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Clay Paky Sharpy X Spot (Clay Paky_Sharpy X Spot.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Sharpy X Spot" ShortName="SharpyXSp" Company="Clay Paky" Version="7"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>e2466dee-f4c2-4e57-81b3-a187fdf16331</Thumbnail> <History Date="03-03-22" Author="Nic Morris" Comment="Created (charts contain errors. gobo 1 images are poor quality)" Version="0" /> <History Date="04-03-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="05-03-22" Author="Nic Morris" Comment="Corrected colour index display range (was text only). Fixed missing colour func DMX ranges." Version="3" /> <History Date="19-08-23" Author="Nic Morris" Comment="Created from Clay Paky Sharpy X Frame (function control contains range conflicts)" Version="5" /> <History Date="24-08-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" /> <History Date="25-08-23" Author="Nic Morris" Comment="Changed fixed and split colour ranges to force first value for Capture compatibility." Version="7" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="c5a7ca7a-c483-46aa-b5c3-80990c06a9fb" /> <Control> <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"> <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="86~170" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="171~255" 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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Colour1Func'==1" /> <Condition Name="Split" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Colour1Func'==2" /> <Condition Name="Index" ID="35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51" If="'Colour1Func'==3" /> <Else ID="52" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="6~6" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="2500K" Display="'2500K'" Dmx="12~12" WheelPosition="2" Colour="255,240,200" /> <Function ID="4" Name="Brilliant Blue" Display="'Brilliant Blue'" Dmx="18~18" WheelPosition="3" Colour="0,0,255" /> <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="24~24" WheelPosition="4" Colour="128,255,0" /> <Function ID="6" Name="Dark Green" Display="'Dark Green'" Dmx="30~30" WheelPosition="5" Colour="0,180,0" /> <Function ID="7" Name="Aquamarine" Display="'Aquamarine'" Dmx="36~36" WheelPosition="6" Colour="0,255,200" /> <Function ID="8" Name="Lavender" Display="'Lavender'" Dmx="42~42" WheelPosition="7" Colour="255,128,255" /> <Function ID="9" Name="Pink" Display="'Pink'" Dmx="48~48" WheelPosition="8" Colour="255,150,150" /> <Function ID="10" Name="Navy Blue" Display="'Navy Blue'" Dmx="54~54" WheelPosition="9" Colour="0,0,255" /> <Function ID="11" Name="HM Green" Display="'HM Green'" Dmx="60~60" WheelPosition="10" Colour="255,255,255" /> <Function ID="12" Name="Light Orange" Display="'Light Orange'" Dmx="66~66" WheelPosition="11" Colour="255,128,0" /> <Function ID="13" Name="Dark Orange" Display="'Dark Orange'" Dmx="72~72" WheelPosition="12" Colour="255,100,0" /> <Function ID="14" Name="CCT Blue" Display="'CCT Blue'" Dmx="78~78" WheelPosition="13" Colour="0,0,255" /> <Function ID="15" Name="UV" Display="'UV'" Dmx="84~84" WheelPosition="14" Colour="180,0,255" /> <Function ID="16" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="90~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="3~3" WheelPosition="0" Colour="255,255,255" /> <Function ID="19" Name="D Rd/ 2500" Display="'D Rd/ 2500'" Dmx="9~9" WheelPosition="1" Colour="180,0,0" /> <Function ID="20" Name="2500/ B Blu" Display="'2500/ B Blu'" Dmx="15~15" WheelPosition="2" Colour="255,240,200" /> <Function ID="21" Name="B Blu/ L Grn" Display="'B Blu/ L Grn'" Dmx="21~21" WheelPosition="3" Colour="0,0,255" /> <Function ID="22" Name="L Grn/ D Grn" Display="'L Grn/ D Grn'" Dmx="27~27" WheelPosition="4" Colour="128,255,0" /> <Function ID="23" Name="D Grn/ Aq" Display="'D Grn/ Aq'" Dmx="33~33" WheelPosition="5" Colour="0,180,0" /> <Function ID="24" Name="Aq/ Lav" Display="'Aq/ Lav'" Dmx="39~39" WheelPosition="6" Colour="0,255,200" /> <Function ID="25" Name="Lav/ Pk" Display="'Lav/ Pk'" Dmx="45~45" WheelPosition="7" Colour="255,128,255" /> <Function ID="26" Name="Pk/ N Blu" Display="'Pk/ N Blu'" Dmx="51~51" WheelPosition="8" Colour="255,150,150" /> <Function ID="27" Name="N Blu/ HMG" Display="'N Blu/ HMG'" Dmx="57~57" WheelPosition="9" Colour="0,0,255" /> <Function ID="28" Name="HMG/ L Org" Display="'HMG/ L Org'" Dmx="63~63" WheelPosition="10" Colour="255,255,255" /> <Function ID="29" Name="L Org/ D Org" Display="'L Org/ D Org'" Dmx="69~69" WheelPosition="11" Colour="255,128,0" /> <Function ID="30" Name="D Org/ CCT Blu" Display="'D Org/ CCT Blu'" Dmx="75~75" WheelPosition="12" Colour="255,100,0" /> <Function ID="31" Name="CCT Blu/ UV" Display="'CCT Blu/ UV'" Dmx="81~81" WheelPosition="13" Colour="0,0,255" /> <Function ID="32" Name="UV/ Op" Display="'UV/ Op'" Dmx="87~87" WheelPosition="14" Colour="180,0,255" /> <Function ID="33" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="15" Colour="0,0,0" /> <Function ID="34" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="90~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="35" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~6" WheelPosition="0" Colour="255,255,255" /> <Function ID="36" Name="D Rd - 2500" Display="'D Rd - 2500 %.f%%',0~100" Dmx="6~12" WheelPosition="1" Colour="180,0,0" /> <Function ID="37" Name="2500 - B Blu" Display="'2500 - B Blu %.f%%',0~100" Dmx="12~18" WheelPosition="2" Colour="255,240,200" /> <Function ID="38" Name="B Blu - L Grn" Display="'B Blu - L Grn %.f%%',0~100" Dmx="18~24" WheelPosition="3" Colour="0,0,255" /> <Function ID="39" Name="L Grn - D Grn" Display="'L Grn - D Grn %.f%%',0~100" Dmx="24~30" WheelPosition="4" Colour="128,255,0" /> <Function ID="40" Name="D Grn - Aq" Display="'D Grn - Aq %.f%%',0~100" Dmx="30~36" WheelPosition="5" Colour="0,180,0" /> <Function ID="41" Name="Aq - Lav" Display="'Aq - Lav %.f%%',0~100" Dmx="36~42" WheelPosition="6" Colour="0,255,200" /> <Function ID="42" Name="Lav - Pk" Display="'Lav - Pk %.f%%',0~100" Dmx="42~48" WheelPosition="7" Colour="255,128,255" /> <Function ID="43" Name="Pk - N Blu" Display="'Pk - N Blu %.f%%',0~100" Dmx="48~54" WheelPosition="8" Colour="255,150,150" /> <Function ID="44" Name="N Blu - HMG" Display="'N Blu - HMG %.f%%',0~100" Dmx="54~60" WheelPosition="9" Colour="0,0,255" /> <Function ID="45" Name="HMG - L Org" Display="'HMG - L Org %.f%%',0~100" Dmx="60~66" WheelPosition="10" Colour="255,255,255" /> <Function ID="46" Name="L Org - D Org" Display="'L Org - D Org %.f%%',0~100" Dmx="66~72" WheelPosition="11" Colour="255,128,0" /> <Function ID="47" Name="D Org - CCT Blu" Display="'D Org - CCT Blu %.f%%',0~100" Dmx="72~78" WheelPosition="12" Colour="255,100,0" /> <Function ID="48" Name="CCT Blu - UV" Display="'CCT Blu - UV %.f%%',0~100" Dmx="78~84" WheelPosition="13" Colour="0,0,255" /> <Function ID="49" Name="UV - Op" Display="'UV - Op %.f%%',0~100" Dmx="84~89" WheelPosition="14" Colour="180,0,255" /> <Function ID="50" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="128~255" WheelPosition="15" Colour="0,0,0" /> <Function ID="51" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="90~127" WheelPosition="16" Colour="0,0,0" /> <Function ID="52" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~128" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="39,40,41,42" If="'Gobo1Func'==3" /> <Else ID="43" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ce67b8c9-0ab2-4d77-8714-3936964d710a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1"> <Swatch>f6f5ec1a-fab4-4ee0-86f2-e1b6c7be0144</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2"> <Swatch>9476ce77-af81-4091-8c8d-9eb4a9784494</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~14" WheelPosition="3"> <Swatch>352d85d1-46da-41dc-97b4-abcfe53bf447</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="15~18" WheelPosition="4"> <Swatch>009df8cc-9257-438b-8c64-1f7246fe5dac</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="19~22" WheelPosition="5"> <Swatch>c652ad55-2d74-415d-a214-0e810b755cf0</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="23~26" WheelPosition="6"> <Swatch>090f1729-bb42-46cd-a7c6-4389409dffbc</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="27~29" WheelPosition="7"> <Swatch>85517713-8a30-4048-a401-71f4f8dca791</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="30~33" WheelPosition="8"> <Swatch>a595d366-d8e2-4eee-a87a-de165b12d5c5</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="34~37" WheelPosition="9"> <Swatch>3c3e92d3-34f0-435c-b4f4-43e6529d346a</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="38~41" WheelPosition="10"> <Swatch>ddc72a89-92c1-44fa-b09e-d801f9bd100c</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="42~44" WheelPosition="11"> <Swatch>bc344457-f371-4330-8fcb-be2e49f91b92</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="45~48" WheelPosition="12"> <Swatch>806f5b75-edd8-4477-93f7-dd3e44b8d49d</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="49~52" WheelPosition="13"> <Swatch>195a00a4-17ad-421a-a0da-b837e5ee4be1</Swatch> </Function> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="53~56" WheelPosition="14"> <Swatch>957d80d9-6074-4923-8363-a64aa9467fe5</Swatch> </Function> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="57~59" WheelPosition="15"> <Swatch>01d85b20-cd4f-4748-b9ab-a0573373932b</Swatch> </Function> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="60~63" WheelPosition="16"> <Swatch>5d093bed-3fad-4af6-b790-8909928ef41a</Swatch> </Function> <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="64~67" WheelPosition="17"> <Swatch>e3e96e21-f020-4960-b314-b761a37e1603</Swatch> </Function> <Function ID="19" Name="Gobo 18" Display="'Gobo 18'" Dmx="68~71" WheelPosition="18"> <Swatch>6f04e007-161c-4f6f-a7e9-be6588a4c099</Swatch> </Function> <Function ID="20" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ce67b8c9-0ab2-4d77-8714-3936964d710a</Swatch> </Function> <Function ID="21" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~165" WheelPosition="1"> <Swatch>f6f5ec1a-fab4-4ee0-86f2-e1b6c7be0144</Swatch> </Function> <Function ID="22" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="166~170" WheelPosition="2"> <Swatch>9476ce77-af81-4091-8c8d-9eb4a9784494</Swatch> </Function> <Function ID="23" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="171~175" WheelPosition="3"> <Swatch>352d85d1-46da-41dc-97b4-abcfe53bf447</Swatch> </Function> <Function ID="24" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="176~181" WheelPosition="4"> <Swatch>009df8cc-9257-438b-8c64-1f7246fe5dac</Swatch> </Function> <Function ID="25" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="182~186" WheelPosition="5"> <Swatch>c652ad55-2d74-415d-a214-0e810b755cf0</Swatch> </Function> <Function ID="26" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="187~191" WheelPosition="6"> <Swatch>090f1729-bb42-46cd-a7c6-4389409dffbc</Swatch> </Function> <Function ID="27" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="192~196" WheelPosition="7"> <Swatch>85517713-8a30-4048-a401-71f4f8dca791</Swatch> </Function> <Function ID="28" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="197~202" WheelPosition="8"> <Swatch>a595d366-d8e2-4eee-a87a-de165b12d5c5</Swatch> </Function> <Function ID="29" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="203~207" WheelPosition="9"> <Swatch>3c3e92d3-34f0-435c-b4f4-43e6529d346a</Swatch> </Function> <Function ID="30" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="208~212" WheelPosition="10"> <Swatch>ddc72a89-92c1-44fa-b09e-d801f9bd100c</Swatch> </Function> <Function ID="31" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="213~218" WheelPosition="11"> <Swatch>bc344457-f371-4330-8fcb-be2e49f91b92</Swatch> </Function> <Function ID="32" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="219~223" WheelPosition="12"> <Swatch>806f5b75-edd8-4477-93f7-dd3e44b8d49d</Swatch> </Function> <Function ID="33" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="224~228" WheelPosition="13"> <Swatch>195a00a4-17ad-421a-a0da-b837e5ee4be1</Swatch> </Function> <Function ID="34" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="229~233" WheelPosition="14"> <Swatch>957d80d9-6074-4923-8363-a64aa9467fe5</Swatch> </Function> <Function ID="35" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="234~239" WheelPosition="15"> <Swatch>01d85b20-cd4f-4748-b9ab-a0573373932b</Swatch> </Function> <Function ID="36" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="240~244" WheelPosition="16"> <Swatch>5d093bed-3fad-4af6-b790-8909928ef41a</Swatch> </Function> <Function ID="37" Name="Gobo 17 Shake" Display="'Gobo 17 Shake %.f%%',0~100" Dmx="245~249" WheelPosition="17"> <Swatch>e3e96e21-f020-4960-b314-b761a37e1603</Swatch> </Function> <Function ID="38" Name="Gobo 18 Shake" Display="'Gobo 18 Shake %.f%%',0~100" Dmx="250~255" WheelPosition="18"> <Swatch>6f04e007-161c-4f6f-a7e9-be6588a4c099</Swatch> </Function> <Function ID="39" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="40" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" /> <Function ID="41" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="42" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" /> <Function ID="43" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="8~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~4" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~132" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="133~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ce67b8c9-0ab2-4d77-8714-3936964d710a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>65b0c13f-492d-429a-b035-7d683f9a9f8f</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>9a290037-77e0-4085-bafe-c25661e20a4f</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>58d5ac9a-8385-4860-b7ed-38696a6a856d</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>c7497d4a-a199-4021-9fa0-c27de285162f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>b3e0f24b-ff90-4340-ac3a-cae911336942</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6"> <Swatch>729999a2-d48b-41ed-99b2-9b5140e2ab65</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7"> <Swatch>e0817547-0a40-4db9-b702-a24dd96a223a</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" WheelPosition="8"> <Swatch>e025288d-c8b8-4e38-8af1-e09533a77db9</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ce67b8c9-0ab2-4d77-8714-3936964d710a</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~171" WheelPosition="1"> <Swatch>65b0c13f-492d-429a-b035-7d683f9a9f8f</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="2"> <Swatch>9a290037-77e0-4085-bafe-c25661e20a4f</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="3"> <Swatch>58d5ac9a-8385-4860-b7ed-38696a6a856d</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="4"> <Swatch>c7497d4a-a199-4021-9fa0-c27de285162f</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="5"> <Swatch>b3e0f24b-ff90-4340-ac3a-cae911336942</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="6"> <Swatch>729999a2-d48b-41ed-99b2-9b5140e2ab65</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="7"> <Swatch>e0817547-0a40-4db9-b702-a24dd96a223a</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="8"> <Swatch>e025288d-c8b8-4e38-8af1-e09533a77db9</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" 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="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="4-Facet Prism" Display="'4-Facet Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <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="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="8-Facet Prism" Display="'8-Facet Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <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"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </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" /> </Attribute> <Attribute ID="Beam_Mode" Name="Beam Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Spot" Display="'Spot'" Dmx="0~0" /> <Function ID="2" Name="Beam" Display="'Beam'" Dmx="255~255" /> </Attribute> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Function" Name="Function" 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="51~60" /> <Function ID="3" Name="Pan Normal" Display="'Pan Normal'" Dmx="61~70" /> <Function ID="4" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="71~80" /> <Function ID="5" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="81~90" /> <Function ID="6" Name="P/T at 0%" Display="'P/T at 0%'" Dmx="91~100" /> <Function ID="7" Name="P/T at 100%" Display="'P/T at 100%'" Dmx="101~110" /> <Function ID="8" Name="CMY Speed Standard" Display="'CMY Speed Standard'" Dmx="111~120" /> <Function ID="9" Name="CMY Speed Fast" Display="'CMY Speed Fast'" Dmx="121~130" /> <Function ID="10" Name="P/T Speed Standard" Display="'P/T Speed Standard'" Dmx="151~155" /> <Function ID="11" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="156~160" /> <Function ID="12" Name="Display Off" Display="'Display Off'" Dmx="161~170" /> <Function ID="13" Name="Display On" Display="'Display On'" Dmx="171~180" /> <Function ID="14" Name="CMY Curve Standard" Display="'CMY Curve Standard'" Dmx="201~210" /> <Function ID="15" Name="CMY Curve Linear" Display="'CMY Curve Linear'" Dmx="211~220" /> <Function ID="16" Name="Dim Cal Factory" Display="'Dim Cal Factory'" Dmx="221~225" /> <Function ID="17" Name="Dim Cal Custom" Display="'Dim Cal Custom'" Dmx="226~230" /> <Function ID="18" Name="Set Custom Dim Cal" Display="'Set Custom Dim Cal'" Dmx="231~235" /> <Function ID="19" Name="Record Custom Dim Cal" Display="'Record Custom Dim Cal'" Dmx="236~240" /> <Function ID="20" Name="Safety Blackout On" Display="'Safety Blackout On'" Dmx="241~245" /> <Function ID="21" Name="Safety Blackout Off" Display="'Safety Blackout Off'" Dmx="246~250" /> <Function ID="22" Name="Dim Reset at 0" Display="'Dim Reset at 0'" Dmx="251~253" /> <Function ID="23" Name="Dim Reset at 255" Display="'Dim Reset at 255'" Dmx="254~255" /> </Attribute> <Attribute ID="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" /> </Attribute> <Attribute ID="Lamp" Name="Lamp" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" /> <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" /> </Attribute> </Control> <Mode Name="32 DMX" Channels="32" Id="de23930f-8028-4e98-919b-c5a9ebaefe9b"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="dfe64d43-baa9-4420-9e75-2994ee43cb86" /> <Include> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="4" Wheel="9" /> <Attribute ID="Colour1Func" ChannelOffset="5" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="21" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Animation" ChannelOffset="12" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="13" Wheel="84" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15,16" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="19" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="49" /> <Attribute ID="Zoom" ChannelOffset="22" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" /> <Attribute ID="Beam_Mode" ChannelOffset="25" Wheel="25" /> <Attribute ID="Pan" ChannelOffset="26,27" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="28,29" Wheel="3" /> <Attribute ID="Function" ChannelOffset="30" Wheel="28" /> <Attribute ID="Reset" ChannelOffset="31" Wheel="29" /> <Attribute ID="Lamp" ChannelOffset="32" Wheel="30" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Reset:4" Delay="4000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:3" Delay="4000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Reset:2" Delay="4000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Lamp:3" Delay="4000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Lamp:2" Delay="4000" /> <Set Channel="Lamp:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Function:2" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Function:3" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Function:4" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Function:5" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T at 0%"> <Set Channel="Function:6" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T at 100%"> <Set Channel="Function:7" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Speed Standard"> <Set Channel="Function:8" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Speed Fast"> <Set Channel="Function:9" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Standard"> <Set Channel="Function:10" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Speed Fast"> <Set Channel="Function:11" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Function:12" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Function:13" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Curve Standard"> <Set Channel="Function:14" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Curve Linear"> <Set Channel="Function:15" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Cal Factory"> <Set Channel="Function:16" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Cal Custom"> <Set Channel="Function:17" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Set Custom Dim Cal"> <Set Channel="Function:18" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Record Custom Dim Cal"> <Set Channel="Function:19" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Safety Blackout On"> <Set Channel="Function:20" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Safety Blackout Off"> <Set Channel="Function:21" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Reset at 0"> <Set Channel="Function:22" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Reset at 255"> <Set Channel="Function:23" Delay="4000" /> <Set Channel="Function:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="19" Name="Gobo 18" Number="0" Page="1" SetControl="Gobo1:19,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="20" Name="Gobo 1" Number="0" Page="1" 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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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</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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Lg4gflwgs+KxnJafLoE3+RprYGaWyolxNPPkUGDxkiJ009VbKys91wWX999lnZrO20p7Qjj1wamjvD+HJysp1FvWXbFjlh8mQ5/fRZ8vjjf5Z1766T0tJSlzQDHzQiTOASwbWjuNLu3btz77rrrh+o7urvZxJ09CgAOqjf1JXC/cojjzySYscLtL5lgNiOyM34Z1jI2E4XRlTnICfAGdY5wIr1c889V5YsWdI9biH80QmJCVKllu8jj/5JkhKSZIta1fsVnOjsO/vss+W000+TCRMmyagxo+TvvvwliWXHZNmzSxX22+Rgc4V7ORxsqHO+6bFjxkhZWbmsWrVKLrv8y5KTm+NeAJ2p3+KsZoT1iWS5+0Hon76g5Ctf+cp1ujEAOqhbAdBB/aZFixY9rT/vi+EPJpyt5YxBWxmpYd0bXAbYGBNtMwxt9Ab2W7FihfP1oj3AEWMSwh/9yiuvOEgT/GgDcdcZGZlSMmSwq2hXXlEp9z34oLzx5hvy6U99WqZOmypDhpXK+Z+9QDLTM2TJI3+SHeXlEsvIchEeiJuuVUv9zDNmycuvvCq7yspk8OBS2bOnwlnKmZkxQY3TlpZWZ3HjGvGiQfKKLg+5+eabz9RfFS/097MJOjoUAB3UL1q4cOEiBeQ5iKrw3RoELsBFVwZ90diXcxupwTEHbSQHrOvXXntNnnnmGTnnnHO6gQ73xhi1cgHMXbt2dXfcQYAmzNz0tHQZMWq4pKWnOiv6lZWr5bXX18iY0aNk9uw5MmfOLJk+c5r8dfkyycvNc/HP7dImtfV1Uq4wLlEwf+pTn5I9+mLIKyhyySs4X1oa6n4g7bzNnY/3gfMuXboU4YA/181n9stDCTrqFAAd9LFr/vz5Z27evHkuOuxoIRPKtKQBLpdmrVClJUxQA7yQtaY5/qDtZFy3bp388Y9/VAu2s2gS2gMIAWiOxIIXACbAE3U6OmOcO7pfDqXDhjrXyKZNm6SyslL+tnadrHt3gzz88MNSkJ8nzc1tMhRF+qv3SWtbu5wwYbJMP3manDTpRJl19ix57PEn5LHlSyVJrwftI7wO7g24OugzxwsC58VI4Zdeeumsyy+/PGnx4sVt/fuUgo4GBUAHfaxS+GTk5+c/sX79+gTbyWfBShcHk1EAZciG1vlp33BdoAMOBYoAarg0fv/73zsowqXBtgBD1MZAcgmgjNA4JJIgHRxjDCJ7EbBsRY1o1O7QF0RmVoZMOfUUqdpXpaDeLLU1tVJdXSO7du92daMLCwpl+ikz5aSJJ8nkEyZISnuSZCrc0xNTZMK4cfLI00+7mtFtbS3dLwAm3bDIE64L537zzTeT5syZ83293Tv690kFHQ0KgA76WFVSUvL8a6+9loVlazVbNwetZIALHXwEOcFNaBPqAB6scdS6AKgBOySA7Nixw7kyED1Baxw+ZlTGg2sFcAbAAXOsI9sQVu3GjRtdDWfAFG2hTVSoQ7F+JJ5gXMOKin2uPvTEMRNl3IhRrmpebnZM0lKSpHZvjV5jutTX1cvgomJpqq9zNar1jrsBnZeX1z2wbWLX/eE8a9askU984hNflwDoIAmADvoYdcMNNyxat27ddFi6hLLfOWjX8Tn0XjH+5O4OPR4L7dy5U9Qqd9YzrNDnn3/exToD7qNGjXJzQBGdkQi1wwQ4Y19cC8AI9wUiKcaOHStTpkxx+6uV7/aBhZ2R0eTax3UUKqgxrFVOdq6UFJfIiGHDpGRIiaQmpUjNvhpJzUxzgwMcrKmT1sQOOXiwTtc7ul86GOlliO7PWiId+C66rGqMs1hQUDCx3x5S0FGlAOigj0XXXXfdLLVU5wKE1mr2/c4AIDv8aDnTjWE7BrE/BOs3JyfHWaTwGQPMqBQHyxSDuA5TeOI4rMN6hnsDE8AL6xnwhZUM6xpzZDLC1YG6zieccIJrE+4QgBP7AvbYBl8y0r4PHKiSrds3y6DsQZLQ1i6piakyfPgIyc3JlX1qadc21urLYL+kpaa4AWXhbkE0Cf3h9LXzZYNzKMgzFy5cmBhGXAkKgA464oLfWWH5lP58TyB8rSXsZw/S0rS1nwExv9YG3BIAK6xnrJeVlcljjz3mrOPs7GwHZ8AbIISljO04Bi4OwBoWNaxntIEJwr6wsAFq1O7A8bCqJ02a5K4LsMZLBsc6UOv1NCpUa2oOSLqu41rLDpRLemqaJHQkulrRs2edLkkpna4bvghwP6zIx18K9Hnj5aHXNVw3bevHxxZ0FCgAOuiIa8yYMcv++te/ZgNA7Biz7g0CiqVE7ecQjoPVSTjjM0AMIJ0wYYKDHID76KOPOr8z1gFWWNCdHX6tLnIDgIb1TDjTv2wjN2jVYjvWcQ6MJQjLHJEgKMAPyxrL+AywZsJLmx6LaA3cTf3BBulob5N2DCyr1wKLG/BlsSdMLqSvSwQ2hP10vfljf1BBR50CoIOOqObNm3fDm2++ORMWLN0WttPPhsrZwvw2axCWKsHtMv+0LVjLsGppdT755JPO4mV4HAaMRXgdXAbYh64NwLkz3bqpG86UhSTXu2DpJljfiKvW+3EvALhBEP2BFwGAz6gQjuTNDEiCme1wuz0XlxHSp5+3L1q0aPcRfzhBR70CoIOOmObPnz9y7969C5EMQl+z/VlP94atOBcvaYVhcoAdamnAioWwPzIFX331VWfJYj9Ec6BzkBY4Yp5hcdPvTNcGQWll4WlhauGKCTAGsAFrXH9hYaGLGMGE8wPIOB9dKljGeQl832rHHMedfvrpsMx3fEyPKOgoVwB00EcWOrR0NkkBVHnTTTdVcrvCcLlanM5/QTeGjcCwILYxzfzc+qfph8Z4goAgtyEkbtmyZQ68gCoiLWDZwhIFDAli+I4BSbg6YD0TlL4Vaydu436Eqd2OiTHM6Fx87rnnnAUPCxu+8ZKSEkRlyNChQ7s7QCELfvrbcQ9oq6Ki4j8+hscWdAwoADroQ2vevHkFCqH7FEbno/ARohQeeuihVoVVTW1tbevKlSuLAUOACaLlTEvadhjajkNrNRPQACMiKeBOYCcirFi4NgBHCPsCiMOHD+8+hu4MgBBzWs/WtcFrscC2YLbbKGtN232wDlcKXB345YCi/XyZ2Op69oUE4bqwzzXXXNP6u9/97uarr776yD/AoKNeAdBBH0qLFi26QsH8q1WrVmUAQkwoUdAkq3WaD9jAaoVvmRXpbFU6Ws0Mm7NuD7+yHY6DmwLrTNkGbAFnJKgQkojcgO8ZIXduaCuFHgBN90JfFrNd57Kd+8tWtl0LbcztywDXwP3svfLezzvvPBRN+n8hzTuICoAO+kC69tprs9RSfkyB+QlA5cwzz3Q/y2G5MjOOYIT/FTUssI6f74AmfvYz7pdwgiygrZsD2+maQLgbAbh8+XKXSMLwOEAe14CsQYAc2wFxnJfH03qmBUuL2lrPFtK8LsKW61RUp6IfoUG/OV0btg3rA8dL5YILLmh79tlnrzrczyzo2FUAdND71sKFC2eOGjVq6dNPP50F6/iyyy5zlrMduBXQ4c93LANMsH4ByM5BU2PdI6BAForWqiS8AVG4NuBX5n4IeUOnIOHMsDpYz7CiIbw0cE5mC6Id+p4BacZb4zqZqAL5Lw3OLUyt/5iy90E4+3WsozolIVzLrFmzMIjsA7fccsuBw/O0go4HBUAHvS/deuutl6uF+qD+/E6AVQrQwn1Bq9G3iAFBDvKKeGGW+iTEbBU3P2mDbeEYxDXDKmYNDtRNRqcgYEvhOrAPfOA8J6AMQMMfjOvFuj0Xzo026ILBcUwgseC3cLauiyhI230Ian4nUfvRqsavinPPPbfl8ccf/6cj8/SCjlUFQAcdUvPmzZusgHzg3nvvTeDPdXZ6vTcI6nthdACT7ejjPqzljAnAZOicjY1mGxDgDHixlgZimBVirgPOWqeIkkBYHSI46GIBlAFnnAcT4UtLluBkFiFfGhzFBWKMtR+/7Ife+UknFuI+mKPCDDHCi1rP/3n77bc3HMHHGHQMKgA66JBSS/Pe5cuXJ8Iqtp1c9ONa6BBYfkcfIQj4MSnFApnA5DIy9NA+OgUhABA1NtgpyPMAqrCeEYdMqxvXBJgzpM6Pebb+YLtMuAPmtNg5YABBbjMPrWXMaAzKQpzZgzyf/X7wAvrkJz/Z/sgjj/zoCDy6oGNcAdBBh5RaopM7x9GTbtgQ0LQcLegoGzJHt4EfS2w7A7mNHXvwKVu/89q1a3tYpTgOnWsIq2OkCODK41kIyZ6PULUvhKiOQV4vjrcFm3ge1vBgSVJb+Mh3g9Dt4kepYI6EG7Wel9122231h/3BBR3zCoAOOqQU0GkWbIzCYLSErcZGWZeFzSDE/n4daGtB43PED6PQEUPs4HfGAKz0OxOCsMSxH5JS6GaAOwOAZtIHr48V7aKiKfpKUKF4bljmTElngokfRgh484XGe+I6hGvgaC4YkPadd975/uF+ZkHHhwKgg/rUjBkzUhSAiX5Cho1MIGCjkj9oaVufsXVr2IgNJp/Alwz4QgDtSy+95PzJtm20Ad8zyncClqz3DJAypI6A9i1o60rhdl5bVKy0D3jMcV1+sgp85XxR8eUC4V5wT3T30PpGR6uuly1YsGDtEXl4Qce8AqCD+tQc1erVq7vXbdQGIWSBFwVDhMAxBhmyljNh3dFVOQ4gRkgdXSGAMyxqC0McCxgyKcVGZdB6ZowzLWh7Tb57w4qAtVD2w+7iJbzAeo/ajvtmvLU9/6mnnooQwnsO9zMLOn4UAB10KJ3rh5lBh7KguQ8+A0S7akx0b/c7CAEwxEsDuhC2I0Nx8+bNPeKKGfnA4vdM6fZ9zzaDz7orrOUcda1UPFeHL3uMb4Hbl5AfPYJ7mDVrVvuzzz574/t9EEEDTwHQQX1KITfdWqEQfc6EI6HHEDwLRrg3UPaTY/9BvmsDMEUyCvbjNqyjUhzD49geBHcBQM4BYrEPrFdbSpTWc1SZT9sWl31r2j+nf2xULY6oaA1bJtXui7rS+n08G0LrgvpSAHTQoTTerhBAPqAh36LGHJ1hSMFGR5/vDqEQ12wHhAVc4VaBNWytd/qzEVaHNvkyAKABZwLaJsD4irKefUBH1daIl5BivxO/PT9lne3gxfG5z31O1q1b970P8ByCBqACoIP6lMIyL6oOBcETVWfC+m4BVFjPgCe2WTcI9oO1CxADuhCsaQWXs6CjfMeIG0ZNDla0Y0o3fNeY+4COisywLxQ7t/dAi9hui8oopGxmIK/VL/jE8yLyRO/zzQULFqz/0A8maEAoADqoTyn00jGPgrNvQUfVpgDAUcOZ6d6MYKBLhK4NCusogmTD0gg/REMg5pkdg0xKsXWe/Y5Bdjb6HXtWFq7+9Vv/t59NyGUbA22hH1XXAy+QCy+8ELWj//mDPYmggagA6KA+tX///pSoLDwCiAkdDB+LcndwRBNbQJ9RG/Ajs0YH9kFCiq2zwbbQPrIF0THIokyEM1O6fX81z2PdHb6P2O5LKMdzjVgo+x2PtgPQH3TAnhehgRkZGZvnzp274qM+m6DjXwHQQX2qpqYmhZakDU+zBY18CEE27pkuCPqLAWmmY8O1wXbg2sDwUL5rgTHGCL9D6jc7Bm21OluRzsIzynr23R68Tt+NYT/3I1Si3Bzc38LZngfXeumll6LGSEjrDnpfCoAOiqtrrrnmbIVMN9ksjFjoCLJJGVFWKQDKOGBAFDAFsDEGH+OO0Ym4c+fObshS9GPDtQHfra31zHEG0XYU1K3lbC1ke41R2/zzx4v+sJC2fnK/6BN98sgc1F8ANZdccsmSD/40ggaiAqCD4io9Pf2LPvg4p9XMIkiUHwEBsdOOIXWAM4smYRvWYT2z6p2fdQiQIyyNtZ4BZFjP9DvblG4Ckx2SUZavvR/fuvY7/vyOyihfNBXPcuZLas6cOdh/6wd7CkEDWQHQQXGlMB1rLVqCDyKgAVw/ycO6FyA7kjWginA6W30OcEaonR/hAdghC3HChAkurA7WM7MF4R6xCSn0ATOMjZMfqxzVWWj3ieoEtH5su5+Ft/U7W98z7xH7TvM0mQMAACAASURBVJo0ye1+uJ5P0PGvAOiguFLLNNsHEef82W6jOOw+EKHGfbAMlwQGfuVnqPkM94ZfJJ8FheB3HjVqlIM6XRuAPNO5Ge1hOy0J6Xixy5xHpXH7imctW1lXhvVlY8JLBb8QTjzxROc/118OJR/sKQQNZAVAB8VVc3NzVjwXgbVWo2KGua+/bF0RiOLYsGFDd/SFhSXANnToUFeOE2BjpToOAmtH6LYuFxbZ98Pj4sUtR223x/VlWdv7tZYzwc/IFsxnz57tlvPy8go+4mMJGkAKgA6KKwVgqg8qFgQilH2A+xap7/O1he+3bt3anS1orVDAGVb2ySef3B0jDSDj3BzCyhbiZ4cc27VuD99q9q1n/yUSL845ypL2Ox79WGpcFwbOnTp1qovdxvVnZWUl3nLLLZ++/vrrnz18TyroeFUAdFBcKQTT7ToABFeDjeCw4XdUVDwx19mhh5FRkJTiF0LChM7Ak046ydXbwLlYX4NRGwyrg2whIpsIwzbtNVo4+4WNouKb7fZ4nYu2AL+tic2hvuCmOf3007uHAcNguwrri3SXAOigQyoAOiiuDh48mGnBZC1J61Kw8l0aFlrYxigOhsexDQIOiSuA8+TJk12kB0fjxv6IkUbnIMPq2D6jQwBEGw9tLWi/WL/vqujLirb37btyrGvDun8AaFjP06ZNcy8cXlNZWRlcNtM+ynMJGjgKgA6Kq4aGhkzCk2LMs62bbGVByFoUfuIIMgttRxotblibiNiAawOgtiVE4a9mMSRbW5nwZQKM7bj0ozf8zk7/ZeO7LvxtUbHWduJxiNvGSwhumilTpvRwxeA+hg0bNuTwPqmg41UB0EFxpUDK9i3gru3dFqMfCRHle/badIC1o6zgHIiJRsQG4IxOQVicLCEKyxlheIC1H7UBRfmeo2qEHArMtrPTAjmqU5BzP6Wbw2FhZJgLLrjAbUPUCdPTca36ec4HehBBA1YB0EGRuvrqq4syMjKSmLlHWd+rbwHz80NFPEA2+gJQQ8o33BoYX9BmG8JNQNcGXB34jBXi2I5NVvHLjEZZw7wO+6KJCsnz3Rs8jlPUmItwy2BEcvuSwMsF8dwEtP5SiB2WhxR03CsAOihSsVjsbL8AP8UwOFvnwgezLYpk4UcXiS30jwJCY8aM6bacOWwVwIyJkRsW6mwD1jjHH/RheihFRXNYoMeDM5fpwuH14FcBrp/Xi5cLyqNizsEFulK+0z7yAwoaEAqADoqUwmSKn8YN2XA4v6ynnUcd6ydxYB9YnMgqBMCYaQjgAnKIeMDEEbpZsJ9gZSy0TfWOgjNfMP7I4/F0KMhHwZnLiE5hGjrcHAxN5AAD2Fct6PDvLuh9KfxFCYqUQq3UJpVA1pL0fdN+1biouGBr+fqWKUALNwa2AW7oTGNIHT5je4QzQ+9s52A8qPquGH+AgahQur7kh9WxVjVcGbgHvFzQFu4BA97CiuY98JfF/Pnzh99444073tcJgwasAqCD4mlIlGvD1r2wYw/68ivcWThD1tJmpAaEz7HMTkH6v+3QUewQZGidHwIXlclor/FQ1rHdJ8qH7kenwKrH9cHaZ91rfIYXDSJTmFjD7wzL+ovhZG0uADqoTwVAB8VTQTyr1Fqh8Vwc1mq1220bECALq5NgI7ABN1qbhDP3990aUYPaRr00ojoCowAe73qjXBv0x9NXDvjyWNwXYqDRabhx40ZXMhWdhdhPwT1Rd3ks8psPCupSAHRQpFAoiSFtvovAxv1GFUuy7gsbDhcFPcCVoXSM0mAUB/dh+9huOwX9lG5/f9sJ6GcI2mv1rWt/u80YpLXMuGaGzyErEi8Wew64YXD+d955x1Xsw1BXiIsGsDMyMsZ8xEcUNAAUAB0UKYVSVl/Ws7Ug47kP/PA7H+QQAGYBbTshbTKK79YgnK31zH0RqodORxYrwv7MSIzKMowKFfTvx8ZNM3mH1jMSb+CS8TtNOXQX474BcByD/fX6Sj/0wwkaMAqADoqnTPwvCtI2fM5CjrLQs3U64gGdBfgBPoAM0IN4rK2xYbMFo6xnuBAQsodOO0KZqdeYE9j0C7Oj0U9QwZz+bUaORA0Ii+NhPduwQgrH41gkrsDVEYt1hj/DnVNQUPDeSLlBQXEUAB0UKQVPmh/jHJUyHS/Jg/N4YXp2mckmNuHD1pu2gOa6PQ9EYGL0FQARgEYHHd0lADTgjbENGaeN7XYUcPvrAJ9t27bNuSaYvm1fOLx3xDjTleFb3jgHrPmZM2e6FHbEe/MzvY5QdjTokAqADoqUAirFt5R9K5kddz50baSHX8Q+SrRWMdGvSwjb+s7+Mq1dWrZDhgzhqNkOqLbSHkPhYMnSQrc+bXY2MjoDIXKwjAF763emeH7EOkfFYNMtA6sZ6ev8ZcB2Qrp30PtRAHRQpBRavf5uxKu7ERUxYS1hfz8f6NYfbeFLtwHdD1GApmCpopaHhS+E88NqplVtQ+S4je0StHC3rF271s15jO+qgZh+Hu9XBNtkyKH1p+t6j1KuQUFRCoAOipRas4lRHX59hab5HW7WZRBvf9/CBiwZPWLFz3yIMwRv1KhRzoVBdwg/A4xhvQK0EN0RrGuNOdvHBN80BhLAxJofUbWj0QbC5ezoLb6Yik4/Os/RdX+pH/ypBA00BUAHRUrBlBBlGfoWtAWyD3QIkLMF/v22/LA9OzahDc/zfc/Wmkdhf2TrAZiAH84H1wIiOeDuYOcg4Mx6HrCqUfsDcwCcVi6iMd59991uuNt75PdB8HI0GF4TxWXuB9mXUBegUz7SAwoaEAqADuqlK6+8Mttm5fmQsvJTvCG7D1OifQvUjzG2bg7GGFvfN7ezgBPbAFzRMYjP2TFo45W5P0DN0VkohvVhHxwLwK9YscL5lXk8I0ushc+aIfCZW5+7/8uCESq+r7wrMiT82ws6pMJfkqBeKi4uLsJo2/anu++m8C1amxTC/QhQQNP3O9toCCtrfbJNXgdTqGGB0rWB6AhYy0xsgcuCEy1gdv5hG9vkuQhX+JPffvttF7UBsVofO/Z4TYzFxv7+/drvgi8WujisawbreXl5idddd132z3/+89rD8tCCjksFQAf1koKvmNZhVEgbZIFkw+445wTAwXqNSgKJ8mVb2EM21tmG+zHmediwYd1xzAA2XBawhq1lS7cCrgOfsSOR1wKresuWLbJy5Uq3H0Duw5nWOz6Hn5q+bLyAor4Xyh91nNEvsN4V0mfopic+8AMKGjAKgA7qJQVIARNCIP/nu29FE45+XHJXWz1qIft+Zz8Uz4azWQvXBzv8xxgtG2KMNN0Y7BBknLMNoeN56LaAdu/e7eAM/zPhTZBavzFTzFnEyU9z9109vBc/1R3twkWi38tsCYAO6kMB0EG9pJDJI3wYKhYVZgZZF0RUEgoBbcFO8NkBV6OKL/nDVxGAADA6BgFpwpYjfcP1gDYBa7o6WICJg9UyTpqfrVmzxqVf+y8KLtukFkw4F6/TXrf9fvwXD78T7gdAx2KxcUfmCQYdLwqADuolhVaujUH2IxRshxm3Qf7Pe0ZCIDnEWpNRVjP3j5ccQ0ijPcAZ6dwMkaNlzNoXhDYTabpGMelRQ5r1p1FlDr5nWzHPvkyY5Yj9uRxVPc//fuy9+S4OTHhh6LYw9FVQnwqADuolBUiuzeSDonzQUT5n7mstSmbvxXNp+Fl6/ovBWt6AcllZmYMkQutooWOi/xnHAoDonLSdg0zzpssDBZoQ72zP68OZhZaY6QhQx3O7cG7vDee298hz4Pr0WrMPzxMLOl4VAB0UpWybWBEvQiHKirQ+V4IJnXkAKCxWv0qdX9vCfxFQTNWmpQuXBIeUshYq9mFnIEcL5zJdHtzXr/8B2XslkFk9j52RvsvCfjc+oPGS4L7cH9thzcdisazD98iCjkcFQAf1koIo5rs2/HH94kV1WLHjEIDmsE82YcNa3tZa9jvbIB+utqOSERs4H87B+OZ4LxQeCz8wLFlepx0Ky8I5KrWc7TBKg7IvIFjvPqC5DEDreTMO/TSCBrICoIN6SQGTGeV/puxntjSo3d9+BtdCaWmpcynYNmw4HbdBPsCZGWgHEOB+fiEmP9vQD9PjZxyRxQKfywynY7nRc845R1566SVXQMm6Ksz31d2GtcjxQmEmo/9iAaB1ueegjUFBngKgg3pJAZVpa0z4bg7Oo6xSiuuEE7L9ACv/WD+Bg8s2TA/RGkxOYdt+xIi1Tn0fsT0XQ+YsnG0b3I8AP//88+Wss86qfOGFF4qiXCH+fVqXDaxnQDqq07PL8g6ADupTAdBBvaSASiOg/Y4zyEZw+NspP3QOZUBhBVsr28LZjpBCKxhiRyDrXtAVYSNC+ho7Marz0U8Xt9dKOOOzc889V2bNmvXY1q1bq3T7Fb5Lxvqc7cRz45cDh8SyLzhzvb39QkFBRgHQQb2k8Ej2O7/88Loo10E8/zE7CvPy8rqLB7FtyILZjjOI6A8AGq4FwI7FjmwpUZ7fL00aT7aTj0C1xZzQBqzez3/+8zJu3Lj7v/e9733txz/+8au+j9om59i4bts2XkjooKRrJsLyDxZ0UJ8KgA7qJYVLhx/n7FujftF8yHbccZ0TYAU3B0YgYRlPzhn2RlBjf7hDUN8Zo5oQ8OxcQ8IJx/djRqAdd5BRF7Z2tC1PaqMsmCjD+8R1XnzxxU36QvjaD37wgz9gu7Y11P8lweun68WPRmH8N9PGbbINrf6goEMpADooSu3WgnYbTJo21/l5vPrNFuwAGjoKWTmOZUg5YgmX2bEGIOO4SZMmORhjdBOosLDQARgRGLCsMUI26zLbzj18Dpgz+4/nYISHn+WH65s+fTrSx5+rqKi4aO7cud1FjOrq6nKjOiQhWvGMboFoTQPQfqaldaXo9QZKB/WpAOigXlLgtPluCuvGoM/Y7/zy3SK0hiEsA1hwc7C6HYvpA8rYhs8xf+WVV2T79u1uuaSkxE3wYeNYAhifYdvEiRMd9AhsRIogRhrL8FtjO/bFHDCnxW3dEUOHDpVPfvKTe7TtK370ox89Y+9b2046++yzM62/2Xfp+J2X2IaXEK63K1qjF9i7vqcA6KA+FQAd1EsKkxa/889am9zWV2IJ97HHAJQAI6xjuggsnLEviuUjAYXjB2IZxYxsdAaOZUF+gB8WNEDIuGZOaPuEE05wwGaIn70eAHT27NnVgwYNumHevHl3R93DT3/60wsffvjhHtavn6jiR3RAiDzBBEXFbne5hgKgg/pUAHRQLyk8WrvmXO/lh7Y/2/0wtnhiWjbDzwBorGO+fv16VxejoqKiO+6ZBYxYbAnuCVjAjC0GlFmljiOjAOzwdQ8ePNjtv2nTJuf3ZsIJ9oGrRcG8XdtYoPpdX98FrGo7riC/DxsFwu22Yh/gzOzJeN9JsKCDDqUA6KAoNUe5OCyg/Nhla0nGq9+B7bBaAUsAGGBFLQxYzbB4Ue6TNTVgFQPisLZxHEuB4jN2ALIT0MY1A8yYUK8Dgw50FSVy0SBTp05tLC4u/qse89OFCxe+9X6+CG33LMwtoGlNM+LE+qYJb9ynv43fl3GvBEAH9akA6KBeUng0W7hY+Rl7vlXtdy76nYwAFXzDAC5GL8EyRGhDsHhhCQPQrL3Mdd/3jXYxojesZviksQ6XCCzlk08+GfMqnVbosXeqtdzDv3wofeMb38hqbm4e4rt3rO/Zd1tggoWPgQQYaWKtbW/fAOigPhUAHdRLCpTGqJ/lFox+pqEPZxt+Z8PY2IH2xBNPOCizjjPcHoA2M/CwHyvHcVQWJpDQeod1fdJJJ8nw4cPd5+Xl5U3V1dXlCus39fMn9Pj/uuWWWw582O9hxIgR//znP/+515iKUFSIIbfhRYGXRle9jR7JNPaFpsvx/UFBQRIAHRQhBYcbWdX3M0d1EmIbrVq7Pcr6phUNN8Zll12GELr2ZcuWPaYgy2hqakpToKZjrpZnqr4AUvX4VAVcsk5tCrlWnZoVxM1qDVcp5CsUgru1zS0bN25845133lmxePHihsP5Peh1fJkvCP++o35B8PsYMmRIJNT9RJqOvhz2QUESAB0UIeVGY1Q9ZssTm47tW5O+r9pru9tvO3r06MStW7e++r3vfW/hEb2hD6HLL788Q18Ep9Bn7LtVfJ88J1j/Y8eO7XZv+N9FX6npQUG+AqCDolRnM++soiI2bDKGBY/d148DBuBfeP4FVIqbd/3119/xUVwRR0KTJ0+++8knn0ym/9i+aOK5czAVFxe7CA50cvojgls4d30noRZHUJ8KgA7qJeWG67nz3RTWkrZFjQ5VltT3wdItUnPgAELrUs4444xXdPdJH8OtvS/Beh41atTXmMZto1Vs9Ii9Z4bwYSBbhNb5xZG47G0LtTiC+lQAdFAvKTxqoyrB2WU7qrUNuaMYO+xHLth08abmJtmwfr2c/clPTrz//vv/dMUVV1zyMd1in5oyZcq/L126tMe/DftSsr8YIIbbjRgxwvmfYT3be+fx9jvsqgOSJEFBfSgAOihKtTbygoryw0J+HHRUiB1Fi9p9pvsjUuOFF15A3eUv/OY3v/m3K6+88qqP5Q7j6Nprr83KzMz8CiBr75VwttazdW0gMmXWrFndYYNWNnqD30mX+yNY0EF9KgA6KEr7LKCjklZoNUZZ0LQ2bfSDVfdxul8LCi01NMhTTz0Ff/Q/3XPPPbnf+MY3vnxkby++8vPz//u5555LspayXwrVBzTmp512motOQbq5LV9qZffvGsg2ADqoTwVAB/VSS0vLXv/Xt/8T3cZB+4C2JT6j6lSwPb4EEN+Mz59++mmZNm3a3//lL3+Z+tJLL529aNGiPUfsJiN06623Xr9ly5ZzkG7OQXMJaB/Odnny5MlugvVsh7zi92XrVvPYeBAPCrIKgA7qpYaGhsp41i9kAQXZOs6EEoCGn/2U76NmO7TAkdQBq3LVqlXw40685JJLdv2Hau3atT+8/fbbD2t8c5RuueWWK9T6vfn111/vAV9az35YHe8d5VBnz57t4GzrX/v3B6EddCRiO+ZtNlYxKChCAdBBvXT33Xfvv/DCC3tttyFz1hfrj/FnwebDylrU1gqHmHmHCnaPPvpo0rhx4779pS996UpdfmvHjh0Pl5eX33vjjTduO9z3qy+An1VVVf3PpUuX9sh+9Av+W3cHXmCI2JgyZYqDc1S1P7+Knf0OAWgJtTiCDqEA6KB46lDAdJPFB60FtLUwozoI/Xodfi0L2zYmhaUDGEqELl++PLGpqWmKWqpTTjnllP+1bNmyZm2jcv/+/Vtqa2u3qtW7WcG+TbeV63yX7luty4jjbtXratX17tEEFPCtixcvbrvqqqtS1EofX1RU9OX8/PxvrVmzZshbb73VfZ9+8X/MOSERBe6MU0891UEa6ek2YsNmXdo6HH6HatdoLI1H9hEGHesKgA6KpzYFSfffDz+u11rIhLSf3uwnqlAW0n4nJNsEDFGRDm2igh2K7cM3rFOqArxUwVeqOhN1L1hqlAMAYOK12JrTmAPEP/rRj1ys8pNPPikPPPCAg6x129gOULSFuho4D4bgQqlSlDHF8YhA8QeKjbp/P4oD94hr0eOPquScoKNPAdBBkULRfun6+2E7vWgJRnUS2oQMP/vOt659y5mQs0ktbAOjowCiHOAV2XoALiZAkkNc0dWC9ag4bZ4Lwr44ZsaMGd3XaAcRgP+cPnQCGS4YWPdUVJRcX35oe09oW9vd/5EeUtBxrwDooEgpqBoVchl+JTpGXABwgCPmBJjt88Jn7Gj03Rt+jLV1B3A9KoOR8CaQ2YZf7yOqBgavnxavnXzrHnU00L49Np7Lwver27ltk9fCXx6oxFdeXl72QZ9L0MBSAHRQpNSKrFPo5nHgU2sZApCY0JmHhA7AGS4IlPyE2HEI0EH+8VEWZpSbwIcf94tyK1g3AtvlHBNeIqgzjfEH/fPb9m3UhZU9xp7XrnNufev2PLTw8fICoDdt2rT2Iz+ooONaAdBBkdKf+5Xp6enD/e0sAGQBjZ/+gB9HL4FY69m3NqkoSHK7hbbfmRgFaTuiiV93GRNGU4H7AiO3YABauEx8az5eTLIP5njyOz7tsdbFwe8OLzP97pYe+kkEDWQFQAdFSqFSlpKSMo1QsRCFYAUCyvANAziwojFn5xyAhH18OGMd+9BKtZZolFXrzzExiYbF8C2MfV83amOMGTPGjW84YcIEV9wfLxmMf4hrsIklUVaxH53hfUc91v0OT38f+6JROLctWLBg8/t8HEEDVAHQQfH0tk4X2Q3W34uf6wA0rWTAGbKWLEBoYesvR3Uc+p8T5twP611p0t37Wr+w3RfFizDiCqxVWM4YFgv7Y8xCWP/btm3r4YeOspb9bT6kuQ8/s52Cflt8GSAqRL+73R/oaQQNSAVAB0UqFov9ScF2HTPkIN+VAKvZWqE2Yw6KArAP0nguEOuHpjXOTDyG0VkXCJcZpjd+/Hg3JiFeEtaSJzgRLtcVttfDEvdjs6M6/nw/ub23qPvid8f7QkH/qqqqZYf9oQUddwqADorUr3/965Vz5sxpV0An+h1wjOKAADeEjBFstoONCSyUBZdfSzrKurYCZPHZtGnTuo/FC+K1115z6/AzMywOlvPIkSO7r9P3a2MOyKPDEAPMoh0Labuf71OmotwbfkF+3h9kAY17KCsru+1DP5ygAaMA6KC4ysvLK1cLc2jUZwy3g7vBxhn7VjIUZVlakEXFTVPW8sW0Zs0atw0jgAPMqCBHWALGcF/AncFr7Kq73KM9toUEl8LCQtmwYUNklImFtFVUNArbjrKe6arB9ep3ivjtPQsXLnzrgz+RoIGmAOiguFJ4vbl+/fpegKYFTH8wlhHGFlW3oi9QR0HaP48PdURgAJg4n30ZYBugDegyRRtWN90vdugpez4AE9Y04p79zkguR8m6faL87HYfwhmfoWZ0ZWXlTR/+qQQNJAVAB8VVbm7ub9Xau4CWqLVm6droqsrWIwmDdSusi8MeG2VJx/NX+9mIFvoEIK4BWYXsUPTrZ/hx076rAlBHuKDVB4ne8GWjTaxrA52DU6dO3fOP//iP//oBHkPQAFYAdFBc3XXXXX/46le/enD16tWZfqQCU6FZu4JQZKo161n4P/U576tTLQrWFoo21hkWPAZptYDmNcCCZoci6y9HnYu+66jqn34nILf534fdTjBjwvXh3Nh26aWXdpSVlX3+8D2hoONdAdBBfaqwsHCeQub/IJwOokWbHYtJSnKK1B+sd51sdHEw5M6voWwV5eaIgqe/v4Uk4Acoo6MPYXS2M5AuF4AX2wFIXBPD/nw3BGt8AOi+eF4u85io0Dp2PqI9zGNZMXcNgPSMmTNgqf9EtfKjPpOggaMA6KA+deedd97xne98Z8Lu3bv/GckeyBYEiGJdKeAIwwMMGQdtRx+xFil/6tsypVHJKtjm17uguA5rFO4ChMoB0nRl8Bha8n78NC1s/2VgY6n989ksQP9aKd/VAosevm2kcwPSep1lefl5/6BwfuqjP5GggaQA6KBD6pe//OV3vvnNb96mALppz549p6ulObi2tjZD50m0UK1/GLLREhZodt2Gpln5lee4TAsV1ewQrQHLlEC21jvdG9bt4lu/1mXC9HX/ujgR7mZCrewaBXFjfn5+c1FRUQeSYHS9Izs7u1UhjUpOu/VXx2p9od1z0003rTv8TyVoICgAOuh96be//e1WnX3VbsOo1Ndcc81wnY1SCI7WTcMVbrm6nK1gzFZIZqEins6T1cpOqa+vT9MpWeGeopZ3MibdP01hiap5mQq+dN3fxV3DMqdbBQIY4cpAXWZYqAydI4yZjIKJcGa1PVr1kHXBcAKEL7roIpk5c6ZzSWzfvn3X/v371yr0t+gLoV1fBC06r9Nj1+uxz918880hRTvoY1EAdNCHVnunqbuta1ruf3755ZcnTZ48eaQCbjQKLykIsxXGqQrXVIWdI6zO2xR6bbSCVamZmZmT1fKcpNtGKJTzdVsCXRbLli1z4AVIMdwUwu7UqpedO3e5Av85OTFBBb7S0qEyatQoycvrLJQE18zq1atly5Ytrh2E1cF3XldfJ8mJ+vnYcbJ161Z3rFrFpSNHjizNysyShESX7NLeNX4gLrD1/vvvb9LVRr32g3pPtXpPNbp8QLdV67VV6lShx1TovExfNO8eiWG6ggaGAqCDPpAWLVo0VSF2JoCrkByilmVRcnJyXteUo8DKgCWsU8o3v/nNBFjBdDsglI1+YFq51oqluwLgZJ1pgBR+XbQDtwQSSzggLcYEJKDh+qiq2qdAHiQTJ46XT3zibJk9e44UFxXr/i2ye/cuWb9+vds3Wa+hubnTb56gfxr1PE8/+4ye38RI42XRkSDtHc5nnaj3ltgVEZKm8yzcB64LvnBAHXP6xVGgCVY+kmiw7dVXX3UDxGrbTXrO2urq6jK97s1qpb+k038vWLBgfX8/16CjUwHQQT30i1/84ksFBQUXKZBydQKAixVQAK8atplpJ598cgI6CwE61IB2VmhdnYMvJgCTle0w+bHMftiaH5PM7D2GxlnRzw1Y47Pnn3++O4SN4N+xY5fU1NQpjDfI00895YCekpIkjWpB79y+SXJiyQrfNslMT5SkxFTRq9PjUqSlFe1iEII2XUZnJq67w23XK3Pn5z3BGqe/GlY7xEgQ+MXhigG0kTjDkLu8vLyk4uLiTJ1nKrwH63xqUVHRF0ePHv2LJUuWNOt3t/zNN9+85Lbbbqs/wo846BhSAHRQt+64444XFWhzAB1UqsOgrYAvoIs5R7MmEO0yIJSTm+OgZCMjeta4YMIIgNcJQFitnRAHfFt7jAuIdetDJiABQG6Dld0ZxcGwvs4RUVAESYGn1rJeY7JeYyKTRhgt0qZX0a5ATZBYRoLkZqdJXnaKXqNuT0zWdhOkpq5NDtQ0S1LKr3HWbAAACdJJREFUe7HMfho4ZLMVGfWB69u5c6d7mcBvju8T7hVY3bD+uR/KtSqsUy+77LLz9BfBY9rc2f31/IOOPgVABzldf/31P1bLeA7G3GMSCmCCaAnUUOagrBZGUZXfbKgbwUtwYpnrAOR7oW44unMb4N3ZHKzonsNR0RpvbW137dkRSjB1hvt1zpuamp0bg9sxcT8e1yMVPcGdufNPAiziJElJTXEvA0xwVSB0ztbloEXPFwrOASDDLYM5XhTs6MTxTPnGdjvgLNpZvny5/PCHPzzzY3vgQceEAqCDnBQqVyFuF0D23RA2OiLe+H8ENeCDkbNhfQNstia03d9f9zPyIP8lwBG2c3Jyu7ZLt1uh86XRu3gRQWzD7whS+rhxzZjs9tS0VJk0aZLzIyMVHBOEXxd+RAjhzJeAfRlgH/wCwXXi+4VwDF6EuG5sw7nhFtIpceHChZMXLFgQhsIKcgqADnJSWAznOIJR2X++vxjy6yEzygI/5VH+ExZ4loItMUFhmpTQaSl3OFvZWaod0lV6tLVN0jLSnTvCxk6zbRPh4QrtIw4acce8Bv86OffrbwCSLsMvFuv2c1srvrOOR6vs2rVLIdsgl/7dFx2wa+vruutfo/Id4Mr2eT7rhuG1o312hALSEECP4+Cjpo8dQMc+27dvx/bJuikAOsgpADrISaGSYpNNolKcfQvXd2+g07C8vNwBCJEM8LuOHzfB+ZLdGIUKophapADz7t1lamXv77ZyYUnm5Ob2aA/AQ5sAGKxxji1INwUTVSg/Bdumftt97OfvbU90bg2maTc2NnTDlgMT4Lw4JyYm2NhfFLgmQp/1q3HdhDXTwFlDBC8wHI+XAK4RL4a0tLTiw/tkg45lBUAHOSkgEnzgxFOUNY1tACnmsAxh5cLSROgb/NnwB6Mjr9l1uCUpqLM7wdfWFSXhlfcE4NDJxhFSEDWC9iZOnOigh89pgUZBmev2c7scVU600weObR0uNO9AbY2kKlTtcF4sdUrftf0VAdFXjzA7VvtjPQ4sc87OVbqEcJ/oMNQXW/b7fWZBx78CoIOcYMXR+rOKcnf4lirnBDwtRljFp8+a7SzF1a+9Kpu3bFLI7pX2rk7DTjAnSkHBIOeyIPgwYaQTzOEKwGewpGFhwn0CSEcVPYqnKNdM9D4dPSAPMLPSHV9c9HmzFjbuDdvw0sAytuEYdqhG+dvZsWjrl9AVoi+AlLg3EjTgFAAd5MTsvL469KyYXGJBTeDwcwiJHg34Cd/e1gVvt3ePtgoLCl28MgAMOb9vbW13uBpjnwF8hM8NGzase6AAWrVWUa4Y321j79Fft3Wl7XZsGz16tMtQJIRtbQ/rIvIHL+D5/UEKCHqeT7f1XWw6aEApADrIyY+k8LdbEcx+tTqGlPGYgwfr5Y3XV7sOwf3VVV0xz17b7R2yd99eaegaIQXtILICbWMOX/ZZZ50lS5YscfsjqgIdhQh5i7KEo3zndrtf19nOuQ8jTzhiuZ3otuAx/gC5Fr5UPN84l9FxaEag6V3zNGjAKgA6CFBMuvLKK3uAy1qBZj83t6OZUKzBTGGfpsYmadZtiUmJnYkhOMZFS2CPjs4svq5ElSaFYVpXpxl00kknuUQTnBOdjYiCwLaNGzd2nycKxlEZivYl40PbH7LKtsHoCtsGk3V84PoV8uJV9mPctus07YqVxr3BPdLV/ntfYtCAVwB0kFxxxRUucsCHmG89R3WKcT/8VLfV5zqHxUqWWCxbIXRQcnPyJCszJvuq9imY27oTVqhUtUw5yjYEVwbOg6gQuDtgZSIMDXAkzFg72r4wLGzttih/NeEcz+ImoK11zHat24JJOTaLkKGBdgguiDHT6BDEi4dRKnDxdLXR8BEeZdBxpgDoICjLRiXEgxYV5admGJpdR1bf3n2VLr4ZgE1ISJWkxGRpb+twUdAJphY0ElDGjRvn0qIRvYHKchMmTHCRHrQwkdH4+uuvy4gRI3q4E6KK7cdzf0B2nMC+7gn3448MQyuakz84roU53T64fgAZNUywbAfYpbvIAPy9t1zQgFcAdBAAk8wON8i3FqMsSIgWI49hxxkz9gYNypPiopJOS7S9VVrbWl0sswP33soeHWgNBxtkx44d7ic/wQeoA9IANzoQX3zxRddRiIgJe528Fj/ELl5kB+81ah9ej42ssOdiMg/3Y7QGMwkBZFjGCAkEkAFgZFX6dTwYaseXGgGt7R48nM826NhWAHSQq+sMuETV1uDc99NSNtsPsc+bNm1yy4BUc1OzVB/Y7yxoRHG4TEG0g2PkvU7CFN2enR1zaebYBpcGIIi0aoBu27Ztzr2BbePHj+8u1g94MpTN9zlHzX1fcVTHKC1hiBa03Rf3BmsYc8AYrhhYxWwDwMYxuAd2eDIyxJ7fWtCs0YEXgm4LFnRQtwKgg7oBTXgQgD6sfRDaEDd8BjcFYpYBVkRaIBwNQG5q6Rxdu70rvC5Zl0uGDO2En36eq8cldMGMFincGAinwza0Bx8ta3vYUDVeg/VD+8k2dlgt/1eA7xqhy4IFkOxxruNTvye4X+h3h5XPDEeCV18k7dnZ2XWxWKxeXy6NCutMhW+mzlO1zeTOS0rUW07s0GPadN6s2+v0hVCvx245nM826NhWAHQQLLdWWIH2J7hftS6q880CncunnXaa/rTf50LscAgjHmz0go1wQNu1dXVuHZYyXBiAHFOq6Qvmsa6+R1ZWDzeFLarE67KQjnKFRIkQ5vX5o5NjwjWhKD+vXV8gjXl5eRv0s5VqUb+sUH76vvvuCyOoBB0WBUAHwbrdo7D5D4XTSQrCoQqmXLXo4OhVviYnWFhDFuSEeefAq0muzGd6eoazLG14GWKgMzIyXQlR+wKwkQ6AMH3Q6Bz0gYkJgIbijc5tFS98Ll4HIl0YtJz5UrDXoQBu1V8H1+n9VqiVvPThhx/edQQfTdAAVwB0kCxevBihXVdGfYbf4l//+tfz0tLSCvTnfZYCC1OmWotpmCvE0hVe6Qo1jDWYpDAD1Av0s2LdVqrzEt2nUOfZ+nGGfpaE4aMs8K0FDNAzvRqycKWrAgC1/nI/q9GX75axy36ssq0TzReGtaanTZvWfOedd97+0b7xoKD3pwDooD7VNTDsvq7psGrGjBkpEyZMyFcLPlcBiykPk4IxW18GMUC9y5rP1W0lOi/R9SJdxr6ZgH0KxrOSnsNl0T9sU8Cj/OmQtcAZvQEwQ5gjAgPt0KpWYLce7u8hKCieAqCD+k2rVq1CsYs9XdNhF14AI0eOLNTFkTqNUciOVAAP77LsiwF7/SWQoy+DTAwGq1OytaTr6+s7du7c2aHrzZmZmQ06VVdWVr58JK41KChK/x80IUPTf11DqQAAAABJRU5ErkJggg==</Swatch> </swatchLibrary> </Fixture>