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Terbly G25 Hybrid (Terbly_G25 Hybrid.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="G25 Hybrid" ShortName="G25 Hybrid" Company="Terbly" Version="7"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>6226cd4a-2576-42a4-a97f-d1974c2707f6</Thumbnail> <History Date="09-01-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="11-01-19" Author="Nic Morris" Comment="Corrected P/T speed DMX range in response to manufacturer request. Ooops!" Version="2" /> <History Date="11-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <History Date="28-01-19" Author="Nic Morris" Comment="Changed autofocus adj to default at 50% and changed fixed colour from Aqua to High CRI in response to manufacturer request." Version="4" /> <History Date="19-02-19" Author="Nic Morris" Comment="Renamed prism 1 function 3 from '16-Facet Linear' to '6-Facet Linear' in response to manufacturer request." Version="5" /> <History Date="25-03-19" Author="Nic Morris" Comment="Added product thumbnail. Increased macro delay to 8 sec in response to manufacturer request." Version="6" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="7" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1555" /> </RDM> <AtlaBase TypeID="62dd38bd-464f-484f-8a06-ad31263f7424" /> <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" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Empty" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="15m" Display="'15m'" Dmx="51~150" /> <Function ID="3" Name="20m" Display="'20m'" Dmx="151~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="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="Red" Display="'Red'" Dmx="2827~4883" Colour="255,0,0" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="5140~7196" Colour="117,197,240" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="7453~9509" Colour="0,255,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="9766~11822" Colour="255,245,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="12079~14135" Colour="255,0,255" /> <Function ID="7" Name="Orange" Display="'Orange'" Dmx="14392~16448" Colour="231,120,23" /> <Function ID="8" Name="High CRI" Display="'High CRI'" Dmx="16705~18761" Colour="212,231,168" /> <Function ID="9" Name="Purple" Display="'Purple'" Dmx="19018~21074" Colour="153,102,204" /> <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="21331~23387" Colour="0,147,221" /> <Function ID="11" Name="Pink" Display="'Pink'" Dmx="23644~25700" Colour="239,155,160" /> <Function ID="12" Name="CTB" Display="'CTB'" Dmx="25957~28013" Colour="252,252,182" /> <Function ID="13" Name="CTO" Display="'CTO'" Dmx="28270~30326" Colour="240,210,181" /> <Function ID="14" Name="UV Filter" Display="'UV Filter'" Dmx="30583~32639" Colour="102,102,204" /> <Function ID="15" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" 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="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="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 CMY" Display="'Random CMY'" Dmx="248~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour 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" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5e2843dc-effe-4c2b-b2eb-6f96a48df2e5</Swatch> </Function> <Function ID="2" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="22~31" WheelPosition="2"> <Swatch>ebe13b56-1349-48fb-8c35-a4b283f55945</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~41" WheelPosition="3"> <Swatch>df8fcde1-9009-483d-89bf-5800c06852fe</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="42~51" WheelPosition="4"> <Swatch>9cd01395-a65f-4f41-8658-ad954958561b</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="52~61" WheelPosition="5"> <Swatch>c9520fde-6f8e-435b-bcd5-d7556cbebeb2</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="62~71" WheelPosition="6"> <Swatch>4c0e84f6-0434-4d47-972d-efdafca16fd9</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="72~81" WheelPosition="7"> <Swatch>0bb37686-b021-40f3-beaf-b43db79394ba</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="82~91" WheelPosition="8"> <Swatch>e60c42cc-d092-4bb7-82b9-2c7e2261816d</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="92~101" WheelPosition="9"> <Swatch>25f48d2f-0592-479c-a46d-0533a7695752</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5e2843dc-effe-4c2b-b2eb-6f96a48df2e5</Swatch> </Function> <Function ID="12" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" /> <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="102~112" WheelPosition="2"> <Swatch>ebe13b56-1349-48fb-8c35-a4b283f55945</Swatch> </Function> <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="113~123" WheelPosition="3"> <Swatch>df8fcde1-9009-483d-89bf-5800c06852fe</Swatch> </Function> <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="124~134" WheelPosition="4"> <Swatch>9cd01395-a65f-4f41-8658-ad954958561b</Swatch> </Function> <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="135~145" WheelPosition="5"> <Swatch>c9520fde-6f8e-435b-bcd5-d7556cbebeb2</Swatch> </Function> <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="146~156" WheelPosition="6"> <Swatch>4c0e84f6-0434-4d47-972d-efdafca16fd9</Swatch> </Function> <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="157~167" WheelPosition="7"> <Swatch>0bb37686-b021-40f3-beaf-b43db79394ba</Swatch> </Function> <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="168~178" WheelPosition="8"> <Swatch>e60c42cc-d092-4bb7-82b9-2c7e2261816d</Swatch> </Function> <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="179~189" WheelPosition="9"> <Swatch>25f48d2f-0592-479c-a46d-0533a7695752</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" /> <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" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="31,32,33,34" If="'Gobo2Func'==3" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5e2843dc-effe-4c2b-b2eb-6f96a48df2e5</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2056~3598" WheelPosition="1"> <Swatch>13faf11a-a502-4710-bae8-117c26aedc75</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="3855~5397" WheelPosition="2"> <Swatch>62558bff-e322-4305-b6af-74483edf54fb</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="5654~7196" WheelPosition="3"> <Swatch>236d71ec-62b7-4c6f-9fa9-68bfe7327697</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="7453~8995" WheelPosition="4"> <Swatch>76421a01-4e72-48f7-bf8a-251fdc4e0e3c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="9252~10794" WheelPosition="5"> <Swatch>145b92ce-25e0-4584-a730-d7a76045cfce</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="11051~12593" WheelPosition="6"> <Swatch>0b2057cd-befe-45e2-a0cc-d84453de996f</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="12850~14392" WheelPosition="7"> <Swatch>44c3681f-4ba3-467c-80e0-c4fd539983c1</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="14649~16191" WheelPosition="8"> <Swatch>2cd8f11f-d624-48da-9b01-67bbfc60c863</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="16448~17990" WheelPosition="9"> <Swatch>950674e6-4f80-427f-b72a-de5352965584</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="18247~19789" WheelPosition="10"> <Swatch>f8e68137-de11-4d3d-9d76-c5f3a6008be9</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="20046~21588" WheelPosition="11"> <Swatch>dccd7e83-c0e1-4b0f-a82d-8c893675d9f1</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="21845~23387" WheelPosition="12"> <Swatch>f9a899da-582b-4f1f-b3a3-5331896e1b1d</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="23644~25186" WheelPosition="13"> <Swatch>ac1d3ab3-8bb7-4d24-91c7-c714a4a6edfa</Swatch> </Function> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="25443~26985" WheelPosition="14"> <Swatch>fe8767d4-1318-41e5-8a84-8a4edbd1cb9f</Swatch> </Function> <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>5e2843dc-effe-4c2b-b2eb-6f96a48df2e5</Swatch> </Function> <Function ID="17" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="27242~28527" WheelPosition="1"> <Swatch>13faf11a-a502-4710-bae8-117c26aedc75</Swatch> </Function> <Function ID="18" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="28784~30069" WheelPosition="2"> <Swatch>62558bff-e322-4305-b6af-74483edf54fb</Swatch> </Function> <Function ID="19" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="30326~31611" WheelPosition="3"> <Swatch>236d71ec-62b7-4c6f-9fa9-68bfe7327697</Swatch> </Function> <Function ID="20" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="31868~33153" WheelPosition="4"> <Swatch>76421a01-4e72-48f7-bf8a-251fdc4e0e3c</Swatch> </Function> <Function ID="21" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="33410~34695" WheelPosition="5"> <Swatch>145b92ce-25e0-4584-a730-d7a76045cfce</Swatch> </Function> <Function ID="22" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="34952~36237" WheelPosition="6"> <Swatch>0b2057cd-befe-45e2-a0cc-d84453de996f</Swatch> </Function> <Function ID="23" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="36494~37779" WheelPosition="7"> <Swatch>44c3681f-4ba3-467c-80e0-c4fd539983c1</Swatch> </Function> <Function ID="24" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.1f%%',0.0~100.0" Dmx="38036~39321" WheelPosition="8"> <Swatch>2cd8f11f-d624-48da-9b01-67bbfc60c863</Swatch> </Function> <Function ID="25" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.1f%%',0.0~100.0" Dmx="39578~40863" WheelPosition="9"> <Swatch>950674e6-4f80-427f-b72a-de5352965584</Swatch> </Function> <Function ID="26" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.1f%%',0.0~100.0" Dmx="41120~42405" WheelPosition="10"> <Swatch>f8e68137-de11-4d3d-9d76-c5f3a6008be9</Swatch> </Function> <Function ID="27" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.1f%%',0.0~100.0" Dmx="42662~43947" WheelPosition="11"> <Swatch>dccd7e83-c0e1-4b0f-a82d-8c893675d9f1</Swatch> </Function> <Function ID="28" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.1f%%',0.0~100.0" Dmx="44204~45489" WheelPosition="12"> <Swatch>f9a899da-582b-4f1f-b3a3-5331896e1b1d</Swatch> </Function> <Function ID="29" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.1f%%',0.0~100.0" Dmx="45746~47031" WheelPosition="13"> <Swatch>ac1d3ab3-8bb7-4d24-91c7-c714a4a6edfa</Swatch> </Function> <Function ID="30" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.1f%%',0.0~100.0" Dmx="47288~48573" WheelPosition="14"> <Swatch>fe8767d4-1318-41e5-8a84-8a4edbd1cb9f</Swatch> </Function> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="Animation 1" Display="'Animation 1'" Dmx="8~63" /> <Function ID="3" Name="Animation 2" Display="'Animation 2'" Dmx="64~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="8-Facet" Display="'8-Facet'" Dmx="64~95" /> <Function ID="3" Name="6-Facet Linear" Display="'6-Facet Linear'" 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 1 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="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="16-Facet" Display="'16-Facet'" Dmx="64~95" /> <Function ID="3" Name="4-Facet Linear" Display="'4-Facet Linear'" Dmx="96~127" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 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_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost'" Dmx="128~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost'" Dmx="128~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="Col/Gobo Index" Display="'Col/Gobo Index'" Dmx="30~39" /> <Function ID="4" Name="Lamp On" Display="'Lamp On'" Dmx="40~59" /> <Function ID="5" Name="Lamp Off" Display="'Lamp Off'" Dmx="60~79" /> <Function ID="6" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="7" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="8" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="9" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="10" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="94~96" /> <Function ID="11" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="12" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="13" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="14" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="15" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="16" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="17" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="18" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> </Control> <Mode Name="Standard, 30 DMX" Channels="30"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="248" PanMaxSpeed="158" TiltMaxSpeed="124" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="b3da1080-d941-4109-964e-80361f25baa6" /> <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="Zoom" ChannelOffset="8" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="20" /> <Attribute ID="Empty" ChannelOffset="10" Wheel="21" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="11" Wheel="49" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="16" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="17" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="18" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="19" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="20" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="21" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="22" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="23" Wheel="84" /> <Attribute ID="Prism_1" ChannelOffset="24" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="25" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="26" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="27" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="28" Wheel="50" /> <Attribute ID="Frost_2" ChannelOffset="29" Wheel="51" /> <Attribute ID="Control" ChannelOffset="30" Wheel="28" /> </Include> </Mode> <Mode Name="Basic, 28 DMX" Channels="28"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="248" PanMaxSpeed="158" TiltMaxSpeed="124" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="a862be24-89aa-4355-9678-bd358f19c34a" /> <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="Zoom" ChannelOffset="6" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="7" Wheel="20" /> <Attribute ID="Empty" ChannelOffset="8" Wheel="21" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="9" Wheel="49" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="11" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="12" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="13" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="14" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="15" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="16" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="17" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="18" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="19" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="20" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="21" Wheel="84" /> <Attribute ID="Prism_1" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="23" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="24" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="25" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="26" Wheel="50" /> <Attribute ID="Frost_2" ChannelOffset="27" Wheel="51" /> <Attribute ID="Control" ChannelOffset="28" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 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="248" PanMaxSpeed="158" TiltMaxSpeed="124" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="3b8ae184-85f8-4172-ac3e-c494eb7469c7" /> <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="Zoom" ChannelOffset="9,10" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="11,12" Wheel="20" /> <Attribute ID="Empty" ChannelOffset="13" Wheel="21" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="14" Wheel="49" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="15,16" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="17,18" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="19,20" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="21,22" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="23,24" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="25" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="26" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="27" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="28,29" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="30,31" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="32" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="33" Wheel="84" /> <Attribute ID="Prism_1" ChannelOffset="34" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="35,36" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="37" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="38,39" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="40" Wheel="50" /> <Attribute ID="Frost_2" ChannelOffset="41" Wheel="51" /> <Attribute ID="Control" ChannelOffset="42" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:4" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:5" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:6" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:7" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:8" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:9" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:10" Delay="8000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:11" Delay="8000" /> <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="Spot" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 8" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="11" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="20" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="21" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="22" Name="Gobo 12" Number="0" Page="1" 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</Swatch> 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</Swatch> 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</Swatch> 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o9k9oDDtAjWHp13ALKLHC+UwGFlopkPDVSuIrADhAsMbKYBYQPXHlY8SEZ9kMWU0hfYerB9kW0bhrvyG6BFoUvID9Ago6p8wrMxBQ3kbcFghWQNbIJ6S4QLGFA0BhzANKgVgmCuKJAsIQBY3LHjh21OYbiXXYrev/+/XU5QUwzJNtEnVBTIFiCgCoOtZcALpuxY8dqG9SaNUWqSeSlYrsyIyGI18IAHSUKBEsQCKm2mgt4TQLvfffdp1d3fG4NsyFWK2oUCJYgOGVg4YfFbEDYOCNY3ADBiJ0p2MISAOKxyC8lD9QEictEkzghSK0xl1gPwcgdKxAsAUA0huQLK8HSIQo1RRt+hmCrpe0XdU8KcAcCNpcuXZoxuYbwJAykEWM1BPNeBb2AUEA+ARofPPoyEYz8iBjIY20yR7ACEgByD5A/cAMSXAgEZIUZIfQItirKHoSFSpUq6YjLJMfjozVGTUc35QkJJSdoMGKsKhMEO/jgg/WEl0wZJsh27z8ZUNiUSFSJM6h9STYUGhvpQJQDmh2Uko4Y+U8wkkZR96FmNSedJAZcLGZOJsZIdLuQ/sQKTvJwiuC5WIBHHvYuMrZSiakgMhwDcgFNsBXSuKV9y42ME3CtoN5sonPnzlpCgGjNhg0b6lUZ5ALoZJDzZ90/bmB1iFEVnyRK1dwsjMC4jjBjkG/qJJcVAeDUivIyJ/m9XLlyy5VP8gFxg5MUEqWWWYmhuWCSy0Smmj5xAY/KJ598UjcQw4z15XDLdBURvJ6XBEMnDEVnLN4mWGGlSFJIrHZFzMgFdEKESbAlyqPCdFyByB2ieIijZEpeAH5O9HFAx8AWFRXgVDHBAitgEweQWc6SnXCXTFixYoUvx6SiB1pp1ChClM8KHsv169fXYiFk7+QpNKesBEONNy8rrOEktsoRpYPXQgiEy7BS5ZiMYKxMqUdkPnoRhCECgtUt2g9Ivech4NL/CYaWppwYhjRflA7jhG7dumVlzcYg6wXIVlmTVREMQUhk5MiRmnwsMEz9WoymyLn/8MMPno4ZQyyBU7ywxoPNVXlIsHRFOJ3gNcTYXg8AEAHBIoNVa9WqVYvfxyLPIgSzSJI9DA6Ya76wEowqAQPD70uw4BGFULBdp8wJLATuv/9+T8cjggEjp938QbQpuqdOyDNygeKKE1aCLZLGWO2p2kfcQElhDJI0tFFTPQJJxULEgygELyDTGdFc5lpWYKdyMuBeeeWVno4XQ8ChReYfxQSjtozMERja8tJcwUSbiT6T702bNulRBqkn3C1InxOp4JVcJqhsy6O5adOmafdj4m8K6+YR5pp1ioA9Jh/rY14SDDC64CIKGvg5qYGdiWAUHs1DO1kJC7adYDw7CUDMG0mnMIGcJ0mxONCdJvt2MHpiDyOHMU8Ad0pU/CpBMCqVymOSdOG8HcWCBCvEli1bZmXqQFAkjwg2y1rtFjilrU1UBYLlBB7BtWvX1in9blSvJ02apOW/8wgT7W84EWymNFKFqzl8VkAGrF27VleRo9ov1UfsevMmmH9h0c8jwJmZ9jdLEUyGuL/lpIyTl8HPhvMUxGQh304OI8ULqAFpPjaR+2ZFS+wZVTPyCOPgjv3NVJndY6VdrfLUNxkWIBMuIqz1GHupcEJ8Wh4aVvE9jnX6wJFgcgLWyCg2QxXmYr6AkCE/amPGGDPgjNMH6bQpRqgCwQpwhxGpPkhJMGHkWzKKUX/YXZ56AWUVL8KVVB9mUtehWqjvBMMnR3QBeYrjx4+PY7hvAe6RtqJsWoIJM1/xexSjesT06dOL/8YPaC8SSvEEfIM4jClRUkBswej1Srod3OiD+TqKURXXClMGEuczNiNcLQTs4Yh+9NFHdZF0anAXEEtkrIedkWDGKIYBrYUfPbK7UbB8k3qFUh+lX6gaYYJoTxJheYxGrTVaQCnMzDR6AbcKh32lMfR4tos5SWAzqvXq1UtXrbUDDdICuWIH7F593ezoimDC1A9lFKOUVm8vvQIUtHQCbhOHqqm6wkQBscMYOOFmx2w0WgnRbK88qiEiQjJ37lyd8GAFbhWaFfj1UhEyFxBCg4OZGtNxFzoxQeg1WhOk3hHIaAfVfvEQrFq1KqwuIbk6JONeBlwTTBi7QUaxnsoWUJYL8MPZCeYE5mCk8uMY9grIS0Fz6lATdEhYjQlWsqjuEFbNfC8Gskcae++9t04YIZSbfpNfYAYocl4Y3dHMJ0IXYRfCw0NAT7jgdudsVaanSXtGWstMO6YDOlfEQBFslw5k3TCCIb/kJZy5evXqurQfRAIkgBA3T9ECVq4UezLzJskCRxSFpNgogRoQ+hmVK1fWf3ODQCaz8AIjMTUdAaMcxVapUBtwCDbXflo2/5AVwYS5m+WCdJeXpEjnnKFKvFQmcpkwi4ouX74818Npo65JLgCp+vTpo0cH5n3WpFwuLI8kJCpNiacogJnGJJcJMp4YuRiJ69SpU+IzjNYB51eyOuu+OUtPfdY6+fL9X8oF6iEvJ0lzDnZKAzTdzTvPDbDye3UUk9Hj9B6PxZkzS4Uw6WRZRrGXXnrJ03G9ALJQr9GqAQbpMD5jHzSTd00gZR4gwSBVD659tv+YUyEGOdBkIVlzefnfbP8XkwM2L+7CdKMYNwonEiu/17gpJvTr1q3TNXysYE5DRVc7CLNBDTFK8PtHjRqla5BbwQ1KeWiKtluxbNmyILsznmueyz96qfSByYJM8KzrlTAyNGnSRBtRUeqznyxWRRS65HM/YCrszJs3T+tFmOBx46QHRo2fDRtcz2MDAzchoz3nygr7ahsE+Dhn5ZCzeSpnggmjN8ooRjjPQmnbZdrfjo0bN2oVZOZGzLGqVKlS/BlBeX4vu+fPn68GDx7suNS3Y+LEUqHlkcFtIADKjdy4PgczosPZlmud6xd4qlUkB14mJOsiLx/L9TuQhAyjeDsuKrdzFGxLTsqIYYM5on30SgVuVm4M9GZ9RBeusZcv8FwMy5iPHSUvr/D6XUEBGxKmEfvEOBVeeOEFfWFxU0UJ7IVOC5RUwG7mI27Pdd5lhV/V1vqroiykc3z6Pl/BHIwRKZX4iB1EdsRBpRkxPDeiecy/MP0Q4uQTpqqia+oZvhDMsI91kJfVpbkzcIUIHsG4iVhQmKK5qUAdIEwUfulUeAGhTLjWCFeyLk6sYJQlc2n9+vV+HZYs4A7Z2rtSwbd6kYZ4CmIMC6Qd6tf3+gXOF1KWAwcO1BLgVp0uE4iRsAiIA7kAfUaGk4ReHtksiHjMY24hSwn5TaJQfCQX7oumVvESr/C1IKnhryRuDAvlf/z8bj/ABYNAuIlQvyFBFh8eNjJGCmpce/EYBAV0y2gB41NpLbLxM7qB7xVvpYNrhWSY6mNJMoCdDf8jrQANyHUy187vLw6kpHISSFZAMQIjFwisZreFZDj7YjcnK0CDOVeLoMgFAi0Kb5DseHk5R8VwdVnGwWqxqd9zLjsCJRgwJv6QbIKKqZ2sDAI7Vwc/V4upEDjBgGHCaKeKJH5ia/HPBUQ3oPvarFkz7VDH9RVz3C6tv192rkwIhWDA+EH9hGiLVZESS9YO8riBJGJWomZgILFa5HFagdGW93FGE98VIXBNdPHD/ZMNQiOYCcN3SUEgYvuzDvWJExD5tUadEoKNTQ3JJkA6HqHNVHej2kibNm2iSsEj5KatV8d1LgidYMCIwiCWjCvRUeUQGRsH2NULqeZGuWOiZBmw8Q+aLh7yADDmUvA0RH0wDjReWm8vITdeEAnBgPGDLzBEhxGn8FaFKgKsXLmy1HuQjJGN2H67/5DICN4LSeyFGPoeYT8S7YiMYCaMRyYmdRJ7PWUrhQ0C/Egasfs1SYtD0tyOLl26hEUusn+65xJD7zciJxgwEklaycs20kYpj8m9YQGnODmLc+bM0fMsEzii7VizZk0Yyb54vcldnRbWKjETYkEwYJyQqUK0F1SRagvpcbHXiF2yZInWYB0wYEDa/YhJC7BcM1oRPAGGBG04zRaxIZgJ4wRdJkRjXnaH8knVJwiwgqQeZdeuXTPuW6tWLTV8+HA1aNAgv7uBK66vW62IsBE7gpkwTthpQrQTVJEWQuykPMkYp8AoEgduABl9JBjx3EPdSChFidgSzIRxAhvFkWhEvxKGTQx/o0aN0u6L/Yv5mg9IBLFMxJ5gJixEqyfbftIovhj5HI2p45QpUzISDIPr4sWLcz0Mcyxk5UekE9yNIxJDMBPGCW4nRCPJhJS5TirisjfEzDPZJ++SuH87GL3c5GM6AN/tOGljU+nQxx2JI5gJ44QPEaINky0yBh2MbeilCBnFGJ1atWqlS8ggnEIyMTH0mDImT56s4+pdgpJ4GJ+JPpnlVJ4lSUgswUwYFwDD4jNCtu1l20wVFZBAgCz08tALFy7ULUuQEUy1Yfyzs+0l8ZKMxBPMCuPCPEETspFlS5AjhINsdVUM5mwGmFMtUUWkIhV7URixWVEgrwhmhXHBXjXaICEcAmENjAbZDpZGUcctAu4K1lVSldBHgFRogr4p/Yt94JgfyFuC2WFc0JeNpiGkqyCbWtJqWBrJwxWNLQ7FTG4r3DMImKExtcnYrrK0FXLsMiuT/T9tE2SP1Y4ZaQAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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E+7qXXUNS4DktdTa1865aZ8unP/6tc8F9XS819P3f7dkjSqd5eJWVS+I+flGxxuaSbmqRtR400N9Y7gq6XVLNT4imn3HNpKXdk3yg5KcmJFDt1PKKwRNYsXypRd/+CXET6FCakqC0qpYmEjL3gQvntb5+QUSNHxg709204eGEEbfhAcfHFF8c+//nPvzJ//vwCkDJIFkp5165dgfqFt4waz9gHZY2ICgLnwqPesmWL9OvXL9hm4STaG7gHtnU6eHBtRCTmzn/0wYfljREj5ZJLPi/DN2yUHQuekp1VmyX56ONSdsYZ4q6UbHMqIObW1ka3NEs0lZFUtk3a3LGCXEyyUbd2ajrlCDmaTkntzu2Sbk1J/4KkbIy0St+Jk6RkQH9Z/PLLMmrEyMiB+q4NBz+MoA0fKD75yU8+s2DBggEoHQpli/oV8IxBuLAv4C+DgIcMGSJr1qwJ9uM8htjBlwYJb9y4UUaMGBHsh2JurwvdUX60o9JdEEbXMYhYUJCQWDwREP6Wd6pl7p13yuTJp8h5X/6ylKxYIdv/8lfZ9tRTUjZ+HKYulIwjXiyYmzDmlojb1yIRKceGU9EJ9/9tuYwURSMIMZGca3fKta3v+Eky7sIL5fvf/167Tx6LmoI27DWMoA0fGL73ve990xHyWQsXLgyIE4R6xBFHBJXq4CuDmDFIiNlSaGlQBUMt09IASSPSAyob4XgkZq51zQ4s8LZBzLiuPauwPdb51Vdfk6XLlsu4cSfI6V+4RCoaGiTj1HSqriGYhxDUjrjqWDbT3l7BYGEsCMVDHEhi3Sapi8Rl6BEV0nvyadI6apTEKvrKXT+YF0SSdFgzpqANew0jaMMHgtmzZ5/pyPgbP/3pTztD52BrgGSxwJ5A6BoiOcrKyoLBQqhn1uDgoCAB8oPCPvLIIzvJXqtoEjRTvJmByIXp36Db1SuXyYrlS4I07QknTZQTJp4sA7I5ad6wSdp27ZRMba3kGlsk1paSnFPMSaf423bukrphg2XiBedLZuxo2RGNy7N/ekbWrn1S2psZo39uU2AZ9hpG0Ib9DqRxn3TSSX+47bbbIroaHWwM+NC0N7CG9XHUUUfJunXrAmINyom6NZUzVTG2QciI9ujfv/9u1gafAYJk5mF+oo4Ead7JgoRkM1l55eWX5KXnn5dkYVKOGDhAhg0bLhWVQ6SkMCGFyQJJw7FoTUtjJCs1jqjfrdoq6x97PBi8bI/PLgpsm0ikfWDTtckI2rDXMII27HeMGzdu4X333VcMlRwJ6jPHA4UMYoVCBoFC+WINIJMQKhqEy8QVWCFU0FwzqgOkjPMZbscOAOScTz0zugPAPoD7YgWuI3AKetuWd2RrdXXHoCNOCHRxUFQJQBnSJBJm3P0QecIBSY0WvLTBsJcwgjbsV9x11123rV+/fiwUMUPmYGWAcEHE5eXlnVEb27dvD0gb+3EuyBnEB5UNnkOEh7Z0GRsNkmYsNcPuQMzae9bkzIU+N4mZ93b6u91SEQmmzEIFPBxCYaUodsaiEkROd8xrSFWvLRiRdsJ37W764L5tw6EGI2jDfsOsWbNO79Onz9Qnn3wy+ExlC0LFoCAiMRDPjDXsDtR/ZlgdIzxw7vDhwwPLAwOIJEJN1CBZpIFzIBFAJ6DJWROxJmke04i0N7bzGZ3rdsYO1ixNmg885lT8jn3xXRoOTxhBG/YL/vM//zM5ZcqUP8yZMycCiwAgaTEtG6C3DD8Zalo7AiBkVLeDNw2FDWXN7EI9qwpJF9cGxfk76nT4JOwvJGyf8Pe07RNzmILGOUi0cb8A1u2TL9RwWMII2rBfMGHChN898sgjpYjUIAkyIxCArQGb49133w0IGGvOOwglDFsDFgWUNgYQobBRJxrkS3IFtKLGguOoeMdkFa2eScy8jt5zd5CPnMNAou6oKfJ0j744g0HBCNqwzzF37tx/c0T40cWLF+9W0AggmULtIikFaxbfTwUF8tsJFMQMTxphdCBrEDrskOrq6oDQQb44Vw8KwtYAOeukFir1MOWsfefuwFfTvuesgV8D7r2y06dP/9PefIcGA2AEbdinuOGGG/pOnjx5/re+9a1Ocib8bfjGIFSE1lHNwjdG1Maxxx4b1NzAAg8a/jQIGiobZA0C1HWg8Szci4ODuD/IGUTNcwjOUxiGfPaG3he2X5dGhQ2Dc1yHsb2HX5/BsBuMoA37FMcff/wzd999d6Kuru49YXEEVTQ8ZZAqBgN5DiwKKGuE4SEeGsWToIxByLA6EOUBOwRqm3HSWKCqQcw6MoPx0zwXx0nm2nvWa418Kll71noCW05qi2NIX3ftXrM/vmPD4QMjaMP7xrXXXuuEbclwR6KfcYR1AsgVKdgAiAoE6Q+gkeSgkOk7g+SQ5o2qdm+99ZaA5EG8sDowYIjPWODtIqyO1gaeRW8a0OVJOX8hPiPmGmDiCs/vavCP+/U5fogeSZ9p5WgbMGDAgOr99Z0bDg8YQRv2CtOmTeszcuTIhxxBndG3b98kwuEwIAi1e8UVVwRkiyw/hMfBwgBp47genCPxgTBBnu4+ge0B0gYhw3tmtiGIedCgQYF6ZkILCRHqmungmkh94gWJ8zrYH1C7JFYSro74IMlrJc1klL8VYWqPtdadDtW7+3VQ/AH9OQyHKIygDT3G1KlTi84666x1999/fznI0yc0kBasC5AsEk1AoDgGP5gDfky9xsJZuWFhgIRB7BgchHLG+dheu3YtSW+3QUfYISTIMFImfO+YcxrymO+P67kQ/fhp/QxN2LqT6JhcYPJ++hMYDhMYQRt6jHHjxj3y6KOPlkPpanLU5AVFDFUNQgWJcsAPoXUgW/rItB+glFHVDvYFlC6iNTA4iNA6EDjUdYev20mgIH58DlPN/BzmIXdlZWgVrI93ZhmqyQN0/DPrhPAesDkWL15c4X5pfGzWrFlP7du/gOFwgRG0oUeYMWPGkZWVlR9HVAXJlaREhcmwOWzDHwaJYyAQahpWxXHHHReUFmUVOg4Ygryxn8QMgsc+EDuIGyAh4v6ov9GVpeFvdwd7Ut4E39tPliHwKwF+unuXW91HI2jDXsEI2tAjjBgx4t6nn346olUzoEmas26DkEGkKCEK2wIkDNIFeUERw9LgZLAMp4OlgQX2CI4jtA7X0Upg8gmu17OtaHLWiljDzxj0Eaae9fuFdQZ8Z3QgaBc8dKhntB2dkutoTpw0aVLi5ZdfTr+vL95wWMII2tBtYGBwypQpZ0I965/4JCxGTICUYT0w7A1eMgiak7qCkEFosDlY4IikRg962LBhAQFjH2Kf9YAelDOeQYSpXq6xMIpE1/kIg/axNTGHFVTS98C7YsF7sONBRwS4d4l+9rOfvcptfmff/BUMhxOMoA3dxlFHHTVzxYoVEZAlB8Q0sA+kDLKCesYCYkT0BsPpcC3IGOdAZYM8GT/MkDwkeoC8kU3I6wCscU9aG36UBYkeCzoC3I+V8TBTODoP35f27ZB8ZB8GTdb4VYB3goWDbVo3aMOWLVs+J0bQhr2AEbSh2xg6dOgnFy1a1EnOmhyxDVUL0uUCwgJZQREjpVsX68dnqGiE3wGc2gp2CMgUKh3ErqNDaCXoeGfcB741iJAES4sF7QHJY5vq2SdnLjqpJp+toa8jGJqHToGdiX4nLG7/cfvrb2I4tGEEbeg2HNlUIgIDBEW7AuTEAUGQIOwILFTIIFoQl+8LQ2GyyD5JmHMJwhJB9AfvT6IDOWtrA8RMPxvWCBSyjiQB6F3r1G49wKejLwAdF70n9axjunUdaqSq4/3Qfryj60SKzj///OQTTzzRuo/+FIbDBEbQhm7hyiuvTJx66qkJDOCBeDjvn457hv1A5cx6zFCTGCwDtNrmPTRI0qxEpyvPce5CEicG40COI0eO7Exc4bl+ijmfq9Wxvx/WBMIB/TTufCTNe/PZ7Fzwrvy1QGsG506cOPFUt/mX9/VHMBx2MII2dAtOoQ5HbWYQoyZBescgJSahTJkyJTiGz8giJBFrewHXsfazjicOSxhBBwCVTHVMdQpC1VmFGn5hf96LsdgACRoDevwF4EdooO164FDfk1mHrKiH/RggxGd0VBzcxHPd58H79i9iOBxgBG3oFhwRVkBlavhkigG+lStXBuQ5YsSIgKBBiAQjNgASu58QwrWOr0aBJJInZ2QBabNqnY+wuh8EOhiWI8UaZI19+AyvHOdjm9mNeAaIGMqYtg3bhv0cmOR7wd4gkZPcO6yQ0vfz/RsOTxhBG7oFR9BD8mXl+YSILEAM8EHpgrSxD59BaCyipO0FgGtdtpNha7iGRA4yZe3nMFAp68E/2iUgdvjYUN1MnEEyCdboANiB4BjIlR0DCjchuUbfG+DgIMmYERw6PhvoIOpe7+f7NxyeMII2dAuOJCeFkbE/+KfTpbUHy6QV7vNnN/FTp7FArYKgeW+QPdPHObjH63kOyFAPCNJ+wJqdBavaQd3jXiBWhvrhmbgHBvfQptWrVwcx2Wwz35HPx73YdihwPl/73R3bVjjJ0GMYQRu6hUGDBv3jggUL3rPfH1DTg3uarGkZ6OgHTWC+Xwwgm5Dp5Lgv1CnuQ2sjn/rmfej/8pkYZIQ6xmfU8QCZgvDxHFa3w/Nge2CNyWyxDS+Z0CF+uAY+OtoD8offzlhrtoffiXu+/Vsz9Bj2H41hj5gxY8Zxo0aNOm758uXvsTT8kDRNukC+dGucB1Lzj3ENZQti5PlQuSBEEKt/LsDoDz2zNwcnNaninhzYgxUBhQ6w6BIXhPBB9cMS0R0LQ/MApnUztA5kj4FLHx0KPv/8WAZDHhhBG/aI0aNH3/fLX/4yNMrCh1awvrrmQmUJgvOvxQKVjEL9tA5gI+BcKGDOouI/nwNyJGOQP2OseQzQkRi0W7RdQuD5nJHFj5XGNpQzOg1YIugYUIlP+9N8FtCx3wja0GMYQRu6hFPPY8aPHz9p6dKlnRmEvjrWCtMPU9PnEfgMggNxasXNazE4x+mpAESD4NlU1D5Bk8RpReC+9Jt1vWZf/RNMXddt1fU3/HhqnA9yZmQHS6mG3Z/RLe6arBgMPYQRtKFLjBo16q4HH3yw86e8Rj4C1vvCkkU0cfqKHINziNrgeailAfKFogX0wCM/47ius4HPugxoWFv8QUbdyej28jgjPBiHDUImqcOr1ird/346CNoUtKHHMII25AXmGpwyZcpZL7zwwh5J2E+N9m0Nnh8WCUKAZDlDCpUn0r6hpnUEiB4MBFmCHKGeGaFB9RzWPq3A2VFo+8JP9fanvMLzMFgJvxmdBsIHUdjJv7/+RQGYgjbsDYygDXkxfPjwG1988cVomDokwkLd9DGfkEGIjMbwrQomghBQqSBbEKEOv9NEjWQXbW0w09G3KsJIk4OFTDjR5Op3OPSsQdAgZKzxDphzEdthKeR6YNF1On+L/TMYugkjaENeDBw48B8ff/zx3TIAibD4Z659H1bvY+adnsCVlgNjpbEP/i58XuyDgmbIHK+hwsa1HMwDWdPX9jsOXRWP+/Wgnl+ZTw/w8Th8c046ACsGbURq9546po4SqAXv649hOCxhBG3IC0eMQ1GNTkPH9vrRD36one/9hu0jkcHeQEgbP4P4sIbloWdT4bXYx2pxAFPH9Tk6qkOTpg6XI3HrGtfaQuHC2iEIv4NihtqHksYz/XfTUPdLvOegwbAHGEEb8gKk4lsXJDNNavpYWIRFPlWtz0M8MkuJQqXCqgD5MsNP359hblDOPI5rqJ612tflTLWvDGirhDYHE2382G6oZrYLih4kDX98TwOl6t1NQRt6DCNoQ144EmpySrFAFwPyrQydqaejPDQha1Ub5vXC7kCMM8gUC4gPpAiC9ivhse4yCJLeM8ia6du8t64LrdW0tjH0O9FC0fYIr2F9DrQL23guBgf9Yk/6Wf73YArasDcwgjbkhSO+t0aMGDEJGYS+itWgr6ynwfIH2bTqhj2gB9VAziReKFUQLjIJ9YCgfi6Oszg/rgF5Yu0PAmoFq9f62b5HzV8E2hqBasYzQMjwxDE5wOuvv/6eTku3U9P3dj8AACAASURBVD+vo+P52+inwdBNGEEb8sIpxp+dcsopk1AwiHPshc1MAnC/JjmtRBVRdRb5xyzeiNSA8gbBgwBZ9Q4kTlLX90I7sJDUcQ3jnjXxUtlzwE975ppE2T6qar8jor2BqbiwfdRRRwXV+ljLmtfr99TtUO1JvmenwbAHGEEb8mLRokU/+Nd//dc7nGqMaQtBe7q+mvb9XW0zaGKkRaHLdXaEo3XGPPvPICGDvHkNfGF9b99v5j0BPf2VtmZ0B8L2U5FTPaO9KJyEDgQDhWHqmfBTvjt+OZiCNvQYRtCGvHjggQcy999//6tHHnnkJBa6DyNln0jDiJKTq5JYARbDZ7IJUrwRtYHwOl3snmucR68bJMhiRT4hA9qDZpwy26GJ2J8g1idetAXPYWeCKbzYjnyx4XyGtnlMQRv2BkbQhi5RVVU1+5xzznn47bff7hyII7R/q+s585gecAMYdcHZUWBvgPzgJ1NBc0Zu7Pez81gwiendOinFT+3WFocmelohOlxQh9NplQ8bA89Ae9Bu2BwswpQPVP4hdosRtKHHMII2dIlrrrnmkd/97nfNFRUVRYj7JfJFL/g/7XWoGj/Tc0aJTs4IDhKDWkXkBsgXNoaudsfC+CRVKnr9DH8Q0PeG/fb56lm3G4B9wrkF0ZmgDX7xpTCEtcnBCNrQYxhBG/aI7du3L5gwYcKFKNivFbE/CBgWzcDjPjSBMQqEcwOSrFE0CQN0VMyIoKA9AnWbzwfXatoPsdOqWfvQPmBjDBgwIOgoYGtwqq2u1LPvg+v3NA/asDcwgjbsEevWrbvmrLPOuvCvf/3rbvupfH0y0tl4hJ+Y4g8eMkkEpUU5gzcVLPbxWcwg9Kvahd3fty78bb6D3+nQ50Y78GwofUagdIV8irpjvyWqGHoMI2jDHnHTTTetfvjhh1dXVlYeo22OrgYLfYLU2X2+euaAGi0HpHkj7Rux0IiggO/M7EGuwxBmaQC+leGraD+2m+oZ5Lx27drO49re0O+rnxv2vXREkhhBG3oMI2hDt1BdXX3PpEmTZr366qu7KWdfNXZlZ+htEjmVM20OHkPWHhJCENoGm0NbHWFkT/gK2t/nt0snk/BcbKOT4Ozee7I28j1ff3YEbR60occwgjZ0C1VVVd8fM2bMLJ9sfZKmZaBJ1FfWYenQVLSsp4EFan3w4MFBZAenriKJ62t1e/xIDE2+Ye3WUSckZ84ArjsPP7Y5n52h768/u+st1dvQYxhBG7qF2bNn1999992hA2phg3V+0SI/I1Dv16Fu2pMGUWKuPyaa6Elmw5RqviiSrjoGPzRQe+da4XdFyPng/Uowgjb0GEbQhm4jnU5nHeFE/YE1IixUbU/n+BEXum6zTg33CV+TeVef/cFI3bZ8ax3dodV4mFUSZrHo+ynf2/6tGXoM+4/G0G0kEon3sG7Yz3lfme4JJGrtbVO58p75rA3f0ujqmb6doff58K2NPXVI+bx39Sz7t2boMew/GkO3UVhYGMlHjAQ/+2o3LMLBjxvWBY/8eQd95IuY0Pf2P/vP9s8Lsz/y/Vrw39f/HPI8+7dm6DHsPxpDt6Er2QFdkbNvMeSzCPS1gO/3dlWUKMxXDnteGDH723wWOwgMTDKyxI/p9p/jh9mFtdPdw+YkNPQYRtCGbsORV0STtK5pkY8s9awl/oAet/2oC79es75fmN0QFu6nj/lLV+Azpk6dKr/61a+CQUrdpnyK2x+gDIERtKHHMII2dBvJZDKSb8AsjDT9BJGurs032JbPHgG0jRKm2vU1YeTstwcJMchc/MhHPpI9/vjjd/3617+u8J/fnbjvsO8llUq9t0i0wbAHGEEbug1UnesKLCkKdGVthNki+nNYLWl93L+Xr7oJnhMWk+1nEJaXl8vIkSNl9OjRuUGDBn2mrq7uOnfPCl3kyZ+Q1n8/jZAJBIygDT2GEbSh2wgjQQ0/msJXrf7gWdjxMISpVl3PWRdC8rfztZMhfFgQZ33mmWfKsccei8//dtNNNz1y7733fk3/Agizb3Rn4bfRf3Z0T1+ewRACI2hDt6H9Z38QTnu0PlH7RZU0tErWRfbzkR7nPeSaBI3PWLDN+Qq56HYxAQaDf4gOwedzzz1XJkyYgKJIV86cOfNnON8dq9OdQD717CtpP+qD+13bep7pYjjsYQRt6DZy7cwTCSNaQpOsui5Y+6SulSlULCInfCXsDx5qxUxC5vX+4CKmx+LsJ5WVlcF5nL0b69raWjnvvPPk7LPPljVr1lz9zW9+80e83h2v1RMR5LM0uiJr/T24DsEI2tBjGEEbeox8JOUjH5HzfD0LC2o9a3uC54GEdV0MPeCoS4CSfBkWx/OgpkeMGBEMAGof+a233grKiB5//PGyYcOGGTfccMMc3UZH7DVdqXn9LmFhfvr9sa+lpcUI2tBjGEEbug1Hbsjz3o1oNFn7oWgkxHxRGDgfKhdrrYD1Gtegkp22K0jWWq3r2VU4KSyOo9jSkCFDOi0R3hf7Lr74YhDnLf/93//9Tf9d3f0aQeogeFS1C/PLta3BfXm+t+59wQaDByNoQ0/wHkns+83cp2tq+HaGJjrMoIKJYkGEvnrGtSj7iWNUyx1+bufEsUwB53NoYeAalCsdPXp0sK3nQsS0WpdeeqmsXLnyv6ZOnXqH/04zZ848Z/PmzdehFvS4ceOCmbxhh6AONToUKHr9LG25hKEbMdIGQyiMoA3dBhS0/uyTrl77k7P6wD7M9YcppfhZr0GqsCB0LWZdNEnvAzi7NwAiRrH/MWPGBB0A7kWShpVy6qmn5pYtW3a5U84/CXtP12E8Mn/+/Bg6DpQ8hY9Nu4TzKeJZWOMzJ69lSdSweO89JcgYDGEwgjZ0G44Ud/utHpb+vKckEU1aIGc/NA7HQYRQzijOz+MkRJIfiZrkqe8NhTx27NhgTkMQNEgU90QSyoknnphdtWrVZ2644YZHwt5x9uzZn1qzZk1vtI2RHlhTLXPBs/AchOb95S9/CT6fdtppwRr+tv5OelLw32DQMII29AS57qpBPQAYFmZHq8L3hvEZU03B9+WzGImhSVyTNcD7Q/Ued9xxwUwsiArBAnLG2pFp29tvv/2J6dOnP52v3Y6Yr3/22Wc7o0A48MgQPa5xT/jYUNgdU1oFbUbHEvaLAbYIYqGzZkgbegAjaEO34Ygy0xVB++pZE6j/c58EDaIjieMz7IKamprdVLcmZj/LUCtTKOZRo0bJ8OHDA0Jm6B6WYcOGpTZs2DBlxowZL+d7v+uvv77cEfTJIGQQqlbN9Jz5XDwD27Bh0HZYKiB0qn4fxsuGvYERtKHbgMXBCIkwaDLuipj5GQvIk2QNpVxVVRUoVm2X6FA63yrhNq4/8sgj5ZhjjukkZfjNIO2KiormzZs3n3TLLbes6ur9nCL+wUMPPRThvIccmPRrfmDwEWoZz8AAIp4PxY6OxR8UZbs7iN5Y2tAjGEEbug2nSDM6GSRMTfuJKPkGCHEcYWxMNgERrl69ujMqQ9fK8AcgcQ0GGEG+WPr16xfEOp988snSv3//gJgdgda7pcoR6AJH+o6bb3n3PQ1RuPbaa0uGDh36Wc7iraNG9LvBx4aNUl9fH0xsC6At8LrRwfjZkPqdDYaewgja0G3A4ggrBRqmbMMGDH0VDRUKsoU9AOWMNQgQCwbpQIRO/QbqFMQLIgYhuza0uc6i2RHorpaWlq2pVKrarVc75btkxYoVL950002re/puI0eO/MXDDz8c58S0JGdN0Og0MCi4cuXKIHxv6dKlwTsh1hrqWcd9+4Rs4tmwNzCCNnQbjmTSvir0bQu937cH/EE9xBZj3+c+97nccccd1+LOb3adQL0jyF1uvdMtW92yxRHvBrd+a8OGDctmzpy5YV+/14wZM8Y1NDRc+MYbb3S201/QblgoGzduDDoOeOV4P6p5qGkdBx0W4WIw9BRG0IZuw5FMOl/J0a5Snn1y0moainzRokWZ6urq4d/97ne37Z+Wdw2nyn//v//7v0Ejdfo4oWO2t2zZEsRXL1u2LNgPdQ+yJjn70SaEFbMz7A2MoA3dhiOhFEgKyhcIsy34M5/kG5awoddYXnvttbgjwL+4U8Z80O902223/ejee+8dwhoefp1odi4I3YPCBlHDa0aUB47BgnGdy26/HnwPGvcqKCiwTBVDj2EEbegJUl0paD9zMCxMTkPX8Hj++edHX3bZZfPvueeeL+3H9u+GW2+99XOOdK/YsWPHeywNAu+DgkpvvvlmsB82BzxoZityUNOPXPF/NbjPRtCGHsMI2tATtCBagfBJV6vpfOpawyfuhQsXXv6lL33pT/Pnz79/f7/ILbfccq77RfCL5cuXB0QLRYxF14nGMnDgwCBiA/uQOYjOBDU5gAEDBgSJKv47haW3ZyyV0LAXMII2dBuOY5pYFpRJI5qQ/OQUIiz9W2/r7MAXXnjhvq985SvLf/jDHy7ZX+9xxx13fNMR7zcWL14cOeGEEwIChm2DqBIkm2CNWGi8JyJH3n777UAxI3Jj0aJFnQODzHLE57D4bI2CggIL4zD0GEbQhm7DEXQDIhgQBqfjhMNUNJCPjMM+E3V1dTFH0s9PnTr16Dlz5lTtbVsducauu+66E5ziH+/aO94R5Fi3Huk6mKFunYCtMWzYsEANY5APJI2ypthGqjnWCOlD+N9RRx0VnPvcc891th2hdUjrZgw39oHEfY+dcCSe3tt3MRy+MII2dBuOiOpZgMgn6LBKbjpSo6swM/9cR55Fy5cvX3H11VePu/322zfxvKuuumpAUVHRMHfucLcMdcp9mFsGuecOcG3p707p4z6XOtItvOyyy+IoWsT0bGT9od1Y8CuAURnYz7hnAESNdowfPz4gaqR045pNmzYFFgiA7wBk3FFfI7gG9+jbt28oOXd8R6n99GcxHMIwgjZ0G46EaqGeffXLOhpYwxog/JRnvS/sM9e4lyPosvLy8o3XX399Np1OR5qamiJOXQfKllNZ4Vl+ISPeR/vALBXKBQTNhaoXzwQRo5YHz8Ms39gHMscz+RxMn4VwO1o9vI+G/57ue2sVg6GHMII2dBtOMe4AYXFwz7czqJT9QTKeG7bfB+8H0luyZAlKd0ahdGE/6GpyehvgZLFUyVTITAfHwvRwrNHRkFiZPq4LIrEWB4mW58Hi4TRcfN98kS0a7nojaEOPYQRt6DYcKb3LSIZ8nnK+GbDDtlnUX1+vLQIQKLZRkAiKmaTKVHASLwgZn3EM7WNhfk6jhTX2wc5gG6n4dblTgL8Q9AAowMp7qPmBeh1h34H/HhpITd8nfwTDYQUjaEO34UiyCiFpfko3QTWplWe+iA7fAoDfSwLGftoXIETsAwnjOEuIshA/y4pSPXPWExIziJv1m6mCScwAt/kZx6mi9bkIt0M8NAo67Snm2bdtOgYSG/fl38JweMAI2tBtaIIOm3MQIDHqsF+dxJKvwBJVMT/jOAh6w4YNwbyAVMT0inEuPnPh7Cy4D8lYK2daICRjkjqBDoERHbBTEGoHzxtFkKDgV61aFUR0dPWLIZ9l09FxNe3rv4fh0IcRtKHbcOS1try8vDO0LN8AIAjQr+mcL4sQYK2LsLA8WBsrVqyQCRMmCGfZJgHTb8ZntInRFbgf9nPQksSLgT6QL6IuQLxYYz/IGGssOF8nqrBz6SobMoyYsQ8+tepAGt7/X8BwuMEI2tBtzJw5s2rBggWhBAzoKAzfoyWpA36ctB+Wp8GZu6GkUXIUJE3SA/GCcLEGyepYZuwD2YIkw0jXhyZg/jKg7dGTUqG8B56HOGmE3nWo/fpu38Rg6IARtKFHcCSLWsxxPU8goX1XECjOyYeuanNwm/fDfd555x354x//2KlM9USumlS19aCfoy0Y/Sw/HV2vfR89X5ZgmM+O5yAVnH65U/m1eb8MgyEPjKANPYIjxGZHOKWsRxFGTowr1jNuhw2k+dthMdIECBkKOWxgEvDLefr3h8LGOawl4tcN8a/x76OJPd878Tg7CwCdCKwX930YQRt6DCNoQ4/gSHeXI5xSkGWYF63JCSqaoXRhU2WFkfGevGqfzPdUA4P2BGwOzu7N8/PZKl3dJ9875As7BDBw6a7ftceHGAwejKANPUJjY+OmPn36DEUVt65inhnNQRWtCwrxHCKMsDV4PCxu2t/2wfsiwYTp6P51YdaKf889qWbfj+fAIr4D1IxOpVJv5W2kwZAHRtCGHsER9JtOQZ9OAtI1oH3y4mAiwGPwjxG+hipxmtyBsFrSBI9Rset9+VS3T7Y6zK+rZ+azOnyVjPeDOkYECsIA8U4YyMTAIOKmQczJZDLnvoM3v/CFLzzY3e/YYCCMoA09QnNz8+sgIZCTnvU6THFq5eyrYG0x8PqwhffRWX351HNXRB0Gf0AwXzswrdWQIUMCAgb5OlXclkgkWsvKyhodCdc6gt7hvoutbqlubW3d6H41rG1qalpdVVW1as6cOZZBaNhrGEEbeoSGhobFgwYNCrZ11ESYR0uCBpFTcTPJxC9Vqtc6OsP3rzE4yYE3Pkdfz23dIWjlrM9hvQ0dfsdEFp0ODmLGlFeOfNe6837vzvv95s2bn3nggQeMfA37FUbQhh5h48aNL59yyik5pyQjW7du7dyfz0dm6jf360lZNUHzM1O8eR6uh1UADxnHUfYTJA1rwY/E0B0APrOgEcgc90GoHj7jWhxD4grnImSHwZKiTBfHdShbijhs93mEW77mrv8a2nTRRRelnYre6RT0pvLy8jXummWuDQtnzZr1V3dPm0HF8L5hBG3oEebNm5eeO3fu5dOnT//xE088EaRAb9++PUgQYWy0D6roMDuDn0m2zAZkcSKQKVKtmeWHTEaAYX4gUfq/SAn/6Ec/GpyD7MNXXnklOA+EDeLFPeB/I+SOiStUzP4goLZWGHvNNmEb71xTU5Nw+wa4Ngxw95vozrsYxZo+/elPyxe/+MXGI444Yr079wFH8N9x35VVszP0GEbQhh7hyiuvTJxxxhlXL1u2LCDTiRMnBoSFrDmQH4gaC/aRBEHO2GaGn7YVAJI1CBC1PhhtQZULYBvXgVz96f3wGcdxb9yTtTeYaYhCTMwy1PYFoIsi6c+6M+G5tFyY3ch3RJsx6wo6E2Q6ooNw6xLXcYx1z/7W2LFjvzFz5swfuU7t/3wgfyTDIQMjaEOP4Mj5JUeSo0GcUJMgLRDi0KFDg20QFpNKoGJRmhPKFyQKotQETc8XIEGiED5ARU0POl+iCAcP8TzMHfjMM88EhAk7A50Gnk2/mbaI9s7D4Ns1bCfjqBm5AWWO94UFAuU+ZsyY91TZQ7tWrlwZHz9+/Nduu+22U6+55pqJ++2PYzjkYARt6Dbmzp071ZHNic8++2ygnhHRgAVRDiBFXYMZBM65/uBV+2nf2pPmNoiddTb0IJ2vavX1BFU3vGKQPCd+5QChLnrkh8yxA8BzWfIUSpj1pfFuWHco486i//S7YfWgc/j4xz++2/3xbFb/w7u4606+7rrr5s+ePftL+/PvZDh0YARt6DYcGd2AYkkgM6hhTLxKHxfkxrn+MICGc5heDTXph64BJEcSsV609cDjGmGp2ugE0C4/coM+M8gUBAyCBdGCdNFWrEnAWPAOWNBuLHw/TfA6vvoTn/iE3HfffYEfj+vpcePXAhYMbK5fvz74flwH8sVJkyZ99eWXX7ZJZA17hBG0oVuYNm1aHwDbfsYcAELCYB7KeG7evHk3vxbEyIFCRk2Q5Eh8XDQZ6mfRCwZxggCxH+SJe2NB07Bevnx5oOhBlIj8wBoqH9tYSM5+qVLtSZN4GdmB9oJoOQ8i1hx0xC8FHENs+OLFiwMfnudywTX4bvBc9/3EzjnnnH93t//RB/bHMxy0MII2dAuO3KboiVKBfMkpWlmDNBmNkS8ZhdDqmfcDqWEAbuPGjQHxYYYVEO3o0aM7CZiZfFj/4Q9/CGpHQxmDwPVMKn6sNcPqNJFyYJIEzFrS6BS4zfO44Fp0Augk0EHQY2eoILZxz9raWtakPkOMoA3dgBG0oVtwBDhGz9gN+H4uQMKi8mR6tp/8wev9AT+A54GAETqHAUgQMhNkXn/9dZk0aVJwnJmJJMNTTjklOH7eeecFRKrtBnzmPhbvJ/HyONckbSh+rrngOfS30QFgjV8OgwcPDiwW+u06jZy/HvC9uGcP3L9/LcOhAiNoQ7eQTCaHs/BRmHLOV6tCR2BoX5hJIPp6guF3p59+eqBKQaRQn6NGjQqIGhbK0qVLA0KkxcA4bBDua6+9tltYH84BoWLNkD+G7WnyxWMzmbYOgtUFntDZwJJpb1s67c53SyaL62s7E2PwLP+XgbZzuM89q2L//JUMhxqMoA3dgiOhASA/kg1JlGpSkzG8XdgLIMh8ZUZ95e0fw/0XLlwokydPDiwTEOpLL70UhO2BCGF5vPDCC53Pp9LFdfTCAXxGuwsK2iMukkmEyRU59d2ncxJaEjAWkjcJHbYJwvVaWpoDYs5kOADJ2V4yuylr3A8qGu/P74leO315d17lB/rHMxy0MII2dAuOYEr9gvkdP9d3S49mvDAAcgM06eqQN12Nzg+bwz4QI3xvxjLjc0fKdaCesY1n61RtbGMf2wri/NKXviR9+x4RbNPm0KoahN8+S0tr53HsKy/vLWVlpZ2fYangvoEF0obnZTuWXKeFgWcyPpwJNIwEIaqrqwfecssti11bF7kO4Xc333zzU9mezKtlOGxgBG3oFhz5xKmgAV1oCPtIzn44HAhQz6TtE7y2RXRyCrFmzZqA6KFsOQ8h065ha5C8NdGzTTinfeLWgs7BPRyjwqeFoYkdJJtIxGXRooWu7cg8jATXIZW8oAAdTzboKOit53KRzs6BXru+L8ja74Scuo+4NpzsFPzJxcXFX7/77rtzc+bM2eyU/9dmzpz5+Afw5zQcJDCCNnSJ6dOnDy4qKrpg1KhRY0E2iJrQBY9AXjqRxC/ij4X2g58yjZA3Kk6G3wFc4xwqYe6nb0wy5D6SIEgWVgbvgfsi9A2kjM4C2X4k96qqqt08aVoViAiJRmOydWu1bN5cFdgYaGNl5UBpampWncDf1DNJnnU9+I66zgffHc978cUXg3dD21y7Im4ZOm7cuIfdNYWmpg2EEbRhN3zve9+btWPHjq+UlZUVO8WacMoxAvJ67rnngvRpWA765zxIllEbmqx0zWfAV5H8+Q8wrpkKW6d167A+EnH7QF17pASIlskwfA6vBXAuPGwkoqAzwWBjuw0TD0gXz0bhOVa+Y2fiXj3wnGOxeOBNQ4FXVVUHpIzrYbHgPHjhfBaVPdunMyMBvhfagZhpPzvStTNx8803n+42n9s/f13DwQYjaEMnLr744till1567Q9/+MMYiANqGTNTI/EDiRhTpkwJIiiqq6uDn/mMrtBJKYAeRNQDgn41O27701iFXUvwORyQ47O4D6SIwT/eD4N6GDDkJLZoLwYKYVecdtrkQMmedNJJjjBfkfHjTwzStqG0WbejsnJQQMp475EjRwT3QY2RkpJCR/CljrQ3C5vH8qicScaPXglLW9ffS0fIYP/989c1HIwwgjZ04sQTTzxr586dMShlkAZTp998883O6Z1A2phd5Nhjj+2MkMBPdcxRiOgJ7VNr1ewvPO6TNuOaeUzbF5rUGfLHc6lceV8iGo0EpMzaGe3ty0hRUWHQ0Zx22mlByN6RRw6XdevWSXFxkWzdui1Q5FDEuFdra3v4XmNjsyPvJkf4u4L7oYMCEcdi7USMbTxDhxKGZUSGvTeAa526Xrb//sKGgw1G0AaNKEPMmPxBksLCbDioSQ6GsaYFCBvqkdl2KJCEc1maEwgjZ5+wfGuEylirbFopDF3Tadr+5LSRSLSTSDHQh84km21z7Wx1pHxkYFEMGzbcqeLl7lhjZ9ge7oX3ePvtNZ2RHTiXin3t2nUdyjkSqHS/c/Fjwv3sS3YurJDXUbq19aabblq9H/++hoMMRtCGTrz++ut/vuKKK4KMPdgCIF8mdOhF/1yHskTxekZwQAVikA22SGVlZWdoG9Q1FiZzACyiROXLED1cA6UO9a4TP7QyplrV01WR9Hw1DqItKcE0W0jnbu7ofBpl0aLng7YhLho+NWwbkj/aFtSfdqo5k223KwYM6B8ksjQ1oeY1BkmZxLL7YCHAQUwNTdZnnnmmnH322fiucu7eafe9vOs6vhv2/1/ZcDDBCNrQiQceeCCzYMGCHY48+qJ8Jn7G+zUnOIim601wwJBx0YhMYAQD62FAISKOGGCKNOpl0C8GUbJCHovr66mxuCYJ63kOAT+y42+KvD1MDooX7ezVqzToOLCvsbGpI4qkMWgH64XgGmwHxBvRJVEjgSKH5bG7N/63aBX9y4Dvyv1a8Q8bNmyXI+Szbrzxxjc+oD+v4SCEEbRhN7z44ot//8///M+P9+/ffwASQVAqE94sLAvGEjMsTYemkSB10gbAOGiqa5DvyJEjA3WOEpysfeHXuiAp6loe2g4heTMpxj9GJc2ZVWBptNfkaJXhw4e556QDawLQHVC7ym8OfGhAh9CtXLnyPaVMtbrXbQbBU0EzwkRbL+773DFv3jwjZ0OXMII27Aan6F52q4HTp08f2rdv3wuc8h138sknjznqqKPOWLhwYRwDiO3qs7Gz6BAJW6810XLBNbBDoKZB/H68tA8/qoPbVNCA9rHpi2vgXNgara0tnWnZS5cuCfYPHDjQtWdnoOxhb+BaWDNQ8Wgridhvp78gIgTqWHcsvpdOtY/j+GXinlW/z/94hkMORtCGUMycOXOTW/2An2fPnv0PH/vYx57AbCoY/OPAGQsUgYhYtMgvx0mFDeKjb62z7boiZ0BPkcX92k6gjaAzFXWySLtK/5uXnkwigmOL1NU1BOoWqp4heO21PtDppIL453a0196Ix9s9cpYw5fRWxZQGdgAABWhJREFUTBknAWPQlCVWmUFJewPfwfDhw3HOqv36BzQcEjCCNnQL11133e/uuOOO/zz99NO/XVRUVAglDTUMS+Cee+4JFCjC7zBAiDXJCuQHQgaBojLdkiVLggFAKFRNpIBP2FTF3Ca0xcF0bloqTDahgmUmX1NTY8d12WAOQZB6bS1rg7SfCwIGkaJ9UMVM0+YzWbifHQYjXnAM7w3C5qQA+F4QnohiT3pwEL476lu7dt31wfzlDAczjKAN3cZVV111p1vdefvtt/+DI5p/GT9+/Kd+//vfF5977rnyyiuvBGQMUsLUTyBIEB1IGeFsHDTEPqwRqsf6GnoBQOhQsyBD+te+z0vVzGgLPSEAiBKgX4xjIGjsb4/nLu5MB9fZflTC8KehoKnA6Z9j4UQAHPzUs7HojgXfAZS03wEh8WfYsGFLL7/8cssWNOwRRtCGHuPqq6/+nVtBUT/tSOenTz31VEBYILATTzwxGAREmB5UNZT2n//854AMoTKhMOH9ogg/AFKELUI7BKTM1G9dx2L32ObIbr40oCef9S0TfKbdwNhuWhIsuA9wPkXGJutJa/37ce0re+7HrC60c5CFefTRR8vxxx+PXx3PLlq06O8cQb/fP4PhMIARtGGv8e677z48bty4n9L7BRlNmjSpdeLEiQXr16+PVA4aJFiSjhyDWOiaXbK5arOsWrlSmhxB5uDxRtqJrT0jLybHHHNMZ6F9DjYyMsQvOtTuJ7fPK4g1SJhKF21C3RCqbB7DNivvhSXN6Pvvlv0nf5uAIIIEE7wz0s47IkEKkgXB+6xZuybonKjm0bZzzjnnfnfKi88999zPZs2aVXPppZd+YH8jw8ENI2jDXmP27Nn1Dz744KpLLrnkmKqqqogj4Ta3DP3sZz+7zRHRqYOHDLlo7LhxpzliPG7Hjh39GusbYlucok51lP0EkdXW1UlVdVVgj8C3xQAai/0zSgQLPnPgDcSJsD94vcOGDetU1JjqCrYCZl4BOcJaCasLEpZ27U9a21keFTOrdBRjikQjwWAhEnkQJtjY0JArKiluSxYU7HQ3edN1KKvKe5df6n4xFLLTgpVy1VVXff5A/p0MBy+MoA3vC5/5zGdGh+2fNm3aC271gt43Y8aMY4YNH/bp3r17f8Qp29G1NbsGJsBuO3cGShd2CIjx1FNP7aw8xwVp1qwWB+KDjcLC+FhwDggeVoKfTs1FV5UjCQMcGORs4rBgnDrPuHY1uHO2ug5mvXvWcvf8N5yyX1Wzq2bN1Kunvhv23nPmzDnn/PPPH+EIPIb2bN++PbXvvm3D4QYjaMMHho46E7d2LAFuvPHGQf369funkpKSsysqKk50RDikpbmlCJZBsVOffSsqJOaI8xhHvJgCq9ErTRp41UjD7t9f/v4Tn5A4Bu4i7Rl/ULzSMWg4wJFuEJXh/lfSqwT82+hIfadTxtVOlW9yxLzWKe0NTq2vc3jx1ltvrd2bd5w6deoxWLvOKOrIfVRlZWXRvvn2DIcjjKANBxQ333zzFmmPt+6Mub722mtLBgwYcFFxcfHHd2zfOaGsvOzIXr1KS1G/4o9PPx3EEjO2Ghg3dqyMHj1Gkh02RGlZWSadSjc1NDTsKkgUVMUSsXVO+S5pbGxcXFNT88I1117TuL/fy3VG8FWs8JHhfcEI2vChw3e+8x0Q6P0dS4Arr7wyMWrUqPPGjh372yeffDLChJFUKpUeMXLk/83msu/sqqt9a/PmzavmzZuXPnCtNxj2HYygDQcFOkj3dz/+8Y+3xePxoKg9Bv8qKyvfmTZt2g/2cLnBcFDCCNpwUKG5uXnepz71qW9gggAgk8k8e4CbZDDsN/x/7M+1zywo8tEAAAAASUVORK5CYII=</Swatch> </swatchLibrary> </Fixture>