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Showven Circle Flamer X-F1800 (Showven_Circle Flamer X-F1800.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Circle Flamer X-F1800" ShortName="CircFlamer" Company="Showven" Version="5">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2f53f813-bea1-412f-8e4f-2d04717ea1a2</Thumbnail>
  <History Date="23-04-22" Author="Nic Morris" Comment="Created (very confusing.  note documentation linked from Le Maitre product page is for Explo IGNsystems X2 Wave Flamer)." Version="0" />
  <History Date="23-04-22" Author="Nic Morris" Comment="(note ignition needs to be at 100% to fire)" Version="0" />
  <History Date="19-09-23" Author="Nic Morris" Comment="Created from Le Maitre Wave Flame (Explo X2 Wave Flamer) (equally confusing documentation)" Version="1" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Angle" Name="Angle" Description="" Group="I">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Angle -/+" Display="'Angle -/+ %.1f°',-105.0~105.0" Dmx="0~255" />
      <Function ID="2" Name="Angle -" Display="'Angle - %.1f°',105.0~0.0" Dmx="0~128" />
      <Function ID="3" Name="0°" Display="'0°'" Dmx="128~128" />
      <Function ID="4" Name="Angle +" Display="'Angle + %.1f°',0.0~105.0" Dmx="128~255" />
      <Function ID="5" Name="-105°" Display="'-105°'" Dmx="0~0" />
      <Function ID="6" Name="-90°" Display="'-90°'" Dmx="18~18" />
      <Function ID="7" Name="-75°" Display="'-75°'" Dmx="36~36" />
      <Function ID="8" Name="-60°" Display="'-60°'" Dmx="54~54" />
      <Function ID="9" Name="-45°" Display="'-45°'" Dmx="73~73" />
      <Function ID="10" Name="-40°" Display="'-40°'" Dmx="91~91" />
      <Function ID="11" Name="-15°" Display="'-15°'" Dmx="109~109" />
      <Function ID="12" Name="0°" Display="'0°'" Dmx="128~128" />
      <Function ID="13" Name="15°" Display="'15°'" Dmx="146~146" />
      <Function ID="14" Name="30°" Display="'30°'" Dmx="165~165" />
      <Function ID="15" Name="45°" Display="'45°'" Dmx="183~183" />
      <Function ID="16" Name="60°" Display="'60°'" Dmx="201~201" />
      <Function ID="17" Name="75°" Display="'75°'" Dmx="219~219" />
      <Function ID="18" Name="90°" Display="'90°'" Dmx="237~237" />
      <Function ID="19" Name="105°" Display="'105°'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Full Speed" Display="'Full Speed'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~254" />
      <Function ID="3" Name="Full Speed" Display="'Full Speed'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Ignition" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Ignition" Display="'%.f%%',0~100" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Opening_Time" Name="Opening Time" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Continuous" Display="'Continuous'" Dmx="0~0" />
      <Function ID="2" Name="Time" Display="'Time %.fms',10~2540" Dmx="1~254" />
      <Function ID="3" Name="Continuous" Display="'Continuous'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Macro_Func" Name="Program Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Macro" />
      <Function ID="2" Name="Single Ignition Short (190ms)" Display="'Single Ignition Short (190ms)'" Dmx="0~0" Update="Macro" />
      <Function ID="3" Name="Single Ignition Long (560ms)" Display="'Single Ignition Long (560ms)'" Dmx="0~0" Update="Macro" />
      <Function ID="4" Name="Step Sequence Short" Display="'Step Sequence Short'" Dmx="0~0" Update="Macro" />
      <Function ID="5" Name="Step Sequence Long" Display="'Step Sequence Long'" Dmx="0~0" Update="Macro" />
      <Function ID="6" Name="Wave Sequence" Display="'Wave Sequence'" Dmx="0~0" Update="Macro" />
      <Function ID="7" Name="Additional Step Sequence" Display="'Additional Step Sequence'" Dmx="0~0" Update="Macro" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Macro" />
    </Attribute>
    <Attribute ID="Macro" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="No Effect" ID="1" If="'Macro_Func'==1" />
      <Condition Name="Single Ignition Short" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Macro_Func'==2" />
      <Condition Name="Single Ignition Long" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Macro_Func'==3" />
      <Condition Name="Step Sequence Short" ID="34,35,36,37,38,39,40,41,42,43,44" If="'Macro_Func'==4" />
      <Condition Name="Step Sequence Long" ID="45,46,47,48,49,50,51,52,53,54,55" If="'Macro_Func'==5" />
      <Condition Name="Wave Sequence" ID="56,57,58,59,60,61,62,63,64,65,66,67,68" If="'Macro_Func'==6" />
      <Condition Name="Additional Sequence" ID="69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96" If="'Macro_Func'==7" />
      <Else ID="97" />
      <Function ID="1" Name="No Program" Display="''" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="3" Name="-105°" Display="'-105°'" Dmx="3~5" WheelPosition="1" />
      <Function ID="4" Name="-90°" Display="'-90°'" Dmx="6~7" WheelPosition="2" />
      <Function ID="5" Name="-75°" Display="'-75°'" Dmx="8~10" WheelPosition="3" />
      <Function ID="6" Name="-60°" Display="'-60°'" Dmx="11~12" WheelPosition="4" />
      <Function ID="7" Name="-45°" Display="'-45°'" Dmx="13~15" WheelPosition="5" />
      <Function ID="8" Name="-30°" Display="'-30°'" Dmx="16~17" WheelPosition="6" />
      <Function ID="9" Name="-15°" Display="'-15°'" Dmx="18~20" WheelPosition="7" />
      <Function ID="10" Name="0°" Display="'0°'" Dmx="21~22" WheelPosition="8" />
      <Function ID="11" Name="15°" Display="'15°'" Dmx="23~25" WheelPosition="9" />
      <Function ID="12" Name="30°" Display="'30°'" Dmx="26~28" WheelPosition="10" />
      <Function ID="13" Name="45°" Display="'45°'" Dmx="29~30" WheelPosition="11" />
      <Function ID="14" Name="60°" Display="'60°'" Dmx="31~33" WheelPosition="12" />
      <Function ID="15" Name="75°" Display="'75°'" Dmx="34~35" WheelPosition="13" />
      <Function ID="16" Name="90°" Display="'90°'" Dmx="36~38" WheelPosition="14" />
      <Function ID="17" Name="105°" Display="'105°'" Dmx="39~40" WheelPosition="15" />
      <Function ID="18" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="19" Name="-105°" Display="'-105°'" Dmx="41~43" WheelPosition="1" />
      <Function ID="20" Name="-90°" Display="'-90°'" Dmx="44~45" WheelPosition="2" />
      <Function ID="21" Name="-75°" Display="'-75°'" Dmx="46~48" WheelPosition="3" />
      <Function ID="22" Name="-60°" Display="'-60°'" Dmx="49~50" WheelPosition="4" />
      <Function ID="23" Name="-45°" Display="'-45°'" Dmx="51~53" WheelPosition="5" />
      <Function ID="24" Name="-30°" Display="'-30°'" Dmx="54~56" WheelPosition="6" />
      <Function ID="25" Name="-15°" Display="'-15°'" Dmx="57~58" WheelPosition="7" />
      <Function ID="26" Name="0°" Display="'0°'" Dmx="59~61" WheelPosition="8" />
      <Function ID="27" Name="15°" Display="'15°'" Dmx="62~63" WheelPosition="9" />
      <Function ID="28" Name="30°" Display="'30°'" Dmx="64~66" WheelPosition="10" />
      <Function ID="29" Name="45°" Display="'45°'" Dmx="67~68" WheelPosition="11" />
      <Function ID="30" Name="60°" Display="'60°'" Dmx="69~71" WheelPosition="12" />
      <Function ID="31" Name="75°" Display="'75°'" Dmx="72~73" WheelPosition="13" />
      <Function ID="32" Name="90°" Display="'90°'" Dmx="74~76" WheelPosition="14" />
      <Function ID="33" Name="105°" Display="'105°'" Dmx="77~79" WheelPosition="15" />
      <Function ID="34" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="35" Name="1-15 (L->R) 2.66s" Display="'1-15 (L->R) 2.66s'" Dmx="80~81" WheelPosition="1" />
      <Function ID="36" Name="15-1 (R->L) 2.66s" Display="'15-1 (R->L) 2.66s'" Dmx="82~84" WheelPosition="2" />
      <Function ID="37" Name="5>8>11 (L->R) 0.92s" Display="'5>8>11 (L->R) 0.92s'" Dmx="85~86" WheelPosition="3" />
      <Function ID="38" Name="11>8>5 (R->L) 0.92s" Display="'11>8>5 (R->L) 0.92s'" Dmx="87~89" WheelPosition="4" />
      <Function ID="39" Name="6>10 (L->R) 0.75s" Display="'6>10 (L->R) 0.75s'" Dmx="90~91" WheelPosition="5" />
      <Function ID="40" Name="10>6 (R->L) 0.75s" Display="'10>6 (R->L) 0.75s'" Dmx="92~94" WheelPosition="6" />
      <Function ID="41" Name="4>6>8>10>12 (L->R) 1.27s" Display="'4>6>8>10>12 (L->R) 1.27s'" Dmx="95~96" WheelPosition="7" />
      <Function ID="42" Name="12>10>8>6>4 (R->L) 1.27s" Display="'12>10>8>6>4 (R->L) 1.27s'" Dmx="97~99" WheelPosition="8" />
      <Function ID="43" Name="8>6>10>4>12 (M>L>R>L>R) 1.60s" Display="'8>6>10>4>12 (M>L>R>L>R) 1.60s'" Dmx="100~101" WheelPosition="9" />
      <Function ID="44" Name="8>10>6>12>4 (M>R>L>R>L) 1.60s" Display="'8>10>6>12>4 (M>R>L>R>L) 1.60s'" Dmx="102~104" WheelPosition="10" />
      <Function ID="45" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="46" Name="1-15 (L->R) 7.78s" Display="'1-15 (L->R) 7.78s'" Dmx="105~107" WheelPosition="1" />
      <Function ID="47" Name="15-1 (R->L) 7.78s" Display="'15-1 (R->L) 7.78s'" Dmx="108~109" WheelPosition="2" />
      <Function ID="48" Name="5>8>11 (L->R) 1.82s" Display="'5>8>11 (L->R) 1.82s'" Dmx="110~112" WheelPosition="3" />
      <Function ID="49" Name="11>8>5 (R->L) 1.82s" Display="'11>8>5 (R->L) 1.82s'" Dmx="113~114" WheelPosition="4" />
      <Function ID="50" Name="6>10 (L->R) 1.25s" Display="'6>10 (L->R) 1.25s'" Dmx="115~117" WheelPosition="5" />
      <Function ID="51" Name="10>6 (R->L) 1.25s" Display="'10>6 (R->L) 1.25s'" Dmx="118~119" WheelPosition="6" />
      <Function ID="52" Name="4>6>8>10>12 (L->R) 2.68s" Display="'4>6>8>10>12 (L->R) 2.68s'" Dmx="120~133" WheelPosition="7" />
      <Function ID="53" Name="12>10>8>6>4 (R->L) 2.68s" Display="'12>10>8>6>4 (R->L) 2.68s'" Dmx="134~124" WheelPosition="8" />
      <Function ID="54" Name="8>6>10>4>12 (M>L>R>L>R) 2.88s" Display="'8>6>10>4>12 (M>L>R>L>R) 2.88s'" Dmx="125~127" WheelPosition="9" />
      <Function ID="55" Name="8>10>6>12>4 (M>R>L>R>L) 2.88s" Display="'8>10>6>12>4 (M>R>L>R>L) 2.88s'" Dmx="128~130" WheelPosition="10" />
      <Function ID="56" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="57" Name="5-->11 (L-R) 1.87s" Display="'5-->11 (L-R) 1.87s'" Dmx="131~132" />
      <Function ID="58" Name="11-->5 (R->L) 1.87s" Display="'11-->5 (R->L) 1.87s'" Dmx="133~135" />
      <Function ID="59" Name="BIG 1-->15 (L->R) 4.08s" Display="'BIG 1-->15 (L->R) 4.08s'" Dmx="136~137" />
      <Function ID="60" Name="BIG 15-->1 )R->L) 4.08s" Display="'BIG 15-->1 )R->L) 4.08s'" Dmx="138~140" />
      <Function ID="61" Name="8-->1 (M->L) 2.09s" Display="'8-->1 (M->L) 2.09s'" Dmx="141~142" />
      <Function ID="62" Name="8-->15 (M->R) 2.09s" Display="'8-->15 (M->R) 2.09s'" Dmx="143~145" />
      <Function ID="63" Name="1-->8 (L->M) 2.31s" Display="'1-->8 (L->M) 2.31s'" Dmx="146~147" />
      <Function ID="64" Name="15-->8 (R->M) 2.31s" Display="'15-->8 (R->M) 2.31s'" Dmx="148~150" />
      <Function ID="65" Name="8-->11 (M->R) 0.99s" Display="'8-->11 (M->R) 0.99s'" Dmx="151~152" />
      <Function ID="66" Name="8-->5 (M->L) 0.99s" Display="'8-->5 (M->L) 0.99s'" Dmx="153~155" />
      <Function ID="67" Name="5-->8 (L->M) 1.08s" Display="'5-->8 (L->M) 1.08s'" Dmx="156~158" />
      <Function ID="68" Name="11-->8 (R->M) 1.08s" Display="'11-->8 (R->M) 1.08s'" Dmx="159~160" />
      <Function ID="69" Name="No Program" Display="'No Program'" Dmx="0~0" WheelPosition="0" />
      <Function ID="70" Name="Step 3>13 (L->R) 0.93s" Display="'Step 3>13 (L->R) 0.93s'" Dmx="161~163" />
      <Function ID="71" Name="Step 13>3 (R->L) 0.93s" Display="'Step 13>3 (R->L) 0.93s'" Dmx="164~165" />
      <Function ID="72" Name="Step 3>13 (L->R) 1.63s" Display="'Step 3>13 (L->R) 1.63s'" Dmx="166~168" />
      <Function ID="73" Name="Step 13>3 (R->L) 1.63s" Display="'Step 13>3 (R->L) 1.63s'" Dmx="169~170" />
      <Function ID="74" Name="Step 8>13 (M->R) 1.55s" Display="'Step 8>13 (M->R) 1.55s'" Dmx="171~173" />
      <Function ID="75" Name="Step 13>8 (R->M) 1.55s" Display="'Step 13>8 (R->M) 1.55s'" Dmx="174~175" />
      <Function ID="76" Name="Step 8>13 (M->R) 3.24s" Display="'Step 8>13 (M->R) 3.24s'" Dmx="176~178" />
      <Function ID="77" Name="Step 13>8 (R->M) 3.24s" Display="'Step 13>8 (R->M) 3.24s'" Dmx="179~181" />
      <Function ID="78" Name="Step 8>3 (M->L) 1.54s" Display="'Step 8>3 (M->L) 1.54s'" Dmx="182~183" />
      <Function ID="79" Name="Step 3>8 (L->M) 1.54s" Display="'Step 3>8 (L->M) 1.54s'" Dmx="184~186" />
      <Function ID="80" Name="Step 8>3 (M->L) 3.24s" Display="'Step 8>3 (M->L) 3.24s'" Dmx="187~188" />
      <Function ID="81" Name="Step 8<3 (L->M) 3.24s" Display="'Step 8<3 (L->M) 3.24s'" Dmx="189~191" />
      <Function ID="82" Name="Step 3>13 (L->R) 1.98s" Display="'Step 3>13 (L->R) 1.98s'" Dmx="192~193" />
      <Function ID="83" Name="Step 13>3 (R->L) 1.98s" Display="'Step 13>3 (R->L) 1.98s'" Dmx="194~196" />
      <Function ID="84" Name="Step 2>14 (L->R) 2.32s" Display="'Step 2>14 (L->R) 2.32s'" Dmx="197~198" />
      <Function ID="85" Name="Step 14>2 (R->L) 2.32s" Display="'Step 14>2 (R->L) 2.32s'" Dmx="199~201" />
      <Function ID="86" Name="Step 8>5>11 (M->L->R) 0.93s" Display="'Step 8>5>11 (M->L->R) 0.93s'" Dmx="202~203" />
      <Function ID="87" Name="Step 8>11>5 (M->R->L) 0.93s" Display="'Step 8>11>5 (M->R->L) 0.93s'" Dmx="204~206" />
      <Function ID="88" Name="Step 5>11 (L->R) 1.28s" Display="'Step 5>11 (L->R) 1.28s'" Dmx="207~209" />
      <Function ID="89" Name="Step 11>5 (R->L) 1.28s" Display="'Step 11>5 (R->L) 1.28s'" Dmx="210~211" />
      <Function ID="90" Name="Wave 8>13 (M->R) 1.70s" Display="'Wave 8>13 (M->R) 1.70s'" Dmx="212~214" />
      <Function ID="91" Name="Wave 13>8 (R->M) 1.70s" Display="'Wave 13>8 (R->M) 1.70s'" Dmx="215~216" />
      <Function ID="92" Name="Wave 8>3 (M->L) 1.60s" Display="'Wave 8>3 (M->L) 1.60s'" Dmx="217~219" />
      <Function ID="93" Name="Wave 3>8 (L->M) 1.60s" Display="'Wave 3>8 (L->M) 1.60s'" Dmx="220~221" />
      <Function ID="94" Name="Wave 3>13 (L>R) 3.06s" Display="'Wave 3>13 (L>R) 3.06s'" Dmx="222~224" />
      <Function ID="95" Name="Wave 13>3 (R->L) 3.06s" Display="'Wave 13>3 (R->L) 3.06s'" Dmx="225~226" />
      <Function ID="96" Name="Singe Ignition Long 0° " Display="'Singe Ignition Long 0° '" Dmx="227~255" />
      <Function ID="97" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Test" Display="'Test'" Dmx="0~0" />
      <Function ID="2" Name="Armed" Display="'Armed'" Dmx="50~200" />
      <Function ID="3" Name="Test" Display="'Test'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="f4a51db2-d9ac-4d92-8550-4bb08aae6723">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Angle" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Speed" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Opening_Time" ChannelOffset="4" Wheel="6" />
      <Attribute ID="Macro_Func" Wheel="22" />
      <Attribute ID="Macro" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Mode" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
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3dRxcPczaGReWo7VJmMDJBe4IJ2hF33XXX0uXLl8+nmXI0NC5lmJxCAEkaROSqFU5yA4XYgVRAeiCYCRMmdE/7hhMQ+7HU19fL40hP2rhOtFQmjURUHZl+q1OVbfq5jaAoLx1XHa+29FQmXaswRJEjWeXq6EDV8um9GToJhznu1G2q30U+0QlXLSMsbVg6HZb/hAnaE0zQjhg6dOjsnkDKcaETRZdXvjtmFsSsEjnkBnpIMY0dEgoWmjUIkO5tIlkiLvpNw3s1JM/k3DRBt+hUuSDsfG1lhNWjyjJkFavnQToxkbF+bV2sb5UkXWQN00gjDlws5jC9nS1ofzBBO0I8VKkwMzno8iaJpAWTxQdSRiQKJBNovnBc0suLyOmlWrIqQVMaHSqRkzWqk7WJiIjU9Xd8uBIwlUuyBK2JmMkPob7WU+0IqM1RUkhUu3xINqoeXXLyRdT/pG7GrqSXggm6gMADDOkA1iV+f+Mb3zi6aNGi8iVLlvR/4YUXpDNOfZgpdCyJ1ZMHoO04D4SlkUMT1jTe74x9ZNFC9wXRQeOGvm3SnnVpg7ZNb2qzOehshKTuUzsMimkmbZ18DyaHHZ1vmEQBFGMkpo48fLXouNA6TiZoTzBBFwi4NzG0h+UIi+v222/fdejQoakXXnjhGfHAd4pjfVWnkR6CRrGsFLqmvtGM4qAJNlKIal/WnQDKRztByiBhOCbHjRsnyZocd2gHpBJEWqjnb9KsVXLW0+gESddQP0fkUT/phOgVmjCDsEb9k0+6w06vSz1XWrvq2EktZRe4SEJh+XyP6x0mww9M0AUChaUBXSFdty5evFiaafpDY7qpycKMAh5oGlZT+BuRL4hQ/XAoaaSUr1BQLWosIGPELSOWG5Eec+fOlVYrRhqI5VYjOeK8UIqgSiFkcSMKBddk1qxZ5wzVUT8cnDZr2IdMXa6ti+adhX6cNA+TbrZggi4giJiw/slPfrJaPWYi6TjWDtKqRK7mxaekEFEBkNwCIoJGDKIkAoM1i20qSw//SgtENqiPXuI/bdo0KfWAmGnGIGYRYvShWs56Jxb1bgubxov/Ax8AgCWPhaQH9f3aLpEUrsfC0uvOzCidWodJUy+GPGa7V/pwHLQ3mKALjC4CONdzYhm6h+mlpvxR0CUA+sI3HHd4yZH+MMPCxvcAQdIUl0yTUyhcjtoHy5e0Wl8QkYCoUR/ahJcsoUyQNbZhzeJrKzR5JmzorBNTGMnRm+ZWrVolrwMm7+A86DuJPgTpk8bWfvX/sTkK1fQuZblawmG6dFgbGNmBCbpAUL33wjIzPsVRD5eLzhcGdVae2i5bWSQtkOVPx9R3A5NMAmJDOB2mmyMtZBzIBz6gMDqyqOmLMSBm7MNMRsgemHpt0njVbdPaVifp3fgN/Zu0flf4WqpxpIOk/70tryvpMjkXB0zQBQI5+TATD+S1aNGimUuXLt1Mx/Xhqc16Dns4oh4cWIWQCsg6U2ON9QUwfeGFJpPox2B10hc2QNj0Eid6J4QPUD9NgIH8gHLwqlL924xpDOGRF20kglajMdQ0YVA7U5+wvTzAlWzj6tGlch3yCiboAoEiGOhFN+3t7a8KIph4RjFpfa0kX0sGuiq9p5mISA0X0xeaSGJadIcdETQ9kPgNaxTTxOM+oGgbnIfQw1GWGrOrW3Q2Hde1HkpvyhPHOs4zKWVhAdsMiUKF8/VUMEEXEBiyw4Lt+uJ07YwZM/6X2P0JWInQWkGa9GKcqBvbl7RRnvreCTV0jBb69JJ63BaLrL7UiEYH+oQRIvgkk3K0OFqjtaqnV6+Fi4asxprb0sSxBE1kXUyLMg5RxrWcTfev2M5vr5VTMEEXGCBi+hK1IMRb6+rqOsTN3BchZrihcZyG+DRNWJUUaFt/3WQUkEb9ArYuc6iWM5Ez2kLfytNjjek3HHgUYUG6tK9jzQdJCDSM1F2sbh/r2GZBpnU9os43iQXrkz4LbZzx/8EEXWCA+Og9y4CwquWLo9UX6NCL52GBUlgeEbL6An01HdKoL+JXtwGKuoAODaiEpBKUSuBIC81c18RpoQkdaDdGAfpXwvXfcRA1dA4LS9Nhky9s9aZBpmG6rB454dr5hLXNx2fh2t5CpGOYwQSdE5CsQMA0b/VLLORsIycdWb0gXdKTaZuIUpUfyPJVvwWoRpaon7ZSdWSEnul6s2pBU3r6AnUxoZOWjcRc9qdlSdvy6mtTNI3Jqtfz0XFfqzesPt+8+jEm5fTABF1iICIm6EROv4lAKY8qmZDlTQRL0on+aS7sQzSGGjlBDkGyzGkf3p0Ba1qF/qKgtOCq7dosT5MMY7I8XSIysra04+YNgy20MqqcqHRR5Nwnz57TnIIJuoeCiJgAslQ/w0W/9QeKPn5KTkPEHJPFTmuVeCkihD4nRR+GBYEjbjmrZ9JmLftGcURJIy6OWr3D8JEkskQerF2tDUzQnmCC7uXQH2CdyNWXMKlEREROBK2SN8gZ0ojPdxlVmAjOJU2UBa3/do2USUq2xTIcozodF4tZ73SSWusMPzBB92LYyCYs2oFAH4FVt2nCR5KH0kbO6sdp0yjbNfpFh4s2rf6OSu9iwWcloSQtIyxSxHSMtWl/MEEXEFkNdeOW6+tES1Jm3Px6lEmSeqI6HcBmicetN8zS1yM5TGtb3qj/3MfijSPxhEXq2IibNWh/MEEXEEm95EnKzTPinLOL9elDvq6RGXHbqrZJrSssUsO1XJW0bfWGIU7dLuSvH2eC9gcTdM7Qk+5hVzJzIUXTb9/6VTK0ORJd2qxbiD7/mU0GMVnWJss9LNojidPPN19EtAbLGSmBCZqRGdLobKLK8JE+VKs7yjkYd7STxMIO02pdpQqf+uLAJa/NX3CWp3p7gwk6IxQrtCoJSqHNSSSIrPT/vCON/1XVxMOiakrhHiolMEFnhFK8SUuhzT6EGBYel4XWXArXzwdRGrcKkzyjX4++ffv2rAtUADBBM3IPH03TJWKCjgFRn8rSywyDLXKi2MTtQrC2fK7hiPq528I3GX5ggmbkHj5EqZOyDTRcV1+p6hKL7BLeFrbPJgMk0b2j2mLLY7OQfZ18Jg2dCTodMEEzYqMQeqPtoXYhzDBZQ7UMfSM3XGEiOlOdPtcxKiTO1AH4RMnYytWPhVnlpjZ0bbPE4Qkm6BJFHpwxhazfRCL6RI6o/GFWnU8ctAoTYbpKClHhg3Et2ai644TU6YTvGgXDVnMyMEGnhEITZrHJuVCIkivCiNfFikwaJmfSudOCj/ZL9WcB0zVyaRcjOZigU0JvIcxiweaAM6UBbKSSts7r2rYkSCN00NWad+ns4oIlDn8wQfcA5EHuyAK2Yb9rXlcyNuWJE8ER1Y4kk1hM+2xREyb916c+n8k/Lu1lxAcTdA9AFlZhMeDj3NJJKoygbHW4hMPpERguiHJs2toTVkZUdIitnUnliLgaOCMdMEH3EuSdnIG02mgia1PZPk7GqBjfMISFs6ltVI8lgWsZYVZ/Ietj2MEEzcgVTNawGmlBiyu56iQYN9TOhZxdy9DT6+eUhMjiSDsEdTTCURr5ABM0I1cw6Z9xLFabjmpyJNp06LDyTe32badOhHHkBBe92DX8Tw85tMG1HEO+/A/jcgYm6F6EUtChddh0aZP2HJbfxeqOq9em5Vh0DRkMq9c3FjuqfbYwRJsmXmr3V97BBN0L4CMJ5BEmKxPrpF8MdyFEn04AcO04TDBp57pV6xNzbXM0piGjMAoDJugShisRlAoxu0Y0RKX3qcN1OO9aro+mbWpHWJ6oTsMUlRIV/RGGJPcNW9PpgAm6hJG3ByhpmUknYyQpO4y4k0gWahkupBzmgItDrDpJx7Ge42rj7ExMDiboIiAP1kUW9WdVphrlEAUfHddEZC5OtjgIs6zjErHaJpsOnaRsl/RhmjSTc3IwQaeINCWHPJB4lkgSDgbolm+Yzh5Wl2vkgmtZaf5nYQ46GzHGjQqJmyesDXq0DMMfTNApIsuHM8+IQ0w+6cOiCWwkEHVcT+tap+1YVB1R9enlEAmb9ruW44qoEYLLyCJMEmILOj6YoHsQknjnk1h/WXcmiNaIki5slnSUlmyLivCJ3FDrSeNahDlF04ZulZsQ5ZAMa1ea16U3ggnaEaVgBSRpY5LwsCwR1en4REqYjtMnr3TCsVnkpn2lcG8Atk4lqkOwOTF962b4gwk6B0ibGOOWlzdyBpIMv10I1XU4HqVh62l8/oNC///qNR03blzQ0NAQnD59+rx0YRJPVP2m/Ax/MEE7IsubLe2y0yovLxa1OvyOsnTDYNKjXeSEJGF2LiOTLP5/k36t7q+qqpLS0YwZM4KmpqbY5QJRGrVtmxENJmiGFcUiZ/2Bt7UjTIaI0qtdyk5KKGoZhbIq1XoqKyuDfv36BRdccEGwatWq4POf/3xw7Nix4Gc/+1nw/PPPB5/61KeCxsbGoKyszFqWy3Vw6fAY8cAEzUgNSS1uU6hcHAvZtS51bTuu/45TR9Q+17JN1xcaekVFRTB06FApVXR2dga33XZb8NZbbwU/+MEPJEk3NzfLfbfffntw+PDh4De/+U13OevXrw9tuw/hRo1u8jAaKzUwQTNyg7R1WP1dHSbi1+OpXcpNki7MIjXJEup+rPv37x9Mnz49GDRoULB69erg3nvvDQ4ePBh84QtfCO64445g69atwWc+85ngT3/6k5Qx7rvvvmDNmjXBqVOnJHkj//z580Pb7ELKYWkLGYXS08EEzUgNxbaQTFEKOsmZwu98icMWn6x3AGGx1FEYP368tIpbWlqCPXv2BE888UTw6quvBhs2bAh+9KMfSQsZBH399ddLEoaOfOmll0qLevfu3d2yxSc+8Ylg4cKFwXe+8x0pb/z1r38Nrr32WquF7No+FyI3XX+GH5igeyB8IhvyDhuRpnUupjJ9y/aJDtE7kIkTJwaHDh0K6urqgg9+8INSlpgzZ07w8MMPSyv5yJEjwWc/+9lg2rRpUi8GEWMfyLu+vj5ob2+XpA0rGmVg1LBy5cru+pD+73//e3edS5cuDb773e9KbToJoqQatQMotXsuT2CC7oFwdaoR8v4QURSHao3FedVomhauqY16PXp9aDPkhWuuuUaSKrRhEPGdd94ZzJo1K/j4xz8ePPvss8EXv/jF4He/+13w4osvBj/96U+lBQyLGWSOqIu1a9cGCxYsCKZMmSKtaJSL9c033xyUl5dLK5nwy1/+Mhg2bFh3W7Zs2SItcpC7z7n5OE3VzkiNwGH4gwmakWtytsElKsJlEkuYXhr3upjKRFlz584Nvva1rwVLliyR0gWsWGjCaoeD7dra2uDNN9+UlvLx48dlFAas4i9/+cuSYNetWxdcfvnlwS233CLJGnj33XeDUaNGBVdddVXw/e9/v7veF154QcY4QwpZsWKF1KIfffTRYNKkSUFHR4fT+fhGtKjEXEoTefIIJuhehGJZyknqVaM6VFKO46jzjSyIG72hg/JCIz569Ki0nkGy1113ndSKQdpjx46VaeDYA0CeVD/ki71790rJY968ecFXv/rV4IYbbgguuugiSfYAHIEgfQBrWNJPP/10sH37dhm5AZJ+7LHHZFugUWNxRRKNnsk5GZigYyLvsoAJpdZeQB8u+yDKus7autOH+CBmhLo99dRTMhZ5x44d8hgkB5Do6NGjg9bWVpl2woQJQVtbm9Saly9fHmzbtk0SNMrcv3+/JHiQOcgbQNqvfOUrUnOGo/DEiRNSItHb44Ik14QJOV0wQcdEKZJdsZD0Wtl0TN+4YVvYW5z2uNavYtmyZcHXv/714NZbbw0++clPBk8++aQkU+jEV199dbBo0SIZCgdrGOFzsKLh4EPoHMqCAxGOQqTBRJMf/vCH55SPdEkRp0NkUs4OTNCO4JswH1DJ2tfpaQr7ikNCcZ2tmDQCSxkW84ABA855/wXIeNOmTZJ8H3zwQekExMQTWMrYB4DICbCQ47bbJVolzmglLA8/P/HABO2IUrSYXSw9F6kmD3KOaZZh2GSQsH2qvBE3rC6qPlMbQbrQj99++20pc1+/CjwAABVNSURBVCAu+ZFHHpGSxe9///vgt7/9bXfZL7/8snN7THWZttX26uceh0BtHV5akTEMJmhn5Pkm8yGqqDQmUi8mOZtC1vRjruevptctaBu5RZG3Txv+8Ic/BH/5y1+ktUxW8b59+6xl+8LFAap2dGGjiKjztuW1OXQ53C4emKBLFOoDlCaBJikrK0vbRKgu9ZksPNf0rtfWptma8oGUMbHEFT7n51KOT3RFXOnDFgPN5BwPTNCO8B0CZ211pi1LpNHmrMjZVq5PfSZL1zS0N1mErjKQa7td4JLfh0QLEfpm6hAJxZbIShVM0BkgrhMpCVwiFsLgq8UmOZek1yFKVtDT2fa5tiPJeYaV4dv5ZN3x65a27TejcGCCLiAKRc5xUQhy9qnHlM+lIzHpx/htmh4eRfZpXVuTzBC2bXLghbUvibNPrV9dx7W6bWmZ4P3BBN0DkDWxJrXOkyDNusIiDGzEb9OW40SAhMkptnbZSNLk5EuTAOOWFZaPZQ5/MEH3IiSxXF2R9jA8be00SlYwRXOY8qftoPU9tyys0bhWuO0aFcIX09PBBN2LkWXURVaRJUmccSqxmso2bZvgQkClQk5RTlJ1v83K12HrvFji8AcTdC9GFgSSBWFRuFaY089FQ7aRjEsInqncUkHaETouoXa2/4LhByboHoZietvTComLU6drZEfakSp5Ip2oTozSJIXtHrN1hnE6QMZ/ggm6hwEv3ynWg1BIi1xHXCsxzGmYVLMPcy5mAVsdYZEjPojKp0obplFPnjqzUgETNCP3yHKSha3sKGnEtUzAhxTT1LVtVm7WCIs8YfiBCbrEUcwQuDTgIkmoiOPUiwsTYcexgF0dcUCYxelL9FHHfa570vrilMlggi555JGQfSMrkqQpZCRFoa3PLOuPui6+UohL+jzeq3kHE7QjuPd3R14eRNeQOd8ySyWETkdUZ5a0bJd6GH5ggnYE33D5g8kJZYsiiArRU7ej6lD3l1KEgu18fWKfbelcwEaOP5igHZHXmysP1orPgxxHrlBJMc3/wcWB5arTZvE/xHUKhk1H93G4hnVYrjq6mofhDyboEkcebvykerMey+yazyVG2UVrdc0TFeeddsSCbxk2B2pYbLINYaOOuLJQXo2cPIMJ2hF5IMKeiigr1WUmYVQ5VJYL+brUZcpv2jZZsD6ygc/IxGUGnytJpnG/l6IMlDcwQfdQ9JRhJV4RarOukzz4UTHCaV0/EzlHkbfpvFxD7uKEx9l0fH1fWCdkawNbzcnABJ0i8kSKRGquMwuTxPmGlZc0j8/QOKrOuPHi+rXx7Rhs8dSqtm5Kq6YP05JN265w8QnYOgNXuYcRH0zQKSIv5EyIE4/sOxSPKi+NPDYLLWlbfXTYNPXlOFZu3Ly+9UR1BFHps25jbwMTNMOIYkck6HldogcoLRAVMhflmPRtX5izMasOxLcsH+3bpW71/9D/nzyNJksZTNBFQinewEnanPRcVQtfJVaTNqvCZuXRPkhAYdAtZ1MHkNR5WQhEdSCUxsViVrfV8qNGGWxZ+4MJukjIw0PrCx8tO2qfL1SiJV2dFnIkuhCAGhUCRDnI9Lz6b12b9ikv7DyzhqmDi7p+pnPzsbgZ/mCCZqSKMGvSh3x8yJKsYEpPH4cNc3zqzi9bRERUe5MSlMmy980Tp86kcJWQovIwwsEEzUgFLqTh84DaCGDUqFFBdXV10NbWFrz//vvBqVOnzstHhK1+xdvkWAzTtX00ZJv26hLxkaYzVW+7q24fVkbY8bB2scSRDpigGakgyqJKC8eOHQs6OjqCAQMGBOXl5cGYMWOC48ePB52dnUFra+s5hKhKISpZ035bCF+Urh2VPgkxRiGq40iDnAGXMnyiN9h6jgcmaEZmSKrHUj71wS8rKwv69+/fvf/o0aNyDQKeOHGiTAOiPn36dHDixInudqgWLpE1iLqlpSUYOHDgOfXZ2mGTS2zp1bpNpG+zQqPC3Uwdgmnbh5xtnVLY6ML2/5qch2w9xwMTtCNK9QbzJUZb+qTWcNy8quVL2ypBqwusa/qfQLqjR48O2tvb5XZTU5Nc63o1LG9TW22OxDhOP5/9+nHXdD7tCZNbfOo1dTLYN3ny5GDXrl2RETKMaDBBFwiF8s7r8K0zTa00C1DEBqBblbQQMcC6xm8sIGvkBWEjzcmTJyU56x2AXq6+P+vrkJYhYNLcdatXr8+1bpKMhg4dGlRVVcnRysc+9rHgyJEjsmOEj+DNN98M/vGPf5SsYZMXMEEXCHkhOB3F6Dh85ALd+QaJI4xkTNtE2CBk5AdA2NCyIYdAy3Ztr2m/bbtQcImYMGnKeiRLFJD2mmuuCSoqKoKGhobglltuCbZu3SpHLpdeemmwcuVKKSsdPnz4POctIx6YoB1RyAevkA+6j66aBvQohyiY2meyeqOAPFhIwyZygsWHaBCXdqtrkzXqErWRFLq2bWoHpTM58Fws5rDIlvr6ejkyqampkZbz+vXrg1mzZgXvvfeeXA4dOiQt63/961+JzpPxn2CCziEKbYUVsr44Gi6I1ZXYkbZfv37nrMlqhiUNqxkLLDySP+IQvs3p5xK2ZysvamSgI8r6NV0zF2vZlgbXCU5VjESWLVsmpQxozZs3b5ZWNYCRCSxqOGx3797tdT6M88EE7Qi+ubJHlANLX4OA1UUlLJWIQSi2t/q5RmT4SjH67ygy1Y9HSRSuZSW9b9VzwDV86aWX5LUGEOJIFjWkD4Q77tmzJxg3bpwkclO7GH5ggs4AxdIiSx1hBErXFPHPw4YNk9sgXiJiio+2SQy+1qtrXjWNjRTjWK1JQ+fSisNGOZAw4AyEE3D8+PFyDd0e/0VdXV2wYcOG4ODBg8H+/ftlnXAOUtSM2n42cvzBBJ0BegM5F6oT0h9qzCCk0DmXfK5tTHo+ccPpXBBGtiZpxbVD0DVqSEGYqQmrGJ3gzJkzg6effjoYPHhwMGHCBJlu37590kJeu3atzAOpAx0lEXBvuPcLCSZoR+TlxsvLQ5BFG8JisAkgAzj5fMoEfKSMsCiTsMiNLP4bUwy2ydHn0xGAiCsrK4PLLrtM6siXXHKJJOQLL7wwGDJkiOwE//nPf8qIDNQJ6eLPf/6z3I96oDmb6nSVgRjuYIJOGVkTaB7I2QQXMotClP6sxjrHnTCSFonYoiGy+P/j6sloBwgXDjtYw4i8uOiii6RcAWkCUsW2bduCHTt2BFu2bAmWLFki923fvr3bMQsQMevtMbUzzBmZ13s3z2CCThm99SaM64CLgq+V5lKeqzUd51hW5BwFyBAg1ZtuuinYuXNn8JGPfCSYPHlyMGnSJDnqgDSxatUquSAEDtYx0sGJaprM4kLIOnwiRRhuYIJ2RE+56bKy8EwPZxr12Mgiq5GKLX44SRmux1wAEh40aFAwZ84cGb8NyxiA8w7SBSaQQL5Yvnx58Nprr0kSRpRFc3OzTGc7tzTu77zIbz0JTNCOyOONF+eByHoChameME3Xp0zb8Thyh01HjnN99M4pTkSIzWl38cUXyxhjSBM4DiceCBqyBMLe1q1bJwn5F7/4hYysgEThIjXZQvbSCMszAaF5ohM5kqjwXggm6AIhzAEWlzSzstKStEPXS9WZbjZSdClXLVNHHKJOe0QUdT5RVjWIGFrvzTffLK3gBQsWyLBBxBNj6jRC10DUkCdQDr1TRAXeLxIlNbmSsesoAL9pKj2cjVdccYXUvUUHcnrw4MHHOjs7D4tOZVdra+vKzZs3/3drhQwjmKAdkfSBjnKAUR1pyQLFgmvdLs460+QU1zxptMEVuuxiagfNZkS4GggNLxdC7PDcuXOlBEHvrgARQ7p4/PHH5XtC8Nv0VjjX6JG4TlVT54gFnQbadNVVV52dOXPmftHu98aMGbNVdA4bxbJFdC4bvvSlL+3yqoxhBRN0AeD6gORRRgHiSglx6rFZ2y5IGtmRxnkiL4bzsHZhSX74wx+WRHv55ZdLZ11jY2NQW1sb/PGPf5RW8BNPPCEJGGTt48CMCr9T9+vrKMuZjoOM8a4S5ENoI6QV7Dt06NApsT3ygQceOOpxaRgxwATtiKQPbRoolhMmbKJEoeBy7i5xzGHwDRPEseHDh0viveGGG6QcMW/ePEliIGiQGpx1OP7kk09KrRhvf9M/xRXWVlOn4fp/6GnUbXoHCeKf8Ruxzug80GaE5cHSRwcCTRsRHyBqjALwe/Dgwb/58Y9/zORcADBBO6JYBJXUgeVSrguydi6qWrV+XCUx1/J822AiSdXiRLgaNN758+dLa/fGG28MDhw4IPeD2DDNGaQsiEuSGd7sZots0c/ZJJGkBZSFDgIx0GgXyPeCCy4Ixo4de0xY9gfEvi0jR46sW7ly5Uw4GpGevjCjht3RueANduL471JrICMUTNCOKJb8kFW9vtZiVnCVflw1V4JvOJ5KjrAUEU+MV2d++tOflq/UhPNr06ZN0oE3derU4Pnnn5fSBd4BYnPOuUahuORxIW2QJ2QIWL94T0Z9ff3Z2trao8Ki3y/ybxbrfwqL+FXR7tV33313t7D97LPPfnf27Nkzf/WrX3VrzIB63ek36hCE/6fIxjBSARN0ysiS6LIsO6/6t0mLTssRqYPKx5Af76MAUT333HPSYv75z3/e/WImvexCXzt6TeqMGTMkEYsO46ywkFurqqr2ig5jkyDQlW1tbX954IEH3nEpT5D2y3PmzPkqJrugswEJq8D5QQ7pejnVyY0bNx7P5MQY54EJOgbCiFIfoqb58BaC+MNihOOWmVZeHwua0pnyu+T73ve+d17eLCeg2MpEh4BJKJBSBBl3jhs3rmX06NG729vbN4vlH0ePHv3T4sWLtyWp5/777//bhg0bTo8cObIfRg3omFTLmdD1HpStiU+M4Qwm6BiIelhtx/M60yrMGozbXh8ytNVp6ix8pYuounzy2tpk0899AIsY1vCVV14JK/b0xIkTjwwfPnxXWVnZO8IqXiGs3D8/+uijexJVEoIVK1b8z7vvvvuzDQ0NlYKI+4Ck4SSEhANiHjZs2GnRGWxrbm6+Nas2MM4HE7Qj6urqGsVDWAVvN0CfUAKgWeofMw2zAG1Ik8Dz2hnoCOvETA6zNBymSSaV0HG9PVGjJupcoBGDjGfPng1n29nKysrmIUOGbB86dOgaQYDLDx8+/JennnqqIc55JcGdd955j1hhCW677bay6dOn13S1+8zjjz/eFJqZkRmYoB2xefPmD91zzz2/PHXq1BRh6VQLS6Ns3759fWH1wMKAIwkvKQdZ4wHErDBAJ3KasEDwHbb7QI8KyAthp2XJAll1aD5t1DsR3A/QczH1GtET0IpPnDhxbMyYMXsEIa/v6OhY1dra+tpDDz30ViqNTxkvvvhip1gVvJNgnA8maEd06Xxz9P2wNurr6ycsXLiwXpD1DPEA1ouHs15YSrPfeOONil//+tfygcWkBYQvYchIGh+BLHAicvqOnmot+pJHlsSvI62QPReN10U2CostthF8Ep0dn37C/4XJKMIKbq+trW0U98JWceyfoqN+fceOHX975plnor9My2BoYIJOiC5rY2fX8kfa/+CDDw677rrrDr/yyiuSlPGlY4RnAbCuMamBHnBM80Us7fz58zunTZsGq7wPJjTgFZF48OFVx2942Onbe+pXqm1ETvuyRpQmr8NFAkri4PPJY4o9tuXDi4pgGU+ZMgWd7XHxPx0Q/+u74n94S/zHS9esWfNG1/3AYKQCJuiM8M1vfvPISy+91FZVVVWNdy3QOxVUiQO/MXMLFrb4ffq5557r/lTIww8/XCvIuk6QwDRBBtMFgUwR5DxBkPmYpqam4aLcSrH0w4QIfFkZZaEOvGwdOjnJKSAbWpOFTr+jJkX4kG4YSZvINkpS0Nvmqxv7ELVNLsE1wldG8B8Jcm6YOHHi/xGd6+9Xr179RyZiRiHABJ0hxAO+t6amph7WL6xgnaCJEBBKVV5evk/N++ijj2Iby99s5UNeufjiiy8RxHG5yD9LWHdTBYnXivVoQeTVBw8eHCR+94e0Ql/OAOmgPljoeEcwNHQibJ3IAdVCDyNgV/khqlMwQbVywyZ3qETrqlFDekJoGWbXQaoYMWLEGXHNjoj8OysqKtaKa/W6uE4vo8P1ajSDkQKYoDNEQ0PDsrq6uvq3336bZmAZv6eHY4JkV/uW32XFrelarLjrrrsGDh8+fFJ9ff1oUX+tIOwZ119/fd2gQYMmCgIa3djYOFwQPCzyckFWfWCVg6RhkZPzU5VWdGenKrmYpi3b5IywaexJwtlM5Ez5ITXhW3yirWfHjRvXJgh6j+g4Nxw7dmx5S0vLy4sXL94eWQGDUSAwQWeInTt3PnLJJZd87uWXX+5DEoc+jKdFDKEze7/BU089hXdZbu1aQnH//fdXic5idmVl5SxB5DMXLFgwWViU4wTBjdq/f3+lIOpyQfIDhVXZTxC7PBlY5DQNGqCpwiB11fmpyi1RUAncV0dHfdCK4bTDWljFJ0TnuE+czyZR/5tHjhx55aGHHgrt1BiMPIAJOkM89thjBwQ5fu6+++77mtgcVlNTM0gQRF9MBBBW89mTJ0+eEES3VxDGkkceeWRJsdsLfPvb38Zbyt7oWkLRZZlPr6iomDVz5swLYJGL8xojzqlGkGGNIPnhbW1tFXv37u0v0vRFB4WPk4ptSb5wntK7LyiShUDbcKCSRdw11bj7ZT4AvkoN5+v48ePPijwnBBk3ijTbBTGvaW1t/euOHTtee/zxxzmCglGSYILOGILEfixWPy52O7JAl2W+vmsJBch8zJgx82644YZ5sM4HDBgwRRD0qPLy8mqxPUiQaf+lS5f2XbFihSRhWN/Qx1euXClJGFY5iHnkyJGyPLz2cvr06e3z5s37Hy0tLT9bvHgxT0Fm9DgwQTMKgi4y/79dy3l44IEHhnzuc59reeedd+QnnjDBQxCwPIYoGFjbsMBB0lhjW1jX9wjif6aAp8FgFBRM0Ixc4Fvf+lbr22+//f6wYcP6I7qEnKqYjQdrGiAtGgTd9SKhnxezzQxG1mCCZuQGBw4c2DFq1KgLEBJIYYmAPhEHxP3+++8feeWVV/i1l4weDSZoRm6wY8eO319xxRX3QXcmglYjOGhyDY6NGDHiX0VsKoNREDBBM3KDPXv2fPcDH/jAfXAOgoTVF8erE1TgMKyurv5tMdrIYBQSTNCM3ACvtXzmmWd+dO+9994qrOVhp06d6os4ZkRsHD58+KzY7qiqqjra2dm5WeCnxW4vg5E1/h93XNjcuZ/L+gAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>