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Pearl River XR 380 BWS (PR-2393) (Pearl River_XR 380 BWS (PR-2393).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="XR 380 BWS (PR-2393)" ShortName="XR 380 BWS" Company="Pearl River" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>5005d6cb-0a93-4d46-b5ae-d3bb0d12b290</Thumbnail> <History Date="28-05-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="29-05-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="5d4994e5-ed7c-4c0d-aa60-27a57b35a094" /> <Control> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="26~225" /> <Function ID="4" Name="Macros" Display="'Macros %.f%%',0~100" Dmx="226~246" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="CYM_Macro" Name="CYM 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="Red" Display="'Red'" Dmx="17~35" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="36~54" Colour="255,255,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="55~73" Colour="0,255,0" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="74~92" Colour="0,255,255" /> <Function ID="6" Name="Violet" Display="'Violet'" Dmx="93~111" Colour="180,0,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="112~130" Colour="255,0,255" /> <Function ID="8" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="131~255" 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="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="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="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="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="16705~17733" Colour="200,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="17990~19018" Colour="0,0,200" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="19275~20303" Colour="255,255,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="20560~21588" Colour="0,255,0" /> <Function ID="6" Name="Plum" Display="'Plum'" Dmx="21845~22873" Colour="180,0,255" /> <Function ID="7" Name="Sky Blue" Display="'Sky Blue'" Dmx="23130~24158" Colour="0,0,255" /> <Function ID="8" Name="Red" Display="'Red'" Dmx="24415~25443" Colour="255,0,0" /> <Function ID="9" Name="Deep Green" Display="'Deep Green'" Dmx="25700~26728" Colour="0,200,0" /> <Function ID="10" Name="Deep Yellow" Display="'Deep Yellow'" Dmx="26985~28013" Colour="180,180,0" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="28270~29298" Colour="0,0,255" /> <Function ID="12" Name="Orange" Display="'Orange'" Dmx="29555~30583" Colour="255,128,0" /> <Function ID="13" Name="CTO" Display="'CTO'" Dmx="30840~31868" Colour="255,240,200" /> <Function ID="14" Name="UV" Display="'UV'" Dmx="32125~32639" Colour="180,0,255" /> <Function ID="15" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~16448" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49087~32896" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49344~65535" Colour="0,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==3" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>644a4909-bea0-42c5-a642-6a4b959f082d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="20~31" WheelPosition="1"> <Swatch>680ee5fc-a860-4444-9a27-7631343264ca</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~43" WheelPosition="2"> <Swatch>9a25a411-4e45-475f-8c3f-946052324c27</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="44~55" WheelPosition="3"> <Swatch>bf9ed721-862f-4111-9ba4-875f3543322b</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="56~67" WheelPosition="4"> <Swatch>fe76d340-2c96-42bb-95cf-62bdf6ed569a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="68~79" WheelPosition="5"> <Swatch>4da85164-3abf-49b4-9253-f34450979050</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="80~91" WheelPosition="6"> <Swatch>67995c5b-e432-4358-b82c-c6da845e9373</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="92~103" WheelPosition="7"> <Swatch>4c218dcc-372e-4369-8692-1323de25f56c</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="104~115" WheelPosition="8"> <Swatch>761fa5ec-0dad-4515-bbbd-4bf6b6c91e6f</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="116~127" WheelPosition="9"> <Swatch>9ef00e69-e275-4232-b283-9a5d1a694ba3</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>644a4909-bea0-42c5-a642-6a4b959f082d</Swatch> </Function> <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="166~175" WheelPosition="1"> <Swatch>680ee5fc-a860-4444-9a27-7631343264ca</Swatch> </Function> <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="176~185" WheelPosition="2"> <Swatch>9a25a411-4e45-475f-8c3f-946052324c27</Swatch> </Function> <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="186~195" WheelPosition="3"> <Swatch>bf9ed721-862f-4111-9ba4-875f3543322b</Swatch> </Function> <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="196~205" WheelPosition="4"> <Swatch>fe76d340-2c96-42bb-95cf-62bdf6ed569a</Swatch> </Function> <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="206~215" WheelPosition="5"> <Swatch>4da85164-3abf-49b4-9253-f34450979050</Swatch> </Function> <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="216~225" WheelPosition="6"> <Swatch>67995c5b-e432-4358-b82c-c6da845e9373</Swatch> </Function> <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="226~235" WheelPosition="7"> <Swatch>4c218dcc-372e-4369-8692-1323de25f56c</Swatch> </Function> <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="236~245" WheelPosition="8"> <Swatch>761fa5ec-0dad-4515-bbbd-4bf6b6c91e6f</Swatch> </Function> <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="246~255" WheelPosition="9"> <Swatch>9ef00e69-e275-4232-b283-9a5d1a694ba3</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="146~128" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="147~165" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>644a4909-bea0-42c5-a642-6a4b959f082d</Swatch> </Function> <Function ID="2" Name="Big Hole" Display="'Big Hole'" Dmx="1~12" WheelPosition="1"> <Swatch>817d193c-b590-4cb8-bfa9-40bf39579615</Swatch> </Function> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="13~25" WheelPosition="2"> <Swatch>81313d4a-b6ba-46ec-8235-1a10fc094f36</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="26~38" WheelPosition="3"> <Swatch>4cbae7d6-b8c2-4b4d-9d44-27e3e70af320</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="39~51" WheelPosition="4"> <Swatch>e7aa7dbe-3273-4b12-86f2-1ee528fab869</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="52~64" WheelPosition="5"> <Swatch>d0c8a878-d49b-4ff9-99e4-936234e7f02e</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="65~77" WheelPosition="6"> <Swatch>b84740f9-73a7-46c9-ab26-913f4e750eaf</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="78~90" WheelPosition="7"> <Swatch>016aa806-089a-4be8-badd-161772306e5f</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="91~103" WheelPosition="8"> <Swatch>83b5ad62-e89e-437b-bdfb-af237efc06d4</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="104~116" WheelPosition="9"> <Swatch>459c9a8b-83e0-49d3-815e-f746fc198a6f</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="117~127" WheelPosition="10"> <Swatch>4782f649-39fa-4b2f-8f48-763a1d1e4909</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>644a4909-bea0-42c5-a642-6a4b959f082d</Swatch> </Function> <Function ID="13" Name="Big Hole" Display="'Big Hole'" Dmx="1~12" WheelPosition="1"> <Swatch>817d193c-b590-4cb8-bfa9-40bf39579615</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="184~191" WheelPosition="2"> <Swatch>81313d4a-b6ba-46ec-8235-1a10fc094f36</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="192~199" WheelPosition="3"> <Swatch>4cbae7d6-b8c2-4b4d-9d44-27e3e70af320</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="200~207" WheelPosition="4"> <Swatch>e7aa7dbe-3273-4b12-86f2-1ee528fab869</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="208~215" WheelPosition="5"> <Swatch>d0c8a878-d49b-4ff9-99e4-936234e7f02e</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="216~223" WheelPosition="6"> <Swatch>b84740f9-73a7-46c9-ab26-913f4e750eaf</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="224~231" WheelPosition="7"> <Swatch>016aa806-089a-4be8-badd-161772306e5f</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="232~239" WheelPosition="8"> <Swatch>83b5ad62-e89e-437b-bdfb-af237efc06d4</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="240~247" WheelPosition="9"> <Swatch>459c9a8b-83e0-49d3-815e-f746fc198a6f</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="248~255" WheelPosition="10"> <Swatch>4782f649-39fa-4b2f-8f48-763a1d1e4909</Swatch> </Function> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="155~128" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="156~183" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation'" Dmx="11~20" /> <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="21~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Diffuser" Name="Diffuser" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Diffuser" Display="'Diffuser %.1f%%',0.0~100.0" Dmx="17~255" /> </Attribute> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Display On" Display="'Display On'" Dmx="20~24" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="4" Name="Lamp Half Power" Display="'Lamp Half Power'" Dmx="35~39" /> <Function ID="5" Name="Lamp Full Power" Display="'Lamp Full Power'" Dmx="40~44" /> <Function ID="6" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" /> <Function ID="7" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" /> <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="12" Name="Reset Int" Display="'Reset Int'" Dmx="170~179" /> <Function ID="13" Name="Reset Zoom/Frost/Focus/Prism" Display="'Reset Zoom/Frost/Focus/Prism'" Dmx="180~189" /> <Function ID="14" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="15" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> </Control> <Mode Name="Short, 24 DMX" Channels="24" Id="2e85568d-5e27-4929-996d-30400e3489e6"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5dccca21-35e9-4901-bc13-fc4d2564bb5c" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="CYM_Macro" ChannelOffset="3" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7,8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="13" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="14" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="15" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Diffuser" ChannelOffset="20" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="21" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="22" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="23" Wheel="25" /> <Attribute ID="Control" ChannelOffset="24" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 28 DMX" Channels="28" Id="088d1314-f408-427d-ba7c-1dc2e3c34d61"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b76bbb9f-8695-455e-9f6c-e08ee99f1a65" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CYM_Macro" ChannelOffset="4" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8,9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="12,13" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="14" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="15" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="16" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="17" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="20" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="21" Wheel="19" /> <Attribute ID="Diffuser" ChannelOffset="22" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="23,24" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="25,26" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="27" Wheel="25" /> <Attribute ID="Control" ChannelOffset="28" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 33 DMX" Channels="33" Id="5d3dc708-b755-4080-91a0-23c1184441b1"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="2d76f338-81d0-4a64-b635-d28a01d04817" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="CYM_Macro" ChannelOffset="4" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Yellow" ChannelOffset="7,8" Wheel="12" /> <Attribute ID="Magenta" ChannelOffset="9,10" Wheel="11" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11,12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="19" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="22" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="25,26" Wheel="19" /> <Attribute ID="Diffuser" ChannelOffset="27" Wheel="49" /> <Attribute ID="Pan" ChannelOffset="28,29" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="30,31" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="32" Wheel="25" /> <Attribute ID="Control" ChannelOffset="33" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <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 Int"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom/Frost/Focus/Prism"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Half Power"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Full Power"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Big Hole" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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o6ewAuLUOwuVgeheDHHntsKTzWgYUwwLdq+bL08cOQb5iBwZYYS2Pq41D+h63LUu3BJxLhRbA2mj+kfUwNSqNDlsp30b+ZArlJMOlyGKHEJyUYqDGLEkcbLL96ABxI6f0mDFwqmVsSLHwZ6uTMi967kEtCmLodK1QjWCmKuS6ftqJAFka9PPFTovqcc85pHZQyDFgFFiiv87KM6ZdUVBgLIlVlsJL8sXyp3H777UtJJp/rLwrN4fN0L7V1jLvGiBWBmD0QbF2cCtf58mjB1i9mnHv0xYXnbeSi2udTnz3NrEbbcBK1ZtJEgoY+W/dFiqyPJTAHK+PnROIIeUjaF+uWgv/ITYi6WATL7QGTY42I0oXK2SYIQNIHUBGkvGfTIJgRgEs4dXJKsJmB9UEu+cM6eMJFXim5OMOCAP5N03IoPbT33nuXft20hEldRMjEsuSQD9VLmRKH9WXZcuvrPXKCCWj8/kYbLV2u5+FrI1j+ELqGgqAe8rNLEWxmyyNiUNybyGUJEwWm5JJz/OQnP9lYL4VMHGvVoXXEkgdUc893I4WwpGAJY+VYPTLIKE+46FalRFV+VFk0ixzfl+/nOuT618Me9rAyUsyXcH5oTjCZAlYtdx9SVMkiCh57IFjJqUiwdSb97l3BAjVNlDZYjuVK/RAtXppVm5ZTGpYlBzlzcLZ1XZMtkKtOBknxk5/8pPTZWMGu0ZrhKaZQV5XbSHm5qfyhGHV6EJxzWnlhmVQnpvwnBQuWw/eQJG/yqczFyNF0HcdAyakVgzNmSsdM5ny5yU1hspBf3btoLkIRH23J9Jw6sA6c43QOl6XARBvShSd22OmFfBfv6SB2ilQFCG3Yf//9y5lgPj8HCcM1iL6apZyrkE/ZZt1zgtUJwB6YJoJVNaognX+f8CYTa+KWR3ftcCz77XuGG0aLabrR9Ce+V4QIzLJYR666ei8lzAcccEC5hEwCrITAQiKddTJlpw6IQFSt60xnwdWDxahSRUVOMHX8OfR6VgHBmlA1KAb5RaATJhhOrY1ga0zyXbuAKUeU6O9UQSgu8ZuCmJiG2CncIKKqspwIS41lBwkmsYlWCjdFY4bli5/V5KOpkKgj2FprrVVasai3qbYQZfINI4ixHsRUwK0bMdAWSVflP+PvtaXaRsAaMyGY5cWQuDpw5t289IIiT10CuIpcBgZrYG0KHiYBlljCmXWsa6njzDdlAyy7fDvfV4To4XrKU56y5OesjqNLuXdTzhZyQTeip83Gpk8wT6ML2oTXvva1Sz2hynPspFEHmlJKLk+pFNJd73rXsc+3CywvtLW6+ntzw5pgloVokR4G6vRTggFidCGYKJLUUTUHlhxUV/A4yoDjDigJVl9c1QNk/+vq00HujWMcYSkiosYR5jkQT+1XBGd1VHKxhCI/vgiHO850ZaXaurgt3aJdpc85WDYySVM5N5U/EkwQI52UBgZN7kQKaak6d0DV7Dij2UfA6gg2tQJDy15bSMx6pZURErm53hNhaaI1RfDtzLUYhlxKj+NWfeZzVWlIbjSrqFiQ8Fk32kDapYpgrAnSNhGMSOrBEzmzVMp8Yo9kFbrMm81Rtzz2iFWmZsFcEGp1E+QH03CcJKFcpgqIQTNKlwI3mNPdBX5P0CCQaFt6WBOiK0vqMLuVFJJHbA9+8IPLf6tyllmxKg0qQhmROjWiLog+U4LlPZZNPZd1aCJYUyQ8BkoLtnIf75xDOkdlahNUcqaOveiv7nde+cpXLuWnEU9Zvy6gX8kVVhX0dYGlzIxYVQl5/pB8MWo0Rp+LBOO3EYIj8vxrE1nrsPbaa9f+rKeZHysjWO9jMTmeVWUnKSjlJspEKNwzbLcK6qFSv4tfISXUNqgOed/1rneVlq5qFv4wMFdf5aknn/YWMc7sWO5DlGZyGUKRYYo6p5x7UbdRKkmkDnnFxoSwaq+bwkeoeWpzUi1X6YVRhCdNkgNJqPHp/+UT1elj6e95T58zKXhPKj1rEpPa4zRgxG5uyJX6/IGoI7KCROTPwUVpEmGVi/eB3gnmi9GomsD8p4V9IjY1UlWgbakQTbHHHnu0nsekyRWBUCQFFQ8U+ConH5oi54jUKuUD9HKLVkewOjWeTlcXXfqsNB03SfROMOF3W4gvcZ1GbwboVkVJrBY/LQW/ReqmCbqr+yBXhOVLqU0T6hT0LrAMp/Vroto6f6pu111NvHWws0lTBcY46JVgLgSytIGKHRHr4KvAcuXWq823k8vsqe68M6R9RpEVIjj8qUVD1jrFvi6FJCipA+2vL/RKMF9KnVUT+AzybxGisNQXScFBTyG0Ny2wDpZeUV5dx9G0MO6mEeSbFE3WqKrKQvCTbouTQ/NHX+iVYF1aqWIbVkTdhGUmPN89VpK4KXLUzjWKb6HeTHs+8rKoRFjpqFwq6Io6oThHnaOdVpRAXm2RomqWmJlldZkQyAk8SfRGMDe+qe0sQv1TRKzZqoL8XB4dSc3UwfgkYuiwkFdM53OBIIUVHGWsZ9rm34Z0eYsCsi511RgRHPWmPZDs5JZDlqAJVb8zKSAYhW3iWhhNhyVogpuWRl0qLOoaY/PdYiV0myol1IQNW3/PT0L4qiUaSXQsDaufKeXpmkhO/UtiMKtJ80stJ2tUd41oiXmdGAucCrY5lIT3ONLqIgRz9hMnWNOXitCen14Q/YFVYLnyVi0poSqdDESb6s2GBbmjqrgPlLNwrIdp0WfFLdNdkTYRc+rTpH9EU++jOWQ5NCA3KfiW3x6Hp1yGYOhb7VWPgTazDOrmU9Q5r+rP81xZUz0ZR3fYmRJyey98YfP+TjZmGIZgBOa6UU05NHWwVk2QLFdCXofcV4O87CdHDz2RKX6FYBOfZMaEK3FpQyxPAb5FXdVnzM+lqLM00KVWPgffTyNGE1jN/KGogzSX/GtXCGDydFAO1qsuyc0K5VaeT9tESH5ez9sIXhot2ERBNa5qcsiREoe2U+ezVRGsya/R0jUs0hn1dZAgV9io06kOFHu9iQaeDIOq5TBHk+bHUc+bifUiNMlEKm1HjYw7orRg50/6XVVotsEXMyYyookwfLUcTcr4KNJEW6kxqKxVM2buRD50BbFEtXoAuljvFHTAXEDOoVq2Sf9KI80ID0QTUoG7J5w/M4LpV0wjsqYnrarkuEsv4zDouk8jS6dtDemRwrKGnKLmtJW/KzjzdVUjKfQxNCEtGQfpuSaZSD1dz/4X9EOwLo0WuSBYt0TJk01j4G3VMtwED0RblqILNOa2bbSge73JevGjcqvdNraKHNNTiU6KkmAcFrUvE+mN5Ed1GfKWX5C6jd1dhGnMIBWB0YOa5r9OGlrd2gIBkaOsQhOMHMh/p2rmWAp9oj0Dp85dMdy8K1ZYYQX99RMZH2B0ZBcHPxf36lIZdeXMdUV10OXzc8RpifmQuL5A2yPetlUxKI5s6jFA0lyE9r5NPiprnUbwPeEc3IqODCdnIgTr2lhQV1bSFSKmuhasdGu8YSCSc3O6+JDjwMOhGrYtRSMab2vxc86pL0sQ1i3eBN3jU0DpOEeCmaQxkQnTXaIxGHfzc7nGOnSRHKpAF6IbqS6oyxKMi0iuQw89tPH/WeYUMTY1xBJ9c7Ioj2ramILEYqfdKaCczhIJtmyOYUS0NXZEyIF1QV2rV9X05ohxnG8RqyoKFRRNbWajQG6UlqVJtwnyh0jQJCaDJhcTEiM83G2NL3yvKc1IKzmVEoydHXvKYZ2znkJZSl6jVfel6wjbVGLS1NzQBXQpkZsy7lHaw6ogES1tUzV2KQeStFWi+P65JSLwNlUPs178zCkAl/6fYGZphqfGNx970mGX0mB5tzwyrPPJXDDLRF6qI+rzb1VLiArSprGQihA5zyoudJpXAcn4QBzouhRWF1h2RYH2j6xq58/xjGc8o9WH8r3zYcLKxv1uE5SOT3IWbQPOwil/SNVKiayxCdZFAK0aPVRXtksh51PkyWvamORwXT2+WQ91BJN3FJlpEdMRpDs8b7IAvy/dQlPSCzBMXb3mC611lqSu7gCCGGnVFgWTNlLxmd5la+cmkIVoblPCkqRoyga5hu7Z2Rq01YDVoan6QbtV1c91GNURTNXnxz72scqf+b3YZkZFVyVhREEVyVhazjan3Gd5X2XdCJrOeWCdqPssq7QNGWCYbmmNxEp72sjFN8wbWJCrLXLWl1DVztYTluStUoIpE7i4GHO3jy5DOqoiyKbGAzXttuLLIZdm+amymsigOqIqmWuioCUrRrwiR9bJbmd1Hc5SQkasO0DBI1EWyRCJXzlKM68lnmVB8DYYDENGSZdGedG2khzVwMPO+x8DOLSk5GTJnbG3TLhYTFvvG2JVKfNkh3zwWkRdmoTTapZF1SRnwi1rUyUHiLxUi6YCpaYIjrMZZF1KWFgsjvs4MMqKdWwqCIyg+wk80qjRLIy2KgxLte86xR3ZToj7FEH+6B9ezGjHNU+lUZNV9eZGZqoXq1rC+CxVBAOaUJ3eJNGLnGkVrWXG+AIWhZ+j46kPCFwsWQocu0xejNsspz6lig3LZVNDL1JpARxXcxwSh6d/yQlm7ZRZHnmkkyVm1DFB6pOqCMZHckGjY0tLIjLypRBCgWFVgt0TzkmvasuKF1+ZcVqDb8nz/kgrbcRRn1TNFP9U40jTUJccfE+jEVJyWc5Z2Sprn8LsNOOspgjcWapuaCmC2ak0XGBOxshWbJwxQDL8dTXsbji/CYTx/CdLICsk/K4iGLKIEPlWVRDNaspQdpPnQiXs+Xfq9C1jNCclRsMuNfxD57btttuWftYw4q3aM987jbo9vCQU3U9NYN26jFSYMI5Nd7uFKk3BmjIywcaZVGzsEctUlWPkiEeCkSgQzOwwZcKcWJFb1QhLM/jrrBjwo/ye369KuLMScXy57AGryVdjTckPecmLc1c8KfLVeGxo3bBiLRKTNxAkFaBZcYWObXuUOz+O/wwajpfxR6oIplFR7W3zI1KDcYQ8fpgLWNWwyxF2gRFCkphMQLHnKznIDeZUVAmvdjrT/FpnfbwfUZUFbcpj+syqTRUmCS6GZTSfi+/8LXdNDbSAXB6YKUoSEThzTP6PyxAs3IT/hKXl4PDHPUf5lC7lyk3pDJWZdR3hQnSdOmlYbzaXhK86fEun5TIH4vl/TWkSxBWtUvebdh7pCx4un21Jz30+Ghmht03E1jhih7ZpFGhW4GDcyf+x7owPCscrixFyk12aOJtKi2M5clXCWrhtmWRxEIpV80QjHF/K7Ao5POF/Dr4dC9Uk6Kqe5a8hGJW/zc+ZBETG/CUPTt6sYimUGO8yekC0LBMw7mC9EeFDD6r6QSXBAhMvCFZM+DG0L9ZW/tsGy5iLVTXPFTH1W5IYVHHGSk/D50SEJAvzKuwllFtJRCQ2qp1vuwl23uDXyfeREoZt4ugCVsZOIaxW2vwCpAdLvtn6bcI1gkqO80enqHXlOApnqn7QZHOVdg5NMNaHiW/qMWxzUkkDnOqqi6sUGMGiExxDdekTMgdHXLkN+SLfGo+f5aZagttuBh/GZ1h+43Rp5O5SLVIHFlImwFLm/PKlTNRrzhiNrGnCdAR/TZ40ZhdmiNoy4FqChRtwZvjCerO6jYYZgMJNl6rblABYEzm3urJnNyLuA5SDtkV1l+vzf1RFgIQvy2N5RDQia1XimI9Cbqjy1aogEhNhOliWGB1KX4kWRbNVS6nqkLhFs6VPhEwOqYrsSBf8S+fctMlXCiT1/5t6NKeEE3Gl7odtpQ97F0MSDEgHTQQTtlOwm+rq+UDSNlW6kagRwZAEYaJF1KZvzLibRbtCCKmUXO3Wu2iZrCvVqYPfIXdMYp6W7+9h4fM5ulYC08Q8VL7nDJfEFHs3/bCRYOELnDKKFTMxp615wlPf5HCzAJz2qj1+KNscX5IG55gli6CXsRb8M8ubpU4QkMoXcSo1DEuyUYFQvrNIVSmRJt26noIqILeHxvVg4ecErFdj90iX7tWhrZiQ33LQtH2edEfbgBI3n/NelVbhBCMYZz/ffYPDK6PAeonCiKKWz3Qp60oyEgcryZ+LyzfY6kcAAAiWSURBVJ7KCQKoXGUutJISfDc+KKtkGbWcGtbSltqpAislLUS+kKudMzRaL2gl2MCKEdDa5zEloDk11Z53Kd7zpHJ4q4rpjIeSKuKL0LhsqhCtFPIYPifYQEBk5zuxZJajWMfl1VLM2a4r2EPWpqbXvhCJRf9qm7ozIxzTZr2ga/+9Lk5Z6M66mE3R+UgS1VVoiyQj+Br0Hf5KDhu907ZEjjSylCTIY0lheRBL/yFL5/1YrLRERlJY6U5VjyJ/zayxvrqMcrC86tycY9V20HMCOk9zZ+8AnQgWmHpeuGG21tit6xmIJjnjbmgVuk79EwiQFVio3OFnlWzKwN8SMUY5IQWdiX4Wo0bywDrrrFPqZX5X1GlMZV3FBAtJB6M1kQRy6WMS8B1FvhLqlvIZKfHD4ECc6PIfh5kgohNh22KIaYiWSGJlVaXDMPsTqnalf6Xbx0RwegmokuT6DTXN5hqSZY4fJMfH6XdDWQlHjGabIjJJbSU8UlGWWISXQB8HokE+JMLTseZAbugKJb/NXSkJOhMs3IC/BitmU57DW//zAFRmN8PQtrxWv21zhhwiQn5XPvjXXFX+FnGVFfJzn5eno0gX+gxZrrQ8u6qIsQ4sncDBJlh8SNGgjiPLrTIaTnz6ucgsCJA+8wCwwj5bpoF6P8xnzxF2xYWu/3nYGUhHhMPU3vrxzhkUylGnLTXjLC+sDGtIg8oHlHD2yRN8Jf6YvKTmi/zziJjmMsSWtVF1JL+HMD4vnQXLGqafiUBdWtUWCO79EcP8wlAECxf2ymDFbN1hzetsgiwDSGBJik/4KFveWVaQ1dKSzsfn0LMqCvTceCUrljKOe04yWQQpIKXSMgV5HnAcIFRP+y7OAxT67XzlkE/l0FPcwvv/JtzQXcIfPbqd9+dFMrqYUeAIoQt5FAjZaUL5rh+Iy+fj6LvRxF4+l8iyynLKNOiylsPkoy2AYz1LINUu7v2wvzjSmMDwQYcFkmwW/tjea5UgOuvjAin4PfnGCERRCfC4S66ojPQgMqvaEYT0IEiQkhIlqkW7hmiV+IR7PsovjjOHkmRBgWxP+/cAiV6pljznSRtTLybsB5ZMfRey1W1IJQCxbCoRIrySVjj0iwCrAestayDnykUYp2y9AnyIzvJUjpEJFhh9SfhyynkMuZqOCpnAMog4ivUsixEsFYtF64p7/yCZOjByQFP+D9Es3eahKgmS4xQszFu0h1QCFt9fVJyWeWsQJjBzRZqKCTqCQ7m1ez3qG4w1STd88Nnhy9p7b2ptwyk0obJg/Kx08IeaLcJruhkEVZykoKu7rUIUSTVNONRcIbHf4//NKipUjmQbGRW7pJi6TIhzt+Tbb8k5j4md3ONx3mDsUc0Df4zq2D4quQewLuQLN58eFlM6NDNPdppQF4VKipMp5Pi6jNrUvqY93yFCFKGyakq7RcJpp/UkYSiLB4JfSahmsdr2JE8xgV7OfUf1u1JMaha4BjylCtUNiFNAXM6o7XoQ+VBV6jhCqutHEMNRhimHRl7Wz4Gg3ovPQ3uj98UCQwcyu8kImAYOlrdYHRI3FmWNZDYcBFsHfzEdrjIM+KBVc/OHgJkKE2mqnAjBBvqYPesooMt2XEwJrJVuI9Glm9/UF8gSsQrypSLbplGVdSCsRmLUwTnk5zHKZ3WFB8cDNobfaHDJdsPqXXWY2G4Gg+Epm4Y/nhqO8bZ4HRNd/SRLHoJR41mkuhkX40B92KQ3jaiC7yIKVuM2RsOtjp1N0+El42Ki33yQr1Q3dlI4RpvEOwMIADjPav1FkAaNLApEiiQYD0jdwL2O4KxuPkyesQsm/miFE7wwkMwdWiiSgTp//pVd1WQLBARdpt/MAqyUmWnKkLrMfW0Bcm3o3k3g1JZCL7Z7kUkGRFqHKFQhoxqzrk0ZfcMMNRkHFcOjbPpVgd7IBb05BwnJlFvP1CcbFYIGCXFb8xFzlR6p1KjLCPQF/pWoUEOyCt4Jzp3gc23eF7mgV+9zQLKHhT8eX8wwuhwXaW+kxLmkPcIRcmUMhtGnukIvJdmFyGvp7kHgFS1uOmmfK0fv4c3A8Ucy+83NTCebFGJjsUNAgFyqZU360TlkpgbZglDaZulICUaH6sKipemK508pTOx53Dida7tJRot16D9+LpZIGIrlzS+YieLfF+T+kMKRjuuUJYiiat4wQmKKYy1nkOfcNxx7TErnasNUCAaDL7R7uOjaonXKTj1BPk3ERHPTnkpThsT1TpNI/wyDqREsYpC7NKdIbf9MSn2uhlBys/W4ietRMHWCwaAKQy3ZfuHYvhiiMvYaDAWrhg2Ndhun5GYczIRgMPjCOwyGDtt+dbg2o2vQBlWHu0x7ScwxM4JFDJZM+UtNj527la5BI3T/7DxKDf2kMXOCwaCRZMvwR8NRbV3Rubn3GiwFTbF6V4+YVpTYhrkgGAwuyGcC0ezjYmqL9rix96+8msCsCCvAXn0Lp8NibggWMbhALwxE45eZqzTUVJ+rIaTiXtJ1VsS0MXcEixhcsC0C0TYorpqFMPSkxeUcBgPu3WWE0iwxtwSLGFzAja8h2hIsBLEi5p5gEQnRjE3cPRxbFVcfH42PZaz8Pk0Dd+cRC0OwiMEF3iYQTZOJlrkdixG3vVkAyN0eHI6D6ubQzzsWjmARgwu+VyCaHRuMMdhu8DryVoRzAi1IxGfVJ8dWbc+ySFhYgkUMbgBh8ehAtpXCq1kCOs61e4+1PfQUYedTuw3Lzx6Xb4m3yFh4gqUY3JgjHYFsqgAVOSIcsq1bzI/PxqdSSI9UGhjPmEZt1iywXBEsxeCGnTY4XhMIZ8Dr+oMD2dYKxz3C0d7ePR7U7Zjma7tepDrdEc7v8sbfWk6w3BIsx+CGnjw4SgTS6YA1bnqN5NA8vMrg1YZLbWkr6Rl9+raZu3Twen5ynBs+e+qbN84L/g9jgLGNXcJh+AAAAABJRU5ErkJggg==</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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