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Chauvet Intimidator Spot 355 IRC (Chauvet_Intimidator Spot 355 IRC.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Intimidator Spot 355 IRC" ShortName="IntSp 355" Company="Chauvet"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>b7d579ad-409c-4fc8-9175-9bf782a64d1e</Thumbnail> <History Date="19-04-16" Author="Nic Morris" Comment="Created" /> <History Date="01-06-17" Author="Nic Morris" Comment="Added Atlabase ID's." /> <History Date="24-05-18" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="5aaa11bd-d7f9-4995-8696-892002677383" /> <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="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="2" Lowlight="9" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" /> <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Yellow" Display="'Yellow'" Dmx="7~13" WheelPosition="1" Colour="255,255,0" /> <Function ID="3" Name="Pink" Display="'Pink'" Dmx="14~20" WheelPosition="2" Colour="255,150,150" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="21~27" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Red" Display="'Red'" Dmx="28~34" WheelPosition="4" Colour="255,0,0" /> <Function ID="6" Name="Light Blue" Display="'Light Blue'" Dmx="35~41" WheelPosition="5" Colour="0,128,255" /> <Function ID="7" Name="Kelly Green" Display="'Kelly Green'" Dmx="42~48" WheelPosition="6" Colour="0,255,0" /> <Function ID="8" Name="Orange" Display="'Orange'" Dmx="49~55" WheelPosition="7" Colour="255,128,0" /> <Function ID="9" Name="Dark Blue" Display="'Deep Blue'" Dmx="56~63" WheelPosition="8" Colour="0,0,180" /> <Function ID="10" Name="Op/ Yel" Display="'Op/ Yel'" Dmx="64~70" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="71~77" WheelPosition="1" Colour="255,255,0" /> <Function ID="12" Name="Pk/ Grn" Display="'Pk/ Grn'" Dmx="78~84" WheelPosition="2" Colour="255,150,150" /> <Function ID="13" Name="Grn/ Rd" Display="'Grn/ Rd'" Dmx="85~91" WheelPosition="3" Colour="0,255,0" /> <Function ID="14" Name="Rd/ L Blu" Display="'Rd/ L Blu'" Dmx="92~98" WheelPosition="4" Colour="255,0,0" /> <Function ID="15" Name="L Blu/ K Grn" Display="'L Blu/ K Grn'" Dmx="99~105" WheelPosition="5" Colour="0,128,255" /> <Function ID="16" Name="K Grn/ Org" Display="'K Grn/ Org'" Dmx="106~112" WheelPosition="6" Colour="0,255,0" /> <Function ID="17" Name="Org/ D Blu" Display="'Org/ D Blu'" Dmx="113~119" WheelPosition="7" Colour="255,128,0" /> <Function ID="18" Name="D Blu/ Op" Display="'D Blu/ Op'" Dmx="120~127" WheelPosition="8" Colour="0,0,180" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" Colour="0,0,0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" 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" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e8a82505-699a-4b98-9a0c-a2bcc7b9968b</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a8ac05db-a19d-4d96-9c54-14fea192e168</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cd074e00-eeaf-4950-b4fa-59c2fc97e977</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3e77a104-81cd-43e6-9ed6-782251621621</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c1a64baf-c0d5-4496-bab4-aecaaf416b54</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>53f5b38f-1f7c-4254-b298-c1bdc8928d24</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aef1424d-adc4-4f8d-9b80-410bd63ebe1d</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9792704d-240b-4766-8020-6fa85b411edf</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="120~127" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e8a82505-699a-4b98-9a0c-a2bcc7b9968b</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a8ac05db-a19d-4d96-9c54-14fea192e168</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cd074e00-eeaf-4950-b4fa-59c2fc97e977</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3e77a104-81cd-43e6-9ed6-782251621621</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c1a64baf-c0d5-4496-bab4-aecaaf416b54</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="80~87" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>53f5b38f-1f7c-4254-b298-c1bdc8928d24</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="72~79" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aef1424d-adc4-4f8d-9b80-410bd63ebe1d</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="64~71" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9792704d-240b-4766-8020-6fa85b411edf</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="147~64" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="148~231" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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="8~12" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="130~13" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~247" /> <Function ID="5" Name="Effect" Display="'Effect'" Dmx="248~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" 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="8~76" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="146~215" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" Intensity="0~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Move in Dark ON" Display="'Move in Dark ON'" Dmx="8~15" /> <Function ID="3" Name="Col in Dark ON" Display="'Col in Dark ON'" Dmx="16~23" /> <Function ID="4" Name="Gobo in Dark ON" Display="'Gobo in Dark ON'" Dmx="24~31" /> <Function ID="5" Name="P/T/C in Dark OFF" Display="'P/T/C in Dark OFF'" Dmx="32~39" /> <Function ID="6" Name="P/T/G in Dark OFF" Display="'P/T/G in Dark OFF'" Dmx="40~47" /> <Function ID="7" Name="All in Dark OFF" Display="'All in Dark OFF'" Dmx="48~55" /> <Function ID="8" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" /> <Function ID="9" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" /> <Function ID="10" Name="Reset Col" Display="'Reset Col'" Dmx="112~119" /> <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" /> <Function ID="12" Name="Reset Gobo Rot" Display="'Reset Gobo Rot'" Dmx="128~135" /> <Function ID="13" Name="Reset Prism" Display="'Reset Prism'" Dmx="136~143" /> <Function ID="14" Name="Reset Focus" Display="'Reset Focus'" Dmx="144~151" /> <Function ID="15" Name="Reset All" Display="'Reset All'" Dmx="152~159" /> </Attribute> <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="8~135" /> <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> </Control> <Mode Name="14 DMX" Channels="14"> <Import PearlRef="CHIS3551" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="035c69de-9c76-4cf8-ad5e-a6bfb050f82b" /> <Include> <Attribute ID="Dimmer" ChannelOffset="11" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" /> <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="6" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="9" Wheel="22" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="13" Wheel="28" /> <Attribute ID="P/T_Macro" ChannelOffset="14" Wheel="23" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <Import PearlRef="CHIS3552" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="21255ba6-c31c-4dff-9b4b-08575a24b2aa" /> <Include> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" /> <Attribute ID="Focus" ChannelOffset="7" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="6" Wheel="22" /> </Include> </Mode> <Macro> <Macro Name="Reset Pan"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Tilt"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo Rot"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:8,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="5" Name="Yellow" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="11" Name="Dark Blue" Number="9" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="12" Name="Pink" Number="10" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,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="6" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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chQAvdKoCskJkVPvsKAZvt/bP7vN/ENIUSYF3Xksq52RHCbwWGOB7huocyL4m6aLRxWbi84IPFaKNEpLoIWgDNg5JQ9t0FtIa0GNCK/kaBJu5NxiNtQF4idq9l52np3ko5DYZUnXvvn7ib2g0okah8mviGmi9h9fapBxOuMwUc+EVTD0AjO69c76HZF2k301DoOu8SLuYWN2b4XQyugFJyZvl+97vfqPMYCTJDdt4V/zAnYPdu+xRdMDQPR9pFa1uPORylvKIhjqqorlRirIIzBjMkVO+aM2+iju/ELREuUwb71LGPAW10+OGHNx3UMXBRfYeXcOyVKukEBzSDjiXQ+NEGi1QUq28zBT/spje9aePrLWOxdYDslAVstt/ihu3NEWiNj370oxtUhIpc1Hdhp90IvoGf0UZtHT7KaNKG2hL3E8CZjic1c5SZGg5435GU2HDkJoHxUPqChqHFTPrhAjBVtEYfLopWf+c731nd8pa3XP8zKTPRJbPW5XcpScoJl+egIleBpXxtiYpxn/mHNP6CcTsyFO93mWowaqW436KbHAtXgEYKkVBgl7XhO9qAr4nHMhHMrjZ8qzg1U5xpflzbqKWAS13qUtXzn//8xucxvERla1+nmLZWDeuQ7hHJ9QGN/9a3vnVFF5TFxJfSGNy1sJxnDvgvwgW58nFa0+IPTSVq+bkiC/R1yQ4ZWu9gpgK2ckpHhLaGCumPIekLK1reTpRp9XFyuxLDpSElbb2NMbDmgctyw1Pfyc/k/PQ+MrulFU8jcNTjefgEn9lnws3Rl5RGYYjw+IwlxHRFDlyMkgsQjznIjY9ShKnlLoApNZ6AwC0QZGilgM2Gl2zb9pdtDvg8VQPC8xCi9wFzyKmOJ+cgUvtOCdS948Fj3N38WEAInjLrcPMFKMxYOnuVOUOoEk7akKnnB2oKjptyc32b84BLUuISY63lfTGYZe5ACt3pfOgFlopvS5bC8JRYgxl60brHtdybkZUp8D2hRn6RkP9DRMrFXeACF2g0n47vth4EwoiPY0ZxdJe//OWz79drGa9s2kxZEe0R9ypKQ6EEmMmumRljYUHrLC9B0tu9tzDSc/FzBQDBhMafueAB02SILDW9dbGAbZ99ewSOMR8k7kZ2sn6Wmi+OMKfTgzI5pi3CsfKZkT5OKH+EMPNtVGW0UQScau+Nb7Jd0lL/ibDkaALn7ppVaNAigpy4EmKRkPKymEJGgtYVlOAZXbfaMO4FTZTzBwUfgpm0qRhnt4QJ5mRphYC1mkdgBql+F8osuAgrP9S8x+B/0BxWu7xZG/0gIFBx6uE7uiAikpppg2CEnxfzciDiZNZiEHAFiTnoIcC68y8Rwo4hzb2CF9GmYEIKTfFkbiBdDK6AvGWIUGlhDnocdbu+dCOIFEcccUSj6d1TtJH7TBksAWSpGfnYCFi9UmVXey1NzDXbnrPvMfhFdr4QKbblBTH98na0hYSwFTbFABAPKBWueRE0BC2m5stDwsMxn5x0flpugywmnBCE3CCfj9Abj5kSpgHoFnxbTH8w7/OOPedOqAb2eUss77kOmao15V+DBhOOTL75p4tztMHDEwWiEGgljvgUKM1FzU2abhtVSWPFFIhztHBiMKN8QT5b6JryPbRVLvHMbCmFtmNuCv6e7vMYut5p7bgKo4vSiaGqZMkgS2Tqw7GArQo4ndrSON80Ql9+qQsqFqRW4khL/VSuwUSuVBQW+ioDUARoh64HRLOhWXynXW8Jt+xGm+Aqo84JWK6ei5mVMQjdVHyosfVtS8AGAjbKc8XBmOpMBYto2m5sDkxHaRPPeUFQ8VKKBBXn0UJyfiE8Z5JVM0jdoC5Ea0HAONHIUVULQzSqqK7vg+dncTdiaoNbUSKomWGcmvNVuWuxrHE0MhUE7BrzfooHZYy36AY8zNzGCWagojisbtwVPmvRO44RHF3fItSQE2XCPCB8ULpnozwq39LD65N0HwNaUYAUuqRoJVRD6Xudv1p9iyLO/a5hNDK1SS0gtqKYe86XED4IFxAirHZ8ozxkTm1cEcoBl78MIHjCaglvBXpTTvqLE+7OI8flAed70YnzGLSmRLdFiX7pagxmKicc9tsoBwNoUC/KrRVETkhhbEm2aDCF4v0G0meA/+LDiAaBaUpZYlFQWm7MyQ0JZJAYlx8E/I4Lx5QPgRvGl/MQStqxjWJoS+ksAkqtQ3UFKqS03zetq3809JDS/hbh2KiQyQ3Tt+U1fY+ZuBPBA78qAdtizKeIlvg6uDAmR3qlb4UBXsgwOcIWhCtApYEItG9KA++Gq+JHyRP6vLhePUBUmNv9DBCpywJ+SiWE8wZ+LL+MNouvGW9ndli8/Z+AQsoqjEefF6icGAKaCQUMthgtYIB1Fq25CX2bWzH7YbXmtifGrlvRfZ1szRbBSffwrHBCn0aAbRkFVEkKWpHJnzrUtyhT7ox7wOWIu7dFjrm9JZVE0X5jmlrSgcZB2CfENAIWMKRzWu9feNicW4RkzPPQgkPa5NOqBKY3JxQ0WAkhYe+zPFi+WqhYkOA22UcN/BQoJbDTjqNceRQQfNpujIAJauJsgGBtYjQClm+FnhApC60EWVVqgFYr4bkO5wDCOsbHUDGaQ5sGk8ynrURpaW+ivCa+TokR6mMsPv/5z6/4metFXcTIZQgC0g28hoJTb6FLRTkfZewTY3MCtlDPll2Po0UgXGm0YiXGAiZBrfqhVAOWIm56VUWQS15LwBOQGLQc4cbGY9GlrUqNr7SGLmw73I5tx0P4ihr5nwEaedMS85LZcv/6znUlQPxO2lEGIGQz3HPX675wcxZQwrPpQjWYOntpkbRik2pOwW9KIdXSx+nUvSTCCiDQcTgvgpXekaSPTanPVoAXv7er6ZXgqwo1omAs1GXJvfId5TblDGMoLFAEkIMS6jRpnwM/jTYPMzsIsPsaSpAWPG2o0WCTe3YBj370o7NjwjnTcTjOic1FRJLftEVpfhihpA3T6oR4zr4qVqYg3RWXBhJppn5an1SVVT+FgCk1ojkdAaJG56VBJFelCtJaseZrg6g+HgiDitEiSGsvIfl9Hk9/1FhMmX/tUgSGExxWFbWcdg4F8GU4zQEaTnOVD7SN1FPpc/BkudIXxG8IEJxTbstl5TludprWYqY8+FL5DuTISOeqm100TUOjIIaSljQ9wjMmrmNYDIa4yAD0yTS4BrnRFEZLoWT6aMCR2GzUXkUIVGqdCdLGJnlrtYQiwNJDShs34s7kFGrk8WtpMaLvLNVVxVOnnVcOHmau2YJms7oVSZaQBhBISsnoeJHQvKiTIT2TeMGScBFWwpJr8m1DqaGkbf/yKTFKwJB9MUPP1FkduCurzcjMuFUrIN0qpmuDKVohFTCRaWnP6669srsgZaXuKzctB7cW17+jMRT2pYtJNkJHjwR7X6jrL8EmEkOFi3DrvUwXGaqmbWwpbTxVj+UoAUsjHjVL8QRoaQhCmG5vHM9qVfoc0kwl5CK2NhMWo3Sj+B8lMyPSEm3SQny4AL2QaUeOxHnpXFSYMP/qufqgNDwPulrbSnCvUwETeOUiRt9hAYn8zc9AgOfGPgzBKAFT736jG92oiYaQlIruYp+GqaEJpHy8LyB+sF2VsQr8cgloWlAJTq5pNY5SaZuY/gigEdtunsS3Gx3KbwgdgUlHfrall2hSbkPf6dZtWsP3eOBSa3xKgQat5h637e+UktUsC782B5/rmkFuVL/rWG5slIDRAk5CrZITz0VgVpBwm5/ClNBmVLQqViaOBmsDJz2nwfgkyldEiPFe225oLJClMLxPw63cIMGSlFbqPM8MihITn0OXCQxbOsfaTJSo97FUgp2mv1SppGRuQEoVxb7svJhkS+Uue+2m0AhBLWOg+5x8IEBLUOAnnaMcKPBFVmDoAeAPBhNHa9J6qilUDeDOpH0sAJxQrjMc5xUWgAWivCZt8uXjpGMxYwwppPTwacxcPV1AbkSnmjL3Kt2OB0k7JCGOW5NB4UvT7vFGrPNiqj27O0G9x/5MF1STIka7uJrAaAdWW9SZa3rFLflM2QHEqkiWGXDQwASMiYjr4VECYVXjp/hkTH3sv6h8DWYlBcpjSH7P56pwwIEJEiwa5Udd3d8W7P77779igwr/T7eidm+Y7tx9de0oJBwb92eKWWMEzMjnUVxYH/BfhoDmEPb3TRV1IRCqbiKTm1IlfDkCGITFQ0tpEM6yASxxkEKAVMCmjrR6NO5DnzHtMQgZjRqYdlG6Wrmwt0AJKI4UOd+TW0KDlzYf41IQ1onwSwKmhGBSAUMrSLmEYWhMTezk94GVLGz3kGiJvigx8SFpjHooFRbirUS+zB7uLadxOduxgNEECFYPxTXSNnpACcUUHVIETv1XKSvShlIyPO1aWiD+5IwNdrhc1zuHwI3m6wQBo+pzw9u6IAnLiSc0fU1NqQczRK6oFb5bLnNAW8gaEDCNH96bCmMu8vR5acFkDgQEgcuMm3DDx+kzV8O5iIZzXUhtyJ3r2CqVgfghAZt2E+pq5bihdHe0IfDQ5ST7ChiB1Mmccm/BiWcqVb5y2nMI9V5MCLOuNCdoMr7bvFsrWywyAHGlhgQ9zYSQ7QINScjS0vOAHE8mka/gIFRkoJD4m0vcI/O0oMF6wwVyrIfk2QwtGQM3SeK3zz6PKBAlNeqcAqRF4n2uS02rBC/eD9xwOJkI5Crhwh/RVkBQNGxwmvk0zKFa+VJBogeblgFxI0SAolvlMm2wQBCkpdFLIlnPJhYe18Nd4VeKfgUpsQvBbzP/wv1wbQvQbI0GO6XPO4W7VpwZU9Q6/iUuGmwDm08jdHFebUBr9N1I1GoXwSF5hdyExo0VCaIn0loxjjiOCZ+ULhz+VuxzifAIcFpEycfzfYQsDOmNIRrMQUTH1+wSMMiZdefOFNKQuoPSUij3nSZL4RylxILrYn4Gf3fivcNP6SVghEuaJIB/Ra1zIjmgXfDQVE+kTQZD0BWqp9/HTAdTLZXDr8pFWsyOfGFfh1wjSWmhMFNSQx46QZsSgoaU08LL8f1Exapa8FgWvXtNsDD9OYiOuR0x+MkIajVyGm5oZdfpvvRNdWXQT8BKfYQeTB8BAys0J2C0Ev+KECiEK3FlksqGCs8DGiInXKBVv69w0UJ9tLDiRlojzkAQ8FKFRtf4T8KVDsIDKbjQnmfB06Cx4Ahs/B5zrxzcs2J9ShOtLRCpO8Ndgq9nsSgh8rM5ejIbAeOQMNyDeyOHDJVF3EnmcvitCA/VYaUFsyTvmDMvQH3TSEOGfgS0ld6gJkq5uRTKk/pA5MnfilNWynlU2qYVGth7PQol0Fo54QLVqnGmQJ1YHLwwfw6mlS/mHopeu9JXcSAh8kWSW6CuqTQ1PAMydfIm9cP9Wy25Ks+K4wM0BGj9TyE/1xcI07aVo2y4LUXioXFypYWGFvKV/B/gU5Y2i8idQ1/gy2IB42Tz32hM/iRnnOYWKLRdj0KCEtJ0G5LU96RTDQMIzpDcaAy8IL5vgBX5OtkKzJ2cQFHATIKx0mOy1KqbYmwm0+fzSyYsRihqHEoVtE1VtkKF8WPLUvpAsEDr0CYS533a8lK6JUZKpDKJCgriCDoHZlOw49pDf6af+bdUWgltCzWDJs8UBExsXhy7FwavUbEEDe0gzzV2QAjqQWnxkEFx1PRQAZPK0ajaBVUTtKh0CmHwPXEif0iDRJgTloLmKjnfObQNiMn5RBartFJb0SV/LAxQUYQQQCMix0sZgIF0U8P3BAFbuVt7As4ezmbePbNzQGQOnULYJ5xPoZRF4jwtRwk7oPED0y2Mwc8JXHDCCR0hC/Mk2qAMfIpNUOUkcz0JFn3Od8MDOs+2zR1KAs4npv3kZFOo9xu4sBuZigWMOurM51gZasOpVScaE5hDIWXSB1a94AD3lo7r7gM8nEoJqzv4Lc7bzSQ8VqwGktQciRiRrUwD5xYRSRBpgK4KUwIm+sPJjWHO0SLMWdy84TxU0paiOlRFm4C1Rc1oCoGIbvtwjcw56zWgjJos/b+AmaVZfxiV1jrpkEnTrsXRDuC04nbXCRQAABLGSURBVGDmaSIIu7K1QT2YsH9MugkIZqn6tG0IMJ9EFBU4NUy9SBdX1AXRH+3DrZi3/9DDFRzQpEqLuCU0cpxxSEErWwjxRg0BhDO2Ap6pFFL8/Fyf+jJlO4RKcDUwcf8FMuUfcXqeUS4KGFOm4jIdfyQNwWfJDTDpQtfmDXwnqYxF5866IitCEudXkaiEFW/XBdQG4RbEDJndEYNQWNh9ezEJIa2HG1NexJmnxZlU16EggPWgYbH/fkeI40nghHAed2SG9RPyYgHj7T2x9Bc4nNJsLcVxcnJDh7ch/dyAHKR20BrLSMwy9W29kGklCGEpJZ1zoAUtxKHzzsZABUYpsFGEiCIJgYAFxlK0VeYOxPrIIRYwQz/F89ndPrp2BMMABwHjs/B5XACtV5onKqWR476Qh9RzieGmMTX7+h4rcuwWwhLYYVJ0CgIe6t35ahxgOcuhXT6lLu15oQDAeCtR31Dzy39Oo0yLhlYeEuEWQIbWP/D1AmZvmfqmUW1ZuqJrxYZ0kuqDdAMEaZNcvRQG3Y1C4NESumNUAKiTKvl0IkGCF/wpRCQKpc0n6QP+ErMRcz1Mk0mLzolAqUbIdUr3wdhNS2MQcqkb5yQSDhOo+2r7XFGmz5noHN8f9imCtERSRjsrYJLdcfdO7gQJocFvKfXgIWlmSDWZC8plCNqA44mdddpMWxjBduOw2PwKESAfj1/RZ5thWgyR60Hxm/glSMugRSWD5xUuiPmmMfAMgnCBV0GW0h+lPH1KbvhgacsfpTBkHlsLjor/kwqYuyDZtCIngrVnBnPTXnBkqgjwQzlG3k2wL2I6Omke5DrFEaTym2EaYQrCzQfqWqEY/1IVxLwpFhBpt+Ubh4BfmjPPFirTZ4EoVWoDZcCpZ1UEMEp8KIEJQHY2WEkbCJidSuuTN6h9hRYTmSBGkW0xvSBBTXBESnJ1JWd5bDt/AP8sF363pVT4eXJ0hHxe9KFJlMuEHYHlVkOTq6rYqaY3t41ZUDWiEygMX+GflugFqTH1YI4JcXy82y3kuggkGLNmUskJDaaeKGzKjrwMeTxkJGIyV5Yzb6lxCgQj85fTZG0QBQvz++yMm4NrxwmV6tKQwEO2aJ4XnPC2vG0YROOgoQRbU5nnHliRnM4JmG1rlY5mwx7scdv+Q5hgAhircdpjyMajbVDbJCjAj6lnj7cWbIMbTwDwQ/OABtdGn2ul5592JZinAp+ybzMtrS61l244AYIrJlUFK0pjApCZFVserxCwWsX9qxaOI+p/Pnmeb3HC6q+kFjieBNLqjklViWA+g7SNUmXqfAj4fCJNB6deFNW1tR1oKkU6Du1VDHAdoeyIO8AU0YquYQxfx30I9f0etuCiRBeEZHafLAi4x0ZChfkV6BKLPTQnc2kEBxNUxhxBdtIflhrt9OurcptrBzYVkI4ckLJuYIg0aSITXdSEzzP3lHZ0w9EkXdyU7yTcfff4zgEnVpoDMS8ESI4A94IrkutBYKZpcP2btCrNzF1omzZEyAiYMiHBRlwv5u9E/vzH0NAyB+QeszMesgJWS+Kp9cM6purYJH4oVLRyPNPCPcEDtpu/0FYCJJOgOBCxGAujKldpmK45YzB2MvMikI7D5OcxgyXmXxcSIQsQVBA45HMKfGIYqqKcOleMKLnt3vedApTBMWQm94u2VuGDqokFDH9TqgrF78hnlvJtzJOkNy3FD2Pu4nCcxqQNuzBvPnBRoEFyG0DE2xAG6IrS2WXiUFxEibPTHyGCdJ+CJhe58lNDBFyqdAUpuxECdlDpF0UBq0/us/WJCv226fMNCE+MOh7KCstteVwqwgsQ+eQEzA3jJ4QbR1MRtric2AqWfO7arYIpVW2wVsAHEo3j8mLkqnBdI8qFS5H7vYwJH859ked1nUxfQNvIgBEVvR8kK6Vfdg07sIF2p4CJSGiQ0HFj5ahJQvrF/E9X+1PJfFHhqVMrGowFTLUls0FA2/J+AgJabCricwroRCcMsQ+ZG4EQGi7atrWJ2/VSqGItJcBH1PW1brLeKmC1cJzUpcVEQJjyuJ3LjRJFqiOKS0C6qi1KG5m6sVZfzKbnHHrlJTgiqROJ69xISo6+Fn41WqK/tQA0B0fdPQvIVa7QUKL0eccqETDRbppXpu3m3D6R9jqp7Q19xrW0ajF5u9JsUYx7LGCK2IT2NF4KtedUfw5WLPKWj8CPcJOs+hxEQkyJ8mekrFaudCoNMy4s1y3VtnfRMsE/db/kUUFBo8UiCR/OkWA5VMtqT1ONwoEvdbzb3YPppf35YZL1Ps+903/qProHLMGcie5W7QWdAjbTYgi0HXK/bxvgm6aHJGLlwGiOeH9sTrtIqi2HJhNAkIXvhCjXk+l3/EB+iPcTMqU1OaKRc42LKwnqsoGb87CDgLl3hIgwqWQNPJbFIf2EYHZtoLaLc8/McUlK3CDTiW/zO8InGh+6/XWE47q0F/QdOLVPfYiLV/BibkppHFKsvQIQlXwliXPJcX+PF+tTch0eQgoUB26qD9kaI7dN3mpBkJQbGOfaENEqOQgZ059mLwQuDvfWwiOkuQ55C0qVq6aQeVNmM+CS9unzxl4CVkvqt2otZsbQ3unvEH/UbrrPjkiyVGhIHVtxOWCdBQfIQSUkgoUu5p2A0oxDMXZDqymBLC7xePxbjSZScG0pKcLY1tcItF48zGVOHEYm+rxxyMg8Pf360ldwDVI2bDz1Kz3kAuQrY8GgkplBRX3UPH8LgxweMqcdvyNBG3wm1QGYf0cbyxyTjjmEwbYByFzCH4bceii0B0cblaLAUEom7UmU4A+ZgHmnF7pOdAxzzpEnVP4dTGMJ3sffmndefsAERYUSl/n5Dhn0FrBaYn9fX5x9+Y7K/V5JSmkfRTVHaIy4ViuM3yY89sxRh5VbnfwPgkh45wE6gh9DC6iGFTCImkKoz1/hOMcm3iLAuznvMMuUeQkb24d+SjVmQ3KQBDgMhRsK32PRIk7HYIJNRx9GFvq+eeiUabsSYO5WOgstUIeVKwTkfFP9urXbSl1K030CckRlgBFHBILWyeUg/V3Of9QAgTUPQi/SCuE9LYLmMDtWZNYHTDiTP3TOagDtLrLkZ/Zp/M2BT1zaqLUnPPujh/zBoKutH9Tp9c1F1ty0PlZu8FhAW+afyWGKaIpcygS6iv1oBZxbCryY+rQ2tHFKsUDmmlyRvX0FjIDMI1wYe9o0XAdNr0K2DUrHU9KaTyy/OaLqw0PY8/SBlZODr7j+/J/UQqb9RoFXL4egrT0NNyZQkIjVxZxDF0HLyXfdaAmsPzqEtsAtdd1QgpPbTEF5USw8psqkY82lpggoX66tx1P6qrSLWhv4iXKM8bZ7Sm0kpnM1Ycw+U+5ctab5TnQHIUVhzFumVINQ7eXZD/3DufR1/UVvroVMB0iv4ffSN7n2NPxX2G6Zf8Nc5WrOCVAXcDxWuSQxYjKdr087cuQFC8xyXGRHQ/CpQkcR4pJ/FWst2QqVofGcCAV9oZLV75G6uanRAhnOdZ9J23KCTDMSNfdZFhLBtoAk98PGChaSexnyrFJnY2fjRni9Zz7PH47Z6QNloTi+0yFArFLraveD8FDZ2PlwE0PmH9MvwgzmhHkszaNgBuIWLA8nx70ROrxPMNVMMoEXLYLvDA0rojVpk5TCCHMpRI/pAhA88NFUhPiMdIaDh9/XstC6XVUNNJFMhENpj+jWohhT59YCdMQKeqov5haw+ob9ob7RbIapsa1FVm4uioIJE5ITBFn+nMoWicolYuRBpoDaz/lYwnbplS4zSLPEfiAqBW9H8EL9GQHqauDVcGJBlDrcaUmOOCGJgdPrM7xO21goLSfEqAvCIw9rkeX6GQnziBb/LvjCnT3reT9g1F5F9Rd/pb4R5mrn+YkEtFa6GWkO8cMQufHNMNPpPHm+U5dmsMJzIzQJiYdX2rhhXqBeCHRcd9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