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Atomic4Dj Laser Lithium 1500 RGB (Atomic4Dj_Laser Lithium 1500 RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Laser Lithium 1500 RGB" ShortName="LithiumRGB" Company="Atomic4Dj">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>bab8aac1-d4ba-41b9-b597-14f16f80de52</Thumbnail>
  <History Date="04-05-15" Author="Nic Morris" Comment="Created (poor documentation)" />
  <History Date="02-12-15" Author="Ermanno Valvason" Comment="Removed cells, renamed mode and added reserved channels (documentation is wrong)." />
  <History Date="02-12-15" Author="Nic Morris" Comment="Fixed wheel mapping conflict." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="17-07-18" Author="Nic Morris" Comment="Created from Prolights Wizard" />
  <Manual Filename="" Summary="" />
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      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Update="Pattern, Zoom" />
      <Function ID="2" Name="ILD" Display="'ILD'" Dmx="1~40" Update="Pattern, Zoom" />
      <Function ID="3" Name="ILD Sound" Display="'ILD Sound'" Dmx="41~80" Update="Pattern, Zoom" />
      <Function ID="4" Name="PRG" Display="'PRG'" Dmx="81~100" Update="Pattern, Zoom" />
      <Function ID="5" Name="PRG Sound" Display="'PRG Sound'" Dmx="101~120" Update="Pattern, Zoom" />
      <Function ID="6" Name="Auto" Display="'Auto'" Dmx="121~160" Update="Pattern, Zoom" />
      <Function ID="7" Name="Sound" Display="'Sound'" Dmx="161~200" Update="Pattern, Zoom" />
      <Function ID="8" Name="DMX" Display="'DMX'" Dmx="201~240" Update="Pattern, Zoom" />
      <Function ID="9" Name="DMX Sound" Display="'DMX Sound'" Dmx="241~255" Update="Pattern, Zoom" />
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    <Attribute ID="Sensitivity" Name="Sensitivity" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
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    <Attribute ID="Patt_Mode" Name="Patt Mode" Description="" Group="G">
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      <Condition Name="SD" ID="2" If="'Mode'>1&&'Mode'<6" />
      <Else ID="1" />
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      <Function ID="2" Name="Folder" Display="'%.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
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      <Else ID="1,2,3,4,5" />
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      <Function ID="3" Name="Shrink" Display="'Shrink %.f%%',0~100" Dmx="160~192" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Enlarge" Display="'Enlarge %.f%%',0~100" Dmx="193~223" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Auto 2" Display="'Auto 2 %.f%%',0~100" Dmx="224~255" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="File" Display="'File %.f',0~255" Dmx="0~255" Iris="0~0" Zoom="0~0" />
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    <Attribute ID="X_Pos" Name="X Pos" Description="" Group="P">
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      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="64~255" />
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    <Attribute ID="Y_Pos" Name="Y Pos" Description="" Group="P">
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      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="64~255" />
    </Attribute>
    <Attribute ID="X_Size" Name="X Size" Description="" Group="B">
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    <Attribute ID="Y_Size" Name="Y Size" Description="" Group="B">
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    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
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    <Attribute ID="Node" Name="Node" Description="" Group="S">
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    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
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      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~23" Colour="0,255,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="32~39" Colour="0,0,255" />
      <Function ID="6" Name="Purple" Display="'Purple'" Dmx="40~47" Colour="128,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="48~55" Colour="0,255,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" />
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      <Function ID="11" Name="Blend" Display="'Blend %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
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    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
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    <Attribute ID="Reserved4" Name="Reserved" Description="" Group="S">
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    </Attribute>
    <Attribute ID="Reserved7" Name="Reserved" Description="" Group="S">
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    </Attribute>
    <Attribute ID="Reserved8" Name="Reserved" Description="" Group="S">
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    <Attribute ID="Reserved9" Name="Reserved" Description="" Group="S">
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    </Attribute>
    <Attribute ID="Reserved10" Name="Reserved" Description="" Group="S">
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    </Attribute>
  </Control>
  <Mode Name="24 DMX" Channels="24">
    <Import PearlRef="UKA4LITH" 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="X_Pos" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Y_Pos" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Patt_Mode" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Rotate_1" ChannelOffset="6" Wheel="15" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="19" />
      <Attribute ID="X_Size" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Y_Size" ChannelOffset="10" Wheel="21" />
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Sensitivity" ChannelOffset="2" Wheel="27" />
      <Attribute ID="Speed" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Node" ChannelOffset="12" Wheel="26" />
      <Attribute ID="Reserved" ChannelOffset="14" Wheel="120" />
      <Attribute ID="Reserved1" ChannelOffset="15" Wheel="29" />
      <Attribute ID="Reserved2" ChannelOffset="16" Wheel="30" />
      <Attribute ID="Reserved3" ChannelOffset="17" Wheel="58" />
      <Attribute ID="Reserved4" ChannelOffset="18" Wheel="59" />
      <Attribute ID="Reserved5" ChannelOffset="19" Wheel="60" />
      <Attribute ID="Reserved6" ChannelOffset="20" Wheel="88" />
      <Attribute ID="Reserved7" ChannelOffset="21" Wheel="89" />
      <Attribute ID="Reserved8" ChannelOffset="22" Wheel="90" />
      <Attribute ID="Reserved9" ChannelOffset="23" Wheel="118" />
      <Attribute ID="Reserved10" ChannelOffset="24" Wheel="119" />
    </Include>
  </Mode>
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ymCqaeH+sZmirIu7ynq5MgobQeaaFOYXnvqmsgJATB6paOwfaWDopBxzakkd5OP9fclhp2TpqcMgIM8kdSTUtDg+a7cunl4uNjp/SGuDgn4BL0WYbW1ta8/QeaPrp161rx2BulQHCi+MHrltgrG9ex3ozsNgmQBB6iiwsnU8X0MnM+Hr8lUiVG0wGyllY0Xq+8+Czd/K73fV8seuJCidktKChAXOJLxosoO0gPPHCf973vfe+ExQvnLRekPd3T75kajUevFNO4+XMQkSLJW5Ao1e3fwVY34tLxncSNkqtkRIUkEs7kDAofMqxmbOE1anVj/ah47X1rB3V1df1z0B+cK6z+RL4//42GQw2bzrUnHBcnBpegzzJE8iO3rN7+XL5KsCYScbaIpfWMtG6QqpHvRgcP6fHPMmEE4LhcsQ4kDxVOpI3tGg/H6Znnnp/46b/8yD+IWV86tVd37uDee+8FXw6I1/P88us6+H333ee9++67s2dOnTLD660o9yS7l8Tmzyn0eG54e/PRTkome+cdaunMRfhg88GDHHmCeHUQN3wFcAxy4g5/ZTppe5UoEUAzHJKwpJ9+8RlK5tFi8WkxBgD0hXz33Xfvrqoa/PCECRNeP/13xsXphEvQZxmElbQS1lhvfypZJODL4z6C+NVC52Rpg/TYZxkXjAgAkC60ZJCztNg4sqOQLI5DkLXUSyUkgccTvfT86ofpovnzP3fTNct/5vP5Gsb5ks8pGMSN0W+H/go9EzYeaCCXHDhwQJs/O+wV00XZ2dnzPMmeWZ3dQwsEed9wcO/eoocf/yNryyDqVEBfwpa8qJleRMRSI3xS/z71yJDaXdtne776jWeWL5n6zgkTQi+ftot3cdrhEvRZBJQLraya+bYuI01bU7LYAr4s6k30UE/SrxffJ73uBsi4RBADJ54Q6iuDP3QLzAwgi3dyGJckc8BuUUugAt2e+kaE3QVWLrv084KgP3vKL/Q8hhKieEB/Bf8EP2VXV5d2/aqr8VRyL6zpWEwStB4ekiaAWD2H+iyjU9mr69bSL7/39fz+v/zUkyuXLZsv/k4OjO9VuThTcAn6LMJNN91U/PSLr85GIoYKFLpnRElY0nG2nKFDw1EFCWP5O2/mdlC1G7ZTIx3Wf9vil5xjholppuQhLWoJEHWPIYHwNOmcgLC7l167/q9vvn7lg+JReuNpuPzzGiDuaDRa8OqbL7FGnWJe3Vq2lf7QdWhKK3tt4onnnoI/omDKf/zkySllRdcGAoEj43wJLs4AXII+i9DX17cEac/DgQvTGzo04pshbSCqY72wyjAflnacgkzIrHMm0k0xSB2of4GsN1noqMemU3ccaYIV7b3qisX/+tZbb93iVmY7ObS3t1/6P798+GO/efBhDotMIWGNudPI/Krk12cpByK3EvNR++MnD/zo4n/9yj/9YuPGjTe739H5B5egzyJ4PJ4r9CQKvS58gvOSj1NvSx8TLyzp3v4ePa3Z0JChO2+u3c7kuvjK5aYl/dqW9YbVrJk/cq41ISaQ7YbQOsT0qgktkqTxjigERJJs2HbbTdcsffsNYvGTp/2GnCc41nds0VNPPvP07371i/w0cgbUlHIbVHK2pKGT/jSE8qmzL6q+4a6/uO2/1q5d+0mXpM8vuAR9FqHpaNMlyHCTGnOctWQ/k7NEUXGEWlvaaW+LURhTSe2uyI/Q7LmLmaDZUWjbP+QOLVlIFbNmsTzCWXCGJS0hLWq/5qXGw4fpod8+SIV5ga9WlE16oaSkpI9cjAmCnC/57e/+8PR3vnX/RPSB5ExPQ24yy5xqiRT72q1psofopWga/8PZ+J1vfR0fPyJIGlEd/z3Ol+TiNMIl6LMIvT3HJ3d2e1Mz+HcbNwvcswbtOc6WNT4mjDxhliYS3fTYIw8SiResbPnorId0pX7gWu4QoQQmACvZb1RqRv0IIJm01ntDVThhlV/yhb/5f58UH783jpd/3uFY77GLX1iz9pkfPvDdSVZy1knWa3yHRjE9q5whgzbSoOYb6gBJ/+Kn/4kSq/9xz903DnizQw+O31W5OJ1wCfosQXt7e36sp3dud08rOwFR2yFeOESRYNiyXkAQcVJYzHF+VNZJGFYvOlhzAf2Ys6/IzEy2dVBhkvak13gDUYO00RUFFnnTkaZ7c3JyfhMIBI6ekgs+zzEwMDD3xTUvP/PQL/9rMgpZWTvOGIkpCYVoMyQZpkd3JEwHogqE4j3x+99lF1dVPbDqbUtqsrOz3zrpi3BxxuES9FmCrKws79BQIkd+hrZ8+fwFdM1176S+zigXwAdQJwJW9q5tG+jNdeupD9Y1h8+FOW07y+Oj3pYesiaupewt6QgsSFpLDoOI7eQNksbq0LhXr14T/NiH7/qyIOhPn9orP//Q398/be/+vc/+7Mc/LHnx9Zctrb1UeA1Jw0+FlCwc0vtAyvj1TDtHdI74PmXauFRF8JT14uvPEn2LghXf/8GjxRMLFrlNbs99uAR9lgEOQkRnwBHY/uZ6U4+WratkZbqOQy38I4V8kYgmqG57P3cTgXYcJxCCImson0D8yEbrCumf9X6Aft5OVktWZQ7ETmMZCildPHv2x1ddu/zHwpKuHc97cC4DqfpH24/+7Nvf/WEZHLUad0FPyVapLEJiMi6vmkqzps40GxOkklLSgRrSV113A0+vefZpo+a0StJEGBDyv/Nv07/3zW88gcqHF0q6/vkKl6DPEjQ1NcW9Xu2QsGzLG41iRtAWa4x2UOiSHUUrKY/4QWKxoT9z2yWu3RAzEx7UCsc5JKtBANZ4rVnTK2hq9WLavmEj15PWSdoKWNXILqzfuY0efvyPOUuXLf7WN77xjXcbGXUuFDQ3N+dGu/sf+ed7v7bqjVdeNOdftHg+p3nHY3GKFPrNcqbIPERHlvzyEirDoGnEv+/YJctkp8fXLVqwmC674gp28iLMTv4NmIOw+PD4H34Hv8GKO+/++GNDQ0PvdruOn7twCfoswdy5cwcaj7yG0nPlkCo6jujWrPwxmyQbV2xjqSsr/6cFAWiWTybQBHZifimtXLacrXbZKms47K/dRHX1B9/5pS996e3io5tirODQoUP+QCDwyEuPrb52y5vrzea5GASvu/FdFP3VL1heAiFLSxlfiazpLfs22lPwU9BtZfR5vOyS6uNL37Y4CwkvBxuaSR2CJUmj6FVJ8bRVd/3FbY+KgePdbgTOuQmXoM8iVJSWbgpOmrKAmhuM0LeooltqlnoM6o9yeKTCsvB4jQQUkIEnFKHq6ggtWbYs2XOcSJCKB+EhGBDsWeBsRff3cjGmX//vr2jmV7/0n+LxeZFbUU2H1+v1bK/d94Of/Ow71yMRheueCHJetmApffyvP8PrPCUG3YpZCziCBlmgkLCi0Q6WNrr2NVD9vm38VUWjUWOv1gFVRnigCa/Aw3fd/fECnxZ+13e/+e+kecj829BIf4rasnEvNR7+F6x7zV99+CO/Eud4u9s+69yDS9CnCaizcfvttx8fbp3iooIDRWUllLMrIqytXocHXMA6V4ZlqbpljhHClVrfmuIAS62iqJRWveN2qq6c8iJdmYw8Nn3mgu07t+hZhp54WrgdgOzDl15YTYsvXTT3nrtvfK+Y9euRrvtCQFtb2z/865e//vE/PPJrc0CdXjWdyfn6q68euv973/UiwmZidy8dNjqbA/jOdmxaT5HiEr7fsWgTJWzflVzPmJAySP+0yuJPv+c975m3ecumqat//yiHYaL0nvwrgH8Cbbd+8sC/o2/ibYN9g/8sSPp+l6TPLbgEPU6AVSV+uEubjzZ/sLGlc37AH6p4c+PWxhnTKp7+4Q9/+HUnDTeZTL5VWVLCj73cPsOaNqZ+4IVqlpn07FvJWUIzm6fCQm7cs4c1zJuQpELJX1ZXVE1ffvW1TNAeW+KKBDsfE0OoIo9wLiqfXf29+TPKH7vQ9U1h8X7x5//70NeR0ecxZA3gHTdfT0uXLW6M9kWfrt9f9wlVugBZ64Wr9JrP8Qb1acj+5Vl7JUKa4rU07eDsiorP3/OBDz+6d9sWljo0o4606TQUr0MN++k/v/fvFApP/Mrg4CAktP8clxvhYlzgEvQ4ob29/Y7fPvzIQ7t36AEPhuVTMX3qzGU33HTLTWL5dXYPeyAQqKmYXc1OI5/RhJRh8+prWoi7p0h9ui+W0LMENc1C0GbEgJINgfWbGupZ6vjTHx9BluBHF1807wdvu2oVvfzCc+x4ChkErVrSePdrelx0zZYN9NgfHpm46F8+/1eEwK7zFB0dHZfV1TfehOlZMyqfKSwstLTTEuT8t+I7/taDP/uxXoMbM8X9/fRH/oruvPvjh3Nzc1fVH2h+ENXrkKgC6O2wokYPyXS/QQqyXKz+SdJ2lyfbXCPLn/XYymWX/mrHBz56z//89D+MEqbp7bQQjvnD73+bjn3q09+5ZsnS2qxA1poTvikuTitcgh4HoKj7e+54z6c31Gyg8JDezDXZNah33xY/1vCkkssvnXfxx8Xs76rb9ff3d04uzOEwOL1lVeoHbLerAsEQIWq5jYx+hIY5rcbcmpa0U7UdAdTaKHquZEUgb8Ks4khhYunbFmsgaFk72i5zMEkjszEe5zjsppamT+3fv/97ixYtOuZ4gHMYPT09RW9u2/XohtdfL0Xs+Z133vX3YgBdkJOTswvLBxODb3vi8ae/8tj//YFkliAAaWPl7bcfmz294jODvYO0q67uCr16XYLXO9SS3l3FEnrHcKBs4ztE2KV40ireu3evDz6A3t7eT15/7TVXbHnl5RnPt3Rw6rhTij+iSoLBgtyK0tL/qiqfdJUYPDI3THRx1sAl6HHAl770pUsf/r8n3obpDm+Q8vOKqKJsiKh2DzU0N9CG9S/TyiuXfW7urCqToIU1dv2fnn3pJ2++8hp3mkaEheZv5FrOKjj7rNDH8cwgce6MMpks3n9ZTwOwJ0cAiJeG9Y2uLSjO33q4ueSqG66nRZddJQjmGY7oyKRDQ/4onVzKOurufU1VN12zfIqYvfekb9pZhobGho+te/JPpXDKJXP8VLN1Nxj4xZJJJT9pPtK8cvXTa1b87le/8OBe4WkmKgYtkPOHP/EpWjinas+mzds/+MRTv1+1ft0mveaJHGwdYpxT5GztrELGVpqROQiiRVfxJ5/48403v/uGVwYHB/+2vLx8XfHE4o/e+sEPPtfW3ZSDjuB2YB+w2J956jEM/rPu++qXHty1a9eN5+PAer7BJehxQHd39wo0GJ0+dSbIjwryh9gh9yL9UVhmA7xOS3t0clXfJLNb8xs1Nd/42Y++UQXSRCgWPP0oJbpX/LCkppjDHnrnB2LZwsoepqUnSugknfRbwzNAHCDz3p411Hn0AAUnTeH5TvHQKnAMJDaipVN2MnshnYcEvWdf84pkHtFVq66nmhfX0KO//CU9SlTSNdB/HwYnRLTIBgip/oPinrTso3v/5WsXiaeTi9D4wD5ASp3YCgdiVpy8ahQ7NOXvfPN+enH1o0tmLLx87fXXXPPsjOkVD9903cr/EH9zf3Pw0NcNqSP13CUdj7HoEYIjs6is5Jq//uSH/0HM/OqpuFcuxg8uQY8DxCPoCvSiA0B8RWWXE6QLAO2qUBL0WH/cJx6X0eWVCdoTP242cJX1ns2+gUbxfQDWlixwpHbntgMShSQQOzGrwDrt4lR31IkPdftZH8URhgPKlOIc+uKjC/Q7FyHufLikeBqVT55ENaSnu8eicXxRvFyz3VN8hjUt6z2bBa4ckCp0lUI6OTtvC+xtqGWi1l59JWvLKy/fcPk1190wb0H1MRKWfqqmt9P2gqSbj9Djv3+Ips2u/uJtN6z8ud/vbxruPrg4s3AJehzg8Xjimk+jHbveYklDWDqCTPUyvdAQZ069iMqLg9ZtArpkwQWPhIUqHlepMDLR+JEbSQrifWgUnChrOo8EyBV+ZCoaJK2fu1XaGE7q4OXkuVK8/WHkszrHEMjdLgbZJXvq66mx24icyIWlbCVmPJ0kFd3fbNabgZx1IAInZTInbBE5maBGenCUhsvtmAMAACAASURBVLCIV7/0BNf+njW9gr2H0hlpP15qUuOBZN/u2vycG66/Qsz5v5GP7OJMwSXocUDQH3xsUrjwdnQVzfFFuKtztOcKQq9BJCZs3FZLxVVVNHtG+rZSotCt43a2zGJRPWjKiZyxvl3eGA05A9IZaOcGtfSonZylVc5RC3oBpyw6D1FZUhZ/Swyy8Akgg5KtYk9CT7O3xj/KEiZsFptyhDmwZoCiWyilOUaEda/6ltCX33i10yG80nYgYxrFmcKh0MgHc3HG4RL0OGCABl4GAecLIs6LdHFLqm2bayjo87F0gZKi2T5/vK+vb19BQQFHfdxw0y3mz8uUNkiXKtBDEAV34jDUPHqcsqo1Z0oPVmWOTMvtkGVGAY9ShtTJij5fge/j9vfdfiWaJ0iHbSjUQR0tHYaeK51+aoK1U3KJU/yNDWNUiTKt7kzOEprlHX8/eX6/XqjFxVkNl6DHAU899VTT1VdfXSdIeSbIuLu7l954/lnKy8vhF5yHxZHCIWFlTTzed/zyz3zmM7PWvL6pGtuq1jAM1Ah3eC0c7nAWYDtV4pAOP04yIasDMOkgYcvqdcMhoSRknCswEoe+Ke7zPWWTJ+3PLyg4kCTPUGlRcK193c9+9rNL39xae3EwWErlZV4K5g9R2bSZTNZI8sE9xv31GIWsgFSXFDJLgaop9moFO5O2ZVNvde0R9OfMsMV+mNX/U/tSn8Cy/Dw/vRC4i7MKLkGPA5DSHY1GD+f6tZn4jMQTpFejOC8y+IKHm6mxqSnQ09W5J9rTS729vbRj2zaWQ1A7R08FTlnReky0LntIndq+LPU5YFneYxbql3NSv0lZkN/MEpRrJKxJjnAIes7B3zLqMsvp9vb2j71RU/PFXz34C1SEK64sKbkCJFVDdJd9u+OG8zM3WEhzgvrgWFJJNHugmprnTOV63J6BuFl9Dt8tfAuQr/Ddyfsvibw/BiKP6+RtSBpDhoE9oBArE7esUqicT+aOhZmQSg2X2w8Ze8FAIR2J4glufX5+/qj36uL0wyXok8SBAwe0yQIOi7aIx8irMIGoDcRCHzpcz+FzsMSQxVcQ0X8osNSQDFE9Zx5HfXR5wpRj1GzAjx2hd9KytkduSKeijIuWnwFpRdszAlXov9W4o9xhwtgeFmMasjDsBNNmo0NMIBAIp2+gYwJNqOjq65qO6VC+l2LdaZnvBS1tnYsxMXS8l7xZtmYCQ33B3p7BhT3HhhARA8mI34dSZqK47KFKXtfvpfbWGO3auYmJFKGPgNRh+5IeyvVZrda8LP0FEu88PkB5A+L8/H5B1BdRyUDc3M7o7JvWUEElcKRny/BKta63+t0hesZukZuWtWJ1y8sbsHRstyLHLrcoRWgxAPT26/di0cKFT83UtI9lZ2fvcNyRizMOl6BPAh0dHZ/r6U/+/ZHtu0vwOZA3gTxek0ji0KGvET/wZkEInd0cTWcW4G+kJqJWfcWC5B5zn6gyl6K7MBfYUS0zaZXZgXkyEgNI156dtWgpZ0gSd+pNiPZbfAz8J52EgkDg/PzzK5veL4jwHeo++5hkPLiMSLz/GMWO6IQ4XFieSnA+zcrrmJcJnhEqgSCWWa7X1d/PUgV8ASjb2awcy35m6hERkYMhL9dvJb5cTxI3UJ8W7yBsTVjcwaCVtIlmWq5BEjggSZznG93c8ZQlYbfIebkceA1Cd5ZXyNGpDEs6Go3T479/FNd++af/8iM/fOCBB65x63ufnXAJ+gQRjUb/bu++xm+q8/RQOjPzz1+YFxCW3VTKzcun3OIITSoKManJR2IA5GvhmA69PIesEyynu0iXPxAjDYvL/mPN5Ax0yiS0LldjelP6s6pFS5kEj8bqceD83Li+pkCQT8FwxwA5xpK6lusElZDVac2wajVfaead24x3O4mqKDAGiBRxpgPEjXN1IlBzPzk66yPDEAh5hsyBwD64SKjzg0z/Pibq/JzUQCj32xVUb2eVSdyAU4cdO4EDVo08mPZ3gFh2/C02t3au/OxnP3tdX1/flm9/+9tHXaI+u+AS9Ang2LFjF9fVH7wX+jFIGMCjNpCXbXWw8efwRFQTo2OllTR12lTqFIyHPoOIEtBD73osOiYg3+1AbLQTMv5Qff2O5C11Z/sP164/2yURbIewv0KtkErnzOfrOR4vkU6nMeP4CSS79GQq2jowOp1c82U+V62slHIEgQ+0DcnayyxRoEiR/H72G+VCgUz+APgTADnQIkFJAv0g8aRkhyRo+Q7gbyOoEraYxt9KHsn9pZ6ynCBLm6rnKWUV1IX5yQM/Qmbh05B75i1etufPf3r+OCQhn7/wrUmF2e1eL84lebCkKFQvt08mkwdzcnLq0w5mQ29vb3zy5MmZw4hcjAiXoE8APT09X27vas8Vf8QWYsa0/CyhEjZ00tLKqSTtQWimcBBCBhjsitHRDp20YVkh+sNO2sCAQg6AJALpYLSv4+uBdq07ulSrO+DDytBEfKw/I1pEzyJMJbqoUR6wxnRbUm8kECkOcSfxTsO8zjudWYWjJOKRwLJEhvPOmRimIvEeFBY15ev3GISN1E+QptSVJ+ZTmgQF9CQ6dLkoYXROJ+vALRN98pTuCNKPYJ7DMCSvAvNB2HbrWu4D56Y6mqU/A0Wc0ChADsLiXGYp51KNbbA9jo9jYKCALwVPQngiwEA3KVxI+UVF5PdngdT57z2vQH+sKSkKtnZ0dBxpaeuini5df8srCNGsyvK/nqBNcDvyjAIuQY8RiJF9750fvN0+307MI80HQNgo7QmF91g4RJMqiyken2USdk88TkgZl44nnbTDFtK2E7YdTj9MAI+47IjilOSUTIL6H6gFYiccqJsgaCRshAqDtPjK5fzjhDWbd4pTVXDdEojXVT+fDoB4pAwC6ULq3EGfElo4KU9YwfqCPCZrn0nWgHn/fH2UhAzVr1cBlIgb09JtIJ9TZFYiE7p2mMkzz9biRv0enQhdhf3vw/73oO7LHlvfHsO16Hq4GrppH1TkUx2IHGGkeDrAU0BBxFckiLxIynp8DwXJ33nXB/60ctmlS2RlQBeZ4RL0GAGNLhqN1rS0Fy6U8445RTcYyHYofq9uJ5fr737CWwD7C6cyvWBlAypxw/JTrW0AmrBTlACg/hABkHMsEdNbJAmSBvFCi9a7fqc079Qjsthe7Kty3gy65JIVNPuial1qgDXrP7EkFrl9nrK9nYxPhpxxj6Qm7WQpZ7KeVY2atWNN16YlQNSwpk3NWHxVeaTfpyGPbsmq9w9PMf0JH1vNZiRMXPac5COmghjjerxGwlwYp5Q97BcELqzxzpQ3uOOIeuaH0yxzkOpwBC8B4g7kpSx0+4Aut7P7PnTndNS8LrVwlHmOzaksR7yJ+5Z32SXV3xIEfXPayi4scAn6xMCmkyRYGeLlBKf5VlJOrWOfL5cFAvoPh98EcadCyarF7/x4irgF4dm1bZA2gNoeqg4JMtYSzlqs0yM7Cs2jpx66SkOvNEkVFq4kahre4rUQsbKNff1TYTVL8h1tQadMjkOVmE8WIMpe47tOGlUG9Tuifw9Y4mhJk5H9Z28WKZHoFvsVNzQ+KAx1/Xz7KRXxLgke+8T+QKp6AlQKwxXeUiFJ207eGIAASfFyYEDFRJWccZcP72Pn5Ap0NXcxPFyCHiOMjLQQa86UFntrrJNOfHIdLLOTNpap8+2EL5c77d/vT7D+R6FiKhbzh4aKqSM2lZLHEuyAY9IW5NN5pJ4f1WH5IQ67uL2DI0IANY4aac263ljFy/BoKsO+8L55yyZ+TEU25EXz5+vOT+NccZ4YMLJ6ui3Ov6N9CQ5JGy3pZlovI9lqfjMeeTgMF71hB2SlTCF80nkIOEV5qIDs0NF20LQ+0WgB5MXfoBF7LkMcneg3oPnMbe0atURHG8Zt53KzfBjb9qquDIel2qXF7vMAsK46wKdFixjnbx9AQM5R5buUdx81rQ8c2lcwd1ZVhrvmQsIl6DEiHo9PrT/QfDEcIYGhXvFHC+eglaglUUnLF1BJVSV0zLcTup3A1eV28vYyKVuJx+8TPzjx8heFaBKfs2DpKRW8rLmznWZ39jLZgbCkvg0gDBCAhRwMF5InWzOJHiQLEoR1DshICHaCZgc4BlzGvMnKfdDf++NRmhwfoj5KUp9C3GYkhkz6OBknozivsZCvE2ScsiTldBq0EjOgJqLYwTKRQXR4+tDhbH2OlMqvyg9OOnNxmT5PdwamOxKdnI35SmSIJVIRjkBjUl4XCHwilYr99FuyXKW0AW0d0gt8GKgZQ5w3qSMtFjuR0Ek97kbzjQYuQY8RfX199yYFMSMhBa+8AuiPyGzLEcQUIJnZBstWascSsHTthDyS9a1a3oCT9W3fHsd2Oi4wDdZ2cYrYmbxJ17d5XV/KmsI8xHAHJhdjE0a2b5nlHGSoIUhZJ2lKvYuXJ2JmWxPuG4B1sR3Q1hHjQQBRINJy7htFvPLJwm4hOxEyYCdliUyWMyxS+5IUqaaHvGWCtJTthKzGx6chxzleXEZ/5CX179hjkLOpoSsDjRpOaE+O0gm430K+Zv/LqH6f1D9fuVyprMpYVD2PKmc6lHJ0kQaXoMeA/v7+qubWzntAMHmGASJJx4msqYBMwk6RYTppq1BJU13HbnU7fZbb2vfpZGWrgwfWl9uoAwQeALCdXDdX0Fi/IbeoA4ckWzxJAGpoYSAvdRyZZcn3yQjFqihNkUqSn0h06xv7TPb2seXd3dpqRrRkgiTcZJ51fiaZIhMhS2QiZsd9hSIWKxqRDAzl2CC8VEjk6PYrydjcn9yXIFHITOoxJbHKY0mwjNWcuSUaYCHeTDVPtfQPXk0moIu/CUtB6wT5PcpGtmLX1UvmIQQvrUiVi3S4BD0GCOv5X1raox7Wn7s62VKUhGInbElAOl8UmuQjCduMzIg7Z11IwjQtXMt6VnK1k7o6DZnFifTV5RIqGavLsYrq0FTJHiSKxAZVQ48qv/9oj76tTtqp/oq4P/JJBBA/WGpu1Qkd9wnbDPTqpMJJMIKgh3PYScIdKfX7ZAFrk0PIxEu1PGXiiSoLUH6KNIe1fEdAU0d32ryOpjqLdSsLMgHqWKymfmdMzzEJNGEjU2tVPjv8inPTtkOKJ9M3w19QXOzfyKocnVfyAodL0KNEIpGoFNbzh9R5kpwlJDnLaaUuh2lhS91aLe5jIdd+5z6eIGInks1EvOY59g6fyCWXywHByaIH+uMZpJgArjWRZtHbocaDg6zlvcJAB9SJ944jrXSk9SgdbG5mMoYVK5NCQHhwUqLYVEVRqTUm+RRgtBazSswSTuRcYMgJpFi/smCSCqckpEzOOPN4SgKMjGV3grXYqPrBmHDczrmGNZNrxnU0ZXmCCjm00c/adFzZXm47XG0VF1a4BD1KCOv5S4JMMhZKlkQDSOtZQiVrVQpxsqxV61iStZM+rMJO6nYdGZ/xDq0XgK6ctg8jXM++vZ2wUwOC1YqXpKw6MSVpH1O4T6bGH4kOUKyjjcusIpEB4YAHmg8LS/AIh4yBfGSz27jSqaS4uJQqbrrVck6SXEci7bHIFsPBiaQBSdTy25fZhpnKkMpyr5Z0e4M07dQ5fAOtTCs4WcNyWjOtZSv5pm8vydVvm09p83WrumL6DKoqqaLNb+2gQy37DUvbOIo4NEJABdLbj7tIg0vQowBC67bv2nebtAIz1d2QUMkagBSiatUqhiPsgJIKDqgE6mRpS2JVl4GU+wxiRlSGfZ2kskzdh0RHLGFZT5K7nbhT5xkz9yOJW43rVutfo+zn1q1rCd2v+6L9/Dhu6eXHRecp1RYqoaecZ3LQnSoCVuFE+jJJRVr3gJQhnBxrIGB2mCl1np1qPGsZpi3I1LxQWsOqXJGxgrR1H+nkbLWQ1fhs+3Z+5R0vzYh1Ry/OXP+AKYMgykM26EFJXYE5GU7OhQKXoEeBgb6BZbsbdk9UM/8AkGgmklYBEpbEC43VTtL2de3ORumEG05LlkQsidayTyNcTiXr4fahbifnS2JWB4uksi6WS3K36ue9lGs4+wCE2u3ft5/jqdGdBA1ME/FOdjJpdlpSGuYS2cvYDw+Z7Wef53jdSjq3PcZZr8+d0pIBNGAAKlCjQ7xQ/Y5ol0nSascVPewsoaebaOoVporp8yenS7NIEs7Sg7mvNOLOXObfTrYpgtYclw93aGxbSNlilZRR0Fh/2Mwo9Bjbe2S6jKZLPc2tsQluosrIcAl6FPCSd4Vdb1YxFovaHgEiyVrVr9PkEEMykSTf3qVbbXaS5HUyELBqIcvMQwk44ZIGuatySCwaS9uHtIxZElGOh0gLuS/BWhbnIksehoWN2tiwnEHO9Q31huWV7mwyH7uH46URMBwh8/UYiTtd3VZL2G4FyzRmJJmgBsnKZcu5QBCuEdfXdHA/NZcX0wyugtfBXcDVQlcoSoRu25bWVyoSGS4xYV9huAEqXRThe+iwSVw5mLR8LcuVZcauHMHLPQkKT5nOMdGxWBNnsGO+x9iPxtmLQ9QsCNwoHpux8p6LdLgEPQp0xjuXq04u1ZJW5zsVRnIibUnYUvpQyd+uX6tQCVtuJyUDlayRDCLLf/I0pcp69hnz7eVBebl4NR9PdRIJ5lnXAak3Gwa8XMeUTRQLG1ayTEqRx8F6KNzfKKzn2l3b2XJWiUElhbjyWVpZMiMNJAl5IZP0YJ+2l3K1p7Aj2w0p0lFBIPJ88JiuplaHJ5fSu993J2dOlk+epJ+PuO+tR1r0ZgxGar0ER3kUiVGgiLj6HTrlyH6GTQ1N1JuIKz0KybR+TQIfTXvvEWHU97AY31YLWR0Q47aRUJUu7IBPIFSsh0fGWprMYkn9XM/FTxXTyyhcyt3e2LHbUr+DCjvF00VSM4+ZPO7c6NiFFS5Bjw4+6fhS34crhCQxnAziZJXL8D0VTpKI3bqWpC8JGwQpoaZdm+VBbRXoJJGGlOxBe40NXl6YKuKE9UDaOJLMDJSkDkLOV5yROJ+WvfuYnPfW17Eum0nX5Ap7OJYggbBRBhVV/9BVu70lxvtQw9Yk8aI1mOp8U5MqGIl0U1XG60r9FAOAWhRowWVL6Z4PfFhYzZeifgQPjDVbd7NMgycBGXY3EhB5glfnzAO0o24/1e2q1+OIQc5Gg1ev2kFWwjHsbTTQMlrAqmYMoEZHuS+PDsV6eN7MeTOo41ALf7br037jnPKMFPQZ02dyrHXHkSaqmBqhd773U1RZUkITCvS/k+f+/AR/N7mFPmrd3yX2d2zECowuUnAJehRoau2cba+HAdiz+uxp2JLApYZc6JCGOxrYQ/acYMZdi3eQdY9RI0OSdabC+GbKtSBuJm1lPf5sELO5niF7SAtaEjuOjmOYxC7IJKbsB6Fz2w/t5x+z2kBAvYNmyyYQdMlkJoEOYZ3GYnEmBtz+eCJKOzat1++LIBZ7u6eMwQyZuC1pPHgX+rm1l1q34qKZU+na225ncuZVxfew5qU3aPeO2hFrcGRCZcUsM9oDEg/OO6AZlqXU3MdkQGeKUbZChsD5lZA4+X7p3AVUNq2K2p56DI9AHIHBESeCoEOhsFmGdtbUmWYDZMRhI/EG28FCxsCmBQJ6Q4qOKMetl1RWcj/O7RvQ7Fg8CfnFoBc/5piu7sIZLkGPAsLIYq/QSLG+mSra7a1v4HdYn+GQRpGCyJgsa7sUomrSTsBye1SIzMzL6unSSTRHHNtWD0G1mHk/SvU51eLGerxuh17gn5S2TbCgpUhz3EjfBpUh9hU/alhaklQdyZlSHahlAkYiIaheC5nLolICGK0U4BBhBvgND5YmrHTZdxHkjNoZU6sX0zVXX0c3XbeSLefNNZvZakZIoExMgeWMtlcFRisvJGCoNT2cokpkBMi8JZdyOve27Xsz90vPFLGhLxz2ktWY5RQpp0sYQGk4n4tfgYSFLcyDCBx5OL/ll13HmjquGfMlCpJV/I6uLLCOC8KV/FQTKQrx0xOerCB34T5keWLUWN9nKUXqyUoveeoiHS5BjxIyekJGKNhTpwF7CrSUQSS57dtdSzS7mo4e3MFOpjxDz5QZiZlI207Y9jA+uQ+5rppeLZflFZQyWYd7ilIySJYug7DsAWIWZJNnq+1sby+ldrsGSahSCJqmonIeN1MFxP5QdAk67aFmXftVi9bb428lSaMrNUgchIH609s2pkJmvaqVrKVzND7KrtaS8PHZK1laJb2kIWv4UrINyBkV/ZYsXEKzpnPTcdpVV0dvvvIaR3SAmPFCBEdBWalebzon9R33xEN6ISotoXdjIeciSyBpDAIHD3VQS0uTEV54YtpzJqlIX6YNsx6SSgo5SgVyDSxkEgNQ8dyLmJTzhV0iB5ROaqc3tm4ytwSpA5ArtEAhfwapw/jw+eEU1H0WcMgihFIl55PJqrzQ4BL0CQCVuJDebAdID559vKNgkSRpdPcGcctoCTzuV4r11+7eQ4uvWEYd9c2UE46MKmQvE1QSd9K2JWmrZC3XQ1QI4p0t2nMGqJIIYBK2IGIpc5iE3Sks7AG9OwkSUaAlWx1TKQxwPQdijmKpIqGZVd/8CE8TRBqNRy2urEwG9ICN6Ezpw4yEsGrOqKdMWr5Jzuj8Pb1yCt+rPz37Eu1+c5PeG3DSFHZOFs+Yxo/vajghZCQ82qsdcDwZohXU3oMoHFQj/kbUspzDW87pcHLmja6FgsYOUGQ9okYz5Iue2u20WzwtwDIG6b5Wt5GmlJTx2iBj3B81CkMmpBA18AD842/dzwMYvm/cR6Ad2rYx8OOhBbVFSopC9pNx4QCXoEcBVUow45CVeGQUEZJxvmpqtWpN41U0uZjnRYoWCiu6hesYNwuybmrYT9Nnz6LG1laqEBa2aXkbhK02p3XCaOKxraSdiiKBto33SIG1RKgkbLauMRh19ppSBghZErWdsCXYEjcsS1iU+FFL7Tk9iiCdaeEohEYLDRREypa34uM7mTgHHB/6dcCXxeTsC022NONFtxgMmBvf2EqbNm5G6yYqz4tQSfE0mlFdTeXFqbKqh44cpfoDjdRVr/RQFfyrdzD3mR3NnbqEg6BBYrg323duEdeYKaZQlyns8cryWsYaiij3gxA4XDen0Q90c5lRFPLHOYKM0caLL8dIV+8aSGnHMkMSJI6BFE5F4Lnn6uVZka9Wf/KBvq9+YU4Nc104wyXoUUCQGGgoY+e9Poe6L05V5SRA1ug/iAL7e5sOUm6wkC2wjdtq2dp+6omnaenShfyIDcJUyVmSsT2kz17rwr6+E3TSTsklbF2zM7JQEHYnb5vb0abHTQ8MpZMyWcnanB6Im4XcegRJ79j1lhm5oSIlcQgLWUtYk+ES+me04jLXO3EVwKFwj1pxz2OG35UtuZRJuHF3rUnO0JaXzL9EWJtFFimpdvsOqtu/g0nYLneY1ffErBDqihjHsnfs1km6ip2n9Q2djiFwNBw5O1zbSJD3ExISjg1ruatjL5OttJYBWNTzjKQcWMS4R23iKwQZt4gnDoQoblekC7P7i99IUumPs7SBpsQe5QpGE/XiQodL0KNC8hXx31WyrsVoAZJuPniQQpNL2DkIqHWYkcgxrXgSz0NdZJAyYmsPHa6npbSQ1r78Kv/olwjSkETrRM52ZCLv0Ugoqr49uTCHiiMzDTmkjPeD+hn8OG9YzKZjUXEUWqYNy9GTwYFqJWllgUzvRjyvEissl42ZqM0ca81MRwZgPQMI0YMleO07bqaWhgaTnIPBUpq3oJoqSieb24Cc8d0g/nnm1ItoctEklrw8RmOC5pZW8dpniY22R32oFfHwXjFrFseGx6Odw0gcw+nJo4dG2bwnSDo49loxeCKGuSDczSTNGZLVizlaAy3OXn7hOarfuc30H3C7rlgz78fvn2AWbYJ8EQnlUW9/j3g6yWPnIfTn3v4OsY6P/JpX70kYcTXo0cIl6FEgSZ794u0q+dmJqJ3mgcjwQwVhNTVEqbRqqlgn5WxMVZJLMIF7vSEm6vfcdjt7wmF5IpLgmeeeZ11z1Ttup4GOdvIEhveAZ4rPHomo7dq13cIGYU8uLDUdmikpRGPCdiJr6XTkZqZqV+sM557mK1Oz6YwINO0k9A3LndF0R5ck5xtWXU8RXw6te2sHk4hd0gAONh2hfbv381PP/EULzacb6Pj1Bw9wrDccbCrUcqQSKmGzvh0soLLJ5VQf7TTPM9M9OhlyBmRaNvRjHJvrhRDxU85Af5jjtAFE3Gx5c73ZNQWETIKQkdgT556JXp4GSfuVQW/hguUsi2A/vf1NLOWllvp50BPYf5KXcUHAJehRoLQoeHB3nT49XOEitUiRJGv8yEFasLZyj2i0Tzz2IlaUKJXEoVaIk0QN8kboE3Tr5194li0daNOrn/4zLV21iiaGMztZ7E1o7RhtDRE71DA/GcYnpZCIjazNhrAO+3EmHoV1lWqYmSpMjBmGlxDWHyw+WHMAqucB865cTrMvW0wbtm3lyAOQyLTZUy16M3wB7XWvUzBcTYsWLjJ33djUROvWvsCRKpKMZfaihOz6HSnQf3LtXfq9VImbdXAH63k4sj5R4CmC09qbG8xjwIreYxR3kvOSuFfkTZGzeU5ePTJDPDmof2WoRMhOxB793rLEkQyI69dLrfZqx/mpMKSFDp7iSzov4RL0KFCQU7Amlzz32osROVWVk/M4BlSsC3kDzrZgeDGHmwGIpwVA1Ih6QMidhNp15dKlC1kOuWjBZVRaXMzyB7ztySuX8fKR2mUN11E8U1p6Ji1bhZrtqJL1lHJ9mSydKttZnajmaLmahOXthMBXLsiHozeSuoOw13OcFs5ZwtIGUtERbgYnIcgZIWNyUIIzEE9ERbNXml1gIP1s2XmA3nj1deruaWedlrMam/WIBkvbKttIBaIGScsaICBqTvpA3Y6G/ZZHifiJD0sZAYsYCT8yAgR9dyFDIPuy0LCG4wY56zdPoQpjrG13VwAAIABJREFUWtXxVUAOgQMWZK0ZjXFxnwGENCJCZihnaEtWZreOCwMuQY8C93/n/pevvO7mLsE+BUmFpJ1KftpLfQJyfV3iyKb63XvYipBEHTYe/RG6pQIWKdafP1evzAjCW/WeO7hynHMh/l7H1lUqxkLaw5F1Sg7pNKNBeD2FsCWRrV9fw4/ReNCNq7agk4lsLnOcPCFoyv/m+YMwErr0supdN3OMOsgZ0gYIJCzIGRYz7k3McJTiaQYWNbq/NInH/0ce/TMnrgD7azexVMK1PYzD9Sf0zESE/drbVgEg6Q5vkElaWt7FZZVcWAlAIk3c8D/rVrQRruFR7khSXpfVvahmDnI0tJ8sMeikbGU2RfeT+YRxsgA5A7LjN16Yhu4NZ+vQ0NDBrCyXoEeCS9CjwL333ju0c3fD483NzffIsp1OZT0zQSVq/NBLykp4Gl5+dNCGbomEACR1IJYWVjdXjTNkElOrxrzioozHAWT0iL3Z7HAYTV2R4fRrqVWrRK0CTk9YW8mQIOgYsg9tQrNTmNipiKcz96WZBKf5g5b9rrj2Wr7v+A4Q41wQLGWNH91d4Pgb6Ohjy7m0cipr8Lg+ZBYi5btVPhEJckZN64TUj5G6LZ6MouIfCBKP+gP9xaz52hEe6iRVsUbHGB7IElHej06yqZuS+VtKEXOqNrPG7FsUyuVkEkRfICaZ92SQsmbsULegrchkIY+IYQZdPE0ECoLdPp+vRpD0ie3/AoJL0KNEyaTg2sbm0D3w8MtCMMMRtVPZT3UeplFUBvIG4oRz+hO0a+cm1jHhGGwWj9uSqEEQTsX2JeDYUkP97P0LZV9CYCyWtQq7lT0SUUsglhhV3JAQAaeT5ddrZo+cChZ2hpR0U5l1XuPzEM2aXsH3GokoALRnRGyY/SKNWHCkL+N6ZZbm6tVr2IELSWOPsKAhSSSsMYLmdaHy2yGxnzbxnUH2QH0PqUNLIAFGOg3hLIwUh8Q+o5kvym41M9Pqkwg5RgRFuLzYXD2VXNJivTcWtseH9JC5k4Jt4MXTCir7lRYF1wpydnsSjgIuQY8S27Zt+2VF6ZT7BEFzoOhwBDxa6xqZhapFjcfs6VPDTNQ7du3naI7maIxreEhyVqvUyeO096f3upPAdlY5xNqqSmIkS9vueByZqPV1Hnv6KdZiQU6WbLnhdNVTKG+oprhMe+ZHffEof8klK/iJhZ9ehPWMkDmEyqG2Nb4bWS4V9wbXUhwppJdeeIFLpsIJ+MaW9dTR3JkqHYoQPg7j8xntuvRYQZA0CtY3NejJLE4krYbcQQZob5GlQe2hdarL0AhQFKxcVKxbybBQ1WpxIOcppbn0VoPu+NNDDOO6pKHeJb88xokRMyf9GOhNpKeiQt6A7l/BDnJ6/IQOcgHCJehRYsWKFYPJY7Hf7qor+qIkSbXjyIlC3RZOQ0nU5WVenn7soZ/SLXd+QJhGIWpqaaGSSMgkjpGK8wPD9it06BQ+XHINYLe0exweukHasKLXCktz77YtrMPq5OQka2ipz2RdfLJIpYQnTEtab2SaoEvnLqXFly7i5KCQIOcZF+vxzAiV42QTo6ofrGf96cPPBZNQyQ6OWknOqf3r5Fxo1JJO8LGMkqpaSnrAfUDxoOpLr8noPAWp7vE3mj0ZLfBE+TiBYAm3lAIpq0Cdi7xwFQ8Ai5bM43m796B06ibj+lVZwxofcirIOW0e28nCgBDkjJhzPKGIJ7qXT+hAFyBcgh4D+gayvzNn5sy7xQ+1VJ1vJ2qVODOReKZtpPQxbXY1T8OzDwu6dus606rmSnTHByhvYCit8L7TsdTjOYUCqnBqqaVq2oBqbTuVVwXQFPa19et4GtJG3Kh5bFKvuYuEqXKccqFDS9WWVi32UKiUlr5tMWf7IQU7GfGx1NTW08XLZSYgJKb21hhNzCug2t06OaPwviRnWfMDhBkqDHLEgnxuB9nJriKcpo3r57g1jRr3t1N5cTNVVM+zFFKCHt0xoDsUsa+YEu7G8CSooqqMCsIzOPNPAto2CDm3bBp/7ju8zyTndBhWtz81bc6PW0PpTgXgLJT1TpClOKVsWm1OTs6eU3qQ8xguQY8BYuQ/Oqfc/6+76up+Cit6NJaz1KlHa23Lus1yvYvmXJwxe1ElahXDkbaTdT1SdqRK2pksbMAk6+wAt4FCeVHe3hIV4OD9Gwdy1jJ8wBkuvWwpx6dzEhHpseqcVHS4maNremTGnFE8qk1Mc2bgQA/r6bFoKnmHrWa2nr2UdFBV1XRsRGRwWQpB1m3dTYKcZ1rWHdTKKJw4TB2hiF4Lm2tFp5YntaAg9otYTwZJI+sPxBwI6sSMUL7ezn2WfcJ6ts/LiFNEzqpFLacRNYOBp7ioYO0pOcgFApegx4gJeRP+u62t7bY1r296B1J61Q4iI5HvaKI/1FZVAPRpkAdIxMjASqvjbA8nzVSc32FVfXcO8zKRth4lkrB9tob2ITwN5TlRShNI1eBI1zHGzT1o8T0aTw9ELEHccsM7mYSRig3tWZZE5WQi/zR22uK+y/soy6WiZgU6oUiHYIEW4nRmHyxnOzlrZLmx0oo2bG5urDoxv86s+CaBsDtIH5CFKot1Z1/dju1sefupn8n54qpCi4XsRMLPvbCF31WtW4a+OeNk8xOtYMsZ5IxsTWE9B8S9mrHwcgrlhlyCHgNcgh4j4H2Ox+MfnTNz5uvCAq1EzVsni1WF3YoeCyRJIGUar86edEobrjyohKxXrJK3PG+ngcWpQ7gZRWKTQVK1svUSq3tra2nrVv13yBXszAL7Tq1NzUWOn8eKVCKexl3A5WfN6L6ycMES/iytZ5QOxT0BOcsBcJIgbMw7ajQkgFMQ5IyKc12JGFvNqDEdKdT15pFgLweKrDxo4QeaD6cRtNSl4VjN8viMa9JMp55TLWUnC9nuhByvNlNO+rM5X0tly6LWNBKv+pP9L/tP8WBwPsMl6BOA3+9vmjWt/D1icl3N9p05I1nOze0xyvXpTVjtpJfJ8lYtabVanHwfDSmrcFx/hP6Edi3dKTHH7nQESUOrRdIGYK9gZ+/qdOotaP3chxTrWVNaYy24cjnX44b1zMWQDOsZFesgb8B6lvNQx5prOx89wHUqoDvbnYEA0ph7KD0RJWlGc8hqfIYWbfwJyDRzYELiML9D5oCUAkdhm7EMYXOJRBvCNcz1dzX1cRU9kDMyEu2EjHkoCYoIjhTURlcnj0zkrBIzAGu6Wlj84YLInkAg0OzGP48eLkGfICZMmLCxeGLBd0tKSv4BNZ1HIml0GkF9Cvz4AZWoh5NHmCyPD6TJGhaS9qe3r7JghOX29ld5Nivbfn52HVs+IYCs4VRDU1e0q9LrPxvOwVG2pzopwlbqWJgOPH/K4iwvLuHEIAwggLSYuw43cblQACSN0DuQMy8TRA6iQ8Na7uYiHtVRo1pVNDgr0SZxIHNODWl0AogL5F9QPse8cBlql+TMQ/2cOjSxn842y81prN1jEjDX8xiydtkBYUvHIeSZRG+UrXBZCvRkkJGYJRJGKKgkavG1zJm7mGZOq3jCjX8eG1yCPgnk5+c/XBwp/Ac4xIYD6mhACuFHZuOxGRECo0UwK4eOZ6V+nSBmi9U7HDmjaFGmMGlZdc6pN6H5Ac1krYSdKSIFZA3LE9YmAKtVD97Q10+Y/40P0pIRFcIGUeMxu086YcW1g4xxvjkTwyxrQJeGjIQaz3xd6CsoCLRmywadnEM6OcOBhwFIQifjFGR6s4QZSQKpwpinB1HoVm6kS4/I0AsotRNN0mUOaf22dQeEpVxouUBJwEB4KL0FmsQcsQ9EdfTF0y38FE6x5GDozhIVZWVcXCoYDLr68xjhEvRJ4PHHH99+9dVXtwuCinD3EWHpgkzxDmAawDIQGxxPkDtgyvQ16CUrEUI3HOwOP7P33XASx8AoH2FHWi/H1tGbPyjnI9t+KdeLDDuza7dBTMOV3BhXJPXsOE/cy9l5eMyG1gxy5o4n4j0Ri5Hm0yM30FMRJVE9RmEjhMA1NDdwgo1mhNFxVbYErtdKeCDl4T7rZVKVTFJDdkE0R15XVdqp2yULLj5EeiQEiBznJcPrnAAnImSQzRu268QPwuQaHnYNe2zkbLeeIe3kOVkA0noWx73kkhu5fkksFlsbibjdVMYCl6BPArfffvvxaDT6qiDgd+NzSCuwWJeSqFUg0USsyY/R6NnHTVZ9GhP1cDLJmHRoaRmPlqgzYbjtcQzV8hZkDQcmnGkAW8+kqw5aKvN5/KBYywkj5lrz6908Yn1xtp6Dk6fTwb37mZzNiBje1i8szDgPmB1H9foaIGfEPCPaAta3rMpmh52Ih4PyHEFyM2RYSsCa1nHArHYn5yFahKK61a6TsjM5Q9KA/IEoDpA4tGxZqAlhficzUDqR80iAjIPqgKF8z2bPhEj3iBu4sMAl6JNEMpl8JDcv/93Nne0UMh71VSvaBLptQNcM6UQue/YxIQiCZsLN8ZpWt4RMOXbSkUd0FoJER0HSbDnaYHbmzgRlv9g+15/L14dymY4YT3IeAVrukE5SRigEHIK2QhSWzyBnaME97R165l1IaTmmkNLoydkao8I5K0Z2YX+iTyFm4jC6/FAJa8q79tZwvDOXK2VEed3Killi2hq5gVhoOAxrhcUMqxyQFvZbDVHucoJQv/ESgOV9cbKmWc7LCnaN06HPa7gEfZL44Q9/+OvPCrz02sbFago4aqaZJC2JFdJGi3hpfZQbymWi7jOcUYgsAIJ6rQITvI8cpcegXX8+lVAKNPSp8+1k5gRxjbBO2zo79IgJ43F+lL7Bk4eZqahDS6aK/6D3HgoSQd4gJZ0Z9x5Ow75k6rMEam2gT6AvNMK12+MDbYir61DCfKqQ5UB7+2Nml+xUKFwVW8+tMXwLe2nOjIXCGm4307pR1GnRrHksXwAHmvqobfez+rUKi3nx7Bk8Dxb0KxsPUwIVBJOaXnSfnDuNjwZmbLMNkpzReQXiVlIcAzo9n6vPL5tLvHLCB76A4RL0SQKlSLu6uq5duezSF2t2NSyQDkNJ0kCn+CHyj98gukRnlF99QZ2o2eIWVjQkD9SIhiaaW5xZq5MkPapQu7HIHWZhYBuc5tnQJ9Zp2rVNbnBGDOaEMhrAauZ5/b20qFpP6uAegeJ+IHROCxoha7g/4r7Laz/aGuMUbXRDgXWbCWw9qxfpIOOotTTs90OeazwxxAOBClnEH2VCYUFLSQOECzKHRv7o42/SoZYdTNqwlKeUzmBSh9Vd87oYXNDWSgxSfnGeKDuaiPuNU0wPlRwLMpG07DmJ+O5oVHeE43YUFhZSsjfzfXQxPFyCPgUoKCiICpK+euWCBY/uLMxZji4bMvSMu6kY2YZM0oIEmBzEO0iayQ/Pu8EA5fojlDhwWA/xamnn9/CUMsdjjjUOeji5Q8oZLHVkImkbEoq1iQEF1ikSL3TreYznNo6AdjyUr0sUkC3yxX2AxMH3HvDZ4tLFPcJ6Uiaww4x5drrGDNedPtusFMVQBwJkEJrnLsgXWYOQL9q79uix0eK8Xn7zWZ5G2jcA4t68oYVlDPnV8bDM5ExMzrw/svacPFHI7ih5yQHTSSgDChHnjRh0rzFIw8HKBagGu4iygxn36cIZLkGfIgiS7rjvvvtWfvnLX75ffPzH3fVNZh1nIIjIKfHj55+iUVKMDS5JdNBxBVmEJ5WYRI5uHSBzJtCcUxAKNQpNGscazt5RidmEuJauff3UHtNJ70zys2nI9nlNK7qiyFLbii3oFMI8wPCAKa4N5AwLFs47hNKZlrKWCqfL1KE84xkN4yCFld2rxfQWXJQSIPQwuhk8/cbWTSx/wFKeW30da80sawiybjwsBsVmDPIJpU60cnT+UzvVHQ1TkJqzbHElmwzIlHY4WNGhhiYUjNs5nM9wCfoUAnKHePun2VWzn/J4A7/fVVdXptZv5iSVngRLGWbdR0EKTHp4QdoAIUPuEOujaSzW271vPxWVlXCVO6fO2WPCKCzp0VrRJsS6iBc2w+vONEASSYOkfdYO2rCQO7uVe9cdS9scjjhYtUzESu65h+KCTGnUESmWO6iRGXJoF6xB/DhDrpmszIdzD8TMkRhGCdGdtdtZ2mht6eM46gR+wtidAzmPDvZE9FHAGLBgScuBBdClDz+XMY3Go8LCn0q33HgrXXbFou09PT0/yM/Pz7hLF85wCXocMEGb8FpV+aRLS4qCD9bsargWmYaxhO7EZrnDH6E+SBjGYzYsOJA0ZAK8s0UHC9sga9mhXjoSYWUzTpSoR9Cl2YoeA0njnNEhWk+nPgv0DSXwOk/T48zh9GPgKdsgbHs9Zknk0HnN3oKO+z+hU2GYtUGM3SSVTEcywpRl+Byq1fX0+Ph8Du3dQX3RfrNlVQoja8pqDWhnnBxJq0k5Hk0vzL9wwXV06wc/SDdee9V3Ghoa/mnRokUnJ35foHAJepyQm5vbsnr16htue+dtn9uY7f1K3UEKgKRlMgvBCRjr0x2GhmwAbRSP32xM9+uP3rCkK+bO5eWdR+rZ0WWRPewkOxbCVte17ScTScvBxA7T0XWG+VkzmEOeBjRdk5wNWMjaNg8tp+xOuxOBXmJVvRmpVlgmSScoY3w1gEGvpX4HtXe2Gc1jNYeuKqcKqaZgY4FsBgtnJ65l+rT5XGv7rrs/vnH29IqvZGVlPRkOh0/xuV44cAl6HIFEFvH23YWXzH1x5vTKP75RUzN9X8tRsyIdW8eGw1APATNidEnXSY+2eqkSveUM8wfJFT4jbZodekhysYcwO1nFoyFtB7LPpEerJI3pg4daho14OF1g51SqjYppriIiA1YoGrKqZK1OYx04E6E/W64lLfxi5POIc/ai6iw1e2JZmwdoZIaj6RjgdlcoObrplZe51yHWgbfCz1mAUmceOzmr4+zI1rSE2ik8fSOQsifeQZHiEkHMlXTdje+ij334rpqCgoKvvvrqq0/OnVV1arySFzBcgj4NyM7O3jI4OLhg6YIF342/vunjzai3YMRGM0kbkQQgaRAzSJqJujvG8zoPeWlSUYgtZ03+ukZ+bk1htFKIk0WdQepQSbq7p5XjeXXnkDVC4XQCBZKUfEKlAJHuepNEnQkFcBfk5ejyRnzwlBWwlzVBUhmOKVJWozZITCMphZ2UuJ8GOccRLncKreaE8tUOD5WYrSSNQQiSFgpQfevHP+oTf9svCWK+b9u2bVsgZ6xYseKUnOuFDpegTxOKiop6vF7vJ9va2l7dsvvA9xp314YtoXLi1xKkUpOkgaDhU4Fjqz+hE7qmhoUh8cX2K8uYASgJdzRErVjSvD+jDGcmWCWEM0POQzZrlbkwpE+jhjKIGS843VKZeTowD1EbebNmUY8g8dGRsyoJpFuYceNUQn69hod0oKrFlvBeGJloqdWs684DbJ1K+MeQTj4cRju225fHycfNAiQpY9G8xUthMbd/9EN3PhIIBP7N5/NxaqMg51Nyri50uAR9GmGUWnzwbYsC6/ZGQr/Zsr12aSwaS2WwGSQNyxQJEwDqRqBuMYB5aXUkbNZtn7EfiTTCHgtRq8igRwOwTBPR8QvlOiFo1oFCFrpv608Rsuw2DkkD0gIwnIXtDGuHbZCZx3SW6uegyhiV5WHLAAHZxdutDyA4R5QObWvexPvwn+LBTiVeOZ0mfcSzxfsxcx1ZnhTTE0PZtPK299ONN1x/+LIrFv9UGBw/CIVCmUvpuThpuAR9BiCsjfo8n/eqG1de8eXVL73+eUp0+aiz10wUgYxRaSR/dHZ72YJGmB1LHuJzZ3cLhTxDXCYT0GzJFpaUbbEvR6vaXktjhNobpiWNc7QRNRJUzkaod0UlXhBkb0+bWagIckKYAuwgRB/FBB0T257kT8Pg54QR5xyLxdl6RsicTJyRQJ2QIU+A8pLHOLIEzQ6Q8OHXTv3TiPrV2ZUrnbSPmfPNhgPiWq675w764uc/s616VvX3GxsbHwqHw2dBuM75D5egzxCmTJmCP/B/+osbrt+8acf2n9du31FAx8lqTWvTyadFheWcsp4BkHRjdzuV5+lORXtWnwWJeFpdDTsZj1gYybZun2qGGbDWnDiDsHQP11hCmGukeiOGeCgykxNX0FQA0RqwnmWYmExQscIpuiHz0wIILW7pF6NRNJqag+SSnIEIW84YEEx0drH1zFmMnR10OuDwNeokjZZcYpAqm1xOn/nc52nJsmWvzS6r+Nfs/Ozn8RQo/nZPy/m5cAn6jCPLn/XHBXOqdwbyJvy2ZuvuSzCvz0a4cBCCoEHMAIjaM5DnuD81usJ5hTHo1hlgpoaL/Zgp02cFOzsDTxoDbR16+nZ3KrNQjdaAVc2dSYyYc+itfkthoRMJQ1OKN4mBA4kveiuwXioW/xcIixnH5Nobnmy2ng/vqzM20Iz6zXQSSSjDwynMHbMixRPprvfdeuxd73rfY4sXXPSdr33taxuRhOW2qjr9cAn6LEBOXs7OSZFJb1+4MPfrNTU1nxKzJsh0b5kSDpLm/ngscXgNDXnIdCjK8DwJe6yy3bmoIqMMMgJ4G7FfJroEndEIDhNmBJveZgvlT/fWvKG3rRLk2NvZbFrJiKBAejqIU2rUWR5d+/dnrPomiwINr+daNHBFrtCjXYBK/l8WRpLWNAYR6Yg7nUD2XyAYopVX39B331f/+b9yc3N/JB1/gpxP89m4kHAJ+iwBojzE67PVlVPeeOa1Nd/ft7+liIwKdzK7UAtKyUP/kasWdSailhjWsjas6tGQtKwdLRNl0JFE3zH2c+bI2aslFCNeykQah8yBnKHz5vrRDSWPBxQZ3saFfuyn7Rl5oFEfQjAN5yAxSUufWcJ08sU1gwBRryLRw01gEa1hB+QNNAgwZZpxspwt11Hop3CwlP7p/m8cuOWGqx+Ix+O/CQQCR0be0sXpgEvQZxm8mve3K5cte6WyvPkPwppe2tevOw1l9TvEQk8iMq1pAO9Sn5Zx1JmQkahVrXq08dXnAECK7CDs0avD9UVbzGUgalmZDbCnfkuMNuTcLC9q8HvciMX2K9uCnMPlxWbHFPXY0MXbo3EKYP1xbK0qgwI/+pG/Ov63X/rCzlAo9NVHBLxe73FBzuN3YBdjhkvQZyE0TWus3bbpbTddd/W3//TsS59rbo95ZWElLlfK5Bq2FPqRZA0EKeVkGs6iHk6nHgtJqw1UzzwslS/IF5psyhd2sBWd6LaQtB2jrRml1n7WN1TOQtOz/3rFYFtUnMuRHCpA1qBqOC29J1X4aHRYdcXygZvfd8fau9//vq9MmDDhVcy7/fbbx/WYLk4MLkGfpTDSxD9/47VXrV6/Zcvv2ltjYS6VZJTFBJAGrobiAWiIareoASeiHin6Iw0KaXNoXvoe5Yqju8hxhW7GItZZ9uRrQ6aglpIWsKw/kU8BpQP18SSKKx02x6jUJasZdcpRlI9mJItS7U7XnmUyS5wKwvPNxq8Ak7NWxvLG4SOHTv6yM2DmvBkULpk5+MkPfvhXK69Zfr/Ul12c3XAJ+ixHOBx+fvnSpXMbDrX+ofPV167ktHBDl8YLSSvBIHE9DKRco1Jbfl6RxaIGeRdETkKjNldKt6yxfiRUSC0tssD9mSJnnRVT9TiGPw+QMyI3fFqSU6zV+dweii9z+NC6Ea1rTus2uugkElRRVZamPYOckYhUu277KXcO4vQKC/30qf93f+fH7rz1gdzc3P8RxNxwCg/hYpzhEvQ5ADht+nt3X33nre/44prXN93fjNLEIGjFgYgoD1jNqHbXJYgammbSyBbUrepT4EzkFRRWMpyK6YWSzlw0h3eYY4OQwxOtnbRlNqG6DvoA6khFbEhkUn5kj0EzBpsdgz5j3IhTJDiRO6Co2jOmAz4fHazdQ3vr68z9nAqSvvbaa+jdH/xE4+zppT+qLKv8eX5+fvvIW7k42+AS9DkCo57u12++euVLm7fv+OWGDRtnykp4arnSojJByK0xJmlpTUuMRaceVqM2kN4N/MxKG+BGOz2DcCUpQotGqjdbyUSWz3AklhE56tVqCB1Haxjw+xXdWRbfwGRC78XHURuk69uzqhdR2TQ0YEhlXcJ6BnbU7af+WIfRpsq5MwrJZUCG5TiFVVcsp0/83d/vvHbp5T/etX/Xf8+dMze9zbaLcwYuQZ9jmKBNeP2i6hlvD+RN+NnqF9ffbDoPDUhrGoDkgZdK0hKjifwYlewhgPA1a5ORs0GDBhJGIaJCx6XQgrsGIryOXlCph+dJQraH0qmWtJ+7g/tNC1muG43rMc9qY9Wi4ohOzgZkQf7ciG49NzU0nVRqN05retV0+vTnPl9zzz133IsazJg/16gj7uLchUvQ5yACgcDRi+defMtgz+DHfvvkYz9oBlMYlrQkVZA0Xq2Hm3VrWsBO1E5x1MBwSS9OCS8IXyPt8FmQTGjrRaV22A5FKA9lXklvvCoLFjExU4QtaKjDlRWzKBDcIS4NLllreU181IlZv26EzHE4nE8Pz0PT1kK/xoSMe9JxqIU7c1/7rjtoTmku7Wrqo672MpogrGg0gkXo3+a3dghyjo5IznGOqybTepZjxc3XXkPf/6+fPpmXl3evz+fb8qEP3TWOAXouTjdcgj5HYVTG+9kdt71rU83Wnf+39s1NVZqReq1axCiyBMlDWtOAjPeVGrVK1MBIkR92ixpk5/ecBfxsIiV0SH0Z19wVIiZpWM0SHOHRoxdT4qy+/AjNmjqTavpjXKFPOvl0YrYChKymE8oYZ4TRoW8gZI1b330Z5ZZfRn2H3tRJmnBfL+V7XLthO7W3NOvkLKWNDPIFJ70kdaIOhUrpW//27f4br73qf/Lz838iiPkt/D24qdjnH1yCPseRnZ29eeqU0osDeRN+sGXngY8glsLelsriQBSP8bL3nizVk4moM8FuUcMK5VjfYWpGny6o9Iazcer0ourMpmVttPrr7BdH8++UAAAOp0lEQVSWdHkJVXSXUSPrxbrbTm9hlYp3NuUP4ykiECzhkqUYrGChz5mxkK59z5208JLZdLDpCPWFqolitUzSzb0a1e9vpz21m3VpYwSvoHRAXrp4BdpJtX/+c1/4rniK+q2MyHCJ+fyFS9DnAZAmPnny5I+1t7fv+NOzL329uZ18UpdWrWEOtWtXm6OOQNQ0fFaiBAiNdmHbM0/QdpkDqd5wEAY13YqeUKCnYiP9G8C8Tmo35wUn6fPCpTPZ+m5qqCdQpIeUSA10OYHW7NGTUNhyNupJy4YAq268lckZqCydTF6vRr15+WxJI3Z9+4aN3AB2OHKW5T7nz5tBV666bs9X/vGrP+/u7/5pMBgcpqOti/MJLkGfJzAkj+/ecdu7nn1h3Yafv7W55jJ9iV7JjbQUSSe7/abcAahEnVQK+bMjUZC0p4fM2tN2wJqGtq2X7Iw6rjMeMFsPOp5UaoVEPM7NV0G8APr9YZSSyStAcBLKZx5ggsa9qMiPUFewgLwlZWyBH2rZbz2Q0YoKkhI7A7V81ptzC30cSnfz++6g6nkXWU6pvDhIjfV9tLmpj6UNED/b5lLS8FivhB1/k8vpH+//xtZbV179wK6GXb/2at6BoBYkFxcOXII+z5Cdnb19Rvmk5eXFK766defBzzW1tORoRvF/CbvkIcHT4qXGUJvWdMJao1i1rLEvPVkFyWlnQQSH4nAD0aktpaQWLavIdRnXKyMrpA7N90CQeHFZJaeE6xX7UhmHIOO+uE7yHMUysZiqSqqoonoWZfXvp44jGBGKKJCn77exvpk2bNtKjbV7aHPt9vR4Z0HU0JcL/YX0ztvuostWrVx341VX3PeigDfXe9yNyLgw4RL0eYgZM2ZAKP276inV6zft2P6jDRs2FpPRSguSh3Qiqta07CuIspfDErVDaB7eURgfj/uJ06RyjHwY3YxGBl/j4cOCPA9whAY0ZpWkuw81U4ESAgdgnaDPJ0ayKcKqriMS1yahkr1m1BXK8VVyhiBI3mOMd22H1lMfXUblNEmQdSu9+uZLTM4vb9hMsZg+2EmSlmFyd9zz4cH5Cxc8tmrpZV9/fPXj28Lh8HG3RsaFDZegz2Nk+bP+b97cmesoSQ898/zzV6ESHsDdWQx9eZJi8IKk8ZK1idm6JKvswesZZC23hYWODiGaP0hDiX7urn02obk5yjJHZUVqntSjpaxRoJWRx9vDpN159ACTM0h6QmkuvdVgbZclm9A6JbX0du6jXU3T2BkIvbm2dSrV7d/BTysNzQ1MzmZ/bjF4xMWg9umP/FXPnZ/4+M9mTiv7lXgCqsEil5hdAC5Bn+fIzc1tOXig7prbbnnHV1c/veaLgkwnyA4tqIbHTWjzYRnrj/WNrU1p1rTqRFSzEVOx03r7pom+bDqk9Z8dvkJbPAcK93fOmcekCwtZAlo0SDlYEdGXwWn4/9s7+6CmsjOMH5JALo2QLxDCpySIQHBlAGGVtYKObkUrVi2jLmvXjh073bFWcWZn2pn9GKV1647a1nGt6y5YrZ8V1x3FWTurW7A6KmxdRhEUFIsa6QgEonjRHdP7nuRcbgKyroYEN+9v5prkJBfuzR8Pj895z3sEgWbRj1ptFNzxFSrw0h3B3cWZTTqCiwYxJs6654B7l+gEI7QSvdLcSj8D4gz7E762eIFl0WtLdxrjNJs5Tts6ZF8F8sKCAu0HODvj/TYiPOJY3dXWfbVnThuknfAAtnt4TJBJjDyYm36aag8Qd2jtyd+56+3bc4H1SXKNWjhy846FiuTL4zId8YVAF4mm1R0gyLDHI0wOUtcMS8MF0YYYBF5DNKIPvUbau0OoUD/JPTPgnMYrPaTbGZXAXogX6y/QZkiwFHvu0mWtBfkTNtvt9q06na57KL8P5MUGBdqPCAsLq84JDk5/1Nuz807LjemQSUNMwfY7dLjpx9RNAwNGHk9oag/irpVktb6Ac3su1WjIopvr60iK00UDzE2zfQHBwoJIwyq/Dpkja2ZuG5z0N8L/DvSht1wa7TPYJCPrr8EA4Yddz6e/MglK7+pn/fjV0ra2tn9otVrskYF8KyjQfgYsEw8PDZ6VXThj+e69FaUdVisn3e+QTQLGGByRB4iyu0gTN6HusgXT86KNowhXe1YQQyjT9W41h8tv4/vGpCJt6eykLjonN1OczAORhuP+4y7qmplIwwHiLP2jRIVdaRQE3HGuNCpRMVcujLFJRpplE/J4y7aPqzIz0tY2NjZW6/X6h8Lh+S8A+V6CAu2HODvjbSiaP/tc1bkL5dcar5jYDi3ukQdUebBsmo5LhZr0LRtn50H/YYvFdR2Fu1D6kuZrdfQPSWyIq0iqnA4Z+mR09Y4QhRsOq10mjPV1SpI68IGA8chE48OJ+fn7cyZmlOt0ui9gHEvlkO8KCrQfEx4efmrapJzsVlPU1srKL+cJTpqqLIs8AIejVpJYEiW6aTo+QKUHiHVsdDStmpDiS3F2X9AC11ZbXUVsCaNJyvg00UkDzCEzF8zQ0PEnZ84MWMxT8NI4mzYifH/GuNSNgYGBlzx3J4g/ggLt54SGhnaYQ81FRKZaUXnkaCnfy6vEKg/S15YU3DRdEa3uy6YB90oPWCLNcU008x1OSF18U8t1uo8iVHDABKA7aklcwR6f5JYZybm5rTPyXt6rVCo/gBjJk9eO+C8o0AjFnDTqT2N+taz2n6erymrO/idRmktLRTpUcNPSyMO90gOew6KL5pbm4SXSHHPTHN0WC7boqjpPSHpAIEmLSaDv2EeQ/o56ECITjSQ5PeNSfvq4bW3Wtu06na5/ZyYEeQ5QoBERBac4lWoyjc1JT/9kz75DCzusjsUoTKgZakGozfoEctPS3s9NA7FJSaTd2ulc+g14fsLw2X6io/5O5jzfKoj0ic+OkdZkE0kbn0ViiZ7GFL1uy9oBqXCPyc60F0zL+7dard4ol8srYMwQbHimK0KQwUCBRlyIj48H27sob+qUU5VHKjfwvbySLum29W+gxjYAYALN3DQcjt4cw2l6EOh/LbCHId1NW3DTNkM03fkEnLNdUk3ImkXpNJpvTHFxZdkTMj8W3PJZL1444qegQCMDYk5K2DLy9aLPPz9Rfdhyy2J2jzwY7uV4TKTBRYPwWb3X4G5wmDaLO37zznYdHOE7u0izcFxtaCb6C+eJLiJKrOmGig9z8tiOmbNmfmKMi/wzx3G44g/xGijQyBMJDw9vnpaXm9Nu7dlysKJiMThpWDUoFWiaT7tl08xRR0fECALt6L88bLy0dFdZ8dGRSwNQK33L0kmSkhNIYdFPWlatKCmXyWSbNBpNlw+uFvFzUKCRQYmIiLhvMMjeaG9vP3L2dO2Hp86d1EvdNCCW5Oldy/HiDdE0i4asd1iIMwMmL8UQ26HY0OApSHh8JXcyKVm5uiVmtGlNQ13tDugo58MrRfwcFGjkW3FuBnAgZ2Jm/d173eUN9bVZMA6VHQO5aVjcQl8LR6JpNKmB9pq8FVrcDx+hljppgYL86VAX/d+S36wuvX79ellaUsIj4fDZ5SEIgAKNPDVarfZSxtjk3Iz0jHUHKw4uF4YUA0UegJhNq0NpJ7mbd3hn2d3zVXR4NirhaFe5NX9Yf2tR4ZzfN1xv2A49MoTDY78BQZ4HFGjkO5GamgpNflYZfvnzM58dPralps4a5h55APR5UDAJEY7MST8kussqUnfx4nM19OckywJ5yRgv6b0xGH3ncCQrM4esXfd+zWhj7E6bzbZNFizjcSk2MtxAgUaeCcFlHvhp0ZzqrAkT9+/d9tGkLrvM5f2Ahw/EtqQONz2ZdNy9T5paLpPBpZS5bFe3zbkWXjg+yTvGxMIMdvoAPw3+idREkXffWWOfXTjjqN1u39TS0lKl0+keCcczfAMIMvSgQCPPDGwGcPfOjSkLly0t3f337SWCa5Z7/rewravchtyfSsakAg5PY0YlkMSx6T2la0v/lmSMLVMoFOfgfRRmZLiDAo08F5MnT4bmyG+t/PWqY3v3fbq7oanFAJOHAfegC5zjMxB3BIhncIPkyH2jDkHmiUbDia/dm/FLf470PTg0WjUxjYohhUULO95ctmSDSqWCPhnNnrpvBPEGKNCIR9Dr9V8ueWNhxsX6q7t2le+cSgfd9jKE3bEpg8z0MWGmHxOssGmUmXR03SbtFtjzmhcjDWe64SrafF++XLJydcP0KVM+7O7t3oE1zMiLCgo04jEg8hjxg8CCZW8uWXH+7NfvfVXzVTDk0JBHu/AUE4UgtOCCgc7OB7ROmROj6T4b7RBpjkRG6kjx3AXQJ+NUwbS8jTabrRIm/jTBGo/eI4J4ExRoxKM4qzzWJxtjaiLiIrefPvqFEewrCLW4JRZ0luMH0un+1rqX76HledQps3Oc4gwCnpaaToqLFz9MMZsrMjPSyuRy+XF4D/Nl5PsACjQyJMiV6pO5WVnj46Iitv91c9kcwUX3xdBuyuxaocGJbUoDHvSS9gcWOkZPc47DK1Oymfxo9qs9q1aU7A4JCdkcGBj4tRduC0G8Cgo0MmQ4NwOY+96a3606evzk2q7/3QgG1wv9OSRtMFxWXnOSmjmXYET4kMQx8+MnTNgaHzNynUqlavPaDSGIl0GBRoYcrVa7YUHh7PNJRlPZ7Y63TDW10KnTYZl558SemClLS+gg2qAThSYyMTePFP/sdcvoxLgPlErlbsi7fXM3COI9UKARr6DgFNWxMSNfWrvu/fI/vv32/BNnqgI4jhcF2T2PBrccptaR/KkFZOb8uZezx6VsstvtewWx7/b6xSOIj0CBRryGwWDoEY6ij3aVLf9F8ZL1J04ep3tK8axGzlmhYU42Q/2yfe68eU0piXHvKhSKPc6GTQjiV6BAI15Hp9P9Zc+nB45fqLt8aMHsGSkPyGPCKaNo57vi4sWwFLsqJCTkHUGY/wWfF8TZ15eMID4BBRrxCUFBQY0J8VHZew5XftDUentpmE7TE2swHBqTGLdDLpef8PX1Ichw4P98gqy2et1jrAAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>