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Future Light DMH-640 Profile CMY (Future Light_DMH-640 Profile CMY.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="DMH-640 Profile CMY" ShortName="DMH-640 Pr" Company="Future Light" Version="3"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>3ab81e0a-4661-4246-8e8c-73d27aca34fa</Thumbnail> <History Date="03-04-25" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="04-04-25" Author="Nic Morris" Comment="Changed animation rot to default at zero." Version="1" /> <History Date="06-07-25" Author="Nic Morris" Comment="Created from Event Lighting HAVOCH600F (effectively identical)" Version="2" /> <History Date="08-07-25" Author="Nic Morris" Comment="Corrected manufacturer (was Eurolite)" Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="12e2bf29-05ee-4703-bff8-837a2db666c4" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="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 %.1f%%',0.0~100.0" Dmx="2~62" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" /> <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="65~125" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~188" /> </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="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" /> <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="7500K" Display="'7500K'" Dmx="16~22" WheelPosition="1" Colour="220,240,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="30~36" WheelPosition="2" Colour="255,0,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="44~50" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="58~64" WheelPosition="4" Colour="0,0,255" /> <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="72~78" WheelPosition="5" Colour="255,255,0" /> <Function ID="7" Name="Pink" Display="'Pink'" Dmx="86~92" WheelPosition="6" Colour="255,150,150" /> <Function ID="8" Name="Orange Red" Display="'Orange Red'" Dmx="100~106" WheelPosition="7" Colour="255,128,0" /> <Function ID="9" Name="High CRI" Display="'High CRI'" Dmx="114~120" WheelPosition="8" Colour="255,255,255" /> <Function ID="10" Name="Op/ 7500K" Display="'Op/ 7500K'" Dmx="9~15" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="7500K/ Rd" Display="'7500K/ Rd'" Dmx="23~29" WheelPosition="1" Colour="255,255,255" /> <Function ID="12" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="37~43" WheelPosition="2" Colour="255,0,0" /> <Function ID="13" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="51~57" WheelPosition="3" Colour="0,255,0" /> <Function ID="14" Name="Blu/ Yel" Display="'Blu/ Yel'" Dmx="65~71" WheelPosition="4" Colour="0,0,255" /> <Function ID="15" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="79~85" WheelPosition="5" Colour="255,255,128" /> <Function ID="16" Name="Pk/ O Rd" Display="'Pk/ O Rd'" Dmx="93~99" WheelPosition="6" Colour="255,150,150" /> <Function ID="17" Name="O Rd/ HCRI" Display="'O Rd/ HCRI'" Dmx="107~113" WheelPosition="7" Colour="255,128,0" /> <Function ID="18" Name="HCRI/ Op" Display="'HCRI/ Op'" Dmx="121~127" WheelPosition="8" Colour="255,255,255" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" Colour="0,0,0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~190" Colour="0,0,0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" Colour="0,0,0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" Colour="0,0,0" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 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" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eaac690b-ec44-40cb-832c-5067d3987b9a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>67b63e8e-37b8-4d95-86dd-cd7f85b6e8e4</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>1498402e-f467-409e-b236-7e0d588a66a8</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>d07db0a6-fcb3-43ac-8e16-3cd2c39fa8a8</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>49919c43-ceb9-41d4-aa31-7446cbef7466</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>063a0f55-b2eb-4c2d-ab79-ee2f84148001</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6"> <Swatch>bd38338a-ccd4-48e7-b8e5-76d102fedf8b</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7"> <Swatch>9ad17e55-fcfd-4c3f-96e2-6690dcf23f7d</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eaac690b-ec44-40cb-832c-5067d3987b9a</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="200~207" WheelPosition="1"> <Swatch>67b63e8e-37b8-4d95-86dd-cd7f85b6e8e4</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="208~215" WheelPosition="2"> <Swatch>1498402e-f467-409e-b236-7e0d588a66a8</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="216~223" WheelPosition="3"> <Swatch>d07db0a6-fcb3-43ac-8e16-3cd2c39fa8a8</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="224~231" WheelPosition="4"> <Swatch>49919c43-ceb9-41d4-aa31-7446cbef7466</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="232~239" WheelPosition="5"> <Swatch>063a0f55-b2eb-4c2d-ab79-ee2f84148001</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="240~247" WheelPosition="6"> <Swatch>bd38338a-ccd4-48e7-b8e5-76d102fedf8b</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="248~255" WheelPosition="7"> <Swatch>9ad17e55-fcfd-4c3f-96e2-6690dcf23f7d</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="131~132" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="64~130" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="131~132" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="133~199" /> <Function ID="21" 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" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <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"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo2Func'==3" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eaac690b-ec44-40cb-832c-5067d3987b9a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="1"> <Swatch>8621e0e1-9c89-4a5c-8ccf-06f621443a68</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2"> <Swatch>196205b9-33f7-4186-9507-afa55f02f89a</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3"> <Swatch>0a96a15f-735c-4e4c-a9e6-3f34e5a21d34</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="4"> <Swatch>26e8e37f-df01-4fff-b2dd-a971b66986c8</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="5"> <Swatch>438bfdb9-9ac8-48eb-b7f2-d92b842d7d79</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="6"> <Swatch>0c11df24-1048-4fae-b99a-f393801eb721</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="7"> <Swatch>822b95f8-d8de-4a96-ad57-ed4668bc5931</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="48~53" WheelPosition="8"> <Swatch>e6bac85d-2217-4e27-bad5-f7504d9283c2</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>eaac690b-ec44-40cb-832c-5067d3987b9a</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="200~205" WheelPosition="1"> <Swatch>8621e0e1-9c89-4a5c-8ccf-06f621443a68</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="206~211" WheelPosition="2"> <Swatch>196205b9-33f7-4186-9507-afa55f02f89a</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="212~217" WheelPosition="3"> <Swatch>0a96a15f-735c-4e4c-a9e6-3f34e5a21d34</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="218~223" WheelPosition="4"> <Swatch>26e8e37f-df01-4fff-b2dd-a971b66986c8</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="224~229" WheelPosition="5"> <Swatch>438bfdb9-9ac8-48eb-b7f2-d92b842d7d79</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="230~235" WheelPosition="6"> <Swatch>0c11df24-1048-4fae-b99a-f393801eb721</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="236~241" WheelPosition="7"> <Swatch>822b95f8-d8de-4a96-ad57-ed4668bc5931</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="8"> <Swatch>e6bac85d-2217-4e27-bad5-f7504d9283c2</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="126~127" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="54~125" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="126~127" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="128~199" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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 Prism" Display="'4-Facet Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism 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="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="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="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.f%%',0~100" Dmx="63~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="64~127" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~191" /> <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="Blade_1" Name="Blade 1 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Blade 1 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2" Name="Blade 2 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Blade 2 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3" Name="Blade 3 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Blade 3 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4" Name="Blade 4 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Blade 4 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="4~10" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="11~17" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="18~24" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="25~31" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="32~38" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="39~45" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="46~52" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="53~59" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="60~66" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="67~73" Iris="0~0" Zoom="0~0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="74~80" Iris="0~0" Zoom="0~0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="81~87" Iris="0~0" Zoom="0~0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="88~94" Iris="0~0" Zoom="0~0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="95~101" Iris="0~0" Zoom="0~0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="102~108" Iris="0~0" Zoom="0~0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="109~115" Iris="0~0" Zoom="0~0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="116~122" Iris="0~0" Zoom="0~0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="123~129" Iris="0~0" Zoom="0~0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="130~136" Iris="0~0" Zoom="0~0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="137~143" Iris="0~0" Zoom="0~0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="144~150" Iris="0~0" Zoom="0~0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="151~157" Iris="0~0" Zoom="0~0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="158~164" Iris="0~0" Zoom="0~0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="165~171" Iris="0~0" Zoom="0~0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="172~178" Iris="0~0" Zoom="0~0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="179~185" Iris="0~0" Zoom="0~0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="186~192" Iris="0~0" Zoom="0~0" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="193~199" Iris="0~0" Zoom="0~0" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="200~206" Iris="0~0" Zoom="0~0" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="207~213" Iris="0~0" Zoom="0~0" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="214~220" Iris="0~0" Zoom="0~0" /> <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="221~227" Iris="0~0" Zoom="0~0" /> <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="228~234" Iris="0~0" Zoom="0~0" /> <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="235~241" Iris="0~0" Zoom="0~0" /> <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="242~248" Iris="0~0" Zoom="0~0" /> <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="249~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Blade_Mac_Spd" Name="Blade Mac Spd" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Pan Invert" Display="'Pan Invert'" Dmx="2~3" /> <Function ID="3" Name="Pan Normal" Display="'Pan Normal'" Dmx="4~5" /> <Function ID="4" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="6~7" /> <Function ID="5" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="8~9" /> <Function ID="6" Name="P/T Fast" Display="'P/T Fast'" Dmx="10~11" /> <Function ID="7" Name="P/T Med" Display="'P/T Med'" Dmx="12~13" /> <Function ID="8" Name="P/T Slow" Display="'P/T Slow'" Dmx="14~15" /> <Function ID="9" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="20~21" /> <Function ID="10" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="22~23" /> <Function ID="11" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="24~25" /> <Function ID="12" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="26~27" /> <Function ID="13" Name="Gobo 1 in Dark On" Display="'Gobo 1 in Dark On'" Dmx="28~29" /> <Function ID="14" Name="Gobo 1 in Dark Off" Display="'Gobo 1 in Dark Off'" Dmx="30~31" /> <Function ID="15" Name="Gobo 2 in Dark On" Display="'Gobo 2 in Dark On'" Dmx="32~33" /> <Function ID="16" Name="Gobo 2 in Dark Off" Display="'Gobo 2 in Dark Off'" Dmx="34~35" /> <Function ID="17" Name="Display On" Display="'Display On'" Dmx="36~37" /> <Function ID="18" Name="Display 10s" Display="'Display 10s'" Dmx="38~39" /> <Function ID="19" Name="Display 20s" Display="'Display 20s'" Dmx="40~41" /> <Function ID="20" Name="Display 30s" Display="'Display 30s'" Dmx="42~43" /> <Function ID="21" Name="Flip Display On" Display="'Flip Display On'" Dmx="44~45" /> <Function ID="22" Name="Flip Display Off" Display="'Flip Display Off'" Dmx="46~47" /> <Function ID="23" Name="Flip Display Auto" Display="'Flip Display Auto'" Dmx="48~49" /> <Function ID="24" Name="Key Lock On" Display="'Key Lock On'" Dmx="50~51" /> <Function ID="25" Name="Key Lock Off" Display="'Key Lock Off'" Dmx="52~53" /> <Function ID="26" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~55" /> <Function ID="27" Name="Fan Silent" Display="'Fan Silent'" Dmx="56~57" /> <Function ID="28" Name="Fan High" Display="'Fan High'" Dmx="58~59" /> <Function ID="29" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="60~61" /> <Function ID="30" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="62~63" /> <Function ID="31" Name="Status LED On" Display="'Status LED On'" Dmx="64~65" /> <Function ID="32" Name="Status LED Off" Display="'Status LED Off'" Dmx="66~67" /> <Function ID="33" Name="Dim Linear" Display="'Dim Linear'" Dmx="68~69" /> <Function ID="34" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="70~71" /> <Function ID="35" Name="Dim Square" Display="'Dim Square'" Dmx="72~73" /> <Function ID="36" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="74~75" /> <Function ID="37" Name="Dim Response LED" Display="'Dim Response LED'" Dmx="76~77" /> <Function ID="38" Name="Dim Response Halogen Fast" Display="'Dim Response Halogen Fast'" Dmx="78~79" /> <Function ID="39" Name="Dim Response Halogen Med" Display="'Dim Response Halogen Med'" Dmx="80~81" /> <Function ID="40" Name="Dim Response Halogen Slow" Display="'Dim Response Halogen Slow'" Dmx="82~83" /> <Function ID="41" Name="PWM Freq 600Hz" Display="'PWM Freq 600Hz'" Dmx="84~85" /> <Function ID="42" Name="PWM Freq 1200Hz" Display="'PWM Freq 1200Hz'" Dmx="86~87" /> <Function ID="43" Name="PWM Freq 2000Hz" Display="'PWM Freq 2000Hz'" Dmx="88~89" /> <Function ID="44" Name="PWM Freq 4000Hz" Display="'PWM Freq 4000Hz'" Dmx="90~91" /> <Function ID="45" Name="PWM Freq 6000Hz" Display="'PWM Freq 6000Hz'" Dmx="92~93" /> <Function ID="46" Name="PWM Freq 25kHz" Display="'PWM Freq 25kHz'" Dmx="94~95" /> <Function ID="47" Name="PWM Freq 50kHz" Display="'PWM Freq 50kHz'" Dmx="96~97" /> <Function ID="48" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="98~99" /> <Function ID="49" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="100~101" /> <Function ID="50" Name="Reset All" Display="'Reset All'" Dmx="102~103" /> <Function ID="51" Name="Reset P/T" Display="'Reset P/T'" Dmx="108~109" /> <Function ID="52" Name="Reset Cyan" Display="'Reset Cyan'" Dmx="110~111" /> <Function ID="53" Name="Reset Magenta" Display="'Reset Magenta'" Dmx="112~113" /> <Function ID="54" Name="Reset Yellow" Display="'Reset Yellow'" Dmx="114~115" /> <Function ID="55" Name="Reset CTO" Display="'Reset CTO'" Dmx="116~117" /> <Function ID="56" Name="Reset Colour" Display="'Reset Colour'" Dmx="118~119" /> <Function ID="57" Name="Reset Gobo 1" Display="'Reset Gobo 1'" Dmx="120~121" /> <Function ID="58" Name="Reset Gobo 1 Rot" Display="'Reset Gobo 1 Rot'" Dmx="122~123" /> <Function ID="59" Name="Reset Gobo 2" Display="'Reset Gobo 2'" Dmx="124~125" /> <Function ID="60" Name="Reset Animation" Display="'Reset Animation'" Dmx="126~127" /> <Function ID="61" Name="Reset Animation Rot" Display="'Reset Animation Rot'" Dmx="128~129" /> <Function ID="62" Name="Reset Prism" Display="'Reset Prism'" Dmx="130~131" /> <Function ID="63" Name="Reset Prism Rot" Display="'Reset Prism Rot'" Dmx="132~133" /> <Function ID="64" Name="Reset Frost" Display="'Reset Frost'" Dmx="134~135" /> <Function ID="65" Name="Reset Iris" Display="'Reset Iris'" Dmx="136~137" /> <Function ID="66" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="138~139" /> <Function ID="67" Name="Reset Focus" Display="'Reset Focus'" Dmx="140~141" /> <Function ID="68" Name="Reset Blade Rot" Display="'Reset Blade Rot'" Dmx="142~143" /> <Function ID="69" Name="Reset Blade 1 Pos" Display="'Reset Blade 1 Pos'" Dmx="144~145" /> <Function ID="70" Name="Reset Blade 1 Rot" Display="'Reset Blade 1 Rot'" Dmx="146~147" /> <Function ID="71" Name="Reset Blade 2 Pos" Display="'Reset Blade 2 Pos'" Dmx="148~149" /> <Function ID="72" Name="Reset Blade 2 Rot" Display="'Reset Blade 2 Rot'" Dmx="150~151" /> <Function ID="73" Name="Reset Blade 3 Pos" Display="'Reset Blade 3 Pos'" Dmx="152~153" /> <Function ID="74" Name="Reset Blade 3 Rot" Display="'Reset Blade 3 Rot'" Dmx="154~155" /> <Function ID="75" Name="Reset Blade 4 Pos" Display="'Reset Blade 4 Pos'" Dmx="156~157" /> <Function ID="76" Name="Reset Blade 4 Rot" Display="'Reset Blade 4 Rot'" Dmx="158~159" /> <Function ID="77" Name="Factory Default" Display="'Factory Default'" Dmx="254~255" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1A" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 1B" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 2A" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 2B" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 3A" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 3B" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 4A" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 4B" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Extended 1, 39 DMX" Channels="39" Id="e0f2aee1-ba6f-45b5-8daa-a3e181b756c1"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a27006f8-e77f-4080-a39b-e134769834ce" /> <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="5" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="9" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="10" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="11" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="12" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="14" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="20" Wheel="141" /> <Attribute ID="Zoom" ChannelOffset="21,22" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" /> <Attribute ID="Animation" ChannelOffset="25" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="26" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="27" Wheel="21" /> <Attribute ID="Blade_1" ChannelOffset="28" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="30" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="31" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="32" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="33" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="35" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="36" Wheel="111" /> <Attribute ID="Blade_Macro" ChannelOffset="37" Wheel="139" /> <Attribute ID="Blade_Mac_Spd" ChannelOffset="38" Wheel="140" /> <Attribute ID="Control" ChannelOffset="39" Wheel="28" /> </Include> </Mode> <Mode Name="Extended 2, 35 DMX" Channels="35" Id="c8fb8b01-b2ba-4b71-ab26-c2fd4b994bae"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="96071889-d14b-44cd-980e-f93d543ba233" /> <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="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="8" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="9" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="10" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="141" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="20" Wheel="20" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="21" /> <Attribute ID="Blade_1" ChannelOffset="24" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="25" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="26" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="27" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="28" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="29" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="30" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="31" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="32" Wheel="111" /> <Attribute ID="Blade_Macro" ChannelOffset="33" Wheel="139" /> <Attribute ID="Blade_Mac_Spd" ChannelOffset="34" Wheel="140" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 33 DMX" Channels="33" Id="40b59065-efe0-42b8-9ed9-a19945bf2d4b"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="9aae64c9-7a0c-4a7b-896a-cec1962a418f" /> <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="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="8" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="9" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="10" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="141" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="20" Wheel="20" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="21" /> <Attribute ID="Blade_TL" ChannelOffset="24" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="25" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="26" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="27" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="28" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="29" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="30" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="31" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="32" Wheel="111" /> <Attribute ID="Control" ChannelOffset="33" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Cyan"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Magenta"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Yellow"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset CTO"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 1"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 1 Rot"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo 2"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Animation"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Animation Rot"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Prism Rot"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Frost"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Iris"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade Rot"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 1 Pos"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 1 Rot"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 2 Pos"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 2 Rot"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 3 Pos"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 3 Rot"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 4 Pos"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Blade 4 Rot"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Med"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Slow"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 in Dark On"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 1 in Dark Off"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 in Dark On"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo 2 in Dark Off"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 10s"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 20s"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display 30s"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Flip Display On"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Flip Display Off"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Flip Display Auto"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Key Lock On"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Key Lock Off"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED On"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Status LED Off"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Response LED"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Response Halogen Fast"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Response Halogen Med"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Response Halogen Slow"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 600Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 1200Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 2000Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 4000Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 6000Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 25kHz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM Freq 50kHz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Invert"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Normal"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Factory Default"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:6:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:6:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="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" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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pn3Nbh5BBU2/I3bi/hS7UEnBUuwO0idorqKtpavVqrSxnf+/bfP0mVso2YkmLCFeFMQbApNvsUgsm7f+T1LE5D4YUsqIe4qgTjvTdOcODQar2mQgeb7TrcO7T8SAJWZalFCksxz+BHX5cWwOPSUrmuAiu8xnoYGTovQq5oGy93zoUz73jnO/6G3600hWAvvPBCT+rdP1HBM1RfrJb0KS5bqTACbj7LIOGE6XYITljkR/LyCqLjtQ8s7dBnhfaY9I+jQaoiFa5tbXmp9MJx4PS9KhDOCHeKPx/Az6dKsEcO/VmqsQyRefqGcKA1ZqqMneFJPiSDkgwNbYyyUJJFsCI88TuMQC2zOS1QgnEoDRvYXj0NhOfQtcD2E68cNTOrkVUrQrizevVqn2DyvkV5JV7Zhj2J5tk9eJ6VlKpRCvh/CizJMGoUJYXYc1hyQGC5RbwBt1QS+7Ks9jACQiATa7lHUqUPUnmd2h/uH/bfkl54flUId5777Gfm4vsuJxFMXuZZXOR8r4HUisL6nENalHCYpBB5qoMIS/Oz6ElEsmESqwJ9R9Y+pH4n4D5zxCrCKsnkrdpypQkTFmGpRmsbqpFgROe65wuH1qxZda9+Nolg8qbYBho//be38sJwkOiJl0nybt6rIoP/Y/E3NvC9ZA0OZ+Hr50QilNkI174pyuZbcv9VxaekEKpHb+XYCIRDJsGkeIm8hrhKo94T44HrTURi37KfUisk9k1Z3ny0C/kz/duy/1jlehUVrQcEbTHvAWKvPz8wrOIiNMORW9YpLhwauuXm12nxlNMEkxeon0i849rT8fi5FY8u8GLGvRh1hXwvS2kMh0ZDG/1EUV6kt5+Hm9UsbcomiTAhdbXIK0q9X2/BYDmLvevgeFgPtT5c6PvCB6BZq3mFcEi4VPz5A/n/NMEODB5YUaKR8d86eUysHMkU5RUi5HuOgBCwr8iKH/cWEQxpR9uKQp4ZUVw912RNefetMCOLfLxKxoeOwZLfiydLBUKWzRQXLnV0dUwm2GB9sJJ6FPATYkWQemSz1BBPalQUl+G5GqL2BV6R3hxD2KoxgZGlDFxgMIn0urmBmqiyo3H2zoscu0y2XHUpXNpy25bPy9/jBDt27Nh5Y2Mjl/GBkUFthYbgU8++Hf2NUabW5KmqUliZNNyOwJJofA+e2yRauTkhwyasNiLbCf2CfK61t+pVGlJUqbDtERJVblk1KlwSTi1YsOCVcYIdP358aU7MvZUAYWUpi69JYT0Z7Iex1AMTM2dQrbS1ZtoYqbaiXQD07anLgqvk8GLEWqGm7EIZ+yo7BHxOjlQLFlnnCqeKPx8ZJ1j9O/WllvjLCe9liWDlLlo3whksfJNROhae7/3fKDgqwSNXI2E3GPXKxnhqpcrwspcU3KanPSx3jUU2b2tNIZzq7Oz8X4KNjo1elqNbI3JhZWftgAUOYWaXBYNT3FPx9inVicjZgE+pxsgA9lwMWKZcjf1Uzf9U36OUOCu4UGA9xAor04hXrNGCQDglv8cJNnRk6O3h3dR8j3Bunh8fL9AnmAdVBw/9WAgkmhq2OCHRosByR1hggx0llRcblgLvagjQJyZvKtHPLKBdy1G52O+oT1YsHEYAc3kpa3VquVG4rptyquXQoUOvz63zZUVMWrUgPGmIx7AoVrDxzwsLlmgSnYDH86LAKwqSI70sh25uAoZVEM6C2mLYX/SVabyWgFWfjNvmrZtPh9wgIo2EodxYX01g5Vl62U6q2i0Ip4q+vr7lwgsv7Cr+P4cP8HxIHDueSy4EruY849VSTdgfvaaGSHuq05Jm1kZ6mRpmPNheGHSKjEgkfMiwfgWXG+CtL/UTyo8GZiK0PzrmPM7eFhPeB45Fav4B57zyyitdLU8eedIcBb6gF9pbhlxWWI0gipNPLT4sG02gasRSh2yj8T0xUkY8h/pYTudcREnC3E9rtWhVn/ZS3zjwAMFjrjsmZUwC4VbLsyPPTr0ywBrcnIjJqC3spNodCmtQUxvc3KbCyotUeLsDep5OVMrIV6OXq+oIopIF1iv8rN0Aj6SWROLdAWvueMuOS38Koj1eq03veOFWS21Ord38FoDsj7JUIkRSgAeJUeapSeVFWgY0ko1tHpxcdpUoqvir+Pqi3tCmxXuxNvv1GK+6D56P/bf8XdaxHkpFXRTcahkbGWsru9dUJbzD2hDHgUPVYNX6Sl2TV3YcScG2i0cA3vvE/uW4DxD4nqHcMgMsTaIwHisM3Mpgwjg5lOh4XjPD2BXCrZbDQ4eTAYaev6MsyVCKaco6bxulJIC3srNUGvqh2AbhlZvAWhBgZpCHyC3CUawClCIcOJg7yVaCifbTk2LytyyKNG8BScZF56L0REHO3Au3WubU5rR5K4jUErvMxdAAtuohWEY/uhhYmkX98p5Ga9cBfyvpPDLlbLrzvim/kUThXSMqf8Dw9jk9KcYZWJakxnYtlBEqwq2WYnXwxuwznAtGWUYCdtKiqlHbg6MZFBIP5iFSm+j4w/pe7Mwd2N1/ul8YQYGOTI3htzbdrdDlKImDVV4qXCm1CpUx8Cotcg4qh5TLORqPZ0m+RqNcizbeKJ78KWUxvYatMGdeZXns10nE92qzs9OKKBCDWyWZJc2wLxZScWDsucZwHe2Dbt5bq0Lc2Md2FakqOakARFFpqXBq9CtyBpde2yIZji/eX9nscg/FtS7IrtHqleO2Ks0IeOvBIpf1pjT+W8Hi3IqcQDCxOFXe6qvV92jLJKqz6hHKA6s13sfEPlhqtIras87h1xNGUizHDk8SjA1lDsgT8MTxaghtLlQfSC5vS0ivh24GtjeiKs0peKoA+4BEiwq64fFla3pZ/j9r7PE6FgnLGPzWOSz5IkQLAf0uS4JZNyJAewkTXaMwXgG/ho/J5Q0sgomGPqtmiHjelkLCpHIXI+TYVNyPyINuRWwIyqg9r3JiVeB8ZqtITqAQ8OQjyTj1yzJ4LXLhb7yWwAvXiVwaGAbDhMwpxKL3KdCoD6+gm5Xw4oVER9Cx5ggF7St/xu0rcGxEi7DG8By52I9GUepNH7xitOwA3PrBlZgV1sOb6db/li+OiRaRzEJuIRZvkz+CVwYzB0h4vr5AjXT9DgnIUs4KWMRFhBVtizF6clwVXyej9MuwrAgLvTG0lRD6v/fke9fwrofgUB2LaFahkVTKvBdc6dVy8EJaOJZMwH2JCI/bRjzhEcm82rTYr5lA5fdFohiPXAFe3iMvnT1YbXPAI29qc8y/Lg7UJeDFm/H11CksUJVvLSR466tMxjS+scNqV1WbVQEoygPFNDz141kPn7Sp9zgdaCk69PyJBl4Ro3uLHEuuk4h+LAYPWMo7L7CK27Kdg9dC14iAU+aj6+ECxss18BKN9TvvGtGuABPFij8TWA5udqZqlR9LkmEUCD+UHkru3jzfUgzCr54ePlqZYBa8rRGPZBOdmfS5tcyPyJWzckx5zb1UPItcnl8Q++r1n8cBFxzWxKHP0Zt8z5cnsPx/2KaXDJLaJUlBuNVyqnZKevzWrDMcWJkwOa4FBTtltU0Fkoqdm+zbwbgsC6mXcvGK0UIqez23WiET3pJ27H/zVny8C4B+RIXlrPaCGiO3SC6EWy1Lupa8/Mxw/GRH4IwV9nEhPINTwdLAW9J70bQigXBAo0IhOSHR6FrBbOvcmC/d2sKJjAx8VqmWH7BM1rcieqA42SY3yTgHwq2W1vbW8u5vAgfloWSJvMyptrA9hBdNi/aHtTXEbwzJBWetlwGSLDrfW4FGOygCK3kGJSeaEKnAyGbXCxNutRRybKTKyRg4qGD1U3bpbKlAheXhtvqkKPuUWwuMMsmvZYoccwQGXidSqV4xFCaOtXWHx1rksvpv+cFywtdPo+BWy8L2hSP+EWmgOrFUYxSHZL2sIOWcTAXCWSFBAivJg10lFslSOYrYd4sYqFYjkqYyqq0cRr1fLwNez7UWItbYMDEt3xuOU8oeE261rLx25cjWLVkvLz0NvYCVkGCpLysOCW8QExC4Dc+bbN2kty2ksJzAWF8slV3NcV7YZy+bmscHHyqNKLEkCsbLaTtWzQ1v2w4RqXiuZZFLshwsWrxopOUXv/jFUPH3yZqRGxkhem1JqgP4ogJUF1gIxHMmKqJrWLYXksIaxBxysftFDW5LcmubKFEscgn0BVsW2cRJyuqLo1U8l0lKxeMCBO+Z4+54tZ5JsJPnnXfeUEvRyK8v6eg8UjzJbvmAMhus3rkMlGI48FZeXwrs7GXxr8RgWwWTbj1yWYmv2E8BPhgWuE323su5nhGPrp1UwGXOKtd7bzhezztXgOHq0fwIp4Rb41tFXYu7fhoRzENO0qoCPeNWNoz+b8Uv5W4lWb4ry0mqx2D/o6IjWNjFCiS0AgWxXQtoc0ZhUJZ0QaLhPennCm/hkaqA5F0Li58oPMkmnJLf4wRra217vPhVucI0XiwldbSjuoMv0HpZ3jsWGZbX3zPseamusEoVeZKLr5UD7hOmsCksRzH+je4Ji2iMaOFh7UpEvkC2B5Vo8rDp20oQLNkmOPW/BOu5puexO3t3uhezSJMTvmJVo8EJV3XGdeS1ZpZ23OqPZZhbqjE1kAKLXNYECXLLOUVgf1wUUWul27HKFFgr2TIOUyuCWMAaAcOxuJwTtiOckt/jBJs7d+5jxQ399kSFKocpz2+0GWyVM8Kb8gp56IQgufDtHZZBjqREgltq0VMhucGDTHqrREAO8RlWvQ0kmRdpiyS1FjgCXumzTRiFYKHanFh8/FY4Jf+PE0xqaba2tj/+9FNHl5a6Y6OjAl7WRkF4LHmsN3AwvAgOBasBjjSI1ByrVWtHwnJBWGThfnGGd3R/eh2vtKiAHwzPh2j1zeq7jlNkE3qYRLKCS8Ip+ft0PFh3T/fDd/amCWYZsfxkI7mks164iYJLfAs0+cDyw/DAR+E4HKDHm9kYr8bujLKRqDg20U5CpB6ZXDoWApTKqQwpKwSKt4sEGm+G51kRst6DyZ/L/7esu/Vh/f80wVZ2rzxY2GGfM3vtIGdfL5IW0hlrRYlSTN/nmOMMVSPUUj8c/qznIrlywOTmMUBieOpR7z0n/1RtHpboXLXbs1tRKrFfjpNzUi4I74Hj6wmX9P/TBHu19uqPisZfOJF420cjsGw1fapkgnky1FfFYTy55OLFgABrYuC5eE0GOjQjcnHfEagec4xvLBGq1/JCoPR6qQeeDXmUZlwWM8fX5SxOXhAu6f+nCSbvllnR0/PwA/v3l3JXVA3t4D1KGSCrZpaqYHQmeqs+b1GQIhevmKwNYwEHIer9c9BkrnpkeFtwnluhzIZ+lP7mpRmmQrQtCIf0PUWCSTH5VyxbvieXYI3EDEUdtqJOy2zheMkYfL5KE5V61opJ1JO12LB8SancBD3Pg+fSEXjXwVW4qslo5c25ngIsk8CoUtJJOIT/TyLYu971xweLi798InhnZASP4VHYjRXKw74djqtXROUHOIafPd3siuCVEsdxKbxJz0XZB7PqdSKgNItW1WXJJdwRDuFnkwgmbyotRNxgJMVyHIlljlNYT5G3p4ZSi1WHRSw8T2CdG0UjeCHQXJsVYfU5N21PEHnb1d2iDlG+Fhb2zQkWsMavLLkEwh18261gStrasvcu+4eydli0IsIJzFmFCFKbtVXIZdU/xXMYVvSF5xpAWP4iS+1b4xWtuCO3AzperQo9KViqM+qnB+EOfzaFYG9+85vrl3R0jslb5KPGWLRGgWl6vAfL09wouQQYRcGrMO0/Jop4q0PLY8//W5vpZd4Sx/BCnyJbj1eSnLfqJe1i21UhnBHu8OdTJdiyZa/++D9//K2+4aNfSDWaQ7II7JtK2VpWXQsrvZ8JYtloCi8w0Nomyi0fYKHK9lAU1csrcPbjeU5RRJkcxxSKFfq3hDv8uZnZfdWKq74xsLv/M9beJIvqKrpaz/dqhyE8cjGifkTfISnRvkJV450fVQ+KwqNTE1pWxWGgIu6scP+8e4pqUOTUp5B9bOGM9Z1JsK6urrHCYNsf2WKWqC4TIKhIkYvBKyq8Jg4M5koAAAzHSURBVIY/e7Cctoic5FauimjBchyngBoh58G1tuEE7DOM3CPow7PmL9P3tV84Y33n1qZYf/P6L6eM/ShmXhCJYKukpiK1bZPjXbaIhjaXF6eOdfLRJrNS8ax9Tmu/LweWIzQnwQWB92HFjqHbxQogrOoOEa5437kE61jc8e+F4fYvhVR4X9R42c5gJEQOubxMcJ5cqy86aaiKLW++AKWNFh72oh+sVTNGaqhdZAFdCIyUs5YLs0Q2oRV1wUGE1isPreCCCMIR4Yr3fVhdp29X3/aeq64OCRbBihSwQlAEHMkg4Kow1gpJr2Opa956YWLlqDD1kkv2jbSBlW7KoowLwXqABNZq2SMzl2lXRLUqBCm1iQ+0cCS6j5BgixYtetSSYmUYjudE2zZWxg4jSq7wyKznWVIrVQwFw5w1u4fDha2dCZUs1otHrb5G94Gwxs+SsPIdvyAWwTaat8Gf6qdwQzjiHlTLqA9WP1jf3vHWiytLMYGVmMF5f+ynYgcih6SIQR9dj+OpokwhvKZCl/5Yp98K8MvZg7T65/mnrOPwXnj8cAVppbfxwifasYj6q8DdgZT0EiQJ1tLS8uiq1Wvq9+/f11CVMo6TEnCoL0oDtGOshBBvciLJZcXa42BbGdJYR177PinTZkLtsSTD3E89L7cuLBvx0WY/F1Zhqcbj5AURoj3HqYPWwkk4kZJegqwKh+vWr9s6WD/wp+IXK/u0IqztGy8qwVqNoRSzbCArqFDgbXCn7Cgvo0f7wsBMIJTA1ttAUoiklsIyLaLICkW0NZQD8XsJJ3KOzSJYZ2fn0XXr1u8eGOjf2IjtJUBp4m3o6jWs1RgGIbKzUODFsVvEirJ5EOjFt6SZqnk14lUCejFl2Aev/4IcYjGJsM4ER6oisbzwnRw/nHBBOOEeAMiu0XrTJ27aVhDsQzXj1TOKlPHP0suqxKPwkkLEJuJz+TytOaqqw9oqyoky4HO0TZ50XQB4Dk18bTKvhBU56lDg7Wzo+ZZXHx/GyJlqPVxsfxX/Py9cMG/UQDbB5s2b9+IXv/i3G7Zu2bTH+t5SnV6GM4euRAGInNqmtpglCdg3VEZq8Xd8P9YTnVKZFnAl7IWCW+2ltszwb4z+8Fwj1j1bCw8eB+GAcCHrZmslq0yvWbvmno2f3PjgA/v3v7/MeZhkgU96Sv97UswrMYDIJZciJdHw6Y6yrT3XAUIfAlaF2gYiimGzoPYfl0fItbWiCItrV69+UDhw8uTJrLYEpQhWNHzqiSeeuPVgvf7u4sJvSnVOYO3q51Ti8UKDFZyca2WP50gt73/8HO0Vb6I8acZk44kvQyy8vnVPuJOgbWv7rCbZHkuhOO6/bvrzm27d2bvzVPJgQOk6+ZdeeunPCzG5vlCV/1iTd05OwHIXCNDxyMkZOTem/i7OgdTf+IoUQaQOPESBft4Guk6WpNRZpcAVFnFyY960/ZQNpdDtKgXavJ7BL8gg2SmZc5n76CALlV7EcN0Hrvv2oUcPdd+/f99HouOsWKtU2LC3BWStylhVKry2PSJZe3pKVH2ZKS8QVGWi49JaADC879hHF+Ux5MBTlda9CCKSrVq95u9lzkt3otbAmz62bd+2sbiJpcUT3hkdh5PHQXc5UZX4VFqZ3DKA/KInBJPKKidpwYtu5Rh8vJ5XOCQiHEusRiMb9Fy5b32ZqZX/mNoK0rkpHrCjMtelOzGBygSbP3/+S7t27rr+2tXX/GvRkTdwx3IRbajy55wFzoXrWD2yTykXXNZJz8fwFi87SifXKibHYGLluFFS8GzFNqjGyCtwtMmwnWIO/lvmWOa6UmdqDRBM0LGk4yeFbv54YY/9U87xLA3KrOpwwLwarwyPXDklDxSc8MEZRRb4c6tCTRnjvVF4Hn3MirKuK3Mrc9zItRsimEB088joyB/27dxxW3QcuybKhOiyE9aq8eqRzFJ1PODsS8PvmaQoCazzte+4OOB8S70HPj+12i1DPkuS8X4jO2ERGzdv+buqdheiYYIJtt6+9VObNmxqvf++fWujQUitHqPVHq+QZHtGPOgWydjwL7P/GH3PUsgiGj8gbD8qrBpoKSdnmSQNrx85WHXdmr0yp5u3bs4+x0NTCCb+saGhoRsPDx1ue2Z4+HL9vJEsHA+eqvRI5qmhnEQH3jrBoiEaxYCVD6NEXIa1cc9lkBqBdY85bV7c0fGjv1j3Fzfu6NtRyt/loSkEE0jBi3vuvefqtWvWfv/pp44u8dLBIuQ4RHESZIJQWlkk062Z3Cwa7AdOkjU5aJ9FalPgbdzzPVlefvTzcdtRXFn0v6V6L/n9zsN779179bx5807UmoSmEUwge1QF83s2b9r8veLfi+UzTgfLgZewoeBUM5VkVnUeDFIUeC6SVFYNTqSVZIvkUWnG8NLZsH/WA2kV3dV7KeGJn3I/iEJyPbOjd0dPmX3GHDSVYIJisH62s3fnciFZMdAXc/WW1GB45LJWhNIux0JxQeFJwYHk5MVBz5kklGTojsA+6SIA+4jIeSGYdR6CDfQckkXfC7lkzmTuwkYqoOkEEyjJvv7Vr5+WZDlZzVY6VurpVmkiEyISAg1/b4XJqVplfHe8ouUwb08Noiq3Ch8jUtI+WsnmPsB63HSSSzAtBBNIhz9x8yeEZPViEpakjo/IZUkEK9RZwO/eESDZ1HNuTVBZkrE0syoHMqz3Jel95VY+VNPAW2DkxPsLxOYStThd5BJMG8EE0vG/+uu/es+2L2z77tCRocvTZ0wGRofiZwJPGlqhNBiuHIXUlHF28iTyahOhD4pVgywn9MhyW1StlQGS60cTBn1TbS7GtBJMIDdw8y03v+drA1+7uxi8tanjMTpT/o7UKhvp1srN2oBm+4z9Zt6WTWQoW24Nq8QAk0/6wJGuUQhTysyIgjcV4ucSV0QzV4sepp1gAnFh9O7qveGOL98x5nn8USLkDmLu+Ui0qX37vyK63kKA7a6oX55UqwovZQyjObC/KYiHXpyozfJzpTAjBBOIM7b4dXt7W/t/fPrTfymVWMY3yL2QXf4uB1b0qWzZSMgNqhQkG/7N8VO6MJHzq0SEWs5OS9IquRU59qC2nVPwZeK6/y17i7L90wwPfS5mjGAKucGuzq6hDZs37CkGckqoTy6pIiMWiRZlCVnGOEaBWv479NTn2mr8f5l0MSuQk9Wgt7WkkJAbiYpodOO6CmacYAK50T337Fm6fdv2vvv37/twDSJjc1E1TgrBi4icXQfcHC4bmqRgp6113aptE05JsKDEczUSctMIzgjBBHLDxRL5o8uuWDZYqMz+E0aMf6OIJohdDAKvcBt+xl76qjFcaqNhDL2ianEVUsX/JWHOzYiIaARnjGAKGYCFlyz8/l3fvGt32WylRmDZax6stHoBkq2qQc/hNEh4CzkkluwfSdCoEkPfbJxxgglkIPru7Fu1b+++DxbSbFcxiG5yb7NhrRCrksUy6PlaFtBRa5Er1+aTpFjJW5TUsrLZP9OFWUEwwcQqc+/yK5f/811fv2v7wED/rScy3l/ZDKQmziJcjuTK8aij0V9GGmK747Ui1q3fLRnX4ncsk7c43Zg1BFPIAG2+bfOm7mu6+wf6B+5otKpPM2Ct5KKsKDwnNyxIELkcvNAbqXIjhUhya0XMNGYdwRQyYMUiYOWX/u5LV/Ss6NmmRfDKuAimC2i/NaMfluvBuh5Cir9Jfa6cEkpnErOWYAqpT/bQww/9yZNPPnnFxg0bx4mW41icCZwJkp8txFLMeoIpZECFaMNHhv+o/6v9tx+s11fPlI3WDOQ4hoNzfyulwqWac1RwdzbirCGYQga4WCHdMHTLza0PHXzo4/V6/WOp195YmElVW2IVOOk4eT2LvEFDXnLg1aGf7TjrCKaQAS9+tr3jne/4m1/+8sXuRw9978ZCqnWfyHwVYTOJVTWilM+bWBG+fO3q1YNXLFt+91veMn/Qej3L2YSzlmCKiQl4cM2aVQ8+99nPzP3hD/9tRUG26wuyXXliGl8PzYg26SMXxcS5L8ibYuVlnvK+RX4l3tmMs55gCJmYgmj3yk+hQl/XUmu5/MDggRWD9cErx8ZGLpsum62sNBSbqrW1/fHunu6H5QXq8o5rfA3xawmvKYIhJibsBx1dHT/YctuWzx87duy848ePL61/p750dGz0sqEjQ28rbDfZ9zlnmrtysrCljnQt7vppW2vb4z3X9Dw2d+7cxxYsWPDKNF93VuA1SzDGxIQ+0tnZ+Yh+Njo6+vqLLrqo68ADB9qfHXm2vTan1j42MtZ2eOjw+XNqc9rGRkfemLFt9XxBoF+dqp0aXdK15OXW9tbR2qnayML2hSOLFi8aee6554YKNf7rab25WYz/Aboq2t2gKbC0AAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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</Swatch> 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+++wK/e8cddxiTixUVNiOKePjFmG+66abi1VdfVeHaBOL5AYMoxUaw2R1//PFG5y8EHTh4kXSLytkCJbOoVUb8GI0oMoLiVC350MnOTKVvI1Jj8ODByqkaFqEaVC+BtzPoraReFx4D2jD7GUyRSi1atKhiSyoEDwW/nG7VnCDwG6mdQYJw2pWDKG5M9Z+0iv0FoCncQoI1k6Nm3KMdeeSRSiEPC4WOkzTLQ8OqjJTx85ux3CZ6IWjpjr+tGLkAfcIpsBIXXAMr4ASTXwPRu3dv1bvpo48+Sv3cHsCpZhCsSewj1ayp0vkxJySZhMpDK6Y3QCAduxD6ycYbb5z41IWZJQwdOnRQEpeCwzbrf6EK5ABNrBCMB1us2t7VV1+tyoajd+UBOLUpfJe2buQHFjNITPTGnIZDB4I8AYoM8lwDIoPNCIZyfsIJJ4izzz5b+yLQmYgFIw4qL2CaRD/KAwjj4SGl3THEBjp16qSalCE8AjKTFMGCSyMXgBqjvHHoQboOVr5HCz4TkP2dl85oBNuh+yVV5+Lbb79VI02Ql8pi6+KLL1aFhKPiqquuUo74IrFrjSGYdoAhCZqUjUzKe4+0YxGAG2PQoEGJuEhMgD2MB8CK1q8cAaYOFgWHHHJIaMMt/KkshJIoCofTG52SQEkdEJVCE3psgs2aNYt8XqwCIYGR9YwkGPBKFsJ60WdsKfZk3hx00EHqM1Iva4JRfZHpPaiBF6YWmjrwkMKayLMASqjioNhnn32UNCFuTqfBPDoxLw+rzYShJFjdqHuj2Lndv2wApZuibtyoNNLJdMALFTRd094mD3j66aeVQVWHXIAaH4wUUBeCxSqLabPoGhZorO2sSu69916tffr06aOKCfMW52FVmAXItsppxtU6iTaFDwJ1TVGa/aQUEjEsld+ND2fawe5FnuHbb7+dyLUurcCdxgqR6TTOgit1gmFUpA49+lUUZyvKKU5wFgR0CEGC3XbbbQlc6dINVofkpLKCpmFGVKROMHIiQWH4ry5oEkr6FKBxKHa5tLrhLk1gkYWdK0qijhepEwzpRclvoiWKAUlF5AUREohrdwr0mgMovJtHcrGyZkVsUncL2x+WfDqomfYyigte2MLgAu63DbUjdYJhVKTiXhjon+NKO0wB7o9lSoR8lBJIq5WLKVC40V1MwEKFRu/FQpi82GyzzZSt8Prrr49VhpSXlyAFnONJtKzJRMnXAUVPsDMRE+a9gUnU80oCuiYDF0TEkvBbpCFVJdA/6WKHcRVpyQo6KihMR1hP2IwSFbklGAGDfk3bqyt40G4z+jCQjIyjGWDWiQN8iBzDpj3TCwhGbcVMW8TkDcTYUwnIQmnJREAeJFZ4KuFccsklsY+nSy7UEsMczK8hGJF7iRNstdVWy00njDDw0FB64yzPkwbRKWlHqERI8P0FghH2uJH9y6mKUiEXwP9IF7WsgI83bVcZUhvDtanuGIKPIFimgdt5RBylOS7wKWJ7YqVsu0p1MRB9y6rcsNBJGBa5Eiw2cFDTb9Etm70M0YACjyuMaAcTgrEP6YBR7YKYggr7goeBMCUMspiOAroWKwm20OSg+KeII2KF5224hEF01KhR4v77718q6kiQg0BpTAL3bE4ruNBwhZlkiUMuImJpb6hrRytEMXJhn0OikjfgBZUaySmgriuBCj5YaEwwOs5ie6Hq3Q477FD5d4yL3n9XV5A4TGQvMXC8TIXkonojiwNesrAgRD8QzGlaggDpwYvvl2llAxiBMXxjjCXA0gURsRQULFJz15xgpGJhRTYVp6UAklWxZpP6hoTyS/wlsZcGpCTV+oHcTCJGCS70a92SFJJ8HnQYQXh4yQUwhIfktyqCzZOD11ArN5KbluaNSxOEa7tSmGqCfhGoTInFwFSFTlL4MEoZlABFWhsCTs2rJZXCP2rUqEEacyrlA7IG6WoYKCFB4ZRC+BAqANOejsvGDyjZ11xzjY1LtQb8jXTAxW+ZIubCLddVRPpxrghWrERAHFALC33FrwkCemXz5s2VTai6tASkHghlFLDtsXiIohdGhEppdwlGxkJiFaZNQJY4AYSsWggoZKViE4QAhVW6ri7kAkhUckBZ8XrJxQtMlhOZSLrZSIZQWTAuwV5M4gxRgJGTKQxQ3Qal2+YDZ8Wj22kk72BRQsh4mILvNzUyjWPUnT17tmjZsmUSl6c45SUY81FqVQ4R3X5GwXnz5ql0MVaqs2bNCjLgLfWgAhB5DZdddpkqN+UCm5jOPSMTCQmWUGlSuPR/glFLUz5wRFpqlQ4xKNLmt1DPQrrQ0JNcxKgeAQyDGP/IFbRRwY+VJYbkPIUPnX766SoKlph5L3RfSKRagkr/a3CKD954sBkiAsHIKj766KPVyovAQN2qLuPHjy96M+K4mzAEkx5vq6kCLjB0wjwRjBKYzABU4s4hZrgfvAQrl+Ms0yPRw5B6FQDC4EPTsZMlaSditYRnwVYBYWLrk8rKjgoyyY855pjMzo8VH4MzSTg+cXPl7gcvwYhLJgHOqNsHcV6VB5PzP66SrIE0pYGBTfiV5EwaBBCw8ovT2wn/JIsmSjLYSkzebrvtKlMOMe2MGTPG+99wqDLGvZJg9JaRehiizchcwQ/A4Yl7hThxlPRlsANeVux1cQhGljwmCqIlbBHMq/f5OPpnuH2KQGFMPpH/RgRjmUuCJmWOdCr6LY0g1BhTi2ncu40WMSwGevToYTU5GV0bGyW+Wh/VoUr2SCHBmDsJQDTqGYnLJU6dKT906dJF/ZC0+ybaBql3xMiRe4ifkvgpG1EPuH4w9YQZSSmrwLAJrh8HuA/gTrn3D1UIRqdSedE44YpKMWrJ8wP9ShZhibcRH4XxMC8VduKAumKYEwCRFkx7NghGJhAurYSs8FEx3dvtFvilrd0iQghWp04dJXr9EmhZzoeVKNeBbYmYFQjKxGqOXY+sbVvVDN0WfznDLYV/8CPYNDkoHNEo6Ci8gUHZ2TbIVZ2ANCdyQxe4bfr3768SP6644oqS6dUkKjgzrfCPSxBMirh/5DQ5WX5c+rp/5gDYFN3Kg6gIWRAMiwAkx9Rj0Fp6Mtwp/GNQZvckOUgKzGUHtuoMr96JTzYLIHFd/yY2NA2PCP6+SX7/4UswycSPpRSjxGAuQnhsgKJ3xILho8wz8IzQoYNmEfhSswCJI/hz8QuH1Z51cC+c8fuPYrUpxopqRDBaM7P6zTsoSZV18WOM5QRlGmBs0H8EEkwy8mUpxWhz38HkTHkFMeUR4sqXIRxPwJWg/wyrrjNcVBOClTKSCh+3hOHF/rMowSQzZ1UnKVaqwLnMtBXU4tAFPmGSWpIoJBcApNesYl/QqQ+WOylG1AYrLHIUAzKKqxV0+xixiEk5+bmo9AKhBHOkGAa0zlYuyQKIMCAxNqmiaaUKPAUpVn+cFia9gG6Fw0Fy7CFyYhcjkpNOsstQFbx4Kb10KISDdL6oRTD5QN+RUoySyf758jlCgwYNlJGQInLLYtMSw5VwQueLJjVay+Sg13DRaojYm8gIIjYsixLjOJYJ9alfv74qUrIM1kGyRJnul7UJJsnyo5Ri/UVBQFkhqIPPgyUunrQoWyDMRScr2S19Xqy+KrFZZHDT4zsqsLRTqpy8RKrPhK3w8gTcP7pVpXG6DxkyxNvAtT9c0D2XaZVpYkSIXts36AvcdOLX586da3joYNCuecaMGUoyUZSkGGjywE0pRkY6WEAKajb4lRDQAQnC3bt3V5+//PJLMWLEiEjHyQImJcvxjXoKDfPsjeKEjAgmmfuflGLk8u8ix+p+3yEun2ETO+64o5Jg9GUMIxiECUvQ4AbTzS0quYBr+OQYaZa61AUtdjDjIH3imnKcAEnSx/v+Z6j3GNfJl8f/TJKsn/x4qxw1TPePAjJXaLPC1hbiWsbJjCaalGo8SYfUEGZdVlYmysvLq2RxB4EIWorFEVKNKkDSR0xAqn48e9MdIzVikCe6XV48jbiPjrK/KXiYjDyByFQSctMAERaUCoAslCkNq9VBFhKREIRVL1iwwMYl3Mwzj7JjnE4fmCzIBG8a4xjLoAH0PSQlEkynEAwEI2eC1jQWGlphjohsnopMMMnon6QUI5wHP8ZKUY/jB3Qtkj5spG3ZBMmmhZ01aOlCjoLNRU0hyJRv37690T6QzIIdEGW2K8866gFi9SqSJ35Tkoz4XqsdQenZ07ZtW9OYpMSBBCkEKWFkUjGF5R3Dhg1TbQZ79eql+0L05hnHOWfsZliOPrad/Hhq3GO5wD6Vx+BAv+kGvagUgMKPBCbeHpsWGd8hGBdV7/LCVre1IaIiC+lQGwfDFBFmjsgL8tgQ1Q9cJ40TMF8MGDAg7OsE4Q+xcV4rBHPsY1gdG8uxvY1jBoFQHXorYuMhbX306NFJnq5agSwhjaIwFC7pbmrvCoK1fpFO8ZRO8iP2hMTmDep+UTIIUFIcsiUlRYgkpRwV+kqcczA90cCBPuVZZQpp4i05OnmLl8SF1Yakjr+SuLGZcmxs89guyPgmQ4hiK0yjSU5RGCuPPfZYVcs0Tn0wXFOURcfq361bt8CsbAykmCGS6tgRgvfl6GziZ9SB9Y638gI/kSRjTZ0IySBUWjoaRkqc2HFdQbwU8+fPV6NYm0BKWlIaidDnlAG52vPsbB84kZbKSZMsLVBglyK5pr2DCkHERYsWLUJ9n0jLDAq+JEYukFjPbg/J8HyXxlq+AERkzJw508qxdBzrtgqjFIMbJ0do9eLFi9G5OidFLpBoU3iHZG3lR+KbE11dLm1AryO4kq2JOwhnOaUB6tat+9L48eM72da5CpEowYCj+EOyKcKSnSwqMG3g16N8eqnXHkOXa9eunSozYAKSj3v37n2nHN3HjRuXeEuTxAkGHBMG9Z6oX2Bs8cdtRAlI3r44WTO0KqbEOco7ZcBLGSx2TMkF5Gp2XO3atYfI6TEVC3EqBAOO4W6wJBqtJajEou0gp2b+hx9+qJqAxgFvPWaCuMcpUeC47m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</Swatch> 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</Swatch> 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GBoCSFTnWHh4cv1JS6Iz0gScSOO+5YWnyFiG1Qt0YuMd9ivfXWK6ck0ulYthQefOXZouPPfe5z5QM58piCHXAmt1lEnQXj1fbWvapfLMLN69KRPfT9m554S5yKhi5LnIZbRGeR/va3v5Vpnaa/U/xYJVcKs76ko3KRMmi/S8kFyK0+LecP5uC7N50DFyWdNsSnFOyINEdc9nEFZ5b47EsINtn7Z9WQT5EuEXmlqRTR2lhRmJyepVRPYYRymdxEGn6TosFY5Kh1zQ1vW+48DF3GP5makysDr8JnShflImKBUA7q5lik3AiEPvBwPe95z1vyc+7K/e53vzIZPyJWBe48t7q3Us6CEVUH7f1DcfZEirqUl/AHjDTqWrXaBmZdIphFoFn94Ac/KElXjTj5csh+z3vec/XPYh8iH3GMtjDLTpdhcbQ3jbS5UVT6CnLwEKjymBYst8Aoh7oMxxTwQbjzofSHOYLV29sOYHbl+Ibk+bpAP6W6sCYoeU7JFSHtYunhq0wLn9EVlqMcWFVLMj8qAvnNPxuj6cS9ELxY8quoczemBO7UE2yy3+K2xQqH9EkdhuYgq+ij7teJybIFHHoWn0X2npZnvt9YsESrU1t33f8WwuiPaKtJG4htcSjd77JqwTz2K3G/xTUg+cx/4cekMMGmS7lMF4jg0k7xJuSmBEUoh5bGmhVUZqiHI+O4Hl/96lfLgsppqoAbgDs4tHoOaJVgOxXLCPyH3XbbrXRWRXh1PksVsgOCDRWvUSPyMxHVWN08arzIA9WRmVVImo/sTPeGCJ54PSfg0FKCTYaXbD2vs2gDlV57fUwj8UskqOlOXWDwG93MTFfOLivSV/txDiI9DSv8pVRqIQ/YRKHJ+vCnWI62yHUIZC9EyHKmhGpBzTLZPWZrXIrDU1ILJuewLPa4ZrEU8aU5SvqQYSVUfnX1XUDCYGn6glUiuKYyhIgVWVOyCGT4TYhWLaW2HCuNVjg4NuhnCJ92LJFNps1mjAQcwqVyrGNKsKVh14KglT5XhUrbciFVPcwS5o5VNS4NIQilODKCH0ODo8Zrx6NfIRw/DwFmUTIjZ6urqdoOp0CRSzDLGrUewKUlBOu8PLr5lg5Ps6VibIexSQOaRny0zErd0IBEaqK3ais/SPPkoFQ6B4RS6DcPmKKtoTcHfafLhGC4VLZ7lQQLa6bYvVNCz0QYObY4U0KDAl9lDGEwQhmOSMc4yRSm8TiGAJnS6YeEUtKA6tlqyqQumKgrIZoWuplUpXpoPbDEY8t7DhLyrrVRBFXMSNsags1xKvhhf4sWbMuiQ+5RDZb6rtTfcFGo9elopibwbwieWrAkXusupAoDvpalio5kWazL6XUBPagKS5o8ntxfCtZIFMpapJDy6QsFgSwmWSPnhCOXhpBYKEAgdi3vfOc7Z+vXRKUKCqvBDstlWV4mwCWc+mxKsFbEqKWKpqnPKZTauAhR2SYd8GlyLV/6HpFCGQxSTlu2XC3zicjNb1XASP1mqS2LXAHVCH22eeEjKdmRhxW0sPS+K10qhQqOahUKF8Tn1SWxBQ6uD6cegT18/MMZaVtDsQbBOi2PdTe560Q+dWFp2kSUyCp4+upCedUIdQNI+kA/o+irijqfxVIloHCOtLO+52AcQbq3EUvP79Pgm/Zf1vlTdVO0gSX0UNb1Yi4TlJyKBLtJl7/whdSBV0ucu0gBlpuc8s2X83OVD33gRqmdEt1ZfljGpoF0RFHkjmkkTzsL07ZJwpA+REnwXFMJa2PkVNopVOfXjdWPoIDSkqtIgPV0nWUP5oCSU2uFiyHe7TTnSymLagk+i5IPFk1ojHRtsExI4Oam5PRN7JpHQXtKy6xZDJJB3Y6x+hclqBUQ8v80fsxqBw4+V92I9LT6FJDNMprWf1n+fL9pIe/Kz03LgsgZt7/97UcZwtyCTXDL3eYALB2EUAMlzXwG1ZE6lrs+4Rx2ZKxWiNKK+jSU8llyaQ9k4/wKGtT459D0/4ZApkASmX+VPiQUfze2OmKAK2H4cAquAYfeQ6OqwtLsge2aFmuCJbpacyawEZQ1FSmOBJzaDME26vuXqgCG6FEiQ4q8pc0y4iL6765DgEWTubqqFMJ9zvkYflsdOOEyDXF8AMuuEDKtwRf9ehijj4VcrEeOOIKKtr0oh6CuTIgFmxM2GkSwoaA3UcldaOZbjq8P6FZpNWsO/Byhf9d00hBQ0tPZFJLy9kJStRD1QN/NvzWC+K5STXNqhl2NOv/OphVzwnwJFjH05s9ou+Fe4L9x1KsgfOpHTAfssaJjza2w3GpRE4GSJbqMB+DQWzXS+jhC7RwrK0qCbTivT+sCSyhtKrcE809YgVyeMsLfNS25N7jBDcpybjqVxHlTM24Oluk6os/qAbDka2aOUGdPQmmzRKpHNHjw74jkrKpshrllc8KGCLYsCgzdHBEgYRXBpD3kDdONQPl++gY5qXUgPdTt4MHypPs5epKJn332+GZ99RhU/Zi6EU0iSjqaLqUhsMl8Si5gLX3PLgK36yi9tyCs09mCeWIU//Gj5Am7NJX2Ab8sNd1kEBZGFJSq36JAPg8VuzoFkOOtLzAHFou8kpZMyxBIffGfcm11PttnIVRqUSXDDeSVxwQWE1HTZYuDbXgKP4yD79w8PH0zEtJqOeQ6upchSgu2dttvSRRLwMYb6uY6qjm8aZDbQsVySSNKB3nwa6SQiLtuKsHVMudmKiqsK7ojyOYSxAincTcta6ZVGShnKWVZSTGEWn2QYKlBIHKN36WxpXINCYdqH5dyn+EBiufeB3WBwRh9pnPA2gjWOBbTTbHmp9bCk2+ZkpvrUkVh4osnkXpOB8pdHDclh7qZqJajPlMD3Sifn5t9Wq10paep74qQubATiEqO2OSLLNW8YoTCxJyfSFE3C63PcmkgH8tXbT+LZK/CQBTLKn2Oj6bBY5YRdQvWbZ0PpjS3qj6DFI8lpCocVmEaIL8n9uEhpKbPKjmIrbn0iuVrDBA0Cb3VEiDvX3WWc43CHiriZJe5EXWdS37ugelDMJWxHk7VvIiLLJx+PlgKwYefWQnSYMPvE6fr5n3MGq0Eq0tCswZtY5MsceluYsAiauCggqfZf5GOBK+cGVjqXNS+mw8ggieYXibBnfZAIg5fSlWIlJWLnk5XjMhZufidu0AvIl+rujOJaYtdJ2On4KirX2uCgSe50edWBg8Wn63p4YgbWowtULcSzNNthnw1EtGQIcncBIGB5bEKo7g33njjsrAwQgJWaYyKByG1VEvf3dRcTBY1TY9YXuLTLpqj9Oc2oE/BIa+OGheZdu0OouzHTRNiTyShtWmEAvmEnxtHUVmmEbULlCI1+XbOQW4zR1LBj/o3KTz5U0NXDEgea5p1pyHANk+nClteMJ2DnZt5UEXT05prH2O1NIQObQrlJ1Vzb3xFvYCOrmBNWUDRou9rWbfM1PlcObDcrK9lzXVw4+oiSOkkUbkMBCCM3/ewdSEZgbduq50I5dQ5eAjSYlGfaU9NEfJQaSVFJ4JJ5HoC+mb4CXoc42otu6Wib5qoDXybXDmQC28eRR+CsVb8LdGrMiMP15BWfhULXaweKxvJFcHqyE92IViXrWlyfiHrlduA3uriWo5RbzbapvA58FmYZVoTx56FIpwqRx67h491IBXkApJcxYffY5FJDWqvyBzVJ1b1RV1J95jgMuSQtvs3oYsmmXNnELOOnLnrOAQzJRi4QZxq6nxcbmYBhOVLmPqXQhRGGE4hn2j5StV40Zdorau+hBQCFpZ42iS2cxFtV9G1iYMOSLfLWaOIXNeT7APLXs1KcF+axh30AYKRn2e+Rcw8hEFpJDcdWWIFA2e7mte0JFUvKv2IoKxwsQkeEjKBz/DfLKd6+GnmS6ixN14qnYIjAOqTlBZB0sqq38sq4rqIJHNwfUg1sUpFMtzP+mzX04AzEUzP1sL3IKoDUy3IcAFElna8qFte+U4iRE46/0JkmpMW6kZuqlhoI5jeyrSDmhShQNAs16FTcVgM0gq/T5DC59M11GdXNYEEC8z94D+poLD0c0+aBGmROjeBK0PbFGCNMd5qgnMRTOdpfvjpghFJFWezaluLYmmTD8eXaoqA6pa0LpUVCguroB+RcaYZu0R/knTvk3ivQs5TY42jDxB5RgNaTkewTo8Jh9PwWHXtcT59V6aL8OQNPaEiFBBhElwRpk7AlLiuDv4lHfibaXoAyRnOJa2bZ/2q6ngOdSXidRUcdSAI+97LZGDJrHBOtGCNoMtYAmJ+jTnnUBJS27Qhzr1lTV1SCk6tQwBA5MtZnJzjC95rGoI5Z8sJ2SVWa0hmtwnHINqsfhdE6Zr4t6RS3Vk8Fodz7jzm1Okzb5QW7LS23+L8VpO3dBtplqYx35xg6ZjqDUmhRosomWtCkKaqdlfDtMNxQfTUtWE4Bd9IQMAiC/FZNJa960wIwmaq6As41l9//dp5GFUomeKT+mwdSa7dLPsPpsRpnQimJCaHWA9VBw0dOmbawKfiN1SHBZMcVBOkyVtplEUOdHMzpVJEeFJarF9XrQyRcukifQqi0LZeSNWogowI+UX1ZnPal2gIuhFMvVPuaW9bUvpsybfDDjssIZjliILOUoqK1Lf777Yb6oFgYVhQfl7dXknTANH7DrRrmuxMYmgimL5Jy3gVcpBkknkIwgNQEsy34mXX9kZqaEWAdDsYVZxVUbOKuhHaOSgIzIGP0rSbbBWWXEFAVKiVG5Mt0sk6s0LsJ3Btcvt+kx9EbHEyUYTfbUtlCa5y4zpZd/clRzCk5HqwnIIQ/ZvyyHPanhCnTlkrRDF/DyfJFNWud2qK+FF8DW1YlgWlNG1RZJ9hHH00nzq4Ac4rTX+wYpxoJJ3V+CX5TvoZ34iv6gbyyfRwpuOm4rAXS3wspGSh1cG1lfGIupGkmtrx99V6NkS3hFs6qyVDlmJ+XN1GrSPiZNyKqSJn2OhQeUI4pH0gUVu35VwVY3S6SAHpXK7CTVHV0LZ7LBBo5U2lgqRqVIQ2SRDIxWLGHUXATRWl6tSm0IuiIxRW0ttUzHpf79+li1viHGk8LKlPithVcnrIcsWb4PqolqAAjN1XUUHJ+kgwd3f0CdPyX8pc6uY0RGiWGGOWqbCfKl4dLwldNDvLm25sDb4Rymao3HXTqVmklFwp4r5D1PF0WbIC9Cn9iUAwA3/NEIulTdWKX75y26xW50XQ5av21e96oLQYkWAzobIlya4ccnd19UpMvLIUSelpwZfxWdViQYlbGYE2WNJScoH6KA+J982h2lJWhYJL9VqIOwYQqqmMnKTUpT9TgaNBNn1mnvVEyamUYKjce4e1NmhOYKGo59XqVrNN5c66Vm52gTCer8PZ16whfaM6tItiXqeLNckxXQIZcsZYBGtDn7kT/OkZEQyX/kswszQD65m0TpMO+8KXUJJinoPKStbMBWfixzbRiMSRHVLdwM+hK1XR5IArP+L7NaFvcCGg4u8KGJQDiYL7pOW6os/v9sSJOOU/0nVLAdBUBHOhNW1Q2qs+hlQQVX9R3S1dQI4RDKRLDL+uaTarfoUmMrOmfQYXewAt6WkFqnNibbrobgKTrht1nXTSSZ3PqydWF5OlBNN/9oyh76hExMWOM09FTrZu6Zpj4w9wmC1rhntwjuedAhFdWVo50ywZbcry2lRloVHD39RFyyxRn04iPmu1vJklI6jmOqCqcN3q/MUUfN4ZPuyrexlTghkDoyqw924fKiQIeOmFQTgVF7ShNmg6EEVGyyGZLgmdbnrQFXwQN9zSNUT7Mh3HIdLqIkiyUGr+pbqI0VGn4neatdF3MnVd+bRuoy4wUUc6qhqsVGHI8IwS7Di0eqTQaoLZWybcYKatt1whUZtrKqAntRGMpGDeRDXyQTqhdJ8AwBNOsY/vJSpEdOMy+6KP2o3M8okcfg0uLBahNafmt+GEE07I7oTbJQoGSzoZw0MSe0xTiNoJ5maczQifjPsUQVU70EbSm2B1in2XyE3LVq5iAqRAuhLM+0hdpURFeuJqnVUYG8qMpy01VspDhDVIL4II3aVWLZ1SMbgAAAzMSURBVIIPHC25B1X0TseTKqJNznjDhjVakaoEs3bK2fQa6SQpTVGuRiVU6jaQKuTucpFY2pjbBj5QriObVXGMVGNeghpOuuCbdVHhkYVVETHze5o2Y7ekc/Tpa/xADxipJyf0Kpliob2v+ri0po7/qjnaMUfgzhqzJNYgmJ1KgwVQ99vLigml+R+cfJWvLBcnv8vOHJYRdfR8h9T6sDxdlwWoaypx0cccXSlVQ2vjo7HcyokIsXV9k66L7xL7Hi3hxNumShTXs82hl4YSDMWhMYjps7rMzkjR1dfsiOPS3W4hJ6+/sxiwTBI0PdmcS3nLPjvLcoQVF8b2deTUvt8HyJhr8iXwdt0oog2sBec4gsW0BPnc3D6WSoxY93RfAZUNflbXeNIFrpGgKp1I5Np7X5a8S/RtNJUyH1bSEsxiWkKnxDurP8gRzLQR60n3WpsJWIs+HdQpNOSm0wz7ggWJF013EFKpBSMjjIW6/ZhILDmCaUOrbloBZosh2tBZ9YKA3MwPuUV+a1vzivPivkSXwpIcc7BTzKTAmSWTapYQLJi488JSdUT4z2dX/99yB20nN2Fm1qjLs9aVIHEhptnaecgYgxS0uaq/qkbNUk/3G4gjcKf6w7rObqUNPmn03ORKhh5Dfk4VdQ0orAKLkO7iAXynaRqRVfYKgKr7HAkIurTeVc8nIjcBsiPk+7LlMFmCBSaeEayYbWUXukk80ZLA6GaMNU5oGijdoaibLCTqZYWklxAvB84zEdbyadlmeZBriICcwvtIzMvxxs0W4syPLlBsmEvg95kYWcExOJP7H02zKQ4uBhKM+aXGc0J1Dg/Z2ImfIcTmvIrWTHrRbLHo9i5Bg2hZUzAfqu18BDuKD9XjI0ZuxDoZBUk1yPj/NC9jp5oqgj1w8pPrrbde6fv2SUd5QBA+3UaQteWzDsTBdf+jlmCBkd8IVkyNyVZ9PsmFpPXEOQsuEvGQqt61hNp7qL6IGwggrGwBn4afMBbIIjpzJIfJCJK/gpS2rW2cR5/dMvhcdUsikdnNjQ3JIkTXSyQo1db2vnUTKJtAiPW9ZR98LiPAsg6sbPk0rtT9z7bpOgaC9SIYwTUd4oEcUhPMb9dxmBpu090pIkRxksFd9zZqgoI7S5fS4RQCBTlEFmUeXdci30iuFIomlT7P6hzkULuUkHdA49C4RoKFL/f5vlYs5wSDWrCuBKuryETWMWqYWCwtcrnsAeupOZaM0LbxVhWaLERopAm1bgTktibhNCWUgsOtMmXMCdGs45D8aANYr8bukS7zwXpZMb5ArsqzT1jOCc0N0eVkT9v/h7xSL21FgqyY8p2u3Tcsa7oDiWZiyea2UZR1exlJlo9FLj0DMgiiTtEnKWKkStbWkZetBJtYMaYnPyiiAjevOsOdP9GnqUPeUFe4wXFRqJQCGWPLO8u3NEsbEJE16kIwljU3hNfSh2hN310GQv1Zai0t03VdQX0h2hQgRd0LyfybGzJ0Fu4Ex7ZZL+g64VBS8e5FB12MX0O0c9EsZyyOsNwwuD6gNMtrSqmwALpp2oIE+o6o02fVOb8ir66o+md1cPOqM1Yjcv5VFdJPUm2iSJEpV2KsSZBqw6qiqn9z8KcgmGigPdFcdCRYYOqp4Ylmllr3QWGtLBWS10YvSeoOTabyF7pse6zhVsTFirh4oiFJaWmjKtqmMQ/5XfKDSEz3UBVdN5KQz8yVVqtmle7i24peOf6+a9eIvE48nXIG62E40eUX+8xoNfrPCJhO0xDpQ6zOPFDdz4hAS+tB7nT/RuhjGfpUYUgWq6VPE9CIUJ230QcIzu+M1azq2wi7SNc26z/C31e3doYpupyMXG0eA5mgM8ECY88KVoxjMP1s65Eh2ZwDWaNKMMtPXXNuFX3GePMREcEsCCSz/NhpZBqwiLlSaWRmobvINaqF+Z1pS57UVt9qlQR74ULXX+47Zdru7frglw6kHwjLqKVN1amnnVLeNxHcRyvi47ACbbNYbZNjOeoD7920l2Vf1G0fzUIbCthlYJ6qEhKRbIL+TH8jsBior7n3R/f5g14ECyd1frBi9t3jbNTPIuoIexN50uNYIzX8yoWlmfqoykLudHe0iLqn1PJJY6rrytYe5hzG6DafBh643A5xpIY+6TdksnxPOZrcxdjj/J7M7D0nP7z/LwPJ1MQYPj/VHsL6Caszs0RuBu32yYtpDhGtqQL1dAsOZA+qy2MEp1yLPXJTzDW68ndYIHlGy8q0URyZg9SgfEhUrfJVCqjPFCHNtr4TixtJZlmcxUYWLfBhe7r3ff9w0EYM4YPeEy7gtuE/Hzbk7yPq9Cg+Qx+CecrpSBR4c8ZEdG3lMHHXEQcCkFRYrLF6MQm16Zx7hCe50J/6kEOgIM3GHxONm87Td/DdCHi7ez7kD6fZ6YNkoS9qk6FvILmca60a2nFM+xqS/GVVxphPFkECQLAqNH7o9ukivaSokzDmBHJEv216EwwmWGD02cGKKefxzZvnM9XAU82CpBGdhocpIpxlAVFkXZTK0e5LsAVC4nIn93roG0y1V1H44O8Gkplq233GZQJaDJ/L8iaFwanVsTNGtcRQOA++E5KoEFVx0GdSI1jCdHZXN7OyNA7tWVgQdnePp3mDqTfDmvhjWpG7KX8VGNBbp2PNG5YvOllMhNO0JIqV1PQhmSBCekyNVTryUmahi7SwTPCyoX5XirF2WzP+WAnFjiO930JgZ5FqlQW/yQNQF5HWwdKvKhdJBQ6Wxb7bQy8QunWXjrQegFEINtHHzCzXo3/rMd5zEajbFZbfNATGvztWGNQP7dJX76rDaPtFToanyEfY8iK/c8NIkMAV8tOuLLFjzYhXP1/t1IEhkWkT5BRVXzjvaVvQRobwfZt0eMm0GHVD0km+Ut2YJFx7nUpPxHp1zR/Rt3GDlDcTJOuqNTWUSg77e2UxRM/cjVWIp2M6nUdv9sRY8x2Ir4IYEwudi4JCNWc6spcBtOJv1yfP2AWj73gbTvDn4UJK349KMjfHfPlqSTYrJuqT09TaX3XGpZ+kkqISzmk3MdCYguoq4PdUHohqdeuIIuUsx9gcHaj66eYVIlWZA4r9FC1jYwC57urejf3GM9lSeRYkQ4q6en+gkIv20pn0SKkFrJrLU2UqqZ6TDJQqG04yC+T2KYrFfwsk2MzIBTPbszshmdBpap8MedogQZ0STDVC3Wwwla3z1qTqNmDvMnZ8RuBzbTcrcsFMN4WfkEzCUW3uVNFlbohIFdXyFh09igarWxHCkGbgaWFHEJUcVRx//PGZ3545RIvbjO1zVTFTgsHE8Ucye/AN1smkkNpQndyn5Ec6qtp04Yb2mT3WBhbIwGPJew0rgojcwDuJa11GlkSgjymHnmaq0ECIWnYZM1qsw8wJBhMJw1V11Qcp/p5+CeS6vkjOvUqDKqR6WDG1XyI3VaYi0b7pnzrwoQQHgokI5dt8RlUdKRT/6VBXfmPUEn9vVht0NUAV5f5j6VxtmAvBYPKF9gtEM+WMSemVIFdkJwrTtZQblSn0r9sXctrZY02wj1FKLlDMKCtQt3OIXoV59SskoOHsPkb6pw/mRrCISe6SA6TgvZdEzhpJJB944IHlbAVEo5QrXJzhnjuNqNvRt+tmCHOCkpudpk1cD8HcCQaTKgyFYHYM2LXoURmrCtWh5grBFll5AXVL3Bj7io8AqwYVd+9pSm6mwUIIBpMvvNtk6PChRc8a/6ZJzfMEFd72eeluwLyBMUd3DoQa+j3nvSRWsTCCRUyWTPlLjb2jdSvNC9I9lkkKPW1NHZjS7UUt2RMQA/cYUkM/NhZOMJg0kmwf/vOB4bAFRafm3uUCzSKrVq1a9GmApli9q0fPK0psw7IgGEwuyFGBaJ8oLpjaoj3ufzNiu0GPnxXggFkLp32xbAgWMblA+wSi8cs4Mp2m+lyEIRX3pK6zIuaNZU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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>