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Prolights KRYPTON3DFX (Prolights_KRYPTON3DFX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="KRYPTON3DFX" ShortName="KRYPTN3DFX" Company="Prolights"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>3a06bd1c-eac1-48bb-aa81-e7d405173f77</Thumbnail> <History Date="13-08-14" Author="Nic Morris" Comment="Created" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="24-08-16" Author="Nic Morris" Comment="Added 19 DMX and ILDA modes." /> <History Date="08-02-19" Author="Nic Morris" Comment="Created from BriteQ Spectra 3D Laser (effectively identical. poor documentation. littered with errors - made best guess)" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="14" PowerOn="14" /> <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" /> <Function ID="2" Name="5 Shows Auto" Display="'5 Shows Auto'" Dmx="19~36" /> <Function ID="3" Name="3D Shows Auto" Display="'3D Shows Auto'" Dmx="37~54" /> <Function ID="4" Name="Light Beam Show Auto" Display="'Light Beam Show Auto'" Dmx="55~72" /> <Function ID="5" Name="Lumia Show Auto" Display="'Lumia Show Auto'" Dmx="73~90" /> <Function ID="6" Name="2D Grating Show Auto" Display="'2D Grating Show Auto'" Dmx="91~108" /> <Function ID="7" Name="Universe Nebula Show Auto" Display="'Universe Nebula Show Auto'" Dmx="109~126" /> <Function ID="8" Name="5 Shows Sound" Display="'5 Shows Sound'" Dmx="127~144" /> <Function ID="9" Name="3D Shows Sound" Display="'3D Shows Sound'" Dmx="145~162" /> <Function ID="10" Name="Light Beam Show Sound" Display="'Light Beam Show Sound'" Dmx="163~180" /> <Function ID="11" Name="Lumia Show Sound" Display="'Lumia Show Sound'" Dmx="181~198" /> <Function ID="12" Name="2D Grating Show Sound" Display="'2D Grating Show Sound'" Dmx="199~216" /> <Function ID="13" Name="Universe Nebula Sound" Display="'Universe Nebula Sound'" Dmx="217~234" /> <Function ID="14" Name="DMX" Display="'DMX'" Dmx="235~252" /> </Attribute> <Attribute ID="Group" Name="Group" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Group 1" Display="'Group 1'" Dmx="0~0" /> <Function ID="2" Name="Group 2" Display="'Group 2'" Dmx="52~103" /> <Function ID="3" Name="Group 3" Display="'Group 3'" Dmx="104~155" /> <Function ID="4" Name="Group 4" Display="'Group 4'" Dmx="156~207" /> <Function ID="5" Name="Group 5" Display="'Group 5'" Dmx="208~255" /> </Attribute> <Attribute ID="Pattern" Name="Pattern" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" /> <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="16~31" /> <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="32~47" /> <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="48~63" /> <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~79" /> <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="80~95" /> <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="96~111" /> <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="112~127" /> <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="128~143" /> <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="144~159" /> <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="160~175" /> <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="176~191" /> <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="192~207" /> <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="208~223" /> <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="224~239" /> <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="240~255" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <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="Pink" Display="'Pink'" Dmx="40~47" Colour="128,0,255" /> <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="48~55" Colour="0,128,255" /> <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" /> <Function ID="9" Name="Rolling" Display="'Rolling %.f%%',0~100" Dmx="64~111" Colour="255,255,255" /> <Function ID="10" Name="Jumping" Display="'Jumping %.f%%',0~100" Dmx="112~159" Colour="255,255,255" /> <Function ID="11" Name="Moving" Display="'Moving %.f%%',0~100" Dmx="160~207" Colour="255,255,255" /> <Function ID="12" Name="Strobing" Display="'Strobing %.f%%',0~100" Dmx="208~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Clipping" Name="Clipping" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Clip" Display="'No Clip'" Dmx="0~0" /> <Function ID="2" Name="Clip" Display="'Clip %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~169" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="170~209" /> <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="210~255" /> </Attribute> <Attribute ID="Zoom_Spd" Name="Zoom Spd" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Y_Roll" Name="Y Roll" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="Y_Roll_Spd" Name="Y Roll Spd" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="X_Roll" Name="X Roll" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="X_Roll_Spd" Name="X Roll Spd" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Z_Roll" Name="Z Roll" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="Z_Roll_Spd" Name="Z Roll Spd" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Tilt" Name="Y Move" Description="" Group="P"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="Y_Move_Spd" Name="Y Move Spd" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Pan" Name="X Move" Description="" Group="P"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" /> </Attribute> <Attribute ID="X_Move_Spd" Name="X Move Spd" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Grating_Rot" Name="Grating Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',0.0~100.0" Dmx="5~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" /> </Attribute> <Attribute ID="Grating_Effect" Name="Grating Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="3D Laser" Display="'3D Laser'" Dmx="0~0" /> <Function ID="2" Name="Light Beam+Anim 1" Display="'Light Beam+Anim 1'" Dmx="32~63" /> <Function ID="3" Name="Lumia" Display="'Lumia'" Dmx="64~95" /> <Function ID="4" Name="Light Beam+Anim 2" Display="'Light Beam+Anim 2'" Dmx="96~127" /> <Function ID="5" Name="2D Grating" Display="'2D Grating'" Dmx="128~159" /> <Function ID="6" Name="Light Beam+Anim 3" Display="'Light Beam+Anim 3'" Dmx="160~191" /> <Function ID="7" Name="Universe Nebula" Display="'Universe Nebula'" Dmx="192~223" /> <Function ID="8" Name="Light Beam+Anim 4" Display="'Light Beam+Anim 4'" Dmx="224~255" /> </Attribute> </Control> <Mode Name="1 DMX" Channels="1"> <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="Mode" ChannelOffset="1" Wheel="28" /> </Include> </Mode> <Mode Name="19 DMX" Channels="19"> <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="Group" ChannelOffset="2" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="3" Wheel="14" /> <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" /> <Attribute ID="Clipping" ChannelOffset="5" Wheel="4" /> <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" /> <Attribute ID="Zoom_Spd" ChannelOffset="7" Wheel="20" /> <Attribute ID="Y_Roll" ChannelOffset="8" Wheel="49" /> <Attribute ID="Y_Roll_Spd" ChannelOffset="9" Wheel="50" /> <Attribute ID="X_Roll" ChannelOffset="10" Wheel="79" /> <Attribute ID="X_Roll_Spd" ChannelOffset="11" Wheel="80" /> <Attribute ID="Z_Roll" ChannelOffset="12" Wheel="109" /> <Attribute ID="Z_Roll_Spd" ChannelOffset="13" Wheel="110" /> <Attribute ID="Tilt" ChannelOffset="14" Wheel="3" /> <Attribute ID="Y_Move_Spd" ChannelOffset="15" Wheel="26" /> <Attribute ID="Pan" ChannelOffset="16" Wheel="2" /> <Attribute ID="X_Move_Spd" ChannelOffset="17" Wheel="25" /> <Attribute ID="Grating_Rot" ChannelOffset="18" Wheel="22" /> <Attribute ID="Grating_Effect" ChannelOffset="19" Wheel="23" /> <Attribute ID="Mode" ChannelOffset="1" Wheel="28" /> </Include> </Mode> <Mode Name="2 DMX" Channels="2"> <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="Grating_Rot" ChannelOffset="1" Wheel="22" /> <Attribute ID="Grating_Effect" ChannelOffset="2" Wheel="23" /> </Include> </Mode> <swatchLibrary> <Swatch 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hYAtCJfSpLSU39eeHcOVUsNdJnK1NqwvANMIL+PGnSJNe7d+/I5W7evHkRG6b/MoEZpixYj0WdWoFYgVwDPDhgByCuW7euq9+gvsttmOvS09J3paamrUxLT1tat269BTk59Uo86E2/9dZbn/lv66K0rCzyxNABPmsEbdQBUqVCU4ZnxshRI13vI3qn/fKXv3zgnnvuKR07duz9LVu2/BOS97OX0bNnrzV33nnnPf9tORM7+C0B6MQ+0QYPHvyd5SXLG2zesnkfEAWgMOACgIRIOAwYwi/61FNPjWYNgdeFhjTD84FgzWNZ6YLsnIbl2C9ixFl1EGnosutl4+/tfsPirKzM4nr16nkwrrvQg+H4//u//xtBvXi/mwHlkLugrmPwCRuqt95+M6qXG/5ww1C/7Z5333uv3C9PQV22bdvOM+j8X38h5U7soLMEoBP7RKtdO/N/p06fGoGmjaCj1EEdGR9oxxg8g4sZpA6ANqUOGEAeQEsWrCHhADMc04NtpN/m5+e7hg0bRnrx7t27tnjmutiVu0npGekjPDN9+T+v/GdrqMyegX6RVZKK2bxhFpjjvEOinSqvEex74qQJ7rHHHkv92YCf/fXvf386qjeEuPft27dk0KBBf/8iC5/YwWMJQCdWoyF9qCtP6QHGp6ayA+UJAjQAaPr06VHgyjHHHBMBNrw8wCJpmqMDXhMIFQcow3shr3EekhB5wr6l0B9vvEtxr48fP274geTRUFZWXql17xt2bmUPHdxs3Lixy8vLi+rj5Zf/7d54/XW3fcf2qA5RX3XqZJ37FV5WYgeYJQCdWI3m2etfRo0aXW2wjwODHLRjcAWWkRHDze7999+PWPSRRx4ZdekRwkygQlDHiSed5Hr17OXmzZ+3ds2qNaN3le7aUL6nfM7KVSv/PXTo0MVf9bXHGeYerJB69so09ELRXgJMl3E5ewmUhVCf6C0ccUSvf/gGcfKXfkGJHbCWAHRisTZ48OCTfU/+FLjLqdnAE/o6k1UDhMCWMWCIcGXIHJMnT65yyWvatJnr3fuIrf4Yz0+eMvmee++9d8ZXcX3/haWC8Xbr1s21bds2Yr9vvPFGJOWoq5+d/5B1wwFTDnKi3s45+5xdO3fu/NFXdUGJHZiWAHRiQbvrrru+37lz56ceHfa3qrBtZdA2JwUB2kod06ZNi8LA4XpXp05d16xZ02ke1C/0DHn+V3l9/63BZa9nz54uNzc3CsiBTo7BUFw/BjPVHRBm84Kw94Gc2S1atHQNGjYY/Mc//jEJ606smiUAndg+5rvZx3Tt0vXZJ5540i1esshVJN7fm1eDGivBmcvp0cEPgB2+0B999JEHtJx1PXrkf8+z5YNiQtTrr7++bu3atRsXFhYWP//889W8Qfy1pXTu3Cly60NYOhoiXCfc6NBIwY8Z4d/Q1iHroCehroEE6AoXwQx3xhlnbPDgfMtXda2JHbiWAHRi+9j6desffviRR6JkP9UDQOJnNVG3OeqxYJIAsfymzZatWrmi/aOPDts3jdtXbB4oU++4445Tfdkb+Z918/PzLzzjjDPPvuqqq93OnbsRYFL+4ov/nlRSsvSFFStWPHrbbbetxW6YbRy6Oia7ZZAKIgAx2HnCCSdE4d5g1gjeYQCLNmCssy5dunowz/nVV10PiR2YlgB0YtXsF7/4RdcZM2Ycvm7tugicszKz3JF9j3a5DRq6mbNmuCWLF1WLmLMJ7NnFh6H7f8op31hTUlLc3rPQAwKcb7311p7Z2dmYZbxzVlZW60mTJp1Zr252rUWLFrt58wrdrJmT3Kv/ecatWrPZX0c916F9+5TDD+955BG9jjyyVatWd7733nurWrduuwG9C+TQ0NnHAdBwC0Rd/OhHP4rA+a677qoCZTtTORq0o446crpnz099lXWS2IFrCUAnVs2WFhX/FR4YyGeMdJjHH3+S+/31v3PNmue7devWu+HDR7pnnvm7W17JrtUvmiwRyxA5d+yxx++qW7dOr68CnDFXYuvWrc/1INjSA3I3z2xPbtu23WHnn39B6oIFC9zCBYVu4fyZbuL411z9ejs9i01xjRumueN657ije7V2i5eucNOmL3TTp81077//hsvOyXft23dyHqybbNiwvsnGjRuqebbA0HOANg0t+p577omy/OFjox8J0mjIGjduXPpl101iB48lAJ1YlV111VWtVq1edRwABNopQrfnzp3tHnvsb+6oI/tEOSUu+u6F/veR7je/HeiKlxZF+9nAFQB0s2bNXatWBTfecstNJV90ufv375929NFHX5CTk3OSZ7H5vpGo861zvnVco0aNc+FvjBD1KZPGuh07VrmsWttc/Zxyl5+X63p3beBatmzv6mQ1dOlp9TxgYpATboMprkuHUnfa8TvdmvXL3dw5hW7qxFlu/LQxbvToUQ5BKvTp1mvHsg8//DBaDvC2s8mod0eUFKl2LeQM+WKiHRP7WlgC0IlV2Y4dO4dt3bolAmYANIBkypTJrrBwrnvppX+5du0Oi3yaO3bo7Hr3OsIVRQOI1cOc6SN9yinfWOfB+U9fVFnvvvvun7Zs2fIHnoF2ufnm/2m2fdu21Fmz53gwnRNpw9u2LfHAu9U1y6/lWrfMdX0Pb+Zyso9waemNXGpKpv+u5YEzzaWlpvi/XZT0KM1jZfnucl8PpW7zpl1u1drt/pPhVq4tcGWZdVzzVutdeu3V0dyLNg81f2Og8JNyHHE9QtZ9Y5Iw6MRiLQHoxKps9+7d/Zgmk7kwyPqQR2KpZ8wLFy6IwrTbtG0Lz4zI9xemHh65uY0AfjfujzJh5vBGjRqd6dnxCfXr1+/hv9t4YMs9snfv9NmzZruxY95zK1Yuddu3r3LZ9cpci/xs1yCnwJ1xQmfXuVMLX8aGvgnJcFu3pQCC/fWUoUmJHFNS0zzI+uvcuX2P27J5t2fLO1zxaoDyZt9AbXfbdu6qlDH2uN0eRnNy6keugrhGeG1Yszmd7d9syFBX0OfbtDlspW8Qb94f9ZTY19MSgE4ssl/+8pcNl5UsS0U3HSyQAAMtGZ4YTBcKLwUMEn4wZkwE2ghd1i481h173HHbPXt+6POUY8iQId9v27btQA9gbTwYN/zudy9KW7F8RcTiJ02c6IqLFrhdu9a7RrnOtW5d33Vu18Sd0Ke9a9rkJJeX18CtWF3Lg/EuN37yQrd8zS4P2Ntci6ZZrl69NI+Upb7MpZ5d73IbN+x06zbscCvXb3Prt5S6Tdt2RnMJ+ibGAUf3smP8m1qV6xm6MUPbbV4SmKZK5TZczsx7+Hz72xeUDhr0vy1eeukLSuiU2NfCEoBOLLIOHTs+M27c+KqBL4BIxZx46REQwwC+kD6w/LDDDouS8sMHGCAO8MG+tWtnurZt2r79SefzzDjfg/sPC1oV/Dinfk4rv6huakpq7ZYtWqZMnTLVzZk71xUXL40YOo4N1t66Ra7r2r6h69qll2uWn+9qZ9b1zDbD7dzt3A5fxK2bncvN8ax4d6oH7Bw3a16Jm7t4patdK8M1qpcR6eMbt+5yWzxA74ZHRbkHUMmlUQGmANrqEZI23wZzWmvwSchU+tBkSlGyqFq108ePn7TtH//456Tly5c9PmvWrL899NBDB0yukcQODEsA+hA3zDPYqUOnR+rVqXsW3MaQsAhgApmDuSJ0klfm3ABoN2jQIPL1hRGA+vU73QNYajWAHjRoUJuCgoK78vPzj/bHb+TZaJ1+/fqlwJsCg2rIGV2yrCTSvnEOBHigHDh+8+bNI3CuiM5Lc6u3pLoxkze6jPStldGLqS4Dn/Q0l5mR5rLSMYdgqtuya0+U0KgiTzVY8/YqcNRAETv1Fq9lb6RfdVOGHMpYp3URWk93u1defcVt2bqtVu/evY/p1++MY84+++y/vPba6wuWLi16qbi4eMitt966r4aS2CFnCUAfgnbnnXf288D3+1atCo45+5vn1J07t9A99fe/VyUzgqsYwAXslWlEyQQ5Uwi2A5Dig78B5ADR0049zdXLrvOL1197/er0jPQGCP7o06dPGqLpXn/99SiB/coVK93WbRUACzaOD6QTADGkBByHOaNhCojA0NTUvdNtAex2VW3nGWt5hb6sg3jcH98ovzWVJGDKjO0UWjrprWXOKnPY9QR2hsIXFS1xjz02zL3ySl4UBt+pU5eUTp06te/V68jfnnHGmb99+623V8+ZO+fJOXPm3HjfffclIeCHqCUAfYjY7bfffpwHwRtaNG9xap+j+taZMGGie3PUm27+wgVuw4b1jjOEADwA1ABKTYAEwCQQ61RVMAAPtGtMMzV12lTXJK9xu/nz57tFixdVhUBXSCZZFfk4mjeLgJ3MGKZskwzW5rKoYLwVf7OR0P3Kyqqn/aQUofsrc9blyowtS7bbcnmcxBGXzJ/sGR80gpCGNm7c6D7++KPog0HIglat3GHtO7ru3brn9ejRfeBJJ508cMyYDzaXlBRP9T2Nq2666aapn/shSOygswSgDwH71z9fXHt4j565EyZM8L//FTHj9R6UGREIMAIgA0wAzmTMWI5tACTwOsBvBLEQzPE3gRSSBwYTX3vtlQh4AcD4u2XLltFvDq6FEi0pqIZmJLHM1IK53U6ZsIahE5zjmK8d6LP5M+jZQp0+JGXEJezn32T9qBskkeJUYQhoAVjPLZzrZsyc4UaPHhnJO4cd1t61b98+u0ePw0/49re/M2XixMm7S0qWzp85c+bVN9xww0GR1ySxz28JQB8CNmH8xOxJUyZG/rubNm2MAJeZ53TwihGA0JUBvpQzoAX36NHDQTMGUwbA2Eld8TekChyvQ4cOVRndYApkOiN4SP/lb+sdAdPj6TRZFmA5sKfn5HYEW53JRb0xeBwFedtjYNpU6z6nZgHcenSwvvDN2WPo4ohGED2PWbNmuunTp0XbYSKDzp27uG7demR079q9y/e+9/3RH3/88caFCxeOXbp06V+uv/76V/6rhySxA9ISgD4EbP3GjXP27CntQayjZwRZs81SB2Am6LZo0cL94Ac/iEAEwPvss89WTYBK/Rm/AcgEfcojMMta9W+yUj23lSesJ4TKEZq2UzVnGrfntXAbZdvsLbC8LIfOGBPK62xBnWalGSuJsGHQHgM1d5ST3jNNmjSJeipg1QBsREQit/bIkSNc8xbNXeeOHqy7d6/fuVOXb5515jnfnDVrdun8+fNmerB+fsmSJfffddddwanAEju4LAHor7EhBLpnz57HtmnTat3ixfOrMVOABLVhgAq1YAUngBfWY2Dvsssui3TTt99+O0qfqaHMYNUKTJQz1FQ+0HwUBEeWQ0GY4EfwVNOk95ZJU4pQwFdQ5LXp+XS9MmY2ZCgfy4nGCjIONWWrh4c0aAVkXhNlF71ONjiUiJC2FOlLUceQnxAlubRoqSucW+hGjHzD5ec39ey6jevatXt61y5dex511NE9zzzjrNteeeWVmUVFRc8sW7bskcoMfIkdhJYA9NfAkDLzzjvvPK9hw4anehA93HeX2/oXO+8PN/wha9Wq1W78hAluxYoVUfeZXggEJIALXn52welaR9CAvAFQGD16dNTtRmJ67stZqmk65RVMgcqCpjYINAUyy7DZAJBZY38FUsvAuQ/303KFBgt1fwAyfcCxHa4broDoeeD6kaVOJRJNs6qzkdtvy96tRMLfbCBZTpQDDQIaBgQGod5xLzds2FAB2L4B/eCDMdE4AcC6S5euKd08ve7eveftZ5119u3jx4/ftGDBgnGLFy++9fe///27++epS+zLsASgDzLzL1h2Xl7euR6I+3qG1dl/t5s8aUq7PWVlaYt9N3jO3Dlu1MjRUS7n9f4FLivbUwW8ABi86CHvBgALQKlPnz7u8MMPj8DkxRdfjLrY2Gbq1KkRcLdq1crNmDGjaqCQKTRDGjKMoENA1WUWwJW1hvRqPYYFSD22lsG6zKkWzcbFenAgxzPqCIN4YLAARPQ2QkzZMniAO71hbJn4m0ycQGz9re1x9fpw/8iskdoU2jTBGgON0KyRPwVg3qpVAQYYXZfOXXO6dG61Ax8AACAASURBVOnW7zvfuajfhx9+tGnevMJRvsF+wt/D12655ZaaE4ck9pVaAtAHsN1xxx2neVZ0pn8hu+Tk5BzWJK9JwU9+ckldhD6D0U2ZPM0tWbIoejHhCYDIOAAEusfQiQsKWlUN1gFcqWnqIJpqqdA6MRv3uHHjopcewFRQUBBFDeKYYJIANYaC04uDRvDCNvRjpoRB9hhi2AQtBXotF1mwZdQwHXxTYOfx9ZjqicHt1VgvSLY/c+bMaNJbaMHI4odBUn8Pou1wfXAjVHmC10XphCBsByQtu1fjvnFeJtyGy6hX415jkJENSeSl45+J+fPnudmzZ7kRI4a7pk3zXYcOnTy77pbTtUvXC8884+wL69TNKvc9o6WeXb/oWfjgJDjmwLMEoA8Au/HGG/OaNWv2U8gTmZl1CvwLl9+wYYOWZ55xVtbChYvckqIl7oMxY11JSbHbuGmj27ULM0FXJIgHm6qXXc/lNsqtyvPAl199jAEQvXv3jiL3ADBkbzCyOYD8smXLqoEoQBtghRcfYI0JZNWbAeCA/dRUerBs2rrSEbhhVqKwmjG34bltNKAG1fBj9V8FawVI9iKozdPnG2wa14wGClpwp06doutFnXGuRoIv6psMFyDJyEjKFByAZZm0oaR8oxPJhuQPvVbNB8LfOD/GClBWNMj4AKzXrFnriopGu3fffScCczS67dq1T/FgXdCte49rzzzzm9eOGvVmycKF8/9RVFR0+2233bZ6vz3giX1uSwD6S7ZBgwal+hf5OM+MoRkfn52d0/rcb53btLS0LG3RwgVu5owZESAg6fu2bVuixPlpaekRGOPly8vLqzZoxZffMjIFIho0ypNPPjnSUAEmjATkscCci4uLI+ABQGEZ83CARQIc4ElAtqtszyYOYnmsG51lsRxMVC1ZwVWBlNta5krfYgu+VnO2zJSAbL1F2NBRi6evMgZH4U2BusM9QONEzZ4AShZL9zn2aHDvYFzPe8hrUJC10oa6Q1pvFOsxooOzOAfKgPsOaQrXgB4UPrjXY8eOjcAcDS9c+Dp37tqiW9du15500inXjhgxYqm/3hc8s77t9ttvX//ZnvLE9pclAP0FGsDYv5z9PBB/y3ePj/YvSvtzzvlWw927dqcsX7HcFS8tcRMnTIpAES/N9u1bK15C/2JmZma5PN+9pgsWX1h2na3nAcz6NasbGl9sdNMx8GelARgCI9A4MN8GwRRdfgwkVkQLplSBEoyJ63l+mGqycQzYfodkD5jVjDVcmqaNhLLxkK80z2V1Z4IeDAwTDSG8JgCoNnqSdYF6wr2hxo5tsd1pp50WHQeACG2YGQJ5HJVrVIJReSZuO73H1mtE77N6i1C/B7MHWBOoIWOB6UMug2Tz0UcfVkpaHVyP7j1aderUdeAJJ5w08NVXXy3yz+jznlnfkYD1l2sJQO8nwyzQvlv5nSZNmnw/N7dRr6zMzIb9+p2ehZdgWckyVzh3vlu2vCSSDDBdEsGOzLhedl3XqHFulYuaHSDTEX91BVOJQLvENbFpuw8N+TAIzjwHEyPp+SkB8Jj0YqDrG4+rIGMHErmvgomWx0okqr3SWEcaiGIHK7Xx4v4KhHo8yj4AaGwP8AKQ4RtSAXsWWib+zbriOgT7oBdE0Oa22riEejkcdA35dNvGzOrt2lOwQM6GBL/BmqFds9HDteG5xLM6ceLE6DNy5HDXpEm+a9u2LXTrgu7du//2mGOO++2HH360vaS4eMaSoiX3Dhw48BmX2BdqCUB/DoNm3LJly2s8oH0nOzunRdmePVmnn35GBl5IuLNNmjgpGlAD89yxc0eUvCejVkZVVxcsBt/W/xdmmaft7sOsrmrNLrfaLrex24Jd4+WFZkk9l254GlCiQKTASFCwodDKEEMueJYN6j72mrR+2DDY8+hvqzOHZBdrDG3HN+oDYAs2TdapboihBggh9bjXrAfVwlV+of+4gqtq0Dy+3i/el1APg9ek4K6NIDVwq31TBsF18VrxDCxejOCYOZFuDbBu0wZg3TWrY8eOfU468ZSnx4z54LGFCxe9u2xZ8b2+IRqeeITsf0sA+jOY7971b926zYPnnHNuo12eGUGPfe21193SoiK3wb+8paUVXg14sfHQ16lbxzXMbViVpY2acYjBWhasXXiY7Y7rMpoFZa4PdfUtC+c3yo6XUxsJWx4LulzGwBYLltwuTvKwwBqSOXgtNmgldC4Fbi5XQNLZYuIaBFwHQJYDsXBrQwOGRhj1w16Fats8Jtm29S7hb3UXtNej3iwhLT6uvCHpiJq07TXodjwntqOuDl9vBsewF7Fy5YooA99HH42N6qJly1auY8dOtXp073H6cceecHq97Hrlw4ePWOZB/ZnFixf/cfDgwZtdYv+1JQD9GaykePmlY8aMbVS7dq3IbQkvbGZmLZfvfzfOa1yNodDNzDIdasl8QdS3Vl8u1ZctW7aAoMsUpOIA3AaUKIDjJdXtrQyh/r08n9VJFUxCZVb92zLpkE+1ftN7g8ssaFkZiGYDVey5ld0SRHlsjfgD8OID8FK2all8KFScx2Ujpt4Yuq8tJ8tOCUnrxA6Yqln5Q/fV51KXEawZKYlnHP7WkLXArAHY6EXA13rq1CmRFIIJgjt26gSPkBaHHXbYbw/v0es3zz//wsxly0oe8Nv/NWHWn98SgP4MtnbdmnZz5syKXgQ8wNAqMbCGDx5kLOcLbAMvYMriYApsqh9qdJrtysfJBlxugx8s49LutjJsfnNqJ/5tWaYFNT0Hl1mw5jLdVlmdZXNaTj2Xnk+9GGw5rOxjy20BTRtPlU/0PLwnzNQHoOVAqZUobO4PvTYCNPYF6NmyqV4dYviqxet6654XAmTWl5ZJBxbjGlRl15RC0EsgYM+bVxhJIW+OHuXZN+ZabJPSuVPn7t2693ioY8d6Dwwb9rexK1cu/+ONN9442iX2mSwB6E9pDz300LCc7OwOfAHRxcUDWlJSEnlFIKILH2iWTCKEbci0GLWmrMgCodVItYusLxZfJmVplpFb4LL78WVW6YKudcpEQ11p2wAoIGI5NWvrAmbZot1XGXQcYMSBiGWTFvgtYClbtufX7VjvGiADsNIegj0PG+q4BoYNFkBO73tI2tB65XILqFzG+8pzWFMA1220R2fHCLQXpg04ZB8897jXuA54q+B9WLdubZQxEXNIjvngfbjupbdq1fqkjh06j3rjjeGbPZjf86tf/eqWfQqXWNASgP4Eu/nmm1sXtCoYN3vW3CYLFy2sGjRi/gp8Q5fEgODs2bOjhxauSvA7ZVIddAktGPFFidMF+eIpY7J5KTjir/tYf2huH9JjdbCJ51YGbcuk7FtfcpUVeH4ch0xQAYX7KCCoHKEApdel59Pr1nPq9VjZwDJ2e3wrR9iIPRqAiS52vCehhkzrTxszdZ1DA65SSk1Mn+dUNzxtJLR3pqHheiyWxUorlE70PupvmPps89xYx7wlYNY8LmU+lLmoaLEbN+6j6B1o3Dgv+/zzz/uBP0wC0J/SEoCuweA616Z1u+nDR4zIXr58WfSQwQDCeMHgT6psEQwC4A1PDkTfYaAFrBo+tQB2sCpmP7MDQJaN8SWGWXDV5eo+BVOXM+7Db8uSaPwb3xo4YtklzxliZ9xGM77heAAhRuWpWTZJoNNzWEkoxG5hZP401fnj6oL7W8DRxP4sC8GfA24cPORAofZWQjqwXhcbXYbMM+glBMy6nwIzyshUsba3E2qMQ8+EDlKysafZ3p2WnevSIl/9zCpAxnuAwUTmBMF7wHvP41R6tbR49NFHH16+fPkDN9100/Tgg5RYlSUAXYPlNmz80ptvvZk9a9asyEMDGhwYMQM1ojBrD0R4EDlyz+4tHlToc4g8w6g4gLpNmzaRVo0HGg8w9lEpQF8MBSjVb/myWQauTE1NAcKyRG6vyZNwTTQFHi1TSOOloVzqZof6Iggz6ENZp5VdtB5CQGUHTwkQeu2hQTZKDtoYqmcIowe1Lnku3iNOV4X1uC7cPwusFpB1Heuex9GAF+4X0ph5rzS/id5HXo9OUWYZsJZB68iCsfXWIXCjbkgGUGY8v/Cdxoc9SitL2YYF93/06DfrnHLKKZefcfqZlz/77LPvFhYWnpoMIsZbAtAx9utf/zq/bE9Zv5kzp0cPKRgL/UTx0AHI8NAyrBeuR/QZxjIyZTyUYNQIrwarBpuG8z+mgsIgI44JZs4HnKYPOXNqEEgVPJQ5wUJMjC+7DiBxvWWTuK7Qyx3SWi1743rkr0DDhGtCowa5Bzks0BXGNgA29D5UZlEmqjKAlXl4/RxwUwDgt+6ndRCXd1rzX1vg0vKwztjwkPnasocYrN4TeoHYhgpm07Cy3DTVxAnIei7bm7LM3s6ko+XlvWC9smGjqx2eYTslGs+tjZ0+YxbwZ86cEenT//znP92AAQNOzs3NvdWv+oNLLGgJQMdYo9xGI1577bUUPnyMnuOs0wAY/g0QYjcd6wBEeLCxjYb3AogB8AjtBvMGSCOlJYAasgnOgfX6UKsnBYzngemsJTBll9o1pVkw5vEUUAAcuCZNRM/jhI5l2SK+0VghKhGNE6QdgD6OxUxruH64bqGLrMdkN1i73NpbCF0bt1fPB9VNbY/DArlle7Yhso0SQZEh+KwjlsP2Ygi+quFykJkSgJUylIlrA6hlsLIF60oB33oFac4SbTxYN1gHIMZ4CsCYz6/tIYXOq8+ASnFa39wO78v27dvcsGF/dT/5ySVXuwSgYy0B6ID5ByntjtsH99ywcUMVUOkINru2ABgYQAd/M8k7BxABTljOBDl8iTn5KmQQ5EGABAKWicFFSCB4CbA9w4RhGgEG0+6tMkJ9oa2/M8wyJ2U6DEzgdpou03Zf1fTFxD54ATFVFo7HCVEBymigkGAeAIBBJTRSPDeNGd2sF4aeOzSLCctLALXMVfNWs870+ghQ1k3Rygj8UDvWCMuQFKPlVwmFIG2vC89GyIdej6f3WNkwWXXoeWCDpwONuD+4N4x6BTmwdWqv295vu8yaNi78m6CP71EjR9bbunnLr/5w0x/uDx7gELcEoAN25JFHps6cVZFiE6YPNIxdZU6gSjbFhDj4DfAhOONvZj5T4MUHf2MyV3iCQAIBs4QEgm8CGAcX9WXUrq+yawuoMAVhZVjKsui/zcxselyeyx7XGrOn4frmzJkT7UNtnlIOusgEWBt0oi8550VkPXEflWvYFVdA0oZH2aky8jivEgIhLOTyRpDVDyUJZdBWQrKAxuOi8QIoMjBE9XS9z6wnXo+VFiwo85oU4LEv6h7MmNGQmoVP2bbdPwTM+jfry3qraB1qY4nngw0xnpNzzv7WzX5xAtABSwA6xsBu+XLAlJHx4VOWiYdOWRleBv4NY9eS+TjwcnDKKIIVXtiioqLoJYLsAZCGJwhYNfZRPZagpVqpAq++4OqtoIyQrIsMi7ooX/qa3K94DP1mwwVQRsPDdKXMS4wPzoFrIWO3jYxqx5pCFKaATKasvQMdTLUeMrCQ/7BlphaEdLnWHwfteA/YoGg92cFKeyyOV6DnRd9qZcNavyp5YF82DJpci9fG2cEB/nim8KGHEYNj7PXaZzxUJ1ovoedAdXgut706Lmco/K7du9yqNasbX3PNNbXvu+++nS6xapYAdIzpQIgFPpiVGpQZwcjGlHXr4Aujs7APXhqCI5lOlAVv2bIInCEHAKih64KJw8hK9WVQ1sKy8WVXjVXNDoAR/OjOxeUKXMqU9Fz0XuEAoMosbMw4GSqMjZOeQ7+t3qn+u6Gy1yTHhO6PXq8FbgUXWzdoYDSFKEGRMokeS8tugY6NIj1b9B6FvFX4zR4bDPtXZEjcGNU7yoSPzb7Hc6qxPHaGHdtI8T2wA6BWutDnUO+pZeNWp0ea09TUsERyqFsC0DFWu1btKoZku3QKygrg+lLpS86Hm1NFqUsXlgO0wKJUAsG+ePmo2YJZQ6sGq0ZoOSYPZdIdbKeyCc0CmGXPuo6+ypqk3rJIBU/bDcdLzhF/goi6r5Hx0oeXg632ZQ758dpy6j2w3WoLjAoQLKdKB9oNp4UYppVErGse7h1ZtNYZy2jLwWNyfAKNVqihZC+M5cb20Iwr8odvr/I3pheQgp8+e3EEw+ZssfKPfZa0t4R7aGfT0Tq090CvT+ugFA37xg2Jq13AEoAOWJMmTVKRHpRubZrL17IcdcS34MxlqrfSU4GpJpnljgCBFxVgre56ZNnUqjGzByQQMGoMxmEfyibUxW0XX3sDNi8G1tGrQN24QlKGslh90bgcdYbBUWjRBGnrdcDeA+Ug7q8au/1oeWF2O/XI4HrbvVbA1+AYLYM12+BxO508AaaNkGqutlG3Wi9zcqDu+SzwmBy0pVRB6cimf2XdKDsNNW4hNh/yEqKpd4fWK3pxAwcOdNOmTatyH0XPyTboep/02vlhWTFBxcSJExOADlgC0DGWkZ5R7aHXF81229WdyAIDu75kQDqaDiMocqAIxqg1uN5RqyZDwjqwJ8ggkEAKCwurpjQCuwZY43h4mTWwgse1kgh/05RR2S4s94m7VgIek+poAIl2oxVI1DNFz2P3CeWY1msIsW+rYWvjqaBhr4PbaaOmA5bcV934dD5IBZ8QG2VZ6AmCBpl6PQCPWrE2trZBtL2MuL/tvbL1Ya+Zx8CzRK8WPGvs/fG+gCx07Ngxej5BFDhmE9cwKKlR6SQqg4uOGx55PsQtAegYsyHPyjgUlBVwtZtNDZf7Eqj1QeULwH3p5gSA4zlgeIE1YpHnZPcYGuTSpUur/I/hrgdwx3GwDZPM01gOslZ+1L83lJHPslcFSwISgYrXQNNtNGAEZl3SeFz1itAsd6xjZefq7WHBjOfnsVkGZe3a+7FeI8rQmY6V9cVrINiq6xx7TyqvsPeAxpieDJAsEMykz5PWg94DXabPZ4i92nqI24brtI7OPvvsqJeGnOd4tvBNMoFnY/z48a5bt25Vk+SGjm3NnqPih/8/0Z9jLQHoGPOPUrXsbtrVJUiT+SowEPhg2q0NMQiCTsh9D11auufB8HJgf+jQ1LPxIaCwCwwGBt9qaNQIL2/SpEn0wbVwtgwNy9XyoIwEDuvxoKyHYBvSu8kM+VEdVLvlNjrQpu60jJhsmNqnArWVdCyjVLnBghu/tWegvQHKXNyPvRKVG9j4Enw1gIhyCAeICcCUo6qeNyOz2MFn3g8LqHYsgM+YZcShnoRl3VwHe/XVV90pp5wSTRaM54aND9bjGzIbI2nxvClTtg0Ul9n7W/miRQOEZfowJVZlCUAHzLPV1F2V6UTBRG2X3z7s1JLJLvDRiV1tN1O7zXyBYQR6sjFGdilQM7QcrBqDiwAKTUpDFysANlgZWHWbNm0irZpz0XGePU30xCAJ7GclHb1uZd6WVat2TbcxlinkrqjSC19cy7pZf9R4ub2VmtT0HPQBto2RvZ/8aK+Hx9cc3/wwj4Y2FDgXZ0lnGfTaOUM6z6l6tTZ4FlDj2LOCcNw1cTttvPRZ1N6eGq4XEwjjHcCzp3WH/fCMTZ48OXqeQAZAHLA9Mzfac9hnRcuVmlr93InttQSgA+bZQSm6b/pQ20Tyqk/SyEBhBDwCsL7w2uXltnxhlZGzS41vRvjhhQBgE1zptsZBPs2wRvCGJ8iMGTOqZdfDCwUwxqAjGBLM9hT0Grlcu/00gpFmZkP5NCJONVrur258PB69SBRkeQ5ly9zPMj/bS1FPDWVudnsatmNgEP3UeT3qQsfeFcCLx2CEKUFbyxJiyCp/qOZtwdACbNx187gqx7EOQt4ZISmI+yOQBc8MtGj0ynDteM4AwHjGv3vhhW6jfyajAWp/z5ctXx4BtG0IWKf2W8udkbF3Fp/EqlsC0AEbP3787gEDBlRbZmUJfQmtkUHSjYzsi5qlMroQq4bRw4FyBLvJAA12OclsOIATzYPoATzkkYF90C3FS4ReAV31oDMCsAHiYNw60Wnc9cFUgqDsQPbI6yRAa5dfGyrWjYKZMmjVx0OyioKZRtlpN5v3zA7a6QfbUbpQcFbGS5DDNVJSUhbNMug5WE/8jeNyKinUDY4FwFMpLNTw6zFUsrG9GLut9SSJ+21ZLp6haG5C/5y0bNXKHX/88VW9ueHDh1cdG88SnpuNSNZfmYrXSjP2+Fo/XF6rVgJDcZbUTIzt2VO2xz88afZhUoCwScxhlh3gQWYyJYKAZeQKQHw5GYZLBq5AzIEqdD9heOk5sId9OS2TDYTgccGIwJBwXIA1AJrAjuWhCEJej37sMl4P9iFj1uUsgwK01VAts9T61/31XrA+1euD92Lv/dw3zJ0fHIeeMmygNLMbfnNAllq5sl1r2nhpelJNWAQD47a+01av1WNSiuDvkPTG58g2EjQrN9j9YSd4QIYcttPXB76XlZS4pcXF0WAmewp/e+yxfQZaWX6tE7239t5Y0pPYvpYAdIz5F3GD/2pkGaR96VWuCLEHBRh2/8kcYdavOBRRxuNywJJATLZKX1p11aO8whSfZHvUUNlYQOIAC2ISeoKVHcQL6Z+8PmWAXMbz6zJ1GdPGSJmgXq/qzGqsH2XbBMM4MLIMl8dWXZvXwF4KAVllCCu7WLDTe67lwn5gyywzwR9gZ+tTj2/PY1mvfcbizK6Pu5+wyVOmRMFReB44SYXmrLbyky13SPqLkz4qrm1f//PEKiwB6BjbuWNHkX+AGuG3fSnsQ22lCpiVMGgEcz60BEsut+wOptvyb/WMwL588fnCq9cAu9TMgaGJ81UCIchDKuF2GhShpqxIr53Xxsg6de9jufXltikwyXQ1q5zN12HrVMujdaeukrwfKhGwvnDt6L5TFlJpQP2klZ3qefVbnwv9G8envMFshfiwNxTSbEPyRZysYQE8VKZQufTZZv2g0YbxeQj1ouw+dr3q6PoeaENU8Tsl8YCuwRKAjjH/zCz3X0fY7jYs7iWA2UFAK4tYkNFutE22o6Cl2+tLoQONMAIadVQ7cAljwiZ6I6h3gjYW2A4fjVBUsGZ5NBUqy2ezu+nLGmLGWhd2WwVJbhuSR3Q/mPY4eK30C1d2DNNeCeuRdWVzhuhAsW2EbSNOQOY1c9CXYK3XE3qulHmGnj/tbcSBvH3+amLa9tyWhOh5taGzZQv1LELnj7ZJ3KBjLQHoGEtPz9iIBxBdPcgEGK3mCw8LASnNvrQK1CEWTmbGl1fTfuq+oaRH6gGi+RooAWA7TjZAbVqBGMmYOOilHiDchseBFkkdXN3zOLMIs6rZxky9PxTkeO16LVxmJZN9Wde+QGjd47AcGj1dClmfTBFKf2/WIQcEsax9+/ZRZCZmhTmsXTs3bvz46DnQstuyhbruWl4OmIbkEO5vmad9pvS8Wl+6v9arfUZD5+TvkHeOrXNbphDYhxoTC/T2OInEEW8JQMeYB53d8HBgHgSwLoAbc0yEuowwfRit7qYvl3Wl0m/msCD74+CQ5kjm9voyKqgT6MkKqS8zDSoBimCLgUxcGzOh6aAaPRvIqpnbmhnTKuurmpRAj4hQA8ayq3dF3KChrRs2ZqphsywY4GRDw300d7Nl2+n+/M1btHBdOnd2bT0Q1/ON8PgJE9zxxx3n9viyICrzww8/jJ4BBRZ7X5UBWzCzg2g8d0iq0P0+yWoaoNTjhwBfxzz0ONpIWK2d9yhESuJ6mJZx81nVHmBFrymBoThLaibG0tJSdiMfB8CIM2fg5YcHBB4yJgSKY9FxTMMyMNuV5W9KF5rDQ1kgl8EUqGGq43KZgrcOhNE9DgaQwzr4SFOD1mmZrBcKWTVAHvsy7JeuaApmyvAVyC3QsW6UXZPFcz80MgBjjYrUhokT1WrdwHAvj+7bNxoEO/300yNXw1q+MWzbtm0ULv/Y449Hy9u0aRO5HC4tKqqKkotzfVMmrcBoEzHZexxqeOzxFRDZSFt2HseM7fXHMVt9Hi0422c2ThrR69YeUIh97yMJ+f9q10r8oOMsAegYS01N28McAQQ1yAEAIE4ei+4z5A8AFfPz2pdAH1hlUvytXgShrmdFWfYm41HfYZuHQlmJsksdaKMkoh4fHKmnJwdBWWdI0fkVYWTVlGaoewM4Eb2IyEUYj0XZRI3l5DHwQR1T92Z+Y/yGxKC+xzCGk9uAF/h3cyD00ksucd27d3erfMP61FNPuW9961uRy1hj3zvK9td28//8j/vpT38alfnjjz92CxYscCeeeKI7sndvd+qpp0byBhofbXB4Lsv07T0LMVy9vyGmbOUey7z1W5mvAmyIEMSxX1roemyZQo2CXq+VMrT3YHsdVed15dW8cRKrbknNxFhaWmpZZZatag8kpQaCCIAa/qEEM05d9ElsKeSZoSwsjhlpkiGCJJfDFOhZXmV0bBTwW3VXy6rJQgHe+KZWzYE2Si3UllkGlAkBMVgGJgrgw7k4mwr2oeSC+sJ6Skac9YO5jnlselewseBEtDCUD+dBxNuYMWMiQP/5FVe4UaNGuSM8yOZ6IL7p5psjluwLEvl9/+GGG6IyzC0srKgr1IurAPyB111XFXgzadKkajOQxPV2tL7toKb2GOygmgV77h+SCHQf9khC7DjUI+H2fLasjq3Ht0Cr5Qv1IrhegdhuG2Le+rzXqlU7WJ7EEoCONc/r9kRpFnfuqPIltv6ceKHxwgNE8CIj5SIeVIAHwCT0sMO0+0qLc9XT81lmrtGK9DTQaEXLqnkM9VEmeNtsbQz/1iAYfJgeE+fDNmTVPC49PlB3AGrMXA5wR+g8JAbKIABggCvAmHM/ssxkymRgqEuw4nL/e/GSJe7oo49269etqwIGJIPq0qWLe//99/cOpPp6wGDf2LFj3en9+rnjjjvOvfTvf0fne3DoUHfiCSdEZYvq2X9KsZ8/3yOPPOJ69urlFi9eHM2XRxlJ7wX/5r3g/dP7RCC0jDTUAOvxQmbX8bhWJmN55NjLrAAAIABJREFUQo17Tb9tY2KPYdfFSR2sBwVoK9Ww/FqGuJ5GYglAx5p/mMp2VLpkcbbu0AsKY0AIgQv7QMMEywbbqxXQ2OyAoXYHLRPR84WCNlTfVQ8QgrfNAcJjqmser08DaJjylPMLMu8Eu/wAWmzHhPMahUcpBpIH8gZjwBW/sS/zf5BN4xvLGb4ObRg6OMAUxwNg10WSp02bXG/PijG7TJ4HbJw3u1J2ihi8RKTt8WXZ5s8BLwywaeyHBFi7KqUTeGggfwSO/8Lzz7sdvkFo6ln4YYcdFgE3tGqk2UTEHFm07faH2KSVFuJcLbXB1+WWBFjAtM+Nnssy6NCzymNZEmCfS9sr4L762+5rewI8T5xL3l6t2yUWYwlAx1hqempZSA+03VauU1YNcKFcgMEnsEYmOQpFYIW0TD2+eiyE2Lj+pneGHdCzzE1fUkoX1Kp5bjJteoAwEo6aM/ehqx3DyjWdKXVqNFjcnnkt+KF+j33btmkTAeImD85pft22ygRE8LZY6+uSMtLESZNcz8MPr/BU8ftm+GVt2rZ1G/x+rrIe3/OM+rTTTnPnnXeee+fdd6N91lUOLhbOmxcdC4OC8N54+5133G9/85uo8SgpKXGjRo92s2fPriZx2B5JiAWHdNwQ6/4k8LVeFLY3FXLZjCuLLtPjhZ6hkLyh+4TW2fNa7dmSDz1nWVl5gtA1WALQMZaRllGWnr4X2KzGxpck9NLBGOQBgAJjg/yBB5XLVUtWC71ECgwhhqMvozYUnFPRRueFGJfKHzDNa0FgJZDaaEWb0In6PF3zoDMTwGFMpcprY/BIdGwPiFs8gDbOy4sYNLwskIgHM8d06tQpavB2+PN36NAhAm/U42bPrJt4Rt3/e9+L3OImTZwYgezKyZMjmQIMG9tBCkF5zzn7bNfCs2Tck5W+4cjzy4/o1SsC7iF33+1yfK+nfoMGkTSD8QXKJrberexkpQeadWXjdStY8TkLnUePYZfrvvYZ0u9Pw/gto7fr46QWrQM9X6gMVtrDzwSf4y0B6DhLTd2TlpZeDcRo1m80tJwGYMCLDrZGH118gwWiO68+zyFWRrPl0AAPe17dzqYwtb7GtptMINBcHCG3PnptqJyiATD4G8AIeQNeFLhmvqAc9INpjhDmFQEw51QOLoLBNvI9EgAmZAnUYxYCh5Dcye83Y+ZMl+3Ps9IzX6Y4xXmxzff794+06Ii1+3JhvGDe/Pmulq/75557zhUXF0fLTjn5ZLfVlw/TdF166aURo4YePdeDO86pvQ/V7bX+Q2BlgUvrWeUCbXTjAJpmn7cQi7bnDrH10PMVAnm7Dc36q4fOrX/bnp9uUytJNxprCUDHWEZGerlmq1OzjIcvmHXCt9+cEBYgBBYKBsfgD0oT+oDbrjJNXybKBLq9rtduJlm1RvWF8lxzP8uqeS7tUfDcOisMZY8ePXpE7naUPqg1k1mrtwOvnRIRwBOMFgAPP1kAJZgtpBJmlsM2u/2x61QOEiKwBH8vWLgw0rsxhvDCCy9E54MGft6550bHbOSBuN9pp0XHQTlbt2njZnswRtlGjx5dTY6x8xpq/VsZgvVhAUv3iwNSu62ut8AdYsi2HPY49m+7TMtof8eBbKiMysRtQxF37LTEzS7WkpqJMc+eS9k1hpaMFxZAym4+zLIXskxsCyC2vrB8MajZcgAO7FKnuGLI9yfpzbZbDNNuqn25+a0+1erBwX3V59cut6wvNHUVyg+3NlwbpIl27dpVk1nIHqlFUyoh6IH9YoAOA3orli+PPCwQIBQN/FXKGupbjWx8I0aMiEAa9fjRRx9Fckbfvn0j741GlT7P8z17jgY1PTAD8CF/wL/6mGOOqQjO8cdDiPcRRxwRbY+JUUeOGlUtelPvaQiIQveK90Lvm25TExDG6cNx9zgE+JYo2HWhQTzLwO35rdnn9dOydph/JuJdWA5xSwA6xjLS0nbnNsz1L/CaqslaATh0O9O557SraxlEnGYMw/6WVSNvRARSlS5pmiv3k0CAZdDz2oFBZeVkexxU1KT33N6yZR5Dr1V9uvEBwIGpQgfGBLbQl6FDAzwJBqqHE7DxQaBItNxVNCSb/HHwNyfATZME+fxAEkGjCHCt6glAbvF1Cj0brLruYYdFEYTtfMNRzzNxeHQU+O179ewZsXy44MF7I98DO3Tuhb4ccOljI6INUZwpsIV6Xfrbygk6kGaPyX0si45jpfZ3qFemz0toeQhw7e+Qe1yovPbblqmmOj3ULQHoGEtJSyur0Ikzq5LrUC8FkBKk+eFLR59end5J5QKadamjT7Oyap05paa0lFVlNt1NK39YYNNjMCMdWSmXa4SaRgLqcTWBPsp6+OGHu7fffjtqeBjowgaN03DpfqwPGCfCVdnDNhQ8vwIbDEBcWqmDgyXPnDXLvfvee9FxIFv09GAMxrxs2bJIw0ZZin0j8tHHH0fLHnvssWgZdXutnzj2qHX6SZ4VcaAUYpt2f9vQxrH20Lltw6zLQucKWegZrqmBsI26bpMA8qe3BKBjDM4J6VESl5Qq7wuANNk0/Y3xG6BEX2nMTgIWDPChHGJ1XX3Y7csGcODUVQArABw+DH7hMePYtL4QlvXZKbds15jl0nJrWDkH8bjOvvA4LlgsI/2wDvWGQVKsR+Oms5LQeCyCMI+F7VDn1K7pj62pSvk3rotpRSm1oN7objhp8mS3aPHiqNHTab1o+JvlCt0f/q3nDtUftwnJH3FyRNy3PjuhoJe4xjp0T63Fsd+awPPTSB01HVN7l1XHi0A8Aew4SwA63naE0mcyDJrJkwAa6M7TM4PuZJrXOMQg4l5uGmUOuuoxpBznAAAyjwYtxL5UPtDtNOhGQdyWjcwXfxPoCNSUMxRcAcrf+MY3ojJD/8VAHeuBod48NoFUmTE+ZPEsB2URXgN9tvmbGfvwWb9hQ1U6VHyQW0P3Rf2xbnn8uHEC7XFo+dRjIxR8otdm77ndVu+VBW0tD5dbD5zQ/d4b/BHvNWGfFwX8mti0fU7ts2Xrz57bnmdvncae8pC3BKBjLD0lfWdFUvWKv23kFbO5cUZtAAlAiBnhNHlSyL+Ux4oL6+YyMloMYkHHZVpNGJm2ZSV8cUIsR19sasE20jCU1MiGlZNV09OBnhLYjj7fKDMAlAmTmItDZ1CxZcF6HcTUSEPdVrvQ7BEgPJsRjaqpK9CqZq7H4vl5/Qo82mBoQ8H9VeJQTxcFJL0XFev8vSjz9x/HddX9oi3j1rKG7q0us42BgqgFTxu1GHpeLFu3jYL1+daxCa27UOMS1VN5mctIT+YkjLMEoGOstLx0cwVb25v8Xl8WPmh4qTkLMiUPgAQT/4BNYr0m+4dZtkWw4bo4Vq0zd+P4kFOYeAjnCjUEll1b1qOh4sr+9MXSbcmK7cQCmu0PjQgkBs3PzPrSBFGaElUH4yhXRHpyZTSfSjS4H2Tl9MfWCXLtVFoKqFofOkegHWDVe6XHsWzZDhbrM6IMXZ8fRNBFx3D7AnLcvYNZdh5iwnZdiNWGTIFTZRprNfXWbEOk9aDnqSqbAwFJ/KDjLAHoeNsAVyu8wNRNyeyULfFhw2+VPwAelEAAUNiPbnv2hVFw0I9moLPfmjifkYowgCSWW5CJY9MwvowwBWt9wexxyOzJcKkPo2EiA2VWOHtOAjyvmfMXanQh1hPYYQwZx3nIjjlnImUPOzGuJozS+8PeDRkzQZ7nYDnVO4XXzOtn40KJxda13kNeo20c8MWqDd1nHivkb23vYRwAK2PlfpaB6zmt5GMZuT2uXRdi96F1WgdpCYOOtQSgY8y/WKvT0zOqGLICgo7y24eewM3kSfTIIHhwHQC2pggyfDOkmtn0aLotjsHJA8jcAdYcnFO/bfsC2+45l/EcqjeHNEUtAxseghaPTZDVCEUCltR1NcDW4zKvM4GUeaI5eEmAZmg5P9SeGVmojJ+slw0DA3j0GNpN1zpXScV6xSibDt2n6svRI0itBtI2GlG31/rRxoPHt8+QZfZxEo+uVzC1ATfWFPjts2Abdt3ONkQV9ZAAdJwlAB1j/gFaVKsyJzIfPDBT/KY3AiPmFKQr9616IZkEn/IHB/w4hRaOqXkvVDPkzCQh+YOmLF4neeWgIucT5Hm0jDCrMVqgprTA33GDigQANA76N10QKUOQWfMYBAy+2AquZIsKwNSzYao1E3wVXOFRw2m9sE6jNhVcea1sdNXTw4KWgg/3VYnK1qMFsursuTxKWK95x0MgbcGZf1v5iabSijYs2qjE9Yr0PDXZXqkmrC3bY1lZpFq9oiISC1oC0DF26623rrzi8iv2+Iesqnnng8VuMqUMLAMQ2RF0BUGyNDJjJr6nTzVYMj0myBaxng86pQJ9+PUcqgEyQREYdJQZbtOmCDjpqke2Gyorf4dABabh73bwCetwHVgeBZUI+6arIlOV0i9atXlOdktmTAbOhoFgbEGZA5A6eQEbKnxQvxjAJNu2Ortlk6g3DviqHGUBhw2PAqICqIKUvVcu2q6yDKnVE2PZ54333TJTbZxD+1jJzJbHMmfbCGidhHpw9rx2YNA+T5b1hxqXxKpbAtA12OYtm1f6F7y5eiwo6DJHMtkhLBTkwO35UBKM6eHABEHMBKfRigQjHo/HtA87zb4ITMjE+QURqMFETRr8Yl9CvU77WxmjyiNsvNiwqJSB7Qhm2sDACJqqKfMlt2533J7gq4OCvE/UxGFI9I8eBFixTXDEMttrxjeuQzPy6X2kaSCQltmyZ3vsvfW893pCdW9lCwusdplaCGhD661ZtmvP/UmeH3FAbK9Ry5fQ53hLALoGKy0tW+pf1OYceOJAoR21Z0Y6skUCFKdyssZ1nBeQXXC6iOGb65nbQs8Hi3thQ8CqwS9MNERXOAbZaI4Me0xbdpUfCFIMS+dUVNxPvSzsLC/UgSltEEBt48T1/KjHhi7neQkKbdu2rRq41HpT8LDeHaoxk/Fr3bLO2WjGpSLVDIWsswowx7b7enWE6jl0P0MNnF5byOLOYQFTj2vHR0Is2rLg0LP+SeULgXxiey0B6BosIyN9N4GEAEyAoFeAvjiUDsjoNP+x7U7SqIvyw8FEAg7d2mCWvcBCL5luo+spMwBMmdSJIeWcikojFeMal1AXmAOZDCxhkikCsiZnUrdFmj0my6eyhgI9G0w2niwvB8dat25dxaRDco4O9PF89MwgC2cYP2UZgrd6n2j5VX6if7iCmL0XdpAxTkqwvy07rYkp675xx9D7HWLioecgBNyfxKzt9fBvDJYmFrYEoGuwenXrppLlwezUUvRQYDY2Zaya14J6qibpD72QZI7s7lP+AAMESABE6f0R6oJaVz2YggC3ZRnpTUK9G/IHdeTQeXg8NWV49LCgjzJ+E0R0NnH2MhS4lfnCVGsmkGoDqYOCPD+vHxPI4lvd9BTIQh+tK7Ji+ltbsFEgVt9sbYRDjU+IibLsNbFIy6Rtz8n+tvfFPie63v7m9Vkmbcsb+g6xfUsoQmXxdZyoHDGWAHRNlpJSi14D6snAbjhfZnonUJZQsODUUJzdxMokNH1gqW0ro9ZETUygZN2oFJR1wLImtoZvhqiTtaJBwMAizg9WTYkl1EW2fsNsYGAoIwdSlelyO5gGrfBv1hPLg98M4VZZg/VOzR/fSLpvdXALziyvAor6S+s3xxQUgG3QheqreqxQ70b3iwNJW1aXklItoEWPaa/JDhyGQFnLErqn2pjENSohCzFkO+gZ2mfPnoBek1hkCUDXYP5hz8CU8Fu3bonAgfPx0fjyK1tmNjSVCuipwRedDBL7UqeOkyxUkmDQC6QDAjXnOgzpx+Zaqn7bkXwuo6cJ05+CASMPs0YqxrE2y9hZJwRnMk31h9ayoG7oL65eGjpISlNfZx4Xv5HcH3+jcVFw1vpUMLUgzWW8Lh6fYwG2Hu32MF53qNdizxkCx9DvlIoF1faPkyP4bcGxJpYeJ1tpncTdc+212YY/jjnb45ft2VPqEgtaAtA1WHZ29o4KFrhXB+XUTQQr9VMmY2bKUGqtcHlj0AWWw43LBnJokn7Legh40VROvjzUjpnhDecg444LMFB2TuatASh6Pg76aVQkQrexjeb/CB2fQSGcY1BnC6enA3selD3IurVhU60apqDNfWEsI3yeAdAzZsyoqkPt9WhdhgA0pM9S4uAAqmWI2kvR+iOwa4Og++71TGGZ4kFcyxcCvRCrDnmoaE/CLg/JIaFz23ttG5rQNnge1K/cGrbbvmPHtn1WJBZZAtA1WGpKykL/gB29fXvF80PGS4AkK4bpg86QcOrU1J4JwvhNv2T66yqjDgELwYCeF/Qw4AAWABG/KUnE+ZhqN50vs+q4FgjIqnk+uAOCoTJRFK8fhmtgBjvUEfanVkz2TCBmPVCDposdl7NXQBatwEygZ73iN+Y9RKJ99UtWZmjd+kKubXENpMpRKpeo+2OIgYfKoedjndt7bZ+nmrYJbRcC4H1kE7dvwxQ6Zk1ltdeLD3uZkQ+5X3/mmWe6V195JVhXexuNso0usaAlAF2TpbhH8/Pzf7BmzepqE6dSdmB0oGqq+nJqqk4OnmE/ZYb0RAAzpeZKVklgsLOPEGDJqClHYH+6zzGBkwIoj6FMCh9G1tk80fqisjFi9j6wIoA1zoEeAcpL0IOGTUmIcy3C6FGh3g28XjY8dDNknal2TWBVTwpcO+oO65F0n2YHH2EceNUgH/WQ4TK9bgVarSPea+5rZSPV/Svqks+GDurGDySGLHRv4rbd51GOAXl7fAvyIX977Tnivrdp08Z17dbN7ayU98477zz3+xtuiJ5FzMpuz6Rlrgicyij+VBdxCFoC0DXY4MGD37zkksvmewBqzyx1yjzJ4CgDEHitWxX2Y5g4QYoJjTQiD+vIWJnBjWzcdlH1ZcH2kFFYDs2mh3VM9K9sjqYvmyaC4rd9sVl2NFI4H86xatWq6EVFGQCsAHF88IICZLEd1rNuKANx8BTXqq5zrA8mULIJkGweDzRGmDFF2bOVMlBODhyyHGwEUD+8Ns2uV6WRxkgiZNesV+6v5ePyPXswcLuvpqvHiwPbiv337FMuvS+24bX3OHRM+wywl2N7BHp89JzyGjd2nTp3jp6Bjh06uLlz57px48e7br4X07JVKzfknnvcwOuuc3cMHlztnLb+MC1ZdjaiNre9H7zwxBKA/iSrVy/r1KZNm80rKSmuTdmCXXEO+hGYlQFbqQLryKixvXp+4KHnC8rINRwXwEEPBrJ0DY22DzwDUgCOBGqUB+5zHFDUeQ7jNEEFajsIpB9sB/aMc3LiW3qa0B+aDB2gzvW2EYCphweZqjJllpf7aF4RNmwsv/VuYVZBnXFcpRXO3EJ9PhQtZ9lxyDOGsgfvoZVR4urcuXgJQRsc/m0Zfty4A033D7lOhuQMhMazYWjWtKlrVVDgGjRoEM3ZiEmAB995Z3TvManvB2PHRttieYavVzTMf3vsMXfllVe6tWvWVOtJaL2iW9HWs++1a7c/GFv4Q9wSgP4Ee+CBB5ZeccUVh/un6aMNG9Y1BDMlAJA1w6wmqnkgOP0TtWICMhPg0/ODA4/KJBkwgeXKANV7AWZfapujWuUPlIcgpS+3DalWsNYX3J6PZdHQaA4WMj0odGvtLRDk2ANhY6c+5xZ4LEBrw6RgquDPgVmu4zl5fE5Gi7rX3o89p+3eq6mLHq+N5wrtE4Ek6sKVV8ockRNdECh5fDV7j0LMXrfVY1ggj5NJLrjgApde2eDPmj27yvUS8zZefdVVrqioKJp7cldlpkEeJ5Kv/Lkwa/pbb70VHUcbXhgDgHC/mzZrNvfuu29dvk8BEossAehPYQ8//HBhnz598rt37/Gf7dt3nLV27erogWWCfAVOm4iHmio9FPDAM/yYWjZfaKYjZbIjgjKDR3gMarSqZccN9tAbQzVdznOI5XTTsxn1FABC0Wqqxeo3dWfo0/RmYYOmwMnlei66z/Gcyl4tCPF4LLvtoitA6/EUzHl9cfKB1qWe39aFloflYC+oojwYcC6PcJgadLnsaxmmvYf2utXscj2OlWh0G3r+YNYbsGVmWIRbJeaVxJ4ly5ZF8kU04a4H452VHkOOZfYfeM9ge7Dsxv44cwsLqzIHTpo0yS1ZvLiaB4d6CLUuaOPfgdq/2+eiEquyBKA/pY0fPx6OsN/8zW9+c4x/oP9RWDi35c6dO6oNOoV8cxkdyBSlMGp5BHCANQIsVJuFEdBhOBY8JJr4Lib1ZLJjJsa3AKsvLtOOkrHTRY9uepznUCUUWBwYUSJQVkwNXL1YmMvZ+iNTV+eIP8FMj0mJQ6MKtQGEAWQ4yKnl1WOwIUPiJDQcysxZV7Z8PFZI2tFt9FvB1jZwexyPJdNplfMfrAt7R9iIvpDUEeo92PJrOVu0aBG5JJ54wgluo2fFhR5Uex9xhJsxc6bb7P/GgN/TTz/tTvDrv3fRRQ5xJMXFxe5f//pXxbErj7fB1+WJJ54YHWv6tGnu7XfeiRp8eNRA/hgzZow7ondvN2rUqKp7u7fhSnMtW7Z44o477ng58LolVmkJQH9G82Awr6Cgddq48R8jFLwqHzRZA7051GWM8gdTlGrYM13YsC1DoxmBp3omPgBRGNNg0h+ZTBGmYedklGrs1tMLhZ4NAC6NYCS7taaAoBIFQQ/7ExQ0cb9qzBygI6unxm6j+UK6rzXtQVgNl7OdQG5Bbg7mBrG9jk/SZS0DtZqu9XW23+Xle1OcVmO7qKcyAj/WUe7YW4aatOXQNVjghuGZ6NK5s5s8ZUokSxx22GFum6+LUW++6cZhYl1ftg4dOrhx48a5Sy+91G3wRABMGmV+97333DQPviAR7LXN8awa65Bv/OGHHnKdu3RxdXwdA6yLly6N9i/y35BCHnr44ao65DeeEV+GUQ89/NAlNV5cYglAf1a77bbb1vqv5pMmTTx/wYKF/7du3boO2dn1qgCP3W11AyMY2wAGDioybJwDjVgHMAEgqyTAl5D6HX5DVwbLJovk+Wx+EJiCK8uB7ajDMpxa5Y+Q+6Aej8cCCGIQSaMeWQ7rB83oQhiXKQO2SYj0vArgrAs1BSaUB0wO37gmjh8ogHFWFasR6xRV6iduyxDSdENloSlIo7kpLa8IVNlbv/t6ddhjUEYJMW57LizHNffq1cut8IB65JFHuhdeeMEdf9xxkWzR96ijKqI4/T2Bm+LIkSOje8keGpah58Zz4Vhz58xx/b/3vege4xkZ++GH0T5nn322K/X7QOZoXVDgnn7mGXfssce61157rVpAV9OmTae9+OK/znCJfaIlAP057fHHH0fX7GXPOI5cvHjxM/5B7sggEU22w5eZeY41uQ5fMvoxYx0ADsaXixIKQJRATWkApkEUCj4K/gz6iAMLatucoovTdOFbvT8sM4SxAeG1MNKSwSZoaAhyPBcHRHF861vMhgqm8kicPs7GTUGTx6EWjN6BMl6uZ34TSB8qYaj3CO+jXq9KCcqu4zxO9koq++rXWh7t+XCZrW8FbquN83iW3WM7sOZfXX115F2xxd8TbLO0qMh97FkzGq4rrriiok58nedUPqOQKBjirteU7ut85qxZ7iTPmNesXRsx6c6dOkX1DHc7BAzhvEuWLIkGE1l/uFeewS999dVXe+/7RiUWsgSg/0t77LHHJvqvTgMGDOg5f/78of6BPNYz2hQd/COLIXiTafMFVvmDUgVZDIzRd/QAwT5koNSyQ9ID9wVo0k1PvU5g+rJTi2YuDoArAZtMm4OVND2nAgoAWINOWCaWFeUiu1bQ0vKx4bAJlQiQBGB7/fyNcrMcCn6aLRADXJ199x9gwpBkTYzE+2W1X5ZH9XWNltNGay/A7iuBcB/b8Kj+bJmxbQhCbJtl4P7QkEeNHu0u/uEPI1De46/TEwu3Zs2aaNuXX66QghcuWOCKPajC2IBauQfXhf0W+zpD5sBzzz3XLVq40P3zn/+sIiI4tr22Dh06Ikf3+X599eQqicVaAtD7yYYNGzbVfx1/+eWX53tGMXTmzJnneZBOpyZL+QIPKoM86LVBENLMaQQFphilJKIvDGdlUTCDqSaskwko+7aDYhYkmeGOAI99wbQof0BWCYWUc/BPgVln0WbQCYyDiBooQ88YTSlKYFUZhKAUkhpYV5qJUCddoATlu9ruz3/+syspKXEffPCBmzdvXsT+OGhJbV/BVgFQ5SzV7ENSA++BrlegJSDHHUMbHx3bsL0GPaeWGfWBwcD/+9OfXM+ePd2a1avdUg/aXA9AheH+lpVXDATGXQvqp13btm7ypElubSVbtvlKbFlgDRs23HTfffdNdol9aksAej/bI488stJ/XdinT5+Mli1b3TVz5oyf+Qe0LvNWaAiyHVBUFzAFavoJQ0vFS8dQa8oO9KemTm1n8iaYUCYhy2H4duhlUvmDqUjV+4Puf9S/tRGA7gugpdyBD7PUqUTAslLzpaSjeicj81gWBSaY9eogc2QDiDKgPExVyv1OOukkd/PNN0ceDS1btoxczTBINnv27KjLzmRU+Iap5KFsXAFJAVYbEyTbSsE+0QSx1Qf29B4pwKkmHjdQyO0J3NqIKQPHdQ8fMaIqRwquUxsEK49UiDH7erPQMICIOrKSjHqc0H/fP3OlvpeyyvdSVmdn1388eCGJxVoC0F+QVbrl/RqfH/7wh4P9i3+9ZycpnOWbLwiAhLqz5qjgS0EQ58Abk9EArGEIHqD0oNFxBG6rZxKo6SVCNz0GaYQGnghKjFLES045gG5rzPvBMiqAkdETTNWdjlaxTUpVGbW7T2BmgI5KEAoebPjoIUKNmXIK1uH7/PPPd9dff33k2giDL3AXeCL4OoQb46xZs6LBscJKn14ts4KontMuV326oi7KI9Qrr1pf3S1QdfSQ37KCMOvFWijQiOVYvrx6LIjWm4K89gzs9tbs81FCTRBfAAAQMElEQVQ5sFzuG7wS//nA//6bZ8wj99kxsU9tCUB/CfbMM8/8/uqrr/7bkiVLhq5fv/4bvhudSrAhQ2Qif/X1VXAlgDL0m1ICE/fzBeJxGZJOnVaPpTo12StzNms6Uu1Sc18YoxDp243lDC0nM8c+6r2hUoYOxBGM9ua03iv9qPcEr4Fl43odbIWp/zMlIfYY0DhiQBCsWQGHSaCgR7PHgPVTpkypBkIWgFmOUB2x3GoK8CpLqOasIK31/0nSh66zWrxKM1q2EKCznPa4Vh+n5w4CqrKzs9f53yN8L+TvTz311PDp06cnCfj3kyUA/SXZn//850L/1W/AgAHZnn3eU1JScvHatWszCYg6awmZsJ3OiQN9ZIlkhsqqFKh5HLJAm9iHYADApe4bAmrtuvNv7MdISE6ZxUAcvLhg1gRlNjjqC6vsei9g74nkgNJSaLV705FiO1wvPVI4kEpWrpMjaNIl9Q5hfUJj9QDiFixYEA2IsjfDAdKCgoLo7zfffDPqndh6VbDWXpAFb92Hy5QlK/DWBOo1LddlCs6WQYcaD22orYat39yuwg8/x/c6GqIntTUnp/7sRo1yR/h6+9uDDz64kMd94oknguVP7PNZAtBfsg0bNgxTTA/A5/vf//7PV6xY8b8eqPPJPCl3cDZvgrEm36G+x+00PNoGmBCACVAcNAt5P1CTJqhrkIxlafrSUwNnSDs9P5iLhOsJaJRgbH5nSBwpKShvepT9Tbvb9HRhVjwOQKJxUNdEGEFar42/sf2yyhBmuJ5R5iBIo9H5+OOPo48e0/62ujE/6jES2t9G+lnTxthuY0E4xOjjpAi7fU3LYWTI6HE0bNhwowflab6uxvr6GTZkyJD5++yQ2BdiCUB/hfbcc8895L8euvjii89atWrVH1auXHmCB5DIRU/nPCRDVHcvggB9hjUdp02ZqQCsLFNZtQKKZd8aLm29NshiYRzkY0PA7HscsFNA5vaUZ6KGAMcqQ/kZfbj3WqmT45ga2s1gCR5H83bbgTZeO7xR4LEB1zoOchKkJkyY4IYOHRpkzxY0FUh1ud4fO3CncoWCasj3OQ48uT5umUok9hrs9sqkIVc0aNBgl+9JTPO/p3tgnubr8yXf+1sSLERiX7glAH0A2NNPPz3cfw3v379/3saNGx/xYH2u74qnMcMa9VwFY9UraZoRTnVsBWvt1lIKIFBrGlId+IFpmlWCpWXT9CRRAI7ctsrKqoG4dpvZQEQDpA7ggjKUR2y6vHzvtbHhYS9D80TjnABaAg5nf7EBMOx9YHv4BYNFt23btkr/hnfDTTfdVAXONAVWC9Y6VsDluq1GldrGTQE1ZJ/Evu16K8PUdCx6BTVr1gxeLqt9w/eWr9f7H3300bHBwiT2lVgC0AeQPf/886v91wXHH398VrNmLR5Ys2bVJes3rE+tXat2NRYN04lMlckpI1b5IwTA6netrJrgq1146tQEf82mp4xQoyc5cAizg37cRgf+9rJ7DqbtBTyCPEGaM7hQMtHZY1BWuNYhDN7OhcdeAdYhyg1hzNgPIc73339/tVlZFGjtQJ3Vei1LDjFn9dBQcNZAnNDgnJU5rIdFnPGc/Iac06JFi/LMzKzptWvXerFu3bof+Hr4wD932z/VARP70i0B6APQPvjgA7wwl3lGfV2bsoK/rF679iIPJuns3sP0RdesbzC+4AR1up2ppmy71wQPDaBRqYRG+YMgTVZNmYLrWQ7Vn20EIgGZ6/Zew97poCyYU+bg9VPrJovmdUA/ZfQlGwmek4OFkDhef/31aMAQg4L0eVbGHDegpz0YHfyDWRat59bjq5bO5WxQrSRhmbMduLWMGcdGIE5+fn5Zdnb9oszMWm/6nsXLQ4cOfT2J5Dt4LAHoA9g8s8Fkmj/s06fPT7p06TJkxowZP/NAlMmcH/ZFpnsdgZhdbJ0hhZoyu/Uwfiv7Zjg0AdGyOQI93dioUzO1Kt3aGNZOKSUuWk59hpVtqlzD5RakmXaVLFqlDjRoTM6kIAodGt4cyDfBfCG6XtmnmgVGW2Y78KZ/axZDy86tDGVNZSM1LXPlIO9OD8qFnim/6XsRf3vooYem6/YPPPDAJzx1iR1IlgD0QWCVQS+/8i/itRdccMEt06ZN+7UHmOy6ku6UgGYH+NRVjqyYoApjKLgFRnp0MJhFo/7UsA89SgDojCpkDgzsw2/rB6yaqvpeW1lCgUxZONfRJ1sz+ylYMoWqDhRyBnD18rDgGBrEs3IFf1MisqaTCcCNjzlO8JvM3jJ2Pbctm0oclalqtzdu3HhO8+bNR9SpU+fRv/71r4mHxdfIEoA+iKys4s28BZ+LL754kGeAA9euXVsX4IOPgioAizk8KEMoSyRwUKYgsNvBJ8oW1Hph9M5QJszfACCETUMuABBxmZVCKq+nGrDpdFf8W/VpDSnWHoAG/HDWGII5y2Zd+uJYvJU17ACg7q+hzdbYAPE3yoJGAVGLMDB4SBAImyZT18ZCGwDWAerd39OtniHP9PsO9yA/DFOyfZZnKLGDyxKAPkjt6aefjoB6wIABA+fPn//7oqKixniROYWVDkjZOQ0VnBTUNZeHdR/Dtpq0SUGdoMLBN0oe2Fbd4xi4Qtki5BOsA4LWC4OAScZPuUCjDG0kodWBeQ6aslIehwCtko/V+G04ug3R5nnpmoi6BTirnIIkTWT2Wg7+xr30vaStTZo0Wdm6ddvClJTyX99///1zvqhnKrEDzxKAPsht2LBhQ/zXkCuvvPL7hYWFdy5cuLAALze6+ppfgzk/CNQEINVIKUfYXB6qp1JnhjE/CI9DcKe3BYy/6QXC7dTFT7dTdmu9HuhTTbmEpoOIms/E5nGGhQbgeC4L0DrYp/vaCQa4LtRLUf9seozA2DCq1l05083G5s2bLykoaDPfLx7ypz/9KXF7O4QtAeiviQ0dOvQ5//Xctdde+w0P1Pf7T3cACXRqlQPoT625LFRGsBq2LqOplwhBnS5/Nr0n83bgOBpxCKN2HPJ0UF035HoGo4Sh0oR1G+RxQv7D1v2Ox1PmrLKD1cUVvK03DOtXGxswYm2koEPn5eWV5+fnF/vPh36zIYMHDx63P56HxL4elgD018zuvffet/1Xj2uuuaarZ9MPL1i48Pi1a9ci36ljJj3NH8Hc1JrYKJT3QyeDpRGg6JvMVKQEN81PzRwaKm0oY9XQbNV5rc4dAkw7iKf6uh2U5DYsl+rNdgBSJQurW1vPCx3c02Opfzq0ecgc+flNV+XnN/nI1+9TgwYNerHs0zo2J3bIWQLQX1O77777ZvmvE6+77rpmHqAfmTJlytmrV69OBVAzNFoH3XRKLWWmMAVqricr18kBYByIA/DDEJWnbFgjInEsDXghMPNDo1ygYKsBOCyHyjYK4gqS1l+Z129zd6i8oZq1Lmc5bbJ6ngtg3Kx5M9e6oPX6xo0bT/D7vvDee+89NWzYX3dyu1tuuWX/3vjEvlaWAPTX3O6++24kAj73rLPOqtuuXbv7iouX/Wj16pW16CMMUGHoNEO7CTzW9UxnZ6GnBOUL/XBQjEEklFTInhX8lelS34VZIOQ6Zc6q96okod4VoXVWhw5F8CkTp1mWTTmFZQVDxhRQvg7n+3X/9A3hmDVr1rw1ZMiQqki93/3ud1/EbU7sa2oJQB8iNnz4cPi8DfBgcsUFF1x467JlxVctX768HkAG7JmJlOxAmIIaP5qQSH2WAVScFoteHWS3MJ04l8fEeTkVl+rUVjdW0FU3NDtYyPIp29b91SxLZmOgHiFkx9x2r7+2c7m5jVzz5s3BlFf7ck8CKBcVFT391FNPJaHTie0XSwD6ELPKMN8b8Pnxj398ZUlJyU3z5s1rBlCjix6MA4gaUKIJmAimBDIOEpIpM3UnwFcH+kKeEGDtNlwdpgxZwZPnsh4ULLtqx9xOB/9Uk9YQdx6LkosdJMzLy0Mui7K6deuuychIG5eamv7CO++881xlIFFiie13SwD6ELYnn3xyqP8aevHFl5ywYsXSvxQWzuuOVJ+cPovBHwQxmNV7yVhh9HdGoiLOm6hASClDEyxZFsxGgIyeDYW65JHZsjwE/FAEIgFXdXIbBagBMtwGv8GQ8/Ob7K5Xr948f9zn/D5/Gzp0aMkXeEsSS6yaJQCdmHv66cfH+K8el1xyyRGrVq16dPbs2UcAtBgiTVZcE1BzVhi6kgGcGU6uXg4cLORxyFxV1rAeHDapELax02JxuXqi6P7qnaK9AA3MQWRf8+bNd/oGZp7/+23fKDyWzEKd2FdpCUAnVmWPP/44wKj3lVde2X3jxo2PTps2rS/CkwG6dNGzcwnqABzAEho0ZznRJP2W4SrzJcgzjShBXAcPCbDUvSl5cKYV9dtWl0EFbW0oYGD6+flNN2dlZb7hz//IwoULxwwbNmxnTPUkltiXbglAJ7aP+W78DP919IABA9p50HrMf07ctm1bCgIrmIiIMgPBEEAJWQM5lun3zIRJZLpkyWTPBGVKJAqyNG6rEYIaXs51NhsegZuAjvW1a6ORydiQm5s7tX793Ff86R//85//vPbLrd3EEvv0lgB0YrHm2SQmAz35qquuajV//vxHCwsL+23cuCmlTp2sKEJRZQiAIEDx/2/v/F3TiqMo/mihgh1shri5uekgDv4JHSKhQ5YuwQyhgQpKl1qEgA5KEKFYkFoSAgr5AzoIGdqhZAlmERTpYLXSEH+gJu3yBhvIPa/vyhchtFXDG3I/ICo+Rd9wvNx37j0Ii8XSe1jOINh4jgVG8ASrtjW267FjQp1GVF0h3JZgSxsnh/PWPHUEnMWZK3xUyFSRX9Mfyzl9n1M67n0qlfpiyckUhDkQgRb+irkx7Wk0Gl1tt9uHVFGvDQaDB+Yyn6k7AiKK3jPipBCnNBwOjYVAeA39bKfTaQgsi+zsRUDeXqda7QCOZ/Hmipv92mrVjP0j9H1+kzB/pyr5hD7rKJFIfLbw1AnCQohAC/9MLpdDJNd6OBxe0XX9oFqtPiMBfgjxRfsD4gkRJhHXPB6P1u12tX6/r7lcrmnqCYutGn/FPWJeqKTGZvEFylm3BkDIKb3nF1XHP+gP4ZRe/5BMJs8sPEWCsFREoIX/Jp/PX9LdRigUehwIBAq1Wu05IrkgohBq3JBUgmrY6/UaFwsx0DGb9MIX7tT9HrPDKey3xjFmkswVCTNSp8sk1vvpdPrSotMgCHeOCLQwN8ViEdOJm8FgcNvn82GD3lar1XqESpl70HCBuN1uo8XBQyuAd3WoNjn2OkOIzZbJNQn6Bb23brfbj0ejUbFQKPy04rcKghWIQAsLUy6XYU3bIVF9GYvF3jabzRf1et2G5f2w3aEXDY+x3++fCjWqanVw5U8gLiYP9Qt6/IkEvJTNZqV/LNxrRKCFpWGOkRvZifF4fK/RaIQrlYodTo5er2eMSqNHzVUzXBYk2BObzfaNhLrU6XTemVW5IAiaCLRwB5j7jV+TUL+JRCK74/H4lcPxxAFHHomxTtXx18lk8pGE+jCTyUimniDcwg2NyVUVVluO1wAAAABJRU5ErkJggg==</Swatch> </swatchLibrary> </Fixture>