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Terbly SL1000P (Terbly_SL1000P.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="SL1000P" ShortName="SL1000P" Company="Terbly" Version="30"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>7096d735-0e63-4650-935b-7a75abda5abb</Thumbnail> <History Date="27-05-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="02-11-15" Author="Nic Morris" Comment="Updated to latest spec in response to manufacturer request" Version="2" /> <History Date="14-04-16" Author="Nic Morris" Comment="Split autofocus into two separate 8bit controls in response to manufacturer request." Version="3" /> <History Date="20-04-16" Author="Nic Morris" Comment="Added colour index function and increased macro delay in response to manufacturer bug report." Version="4" /> <History Date="05-05-17" Author="Nic Morris" Comment="Changed All Blade Rot to locate and power on at 50% in response to customer bug report." Version="5" /> <History Date="11-05-17" Author="Nic Morris" Comment="Reverted blade rot to locate and power on at zero." Version="6" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added Atlabase ID's. Added channel counts to mode names." Version="7" /> <History Date="21-12-17" Author="Nic Morris" Comment="Added product thumbnail" Version="8" /> <History Date="30-12-17" Author="Nic Morris" Comment="Changed blades to two-point system in response to manufacturer request (documentation is incorrect)." Version="9" /> <History Date="02-01-18" Author="Nic Morris" Comment="Revised blade ID's in response to manufacturer calibration data." Version="10" /> <History Date="20-05-18" Author="Nic Morris" Comment="Created from Terbly GL-6" Version="11" /> <History Date="04-06-18" Author="Nic Morris" Comment="Removed prism rot 2 and revised prism functions in line with latest charts in response to manufacturer request." Version="12" /> <History Date="27-06-18" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches. Added Atlabase ID's." Version="13" /> <History Date="09-01-19" Author="Nic Morris" Comment="Created from Terbly GL10FX (note blade calibration has conflicting information)" Version="14" /> <History Date="09-01-19" Author="Nic Morris" Comment="Revised blade calibration in line with updated documentation from manufacturer." Version="15" /> <History Date="11-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="16" /> <History Date="28-01-19" Author="Nic Morris" Comment="Changed autofocus adj to default at 50% in response to manufacturer request." Version="17" /> <History Date="28-01-19" Author="Nic Morris" Comment="Created from Terbly GL10FX IP (identical except gobos and fixed colours - note page footers in manual currently say 'GL10FX Manual')" Version="18" /> <History Date="29-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="19" /> <History Date="15-05-19" Author="Nic Morris" Comment="Created from Terbly GL10P" Version="20" /> <History Date="17-05-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="21" /> <History Date="13-06-19" Author="Nic Morris" Comment="Created from Terbly GL8P IP (identical except fixed colour DMX ranges)" Version="22" /> <History Date="14-08-19" Author="Nic Morris" Comment="Created from Terbly GLX" Version="23" /> <History Date="15-08-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="24" /> <History Date="29-08-19" Author="Nic Morris" Comment="Revised gobo wheel 2 slot 7 swatch in line with latest documentation in response to manufacturer request." Version="25" /> <History Date="09-09-19" Author="Nic Morris" Comment="More changes to gobo swatches." Version="26" /> <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="27" /> <History Date="07-09-20" Author="Nic Morris" Comment="Created from Terbly GLX IP" Version="28" /> <History Date="09-09-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="29" /> <History Date="22-09-20" Author="Nic Morris" Comment="Changed fixed colour slot 5 from magenta to purple in line with latest version in response to manufacturer request." Version="30" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1693" /> </RDM> <AtlaBase TypeID="8a941127-349a-4bfc-832d-453d02fcee2c" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="32~32" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5140~9509" Colour="153,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,165,24" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="14392~18761" Colour="0,72,252" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="19018~23387" Colour="248,121,0" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="23644~28013" Colour="119,0,255" /> <Function ID="7" Name="HMG6" Display="'HMG6'" Dmx="28270~32639" Colour="254,230,248" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="255,255,255" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Col_Speed" Name="Col Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f5ad5f26-4401-4b7f-9e75-e0a28d1c9786</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9303586e-c053-446a-a755-6a602dc253c8</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8d3b1191-108c-4afb-8570-bef8a6ad977d</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43997b39-9623-49b3-a3ce-70ad5a1e74e5</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>49d213a7-b590-430a-bef4-3d2f76ab0dfb</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3ab6e0db-2076-4592-a280-47db516faac7</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>f4f6fa38-3e1a-4620-bc35-ba0569b5b71f</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f5ad5f26-4401-4b7f-9e75-e0a28d1c9786</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9303586e-c053-446a-a755-6a602dc253c8</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8d3b1191-108c-4afb-8570-bef8a6ad977d</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43997b39-9623-49b3-a3ce-70ad5a1e74e5</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>49d213a7-b590-430a-bef4-3d2f76ab0dfb</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3ab6e0db-2076-4592-a280-47db516faac7</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>f4f6fa38-3e1a-4620-bc35-ba0569b5b71f</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f5ad5f26-4401-4b7f-9e75-e0a28d1c9786</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43468208-39c8-46a4-9b2c-77ea3978de39</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8537b43b-20ad-44d9-a4ec-6c458c3bf8fb</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>260ffdde-902b-4ac6-95c1-4742f82590e0</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d7d16f8e-f734-49d7-ab14-ce5e36bb46fc</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b3e83610-d876-4fd8-b44a-0be907c39b16</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eabb24e7-5af1-42d4-b7e0-0770fd4baa40</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>808ebf03-d3b7-4bfd-9b39-7a028e65da78</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f5ad5f26-4401-4b7f-9e75-e0a28d1c9786</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="20046~23901" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>43468208-39c8-46a4-9b2c-77ea3978de39</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="24158~28013" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8537b43b-20ad-44d9-a4ec-6c458c3bf8fb</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="28270~32125" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>260ffdde-902b-4ac6-95c1-4742f82590e0</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="32382~36237" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d7d16f8e-f734-49d7-ab14-ce5e36bb46fc</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="36494~40349" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b3e83610-d876-4fd8-b44a-0be907c39b16</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="40606~44461" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eabb24e7-5af1-42d4-b7e0-0770fd4baa40</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="44718~48573" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>808ebf03-d3b7-4bfd-9b39-7a028e65da78</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Animation" Display="'No Animation'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Close Pulse" Display="'Close Pulse %.2f%%',0.00~100.00" Dmx="57311~49344" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',100.00~0.00" Dmx="65535~57568" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="4-Facet" Display="'4-Facet'" Dmx="64~95" /> <Function ID="3" Name="4-Facet Linear" Display="'4-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 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Light" Display="'Light'" Dmx="64~159" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Heavy" Display="'Heavy'" Dmx="160~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade BL" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade BR" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade TR" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade TL" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade LB" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade LT" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade RB" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade RT" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Spd" Name="Blade Spd" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="C/G Fixed" Display="'C/G Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="C/G Index" Display="'C/G Index'" Dmx="30~39" /> <Function ID="4" Name="Display Off" Display="'Display Off'" Dmx="40~42" /> <Function ID="5" Name="Display On" Display="'Display On'" Dmx="43~45" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="46~48" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="49~51" /> <Function ID="8" Name="Fan Silent" Display="'Fan Silent'" Dmx="52~54" /> <Function ID="9" Name="Fan Studio" Display="'Fan Studio'" Dmx="55~57" /> <Function ID="10" Name="Fan Mute" Display="'Fan Mute'" Dmx="58~60" /> <Function ID="11" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="61~63" /> <Function ID="12" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="64~66" /> <Function ID="13" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="67~69" /> <Function ID="14" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="70~72" /> <Function ID="15" Name="Gamma 2.8" Display="'Gamma 2.8'" Dmx="73~75" /> <Function ID="16" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="18" Name="Reset Col" Display="'Reset Col'" Dmx="88~90" /> <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="20" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="94~96" /> <Function ID="21" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="22" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="23" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="24" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="25" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="26" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="27" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="28" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> </Control> <Mode Name="Standard, 39 DMX" Channels="39"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="307f7b3f-f2c5-4992-974c-235a1d5102e7" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="28" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="11" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="12" Wheel="141" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="17" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="18" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="19" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="21" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="25" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="26" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="27" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="28" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_TR" ChannelOffset="30" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="31" Wheel="51" /> <Attribute ID="Blade_LT" ChannelOffset="32" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="33" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="35" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="36" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="37" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="38" Wheel="139" /> <Attribute ID="Control" ChannelOffset="39" Wheel="29" /> </Include> </Mode> <Mode Name="Basic, 37 DMX" Channels="37"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="1f961727-aada-47b3-b213-a3d528fa7500" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="6" Wheel="28" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="8" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="9" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="10" Wheel="141" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="12" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="13" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="14" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="16" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="17" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="19" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="22" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="24" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="25" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="26" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="27" Wheel="50" /> <Attribute ID="Blade_TR" ChannelOffset="28" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="29" Wheel="51" /> <Attribute ID="Blade_LT" ChannelOffset="30" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="31" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="32" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="34" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="35" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="36" Wheel="139" /> <Attribute ID="Control" ChannelOffset="37" Wheel="29" /> </Include> </Mode> <Mode Name="Extended, 60 DMX" Channels="60"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="cb2b73c1-854d-4479-91bc-964940b9a606" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="28" /> <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="14" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="15" Wheel="141" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16,17" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="18,19" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="20,21" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="22,23" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="24,25" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="26" Wheel="37" /> <Attribute ID="Col_Speed" ChannelOffset="27" Wheel="26" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="28" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="29,30" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="31,32" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="33" Wheel="52" /> <Attribute ID="Iris" ChannelOffset="34,35" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="36" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="37,38" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="39" Wheel="169" /> <Attribute ID="Blade_BL" ChannelOffset="40,41" Wheel="49" /> <Attribute ID="Blade_BR" ChannelOffset="42,43" Wheel="50" /> <Attribute ID="Blade_TR" ChannelOffset="44,45" Wheel="79" /> <Attribute ID="Blade_TL" ChannelOffset="46,47" Wheel="51" /> <Attribute ID="Blade_LT" ChannelOffset="48,49" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="50,51" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="52,53" Wheel="109" /> <Attribute ID="Blade_RT" ChannelOffset="54,55" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="56,57" Wheel="111" /> <Attribute ID="Blade_Spd" ChannelOffset="58" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="59" Wheel="139" /> <Attribute ID="Control" ChannelOffset="60" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:16" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:17" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col"> <Set Channel="Control:18" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:19" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:20" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:21" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:4" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:5" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:8" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Studio"> <Set Channel="Control:9" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Mute"> <Set Channel="Control:10" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.0"> <Set Channel="Control:11" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Control:12" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.4"> <Set Channel="Control:13" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.6"> <Set Channel="Control:14" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.8"> <Set Channel="Control:15" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> 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<Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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XfCiDpfJ7SBwS8iGcQy3WQXo9wMrz4XSUSFiffCgA8fDESGGTJABJR61kvrlYcJ/O0jpErlEnKMFkymSkianP2PgjnfRTpH/3oR9eWS3+YLJ6r9b5wq1vdqnrWs5614T5KDaup/61Jughw321o078C8fknAm50Flc7CTazXgvvLHjJS15yrt8TGz32sY+tA/gmTYyFYtEiYEU+cRM3xi2Vcg3rgxykA4Vw5OHuuFV6F1fHqnGbd7nLXWrBNsiLrEiIvIJ278UKIqGCPCvktd4DXv3qV9fZpQCeFpeXjboIEmjLqFn3tt/n5v2tNohxWeMJccM+K9ZnwRa2XtAXf5VALEQhWrY9aHEWcoW2xUrSsQTVsqimNF49ktsiYdh9J2qZYj3kURYSHyGR+Aq5kUkVgeuUldK6ZLQsGouIoJIDWSlX+9znPre2Yggo+9SVKhlhWRASyiC9SVSNykIJ8Vdb8sJld610V5ddwnYGnVaslWCz3Zwn2Rc1xMsSAmABd/7A9EBpICxjrIAMTJbH0gRYI0VqAiNXJIsrwQIKvHU9cH9EWBCr2WcCWfSYsWZUblKE1ysYIxuxlhWTTSoWi92QjMU45JBD6sH189yKIS2CQU4wLpIlCqvcVxbK0aXg5xu1lBA+TOweA6zYVdt2v+6yYAt3MwYUWZtAJhB/iFcCZntbT754hyyRNwgaQGq+mSsLja5Y7016CLBKCuDAdXIXXA2rx50J2sU95WBzf0hED0N+mSI34/0VxAX01H7WzURixXwe7lviISCX2bGUAeRCFBMDrMdEtiFbQzU1R4JMPS9TlUDuJa6Cx5Xdmn7QSLDZIQe7NP1sLMQeXXs5lLVJGR6NihvLwfUIwKOL1YBwadFKI4YyyMgj+BaY5wTzntyLn3NhIJtyf9HNwDrmjYQBv1MOrP4tJOMuuUINjtyuorgsM1qw1V9JHtquETTKWhaMBMGQeijB2jJIE6DNrQIXPhTKahITIcjAsuMuONN0WESbBXOCxiQb8CJQVwmoSYBliYJgLA3NS8Ad0BnB6sRuNlwsNyeIZm24prKQy/qRMaIRkats09lYUe8vvpO5Kv2wnBR/5A34exIQoq71kdwncj3taU+rnvSkJ9WuVKz41Kc+tQ7AudFYNNK3vUBbq06byNolrvpbEpohcJ8mjXDDM2CFBwBXcGaTmH2TTzE7+2fPQXczAH0ZJCJxTbnlkO6Ls8xycVC+qpoexTXlcR33J35CHio+K1JKAayN74N4RAeFjtUc4jGqO+KIp/yb62SZSBERFypHccsIJf7KrYOkgGWio8kiI9iXlUo+gmClWGpg81i0yep7r7b+tq5WbEQZChMKuYCQPZBgsGfizhPLs5WapglRdbKzf3JX17RIg7UQowm8Ax6krBARchMtiDWoedaFAIJyIHRyRVb5sJriMdkosAgyKF2qXGvZ4eo+uFHCrNYersi9xy44ENaDNWMpXbJV75lDIZ18ETBhEEw2GigbBhXO+9YImERNOiG06V8+T3To9sHnpPMFxI0aACRdA4AzuPOO/JtNBLvLoLsZiFyxRpwm0KVygkGZTpMCCJe561BSiuX4t771reuYQcsP6cAAR8DOEnFvgmmz02xnlbwnUM0F4jQyLtuDFXMhWJ72W80E4Zpj/woQs7CArJlYKh9Uf1vMhvz+DvKyRGUffx/a9C/hQFtiJLgfuv8FV57vtwaybTXYgcCddoLNzlts7sqbAzKbNokCwtwbyKgfshjlogxEID/kPffiigjqWTuuCsRLSEhZFweZgWa3uIgr9TpBPlcQsIjV/2WE4ibkU1Lx+rztWByHEBaYgHsWI3Kf/u3eJSllLdRk4Tr9ba00EajLJGWgoFrBQgWa2nXaJIq2RkoY2pbjM4l1S5g4PMbA9RI3w6H8vMvSgmmEmmzDUzpXV+98xBy5G0Ums078BTI8y8xycnElYjMul2szoAZEIMuCiXXESWY8NxZlF6/VqEfayIVYsZJuDW0wdCwrs1lB5BVD+j3/ZsG4affi/9wz+IpciNRW59Ozj+SsZxTJfcYgWNmX39Sn39Zk2FZ/ZDWHBveecVNi4T7Ew6Ht9QB3cGjD8vfyHXetJkSb/hWI+CrfLoB+xO3J+IAbokDvvfcp3UIGkeWKINlr9e4DC+E9SQQIw1J4bayp1OflKkEfyne+CUvi98VNpAxWFSllicDCuQcWMmqesq9cGskhI33Zy15Wf46w0l1L1coVUtCUQZpYIXeU8DyGtOWY4F1uUEgwkGCAQ5sSbLZ5yY5NvzEvyt7zEsoy4CFpiZEtGiBCJX0rzDK3Jy5ixn1QXa0gNVc3BO6LvKEGKWOU/YiFuEcq/Dzwt254w1OKGRHHRLerhMLspo4jA+uihacE+URnBbLSxJDfPQqcc5dXEqpc5a7FOdqBcnguTTKQCSZTHgKxV5eU5H6FOuFVerAjLsXmKbkFUzCc9IzrpsWnTRCEEwptDSC28jAVrMOVECe5Le/H1YDAXMofrcFMPOvGxXpYXCVLwVUa/Mgix+znQeWXIYpNEMJMJ2bKQLkeUoSgnXViAcojaXyP+0Ywg4RkskeKu/cjDge6tk0AGW5TBplXCHKYVEPWP3LRXSUmQH4epdzfrAU4hEsf9Z+cYO3LUOaEhz8UXBGCIYCCMomBiY84DfFCnPSBdThEfGfgWDXBfph6A5hrcKQDATgrNwasIIIoD0UpRjZLeY+UXpJQFtdZLpPBvbLkBFkBN4vHbYOsmqUZshV7k3s0kbQQNWGI9uX38zaiLpBZWOiBJ53g0iYEm9Q9CozJD10w46N9ONeIEM2MYcWaCrRcIOU8QNcyuwWj3su/zXjSBRhIFoR4OYRg7sVsFfCzprJOLlghXIzIsvm3zgzL28qtmpSNSChRzBYKRJsMt0X5jz3ByBwsc9427TOE2Blo6mL1O02dGF6r+N8HyU5fK3sgVir1rZCfAZfqZe41wdIsk2Zt3/UbY8GalE1z5fIysyH0rtzaIBggjHisdGt69VkswaeAHGloXiE9WIqGVEFaATVrxw2D3zEjmwaN69VfxmJEdYEWhGSIjXRiL8G+mBFZctcVHbBBLu6ZNYudcCQtgn2Tz99AXATrWsUNTRpYW2AuKWoTZAOeV4jQQyAhGboiKmF7nErj9uf4VLrUJj38s2kVURSZm6AEFAVfWZ34BCFkSAiVwyCRIgwcgdbDRLboRY8aY55dsV7iJ0Ki95YFuscyTiHGel9lpSA2EshUySPahJRQJCVel5exZMPIHkfbaOlB+jI4577iXkOo7VpFlAu6OZpiJyHFEPf4uMc9btCBEvH3aYMjdufBJZz6YE6wSTG2yZC1E6tEDZEVQzquKGIWtUYxDdfqw3JDARln9FgJpFmZsFgBv0sX4+K4TyQpCYYM7p2LZgH9be6WSk/HMvMlEkTc6O8C5BL4hxIuLosMt4S4K1ZJhWXKhdVSA2PpSpKaCE0Fbs+kL7j3uZs2Km6DzzF0y4cMGxFsUvcIQ1fNsAoeVn0TKUsLgsmClH7ECVR5Iig3ItVnvcrZpLfeAyc6hlu1rYD6mvTa/4mc3oMLQeCyhMLaCHqjxMR9RylHc6H/E2VZTVlrgFslzCIJtxrL30ogDncr7olVR9xO6c5KFb9Jwbees6lv3/PpA/fe1fOfg6WPtQUjUXMqCNatiM6BoRlkvpyfxQqwBgaU1CAWo4UhIzdrRjVpTixXXkQm9Lqi1UcWF7FQU32OUKpwHq6DJYjXs47Ipl1HsBsCphqgrNfvEHRNCP8vwTqTLKJqweWqDHCxkoC8llhqYk0Ea1LvuXJ1zy54xuLIIRCqqOnOuYay5tQW6cM4qWCyfb6ARerTdZqQB/pcArLIyPTDI5WsS1ZpYFigvEesCciRbzPZtuWkv0GQja4JCQqrxEoid5CRRdVJES7I56TFieUkDqxSKUYiC4vLouXrFdU5o3iOQHk8VD67JomiqXsiOna74Dn2JRSAVO6xK27uwXa45S+pRk+6Kb0ZPmRnHJDtRaxUpsz6vgy+2a3oShKgbylKy8RYp2hxQU7ZY2R+YiFWQrzVF5y6B+UgarXOBDFKKNvS8yCYFN3fBoMkiI9KgYyuXIyBUPQ6GliJ3GIJC7q6UcWAORCw7LNjCbn+LniWeRtRF8SQwo4F4AFeGsG2XeRdmjBmK/K8R0zqLv6JgcoXq7JiCBZFZgq7NmpaGfi+oJuFEa954GqEcZKGGCqyQhqX34vjkkkeUWMElswkQcy8tpiTSzuOzFX3rPJPKUBS2GWc5bYA3pMVtmIpwEKxjk2IU3Zz5EcEBoi6Te3eOfLP2AVVkDESRge2XQrB5l0HaeBYs+gNI09Ex4SSBtkB6bhGAy8eQipuik4jPWdlkAcZaF3iDYGvREGhW8erEpSfcxeCdg8zjkpmIYmU3HPbgCEVi8V9RptQQMwow0S63BUhlr/t70UNNlDqcfnu0j5XqQM2Le7oa8uh+PMCfTAxWdyJzrFcPcHKD8JyBMHEYYrW9B4uy+pupPHAqfesmNZlZKOwcxEePoLQbSxfY+WQ0r/FKN7D4Mv6SBUsjISBHBFndNOIEDsWmuRgBQTYsriIoQKK8SxlvjeXDJF18Z4lsQJisFxayAlWCqxIW9Yffb629QUgXGnqImmCbo8Jt0evCTY+Gu9BXvbpQ7mUqhRoBfMhKAqiiZxiIlaM+CgOs2pHbIF4CtCsE3dKEkASmZX1jb7n/aXe3ADX6Wcskboi94qAXDWrWfa5x2obOll+3wJ5ir6uhBBZZcCsK9kj1gJ0oU27KlurY/lcjr71jix6nqG3wbOK9vOJsA2CTXqiulS+bfvHIXuCluKhQD82eDN7qecGLawY0iAe0rBmpAJWTHyFeAgovhFII4a6oe4IcQzr6GLRWBHtzqQK7oRFyzeuk1XK9NxfrlsJzsVa0dYDJBZxXhmc52BV1FO5IxYur1bkqn6p4JduTq00OkyaoJDeJvjm4AXyfvyJsNXkFswgtPUWDWmVKd2rGMRDjOJv7ItqkMVeuRVj7XQ+IDJrxC1S5GWFLJzkAdlYQFlS7P1FpZaVIiz3IOiPnrOA2KSMt7hhpAz5QbDOwvq7bZ9Vdquzg9WMzyRzzWWKXGgtV0eV7dF9wT3L2rTJcA6JhOcysFNiDGoLtuWU71gumO1DKSEIkvMecAMlXY5UX5xjFqv5+RmVWUbHNbFg3Fq4Jy5QecfriZ++IgqLKH4iMxhMPWVcq2VsgmVEKw8gzReh0L9YQiTmHhELYbmXpr0fvL9CubKXuC8/JBXixN1S5nAPeQaJkHn4Ebv4tIEUIrnpgvdAwq4YbgFsiWBzb4vZhDHxF5RH6xkwMzrf4lEwn2tJ6mjRdkMdl7XRhgTeSBVlHOQTe9mS3ADLMAXIrBzXyN35/bhn5RObz3ErrEwTdD4gMs2MtUNgyUOT1oZI4h+JgaVwXUCGIFhoiKV71E2bZ6aC+64FvHrqmvYey8FyD13WFhi6Cj1h68lPvB1b5G4CwTUnmJiGSwzXy63J1KT3Pig3FZu/cVGETw/f7ERMAT03qmDNGrJkfleToFiMe42ef2gSGP1t1kAbNWGWNUK0pmNp9IlxgSxc34FW4D5zYTpcWrm/bNkh3LUdgOzYPXRBV8nQshF4BhIKFjeW7vVhcoKN3RqyKX4oM0luQtYWJZRo4Y2OAB9aUC0QV1AmV7CCLIJap3Zr1iD2yeAeEY/KT47gIpBQjCXjK4NmGVhYLQSjo5WLiD18D919NAmhTdBhS1KRyDTVRss2pXzv+9jhpw2semS0TfBsPAPx11D43EKJMZ0VkxIMucZsRQRNx9g1LRYxEPmMFC9xhx6QCwFi+3BE8O84Owg5BbFaWZDTPXKxCBpWwGCRN2KHwgCrIc5BRkQt99onaRBdJR99btBkErT7LC5ZZpegmcdF/k5eTvJ529yUsCDfQ6MJJJwxRPH8YqHymMPKJiXYvAr+kPehsOcEk7mJk6JdmXTBbcXmJsRT0oXtl4AAigC0KkA0m+Fym2IkwXm5uFSygazcfmmx1PUQFLm6ViCz13YAABZFSURBVOSI97hscaREY0jTHreKeLnIKjmILgv32qXcS2K67snk6koOSviMTWcNDMGkBOs7XWIoZGnimPyEDIJoHocBqxEEU/T20ON4Y69TmuFuI3gWkLvH2BQOzGSxWClBAMIJggMsH+1K3NKWLftbXJvkQbUAScaeTIxgrFdO6rx7wrPIn00OVYZYJ9oEvyc2HHpP4mHPdegJLCUmJVjZQboIBOX5Q6RtEQPzh8clyxBj3SMlWjwVMgDrxGLlxyWzen4v9iXTWdq3kIHLFnt472iODBio6LJwGfwp6ni5/iW7zasKPmcTkODJT35y63ty0RKcoS5OzEvTazqYdSgmJVjfQtsmlJ0CAa6pXAFkAMvZSVYIgom1xFnRYh0/twgjdsBBKKUn7yUDJJY2pfrcEfJyg+XiVtUCmS1hV4DetqnLvDAx8s16kSuILWZt64NT0eg6bAz5Bi6erRMiQnZ+pHRgzOnDCCbwWFgLk731xWBlgAxtMYkYp4SYqlzCrqyjPSiW4XODVPuwYogiq+QqI8YySDozxDKlMEr1V1AXz8WEYZG0NiO8wRUcz6t607EE7Dp+PS9JBMvvOdDjPCP3nC/KzYvbNLcmaYR2l58lXsJk6Pp5DqKvpKZtS4KmcWzBzxFMnrowwTyspg07cvTtf5WD749NRgK6LCz4yMVDr9FLHxkOohEOubQA0nArrFWgJLZBFlvFtk86H7T5yPYMzphZG+DaVB4sNBGzeUY+V5v4ySWRU8SakZxAxF/uuSlWBDpe25E0KgJDVwV5nmLX/LTcEiMOcvgDgqlAd+fXA9CluXShrYsg9qvIf86SyCbL1czUcpYtZhbpQUE7723nPhCxnH0Gn5xhEL23oN/g9h34mUMpiAaHTFw4yyeZYDX7Jl2OaAbgcmMQPYdwe7LQJncsRorNj0sgq2cx1I0rjOdJUBNGTLbvI9imO2rMAeKleIcl6dODcjQdchUwUCUBxSYlwZRZuLVIpXVGiLnEUGDmenAluVgUg6fnK9+bqwvIFItJxIlcXN/5QGORn0mp/BUTpa0th6ja1sEiZMiX13WB1c87bdsw4qzJk8OCTQKWwyDbZA0JWAUP3wMyyF2HODWB2yq3Q6K4NwG5aTvRSkOuEKvI8EgNTRuoKVJ3nVwW23tyaz6HGMn/x4rJQ0DeCFki/4yxekjds+kIPpOwrd1aL5ki/BCI88otENow5KSSGWoLduLQVw+BoJmViSxIHGJ2SY3L3WeAch7bS5ZgHcqVMtRvQXp5WJQ+NAF0xBneM9+/og/cmcFCJIVx1o1yPq/+MxZKRaWYqz4Z/V8mblOnBsvctCqcGxNPDklGWHF7ZgxZK+ke+nbIznDi5AQrQXvpazS0OINr5XK0pAhWPbSmYNIHpLwz5wZFMO79ZXhDglgPkQ7GKiGVWMk1pYubB2XdEVhL8oTP3NTx4HO0xUvizbYW7Rxqs7Jz8e4QeOZtR9k0YPkEGwIBdW7mWSJutU2wlOW4+oBMCs+IxL3RdGLb9GXDxGI9ysFgsXNLjgTi0CaBNHYH0rXbdEqH2Kvp6GSZ5pDWZxUDWteYM8PbThppQU0wypvAZW18wQBMoYQLjs36nEzSdZZCZldaRy48V7i54ZwcfrfsPCAS5y6IpBLW2mcQDy5y+FR0TzTVAa2yKo8rBJ8vzmHqAg+BuOWBFX0YcVobTp2wRXoof0nWQgo1yfYBZoNWmji6Zc7T7ReGhsKuxazrHaQHbpzgWm4HwGpZJVRuMWBCqGI0CbE5xJUSorbdEduA6ENWj8/wVdyKUhHRZxKCmfnWJ+p84MbIDMoyBEsK+BCxVdxByRf05kvXPcA8G2Q9+habbq4w+IJ8K8PLwrQ+rqa6L3ljiNxC97MtwFD4+7qEZaQjCve1kBgE0xg0eodpBEIavUm5+xAv0Ja0jZhRyBarn6nx4gPqOH/e5EJ8T9ckmUNmR8BsihMQMFY+e28uKVwf4oX19NWsllnl2yB5rd8xCfL7975LOFdxFAjAkpayqTC2dS+hKJ0fcdiG2OdjKLh6LnfousoMdbNZEOxTHS9shRmj+1NWJ0hlQvMlXYRNNybo1O2pSTBvJ0EM7cncGQsXhECOPJBn0om3pAOZprTav2VR5In8tIyxMUUTxGIGNwiIvPli1Dw7E3OZ1T5rKNwRzyFqKOgIOzS2jA1TEKZcfEKxLwvQnmNeGmsDyYNFHAqTTgWkPCpnIGpO5QQTrY7a5ZA1oDXFgVBiLw+g3Pzfg9V14PJwiKLKO3rPkc4VBx1wpwJJAmmQ1Vfinivfe1Qsop2Zu6CjiVmQDxkX0a+ij75NHZ8HMsW8ksDKm1AySt0g+WZ6iuGu0mqQEsr9JUwEUkVf6OEZSXqass4mIJcO3rwmOgK49B+C2UszzRombfROh2a32aOOp5ShXkaT4h6b+qzMfiZXScICWaTUjmLWkhRcfL3B8OAFuK6m9JhVIHGUdUOZowGKmiBrF9daSBRN0O2Q7yadnwmk6pETTAbs2ZWtNRbGljVfBfpyC4MSyGXSD+3rEsfpYh1Tjy1wPE75R94PZuuYubfSFIdFBwLiMMfhPpsKrQJ28YWL1QmrFsVhD4MSHdsN+bA6RLWRIFyXqMrFGhyX1+cQz/l7yEfIpJGxgsso/wxFWXpRSSjrjjLicttLpOlrZda5QaXvOtInhwoICWTIHvsdODb+kROMwNG9SrMHrJcYyKD6auEBsulDsjSsbQWL4jQraIMQM0eGU7Yki7dcHrLYxuoflpJLRb6h2U2+334AqcV23LdSEVeLgFTuRbo5h6KshyJ9XvAGFj8vCYkJm/Ydy+FziWOHdhobP++5ILlgg1iWE8yWNhz5Qqd9iCuY+IjJmHQrpWWSFmJo/mvL0Fg6cYfFGGQKvyPGK1teYjunOEjK70XLsoB07AOKQrwr76IVr5j5Fn0YdAMVFm9KV5uvfxQ/EkBzC83Nx9lNcb+SgK4T0IQcYq6oBvRBoVv8PMH2ATi04WzGDQRztky6KaZt4QOxuCg9SHrqY8tGMoOuBq7Q1RU3RMDvYkW4TjO6PJwgIJ5hLV3IS81WX0MW1nHeyoD3MmFY5NzVhsVjUVk6/2Zx3es8xMsP/DQhyzJYeZYQt1juulPCc4+NhvugGVP3ydjFKS04Ns4pgrIn/8hqohPX3KxAX+uJOCtWK3M/YijxA62sqcibQ7ZFArFJnI0/uEiWqy0b8v04jZZbIR2QQVi3WOWzKHKLl4Nl9TmRTu1TUsHl+n9bjEeYzt+nPOxAuShfcOsz9J0ZJImKNaFdMEaxxdVE5IIj8/+UBOM7KZGTbekkzRWPsSgRCzDfMke9XkoPQYQusEKx6w1JQszm6ouRaGS2fHJ5iEpYZBAEp8H1nYgxBmJDS+BcPm+AIi9Il1ywdJHdynR9/rZ7YLXyPvo4JKzLIuvF02TYdBxgDq4weugmBO5sVKzciGBOKk03RlWb9NxIMZKYSqAvlogPz3XqJdcvbt9Vi2e7OlwDMh2zmIWUrVqKRrzte6h+boBdVn6L1cgfrIKuT8H2hDN5A+JALRctMNB0um8OyU5MSvelBaertis+FHf17SJNv1Qob9pufUEcnZ92C013YmOGSQkGPpS4TGlJEJ/HFFJpMQPy2WCESx0y0MRFsogLafSUSQqGxkECeBvHucQ5ZJZYhc3yjlg9Mxe6yMXdxip0MDm7Wp9ZSITpa72xm5FJWW6sMhE22QmviWAWGSroLaUVgepvJlv5XK6usaomCuXc5pgZhriCfDVPFlFSMGa3ayBTWFzrYnVIIWqmLFx+dtFagPsKsgjoy71ic0gMJCF95FIHRq6m/UAmAM5scvLrJgRLD/EfyZUckf75uGXcBVhbSOTU7NZUOyQ0CsoVxQm15VmMXWDVSCRqbjoSDEy+veVQiJvILS4rlrhT9430YrhltiHpJomSkFISbbBNPmCt3U/fySriTfXgISHInDgCd8pvtjnrw9PlrJZJT2DLITvULSHljr3uS9B6FMdpNDaTG7OukrVheVy0JVbRyqMx3Zs5uNO8bspiiqdYOJZhyu0n4zQ3kDU3dbNCrGFsWqScw8YvPvtEW5M3wYc/vOkHjQRLD/CkdPOi0cljsRzKRQJZWpV4o+l0EIGw2SzAJdiyTOXiiD6wgJG6m8XIpuY5b0HcwFr1HCufEZ8LZSW0zQzphW8DETcWEdMNu07vIN90HeYOQhJhwxLJBW/FmaYfdKUbDsxeKsECske7yahd5q03OcRrXicRkAHqqhgrMRCAzWaXmqTKgk6EReuQ1mWytC6btCnjEHm5LsnCmE3elMsIuTLaslyUw313xWWsrAll4q5B7HhQ2w9aCZZu6jNppuq7GR/AzAHxjZIMC9AVT0jFZVPUb50EfYp2G9QjkZVlI5Vwx0OPF+4C60bRj4qFTJFl40Z9RvfdNuC0McV9EyG+NoGGSI5ok2UIwRIVDQhrgA/gStsP+3bX0fq4JgQDrkyA7+H1rWm0ZjIK3socQ/bgb4KWbHqaC8G5Y5nWkBPJhoCLV4FwSRa4TzFn07F7qhUqETS+tuOLTT6xX9thY6QV1m3E4oxF0dke2/kUEzM/vJZWDMxaNTTmn7voOmpYDEWhN3iK5AZogePnaiuD2Mo93JP7GLMNwhCQQmTQJcG4Vyo8+aatBUfNlU7Xtg8I1+yey9XwSwTr1dmROGSarqkVA7EVi6Ks44H3bawiVWd57Nwn5lD+WGQxiBZk8ZlYT1cnd8MtjdnIpA0E53KTYa7OGkd1Uj3zTS6UdEG6KU/DDWgSJMd0dVgsAb3N/b0Em1kxAtrOk9zSCFDUpeDaV4bs/6rFmeKtRilzolktEuD63diwlyWT3emXaktEhkBWWG6hoJgt6dDZ2rS9AndtounaaIJiud9dY3Id1We9YGigYePTG1dL1MXaILsUfCsK06CGwEDQv3RqIEXbhiljID4UtIuPrJRylfvW94GC3tTlIDaTaLTdJ7kidgoqQYx2L0sUUJtA99pvyAsHESwx9RvJigkMhh9VPyFkYvQyqTstbKh+pWVGrKNWqfQ0xTF1NDgu2CXrk2AIqoe4T+Qq90cVPwro2/QubrptS3Kt0NEDt8Y4FCeGvHBMqmTvSg3ykx49MxTiMsIid6BeOeQEjYAZjgQ6NuhUY/Z574J7kRGSS9Q/xU9t7cniOvddQsdpvklxDgF70xpGrlsSpJVnLeujM/DDB/S+aobBBEsf5LfJilH+jux98RJhjyyWySqcMeciSQR0athkxeocgz2Vup3XP8VTiCYrjKZIfwcRm7on6HBN31cDdY+lXIJQMty2rTTXAPfHhaEvHiv22LLFOXfDDqpZEnRj2ClaHW7omTkBNUULWrk2gytWmwoGX2LiYskIuQRcDYDlWtFAU+xETJbYlFqXBEDvmyaBFcHYjzqxdBTB0gP8d7JiTo1yGM9KN9Sid1mxRCsrd54eAlqUrlNtLiSJodt7D4XkBInjYIihiP26ymVmmjY1Cc5buZgABMa9/z3SJ4+Wq9P7/yiRbJ/0T5smdLeQLhniMot0qfiaGPOFrUNBtRdo+30xzap2AwLuUMZYal2SE+sQplhPMCeQah9jP/YX56qHpD/0+kQyR68299msMbg82SLXNM9hEFwRSyN20haEaGu9aw9yKZGVWyrpNBEOLKlJcCheZczn+cVFCm4kCyvBx7WNLglmt+ZFtUkB8jyI863FTgin5rdWWZoEIVaxByQ0MskRW1YuA+SIueWpuQmWHvzvkhXTzqPwtbp19xnIDxRtJCGIDt3oo4TWbYG0zgcx3pSJQBM0FZY7RdPurGFY8TZSmL2rsZ73DRZqGUh/+EuJZM4eft0i7zMlCKE0Ih2nXOcivV6UegG3zgQWbYHNQFrBLZeHW6mnxtmXK8ZexniRN1i4J2UWjxGk+jcGXUNoKrT9pP4y6w8XAW1LsZsbM/hT1fx01Uouoq9L0oLIQ/erXzKeNW/clWOq09acY2IVUnf/7hqD0q6/rKuWNxQSAYo9V0YWIaz27YXaBcVtjZOhdbG8yj70r3UAN9F8Ns1ITEKwmT6mEu1Q7cVPhZ8Qsi+qunZrBOlbnNsHLleWqbyjkC5WG5sI6PqQ8Wq1htD05tzsbWrYuGT3sXpXGyY7L3K2eYpDhHTSTXcy6QTwrLgei03tu1UeKjoPHBbB2mhSVEjPtwrogkwVKZ3oCzpcCahjj9lZEhwSvlO+ecmimPRA0lm9ki86Ll0XnfK9p4BGP4o910QxnwLarCUB3LDSU1M/V4DWJfEQewFS6WIt92FdERwvvPOYOuMQTEowSDf4g0QyG3etS5LpkrXNAFEz37VmEXC7aoRWD3HDbVCTjGVmhGGWa55zKJcA5LqBsZv6jScnGKx3krEYiuRad9paZeZB10Gd+tlivaMivQbDdbLH/9LIBUshGGQk0269rmIy0EJjwOll5IdF4zK99m3nJyGzBkWNkmJA7Tar3od/BjHXzssiFyyNYDAj2XXSP51ivq6ySxD86yRFMlld25HEQ+BwhCZ3p0gtGbA6yoryFfZxlZAt7jR1zFViqQSDWeCPZNo515VOFtBao46pBTnOxx4DUkjTUjOZosQCkcVoEoF1AjrX7lNmi21YOsFgJmE42FCQsq4U/4A2HRmd9h9lmqF6WZCn3B6ANbSim+WSNS5pP6558Kx0PXQqnasPa0IwmH2g/dPA2ZTVmvZ1USDPIS6zMENnxmGHHda6ejqHhbDlUceK7IrVoNVmnZBL4XqvKco/Y7BmBAvMapfaR/X2r4tWnxLIQS+zJKxLL9MImG8vHrDKnKBqTecUK5kmgJabXRctXM+DNScYzLow9JI5jMearJV2xjaBQm9ZGtW9LS6zr3xZ+KaDyUgF94vUKicCr+Es5n0XablZBCshGMw+8N1mmw5LrVZ7aHYDrBYiMag9aqvJ4zLfs9o6hzqlBSks2JS7V88JPfT7rLVLLLEyggVmLlP9Uhq20tVKTRC8E0U1H4rL4rxGHRVlnKzz1Dbr6wBuYu95euinxsoJBrOFJM48uX26Dq5WtLi3C0RUWxFEmWmdgr+2dvVNa5Ul9mFdEAxmD+SNiWj6ky1ntjxuzffC6IIdbIYcWbwC2CuCBzhg2cLpWKwbggVmD+iBiWjismdXK9jVZzODUtx+Q/eKWGusO4IFZg/s5olo161O2QthTfco2wxgqfiBQ7ZQWiXWLcECswd4o/8n2gZsFsQKrHuCBTKiObnBcWO7VOssRlsixFi2lT+oa8Pd9YjNhmCB2QPeLRHNIhNL5vaslnTszTqA2u0R6Tq8bR/69Y7NjmCB2QM/IBHtiemrbQx2n32d7CjCFcGReMRn3SdHNx3PsjlhsyVYYDYAhMV3JrLZ/UQftBXnNnlY6HjoNYQzcpw2rD57THkk3uaMzZ5gOWYDY/OsNyey2dNSkyPCIZtT5tdLzCamOr46hVQ2tP/0WvRmrQL/VQTLMRuwj86uxyTCOURyh9mFbJdK12XSNd+BRcOhKEmdte8AUtng61Pp/tZFQ/6y8V9LsBKzAf3g7KqRSHeG9MXe4Ntml8XDW82+atTvK1spz+g2dNTIybOvJ2bXCelvr7ytYlX4XxTCDWt5+QXZAAAAAElFTkSuQmCC</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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</Swatch> 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</Swatch> 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3xZ8yk8uoq2v3SS54v+9Of/jQNGzaMysrKGgbsZZoGhQzQpo+E7rjjjrHbtm174uDBgx5Exb0h0oCGNawtbJ09qK1oWWMfrGWAGddigavj9NNPp9zcXEJmYlNTUx9XSow3vNdD7R0BOlxRTmWVFbTpnXe8MLu0tDTKzsykjIwMSklNofjODupsbaPGplK2ppuoKxjxgb7Bcr50wQKqY4udYV06QK/TNEhkgDadcKHo/mc/+9n1Bw4c8P57lHoaXpEjBrG4OSABL+AsAO8DVidRpc9gYEODF6qXmpoacneMGDHCgzTfm/bu3etZ270Wuxc2Tb3llnowN4vnr0ZtacRHA/hx5eXcTrw3a4u4WfA7ObnXpZKTk0O33XYb5TGkW/j8lSutUJIpOhmgTSdcV1111R927NhRANeCC2P4kAFVcXOICwL7JGEFcrMH5Xq94Jz6+noPnnBxiAsFlvWECRNoyJAhBAu+rKwsCOpQQ7iDB+lYN808pu/9PAs9Jo4mTpxI1193g7dGW8XFxe3nnGOlOEzRyQBtOqH66le/ejPDeQFgC4tWIi9k0E+7Ltrb2z0wYxGFi/DQVrgs0mZdXZ0HzTFjxnjuCgj3h2U9fvx4Gj58uBeJUVlZifTs0EBkrzSc+0aNAPj5+Xk0f/58uuyyy7yPAPTyyy9TSUlJ43F4faZBLgO06YTpG9/4xozt27evwrbAVKxiWNKAqGQBQpLqLbDEb1jYfkWTtIvDBTXugYFIzGGYnZ3tARk+afFrQ3BPALDoAyCNjwPuJQOTEluNiBBY3gD79OnTaebMmd6AoHxsNm/eTM8//zxNnTq1fGDeqmkwyQBtOiGaPXt2AgNuHQMwFmAE6AR+AB+2AUtYuAAj9kHYr4GL/S6k/WCtwS5uEty3vLzcWzIzMz1fNNwd3szcKkIEfRCXCKx3wBzWNq4BnPPz870FUMcxXAuoo37ImjVrPLizzP9siloGaNMJEVuuLx06dChHp3GLuwL7ADWBrxxzY50FvAJzkVuKVLtKBLx6jWvhzsACwALG+GBIkozOPJQoEHG1SKaitI90cvixURa1tLTUe45giN/egXmzpsEkA7RpwPXlL3+5iOH1cRmkE8CJrxfbADNAKeF2GNyDOwJyrWhAFRarG83xwamw3geyWMka1OL6QLQHhA8HLGW0j8VNM5d+IkQPC6BcUlLiuUVwvrhkYGkzyN8f0TSZIpQB2jSguu66687fvn17kZ6uSsLpxKUAKxRWp/iExYLV+wXu4uZAW4CktOe6PASmkBsRomdc0da2+J0BbUkVxwJwY5HEF7mHZCliEWEfLPPx48ePG5g3bBpMMkCbBkzXX399WnFx8WqGbowGm4531r5fiexAWjasUERf4LecL4CUUDkNaZFbPEm7QkRyT/c6v7RyXC+DhQJt8U3rayRjEf5t+Kn5+OnH+n2aBr8M0KYBU0VFxfr6+vo0dyZusZDFeoZbQcLqBIKAolfoqK6eMrOzQrAEGOUcABG/AXKR3EOscZ3OHW7mFVf9RYRo37SsxR0CyxnPA0g3Nzfb/9ZMUcv+ozENiG644YZVBw8enCmDbG6mHyxjsYoBT8AZoIP1DAu0urrai5KoZeC1BwKUyDAWaAO8qHkB369fJIf2O2vXhnZv+BVc6g/Mfr/FvQEftm4b/eS1DRKaopYB2nTcdeutt/7T1q1bv62TRyDXJQBrE8CV4wAugAf4wqqGZQxIV7BFmpeX550HK1XKjQokdc0OSMcvu3CWuGu9ra1h6Zv2eUsMtERxyDH4qpECLv5pCH2De4b78PyAvnTToJAB2nRctXjx4rzdu3f/D2ArIIP8BvIk3A6QA5ARuQG4wXpGBAfaAKyzGdINDENEeegsP0kJ1x8BWOV+1er0YKBILGnxV+u2sC0ZjGLhY5G/CGQAEW4WdxBy6tSpVFNT88SAvHDToJIB2nRcxVDdsHfv3iTXJQC5URYy+AfIAdKwhgHprKwsz22ANcqDwuUhIXgibeWKJBnlw6I1/HzPrm8av2WAMVz5U/fesqSlpVUVFhbWH6t3ajp1ZIA2HTctXbr0Pzdu3Dheh9RpaTBK/Q1YyJJ2DVAL/GCdwoUAOAPWALT2F4t1q6Eprg3xQWvL1k/9pYv3l07uZ4nLMwWjOzZG9sZMpr4yQJuOi1asWHHNli1broVf2S2o71qu4lLAeTIlFWotA8ji4gCYYU3DrRD06YbakzhokdTbcJNRXMs5nDSMday2azG7VrQ8i/4QoM4Ha+sRvkbTKS4DtOmo9OCDD/5bbm7uJQzXZIZSFy+dvAT491VSfF/HOsu2hqTU2pDBPviiZR8yBAXWcHFgLdEWAkWp06EtXG09h4OzW2M63La7T9/bz02i08pRx4Ot6KyjecemU1cGaNMR65577nlr27ZtZwNIUkAIBYdGjx7tWbyLFy/2oAy/MVKg169fj8Ey7zyxgGWQT0dQwC0AKxoDg4jcwBqWOPzScG3ojECZb1AkHwK/VG4NUz93hQtiP7eGlp8FjfuImwbbiDrhdzH/aN+16dSUAdp0RFq6dOkNL7zwwtluerVsSyYdppUCsAEzlOFEXDNgC8gGq7yFBvgkEgLnwvIUqxkuDkwdBWs6GFPsXScwd6MtcI6OeYY0pF2ga4UDtd+5WmhXokzQd3w48CxTpkxBGdIJd999d+59991XfbTv3XRqyQBtOlItkcldXXABVmLFbt++3ZuhBNAUyxJWMSxhwBqS6acEtgI3tAuIi4sDUR06ckNgru+v63foRare6aJMIr8BTO2K8bOm9UAg7olnk7Zh8WONvyIAa3yQCgoK/hfe2TF586ZTRgZo0xGJgTTRb79rfeooCom2kKQUWUv4mkBUhaeFXBziutBZfwJxEa4RC9t1a7iV6LSkOp6fb9kPyvqZ5Ln0VF3yHLD+YfXDsuaPzOfJAG2KUgZoU9TiP9en7Nu3z/tvJ5yfVmcIwueMBe4QmZFbrGgAWsPUhSjgjOgNCatzk0bkXpCbMSjtSV1nfa4raVtgDYkfW4Ar17u1PDTUpZgTFkyppZJeRh7VSzedkjJAm6IWg3D+/v37P5C2LRJASWlOrGENi88YFqUueO/nkhDhGrg4xLUhMdFu6J64GvxAL/d0geonDdtwrg2/Gh7SH5nqCu4NhAP2BIs+8Tr9SN+36dSVAdoUtWpqas6EtSrWouvbFWBJ3WRtTUtJUVjU2AeIwUL282NrP68LXFfaetZtiF/b9TtDbiKKe8wvvE4v4rLBxwe/EWUCHzuE6A2BdrAqX4wNFJqilQHaFLUY0JPcqnRuVh8WgbP4dwXc2Aag4Z8FyGSw0U/i5xW3g5vODcFyFv80pN0R+CAELdh+rWe/kDnZ1nHbGsyIUpG/EDBIKPfTlfMgiSpJSUmZwT/XRv3CTaesDNCmqMXAGR3umCSaSOEjSNfhELDjOPzPsD79rGd1r9A+ndIt94IEwG59DdxDD+Tp61wY+6V16yQb7bbR1e4gqfkhg5b4i0CiOiDpAwN6ChmgTVHIAG2KWgykHP3bzQx0w99cOAvIxEftFykRvE+fOGbXtaHD+fS1MjCIe4nvWffD7TsksNV/Gei/EPqTABjuDdwLYYWI/5b3omaJGfWhjZlMSgZoU9RiGKXo3xqqfgNrLvwAT5m12y9FWtrRMc96IE7OlQE4fa22tGXQ0P2A6Hvo9vpLYHGf1429lsFLWPzIlnT95sF3kh+2UZPJRwZoU9RiCCW4bgI3csKFogBW1nABJAVnRYHcmhYS4ib3cKM2JIlFV6aTPsjAoI78cK91f/t9WOTacBY+JLHX8pcBBgrhW/ermGeANkUrA7QpKn3nO98ZJlB1Bwhlnwtn8efKRKtYpBiSWLnSjs76E4nlrWGJ63Tat1wvHwD3WCSuCt1/LR1/7UrcG+JzR3akds3o63nJjagTJlNQBmhTVEpLS5umS336JZe4EmhK0ge2AVhYwPARS6lRAawOY9OJJhqcGsCu/1vXf3YHB131F2qnpZ9T/8Uglr5Eb1RUVHjn+MVj87Nl9/uiTCZHBmhTVGJYTpayoX5y3R6yLf5mQEwgClcAFg1kOSZyLWcIcPZzX4gLRYfV6T65/QwXVucnv4+QHgDEdXBvSPEo14IO9i3Tt3GTKYwM0KaoxJA5HXB0C9m7AHMjJ8QKlllGJPMPUBMLWlek0/DUvmgcE+tZ7xMfsHaZRCs/YLtWutsvidHGfcW9ofss1wVD9tKOqGOmU1YGaFNUYtCcDkBKxpwrPwtUJ6jIxKpwbUiFO7GgJU1aQ1DgLfsk6QPSIBYXihyLVn4Dh34uFOmrzp7EvfGXAMqiSjvarw4F/4Lwf2kmUxgZoE1RqbKy8iysww2cueF12rqFAC5Y0ACzuCokBdytOKcTTASGrvUs9xGYf5g/PJw+zLXhWtDSP/Gr4y8B+djgHPQTGZKoIyIfJt6fdESdM52yMkCbItZ3v/vdgi1btozVIWn9xTHLn/mS9AEQSxo4LGiJYcZx1Hp2BXjr5BQ34kMkYNcp3tGA2g/Oflaz/ljoMECsAWMdtw0B2OJzD7qE+sYKmkwfIgO0KWIxZB7B9FV+4XWQGwnhZhDKPrgyZCAPkup0boq3Bq2kU4sc326fWhz9RWO48c7hBgj1ff2eVbs3ZJorLfRn27Zt3mwyUjgq1m9mAJOpHxmgTRGrvr7+M2IRhhtI8wOeTp8WQOtz4JPWA4G6toWc41etTtrTkRR+YX9+ySYupMM9j7ut/3KQY6gpgr8ItEpLS6m4uNibUQbwnjZtGi1atAjvIY77e2SOctMpJwO0KWIxaFIla84vow5WMYoficT/rBNVJA0b+2UAUKxnsUgBO9f37Df4J21r61nLBfOHHXPdGO7i59LBvVEcyY0cwbtAyB3ionEe3guWwsLCoXy4vJ/XbDKFZIA2Razk5ORqtmpTdZU3ARZAhZm7ZXoqyLVQ5S98DWi3XrNEd4iVLVmBItf61fU23HP6U38x0m6khl5cob+YgVy3i6WgoIAmTpzozXK+du1a7xl27dqF50G6twHaFJEM0KaIlZqaup4BM9ov6w4gHT58eJ+CQwJKDXRIBs3E96ynlYK7QPurXTi6IHYTQiCd3OIH6/5+S3t6Wiu3D9JnfBxgJbu+cdwfYYiA8yc+8QmaN2+e9yECyHm/1eMwRSwDtClisVX7FMPpS37HACW/2s6Qtp4lW1B+a/jJBLJyTE+H5Wcha5+0C9loXBuy3+2Pa0ULvCUxBf1FeJ3rFxeJDx3vReZk5H19SrWaTP3JAG2KWOvWrXsOsEFSRqTyi5oAuCTrTwT4wV0gVevEL91fsoiGczgou35jv0FMN1NRoCwfBz2Lt3w0pI6IOzio+yiJN/oZ+bmsHocpYhmgTRFr48aNHZdeemlXaWlpnJ+bI1zssU7hlqQUKZgk10lNDpEOu/OLtfarFucO5OlBynBWsxsyqF0bGsyyDejCnwzrGdEZOvbabXvGjBkhH7tyv2T0+5JNJiUDtCkqseXYxTAKJVz4hb1p6X3iG5a6G3Kt1OXQrg3XfyxWsvirXflB3I2j1m4V97jsdwEtg5AScSJ+cljO8oHRkNd+c53ZqNwjVjDJFLEM0KaoxIDuYyaHs041YP0SQ/R0Urq+NPaL1ekC1k391vdx5ZdE4/qrXQtduzbkfrJIirpYz265U7/3kJ6e3qc/wQHTdDKZIpQB2hSVGFYx4RI7IL8sQxdcGs5+M6e4cwFqy1YG3mS/n5tC7ulax37n6XZcl4a2nuUaCQPUH4tw78Ltf/C9GaBNEcsAbYpKbEH3G2Dcn4tDpFO/3XkHYaWGSwiRAUQ3KSSSJBW/QUR3AC8cnLGNbEes4SvXffZzxbhtO4OYVnLUFLEM0KaoBP+z63MNc15o7UZOyCJQlN+wjqU4kpsE4+4LNyDpF3Ynknv5hfi5gHbdG7hGXBtuXz7svrrP/IwGaFPEMkCbolXUBX/8YpixyMwsAk1YqTriAxILVvzS0saH3c+Fp55KSytctIYGtMwGA/eG25bfAKGfFa0iSqwmtCliGfpLZo8AAB+ASURBVKBNEQvV2M4999x+zwkHY31cRzrIbwAYIWxu1IbU/tAxyx8mbc1qa90vDE8D2g/OQas35HsW94z4oN3BSv18ui/qvES3vyZTOBmgTRHr5ptvznnjjTe8bQ0+LQ0oN4JDnwOJq0FSo8XHLOAUP7Cb8BFu8M+9hxtl4RZ58gO0dnGIawPbcG9AYk2Hu6e76HsEz7Gi/aaIZYA2RayUlJQCN+sunPwiHPQ1+jgADEBrgEp1PIna0O4JF7zhBgDdfW5ySzj/s15wf4nakAgTbT33Nyjq9374egO0KWIZoE0Ri4E1TIeXhZNfVIOWtjABPaSPu75nSaEWq1radf3I7iSt4e4p1+u1Tkhx4ayfQQYG/QYw3ft92Lvh5zQXhyliGaBNEYvhkwV4YfZqDOgBWJL150ZtyKCY7HOtTXE5wHJGW/p6ABHWs+x3q8q5PmUX0q4P2pWf9ezCGYvMPi5uFvyWgU1IKvDpZ+rPDx2UAdoUsQzQpojFoMkEUDF/ICZDlT/3ZW5BHb6mIe2XyCHWM6q86agImT5KCirp/dqX61rS4UL/wiWluG267UsbUl0PWYH6PO3qcPsQ7v5BcL8/yaLJ9CEyQJsiFgM1IycnJ1SgXmpTANpiaUL9+Z91HQ2AXgYAZYFrA+3AenYtXA1VV240hXt/DXTXInd/y7PJLC5z586lPXv2hKbd0vHUbl/8fNDy0Qi6a+x/c6aIZf+xmCIWAylFW5bYRmadnpE7XMSGuw1Y4TodCSLREjLjSjiQQi6Q/QYfw4W6+bUrx/VHBNuY9BVzCRYWFkq50D7ulUgg7bwT+9+cKWLZfyymiMWwSZFqbpBYmShaL2nazvlh/bGwkAF3sVKxX2bGhmvDzzfsRmHotU9fP7AOt7jXaPfFNddc033w4MG/87OeL/3yiygRuR8I+QApV08cmUwRygBtikaeqewODPqV/xSFi2rQ/mUsGHyDL1vmIgw3eCfHwoW5+fmcZe1CWV+v3TNyzuTJkzHH4s8DgcBoSVARC9q1un18zX1+q3sZoE0RywBtilgMmGSARoruY4BPh6eFs2ZFLiQ15GBNuwDUM5r4wTXc/cK5N3QUCCRRKPg4yEzi4rLAh+Laa68NLFmy5Ob77rvvT27f3FA8F8gayo77xQBtilgGaFPEYtAkiY9W182QYkZ+adj9hboJ5CQRBG0KmOUjIANzrp/Zzxet2/ZbS5uAL/qOtiWkz/WPn3322Rj8fIDv3fXAAw/ECpw1pPUgptzHBbaPJR11LRPTqSsDtCkaeU5mgahbm1nLLy5aw0pbogCkWK6u1ayiH/oko+haGfpesIrlfHFLYL97rq63IQOS0lckzlx33XVVixYtujfYboy05VrSMmO5a52Hm7IrRs1GYzJ9mAzQpojFQIoXYGJAD7NUS5Ejsaz90pz9XBECOJmZRCZj1ddoy1mDXu6lPxA6mkLfT6xbOa6zBuVcbeVnZmZiYJCqqqquVH2JkbogkLhCBMJuJImc4+cjj+3PYW8yOTJAm6JRHCAF37Oelgqx0fv27QsN8Gn5uThcUErUhPZN6/A7sVJ1e67l7Bc9IRa5tK+tafk4yIdB3B+nn346jRo16j+WLFnyCtqbPXt2wiWXXHKenlVFuzb8wvvE0g4D7P5zwU0mJQO0KWIxdOLdqZ4ANsQK79+/39dqDJcs4hbDF5gK4CC/2VWkHT/OaTgKgCFYvxI1oj8M2Cf3FjhfddVVr9xxxx3fkjYvvfTSF379619numnkbj+0T9ovPlrB3QBtilgGaFPEYrDFurHIAiSxcv2iGfRvve26B3TlOihc+nW4bYGwgF7itMVnLPcSHzUyIKW2xpQpU+jrX//6zhtvvPEiBrR3fMWKFbe+/vrrF0rctwa8a/HrgcgzzjjDt7CSGc+maGWANkWjeF0sCBK/sfYHi7SF6UZg+PlsXZ+z9jeHg7P81j5mbb26Vr0cQxajgPu8886jz33uc+sYzhd3B78Gd99995TDhw8/8t5774Wul/6JBe4XxTF9+nQaOXKk56N3Lf1gn4zSpohlgDZFLG3N6n3iQtCTqbpyB9LcP/81XGXwTbblerc9vRZgitUs12t/sP6YIKQP0SOf+cxn4Gf+8eLFi7/Ni3ccA3lFRUXr1qxZE6tdOgJjGTB0/dDDhg2DS4R27dr1gVBA9YEwQJsilgHaFLEYVl2u1QvB1yulOV3pQT0RgDlkyBCqqanpYzHLIKOf1ex3X9kvx3SKtljVcm+BPxZYzwD0tdde25Odnf0vd9xxxy91n5ctW/b7p556Kk9ArEHrVzcaCwZOP//5z3tV77Qf3XVxGKBN0cgAbYpYPb3ytnWUhURDaHeGG1Xh6ktf+hL94he/oMrKSl+3h9810l643+J39gt9E2DOmDGDPvvZzzbz72eam5uL7rrrroO6ve9973vXv/baa59HxT7tyoC031kvuBcs8QkTJnwgJFD3MXh+/+mWJpOSAdoUjbpd+EJwFeiZT/xArYX9sGAvu+wyYkvVK7bkx61w14plrEt/9ieZquriiy+mc8455/8WFhb+a7frqyEPziMrKip+sWPHjj4Dgn6+Zt1f1OyAHxv3ETeP6+JQ+wzQpohlgDZFLMBFsue0YEHriA3XHeFGbMg5BQUFdMUVV3iQFveInO8XP62h7DcIqM/XPun8/Hz653/+57bExMQvL1my5A933nmn7/O1tLS8/txzz8VrF4aeRNZPeXl59IUvfKFPJT+/OGj1XgzQpohlgDZFLAbgBwxAQFGyAcMZhxrOrv/4tNNOo/nz59MLL7zgm/Qh0haswFggLO4L7WcGmGGls2XbPWfOnN+XlZVd+8gjj7SGe7aVK1f+iuE8Bn8N6FA6bUG7z432P/e5z1FWVlafj4T0QZ7xw9w2JlM4GaBNEYsh5f39rq1iLAJoF6zhXBxaACAD1PNFb9myJXSdXrtWtV6kcFN2drZnzcIPzBZzJ1vLxXz90xs3brz/jjvuCPTXh3vvvfey9evXf7W6ujo0EOhW6XPhivteeOGFXlidfma3v67wR0i/L8RkUjJAmyIWw6XdLSsKCGm/a/C8Psdln1+iCgQYLliwwAN9VVVV6LikX8N9AAijiBHmQkS9DN7u4u12Xhr4WCWfU8zXv9HU1PSHoqKi7ZE+U2FhYU5zc/PTmzZt6uPO0BEb6vlDfYPf+YILLgi5e9y/EvxKbgRBb4A2RSwDtCliMVy8lDrXUpZsPVeuBek3oKct8VtuuQXhalVbt279Ph9q530BbreT1/X8u5YBXBMIBA6vXLmy9lg9E/f99d/+9rdJflZzOOsZLo3LL7/cC61zozYEzhJNoiM9gm12HKu+mwa/DNCmiCWAVr+9tR7gc4/3lwGoz8H64MGDdOaZZw5la7hyyZIl/33MH8DRsmXL/vfzzz8/BancbmyzDqnTgiV/5ZVX0tChQz/wHLJGiB6SVtzjQXdQn3doMvUnA7QpYjG0mvzcF2J9ugoXiRFOgOPbb78NSP9nYWHhG2wp7zlGXf+AioqKLnjzzTcXHzp0qE+0hh+ctZV87rnnen5n/fHRHxm4aFCGFQX/pViTJM8E12EHKk0mVwZoU8RiuNT7RSLABw346HKj4axpv4FD7dtFWzt27IifM2fOxsWLF4949NFH+x3gOxJdf/31aXl5ec9v2LDBtz60fkYN6YkTJyLJJewcjLDEMdA5a9Ys7zmQsei4N7A0H+vnMQ1eGaBNEYstwrpwbgq/EDoo3L7+6tYj1K28vHzI3LlzN/PPqceo+57YMp8wderUlx977LE03XcoXDIK1hicXLhwoed39hMgjwSXsWPHeoOZ+oOl3w23X3ksn8c0uGWANkUshky12vaN1nDO99ZuUgmsyzFjxtCBAwfCxgbX1tYCilN++ctf/vWGG264xD3OgI8rKioazxAcy9uj4+Pjh3H72Xwog9vM4HU6rzN5f3ZycnIWW7OZ6awFCxak7dy500s1h88bLo6KigqvLgh8x35CFAngPGLEiLDvpqSkxHsuABqWtMRGawULNB0K24jJ5MgAbYpYDKB+4RLOdaHXsFABMJTjxEwsAKM+X0eIAKBs7c7/+c9/XtLY2BjLx1N4wcziiffff38sUsQRP401Fvh+MTu4DPpJSjkKGAGYKNCEeGmE6SFBZtq0aV60BSz2+vp674Oxd+9eb/IBtuC9fYDumWeeiRTxD2QtyjbuB0Cjzgf8zrifLpYka1jf3M8+tT9Mpv5kgDZFLIbOAZ0gAmmXgKw1lPyKJQGIpaWlHiQBNIbvB+4l18DaZVCOfOaZZzwQuuFv4TL13EQWuBsASLgfBNiANaCNbfiLJ02a5MU3wz0B2MOyBrBnz579gTBCHcHyzjvveLOxYAIA9FEXjtL9wT0Y+HuP7O2bTkUZoE0R6/HHH6/82Mc+FpqFGyByZ/YOF+esf8t0VJjHcNy4cR7UJOLBbQPnAqRz586lZ599NmxNDN0++gRYAoiyCJyxYFv2AdxS41n3E8fHjx/v9c/94MjHCX3BM+AvAfRRy8/9g3vzu9v14W/aZOqVAdoUldga7WKLNw4AAtwEVlgDslIPQxTO7QEgAvTwAWNOQ7gX3Jm2RQDhzJkzvX2Y4QT3FfACxFhgJcsaxwFpWL3wH+tJZ91+yVr64x7vb7ATApwlYaU/4TgA3dDQsKXfE00mJQO0KSplZWUFGDKpboU3magVPmCJdNBFgyAXinL+4cOHvWmi4McNF46HcxF/DFCLJGZZt6ldIBK2hw+HWy1P2pTzAHK/vwZ0/90oFIGu+1eCC3Vpi/vR/cADD3zQn2MyhZEB2hSV0tPTAZhUAaG2TsWKxgIrVhcN8kvskG1ET8Aazs3N9RI9dB0MPeUUtjVstYUsUJQ0a51qLW4P9/6uZa0/OP3VFYH0JLRulIqWftampibLIjRFJQO0KSoNGTLkMEPHy2MWkAroZCBNBsr0lFN+VrGGGaImYI1icA5WL67V7gmci98CfrneD4qQBrs7gBluQFOkwevnosHiV3vEtaL1/XA+/7VwzGqImE4NGaBNUSkzMxPp12e5URTaigYc4c/1m+lbW576NwQ4A8K6+H24zD4/C9dVf1mL7lq7PlyLWP8VsHv3bi+k76yzzvK1rrXbRLcF3zg/37thO2sy+cgAbYpKDM9XGDZXijvABaRY0gA03BZ+5/hZsnKtC73+XCPuff3OlexADEbCz+1XHyRce5D41gOBgDcIiVlg4JLx+2tA7ucHboT27dq167gXgDINLhmgTVGJgfXb3NzcH0ndZkiiL+TPfoGlhM5BfpDWa4GbbEOwqOH26C9jsT8Xigj9wEAkKsz5uSa0JCZb/Ntw18ggIqxgLGinP9+03zOy1d1y5513Pr5kyZJ+728yaRmgTVFp+fLlB7/yla+01NTUpLpuDj1fIdwbsKKx9OeG8Jm7NQTrf/zjH15VOFif2rqOBMqufxnRH9gnkwv4uU38rHcAGcJzAfR61nA5R0+RhRR1iavGArDn5eW17tmzZ4HfRLUmU38yQJuiVlZW1gvMmoXanaAXGRwEsJDSjWw9P0i7A3NaACFSrOEm8bNKtfrzS+ttNxlFF+bXcxBiEcC6s6wAuHB1YLBSYrCxj+/dzc/dmZ+f387HWni7joG+l9v443e+853HuI3+M2xMJh8ZoE1Ri4H0L7Nmzdr/2muvpUnVNh1xIQt+Y0DNLx1c1npyVQ1pwBHWqwtVv3ZEOgVcrFgZsJQ1FviTEX+NvskaC67DxwTH4cKRaBLMc3jJJZd4Kd98Tnl1dfWL/OF5iY+/x9cV818Vpf29r6VLlx7N6zadwjJAm6LWv//7v1dff/31w66++ur7GVBnsJU7kkE37m9/+1u8RGJINh+KIUnYHeRGfkjCh2v1un5dyfQTwKJNbGONBfvEytUfCfQFtTZQiQ4LgIw6IEjRlphr8ZfjgyKJLbgW7hVkOf7lL3+hVatWeR8MBviw008//ZopU6Z8qaCg4DAvbz388MN/5raetiQU07GWAdp0RHriiSdQeP4W+X3vvfduGzZs2HQZZBMXAXyyKCaEuhaAsQAQcJWkFsBVwItFrpVzAVCBso4eEQDDDYJ6zQAxKtVJfQ20iXNQJwODjbgeNZsRKod+uW3hN/qP3/igCMylSBP6g+p5APuGDRvi+d6j+X6jJ06ceNn06dN/vmLFigbuy2bu83/deeedPx/4fxXTYJMB2nTUuv3223/08ssvTxcgulbsnj17vKpwkgmorWE9I7hexI8tlrS4KfTgIM7RVjWsd4kuEcCLqwXAhj8c0HWjRUT6frjXtm3bQlmJ+BBI6rokniClHb9RnhQg53Yz+foLP/nJT17IH7Bbv/a1r820gUHT0cgAbToqMaBiFy5ceBOsTLcGMtgEsAFo4oYQKGvYyrZIQ1rLBaoe5AP4AWi/+h8CaSk9qpNj3A9D8Jm8tVwjqeICa+wD6FEoCWVGYcGjXVjqOA/WeXl5+bRVq1b9mJu56di+cdOpJAO06ai0dOnSb6xevToR0Qx6VmxIW9NiherfeiZtPWmrWMcaiC5E5ToXsPocF7quZa7vgUXKp4oPXQY/ZVsq5WGBbx3FnTCoiEFEeT74rTHRAAYd8/Pz/5Xv8S2zok1HKgO06ajElvEXBF46ZE2sZEisWoEg4CgREgJlN4FEJ73ofRrY0h4sc30fWcTq1eCVqnWyrUGMZ9D79flyjbSHZ1u/fr3nsx46dGio9gj6ct5553nukdTU1ISHH354MXftRwPzr2EabDJAm45KDQ0Nk7SlLCAGzKqrqz1wwVcL+El4mwBVakfrtbQhgBS/toBRBgQFnhgYxHH4ngWk4YCrjwlw5RppXz4C2tqGZMAS95YU9ilTptC7777r9RuDkAJotpw9yxrnFxQUfJMM0KYjlAHadFTiP/WHyrYewAO0UKFOojQQ4gYfLbICcRzglThkKfSvK8VJ8X0AGPADWCV1HNNSoR1JGrnooovozTff9NwOAmT5SIhlqxdIBitl4FLmM8RAYu9gIuZN7J3nsKWld55DbA8dmkvf+ta3vH4hMqWsrIzq6upC6d/ib0fpVHygRo8ePfHE/MuYBoMM0KajEsPNMyd1/Q0UE5KKdMOHD/esW+2ekBRqbXUCajLhK9oSfy+uwQzgeXl53jH4d2GRY3BOrHWE1iGRZMOGDSHXhgAVENZuF9xLR5K0tb0fU41jMmhZW1sXDAXE0hlKmMH916xZQ1deeaVnTcNahptj69atobkOMesLPkh4bv6AxH3ve98bu3z58v0n9B/KdFLKAG06Yi1atCiLIRZyEgNgsCgx2apYk7BGIUAbgntAT5UFIMr0VYiKkAlbdZ1pgHLUqFHe+QJywFGsYwASs27D3QBJSFyviwQx173RI70uFHwg3p95hbf4vHhCJnZ9fSuN8+YgRNGkBv6AZDOcA/xMFX3KiCJsUHzo6IfUG0HfEMEhA4d4hmAVvMl8IwO0KWoZoE1HLLYWz9q1a1fIAgXEAFeAEwCTsqOAGkAFeMGtIT5hWMIAHCS+XrGI0Y7sr6+vD1WSA6il3GewBobnYsA9AXicC+HDEAj0xkinp6cxNHM8S7jXQkZmYoeynNs9SCNjEO6MuDgk1HQzZAu47XoqL0fadyAUPw3XBaxw3BN90rWvJZkFzwfhvKFDh17Pm6sH8t/GNDhkgDZFrVtuueVPaWlpFwwfPjwDwCsuLvbACwGc+DMfEkgJ2LAWKMIKBoQBWwAZoNYRG4CvXCcp3YAhIIxjO3fu9GA+adIkL0lkzpw5XhvwQ0O9/uTW4EDdcA+gsJxRF1pcHL3uDhRH6uQ+ZHh9Ly6Gddzr1jh8uDwUv93T0x1cKOSvhktDwIzzxHKXwVH0D1b0mDFjrnnmmWe+yH17lf/q+NTA/CuZBoMM0KaodPvtt49+8803F8BqBaAAIfhb4WaA1Sp/7ruJJrr+hsQwA5QAG66FnxkA9ktSwXUaiBJzDfihpgbuCzAD9DhXCiM1N7d4PmQAFf3EBwMQh4WLtvBRwaAf4pk7OyUkMIbbyfIg29zcxOdncr8SafTo0zyre9eu90IDnDJQCfVCvCfk/4bELx/MXkwYP378xbNnz07YuHFjB5lMEcgAbYpKKSkpVxw4cMDbxiAfYAXwwbJFlIZEbQBSEnWhE0r0HIOSQQhrFkBEGzLw50IaENYp5AChzv8AoOE/lprUcFu0tDR5fWhsbOI+9obdnXHGGV7x/t5Y5m6aMWM67dmzN+SKycvL9f4CSEiI8wY4cQ3cJnhWqLdGR7tn+WOAUBeBwvNIDQ+pBS2uH3yE0K/LLrvsfD597QD9c5lOchmgTVGJIXQYFizAg7VAVqxisXBhzeoQNgBKqsTpOGSxhCVNW+KSJX5aIC2DjfJb3AkQwAfAT5s2LdRPcWHk5AzxAJuZme65KGA9jx49xivghAFCDGhiDajiQ9NbdpQ8vzYgHx8f57lFen3aAS/qA8Jx3R8Iz4dnxz6cH5yHMBS5gufkfucf738j0+CRAdoUlbZs2fLHsWPH9rAVGiOwhcSF4QJbqs0hLhgAk1hjqUynU7cBS/yG60DioMVixnVuSVLZh+OwaHGNZCkCxmiztbWFAdn70di7dx9NmTLVm6kFro1Nmw5QeXlF0A/dO3hZXLybW4/x+spdZms6gz8Uad552mIHoHUGpMy8Is8NMMs+ATascG63bCD+nUyDQwZoU1R69tlnA/fcc89/M3CuPHjwYBJ8wDIgphNBdCEjDWuAEi4EwFnKeMI1ImFqAC2sbRyHy0MPwum60Y5VGpoRXGYVh5qamr3BPrSRnp7qhc4BzojYqK5GjHKK91GQinrx8Yme20PqgmRkpHshc0hagYUO9X4QyLPKpWaIrCXmWkL/8FzicmEwd/GzlfC7e90K+JsilQHaFLW+//3vX4P1vffe+28lJSU/lTA3nT4twBYLU1vYgBaugd/43HPP9YANwGIfXCfiDgHwAHQIgBZftljNOBeSabHej33u9Scj2QRtALSI5OjuxnXdwQHBgBe5ARcGQuoSE5Pw10Gof1gQ0x0bG0eHD5f1eQYAGh8SXRUP7hFJnsEi8d44H38RcD8uufHGG1/kZaD/uUwnsQzQpiMWA/oxtqTHvvXWW3cheUPArKEl9TB0wSQBLCAsluf7iSPvx0SLJQxJgX8J3cP5sg3JRAG4H/zIiGVua2v1YBwItHk1mxFO1xsD3btGxEZvMklv24jQ6LX8AWjyYqABeT0LDPzVXV09IWtZBjMF7FJTBO4XuHVwDfrGy96B+DcxDS4ZoE1HpQcffLCQQf3a/PnzH66qqhrHoE5GXDKgBKsYVjIsSFiUurQnBgAloUX7od1wPJHMviLJKQJ0SS+HJHIC+1NSUr0BvV73A4UiS2CR91r6McECSJ3eoCDC8d6Hcy+Ie5deAea93hVkPiZ7mYuQ9BXPC4sbHxL4m/FBQDGlt99+GwWTOleuXLlngP5JTINIBmjTUYsB/SyvsNDVV1+dsnDhwlWHDh3619dffz2YyZcemoZKamAAahI/DWBLlTuJ9EC8sraQZYYUPWEsrpcEFymiLy4RuE3QLgoeAboHDvTWaJYPAmKaAWKxenGvvLyhXswz2sAHRArxy18B4q6RuQtRbhQwRtgefNmS/ShZhjLh7OWXX/7sQP57mAaPDNCmY6qnn366lVffKCwsPJfXmFDWiye+8MILAeqOnTt3xh84cCAGg24AIWCG0DcIQEN4HgojAZg6ykNC8QB7bXFD4tsG4HE//Ebb8+ZdTOvWrfPaBXAxAWxqaop3TOpASzy1ZCsC8jLTN/qIbT0LjHa76IkJEBON9iSsDlA/66yz6OMf//j6m2+++cqbbrKJVUzRywBtOi5ikN0xc+bMv2Lg77TTTkOCSPdLL7009kc/+lF5UVHRHIbYlxmoFzc0NExkYCchKkImbJX4abFUZdm8eTN98pOfDPmtcQ0sWMBUyoQC8CiaJPMPFhQUhNK1KyrKQwk0MgipZ4Bxp92StdSFhhWN4vxYYDVjoFDgj5RzfsZm7vtOPq+a293KsP75jTfeuMsGBk1HKgO06bjoBz/4weoVK1ZcxMBKYis1fv369aX8+zAvOPx6cPF09913X8AW56187qcZrpmbNm0KFUOSlHCsAeLnnnvOC33rTcXuBbO4KcS/LVEYWnr6K4k4QVyyJNUgpA+/2QLv4qWT+9PG92/idmv53GpeH+I+7ec+7sE9Dh069Ogrr7ySgj6iP7Nnz0aff/Htb3/71gF8zaZBLgO06bhp6dKlEaU033fffa/wCgvdf//9l7Ll/T0G4Bn79+9PwWAbrF6JDsGgI1wiAPLIkSO9bV1ZDotUyYMfGmssDN8uBnEXH2vndlD7FH6Vw2xZb2ZL9wW23t9auXJlbaTPdtdddy3iPnkjhbgnrOp33nnnoSN4TSZTWBmgTR8pMfhCA45sWU+64IILvsmW6SUM5kl79+5NRGF8ibWGP3revHnwLR/m439n63YXLygUcpDBW8Lbhxi6lcdj0laG8oNXXHHFr3gzEXCuqKj44/Lly0uP9X1Mp7YM0KaPrNiy3sWr24MLrVixYllVVdU9UnMag35IdFm7du3kBx54oNGvjaBL5Zjr3nvvfZpXTxcVFc0sKSlpsBlTTMdDBmjTSaPW1tYnx4wZc8/27dtD02I1NjYeDgfngdCyZcvePlH3Ng1+GaBNJ41gUbPlujkzM/PM5OTkmFGjRgX27t1beKL7ZTIdL/1/nwizYHcCUEcAAAAASUVORK5CYII=</Swatch> </swatchLibrary> </Fixture>