xlXu4yEfXZ27Ztm2hAVWBA+WWzDOKsDYAT8EMGBUPVHWDz6sMsMyQ47Y6tBZnhAaEgBQOFoVB71IPm3tQdXebAzA5fOTn5s653cjATkg2RILNvtbn22uzs7L3l5eW9t27dOgTfI4sFlYKVlZWfTTuuUiUoBbTqC5GJqBeYlwWdH/9j4sSJT2/evPmfDSBTuTTbha4r19pwYSkLWdi/Zri2tbVauwGpc2yHAObwh2FtsI/NHedkoYlZhwtqNJ/3mO235+TkbDbLmv79+29fsWLF04sWLbJVOA8++OC3Zs6c+RhSBDvbjNYf0ZuqOualgFZ1i+bMmfNNA7x/u/rqq3+2atWqnxmgBbigBZLeL95zQyb+zIOBnGIn0+s4dQ/rudMdp//BzuDJaHnhPs0GzJtNNLy5uLi4zgB4i9luhVnmGeiu9vOb9u/f/2RZWdnFJjLvZY6VVFpa+vwRun2q40QKaFW3qXNQ8fbvfve7z1dWVt65bt26yw1cU7nBPcC6c+dOm6+MAUYuF2dfGrDFwu1LOyoGD0RtElQhIu8ZdkanXdJuvm80r3uys7N3ZGZmVuXn5xdu2bLlBPNwyDHrhnI0fCi67bbb8HuuOUy3R6VSQKu6X9OnT0fzjqsNdJOuvfbaX3/88cffMhFoytatW6NzHXYM8H3WuwMAxhRb3J4UAEYBCoDdWQ3Y2r9//8Y+ffrUmm0nv/POO8t0cE7V06SAVh016gTod88888wf9u3b9xcGzv/a0NDQiysTOY2OMzUKCwv3GDg35uTk7DPLtuHDhy83UfAHZvt3O/uHqFQ9Wgpo1VGnTpvhZizXXXfdywsXLhySlJQ0yIA3C4N67CmfccYZZZ1l5yrVMSkFtOqo1u9+97ur8Dpt2rSpzz333K8AZqTH5efntyucVce6FNCqHiED5YdTU1O/Hw6HSyKRSCgrK+s33X1NKtWR1v8H5HxAmAeCJMcAAAAASUVORK5CYII=</Swatch> <Swatch id="e83845f2-fe38-48b7-a139-0b0b37c7ef9f">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</Swatch> <Swatch id="97740b75-87e1-4738-918a-70b89f7dcdd1">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</Swatch> <Swatch id="257bc769-c94c-4ac9-9abc-2aada4a037b3">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</Swatch> <Swatch id="43710457-fbd5-4a11-a55f-c919a592f156">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</Swatch> <Swatch id="eb5e9abf-958e-4a73-af6a-fc38063dfde4">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</Swatch> <Swatch id="d14a5368-7d62-4834-ad57-c2716d2fd614">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</Swatch> <Swatch id="9bcdfabc-435b-4ed3-8bc2-b2b348f34909">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</Swatch> <Swatch id="4d52adee-de8b-4004-ac54-116cc7ef2c3b">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</Swatch> <Swatch id="ea1e164a-fc97-41f1-8278-6b9ff291b69b">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</Swatch> <Swatch id="1b0387d7-1cc0-4e29-bec8-5d00b8d49b9d">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</Swatch> <Swatch id="fb611118-62ac-47cd-8d3e-53ddcbad85f9">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</Swatch> <Swatch id="8a121566-0b1d-401e-9c10-4ef25b760ec5">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</Swatch> <Swatch id="ba758866-b14c-4680-a55c-3d481263990c">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</Swatch> <Swatch id="7709b086-1838-4baa-a55a-ba5c6d707e42">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</Swatch> </swatchLibrary> </Fixture>