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JB Lighting P10 Profile WW (JB Lighting_P10 Profile WW.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="P10 Profile WW" ShortName="P10 Pr WW" Company="JB Lighting" Version="19"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>f2e2769e-ea02-4aeb-8cd1-7443842c6312</Thumbnail> <History Date="24-04-16" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" /> <History Date="22-06-16" Author="Nic Morris" Comment="Added control dim spd functions. Added macros." Version="3" /> <History Date="17-08-16" Author="Nic Morris" Comment="Added missing conditions to gobo 2 rot in response to customer bug report." Version="4" /> <History Date="12-05-18" Author="Nic Morris" Comment="Created from JB Lighting P7 (blade calibration details not available)" Version="5" /> <History Date="13-05-18" Author="Nic Morris" Comment="Added missing animation func to modes." Version="6" /> <History Date="15-05-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" /> <History Date="16-10-18" Author="Nic Morris" Comment="Updated to v1.6 charts." Version="8" /> <History Date="19-10-18" Author="Nic Morris" Comment="Revised Atlabase ID's to v1.6 modes." Version="9" /> <History Date="08-07-19" Author="Nic Morris" Comment="Created from JB Lighting P18 (version 1.01. note charts have conflicting channel assignments. used overview)" Version="10" /> <History Date="09-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="11" /> <History Date="15-07-21" Author="Nic Morris" Comment="Changed name from P12 Profile to P12 Profile HP. Updated in line with v1.15, software >= 1.1.0 (adds pink colour slot, gobo shake/scroll and control functions/macros. calibrates blades)." Version="12" /> <History Date="15-07-21" Author="Nic Morris" Comment="Created from JB Lighting P12 Profile HP" Version="14" /> <History Date="13-10-22" Author="Nic Morris" Comment="Created from JB Lighting P12 Profile HC" Version="15" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="7eb9f95f-b7c7-4666-99a7-47f4a268882e" /> <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="Control" Name="Control" Description="" Group="S"> <Locate Locate="1:8" PowerOn="1:8" /> <Function ID="1" Name="Dim Spd 1" Display="'Dim Spd 1 %.f',1~8" Dmx="0~7" /> <Function ID="2" Name="Dim Spd 2" Display="'Dim Spd 2 %.f',1~8" Dmx="32~39" /> <Function ID="3" Name="Dim Spd 3" Display="'Dim Spd 3 %.f',1~8" Dmx="64~71" /> <Function ID="4" Name="Dim Spd 4" Display="'Dim Spd 4 %.f',1~8" Dmx="96~103" /> <Function ID="5" Name="Dim Spd 5" Display="'Dim Spd 5 %.f',1~8" Dmx="128~135" /> <Function ID="6" Name="Display Backlight Auto" Display="'Display Backlight Auto'" Dmx="104~104" /> <Function ID="7" Name="Display Backlight On" Display="'Display Backlight On'" Dmx="105~105" /> <Function ID="8" Name="Display Backlight Off" Display="'Display Backlight Off'" Dmx="106~106" /> <Function ID="9" Name="Display Standard" Display="'Display Standard'" Dmx="107~107" /> <Function ID="10" Name="Display Flip" Display="'Display Flip'" Dmx="108~108" /> <Function ID="11" Name="Main Screen Standard" Display="'Main Screen Standard'" Dmx="110~110" /> <Function ID="12" Name="Main Screen User Fixture ID" Display="'Main Screen User Fixture ID'" Dmx="111~111" /> <Function ID="13" Name="User Fixture ID Set" Display="'User Fixture ID Set'" Dmx="113~113" /> <Function ID="14" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="136~136" /> <Function ID="15" Name="Dim Curve Square" Display="'Dim Curve Square'" Dmx="137~137" /> <Function ID="16" Name="Dim Curve Inv Square" Display="'Dim Curve Inv Square'" Dmx="138~138" /> <Function ID="17" Name="CMY Curve Square" Display="'CMY Curve Square'" Dmx="140~140" /> <Function ID="18" Name="CMY Curve Linear" Display="'CMY Curve Linear'" Dmx="141~141" /> <Function ID="19" Name="CMY Curve Inv Square" Display="'CMY Curve Inv Square'" Dmx="142~142" /> <Function ID="20" Name="Frost Curve Linear" Display="'Frost Curve Linear'" Dmx="143~143" /> <Function ID="21" Name="Frost Curve Inv Square" Display="'Frost Curve Inv Square'" Dmx="144~144" /> <Function ID="22" Name="P/T Speed Whisper" Display="'P/T Speed Whisper'" Dmx="146~146" /> <Function ID="23" Name="P/T Speed Silent" Display="'P/T Speed Silent'" Dmx="147~147" /> <Function ID="24" Name="P/T Speed Medium" Display="'P/T Speed Medium'" Dmx="148~148" /> <Function ID="25" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="149~149" /> <Function ID="26" Name="Effect Speed Whisper" Display="'Effect Speed Whisper'" Dmx="150~150" /> <Function ID="27" Name="Effect Speed Silent" Display="'Effect Speed Silent'" Dmx="151~151" /> <Function ID="28" Name="Effect Speed Medium" Display="'Effect Speed Medium'" Dmx="152~152" /> <Function ID="29" Name="Effect Speed Fast" Display="'Effect Speed Fast'" Dmx="153~153" /> <Function ID="30" Name="LED Fade Out Mode Standard" Display="'LED Fade Out Mode Standard'" Dmx="154~154" /> <Function ID="31" Name="LED Fade Out Mode Soft" Display="'LED Fade Out Mode Soft'" Dmx="155~155" /> <Function ID="32" Name="BLMode Raw" Display="'BLMode Raw'" Dmx="156~156" /> <Function ID="33" Name="BLMode Move/Angle" Display="'BLMode Move/Angle'" Dmx="157~157" /> <Function ID="34" Name="Fan Theatre Whisper" Display="'Fan Theatre Whisper'" Dmx="160~160" /> <Function ID="35" Name="Fan Theatre Silent" Display="'Fan Theatre Silent'" Dmx="161~161" /> <Function ID="36" Name="Fan Standard" Display="'Fan Standard'" Dmx="162~162" /> <Function ID="37" Name="Fan Boost" Display="'Fan Boost'" Dmx="163~163" /> <Function ID="38" Name="Fan Longlife" Display="'Fan Longlife'" Dmx="164~164" /> <Function ID="39" Name="Camera 50Hz" Display="'Camera 50Hz'" Dmx="208~215" /> <Function ID="40" Name="Camera 60Hz" Display="'Camera 60Hz'" Dmx="216~223" /> <Function ID="41" Name="Camera FLEX - 600Hz" Display="'Camera FLEX - 600Hz'" Dmx="224~227" /> <Function ID="42" Name="Camera High FLEX - 3KHz" Display="'Camera High FLEX - 3KHz'" Dmx="228~231" /> <Function ID="43" Name="Reset" Display="'Reset'" Dmx="240~247" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Op Pls >20Hz" Display="'Op Pls >20Hz %.f%%',0~100" Dmx="110~96" Intensity="0~0" /> <Function ID="4" Name="Fade w/dim" Display="'Fade w/dim %.f%%',0~100" Dmx="112~125" Intensity="0~0" /> <Function ID="5" Name="Op Pls <20Hz" Display="'Op Pls <20Hz %.f%%',0~100" Dmx="142~128" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="158~144" Intensity="0~0" /> <Function ID="7" Name="Fade 0%" Display="'Fade 0 %.f%%',0~100" Dmx="174~160" Intensity="0~0" /> <Function ID="8" Name="Fade 100%" Display="'Fade 100 %.f%%',0~100" Dmx="190~176" Intensity="0~0" /> <Function ID="9" Name="Rnd 100%" Display="'Rnd 100 %.f%%',0~100" Dmx="206~192" Intensity="0~0" /> <Function ID="10" Name="Rnd 0%" Display="'Rnd 0 %.f%%',0~100" Dmx="222~208" Intensity="0~0" /> <Function ID="11" Name="Rnd Fd 0%" Display="'Rnd Fd 0 %.f%%',0~100" Dmx="238~224" Intensity="0~0" /> <Function ID="12" Name="Rnd Fd 100%" Display="'Rnd Fd 100 %.f%%',0~100" Dmx="254~240" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Distance" Display="'%.1fm',0.0~25.0" Dmx="2~255" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" /> </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" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>293f9bde-e1b9-485b-805d-4c2d00411d21</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c15d7397-6be4-43fc-9428-b4827eae8d1b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b62ab3af-8014-438a-ab24-26701dfcd07d</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>403a1196-6221-4645-8db4-330739d5452f</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a389abd8-69e6-4124-811c-945bb764b952</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>69ac4607-5150-44dd-b44b-3ef6eb79bd1a</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a8d7c65e-e21a-4c45-8f27-1f683a28541d</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~127" WheelPosition="7"> <Swatch>6af53ae9-7e37-471a-8624-5825afd85470</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>293f9bde-e1b9-485b-805d-4c2d00411d21</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="136~143" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c15d7397-6be4-43fc-9428-b4827eae8d1b</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="144~151" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b62ab3af-8014-438a-ab24-26701dfcd07d</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="152~159" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>403a1196-6221-4645-8db4-330739d5452f</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="160~167" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a389abd8-69e6-4124-811c-945bb764b952</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="168~175" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>69ac4607-5150-44dd-b44b-3ef6eb79bd1a</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="176~183" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a8d7c65e-e21a-4c45-8f27-1f683a28541d</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="184~191" WheelPosition="7"> <Swatch>6af53ae9-7e37-471a-8624-5825afd85470</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~224" /> <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="0~49087" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" /> <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 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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>293f9bde-e1b9-485b-805d-4c2d00411d21</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aa896da8-33c7-414f-b948-962c599220ae</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>18cedd41-e736-47d2-b6cf-d2a566015d28</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77de0284-b9d5-4ce4-b2b8-52735a36eccf</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bbbd15c1-6e65-4058-84e9-abb2a3168033</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>75122e0d-a44f-4610-bd1d-c6c55482a21f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>519f5afe-696b-4c89-96cf-5319b89b8fb4</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~127" WheelPosition="7"> <Swatch>06a8fb36-aaae-4fb3-b0e8-b378ac97f28d</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>293f9bde-e1b9-485b-805d-4c2d00411d21</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="136~143" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>aa896da8-33c7-414f-b948-962c599220ae</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="144~151" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>18cedd41-e736-47d2-b6cf-d2a566015d28</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="152~159" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77de0284-b9d5-4ce4-b2b8-52735a36eccf</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="160~167" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bbbd15c1-6e65-4058-84e9-abb2a3168033</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="168~175" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>75122e0d-a44f-4610-bd1d-c6c55482a21f</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="176~183" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>519f5afe-696b-4c89-96cf-5319b89b8fb4</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="184~191" WheelPosition="7"> <Swatch>06a8fb36-aaae-4fb3-b0e8-b378ac97f28d</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~224" /> <Function ID="21" 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="0~49087" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 1B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 2A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 2B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 3A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 3B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 4A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 4B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </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="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" 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" If="'Colour1Func'==1" /> <Condition Name="Split" ID="11,12,13,14,15,16,17" If="'Colour1Func'==2" /> <Condition Name="Index" ID="18" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==4" /> <Else ID="23" /> <Function ID="1" Name="Open (Col Shift Gobo On)" Display="'Open (Col Shift Gobo On)'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Open (Col Shift Gobo Off)" Display="'Open (Col Shift Gobo Off)'" Dmx="1~1" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="CTB" Display="'CTB'" Dmx="4~5" WheelPosition="2" Colour="200,200,255" /> <Function ID="4" Name="Red" Display="'Red'" Dmx="8~9" WheelPosition="3" Colour="255,0,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="12~13" WheelPosition="4" Colour="255,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="16~17" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="20~21" WheelPosition="6" Colour="0,255,0" /> <Function ID="8" Name="Orange" Display="'Orange'" Dmx="24~25" WheelPosition="7" Colour="255,100,0" /> <Function ID="9" Name="CRI" Display="'CRI'" Dmx="28~29" WheelPosition="8" Colour="255,255,255" /> <Function ID="10" Name="CTO" Display="'CTO'" Dmx="30~63" WheelPosition="9" Colour="255,225,190" /> <Function ID="11" Name="Op/ CTB" Display="'Op/ CTB'" Dmx="2~3" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="CTB/ Rd" Display="'CTB/ Rd'" Dmx="6~7" WheelPosition="2" Colour="200,200,255" /> <Function ID="13" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="10~11" WheelPosition="3" Colour="255,0,0" /> <Function ID="14" Name="Yel/ Mag" Display="'Yel/ Mag'" Dmx="14~15" WheelPosition="4" Colour="255,255,0" /> <Function ID="15" Name="Mag/ Grn" Display="'Mag/ Grn'" Dmx="18~19" WheelPosition="5" Colour="255,0,255" /> <Function ID="16" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="22~23" WheelPosition="6" Colour="0,255,0" /> <Function ID="17" Name="Org/ CRI" Display="'Org/ CRI'" Dmx="26~27" WheelPosition="7" Colour="255,100,0" /> <Function ID="18" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="64~191" Colour="0,0,0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~223" Colour="0,0,0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" 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="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTB" Name="CTB" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTB C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="230,230,255" /> </Attribute> <Attribute ID="Sparkle" Name="Sparkle" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Intensity" Display="'Intensity %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Sparkle_Spd" Name="Sparkle Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="0~31" /> <Function ID="2" Name="Switch" Display="'Switch %.f%%',0~100" Dmx="32~63" /> <Function ID="3" Name="Repeat" Display="'Repeat %.1f%%',0.0~100.0" Dmx="64~255" /> </Attribute> <Attribute ID="Prism_1" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="5-Facet Linear Prism" Display="'5-Facet Linear Prism'" Dmx="8~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~49087" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="49344~57054" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="57311~57568" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="57825~65535" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost 1" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost 2" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Macro" Name="Effect Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Macro" Display="'Macro %.f',1~255" Dmx="1~255" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~4" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> </Attribute> <Attribute ID="Effect_Speed" Name="Effect Speed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~4" /> <Function ID="2" Name="Full Spd" Display="'Full Spd'" Dmx="0~0" /> </Attribute> <Attribute ID="Move_in_Dark" Name="Move in Dark" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="96~127" /> <Function ID="3" Name="G/C/P/CMY/I/FR in Dark" Display="'G/C/P/CMY/I/FR in Dark'" Dmx="128~159" /> <Function ID="4" Name="G/C/P/CMY/I/FR/Z/FC in Dark" Display="'G/C/P/CMY/I/FR/Z/FC in Dark'" Dmx="160~191" /> <Function ID="5" Name="G/C/P/CMY/I/FR/PT in Dark" Display="'G/C/P/CMY/I/FR/PT in Dark'" Dmx="192~223" /> <Function ID="6" Name="All in Dark" Display="'All in Dark'" Dmx="224~255" /> </Attribute> </Control> <Mode Name="Mode 1, 40 DMX" Channels="40"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="547" TiltMax="281" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="83200a8f-6936-419f-b737-900ee05336fa" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Control" ChannelOffset="5" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="8" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="10" Wheel="141" /> <Attribute ID="Reserved" ChannelOffset="11" Wheel="29" /> <Attribute ID="Iris" ChannelOffset="12" Wheel="21" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2Rot" ChannelOffset="16" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="17" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="19" Wheel="51" /> <Attribute ID="Blade_BL" ChannelOffset="20" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="21" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="22" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="23" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="24" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="25" Wheel="111" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="26" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="27" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="28" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="29" Wheel="12" /> <Attribute ID="CTB" ChannelOffset="30" Wheel="9" /> <Attribute ID="Sparkle" ChannelOffset="31" Wheel="113" /> <Attribute ID="Sparkle_Spd" ChannelOffset="32" Wheel="114" /> <Attribute ID="Prism_1" ChannelOffset="33" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="34" Wheel="24" /> <Attribute ID="Frost_1" ChannelOffset="35" Wheel="139" /> <Attribute ID="Frost_2" ChannelOffset="36" Wheel="140" /> <Attribute ID="Effect_Macro" ChannelOffset="37" Wheel="142" /> <Attribute ID="PT_Speed" ChannelOffset="38" Wheel="25" /> <Attribute ID="Effect_Speed" ChannelOffset="39" Wheel="26" /> <Attribute ID="Move_in_Dark" ChannelOffset="40" Wheel="27" /> </Include> </Mode> <Mode Name="Mode 2, 60 DMX" Channels="60"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="547" TiltMax="281" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="2232a567-a284-4393-bc1d-92211493fa4c" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Control" ChannelOffset="5" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="9,10" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="11,12" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="13" Wheel="141" /> <Attribute ID="Reserved" ChannelOffset="14" Wheel="29" /> <Attribute ID="Iris" ChannelOffset="15,16" Wheel="21" /> <Attribute ID="Gobo1" ChannelOffset="17" Wheel="14" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1Rot" ChannelOffset="18,19" Wheel="15" /> <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2Rot" ChannelOffset="21,22" Wheel="18" /> <Attribute ID="Blade_TL" ChannelOffset="23,24" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="25,26" Wheel="50" /> <Attribute ID="Blade_BR" ChannelOffset="27,28" Wheel="51" /> <Attribute ID="Blade_BL" ChannelOffset="29,30" Wheel="79" /> <Attribute ID="Blade_RT" ChannelOffset="31,32" Wheel="80" /> <Attribute ID="Blade_RB" ChannelOffset="33,34" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="35,36" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="37,38" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="39,40" Wheel="111" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="41" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="42,43" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="44,45" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="46,47" Wheel="12" /> <Attribute ID="CTB" ChannelOffset="48,49" Wheel="9" /> <Attribute ID="Sparkle" ChannelOffset="50" Wheel="113" /> <Attribute ID="Sparkle_Spd" ChannelOffset="51" Wheel="114" /> <Attribute ID="Prism_1" ChannelOffset="52" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="53,54" Wheel="24" /> <Attribute ID="Frost_1" ChannelOffset="55" Wheel="139" /> <Attribute ID="Frost_2" ChannelOffset="56" Wheel="140" /> <Attribute ID="Effect_Macro" ChannelOffset="57" Wheel="142" /> <Attribute ID="PT_Speed" ChannelOffset="58" Wheel="25" /> <Attribute ID="Effect_Speed" ChannelOffset="59" Wheel="26" /> <Attribute ID="Move_in_Dark" ChannelOffset="60" Wheel="27" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Backlight Auto"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Backlight On"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Backlight Off"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Standard"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Display Flip"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Main Screen Standard"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Main Screen User Fixture ID"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="User Fixture ID Set"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Linear"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Square"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Dim Curve Inv Square"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Square"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Linear"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="CMY Curve Inv Square"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Frost Curve Linear"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Frost Curve Inv Square"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Whisper"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Silent"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Medium"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="P/T Speed Fast"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Whisper"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Silent"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Medium"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Effect Speed Fast"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="LED Fade Out Mode Standard"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="LED Fade Out Mode Soft"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="BLMode Raw"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="BLMode Move/Angle"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Fan Theatre Whisper"> <Set Channel="Control:34,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Theatre Silent"> <Set Channel="Control:35,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:36,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Boost"> <Set Channel="Control:37,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:2" Delay="0" /> </Macro> <Macro Name="Fan Longlife"> <Set Channel="Control:38,Dimmer:1:0,Shutter:1" Delay="6000" /> <Set Channel="Control:1:8,Shutter:2" Delay="0" /> </Macro> <Macro Name="Camera 50Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera 60Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera FLEX - 600Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1:8" Delay="0" /> </Macro> <Macro Name="Camera High FLEX - 3KHz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1:8" 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:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,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="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" 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fHqRhkUIJW9BtuueWWilQqstwtei8tBs7tBzXK2GWpavmddoMsjO+fC/tk5iBsatrnJdN1jzioB086Pz/qbdtaY9X2+HETvTGjEc+819uzZ6/X2dURXCvM9gDQcdAbR1ILBhoZegdyRo1pxHRjlvFYLFra5w9TMSihBK3oN1RWVv5h06b38mWSCfxbWhggOyhZkjML4wOyHgeIkGTLSnMEixX55FhooyqQZNJhlHRbu29nRCP+HIJQ2VC4IHGWG7Xn7Yh4iWRXVqQH2sZMQqSH+3MNdgTeNjoMeOF+LeiYlxfzbQ+0wWxTglb0CZSgFR8IZ511VnzIkCGfaW9vn21IarQhrgpDaOXm+xBDrhWG7Aw/Vx4Gqxf+MtStJGgmlkB9gvRc20OqaJAojpeRHAQrz/H4z3/+896ECeMNubbZsDeklNftrfcamxptEkljQ6PX0oKSpIkgnRsKOpnsXsJZZi0y7I7t6e5Ro4sIOhOt2K/oEyhBKw4IF110Ucno0aP/cvLJJ881SjHChA5EYPzsZz/LClvj9FIgM6hkqE4WHWKYGmOQ6StL1cyZuTkfYS71zIFHZBHiE/WeoXrRMUChYxJaLFDFNrbai6YVtR9OB+/aD8XLkK4kZnYW9LRB1OhYsICsAcRf72vGxLS2HUPnz59/XkVFxQuPPfbY1oP1t1EMPChBKw4IRxxxxKuGNKczBdsveO/Z2siVlVVepyGqCNUmSC6KwTWo5UZDmA224BDA6aFAqpyFW4azAX4iCQiQER1sRSTtRWeUNtX3b3/7Wztjiq/Wk+l9olmKnAEgPhmzU/Cvx/KimD6LA38kZbZTJrEAuIdkssF0Ou12glpz5rx33ln/C3RKM2cenjLHd5hj9pn9t5aVlV76/PPPv9ZPfx7FAIMStKLXWLZs2XGTJ0+eDlUKkJxBhEh1Hj9uvJ1FG+qYCR1Yuro6vPe3ohbGPktg0pMGybHuBT5JhPiO1GtJoj5Rk5y94JMJLogGoV3C9TIcL6PQ/d84Lxb/e9SqbtwbCBp1pCUhu7HSPD8BT7u9oz2IQsEzQaGlyspKvGXEzf3FzXOpamlpffncc88d/uijj+qsK4r9Qgla0WuMHDnyKhCgS1AgV3i5zYYkOztJypki9xiAy8yo7WURKAshARwkxHpk5PlhddlKWfrPPD8H9EjOtDwkOXNfSbByPQBShi0yZcqUwI6R2124WY7ZKt0f2Bw7dmxWtqQh/PzCwoLl5uc1+3/iisEOJWhFr2EU7RwM7PnFgTrTqtcnVqhXRDy0t3UEkQ0ZskyEErSEJH0QG8jSD19LOvtkSJMDg1DPUjkTMhLEJVGXUBk7DXJ2FbO7v5vIwt+MleZAKO4ZbaNnzTYXFZV8po/+JIoBDiVoRa9RVlY2ElER5EEZI8xKclC4VL2WXCNRfMtSx26UhjwXSA4TvvpFkZLdSJQETTASg+cnCcqMxbC46lzEzTbKuQ4lCVOVh2Uc8rfMhAQ4LRetHPN9xIE+e8XghBK0oteIx+Ml/iAf7AsQlT8IZ5WznRkFg4K+V2yJ2GxPBaFqILE8e4y0OABJdMOHDzPXyffCrAwJVz1L4pUhe9yXERg9wbU0ciWthHnSJF9J0CR6WjlcZ9R0yQE9eMWghRK0otfIz48X8FWeERcgZ6hndxZuQhIXlaSsKCdJDoWHYG2EDcSFDcyhU2CauHtOua/rRfcGYQq7J9UNsA0ZOycVul8B5sVSKHoBJWhFrxGNRmJUovwE6YKkwyZ8JTGmX+u7FSiSnyB8WBthdkQ2Mj42J4yV+8rr56rp4cY3u9t6skRcO4PX5NyJgKxjzQQbOQFAzPeAFIr9Qgla0WsYgrG84xOV7wczBTpDWtGgeBEzB0nODGtzeRPHgZz9QcHuvrGzd0DO8J7D/Ox0W0PVq3vdMC9cErj7PZeClh0SB1ABZlACMglGoegNlKAVvYZ5M4/6ChahcenY33T2XpD2jMJFUV8xGp3tJ6tEknbQD9NT+TYACdQfFIS1gaJDEtLDlQX+wW04B9VzLoKWoIIHXOUbRrhygLAnks812Ik3CnzCfsEchyNGjMjypUnYCsX+oASt6BUwZdVnP/tZZ20kULEspu+nUWeIz1eQXYElItUkt0M9uyVEewI6BaaKZ9eF7q6+w+KhXbgRGb2BtHRkWjhTzvnWwCm8AJK0ErSit1CCVvQKpaWls/1IDU+Qbab+BSGJGSra1t1Iz7rNWGWSID79kLqYILrug3pysA8ZixyUlCF1LnralmvgMZdSZlw392UGJAlX3g8ABS0tDibtEOlZX6JJZWrFfqAEregVCgsLp4F4WNzIr0iXTdAouQnKoS0BgKRR/pNp05KsUBq0pKTYiXhw5yDMkC2uiXRxdhRh4XpsW5g14Q5i/j2gty7bxumw0IHwfjg1FhS/fCaeG9CtUIRACVrRKxiCPmzVqlctyZSXl1lypioOrAsb3ZGpjxEQUlLOMYh1ETv79ZAhQ62PDU/b56ukJzMFffLz7DHYD/Ut9u1r6TET0f3Otri+sws3dlqukx64vIbrXSM9nBMQAIxMYTq7nJnl2GOPxYPoXuNUoRBQglb0CoZ8xm3bttV7990NNh0aZUCRkg0y2rFjh08+lsgyBMvQMhY18i0BEFrMqOcSS1YkejdphZDfkWYOBe46Az0Rslwnv0svWPrHbrigm/kYRuRcD0LG4CXqebDiHUhb3h+eCUjcPEP8t9fZy8evGKRQglb0CuYV/bDa2lqvpqbGVn1DQsmECRPsNkYswLJA5AatjAyZ+VXoANof0ipJpTIRFjLZRZIizgeClrOuZFR2ttUBC4R1qd34ZTnHIL10GbUh28j13A9ki2gTN1SO9wlCBkGjNnZg+6S9ag4W0u4YN27caLN5Uz/8qRQDCErQiv3iuuuuO+/FF188pqGh0c5UApJEvWSQEAfsQECF8UKrIqUHbAk1HWYHUGkCvo8bHofMfX1Si1lV6ipnV8myxCmnpJL7SRKXA4wys1HWoeb+PCdIFeSLjkUOasp2+9NpNdmJZOWxUkGzs6msrFoxd+7ccStXrlQVrcgJJWhFj7jyyisvX7Vq9Q+3bNlqi+f7g355lqhAyjJ8Loq5+dJRCzKGOZlKBq/8iUQqqPTmEy5nRQE5UrnGbDSHX/zeC9QzCTrMUyZBon2SnHMlmLgq2f3t7sc60W48M/dj20DOrJfN9rlx2Fg3der0Ecce+/HVZv0cjeZQ5IIStCInLr300n9++eWVN4AcAYhAFNFH4gXqNUMJYwYSpjMDYRO/YuxPJpVQkWLxswc5t2CmWh3ImWoYlkFPHEZ7QarUXKF30tLYH9wokrBFki++b9u2Lei4ZHggt8s2Tp8+48jrr1/0mtl+tJK0IgxK0IpQXHXVVX948cUVZyLumKR25JFHpl/PKwPVyBoUTO+mZSDrQXuRbMWL7SRoWYaUHIVrBDHUZh90EGERFgCVM0DfmerdVdmuVy23yTbI7EVZJtQ9D6+P35wua+vWrd0yEGUhJ6m80d6ZMw//2KJFN6w2m47uoz+dYgBBCVqRBUMusaVLl772/vvvHzlu3HgbqcF0bAy+wdpwydSPxjBknTBLJBMPnFGMKWEDZMpvgqCwsJg9OwLGDOO8VM9yQNCN+MB+HIRzQ9+IsJhpdiauXcG2coBPqnOew432gK2CaBYszvMMpv6S7ZLrp02bPueGG2544b777vtEn/9BFR9pKEErsnDPPfesNIR55KmnnmrjjsE/IKg1a9YESlmmNnPyV8ZBywgM+938Y/SoDafzvWZcBQTdZYgYBN0eEDTASnBYB9KFKiUJhrkAbIMkUFouEydODGbyxrEsjQpCR0eD9Zw1nB45zgMPWYbdkUhty0O8Z78ziXqbNm0012hN7xc+cwzfOnAsro9OD9Evs2cfceI111zz8Pe///3L+/YvqvgoQwlaEeDb3/72Z0488cSjQVA+AcUCJbthw4aswS85MCbtAEAO5sGATqYYNWG3pvcD0fkqOi/PzwykCoZqB3A9N6zO/STRSTLEMbBjrrrqKu/JJ5+0xDtu3Dhv9OjR3u233+5dcMEFmJ3ce+ihh7xLLrnEW7dunT0eRD1nztHebbctCd4MSMgcHM3lRbe3t3k1NdttByStEBlr7aaWM6IDbwyRSAHadNmtt976v++6667VffhnVXyEoQStCGAIalxpaWlQBN9PKvEH9RDzvHbt2qxZQ9zoB5e0OOjnTgEFSGUKggLoZ3O9G1rnEjPjraliJQmedNJJNs0a1gzOhbjt1atX22thIA/HfuITn/Cee+457+mnn7a/P/7xj1tFzUJM0laR0SFyYJAkXFu7y14vc3+Z+6SVwnvh/WEbZ0D3q/3l428AL1oJWmGhBK0IUF9f/4eqqirvv//7vy2JoYYGbA7E/86dO9cqSNY6lhOkEnl5RnEKF8IqxERmdm+5PmNpZCI6cH6eF52EnBlcQkZtuGSJfbFtzpw53v333+/t3LnT/gaQYIPtJ5xwgvfYY4953/jGN7wHHnjARqTgup/85Ce93//+990G9ein02vnfcvOafv2aqcTyp44QJI9FTm/83dxcRHeIp794H9BxUCDErQiwPLly3c+++yztdOnTx/x17/+1Si6Als9Dt4tvOD58+d7f/vb37JmRyGh+utSQaVQqbLDkHn9T6Rf8TOeLhaG9uUKl5MJJi4Bwqr493//98C6kMob29555x1v48aN3ksvvWSVNq+5YsUKewztDDkQyk5B+t1U8dhv165dOe8TcJ8F18vZzs35W7/97W+v7/UfTDHgoQStyMIbb7zxwzPOOGPpb37zG2/Pnjq7DsRi1LX1hmEVwHqg9RE2EEagcH+yMzs6ghyVsSNSWZEgjO6Qg3KudxtWs5kKF/uiM3nqqaeyYp5lyBvIG+vx6SawyLKivDYHLmUUCZNtADybtrb2bu2UbXND86Sv7T9HFILap+pZkQUlaEUWdu/e/S2jmBcbZVn0+OO/M+ThK1X4r4a8vVmzZnmrVq3KCk8jwaJYUle69rMl0VTmFV/Wr5Ci2Ce8ZNZ2TgIg93GJNF1TOavtrnfsXytDvG4sMiAz/BgRIlU5Y7ZJ9HJ2brYRNUpkZyDfCCTosQOy/fgcO3act3btmlv+/r+gYiBBCVqRhaVLlyYfeuihHxgVfcNzzz1vVPReux7EgumbQD7IJkR8MiATQmSMb9SSdVeQfp0hSChqGe0R9eT8hSREnk+emwkhhLQ4cil5qZzlMVxkKVA58EmPmZEW0vKQ++E7FLRLyGwPz8O2sEOTWZV+idKWLUuWLHnt7/jTKQYglKAV3XDllVfe/Prrr18zderUeF3dKkvOUNAgGqjnMWPGZKlRThqbNUTGUDPPy6qDzElfw9QlIMkrjHRlHLI8zrVCpCWxP7iJL/zO83MAM1M+NUPusFMQyxyJdJ9JXBb0l5EctEYYxofU+e3bty/db0MVgw5K0IpuMCSSePjhhx889thjF73++pqgihvw/vvvW/U8fPjwwCfOfHZ5yVR6Fm8QVcSmpmTF/UJMSvL0Z1Chqu0+X58kaxl7LVWzJEJ5nLRNwjoFrickwVP5S1KWnjvXQT37HUYqa9YU1hSR98Pz0gYh+RcVxeu+9rXrf3qAfybFIIAStCIUf/nLX25avPimq6GiV65caYkFFgfIGR7xtGnTgrKaknjkIFpP1oNLmC4Rh3nQRFjYXa5rSAsjbDuRK8qCx9OCkVN2ybcHTIzL/f32hp+XbaF1gvrSO3fu/FboDSgGPZSgFaF49NFHEz/60Y9+et5551329ttv2xhixEaDcKCoQSzSf6Xn7Caq7M8jlvDJzPM4K4vMTgSkBbG/c4aRvCR6l7BdcuZ2DubRnpADjFTB/rERO9gp2ykTeOS5pYddVlbWdO21Vz+w34ejGJRQglbkxLp166475ZRTv3byySfHfvvb31qbg8SCokBI+KiurhYqMnsQjZDRCp6XezDPj/7I9oBd9GZgMNdxPG/Ysa737A7ysVIez8WKe7nayXNIS0bWLuGkAolE5/d6fUJ/uV4AACAASURBVBOKQQclaEVOfOc732n95S9/+ZeTTz7ptMmTJ3mNjQ02GQVEPWrUKO+ZZ56xBYk2bdpkB9FQaD+VzFgUltxikSxbQE5/lSHDiD3WV6F+GB5D9cLioF2ClYN8LtywO5k4wmPCLBQZVidJVmb++QTLTMrc5VDZ+UhfHMuECeOSK1asWNb7v4hisEEJWtEjjFL+VVVV1WlVVUO94cOHpYnYV8TIxistLbOp0v7rfson6SBqwY9xxjFSgQIZC0ImknRP9MhFxGEedZiv7X4PI045+MjjZaKMPAfJWYb7hYHNkJ68JGekxZuOq+ahhx7SKa8UOaEEregRRiWOpgKWvi1IBqU1q6u3e2PHjk2/vmO/TAqzXZdMZJXY9EuOytjmzHldJewqZWlP7I+sAWmHuMhF6oRrpcgFBA0P3p09Jhvdk2XktUDw7e1tTT08eoVCCVrRMwoLC2fQh3WJs6PDL3KE6A6oaEtCyVRWmJqrTl0eC8u4CwuNY8EjaZ9wUBL1lGUkiVtASQ76SYuCnYiM8uD13GgNqYThIcvElf154bwPOedhOopD//tT9Aj9F0TRI+Lx+GhZ50ISbleX/3ZOJWkjMDwvGDCkgva3hQ+mcXVPA38oGQrf2y11ytKkSBTJjrXOKH0mmMiBSl4LxE6fWbbBr9HckZXWzXNjKSkpDlHz2RmPLmQH5/vadnbzst79FRSDFUrQih5RVFQ0DJ8gGJQABVkyqgGlQklGPgFGbBF+V71KuNESnhdOaAQjH3BtQCpgqma385AFj2RonCwVinUgdncmbwCzvGCRnjFRUICazQV2dnIe4y+ZCJWeQgEzg5S2UFJRL/8MikEKJWhFjzAqr4KEhtrKKOgP+Fl2vg2Q8WuTWerVHYgLsziIMCLHunQR+yzSk4pYqltJztL3leeUk8Cm7y+LwDkNFZW1ew4U9X/vvfecORezgU4MKeCypoe0iTI+dnFh7/8SisEIJWhFjygsLCxhbWbMNkL4M3Jnp11bFSmmfJLec+YVP3conAQtEtgQMl1appfLaAo3BdwdoON3pmPLqnJywFCqZrdNhx12mC3qv2XLlqwBQp6b10empWvZuB0L2ms6nvz9PH7FIIcStKJHGBIpRBYhZ/MmicHigGKW1oGX4sSwEaGqM+pWJrN0V578nSFT7I/JAtx4aIbsoT61O+O2S8xuMSWoYxAosiHlZLW4F5wG3rNbD4TnO+200/Y2NDQUmu/Fso1yAFHaLK5FIt8usE9JSUnErIsmwy6oUHhK0Ir9wJBYHgvWS7+WcwHSDwZIk4GCDkl9RlJKNjmTQPmbadMpGxnCaAlpJ8Bm4WAeyNodsCM5hmX6pdOrg+0+N/rx2v78iKn07+wOBJPOGjW/3LxN3Inf9L4lZDtpkbihg3w+JPObb755gln13oH+XRSDA0rQih5hVGoUqhOQ8cWsQwFkxyRnjkUlu4ggSj/0LhMr3RMYoUEC5jnkJLFUwK4dIYsaSRUtCVTOJ5i0kSapgPTDfOXTTz+9+aabbvru7bffvhzXxcQEnAVG+tRSuctQPTdTkeRdUFBwmKcErcgBJWhFThh1V3bBBRdYSyDtmQYK1bcZshMw3HAzgGF3mUgJzwvhv26AcmbNCunbIr1aesWEdAlYZ5nbpdLlZAA83lfRCdsuGa4ngXrNlZWVD6SPi1E9u23jPUPhY5AwOyEn48v7BJ3kfU7e/9NQDFYoQStywhDNdEY1gMjg23IGbJ+gs7PxQKpdnYmcr/MysiJXBl/KZhb6Mc5Us+6AHOfyc0mPcJNMZKyzrFLHY3yyDreBsc+ZZ57ZZtTz7TfeeKN9o4D33dmZqRNN0uf16JsDtID4BsH1eJNIrxvX6z+IYtBBCVqRE0YxTwbZ+AOCqSCbD8hVW0PaIGGDd7l+Z9b79oZbI0NmDlJFA24SiQyjY5vkOQBGcMj2hVkbON4oZ2/kyJEPcyAvP78gFo8XmfvvylLp0raQmYOuyndjxM0zHR36IBQKTwla0QMMQU+EOqQP3NDQ4A0bNkyU34xklQeNeNnE68+sku3R9qSeeR50BLQppFImsWZFjjjHZkeQ+Ne0yj49P6K0HTKTCiS7qXTu84UvfKFzw4YNN/r3syx6993FUW6T9yO/u0vYG4RItBl5gH8WxSCCErQiJwxBj4W9wdmyoaYBkAwI2iee7KL0krAsAXpyALH7lFYSJGdJnpIIeWxYnQ1+d6elAqiOXSskc97sYxgOiGm9jHp+6K677rIexuLFrResX19t48Gl4pZvDXImGVb+6549maWgqw7076IYPFCCVuSEIehRIGWSDmdPwXdm2wGZsLrualGG2smZs7lOKl23BrNUxOgk8B32hiRvqabd5BDATWBxE1GkjcI2AFDb559/fsvChQuvW7BggXfxxRdXtbd3PsToDN4PIzlkpAg9Z4bzyWu6vrl5KxjSn39DxUcbStCKnMjLy69sa0OInR8+F48XBuQD4paJKLnm/otGMoNlVVVVdqCRIW2IZIACj8WiaSWeyTSU9THwnf63S4ZyoE9CRnCE2SuSJGV4IAcnZ86cZTqDwm/Ce77yyivHNje3rDVtK8Z9861CxoIDPBeAmc+Zop4rFjrdPi2YpMgJJWhFThhSLAdBsxA/ohcYiSAVNECyA8m6dgIz65C2jYSPmpqaNEExEiIaeM0yakOStCRlwiVbVy0TbgyyjDph2CA6Capf3Os//uNZWxYtWvjAddddd0RDQ+Mr5hkUtba22PsGMXORA4NU+iBn2CDuG4YkarbVvBGU9vXfTTFwoAStyIn8/LzSxsamYP684uKiQKm6URwBCXnZEQwMLwOwDjHCIGnMaSjjk8MSTlyi5X5ufHFYgSYZ1kYrgtvZNqh5fJr7tAOF9JW/+MUvdu3Z0zT/2mtvnLl3795VppOKo5qeq5xZD4RtxLbRo0fbjgzX4cAk790dWEx3XFowSZETStCKnDBKsgSv9CAZkE97e0dAeCToLE/XyxCgTP+WHjNICQQGIqutrQ38ZpyP0RsuwkL0JFHLYvtykeTMwUd8R+IN7geWi0+mfi2OOXPmePPnz+946623zqyu3h2tr699rbW1LY6kEzwHv0BUIoucqYRB3khooXLmW0NQFztdKCkTB+0/H9MuLZikyAklaEVOGPIoBpkBUNBDhw6130nY3RQsCDAay7I3YF+4YW8AvN6RI0d6u3fvDma6lpXlwhbC9Zvd7f5XRmckbVIIFhIkBu9KS0uCmVEOP/xw7/TTT0tt3rzlsRdeeOFCc8/D6urq3zKkXIhKflDa6EBIqkyE4W9sw7NhKVbX2pBlS10bB7VO/u4/lGLAQv/lUOSEIa9CKEMqQRmVwPoc2VNFZStlP9oid8wyzou4asRXM407LMGlp7hp7pNta3jBwCJtDpAxlTQG7/A5Y8YM79Of/nSqpmbHnwwuWb58ec2iRYvG7tlTt9aQc3FjY6NHa0PWf5btQ0cFci4vLxfPwYeMHCGkosY205bs3kahEFCCVuSEIbQCKGhMkAqy2rlzh1dZOcSSEAcJJYFKZUjClsWJJFFLLxgEBxvBrT6XSzVLC0P+zpB0ZmJWWhwgaHQAQ4YM8aZNm4bC+8ldu3Y9+fTTT19kiHkn9l+4cOHI2trdb5t7K4VyBjnj/hnzDbghfDgfyFm2RZKyjBaRbxadnV3BAOXcuXPzV65cqbN7K7pBCVqRE4WFRXEQsVTOJFVaHHJB2BwsjkyccAwU3S17UKpQqklcY968edYmkN4uwUE2FioC2foWBb7HTVvjNgwQA5lYB28ZHQs8YexrOoCu+vr6xr17927cuXPn75566qn77r333mae/5prrqkyynmdIeMydEaI+WbEBiv3ufeAuiTwsYGwziQsa5KDg8xexHLGGWdgWrGafvgTKj7iUIJW5ERJSXEelTJUJOswY5EFiQDfnmhLK1ZmFmaX4HQnZ5VqE5+vv/761vnz5/+ksLBgpzn/nlQqmkilutqTyWgiGk3GIpG8eDSaKjD7Fxh9HDcaNpZIpGKtrV1maU6Y83V0daXMRRKd5vi9ps07TPu3r1+/fsejjz7aPZc7DZDzrl273+3o6BwCJY8FtotUzjKeGoBqRqYhIe/HvS+XqP0Qv/x0fRHrv1d6StCKEChBK0Jxyy23VJx//lcsSYFooEYjkZKAfDigh7hnkBde9RHfnEx1WdUciUayrA1pSbiWB1//m5ubx//617+uWrHihaUH6z4XLFgwfPfuve8Ycq6ErYEOCW1BzLZfvzoRLASeBQY4ZYp7Tx4571WmwOONob290xB1gXmWXnn/3qXiowolaEUoDIHMYKlRwJ9nL2U9aBI0SRfhZePHj/fq6uoC60NWbmPxfUBaBPI315nfVx1//Il5L7304v/s73u8/vrrRzc0NL5t7qUCkRq4V4TTYWESiox1xgJyxv3yGZCkpUcuVbP8zXvF2wbeRjjtVl6ep+neilAoQStCYUhkMv1XAH5rfX2d/U7SAt9ACU6aNMkq6AkTJnjvvvtuVgYhP2X4nMwUlMpSWAOXz5t3fOHLL790cX/d3+LFi49oaWl9uasrEaRv422BCtqdtRttg58tlbMMnQMkEct9ZLlTrMc5OFtMupRrvL/uU/HRhhK0IhRG2Q3DoB8IiwN5rGZH8gJhTZw40aY2ww6YOXOmt3nz5qwYaSppqZRpHQByHxkpkZ9fcNFxx80reuWVl8/tq3tCwSNzX3NMu88qLx9ybUlJKoZoCihaGZLHQUE5UAmlC+UsFbMkZJJv2GCoTH3HteBdk6DxTEMqnSoUFkrQilAYUknIbEGo6TFjxnrgLNTmgHc6atQYb+zYsfZ1ndEVIOk33ngjOA/JWZJvT8X8ud63D2Jfnjv3uFmmE3jH7JPEbuZ8+ZFINI5xNnMkBgzjZl+jQCNmXaTArMen/W7W5WN/TFNlCDiGNuP0ra2wMmrtdeg3g4DxNgArB50S7Q5O94V47bDBP7ceCT/DUtSxDhmUmUgYpI4XGILuaO3Lv51i4EAJWhEKo/BqkOQGxYeQMwygyXRlkDLUM6wPOdP3rFmzvC1bttgoCBm1wGQXQJKctAm4P+Oh/eSV+BF799YdgXbwGBbeD8swlANxHMiUg5Lyk/aNTNsmuTJxhuqa9yHVsNt+dzYXLrwe3jgQluev9zshdASmc9h50P6wio8UlKAVodi+ffufEFMMdQnbAp8gZRAKSAYLpoNCvLGs4wzFiZoWzz33XNb5SFwALRNJZBx0dMPUsA/OiaQRgKTq+r8AB/NkjQ6QOct+gmhJwu6UWtyfx+aaMVwSr2vhyI7GHQTFbxSJypzXrrWkbTq0dX34p1MMIChBK0Lxne98p/UPf3hi64gRI8avXLnSkjNe8xF5wMQSEJ+s5sYMQ2QG4lXekHy3qA2XxGR2XW9SumU8MgfzCHcwEr85TRbajU7GbYMsYETQi3bVsUvM8rqyU2AHIL12xE1n1HPEJqqk3wZ2/su//Ev7B/wzKQY4lKAVObF+/bp/PvnkT37v5Zdf8rZu3WIz9BjtwNrHssgRAPKB2j3iiCOCQkhym1S50qKQVgBJkWQsidGFJPegepyXnr/QbIr45fRsu2HHgKRhW6AdCAsk+YbFNIddT6auux2MPEYOHGKBepbRLSjkVFFRjhT6+/rib6UYmFCCVuTEggULvv/000/fccQRs4e++uqrlnCHDx8RkCEUMuKfXXUJwmYxojVr1mSpS3eATfrSrjUQVv9CKlTux08WSEp0dtlOgtEYMVgbRrHCFwdpgqgRFnjYYYfZzub999+3HjvPL6/p+tdulAY7EXfwkNs5wAgFnR225+Eto/WrX/3q/TfccEM//QUVH3UoQSt6hCHmBRdeeOHP3n77bVu/ubi4JAgXQ+YgfWj8JiFhQQQEwtJgd+zZs6dbzDMhSVkqZxmGx/34yYX70WuGVw0rA6o5289OBv4zlS06EZAyyPrEE0+0nQ+iT2QKu7Qy3M7D7VC4vxsDjusiDBFgAX+0F8/NPM+7kmGl/hSKNJSgFT1i0aJF//f3v//90vnz50/9zW8e93bt2hXUUYYvvWnTJqtEJWQGHlT0yy+/HFgbrsoEXN85TFWHeb+SmGFX8Jio55wPcdUivlmqbewPUgeJQuWaN4ZuqrynKA0Z68y2yygPzrDC+2f7zZtI/Ve/+pXlffE3UgxcKEEr9ouVK1d+7gtf+MJbr7yyMlJbu8sOEMIiQNozpq6CQoZSpkplmBwL8SMcD5EgMosQoI1B8pPbwuwC196AIkVW3oYNG7ILMaXP4YbuMTwPYHQHFrQR58T9cF9Ckq0kZtlO+xuT59p2RexEuahRMrSqynZi6Bjg3/vlV1OmMxjtVVdvvaxP/0iKAQklaMV+sXTp0nWPPPLIL75qJN/993/X27lzpyU2DLjBX4WHC5WI34w/Bmh1YBtIHVXi5GAga1m4lfGkTeCqWGmjACBaECvnCQS6+djRSEDQMtQPtgzC3FjAn3YJz+VmN7pzG0qrxYtiyi9/Wi1bezpN/pzKKxqNp2cvj6Ak6pvXXHP1f/Tzn00xAKAEregVLr300gtffHHF54477riyF154wdu7d68lHiwgXyhpZBXKUDcoR/rC6ZoT9lxSOUtrAJADcVJxu+Fw0nLAdWBPIKFGbg+sES+jppnSTXIGuaNjwXpOZCvjod3vch07j+DTy05OYSVA/5zw7fO96dOnp7Zt2/ZP/fvXUgwUKEEregVDOIl77rnnnEsuufiJN998Mz1gWGyJEUt1dXVQIB8gcYKcUQCfpTxlEaKwgbdckFaHVK44L2dMQZyx9XoTGbK3+8ayswjRaYDMQdJQubAhQNBQ+AwfdH3xXDPCZKI7PI/Wt90vmfAiXZGgKh5rl5hn8BPzRrKpr/4uioENJWhFr3HTTTf96Wc/+9lvLr30kn+6777v2DA7kByIGhEbRhl6kyZNCpQvyJnTRoH0SFaA9HZduOtyRX6AlEG0OD+I9qijjvKOP/54r6Ot3Sp8KOKaHTXme53X0toSHAciRluo6vEdJE1rI6zwEX11t1hSoOoj/tBkFOoZSSiJTCw0CXrq1KmNF1988Teuvvrqvv/jKAYklKAVB4THH3/8i5dddtm2T3/6U6P+/OenrJKGtQGCRMgalDSULMiONZZBzrLWBeEOAuaKfXYTR0iUTJKhRQEFj8FKm+1oSHJfS7OXv3ePl/K6DzZS/bKkKn1wnIuT2LIGh2yH9MFlcksqkiZz+z/TPid0EDOH19TUnKthdYoDgRK04oCAqaOWLFlyzJe+9KXN+/Y1x59++q9WwbJwEuwMqFeQFesry+L3kij39xmmpEmuTNsGuXI6Llgt6Ci4nvMRuqnbsqNgu0j0qMaHkDvUtUbonkxccT1n+suM3Za+NAkcy+zZs2GBfN+8gfyxP/82ioEHJWjFAWP58uU1y5Yt+/gll1zy0qxZs0t++tOfeq+88gpe4S3JIcoDkRscKKNCdWOGwz7lAKIEFS2IGKSHjgDnxW8kfWAbrklVjU+G0JGgpe/tZgTyN86LDufII4+0/vbatWvtdWTb5DRe8jdnDkfHgIFTxIcfddTHklu3vn/X1VdfddtB/BMpBgiUoBUfCEuXLl27ePHikbNmzfrxPffcfbohqyHwfJ966i9edfU2b9euJktU9HRdRSzJ2iXoMPUM4scCVQtVzu0gVCpqLFS1IEsSJgsmAbItXOQg3qhRo4L1sEwYhQKyBemifkZFxRD7WVZWbs6dlzLXS2BMFLWiTOfQZgi9qaWlecfOnbueevbZZ+5F4amD8CdRDEAoQSs+MO69917UALUznhhFPXPixIl3XHHF5eds3bo1tmrVKjtouGNHbTBDNokPpOdGc0jbwbUVGGmBLEaAJTsZk8xBQnjfPI4EzoxBmQUowXVoDxS4TMsGkJCze/euTYWF8f9j2rDHHLGztnZH9datW/Y7W7hC8fdCCVrRJ0Ayi/k4b8GCBfHx48d/3hDdEZMnTx5lSLSss7Or3BD0mKKi4tlG8ea99dZblryRgYgaGIwEAUFiAeECcvAOqhkKlwkm2B/kiQVTSKFanD9TdnuwyJA82Qkwa5Fx2gzXYxQHojwQHYKOJV1Qf0osFr0zP7+gsaKiYrNZnsnPL/yxIefqQ/jIFYMAStCKPkW6tvGjV1555fOGSK/o6Oiaa4hwpiG6OAYPYVGAAJFhyLKlIEaE47lRGoAc3JOhblDFUNQgdKZs4zvWMzKD9gS+y3kG6T2DgOGXu/HYANvFT7M+Gou1DzHnPNrcw9Gmg7jujDM+22quu7Kiouzffm6gERqKvoYStKLPcPXVV59jiPYyo2iPN4q2DAS5bdt2OwUWvGKSMqM6XMtB1rkI4zoZk8yEElzDnZRWZvqR0BnNgTaAzI855pigTYj+gIXCTgLqGeeHwkdnImuFMG66rbUDytqI+qKTkwnv5HO/dO6PL7zwwpdKSkru++EPf/jrfn7UikECJWjFBwYmY73iiiuurKur/4YhtVmtrW0xkFh7O6IryrySklKkNlv7AVEeGzduzKqZAbhF+/lJBS2JNmzwUB4HDxokDFsCxM3BQc5uwkgPfKItTP3G/rBaZCIKvqPOCOKqSc4yJK+zo9PrSnR6Tfs6vY7Odq+9oyTP7HtSefmQk66//voOQ/wvmXP82Nz3/1u5cmVnv/4hFAMWStCKA8Ztt902fuPGTb885ZRTj1+9+rWoHGjD93Xr1tkICBAc1CrU66mnnmq3vfPOO6Fp1EAusiZckga5cmJXWQ2PUR1y9haqbk4Wy9A7zoUoLRUqcBnbzGtx9nLaLCy9SoDszf4FVVXDTzbK/OTJkw975Kabbt7W3Lzv3/71X//1TrVBFAcCJWhFr3HuuecWjR8/8VuG9BasXv1qvlTDsowngBKgLOEJ33n9+vVBFAb3z0XGbuYgyJBET9Kk1cCMRXrLJFAqZkZwsLi/jB6B3SKvyfA8huah7RiExOAky5PKpBemi4PwZegffsPfZvLL0KFV48aMGXPH3XfffdO11157z/e+971l/fqHUgwYKEEreo0zzzxzTX1941SQ0QknnGCTOEC+MrGEqhWWAQgKRAVv1w2hk9YFICMuOPBHZYpjcU2XiKl25cziDMvDvvCX2YnkskdkwopcxzZOmzbNmzBhQpZK5nVB4vCvqaaluvatnvaAvNvaWs0bRVXR7Nmz71i2bNnVS5cuHd7Hfx7FAIQStKLXGD9+wqQdO1ZZQkTWIGYLwUAaQuZQk4PZfSDIKVOmWPKmPSDTvIFMCc+YV1RYZJUm6zW3tbd5Lc2twRRRXOJxVMozRJs0pAqStKVEQbDZ52TKOaNE3BKmssiR7CT4m28BuD4GCTFrDNQ0Mhbhc3MmFu5DUubx9LyZ9SgVPNo/adLkYWZdVO0Oxf6gBK3oNYqKiiMgG6hikDTICqQFQoTfDAsDERBQjAhfgzWAGU9kDDIIHMqWkRVJw1n4XVfn13KmJVFQgDTtAruOpOrXWzZkGyXR2zVmWyKLyEGaiIkG6aMtchIBN3vRTSvHb9wT2kbFjjYjThpkjQp+sD2QcYhP1uIgUdPPZmo77od2CAk/PXiZLdsVihAoQSt6jWQykTCEFZPRESBXECEy8EDYsDNAbCBqkBo+ZcwzvWF6wfl5vq/L4kdhs2fnqnLHIkX5BfnBfhywRBtxHkRzoE1hpU2lcpZp5m6GI9dxsBEdEd4cQNCwP0DobLscjCQxYx2eBY7B2wXePFBfu5/+TIoBBCVoRa/R2dnRbsimgKFmbqQDADKGcsZv+LNMEpELtoGwbN3lSMwjb5JwXV/YDbsjAULl+uu61/KQn67HHAa3M5Dx2G6BJK6HhQMrBZmMsHTQybhqHAoehI57BTn7JN/VvQEKRQiUoBW9RktLW4MhnTJGP1Ah0kLAwoljQUaWxO0/aW8Xg2mxPKs8R44Y6e1r3uc11DcGcxVizj4AE6vCWCatWrLFrxSnrcoPfOIAaV7EUckElHqeUe2d1hLhOexuIQOFLmSpUFm1ziV6kjfsHJA1fHnUxuYgIRNdGH3CTi2Jiv4KRS+gBK3oNdraWmoN0YxjuJq0BEjQzBTkgumnQJj4xOBe0hzX2NDgK+D8fG/suDH2XFDeiPyA4ozGMhEZ9ItjVkFHvHwM0CX9gUESabpKvv30/eCkV5hXgLL5VqHnCt9z07sJaadkrpFJeHETbdhJYSowWDqwMDhnIwcH+Xbgv310dvTfX0kxkKAEreg1WlpaqvPz84+h10q/lQNicnYSFiMCMcssPKwDqEq7zDp4yFDcUKAgaKhOFiqivREUx09mFLCcRBYIUscjyUBhk8Ajkf2rZzlwKDsICXe2b3ld7I+0dpYuZeIMOxlRpa/5Azx+xSCEErSi1zAEvQmpz/BdpUrmIok4yCxMJLOSQ0joAVkZ4ky0JbK8Z05Gy6p0uJ4cvIt62cTpxlK742+YUdst0h8GqdjloKA8t6wfIs/FtuH5cBBUqmc5G0wymdrdN38RxUCHErSi1zDKdsX06TMWPP7441YhlpeVeYn0rCkBOYOo4c3iezIZEDSr0blREomOhBdNq92UJcWotSvo14LsGMIXzAGYzFgTYSpXkmksFg3dx0Vgg3gZO8SN8nA/Zd1qLPCaEd5H+8edtzBjCyV1Vm9Fr6AEreg1du/e/fsZM2YGZT531dZ6w6qG+SU+OzqDqaHkBLFykSQt62BggC8B3hWkKDMD29vbvKJ4oQ3fs9sj4YWTgnjrlG9zRKKGqFOe71mbTzvvdspLx06nsiwSGR8Nz5xtCKyMZCpoK1qY8rI9amxDmKGrnIN2Jfw4bv9ZJF7v9z+WYkBACVrRa9x9991NTzzxp23jDJA9iFhjTHOFLDvYErJgUpbNIcnPSZ6TtkLEIWgOyhFQqPS7eWxYdIa7PXUACXvWmaGzzAAABrlJREFU8xbK3C3QBFiS9TJ2CX5D5fO7a6PYdqSVNCJQzDP5Xa8bpBjUUIJWHBBqa3e+ikgOJH/AJ45FokEBfsYBSwUtSdnN3pPFkCQYpsbKc5Ik5YzZbhSG/J01MEfJ61zDPT44j9fdMpH3YM8fyWyD70y/OoycZQdlOpnU0qVLnz/wJ68YjFCCVhwQDOGMgXoGGTXva/aKi4rselZ1QzQGIL1m+V0qTDdbjxEb0g6R/rEk9bD1kkSl4oXyjoiBRZn0wu+cARyDktgfFk4QtyzKlvIasXz/Px3EdJPs3fZkDTh66FTsve/tj7+LYmBCCVpxQDBEdnhlZYV3xhmneX99+hlL0lI1QlnT7nAJM2ygTVa5o3IOi45wCVmGu4Uq3JRfBwNp2CBRZC5iZu52o/R31e6yfjaBML9hw4fb4kbYD+SMeGYo4+rq6iyyJ6HnRWNeidkf8dk2kdEOXKKIk1HSnV1elTl2n5jGy7OmCO4t9Vrf/TUUAx1K0IpeAxPCHnvssSVHH330f8yfP/+Mur115c8+81xWjWYsSDhBbQ4WG5JkTUg17XrTLhm7mXy8Dgfk6DW7YXHjx4+3RAugaBMGN9GBDCmvsDU6eE0oZsRd19TUeBMnTrRhfUg0YeU6ZDayy8D1OEmAl/Ir67F4E9sEuycvXVcabxb+TdmxTRz/WL/8cRQDEkrQil7DKMrxtbW1qTvuuOPLDzzwwMJ5846/v76uwaY0g9xIjgCIEOoV29xX/7CBPamUWaoTBM9BwVwxzFTccnARShbnADmCeLEPBjL9usxtXsHwEVnnYOw1SBudCws6wfbAOWyqdiQa1P8IS5DhJ0MO3fUAzrl+/fqffOA/gGLQQQla0WssW7Zs02uvvZb48pe/vMOQzZ55x0W8C77ylfqW1pZke0d74fBhI4r/8z//01u1alVAYrAJQNIuaYVBboPNwLTxsJA6CZk4QoLGwCVLjmI7iBqfvo3RmNWZNDY2WXnLSWVZUwQ1NrB/HsqYRmNB6dBcbWaRflsf2okEAUx79jz44IOtvXzcCoUStKL3QIH5e+6553PnnXfeXU1NTR3vvffe4Z/6zKfWcft3v/vdy79+2dcemjFzhiHl3Zac2gxhvbl2rS3on0xbAi5xATKxw53x2/WXw0A/2irqqF8waYdR9TaOuq3dErBf4N+3GqjU7TnN/q3NLTYUDmfPz8u32Yf2eyzPbreXjaRs9EY6HDqo6GyjRZz24Xs8jsSVEm+4UeyYOLexseGNvv2LKAY6lKAVB4Sbbrrpj+bjj2HbFi5c+LBR2U/m5+ePiOXF8gxZ5X9q/qcea2trrehKdFn7AAibSESSm+s5u7HIYSSdpbBT/v91dfplPeV0VfJ4Ku5gYDFol+kcUpkID3u+qB9+Z5VxNBLUBglirRPJoGiSvy3qnfOlczvq6+u31NXV/W3v3j1PmU7ql/t7vgqFhBK0ok+xdOlSpDEHqczLly//3Nlnn/3sQw89ZH/vrt2TRabud4S6sa6HW7TIVdDytxxwlAgrFZpr4JGp5Zw4Fh40Utphc1RUltu4b8we40eGDLXRIahg9+CDD3olxcXe8GHDg7rPY8aO8Z566qmPmw5LVbPiA0MJWtGvWLJkyXM/+MEP7r711ltvWrt2beTJJ570amp2ZE36SpLkBLMs4clEExAmiJK/JRG7cdRu9Tsu8LRJuvgOb9ovylTmlZWVeyUlmNElksrLi3WYMzeb8zW1t7ft7Wjv2N3e2V7T0dGxtb29fbtp31bzJrDZ/K4xZNwxZcrUt8yB42CpYFCT7WhsbEzceeedSs6KvwtK0Ip+x1VXXXXLzTfffNfo0aMvPv7E40+MxfJGGAKNgZajkWhevDBeMXLUyAl/fvKp8ief/LPX1dnp7duHGOKkF8uLeVXDhnpnn3P2urbWtmpDflG7gAbxGcM0iTHM4hq1awzJJlKJDtRwSia72lPJVIsh0rZkKtnmJb22rmSyJZVINHcmOus6OztrGpoadtTurq0x2GxUfueB3tvDD//o2YULr/vKhnc32AFC+M5DK4d65UMqdvTDo1QMMihBKw4KUMfDfHw/vXTDPffcc+b4CeP+YOOOEykbe4wZvzFgl0gm6s4///zDD26Le4fLL//GBcuXL7931OiRnyspKZlmeosCo6Tf27hxw92Hum2Kjz6UoBUfCmDw8ec//7mdry+R8IVsMhnxCovyvREjRnyo6ycvWbIE1em0Qp2iz6EErfjQIJlMPnHnnd/6dDKRzENdj9a21mRbe9vOmpqa+w912xSKQ4H/D/NV2RDNyXZvAAAAAElFTkSuQmCC</Swatch> 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+dffbZSbQ4ZGohDIGa4jOf+UxLjzAJ6gYPOeSQQjlJ9GN2Ya0NApHf+9732p43KgqmTdIrZUSSEsTcfPVsS5cuVT/96U+Tn4kRkqe0ycV3/MhHPpLEJ11qCqMkwVf2XbiQWkIk4Jn22x0umeYp0oJhMoL2uMYZtns5MJWQnKWnVSiwfqx8yLWRFrFBczr6ZFXtD/Ed7BgSCW9uHJKfGE1QigLLzgqXghAUwRIICEglMWVmAdeD+8MgchEwC2Q3UPx6FDzDIbh0O79IguXrcC1I/ZIBN79sgI/8oyuwib9Rh7NNszhUozaQC1WhzPXFAw88kJAbPZdtwSEXgkiI1wmcP98vhFwAoeL73/9+3wonuNRGsNLTowFmnBVMEX+MC4U0hWlSAv8Ls18HWEG6YnxmB5AmQFKa4g8aCtsw5MpqAxoLAY1g4FLSEjIhmDb/OBTlmmylwLGEDAcffHDS9jLEOcbyUYDASLWBgoALjGXLKh3DupVd7TH9sPJydVQkTUU7T1SxdtdBVs92F+wYwO+hdA3dPDJoG6Hk4t6gy2MXk9DzCBjg28Ip7Yc9bywYTkWhzT8Z6S5LxeYEHEXgKi0jyY31oByrDqCc4KJKuRA3Gv/G5ePwOhY3WYD4RaZ3HHvOhQJd+/0hF9q7EMuF1h8lBVOd3XK9E1h8ISn3BFyCU7dIghWCvQJileJbRpYFV0ebuvKQBgSRWWi8973vTWoBuLidpEKQsdMqq2zvL7ocssAw6lpDLoo3QsAswb2h7oGjQrQQrPD0aCtMWf4ShS+zpZ2r6W4TWizKxzi6AShUqEc444wzksXVEUccEUyumpFwyhCsc0VqB1RRAOFyJpsW+3UDzjnnHHXjjTcmlrKghr5OJJzqp00uqrTCaXeXNJqgZJnEtO3EMz3GkGD3Aoj1URRLEJSi4t/85jctf68zH1sSm8EtLNgW+igcXHIJALFAZQhm92TFwS9TPNIrYP9vqqjMYoC4E4SLiRpFiHyJLSDYgDLv4tpFDC29PfIMyO+R5iAR6/qySGTs7jEujfzyCDpZy5UmCwxib0XbhSJGwADI8EldscQUA0oTjNyXDZdkBz0VHY6p0gZnnnlmssOsDVIZdiVz3SvIpkB7AlmtTdGtb/2oCxCMxQDtEoj8Qy6m3RpRnmCujL0rDSHJBeh0TDrGJG8NXIrYpjb0ZFDQhZB4EVaA78quu1XVBZx33nnJ59DDjIAogdVOmQPZc59HBjYreBMEJvZGxZd5DdMtOUhiazb4H3tg4wcaoSUBc0JQVJMjZPBEQrDoG/G4Itq2dozAJIlrvrT8myvXF6PvQxHQwYauMwa0OmLrGgYGU5kdYCbpL7+7vEF8L6L9/G5UDIR0zM3HwrC4QcVrpkl2eINg+LP83Z4ZXLuGVI3jjz8+hGAbQrBSWmBXmMIl2yVBiwWT/bfwx+gzIWv0XBbMlJExivh/RpKtJACdUkW8ryzj4nXcIJ4zn2lWr4xwRqorzUUQmGmcdEvViW+CqsiCuqngxPTp8ET/0haMDjCdwGhFP4WeyHRPlmBE0OTDVCq72iMxgmmUiy/RKR0TE3QSpP+rDcjI6q5JVUWTCCx8TixYmG7DA3LkM+fT2xS4QheYfhQC9FoghWEvy/F3mDY++clP1tqEhOnPRWZGcB39MaoCUy6+JFaa72F0+yh4Tc8KO+dIQxv6YHB/sNwBWJMrGEfjLCDNqPRTmNbIydkmn8w+6gu0THapFSkn/l53hxsCu+z0Rvdn+dl8nzvvvDNpkZBVQUX4xQ7BcPPspioGrJLlTMDnmRajfA7nQbM945xLMhgweO0VJ64Eq1JUwAwW2nMy4Muk8QKxXun5Ji/Cbl9ofnf1GeVGYq3s5nCkiMpo8aUokveX5+u6UYDPQx5D6ynUIjKzwJTP/yHnkQMFq2BuHKEbV/jGF6zmkAUhTcLC07KAhnShgFQEb815otPnGlx55ZU5/xkPpQmWt2T/7ne/m/Rq5cuyWiT+xSgiiSyLKgjOErOxweu4uNw8u1cFI18u43l/k7NktEMU/q8MQVnESIIZ3wuiYsmqAKEQwjoG6L34XqGbMpARsWeLoUOHdi/BmPoQEWKO2UvHpz8Vzjl9rVieQ0bzPx//+Mfb9uc2vpoEwUGsjEtsVwf4rlKDT1yJ1WeVqSuX1IlrE2PXD7sdVtUIIhirKpxtwE1nj0MslA27IptAqR0spcYRdYDp5U6sy9WuqebUhheIXVXZhMX1nfFD2eE3wia0tSKIYFJpSsyJXlXIR2yYeBPxMKLglIqhArD9HdSphCUQ9pntke0S/aZlKa6VLwHPKglGfhcFqexzjzvBAKyrfUIsBBHM7nbDascV2DSWCJNuLhJ+0KJFi5LENY4zCgkUlfgbmG1WQPhnkmD4WDWueJyoUX3QAlwQeyMFpurlmmA4h/hgZh7HqUZ3z02Qqz98NXwrKX1m9UVfdwn+HycaYs2YMaOt7UDMbolF4UpTobitWuGBBbOBpa/TQY8BCEakzSsWRlHn2LFjk507sGbEZljdMP3JZnGkN8yqsRMgIU4z26RASjtJbhYETLW8H4Sr2wdxpcLqaOVE1sMeuAzQgu3G+1C0cXBBPAbBEBt5B1s5QVurjp9kdyNklJMUhpB5gDxZzdJI+FKyBhmJNbHTB63QyU9iRRjpeUQuA5cPWMWOazYYTKRl5DRJXAz/L6/9QSe49sOsEM9CMCpMNy7zLq5phEUA7QOIeWHxuCnk8PAj7L4OOLX4YHacC9EikWgTymB1isJB7tNDvItAJGSDdBAOEsYaqa5+rbH38c4C30sSDJ+XvTIpTO4RPAjB2sVBgXA54kx9TJ3EujgMIBfWjYMVJKQ6//zzE6mwTTA6x1Cu3wksCtgkSu5QBlkhrdkAghQJN4sIfKjTTkSeNI4cFHURDNUvpWoSBEp7iGBLjQUrBZeiIiugx2u56RwLFy7s+L5YMEhK0xGsl28+kikXsnIg3jNCR8IkkI4IPEJHilDNTiRZvh3TL0oQqfLI27EtFhhgNrBgPYTEgi0p+y5VSZqxjEy/EAx/hEQ43WWYbjnw+0L6kDJtIxrkILlugOadaZUAJ2SjdQE/m4HDFnsElM0qN6veIDaY5hlgktz4YSyIavalimJJFIK5EOoIuwSEaK/oVUFi+d57702i2fYG6ji9Zv9ucm+McIolXDuqZYHVK6kYmaqC3JCam4zlRNoCwbC6dmOWKkEgWxIMf3Tw4MHOHmZdiOoIFgJuID6bBLk+LI1pQkIkm4sKyWRGgBWV3VIIcjE94isRTmGa5BHC+goWmQZdPTIgIYFigsjsW8lUS/CzquU/yhPqFyTwN3uJYGxWwx2LWhsZAqyX3a0Gx9zWN6GM/ehHP5q7dzaOPApZDhxl4mwA0jDFcIPkVOtqVdAJEJW+EByA8zSkM3tdMtW6SvpCQTgI/1D6n1joHgCcWtxPn/wL+uQpFy7cPqBs1bVLJs3Ncm34hLafPg1FWhYw7dFni4MKHgOsJ1FypljSXGzOyeE7zWIVIS4H+1sa4D9i5RBZQjimeY6QUjSuLT6f3G+cc2Ng1LExWAncB7fMfHG/KkEwF0Kaz9nhCYBsF0cbn0f6RqhITz/99EQ8FwtYGlsORPaAm4p1Y6plamYf8hBAVrIfEhCGQDHTKpYOS42ypJMMG9UJ2zwbsFjBinU5weBUXy6SxFfpDtMSIe3MXWVuRiuOspPEuKwIYmoiup8X5igDiEDC2QABICpcrCDnYqwcQWSmeN9tpCGujNkBk5OVgWJICPFZybL9HlaSNBFWEn+PEEuXI0mmGoKVahRVdop0laoZ/TohA3Ro06ZNa/k7Fcq0GKijAIObyw3HknHTqTiiy6FR0/J3lKP4iCwMIBzTLX6lT+zO5GQ5aB/AoAIsdJhmmSI5CEgzvVK7QPwuDw1rxxJOSYIR4i7U5dDl5IdsaWI3O+EiSvOPk056SPohyIQgXdH9u0OA1TDRe0hgtnk2ezdyvlgU26ow9bOY4P8hoLF6vsWyBKv5nhx03DE45ZRTEhULYRQIiOiAadbOyTI4WSTIqd3VnrQCwKX/EoxemnqkYdKi9ef2bRjLxbZ1T1wwKUnGUtAZGX9F3hwasiHHrnofR5cGy9XD1QZ+pF0ChjvAogYnnSAxFT+IMkP67uN+oKPjMCClxaIIv47MA9o7CMiiw1hVfqf/RQ24B07xgwwKIfguRDBX707fTbEoorBL4l0KBurxCE/I3BxTE+0HyFdWKQx0rfrsuJ0vsPbEzkxPDirIAdeBuB/fhU0osJhYLl9fluojiJrVd5XVKxkLBjMhlYp3TekrHpAEW6CPQh12CXySupD1kL592F3+V1YIgulw2LBhLeSlUBfVRkC/hGBAMLsNUuwKc74zB5aHVTIwqS0WBVghSMfqMaCdeB8IVNN+E+CbEaBmMUHifM6cOc7yvRJYYH6QV4kaLBJcQc0HACeMiZYEcxVwuOBKEWUpWbnJEyZMSKZFCXwSilNdve1jgOmahYwkWGhwtgi46Ux5HDj4gNgcq2ikT6aCHl+PdJms0OoEFh6EkRisHCyoinYEdwAO9dXz9RGMvWX0B2PaCoUruLly2sBkczHypi7XVNqpmw59LOh4I/u8Yy1pP0Dfi6pWTiw6ZH6VRQyZgTprBhi0WB1cCr4n7csp/4OIXG98OpOTRUfHAsNnn8vIJXg3mH2KgG3nabheiGD2jeWL4bjmEcy1ZUynGA8XEytGbEz6J+ik2IOnKq0UVkTGr7AW+Ehl25OHAHdCWk7SZoRPcA+YQYihGS0/YRTOEesG6Qh/ELBmeoWgxhozcCJ30m5p2m8TjLkTAWJwS6eiXaBtfRP+DqmcTuCmcgGZGiVI/2Dqq0g8Zylb6yQY18Xe6hkpU5b/ybVk0EFMVuLsYGI0ZlhD/NfIknO4s0A+0UIwdirV0+R8VcCKuU6SaSTvZtvLfVakeS2hAI4wmi5ZSkdgk15jVchpXAuPuls4GbEmsTQDkzN1zRQQyCT6AZkAQiRcY9yQChr7zZe73QLXUggdSJS0Ud7ePa6ufb6OOiMZIjEiZbQc9Sqroth9I1zKiCJ7VpYFIgBJMBx9MgjIemzY+WBcFnyzPDVKCbRpiFwEm6cP8jRBu0q5+n7mgS9sr3xC+rESeGV1JWNjRL9JDNutOcvC5QjbLRLqAALMSZMmtTwHaVwEqxlwZp79ZBvBtIl7WVuE2frHk0Le3RVayIsVuVQUoQ1/p0yZknSfkQ4/MR+mA9mhpixc51WXNl/CFYR2CSMbwGy4Yz+ZxQBs6PGqYG7SgNULlo2bLS0VqQz6gbl0YPgH+Db8T142gMj0VVddlZh82+8iX0hahPQJqz/XDro+YHWMlMelljBhGaYo4lJVAgtKEBarjT8o/T8+m9Whz+A0g4L8pKyOIlDO9FvQ6uMAOuddJ8H0RX1IWzGSVqV8Mb4AVsRV5sWN58bYYKV07rnnJqsjHxDFp98+ZJPZA/wjiAGxWF3amzuEgPc36lUJ05CEKuyQGoAywGKjrJAEg/ykl3xCNGQCiOi79ihAAlVQZ3c1nHH9odMcRr6iFMFwRrNqCPGVBg0a1PY8MTDX1JkFbixdethP0fZNyLvR94IofxmCkaFg8cHolpaYFTBhlrrIBbDMLj0+s4EPwbjmWfnNUEGlwOlZf8gkmGbkXdqKETTZNes1Eq44GM8RCJSrHkDoglGPrkqCICo5stCdY4nz8FlEtmnOIkEwkqg/LQjKFMwy/UB++V0YJHWkjCSY4ggy26DSiNhgHjjnMu09HbgJrmT9MS9ji8rPi2BUb8sKaHwvpiiEgUh+TVEHAT9+d8XHyDXiC3ChaG7nmzBH/coutKwesSqyTwYWZ/r06Wr//fdPahtxiEMaCkN6Sseo/bRjUIBAK1PLIYccUkv3QCQ3WOvRo0e3yJywpMQd88SfhHAgKUFXG8ikCmBapz92JJhm5q2+VowCUZxeHHtiVDjyRm3K6Gr7YL3CtG+0EcMhEeYoAnRjFFrIFSw3gp4Y5OaY7kIIhnNtnGdXNJ9FCX4L6eORQr8AAAiuSURBVKsiCouQ+lEsD9eVqZpSPUkwlBfIt8lVdgKyJ5x5SCrFCRgHV5FNDrBet3Z6gc8V8bZiaIx8dUb4WfYyv8AXbAM6KxLfdpsjui1jUctURLsS2yaZXLR0r6guC5LYVoiagTyCyV74AXtwZ6Gj9QK5BEutGAG0IXmvDYHd7gnE2kMaR/iAAw5o8Y+wrkic2VmkKFwbf9XRK8wFwhWQU34+/cOMnLsGzMuzXsDXprOm3UOVjItJ2Dp8EKvnA1MJy3C7GyCrTBYCBX0NpwWra2sbGySycfZlqIcpEh/YJ5dbEsS92uMcDnhdHc3UB7QVm6l/nJj7Yk+4hIYxm6gQgCXQiqDOgHCCkVgX0UC5shVFpdMxwOJDEowFDc6+qzFzZMyEEz4vDBl+iMdpSRNl6xnX1BJ7X0h6OlBUIUV3OPskxOkJGwpX8UdTUyRgANmhCabJiglGwepU3xd7E0wz9iltxSYoS1BWFLYWn/BF7EIECHHcccclmQEJ6iwJvoZ2bHblAV2WuC4QIrFrBUoES30xAS74vjjUgZirj2v1MTTw/9pgb3FCIWkVu2cwJbJFjdytw0is5fTpA3wbe8MIly9ZF7herBplzSRxujL7fOeAez835B+CCKaZ+6q2YrQLJHPsX1lrgdiPrVVyte2OAZLV7E6CPkyGRdDvE3zFkoUAqycJVkdD4E6gRkESDCcfaXRWu/MS1UNEcMe9Glj0ELwE0u//qCbZeP3jxfootMceqx0bVe7oQU0g0XwZoiDYynP4KyFaNrtVAdOTT3FLVXAVHZt++gwG2fqJ1bUrzeQBSDWeex/6j4XW2PqDLtUnTXi+fXs0D7gc46o7xSCltvORBHtpjxnSe95WtpI4Zkoq25+jKAjtkL+VymDjDhCOgWzIyhkA/F5wITWHe17kH8sEcQhZ8E38m6SmcCWIK/IZ+sDoJY1kd+QhxXPZZZd5V9ZUuctaEWChaIbCdtMGqHlZRBH2kVXkBUE4onB4qjDB9Bd7WlsxpAuL9OHfqykDVRXNSpAQJ9krNU+m/QA3xacxnGsgEAtryoIBBockGN+JWF+EbWfwB4Zzr4u+QakwtP7gezXJ+GZBmzmiW8LJRvyGf4CDn1eqFgvk73CK5TRN2opGKqZkvxNcwdYmij8kSBvZYFqMQLAx3OMyb1A6z5H6Y4jCJ+W+OAWSEywGvgurSSTAdTnJ5BPZtgY1gQTyILa+yfMFXX25moyFAYqCbd1dhKn8jKJ+l0SsRBpNuqhCOijkn5huqva9XKASidaWyIwNkB0zVbqkRRKuqvO6dv7oBBL5FOByfvTuKNmF+gq17J6WRhSCpfExROt47zvEeM8qQSyIdBGrKhkbQ+5i2nNmgUCr3fW56VgYwNHniAAKSkeGxruyEE0KkDZPoVvvbfrYKu/1TYORTh7Pbs1JbIzW51I3xlSOuI94GiEBCCrVqyaaD1ldMT6AgjdPi8Y9jZ2PDQRylr1k85KyiKo1SfOVhJXpBdTe1aTLQOnciBEjWkhBPImqG7T8BkT7US3gn9HNxpZGU11EHy8siKsUzxcQzLevBjUIqFpNP9cIwLkcEpJn9EF0MZM+wYc1yXZRPUAycouUvdEwRU55o0aNUhdeeGFfzyzTG5ap0G5LDqhJZGotQy7AOfgWvPA6LCcNYMrsH5kCcu3CvSv7RjYqUcv1EsnQ79vtB7jRrDJZldniPVdHRoBWvm5wnhFK5iojF6hMjilIhty6q32yY489Nkl8y3QLag9CF5MnT06mI8IpTGEsAFh92rEvmrDgozFd1gUkTiVbVeFzDamKXKBSvW9Ksp31j+RnunZ1iWNtUkYS5Cjxq2guQuCS1AsaLDosImSUoNIH4vFa33I7F7BKPrWWkJ2NIkqEeVgt7hXb57JRuaA8dfwhGWv/oDhZnUCrj+8lpS+UgrEQoPcD5V4GKBJsghFHQ72AVLsHQJxrZMzVYhZqqVhIQxgj1LIWP94R/7qBxJrSemmBqKVETyb3qSRyboMFQKhCtiHQavqYWHGuPNRWEpN+ocmaaHerZZ1YSifIY4M0EPId2RUQ0MAFy2T2T3IRjBWd3Ju8C0HiekyM9E8Iaq+5SnOXZLbR9gdLfarGWWedlfQbs7sIkoahPQBwFdk2nY/MAZKb4WUT10XQSFFfqsJAS3aOPtDOFFLGVgGS7mPHjk18LlnzSED2ggsuSDoJuhq9hGxfWCOYNeboY2IZyU0ZNFM1qpbpyfTDqLTpMLuDFtb4xwb6KhLfsqkdqzsSylmtKkO2L6wJCNTG1z0l2miMYAbplMkSjcLe0tVKsUCjN6qO5NRnthgkcm73CusyC0b1z7giGvrYaJxgIC0k2U//eKA+qIht/G4RwGT1SBwMbRWOPrp+wDRK8Yfv1i01glUItatz61ol5qErCAbSC3KFJtr1alnXFsrj6msd6ABN8ojoU3VkFwWz3bOMhTWRKhJArckMMLXqwGkouoZgBukFOlITDb9suorc1ScUWQpXdP1E9LFmKHTR+zcEUnFH+/aKqBtdRzCD9ILto4lGI1d6IXj1KKsLpI18WlZWCBoDTvNpodQkupZgBukF3K1bidYAeoJYBl1PMANBtO3142R90FiiUR+tRuBj0Vb+9E4Nd7sRPUMwg/QCj9BEo8iEkrnRKnDbmx4CcZHZ+piV1Ye+29FzBDNIL/hUTbST9SOlQCPTx+CtCLsMNMog+Iz6ZL5re5ZeQs8SzCC9AQQWr9VkQwW4t1q2gQQxhODtoRsC1SDsNkx+doG9JV4vo+cJJpHeGMqZr9RkIwqKyBHCQTZ6fneLz4ZPRb8qSEXu6c46tFlNYLkimER6w25PjymacOwQMTA9IBt7y1ClsWLFp0JDrvv0QcUupKKV9h36/Crv1NsNWG4JZiO9obekRwJNOrZQo2ZtgDjQK/dPH1Ee5qWtSM+gW6Z7y9L0cYk4FuvPfiHGd+hF/B9gnwweFmHBvAAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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uZID3IscSBi2C3ARbRGUbRcmTmYAwTlVFoC+mG9Uh2TZw/HoM6FghFd20Q0UEKGA5KIjqI3IB4DLdxqq3vBgnBAgBZWLSqQVJBAB+zVSJeGVoJHULbEYtP3D2Bi3EnoBHB8HK7raFF1rdhu5KiA24RckszlV3nvqPtmEjYEbIEQ2L74ejkMxqRv9m2H0N0EP0JqBdrAkeCEaxHlww/llIol2kX9CWBF88wpckplkKtLbb8TFE3tABF3Bh+yDAuhlIAfM/yBY8pIZUrIJwdYGmDAEy3VSkpvWXPqp3gyBry4fxap0P9Y4vYyFRaKR2oY4oHHoGY3377rV5j5Pf4sChrEGIV5kiBF5MXNhXlf/YLsbXByNOzU77SgZsKydB4FNZFC1K2iRkfnxMEA0eCMTTFEQwL6QjIUIxNaJcHZ8ih0BwL34nG8x4Q7FuVxRe2atWq4K4mAOC/wShG8FPZBYyJFaP0FPXpaTlMuU9ImENjsQQb41sItlZlIVhQY3XYIE0NjzxC1CtAw9HEnqGVloBJOc2csRaCEdST0bouFoKlg50HCZg8MJyi4aZPn27ajrjYsQKCZc0Dx0hOUDapoIEnQuMJqk3TPZfmEX73Toox1tgaLCOKwd+UK7DjqLuFkLFEMwmKgtCrMkZtYIKA1mDLs+2B8YvDL4lZTw/IxsI2MmzYMJ0aR8+jxBWisdyRYEzr6V5BOaEE2cFa4nXXXadbLlO/gaQSWsoUMZwJBoi9TghmDrqIdOrUSSeU0Ifpxhtv1PX4ixCaYMtEqOSbMcAH7zdrkglyA85eiEZa3C233KKHziJy5sKpZZuuW7fujwoVKixVWcoH0Lo3gXsQD8bMk0RfiumWD9spUCyFW7bl/p7KQjBChPFok82bwD3wqT355JO6YQUJvwXeTAtOrV+LpKdexgrTrN0tWbLE85bJxQgiSGjDw9ZeMShQ6D6NNsEcMyjxYicEMwezb0p+f/fdd9pZbTckpasbcXB0zyhwaE6lEow7kDEU0jTArNDBsGbHoUEeYtEgEw5p/sbv8IFBJIOa8oUKuPT/BKOWpthXqLSMKoo3jhsYdH32IIErAWFSQ4N2SGJrHIjDYneysmGE1+EUH1Ld8/NVFoLR4ZUlEdbi4gZeDCJe0SxoFbQPkRJMXljMX716dTFrGz8w3/6QSrC5Itdn/a/58yNLMIYqIhwIm0aI54dIDO3EtKGFEgSGufaHVIItESH9J2O3D5Y/WNwNK5WK4YoG7AxfLF+REAJ50ERhd9VNsB5waIn9w3qC0VtG7DBUW0Z3BZoBdwVJpH6AmRYuEYYvNA8hMRCHcBhmYthASYRp5DHf7lMEyodITFMOHddoQJoPwQhnYQEYm8eOi4e0GNaQK645AAnWY1rqD+UJxthJAGLGkk4zZ87Uzd6dZpOsuZGciR1k5zkylJFgUUTrcbEHYVqs4Nh+PAfAnbmpv9iAYHQqlYPNUQ5e/QEDBqi+ffvqn2n8DnEWL16sDW2GM+wjNFJCpPiCjPHu3bvrumiYKy1atDD5tzmp3W5BuijCScphmCT8hGxvHIxM/5MozsIAmgrzh8J7TZo0WV8RaNSoUaaHmFT+F+kINltkpSrrIp8RxZwMUmigrkWrVq1Uz549VdWqG7ZMYGicNGkj3qQDnJld/pcbEUxU3D/C5LHy8UZ3l5sAYKNSIYcICsojUKyEspN0yaCadWp5p7BQvXp1fS2dO3fOWKmRpBbDDKqxcKf8LzMF2o8RuU4VaAc2L0FQIQ+KpluQCSJRiYiMcuLAUoGLheQQ2tqEBXyY2FMUOKbmbLZCcphAQ4YMMTksM4Ax6f6QlmByI1aKFpupkibx61GpUiVdu4vqhZTKhEAQiao1JgkxZI1ffvnlejUkDED8bt266Ux206rZeAxIOjbZFc6k+0O2OzNIFSHBqMfFA7ArENKEnTAlisUZlo3cAMykafQwcOBA06m+Z4D4devW1dqKftu5rMCgvWi3Y4hBGa8h0x+Eka+IFlsgH+sZX1WMwM2uVq2aLlFOITeqDFKrAiPXDZHSYfbs2VprBT0hosHqxRdfrJNOyhvtppg8ebJeljPAAriS6Y9Our2fKgCCYXBjJ2FzUHsCQmGAU4TNDzAcUl//scce8+X46cBLgR1IlxJcDPmUV6e4Mel3huiX7Y9ZCSbMXBQnLYbBzdtbo0YNXcceW4mhjprupJL5DXs4xDAOysmMXdihQwd14YUXmjZHcAQBDYblENBei7LtYJKuHUktBmEgEgRieKtXr562l8JqjECDTmLtgxgO+e4NGjTQ2orwKa+GdMDa8F133WW6e1btBRwJZmkxHGiNTc/qNTBWsY8gEITCl4ThHYRWcgKhQ2RyBxFjzwyWWSANu5iMeA3cKCUlJabZTrOdtBcwLTjRU4RIw0D8Yhjf2EsY4Kh97KeoddBgTZbOufi1/Jwd8r0hFQ5Rv/sk0b3E0EfHF+5psqMRwYSpH4gWGykfu5vsbwockdSEtw1w7CaGuyjH/fN209WD1n9+lWenVFTDhg31EHjKKafon/0GQzsvjCFGwgmTHXMpmVMq0ka5bD3DMAeR8HbbrVYY8uLUaIDlHewsigt7DSYoderU0dELlGkIcvhHA5933nm6p4EBKLlaanpsY4IJY38SLdZVlQsoywbqZ3HDGOYgFNVn4ggaJZCJPW/ePM+PTfQC96hp06Zam4eBa6+9VsfpGaIrXDDdOdeiXzNEZomcZbIzC6VuHX1RAIu8hCbxPfBsewFCYujQhpbCXxX2/cFXZ7jeCHj2M3I5fk4EE+aukxtUIh9PEnFUR1w8Dse4gRi3O+64Q0fuElCZLxj+cKkQEoO2wtEbBRAUCtEN8xx+FClZl2NSRM5lC+X4XwjJusjHh0WyVkNhWGEmiI8qDiBLaejQoZpc9BHKB9hQfG8mL9g3OICjBBKMzzrrLFO7C1J14dnneh5XdTHlRFOEZI3k44XZ9sN4PPvss9XChQs10aIKInJHjx6tBg0apFPj3ILa+4TCsILQuHFj35ai8gUvEr3ICW03xASeuZtz5VN4FZcFmeBZjQg0AW/KggUL1pcEjwpIxh0/fry66aabXBGLkOLjjjtOv0RMYoi+CKLTWT7gpWchnBwKQzBldu2eck0wYfTPosUI53lRZOts+1LPoX79+rp7RhSGCgz2qVOnqt69e+dcghwPesuWLbXgZgnCR+UlunTpombMMLbTySFsxbN2e768SkfLid8WknWUj5Od9iVpl9gkhsuwSIbGorY95SxZ4nED4tP5HnEE9chYecgBHXnG+Zwz79rklj12jHy8ymlfHirORNqzBDk994JYNiiDSdYNcexx0V5M/EjooLJiDrjLrd2VCq+K3+OLIA73XKcd6WqGBgjCJmNZBxuL+qhetX5hSO3Ro4fq37+/XiNEK7jtBhwEsLlYHM9hWATTVdkzzRueEMzyj9G2DAfPsU77Y5MxhUeT+TG7ZOo9btw4HabsV5sXfGWDBw/WlaN5YUhSpXlrlNZRmWDhd5szZ04u/0bhkra5+rsywbP2HVbxlAbykZ6/6buEpgCS8WCmTJmip/RegIc+YsQI7SANqtoOwy+JHAgTAHxeaDZCisIEi9fNmjUzDXu28a5Ig9TiJfnC0/4w1nolbFkocoDT/rxhTPFLS0tVnz59XFexxp+DD2vChAnaxxMWeGnQagjLQcyciYvHfRFkhW7WFZs3b55r8wdakjTOZZ3RBJ43IJIL/FxuJtMsI5JhIxAmQjcR6o+ZNipHg1NxkXYtBPtFrcAc6V4IZMNGI0CSpSIWt9F0fvR+4p4Q08XyXI4l0iFXXZ6d19fkS4erXEkGsMeIvsA/lc0uI9adfo3YPvjV4gCK5CF0YwN4+HHM4qS18yuJ1HUT7g2pMA3QWjTjctHkwTdyAd9aqKWQjHBrR5sMUDeMm44DlGEz1SvOLHDkyJG6PplfgX5BgZqwkM0mHCCunng5Ai4hoJOvkOGYIZDKRnlMZLC5GvtFLuBrjz6LZHXk45PKYHYJaB2IC4BIDOKUeEPxYTETCjpxNUiwugBZkIDAbLGB1zZXefjeBNIy/CHZRGXgJ7Pxzjvv6CZSCXwBfq62Xs4WMyGQLqOWC6O1Kivx4+jxT+AryEm72is/lxMCa2NrfaFeQjRahlCJJesCeQLPwcJ1Ry+Wf3JB4H2SrbVL+gMS2x/feOp4gZCbVvkuXLtBKI24rSgMYsmGitDpNOkT6A8YNSaIdM8n5CYfhNbp3frCF1lFh0cogxj/BDmBGPouQQ+J5REawWxYQybrlyT2GmUrJXAE2T8lbmLovUboBANWIkkz+dhSZLhymdybQCfFkrs6I6hZohMiQTBg3ZDpQjSyW6naQnpctAPcowM80IwApX47TnNFZAhmw7pBPYRo2GWDVYhVfWICluJ6mtaKCBqRI5gN64Y1EaKdrMpqIcQjuTI4UBiwn0kJpTARWYLZsG5g/YRo6xELYtmIPMFspBCtlmx7iTRXxWOjYWNRVn5QtoK7UURsCGbDusGthWgkmZAy1145tL2JMVi7HSsyJlMd+qgjdgSzYd3wUiHaLbKljEFba5uxFWFMQFEMnM9En8xJ154lTogtwWxYDwDH4iwh2zaybajKGkicprK0h44YiKCkBQjrs3PLt8SLM2JPsFRYD4Yw0UeEbPSiI8gRwkG2mio6Nhs2FfHekIoGnkuCiM0KAwVFsFRYD2yxJTcI4ahJWdsSyFZN5FAR72qApweV65aKkFIOqV5G5PqKoltrwRKsPKwH+owlGkI6cv+ri1RJEZKHK1pbsjCclq1YniFXboUqs5/YLk+RZXLuou3Y+n9PY6dXd/08QgAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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zvoem4Qt9Rdj5KXyUMvuy8aoDvW+b6lNLcO/dLLi4HAqMggx/3wb3XCDBlDLVivQQb7OY89X1R1dFoA8JYaoDrooVKEMx+H27PzSXI1QXpkMglDYMCNK0loooO0loqYhi4ntBRXBVLIhErHcAluXZWEjEyttpqq24iKe4LFPwtLRV9YDX4HWJys7oh3vrWtzY//vGPO4sVUSnLWBPuktAs/n3uc59F1k1EG1gOMZcBVux6fbtfD7NgE3czDoOZHrVDrqvsDHjJS17SHQFJ1h12OC3WULSOWpvZzxoaaF2vAgnJSd0GyIsIb3nLW7qsPnfTl3RkgaB0vVwKt6xxEVhC+SpBAavDSok6TYZaeYsFcX1qiFwpa8cV9nV8SCBvt9123aEuKaWiA8TkQnbRdQ2EPwtKhuRE7S1ucYuFf5dtUlMEruxc+0WVYIOHHOw4q6uB0C1glktZ9HVampXRpKifKToOQJFa3ovYN9NZN+71W9/61sJ7/DvaiUvQVwZSMICsL37xiztSRkDiVZ8XHcNdBgQO3A2XRUeK6li2IGoGywIsLqLL8ZkwXPYw+CyRp0i3j1gBngHB6DlumxRAVrorUKZBpogdcab2sIg+C+YJGjPdgBchImVhYM3+PoJxMQGWTyIW1Poi9xR/K1MeIfwoGBA5uFzHNEBcX25Zpp9YRoEIsiMXcDksixwWUrI2NFdOo3BnBjxDxMgCsnqy/EHAGhCnBjlF5/T5UiLO4RpJB6RESATL9VPWdEbAFZxZotmXEGzw7J/dZ3UlgVI/iXb6QMvQNAZOtjsgwx9tPGXObBzoRCiL5BDtRBm6FFQWDJ5uEJZI+I9k3LH0ib8TCCAiq2zwvS9b0wyWVg6L5cuTKEOttQaTi2uWiEUwiWMFefck3K/fSVSH5RJk+J2IegbYveXOU8tnK9UsGKEz82f/sBJhvg1E7l8y68xsYb4IU9JQ1Bi9UQERJc3Elayk3tbXnRoWsgYRLI1HsNNW3DPXydVGZwVL5uiDGirNZFKZMPQW18zq5HQGMpcNAVYhSW/oSuEBQtDLmcm9CWiy1UPuIJjr8zejkscrBM7gzrvzD2sEu/cszl6Ci2ABkIvLyN0KOjkNHo2ihBPt1KIs/xcdSoaG+Ja+KFMdLBthLTAwu83yEkgiEGB9MsLdGmzXIBhBYO40QJtJkHLJRLtIsq8To/zeAgPuC0TFSKMzRLCDJCaN89W6Teg+epV1Kgv6rqlsPWcls9Dva9icEnCnn2CD5y0uXgM1A9A+stZC8RpisQKto1wi8uIeNf3RGEpB3JIB1m1QdhyAnvQQ0ZKZBqZslzbrfb7Mu4EOxOBziQQ2aFeO6kFANOk67n//+y/0dbFO/o8sJUwExInPB7opIKHqGAbXI1k8ai1nwHVEm5OVWXFvZ4Tb4VB+3mVpwSRNZvq8RZEey8OtIVkNLIvkKvFcJh2BC6VtEKwGA5kjNJaIhdApUYK1KlMiSjKgLMOacMuRQA2oCyIxt4MkBo8uUuKh12pA0ggQAn0ivg9cIF2We+u5VueWCyvLXHr4o9GxXGs5A+AODh0VPygJtlMzY0Qfl66HPrh5ZeKS1nje857XuTputa8bFmgo5MhpBW038mQEdZnrKtuhI+DgyqKlu2w4VEtELoSSvBW00GHDuhfKjtg4Rw2y7wIA9ddye4NMLpOJVfMzn1USjJWW2BaY6DWbA3BoKcEGm5dsN8szE+miHFGMNp2A1ACLkLPONZi5rJ9s97B6In1iVss3xaCKngwAS0Q3mdky5gIJn0cHsgKQk7F9S+TCEhm0iIhr5GI9JYalCMouDyUoaQ7XJokagY73SjuwpM4vIq3JAJAI5uYJdxMoFshkPWjNgWNO2A6XYvOUbMFs/DDTZ1xzNSyT6M3NAJ0RwvpxSjhEbF9rTwllFm3W9FtuxZFvU5NzSNJyxa5JCQj5ieRy0QTNKP/FXcciYPk3g+r6a7CugKCWPaeZgHtjUUSNVmxbcOs7sebSMCJlhFJAD+vr3MS+7yHHlstA+bsGRLUI6fwTboKyUuAQLn3KfzLBhpuPKSE6DMCqmCg8D3N5YD0hy6I2Ny5YJhl62odeqpVKokRFN4k2S7AG9JWUCsuovRqQos/Ns0CuFSERI8DVSa5ya1wZV62sEyua5ML8PLt24C4RWYdJ7DfRB5ZPsIFcPIbrXeGC20mAS0sINlP3WIP0AJNuhnJXfUBEUSDrlddLgl4oKQL6hyvS9lyCO6VT5KbyglWuWpmoDyJXlivydfmzRbN9ERkLRZ9xuXmzFGT3GSHspWnKlU+IWVt9BNIZZS6Q1ECqaBgIPSmVQT+ykJPuSrQC4FK3sLQjWDvI+jm2HvYXs4AbQPCX7TOiR3pJ1CPEppmQhFB15GY7ebDYyUYkiIjlwGsszMVluod2osNCQLMOBi/WRKp3as2JDgRkjLIUfUfLqY/W1mlmi6F2KqWgYiCfxnVFolN9NCdWEUtFQvpDrq/sfvBZmVxI7BrivmRw+zL35UYzc8LWONWS++9hwbZpVuHhn1pxyi5UmoMeY2lCoIsKRUIsmM4C2w9EuYN4la6QmJVXq2kUEVYmmM8td+txTqLawEjaCjiicG0iSGqG4Ed6v6udC1yPaJcVoutYNC7OwtscCNBaUTel10KHSv7ShuX6Ay5fjs0E9H7WkNUut2MA98nnhbV0P13vnNylm41TH8sEWxPgktwMgUCuO7JaLA+LlVuvEY0+k/Ds68UXeYZrRbZa/owVZdVk/+XGWL3o3ULOHIRY6cRF5g1GMlhF7pgVRhK60fcq66+SoCJJNUw5ulyiqvXIqUpYZBLwvf1trbZI3yGXQEKKRjbf92JBx10vOiEWEWyu7pF1sKTKLDSw+QsTzjQFbVJ2V4j6+rbd7CMX0DUIxiWydLXedPkxA8x6iTANOA2lrcj/daVycdwv7VhuXidSZLW4VlZFDxpS+a5crQnge7HCrp8rFgQgseCjrA+KgEuwfrlTg7wg4vu2AUVukyncML1qB6JhOcgpouNUEGzppgkzghBaGiDcjxsZ+3MB1zVss7kaubi2WIxqVpeJUwlakRV3XO4uo7ZpEBAGIVQanANhWQutOioOhLIUgCJ17RpEhlIgzuXzlI4MMOKKYrlLpae8B4UWaVYNuZDY3ylryd9Jh9B8yIyArHrZcUKnDdtjli4r1wLUkr0zQsepTdoLkDGc23MbLYrI3aNlh6kbYmAMCr0xzj4bxH1EStIdrIK/k/8ilA1W39ZKLKVZDRoLc2Mi0c0yRe6LDkQUWk+6JS+gCKvofKHNWEQWTPqBbsooa46uH7ldM4K5N/KDDv1iZXqGhDAhShD+XDprp0NDGoblCixzA7pJsCVusWBbtcdMmrVLaBvJCx9YlLyAwiwVOdIaMXhumAy+AbHPaA25UC2npC+Ke41GP2kQ1qgmcKMAjpBlYyDQSbQgl4n8LLBDs5/vEkVnfyv/pZCtTBXgRmvBTAminDWr7eLDmsZWTgFWv5QQd7zjHbtgxH2WMNa/L7CwaEQS1/375je/OfQ6pggXuxWCbTGvM5bRTtYwrJqbK11g9gnVDTr9Itcj890HM95sDSAq8Uzkcpvcj4RmbDwscSl6Q2IujRakiQwAXYNA+q1YEdegL4uVlG0nllklRMoRIaHNAiKh93Ftvi+NWesvK/NZyOI71NaIil4V612D8/q8cjcfQYcARf4L5O5YZ4EIMmYZMkdsMVeClTMudxbQMMhFu5hxdBh3wXrRT7GVZA1uPGIYYK4EUWgtLoQ7Q17RVBDMYg2DiTyi0mjJATkuA8N154W5XJJDaqFcw4kU3DLy+fu8/RTyxoYkAVoOYbjOLBFi7aWSkkkTkNlHEIED3abqUK5vZKGCXAFuu2xRmjPmSzDCVj8UIW4W5vKQwaO9uBLJRu4mugNYs1ELbe2lb7Z6fyRafRaScj95FxxujfUQvZakl1viSiPhKmrry3cFCHlZ+ozofHXuDCI7NsVDyEww5R3/z+3fVoS7XxoR6ci+VVFlm7f7Jac3o/bocdERrN6UNSOwKlyegc3pCdYkirbIJdkoe0+PmYVKLgaSgKU1amsia1sjEehyWNkd+T9riUj5oQrOoeQkKep6WAsk8Zp1VYlSwIsGWd6yuxTy3hzRdxZwjnL/WekReSxBhZRJbbsDFrpcNSX6reXS5ozNEWymDYYlDNywJjsuS/gtZ6XDIcJwbiYeOCDqG6bJStSsnwgxrwOQT2IdkIkrkrfirhTAI8dGr4kiy8FEALkvus+2CEhiP9TYfjwjIlYweUY9fUPwwBJZ4NH3Pu1OApsM17MGsOncLdgouOE0iGgoXBNNE/qJVch7qJZg4egrZGR9fFaZhKX9zG4WQ63OIEpBIBdw1dIGBjbrMz1ZZf8+sIiqBUR27NUlsmWpM8G4sdw5y5rpjhjVCKhsFNsnlBAslAVz+bPcwrOK6CzY6GejTBmiPG6QLiqXmxHoOR0hTUFbcV/0hAEZpokMYpDRYgxWglvODXvcK4uIiAaOO6HL8hIvlkh6g/6JPJjILUdvErAqBAIMFYLcAi7YyCuLEN6gl9t90mjkQq2HP8PEYcFqPV458qTTEHsKz7GaBs6DYFPZFnNc0DgIZACF+QYhR0wllGdoDzdMyB9EMXNpH7or6zHLtAyaNIQbb6GG80nw0lahxYhnn6EbQj7LAEfjoTSEf4vqlH9qTxoRNSJg7dlFNJhoMjSmkhNi1p4+IogQ+LB4tR1yBA++t5SHe2BCmpiuiS7zfbQcWTvK5UtOZ70pkLBzD2Kz6Ep0c8RFZ/pQ+Bq4rNi+ST7KzRtGMPU6tbPI5wS4I9aFVrPMLdwmK6cco21HUBAbhxgA1QEWMDQgC0Y0S4tIHbAOiOaIx8BI3CJaWZLRy1WSy8A6T7lEDmH7Hm3jbyQ/+7ocTIxwu0ArynGJrH1nhEIw1yyCLlu83ZvYy1Z6xv2f8dK1RZgrwViUXN4wI7PGCQjlrQqSvUcwg5lBKyEXmNmsmpKOPSICrFbsb49koG/MoEi8RmlHlOYowbqyjMo0rkFqgfgPsArqknl/fUK8Jq7LPb9YIfm50G7D9uxi3frasmXprdVEtnLr9UDZOTHsGU6zwNwtWKzoNhBuStk1wJRLZiKV9ASXVSYLzdKsl1hCQYEIVD4sMuesGzJxZUEySUs6bZzd/rhPdTxFY9aMS41WH7k2GX+EFVkicl/khkzyWNwqstFioSN9Nsvqmlg6pMsLYlQgpCF0adSy/Kyza2J9a/usrTbmSjAWi55yo2qroAlZrjAsFl1CQ5QEkx+zFtFA5T0dWBTdEbLaMYBWC0kbsIbci/pcORC6FKQjfK59VuPaaB2Dz3IhiGvzXu4U5NC4XG5x2FYBYDKVVsZ1lT+ruS8uMJLUtWcCIJlI1MQrW8+n9ACGFWPuFqyv2Y1VM5C5GE7I9u3IZ3B1impvybtKc1ncZk66ckPyRLplrWYqIyyuMzpLkZSuiWX73kuwC068T6u06gDxTZf1rcaWRCXuNSf27XVRS97mJssMGkvkbVLFQ1ozuD7dvfr2M8nKZO68MXeClWDNJCTpl9zWHC3Dw8Jtgl66gWWSkgiI2AhnnxmrrLnm3NRHOMt1CRa4ZITiTvXO655lWeTIBAQI4ndcMGvi3wKT3F2aQUgjvQiRVUT42sSSUshbayKIa+mDCJl1RnIToYSgoyRZ2dc/460DlmDVCcZNlMVjSVARz7i5HIlGrsWAGkgZdxaRGyX0y6X8GvhoJvk4Vsb5uUIDFzvccImIxKW7HtcicPA+BOa6uaacl6KV1FfpwHyu2KykhM9UMfC5/taEgIgURbjlHvsIwsIKbGi+ckv3IJn3uE5Ej05genGeESQgmA60uebCMkqNIHqja5Yz0+IhVqAUg2DAGnGJiJKz/yLUWL4mHWGwaDORIo0jaQreo/hNiAfZdWmYFIhTJj2DoBm6QsrSGItGV/p7LlQymPWmF/Nj/2i72kMlXIvr8hkEfvnsSCQjNyR+3YtRvWgzxK8RzNRaNYLlZ2pzJ9IYtef/ZCCBhN03+ukAABcmSURBVKEokvAut8v099HhKsJzs0VwkZD1f3tLGOh4gIFgQX3TzEeieFg9clo8Kx8VNU2/L3e3EW2yuiXyvmVIJMAQfRLtrKvkaCaAMlY89q/2+D8uUvMjVyot4z20arl7oe8VC4ljwq0C/oJgenHrz8+bAexBoRtC/Y91kYPS1uv/ubBscAlvQp7bia0GZOaJ6ui5QjTCPlqKkUDilI6KFhZ6S7CAvLHZnUiVcHY90hw+k9uTRlDMVvhWETBQislcpevu2wOMSys39uWOcpDi/PFIaULd/8t1lbkzIxLSAffEhHIu10InaoFGVBatbKH2fnVJlnFUKWpG+DGCjd41bUpgTcxWg4Y4xK22nPwMxADRLmUAIsDYm0uJJzf0ybIr68SiWBBhcmt0VnTRivrMdhaK2yLcuSbEIt5ZUtfhXMJ9iVSpDkGA6xVBsnp5B+eM2rabclfZ1UuIZmiCzARjNfODq7h7EiISsb5nrDJHmohCTRp/y2WytFnY+7eAxP0btnPjjHBKWLC5gHaIBR+jttTOAj/nwWp7uZZ7OQCScW/yQ4Q5EPQsG41Fc7FG/s1d+QwhPaJEUx/XqcwSu1oP2/RNe06J7LoRPe+sDdya80aZiDYso764X3KCeeuC6PCls1g6k8l1qhJ4X/4c7ltEXquazBidBTtpXmfTNRD7LrA8w7pFRUhumggs3CPQH/rFcsKxb52fm81KsVoEOBdG44g6EQxidY5SE+tRdoxGktNAx9/UUCv3ZIJp84mHKQR8/+iyAFFj+bwAFoz7F/jk78ydi1atWUAg164vTUWDpSp3Uux7ysiMcdJcCcYqRQuvL886KOewGjpA3aScB6otPhVhqUXSRawCtzZMX4jUaCmDRA+xgGVvFWvQ1/PvmsvfIZugQfoiWq65aPopNBbLmbtlYyvLcl1iboZ0DySITT7WDPncm0gUZ3Dr8XAIMIm4T9JAegKZkSwsmUTxKmC+BPNl8xc1gwlsUZCbg3zDEo0BrqrWdsLFIS2XWvaZIaJ6JCuGICI+51rug7FAXVKXgiI4nSQ6ZYlpKpaQ26KFMiR5/R7xoi7q/LkVSM4rylh0E3JF2/U4D//ignWnSG+IlGnOeAzzKpWMOoJZmCibN/O1kW4gHeCLsyZmK4si644AIepLSDnUdpIOIK6bKvNu5opEuZq8Cw8YJIfkptYfLilvwpshtyQw0EOVt6XkjqJvnvZBmrCIvt+wVmVFb1aXNnSN/p+1puVuGhiRQwSa14zGglm6MfYoq0FS1b0Amsy10m/IynoO22JhysCpEzdpv+A/2nBWP8lctg+IFTUBemHYI1VYJCUVtbZaRhy5aJi8WMKN5BYRM/fdB0JUczvcbW2xCJenHIMM+bNpuNzVwFUjct9WmyVEfrUGRuDSEJ5eio3mJItNBq6PvlJUZx2lYmK3HOdmtU3UrFdFl76HvyNJ3I85Jl1PwK1QndTo3PanWA6kK0RaXExtD1S9UuVKHJDKILyVYeTX8tabrBLthLD6ymoEiyy9gUWqvie7cZFSBvRT7rfPkFl3jHoaCZ2IYLn1Wn4wBLrcl3IStxeubxS4c4libpnnmCPBuggnCHZ8M4cdpjNYJAlNLkMHQW3rb+5OTTD2sy91CGGbFzywbo7QeYgh3yYRSbPFAgwzn7Yxo/NDCjKivRgJfUZs38RalMv4iXICXnogb67C0sldyaQjV47kuGDWkeVR8AZRoWuNSoZz5L/xvRT3h20qZ8KwWrL8XCWX6G9YsXjy7pyAUwsEq29hPEOYmbGrtCgpdBPtIeKiTWgc5SCCN5eP3HiWLe+p6u9EdmqBuhkyvN+N5Zqi9RmhEUxGnXUpXW/uQjUJgmCsaFmER3xJ2EwueT5JWuSEvCeZpKd0CJIhq65ZwYbgxb9DJ/kdy50Ty87DUvYt/VPVcG6kMnl0fMj+I25+QOsc0HEqE0z+YG67HCIO8azYTCSrA4bgZtnclOhlyjvjsCgCBC0pGVwHl4iICtvabxDOrAUW082Pp4sQ+KwjbSIRW+a4iGqE8fv4jIDcWfS5g8FEpoxMLsg1SfmqKFAjSw4iyt58/f253IQkrGXfZsAqE9HNob4qlyidEQX8OQGX/p9g9tJszTmTNredDuWMpAxoG4nXvCA1HuwpzyQ3FqJYekFoX25qK7KKXFXOaUUuKJ7/kx9+hdSI4T0198yKeL8ITKSolBRCPjZJAdFvWT4izDO5kD7n9GKZHNcZ3bEZ2aK6foGIiRhAFi6vtnGygMP3ievzt/Ji8TDXOeF4nPKPnFo2tedGsEgZACGdC8WxPJ5Fyh0KEo+1HZMNUi5CC+MjMSkvhUwEdF5KbxAUvA1k7XE1gNgso4RprjggFDeEgH5f9myVj8gpW75Zt9LiAUlgQrE8RHwQl+aSM4y27HhOJYtcBj6uhVXMNU73Ta2yds4ZYeEhVJlgMpwHLH3vbCCN4ObYEYfeYTGkF+ibEL0lymw20DLZghhcxeyodUoLcCf6rkrUoscMWs7iEKWoTGD5qWyhSpS9bOOs5KGX6NLYvlwqgtsWoYISGSsvMAC6kPssmzWhfJwMKHnlxSYzxkK2PBOMiqaAZ/q0j0B0VQCCCaHNUGI365C8ojlvT8S10hqImi0I15AL6ep3okdua5zH7WUYDAGHdiFajEXlsmLQ++D7uL7YnkqG3XX0baBCc7LCWYSzWCxUnMv3933z5ifcJhKWj5kp9SnQs7GdwoyBQwsR2QLBPFum1WFM21zSFeVDoERLudUY7N1A4LMIZbeC/FftoQv6yxCVWxFIGCiaxmsmmJstkBDKDwvd6S+Z/4DPdZ3DOhNYZtcR+1jQlJK2ZZ6Mq/MzkWEJCeiybEbHcemx4NcEpcVY9phkvnO5/XlACmMOBPtQPKcIyp58a6jmlg+zaJQrqPWDgfQEV8B9ls18fU9tZe10TjgMrJstpC8z7XJcIjnF6WEEU7ahjSLhi6isjfP3XTfo+MgbpYgcnSenOBC1Ri6Qxyr3LqutUWD5fZfYh8z3Ke9VQKK2lpKZMhatwysJZsqY5nPZ0omQ7XueNVcXOkfnJpeTt+As+9AzYiNcOa9alGbmR+phVG2OazIJuFkpADU9CVSfK0LrWztAhLN8sezf9bqmnCuL7ahqyM90GgUuNghWewRNgJuf8TbmuLPI7C4imCeVtjfPIr+ZWrEovQwrW8iJRc0vyjx5mX6tO5NGU6CW3Y+n6tZ0j7xXZPtH9f8HRKFKUoIFA8WqIYE1kjWS0W8mCHGNiAKRcgt1wUL5CBhgGZdDAo2L3CR9xnLGk0hqMElnSLBj89NuobZsTcp5ZgTjcpRPtK0Infvg5nMJSEZcSz2E1fJz2f8A3eFzienc1Cd6qxEs0gjKNzb7HRfEO1cXHaNcoOtU63P+0hr6/NpCkIDsfrkinGzo01DA3dfasxEdwRS8bT2A0LWtBsqO2SljySNUagQ7pj1kJDeb9tkNbDzJtmyAQwYtzXJVNIJGRCkMJQ6pAgJdclLZhOXIkZy2lAjfA0iZG/4yiHsRGxGdI1bkZA3iwaQiWiUobjyK3UQ1oilJSS0o7dBL2nQcLFZfYbxEmU6Qp7Iz0LBUgmupEUx3RSxxU0KTghEI5XYk11V70PyUgDPHlD9cQrDWOvynZf7h7T+fVP5uUii/IIaIJ6+AYZ1YAj1f9sgS7YgeieIswFkM/VLlM4KsDCoRPVE1GMCybwuphPy1wRMVIhbLwB3mp5Gop0pj0DZad6QIWNJx1nWyrposaTMWsNzbqwbartbe5PxKY7G1aCymUSZyPYIT9dS+54lPAYfjTvnDvpXdNuzSDzLV2qSBMqMI57z7MU0WuSsNfW6MGy4Ln6M/GfHattzcAS0js84KCefzVkvAErKSdF8tHyaiq5ELWDvXYgLkp+cCK0jHqfnRWr6f/JT2nVFgPV0X/YTAclXIwEr17f6jlopE8aCuDFas3LuWlMhyYkYwmNVN3qoEa5l4cmvFVH+nrsVqPV2sFmEuGpL7kpSkQ6IYPgr03LB9Tlm80HsIK1gouxFiYzYWiTWoPdNHmF+DaFUAgBRI3NclG0BYQUL0qzlYVPqOOKcxRc7SD2VKgYWj25Cm1FPeTw+WwcQccDTO1H4xbG8Ky4HnlhPTE+Zwg1kj+Zzo3zKw3I8bOGwD4BpoM+QiwFkZ7rGmkXS+Kr04WFTWwICrV8ZA5hbmEvrLuHYuXSRXg6Y/+pH14RZjwQsLRm8GYm8ME61WpBYF0lllmUiww32uwgbAvUvHewnWMvKL7Rf14Jxtp301clASjGYjUZujLwVw+iu36LBiitwGr69BsA9RBzT4w5adZSCgQXIYfIPsGmvPmcyQJR+WKdcunndrjK4Push6A8RmWS3QlRCNRC1r6ntz73GvdIKYPGWFA+lYv1Fabor4CK70/XLU7jqExFQJpgFOUTesAteguO2mKsuYmVlHxIZysJKGOdZEtjs/BIpOQ1rZ+L6tJwNC/9rDD8aFGigLqrRkUYvojgYV4UYNkRbL2s498DckgtVWErxcqknHhcfyP5LCvcv3hQ604mmOVmyo2BxKsPaLfGLaVkwkhlxukugruhy4IykCOiYTzM8it1UjA5egImDLIumCcgFsbLIbkICV9UZ07nYUwSaFJLGeMr1bUgS1J7oFJHCRD/FjI2HJ2tijIrZMjzKZYEAqgu7KkCrRalTTu1MG67W0KS1hnP3BpmbFaIvIf6kV5ofBG2hkMuMt3wq9YyaatbG9ZQkRpFlO1xDq2lpqtUVJWsJY3ipWPI96AAItaLAsrdNF4d/L2X/eeeTMuNaoWviZlIFJg3w0J4vjFQlpOa4vhLrEa7QyQVlnNEktVYu1liBX6N6WazNngJGh8kiCDawY1TpxS6TB0UWBBHnrcgnYWBmkfif7jWTxNI7I+9Qep+zzYrYbNF2iorIyzDdIUSKRYTcww57gBvRMaBzJXAFCfoAXmBDeJ7VSajwkESwE6EDpCNfJxYVrc12iRSkah1xafFbk3Vgy2rDcH8PP1EXLvJ+oHLFrz0uaEo4ZZb1g3B0O920PO4hMnBdjZUSL+cmrosMsfuWpyp34aDSk9N7c326WykOZsTpBWQjRJ92WgwcD2NfHDkS1HJQ8U+ToWCx5qtCLyJ8JprDM7SEZDTUqiHCt0SOWS1q6Phz0GaLGuoFAbE3Fpdey/LWHmEbvfm1J3xTgBu07zhvHIljL1O+0VkwD1D6TXBXQGOVjfQlgmXR6iSt0c1i13Mcuy821sGwlCHkDw+XpV48e9lKbDAPiajM2iLocXAe3ZiFrWDFaKm+byT0jF5QPZZALQxTXLOlLY9YeA5MhMqxZ1fg7aY0a+lI3dKbUxQy2zTwUJ8Z543L2aOWHFBKnvhsi66L1WcnIjJMaoCtorti31IBzOX1pAK5TyoPlMuiSkaMIpvsieq7UAdUXRZwIYT8wLt0awxz16kaIoCFvAlyuIPe+WLyCvMghuOjbRZorrG32ArGTYV/fmvsnuCn3nyApaM4pE4x1OHDkuwYYm2Dtzf5ja8X2boqGspWAUBXNRTFafS2K4BnxoAVAGIMzrI8+iIpgtUx8hoCDAJcSkCpBNC5U6oCrtOqJ6+X2EC42j1PbQzBaKfdelUVkfxvdICCR2kcurl8iuW/lt0ibCx62MrzPOs5gV+m9cWHcNy93l2kxtr2S6jWTMWFQWQuujJCv7eUej4cJyBXVyCUqVTg3Uw16BATSFsNg4OkhGfMofHOHck4Sqwro0SsmaAiCRb3S9dBDsctzWd+0UilvrqIEFueJAndA+09JHollWhLxWXYWTJqi1GcBFj7cdUAaY9T6gWXC2PfnWSpYFsFa5p7aDoxn5WlfuMCo9/dBOsLgxhbhCs30U+grs9HyLaRBPu6l9mhgbojlKFt/otUngETKTQZRxGlW03u0IEtl8KM2SXchWCY97RWI3BJ3TXzH1p6ivHJbc1ZXb37Z/OdaXLPoU3pBfVSESftJpdCkiuWl3nTf+ghWa4PmWsfZ9mlM0BJ7nrrM5wQue5/89vN/1pLMFjlWbSztaBsD8koGIqyMbLSckxnKUnjNT1ZjCRChdANcV5CLReG6WCBPUYsbjiw5q52fWOu8ggu6LbZgqi3Jz+1AeUmdzHoQTC4OQfJmeMjic8tV1d6nxz/WKdJesaO09yI/y6M8FFGnclLk7WhU2hTZ4jMI/fJhqcO2/FwmkGovY7/cP1zRgxjaE721JZmG8vuMfHMFrAh3Fm5Bd4MVybX9V8HN97vcukNjmeF+Jp1g1tdCeC4mayHkDcgTGdDYWBcifRCLcREydn6OfTMCGvyUsuJ5SbXJLcItCcaNs9rxfq5TNYJ1FA1zjb4LKSGCleviprlhLtm9EkCYjBKxvIDJJr+YOyymuBfFG4z5Sv5wkid9EEji9y2X+4dleUZSsI9c4EaXq4LkuBCPxRlWEjEAtJwErMHJ+2exAOXTLwwiSxl7tRqwKG0hRSaxdQGsDL3EZdZ6uAQJzpm3J+eSWd4IcsiBvLt0QC2yzK2xaHGvTBqBEIIJBOTZcuSct2OYAETcitNTKyZYe8P/1H5B7TyfbY/hIdsIGEyF7nAH0QngFTHK3XICeSuAYVCWkt4ggrOLQ4rywVK6PrnNqPfpVVPK4YJzh0cA8cqFrxkmgsiT7pJGUdJiofrauUfBddBnrCfpkM+t2sDayepLOE+ho0KmeidjvdIPmOhZRe2Jv96SzKqGt4x88xAodcgR6Wol5qNXfZpr+OSJhj34M0AUl2su83O6VwLfSTvOtJ7nyEqx6rW+NpUGu/HI4/XtpLgM7GGMJ/mAiR+GNdBj+nf3m+RzDEKURAIzXiC6rjFsYQltW+6kvQI8f6W6K2NaT1uz5Z5VSDMpfG1g7mCy+7dRXAamQrBBfsxDtC04XLq/0gbWE2SXd11uvqsPU3te5GDzFIkY4ddUwpcNzB2KrNvnzUsmxVQfSDqoV+obU5i7/Kj3b2BNQeJvh+XUGcfB1J94217gT1qSWWa9QbL1A+S6pbGb9gfP5JHKGyRbV5gZuWBmz+xOJNNuvaHJ1iZorh1mRS6Y6UPhByTzkEQ7tW1El2sLosXtp625SsyUYDAQ/kimkX4jT7Y2IM+16zSjxT7MnGAwSGHs3Jy2xc9EGf8NTAxttY+aVp5rFOZCMBh8of1bollVa83aRAXyDSwbCtd7TKP8sxzMjWCBQe3Sqlo9O8tu9dnAiqDlZqdJC9crwdwJBoMuDL1k9vW2WHFFnbEbGAlew4OO9pmk5WYSrArBYPCF7zvYdNhGqSvu8d9AFXro95q3SyyxagQLDFym+qWFvROtVtrAAvR177mSHvppY9UJBoOFJHdu/3n39ji4mcHi3jMILIq1dvXIeUWJo7AmCAaDG/L2lmg2xbdri+Vxc3t+5TqHNX08wIGzTpwuF2uGYIHBDXp4SzS6zH5Nc33Q4TqEUty+4+4VMW+sOYIFBjfs9i3RrAmzF8LUt/Jc57ClzkHjbKG0mlizBAsMbuCtNoi2gHVBrMCaJ1ggEc0CQ3ub29rmjKLRaCwLJJ83bMPdtYh1Q7DA4Abv3BLNIhNL5nZvZvDYmzUCtdvD2+Owvn3o1zrWHcECgxt+YEu0p7avtjHYdfA6l0cRzhC26ZF81n1ybO3xLOsJ65ZggcEASCy+pyWbTfFv25z2AAkPm5zL46GnAI8htm2O+uxx5SPx1jPWPcEyBgPjSZ5HtWSzlbQmR4RDNg+bXCuajaayfztSeYDnF+bRm7UaOF0RLGMwYJ8aHE9oCWermW0GB7LZSc7jaGf6AMUWNog4oT082hepbCbx+fb6Zr6J/VrA6ZZgJQYD+rHB0aElnd1W7PK2RTosHt508Gpn31FlK+UZexzY9+CUwetJ6TixPfd4D5A8HeL/AOMVlTmBonX3AAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>