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                <title>Lechner + Hayn/Produkte/Tische/Chef- ManagementArtikel</title>
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        <description>Artikel aus der Kategorie Chef- Management</description>
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            <title>Lechner + Hayn/Produkte/Tische/Chef- ManagementArtikel</title>
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                <title>Sono 10.000,00 €</title>
                <link>https://www.lechner-hayn.com/Produkte/Tische/Chef-Management/Sono.html</link>
                <pubDate>Fri, 09 Jul 2021 11:48:39 +0200</pubDate>
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                <title>Lane 10.000,00 €</title>
                <link>https://www.lechner-hayn.com/Produkte/Tische/Chef-Management/Lane.html</link>
                <pubDate>Fri, 09 Jul 2021 11:48:48 +0200</pubDate>
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&lt;/font&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Die mutige Designhandschrift nimmt dem Büroalltag das Alltägliche.&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Formale Klarheit und effektvolle Emotionalität &lt;/span&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;beeindrucken im Zusammenspiel und unterstreichen den niveauvollen Arbeitsplatz. &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Verkörpert durch &lt;/span&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;die elegant gebogene, scheinbar aus einem Stück gefertigte Tischplatte, die sich auf ein modulares Korpussystem &lt;br&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;– vom Einzelcontainer bis zum Sideboard – stützt. &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Jedes Detail steht für sichtbare und fühlbare Designqualität.&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Hochwertige Oberflächen erzeugen einen eindrucksvollen Kontrast. Das Programm unterstützt alle&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Formen des Arbeitstags: Stehtisch, Rezeption, Loungetisch und Highboard sowie Schreibtische in unterschiedlichen&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Plattenlängen.&lt;/span&gt;&lt;font color=&quot;#000000&quot; face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt;&lt;font color=&quot;#000000&quot; face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt;&lt;font color=&quot;#000000&quot; face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt;&lt;br&gt;&lt;/font&gt;&lt;font color=&quot;#000000&quot; face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt;

&lt;/font&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;Erleben Sie die Produkte von Renz in unseren Showrooms in Krefeld und Wuppertal.&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;/span&gt;&lt;br&gt;&lt;/font&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;Sie erreichen uns Montag bis Freitag von 10:00 bis 18:00 Uhr unter &lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;font face=&quot;Arial&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;font color=&quot;#ce0000&quot;&gt;02151 607740&lt;/font&gt; oder &lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;a&gt;&lt;u&gt;&lt;font color=&quot;#ce0000&quot; face=&quot;Arial&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;info@lechner-hayn.de&lt;/span&gt;&lt;/font&gt;&lt;/u&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;p align=&quot;left&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;strong&gt;Details&lt;/strong&gt;&lt;br&gt;&lt;br&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Der Schreibtisch ist mit Containern in unterschiedlichen Größen erhältlich.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;left&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Markantes Detail ist der abgerundete Winkel aus &lt;/span&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Wange und Tischplatte.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;left&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Kabelkanal, geöffnet, mit Elektroleiste und &lt;/span&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;drehbares Verbindungslement.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;left&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Lederschiebeplatte mit Utensilienfach und Elektrobox.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;left&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Container mit Gehrungskanten und eingearbeiteter &lt;/span&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Griffnut mit verchromter 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Nz8Dq3/Y7Qvy2ugFHnyKU90xyzlP44oxCmwXRlrUIb8y7QNBj+Xx/ve/38eXC38uizomfgzBIBSK4+LsKDyJAZCjZU2SmusQ3+NuCMcsvOATvp6ARQ/Kbvg+WNmh22g52pHChaggPHhSV5zQhR9Hc9c/J3tk2BYqpYMRadvl0inmObaAqpbw1bbZQoPqEiwMlHR05ReSMALwpb0+3W0NHQVI41MG9sJIQDV4pam+qrV9gcgH12fwNJvqGrA8g5nucgX2i4CAZyFcMI1wnLgpus4tR3/tn/4GhWvh47/0dh87MeRRroj1d1uM7t3jyi0TFpxto/ZHSuIMGMtilw17HwmEwwJvQ9DVHH6TtSD7Ec2tWxqsDxXXziPwpi8Y+Bn0D3hkiA+8w9+MAioiC719YcBER9Lg7pQY0bYu6o4utGgRUezAl8T1ydFtLeqOjpU80V2xwgLL9mi/IT5s3C10jAgHvK2/0CsFXx0mASbuMYYxi4+sC4tNdIWndnh4QS9UHg1DAl6SUWw+5l0/8UZPoMlV2mvbE3Xu9ubuJ+uRJkawsRe59NlDtbOYQwZ0+A3e0tp1+L53V+HnWBpd7X/p5KvgsQHg+Mo3/3OXr4OP/fo7Np8UHLMosQFtslX1aATg3S72wOcdPy/Y2BdewBYnKnsczL61pWBaeAC900mM4y/s8+sLi1rgQw2eaYdv4wjGm5xIsc5MeO5HbeQmbMB3rkEP+nQxgbryLr+CcQXcJUIH3mXlWL+Iwu2A+3aBC5qEu/pr03eRqX8+2nf4XH2OTwD4Oz9Do6PfERUeY4ExAR/ualsNIW35fuwHeg4Oky56kfcL2GMQ35unt42ffHdx9Nqv/f60PQH6Th349on0aT9R7jlH6ug3yitQ5/GC7co5uUGQMQItvAHqwAUPcL8iQ/X2ETLBkX1ZrHXsxM9dnFQf6qsP8r0A0bg2T/mqYxU57ovxL2VyHX1FnDmvIkPNW1wKagN9kHiL3h7zNI3PCtFl3osUKjahC7qnH6nZ+dleyV4XdeCvx/p17YPQpR3o3FN92OsXcjj13WkrPec8erV202YZilEf504pbcUHPGeIR+G3fuu3pvTy4NNa1H3g+/62jyR/jEPB3SkxAvbWLz53UlTrpnTaZbYHFLSuNlQ1kjn1CQ6cHRkwpS7MgdTTYp6izwBWxfAygCMkyxR0kEMP8N+rfOnPmdw9EkZX4XLepMtOp/TqonoXF8gCV0dOVEinKpgkO1XQuWiIJgPmk05P8Kc6+PhTFdYjfKLPwow6y4+MBpf52UYjbYeUYkf3gsucjjwDVeCpmIldg5nF0QBt8ZP8ZfrogU3PWtR94p3f4eM6sOrzG8eZ6O0b2UuS4KoeOY+0GOsdEfSCDlvhQ7yC76RvXVCGd1x4F4zHG+DSR3yIQH3aK3PRmHZoTnXVa13Gh5QZB56gqEe2eae/WXzx4QZ0oN4JR6T0KQunLvBZuOaOYGKMkGcCYZK5efs2BObNu0W+gwA9/MYPm+zFviyQMuG1/6njSGJ7cH/elREkeV/4Svj+wwderHSxBG14Kt4veL+uYzltwMUFC0TGUCaI2+LnO/eyj8eijb3gRr8j1YPPHVUmHcafF4vyyxpL9u/ofSJb/W6j5GOD7VTZZHSB8Kn7i3/rn4X4GvjIr36f++iBbN0BH07fOILgyaJCdXNOGzb57pj0JR42eyw90DucXlTrSJ5gPCJznVQ80arO/tFuG8ff4MCVPicmDKpgIeUrf+HG9rWP9h056OlJXTGQcTAXEMgTDkfjaYeH+Vnf4LddtdFfAF2hdPQRdFYYf9EhA57IOYoXQAxegLPIM639J39NvKIDY8If7BGBdXGM0CeiRR+V4bXqVLipid3jY/zhnfGsvgG6oN10kEw51m2F0ty6dWfhc/TUx69f/MVf7CP63rkTOsrYhL8KyGTcUQdOYbNd9fbvqXTUhu3413eusX907piHDjn5EFPmaPA3+R6LuugVXfVBTsdXbMteHMCPfy1LcTHjtH3FH0Acg8PFmi9mxc88tZUPwDiACLn4v+AUxoXcJnMfB1rRWxrgJzFzd90LcdoF1pe+FiOTLIs64hhe2MkOkHNWvQB4gIduQO/CcaSusoBNNwF8kLEB+Us60i9dZzCnwJ8PSnBe2dT12B14rou6D77ja320cHHBuCqzGmHd1I4ghsmxDI3CGEYQUqI99eUTY2ucWukklXK3Ck44JE6BT3HBVsF1nOWKStg6zyKA8/ADCNDURTb8PeGaR3A0cqAwv4Jl6ZRBRbJxZw/OSssRHKVpf/rVslUX+tiaOqMP7CfhRWn42GfBD4/ogf6ZZOObAv7BrgLt4NVGaMNLjTpiAzTRjUEGr8v6Vf+W0wdJwtQ+Ev8NIEQOLfCdauT/le/91Tl7Mnz0Z/NOHY8kLW/kIq8TBHIB+HYSiP7URFrvIlHlR7GCJgTi4GxiIZMXV5eZqP0p6EfxH3K2RCw+TJLg854dvEILH3yaBeWqK3eqVNjjzbbIx+g28v3YEw6MAW2MIV4ato+RL508PkTDh2422yWnfYzuJBPGIIkV2HwnW2oHPLCBtuNbiSvqeURDklRDkq1WdSx2HeOSEV+IKXoIB7uxH14AIX7jZhbb4D5QIoSAJH5+X37SkYSKfOuMXjewevcvOlJDf2J3EikY/mfeR148kiBNat/weOf27VfIB/KNNnT77Dc9/U7dH7/zH8YO9ENn9YkjS3ypj4/lI/S1EuimDcH6o52dmLcvh6ZHqPuvuI4P+n2Ac9rxsRCObvhl/PoCbXZ55E/A54BVGr2mjmP3nnvhAm9iQtW+qLFiw0eALFhx8QVuJzB2x93wg6zjj/o1L21jRGB8RBRKPuPg9KZ0IQYEjoWCaBRl1gXwGNIOENfwRbfqxE6v5M0HbR5P7BKITL8OEOGdzG0TEyyxDi5/IxAezQlA6qPPjZlDun/R119/0fBVX/1GHz1HSO6at06Os8CobZQ9Lsce2zQysNUw5rQeHMDjyT7QJr3dx1MPHrD6CqB6L+99TZUXIkEIosDjULaXR3UFagfK2VbRE2/Ox4NvmIMhbC2Xdo7woEyubLlykNF3+hprAPLc96KBh/ORcoFjzHJ3odCUzvoK4EsdtPuYyzk4xV+BetoBZGSMZh4EStMchwb0je2QvqYBQf/cZxzHXuOLLjnh6Oi3f+s5flDi937wLT56YpIy2xWkgLRY1naatq7GOc/dDIxn3x3tav2rQTuAqMO0Gx26Vm7H/E+nTw1MqZPT2oGRt9P6dDlH/mW9MmBaNujUnaZzHvfVJt/BG1+AyWAgD1/oJIHmJsuMrex7kAUGSdBFJrpEdsrQ5+5Og+oyTQFcB4psQgYsSl+dAduIHG3I2/powQGgy6Q655s+0g9E4TdxAQspznDwUou8L/xHv5L6a+DDP/13fOQuF/hZQGRhw1UTyuBrzqPQxKGEEm8e3IufyHV+B0zA4q7xsL5XlwRp1pZJH8Mam3gvhDZ49eqNOzEsJnKXEBoWYfGtF2eq42V+8xWl5WnnCPBeGvUsIO/euWtbAWTTDw9n3AC8l0MfOtHBW3Xp2/gziwKu6PdEZRwd/SEP8aLeu3gD0N0/e+BPuRI39QlHX40/mE9t6Zy7CfQBsoln6sXJ/umdiHv0i8B36sQbKU6AKvBOGncXkAnYRuxjgaYqx414wBefwQ+ToEe2+0l01Hdxg19hzsKfuLS7tCiiTmhHr/7Gp3+lyUff9T9ZHhC+UsTxEkAK2lJvreU3j1XsAdd/srOfqEmD4xBav/c4EHwmoMQgdiHTR85Fg99OzzPB5wM79An9S1ZlCz/q/UEbseRTsfQ0/kM3Fqi5IEhfwpyxgJzemWCxTZ8HYjftxMrF+J46/Es5uSNxBnhyQi8UGLPBQQfkFtx+BYiZ8mEs5Bifhlb9PhcJALjwdkxKv+pSvayrZh3uylDvsTc0+JOvuLE/tSevRatz48UOxgP4lic53NUu2IcDx+CIzosJ1b/2rdd/+vUNX/GlU4J/FgIdL4RF+4edcm3s3jZsYV/fSbOdwjHPwWv9er7Wr1B59V/P5QXhXqYtKOKmlLEPT2i6iLwK1Q9c8J4E4AArD/CRDX/2tvFBic3eyV9CkKLpR2DVmTJykVH7yrt8KoN8Tht5srm9vDinzNgpPrxa9gTvNU/Ucb0jLDpw7rlLY9AXtVr0+sJ5AJzMVdGrugG/9ZvP8StNfu8HZlEn41H68qIuCqpVzrkcZDi/AwtoWxzkqoGc5+4H6Hs7rMJv2tgkZ4XgxPHlZRLOLvFpUpCeqTZN66EFUr5M66L+VUfVprNUt8slAEhQ4Zn6oV/woN0hOADNBJAXWg60JZiCMXVLIt3JF9z2A4MrdamP74Eu6lz2QYOCNv11ghaV69ve/9Q6Qfsv9UB5A7wPk0Vd6l/33e90+Tr4xC98u48EOQK74MEP1JHk3C/a4YfU2teBPAo5Tnl80HY/urQ/sSX2wDNfecDgB098wbHOTHrwiz3QYhr9An1l5XZ/+gKdEuvoJZyZCPDTNmkUZ3yfq9RedWrhqWTAS/N5z2/uWArgw/tLVgfDYSGdz84zCUNPkkIvythw41Ym9CS3Tr7S50ySZeLVOMLem5oQiWkmXfqehCT2mYQlE96AJ0XV8ZUP2M94RB/Xiac/AXwr+YCFArqRJKE/JdmpHtuySAvAE37oaz0lGB3As2+XxMjiWpXeH4o3PkTPz/26Hx+MJ8NH3/2PRRKb0Y3+PFu+OgEeYZt+kmXe3Ftq7N6vWEFHX9gJF72pK7Rc/Y0vHMoArX5v8Jy7UMIZPmzOo6D5xdwF1H4DPOuJjiwMM4mWtyfAsQFwG9LmHD3MlaN2FoiOVW0bP8ZD0A3WC3mOobHNf+a0AbpfBceGdJCzttbaSpyaw+gGJOYyxhxTtYtNPNj4PkM/CRm96luOXE5BW3rk+4LlGJsYs9BEPuB+nrgGPD4HsLY2wf/Vb3qHy0+C3qnjwg2SxLPkWA/ibc8/8OK8UH1rC/sKjBPawKmdgMf68Ks95bHyL1DHWCyuKFUOr6tyeWRbKM0qB+AcqEyO3VdelLGBIzqjBwsfFlArj5U/r8XYXtGYt2up5459fAkUHygP2mo/uldu9eKIPlfreqSe+YYy0Hqf8yqQjo4Z1VueNv4AcGjz0yHqYLG7wrjgmKc2Lsja/tu//b4UXiZ8Wou63/3+N/uIMSh0abWuyRMHruxtvIAq02hgAdRnUYRhBDE2q45Jg1oRZL9Mh9E4gzbwt3pBHQQN/MxRx0xklCOnE7KZgTX1QAKh9OUZfQKcqN5yaUvgZFBNO/9BU5uTCcz0t/NgUIZ+xKiYErgU6xvjWIc9yDc5+mudYcrUeTIAxcgmMNA/pqGKg5EkT0do4hv1gQLMpLDUEXtJ9MAWvAKaoTUMXpJYdAHIFfShRYn3a77rF6flyfCJn//7PhLk9B2LGhYanmg0MEn2SK7tTQDRhb7OAKU+/ZL3li5/shBfHGviyuKjtof+JC8Euw+SDNq+fho074eEj/4rOUQPZDqBiDdHzuujtvXFbnaAOnByxzG6k2yo57v1bJ3qm6A4uiwaOPOoNPbmnZbK5Qr0kTrAC8EBZDJh86EHT+K2JfpYDxaISvLwzwdL0CcXKNZHdY5/9yfy1d+6msdd8MC2h/SR/alxeoKPj32XiKPrxO32LezC9jy2gSdbxisJPxMsdnlX35zOl/16bIk/ccHdnZu372hRlsUxev+lt/6Yaa+DD71Lizpt+cBJ+pPJI8f4GL+in30/fel64RROfMEROtrR3UlcgJ7s+E8Ittu5jHPBJmdknlwwObjKUDwWdPngShrB9QJB/czdukL1s74C/LXpIOAIB+7U0YZP0cv5Tz7gfcVeQHhBj83ESenZ6CP4YI/aN93RSfXo0Hb20gLQ+84E/atz+s86Dw/eH+VDQfAtj/JDL3CIU+oxJLoobs0t9pJ7bItzVcaC/Y6O6KK/CxZ1akYfMRh+MOQUfVVnH+GtAL5hA8B4/df9iMtPgq/5mq/0EX3an8hgPCsDpEKArNrqvhDUZ9jZ89axUy4ugF0971wcOQHa+urJygO/ckxuxafkdPSdOMNPstlxchY69t7x5WLNeAs0BmhHl8rqHTDOAerYqeux+kBX2+Hj9lPJ0Z/9ufUNd6bz3m55lAaovHUBWX2KC1TfVdfqWb9Rz94yYBzFEed+J1vn9X/xiS9482pLFo68ghJczznSyfNiiOzzxO1zXtT9b3OnLgMEQ5Yg1WRAInaAYBQ4A5kQeURFG5NbFg2cBzIZMMmq1jV1DrDywllqKdoG7qwdTTQEfJJEOxnoZB3Yy+CjlHn7vMx6LC4BPkUB/DIxTIUgeu+da66uCy3F3T58tesHrH6xr12ElkDBJsmc8w2mTF3rkxSzmEAUZdtpIEGknxgoJEOrQ/3Q2xdX6DbbcpKjADu7+BlygyybYI29n/8PfiEN18B//OV/4GMeS/GOWz7y37tnlJ1sdIwqJB8WLg81gPJxcTdglxE0cUgfdCBe8QWD1xqrflCtN/j4ngEHfxqp9x0gUXiRUxARk194YDvvy8RwaJhQoAE8eQHi54kTW7bWBUYhvuoEPaoT4wp/+MuBBZ3sAPefbUj/UAtn06kNLXj8jG7gNmlyl4OFLvhcjd7X/sLdu747eOfuHauCnv4aAenD2OSTvE2U9IGTE/2k+uiBTK6qkyito+iaL4wr3bHFj4u1rXe46Efb4qiBBlvhZY1Fk0ciPlMlZcvhwxjzPYH03V/82usnXeCT//6HTQcglzi7ocVn+wm+2ZPrHL06aR5x7NHHy92N8JN/5+4dxK1b8xC7GjDN9gKUT7WoC9nO03HOl2SLhFjzXWPkS0/aTxV34OzyAyzi9zESfoDOSJTOteTjTr7s3Aw0D47OBfXBvggAemz/gC8sy/KdMNnafqZtA1hDqx1aP6KWvPY/qMSbZWmDR32Gr0vfMjSKDMkLb1SB3vzYua4QvW0SELcu68JA2qotPmvupikXErF3n6S1y5/BzRj7gq+/Pr62x6+iY6whF7B/tBAByqu+BChTbxunHhqAevb2w7pIKW6PhZ6XtvjIpQzAnzru0uGHvsLh/lFb/NcPeUWX0rc99LGnfCkXHyh92zkHOF/bGo8A9djL10hR5/o0GfiC4WGzySreKr/8gPbFioec6rPqAuDn8gHAL+Az0Eqz6Xa5Gzbgi+x7sWSZqvO8KybIcX7VmAXe/74P+vhy4dN8p27/mTAs6iQGSN0oK+7jkw0whMdKVXp1aIFAiqk7XGov0xVlkbO1DzDJeTIWD9rYYXfZ/L3sAa02T0gwHnb7Yqa6cw4dCLu9K9tVlfoEiB74g7rsrmffEmnOk/BH91GGGt/ZEH0n6R1yzt5Ehd/pK3+FxMav9nAenQiuiID+6Ojh2FqgKdgBeJobdAPmW8RFLa6le4rI13zX0xd1H/u5/9HH3gnrQOeOFQndcsWInUHP4qlfRMk7Vh402knsTBw3bp54oYIWt/woMoOxV/+cW2lVYheyMpiTPLkziBwWK5EeQA48kXvmD1Zo0GpC3/tWSY+7EpMoGdC834M96OcPlqCIIH2RvrYOmshZzFgGddKTvV8a6jtUagM4vzE/dQYb269C7ioywZGAY3PfE/GiVvK5s8UvR3De9+NONU5PdZUKPgvqPJrOuLj3qZfsb2xg8XT/3r2j26I7YVJgWaV6Foq9c8gi+z//6YvWkR0/AvjypvTre2D4cbeTu3Tpe+rdNxz1d/Nm7vZsyXF8xgvuWyTKhs95xp263//lf2y21Qs4vohve4WukyyeWFSOCuhn4FxwwlfgSA/6ikovJlQyX8o6eqxIJ/Cgp57+7zlt+js6OZcHiRnVj0ahI6/OXQGAvuwjnZvqA/vsSmyCa9/xJ/k0Oa/J131X1fXgzr8L9SuTHvLZLU9/2yJVAE/z3nJV/M9ODNG/jBnjUg9+JBioI0bo81abjzZwdRIaHflkMnYxGRJvfM0L/U7/mDdxfUZcwpPcPZN2zIYLAs2LPqCNmD3Wbh8yN+hoEAF6N64A/Nr+8NNv7dZUNK//uut/Jqx36u5prBI/XIiRB4AHD/L6Abtzy/gcQB51jhHpWz16rK85tn84Ugc/zosDT44APCmzg08fcUQOwLl/kUfor/isV7gfGcPwAngVojoFd3y2QHnTRl+tUB3XMnv5lOcaN86RqrO+5w/cL8RMFt0BvhvUcT94Kx1AufmuMtmB4nAOrfOhoHYC+BAetBfaBvBEg1PHo3Ns8CRl8y1A/iQ/MCfzzjBt5G/wrJvqkVNdgPf89nP8nrrt8asUQYkuEACtNUcp6i87IIMdxff6TEK7KkwWmQDhIDB/F7RfVnntlLav8qrbvqjDieHyuPmcZyKnjclY1DBJ26D3qnpdyJa3F3xla9IdZ+ts65T6qlA0EkUnf5/rsOsZ2zgnGcHP8tBykwNuzrMjN3SUCaTLPMHmX/C9CAKRXbB/klU8tEFV2qApAHW+JUVB9TcfgHYd+EoGaiCn/XXf/Utuvg4+9DPf5uP6mM8TEnwv0GZA5yRrKyQkJqs9mSXBYfdN6dWFALj4jg8feGIBhOcFpMhIwvgNOvzMwih8SCYkrNwJjFjkMBBFg45yGeVA4gmMLLDDs/0GUBd91KZjJ8okOfWx4yb8keWkh47tq6EHn+SG3tC339EXgvKu/bTgT8tAtvTqoiQv4QvDMc1CVEe4QEc/juxO4Ey8t/ggiV/kz2Nl4gKb79y+Y13P+BqFkclXyCDHd9+clLFD8YbftbPQToJNYrStOkKP3Fs3b/sxLrqxRy9Jxu+n+Ch9+qqv+wkfr4OP/FreicKn8Zv6eh6/whPZ8GIytg7CbT36YntkMmGmrYnbPNhUBx3+A798skJMvRfLqvf4UwaF1g0CT2LyuShNk/hRI3ogVMCCM4UL+3AD+E7/GjigJzw4nfr4L7tUN/SJSXEcP9rQpxMvd2a52KF+lWP/CKj3QkvQHCHvOgY1hP2oFQAf2dAbT3I7wbE5zuRn3xBQO/iWMbpesKhT/WqHdYHVSfztfoIb9mtz7eCBj4/dCD9sgd84g/6n7/wF1INLf33BUz79+uVfnp8JS+yOTtgGSx6xD1Dfo3HGh4BjQue1t+fsidnL/uMcPQsr7+IAXAzkg1XhU7ne5Cc/KpxXNUwD/XHvWEY/cmz1KI/qiA7UFbf8aaNsngLqKFPPXh3bXnzDvLuGL8HDl/Qpd+rUuI8t4ax8kFE9WweAz17c6lCgHoBu1aM6FyjyLjOxRj3tlwBUVZXOv2MtftgCb4Dz0nm8j+zf/F+f46dft8evE6xXF3U1IEZOg2FPSr0DA+yTIOUkeTt48x28pvgEMI341vldcMVE6aB6kk75XNW5OlVn9IQ0uMLTiTmlKaByOoOT0O4uDZ/wCqQteO009HYHS9/qmraUO0DxBxrsdLtcjpZF/ciPbJfMl3OOkYMuCd5BH5ycZwJPkoQpbWmXbHhCr2Pwo/+wMUTXoDJ5mKnqWNqwld/rv+edxr8Ofvcnv8HHJodMbuZ6dGu+Z4ndg5l2zjWh+8fgdd66lm9rsRetYhttxMSpYyUWqCqDHx+4bxLL8fuuu782g34D14TQioYTl8Gln7IQo+384T0wjdBvmAe8aNN+9+4LR/cf3Lf/zVc0J6eaxIwFLCUnkerC4xyNOhYesidJgUQk3Y3Lo95cZTcRe4EkvewD2cKk5atb4XvsqAAeviX5YxYTPDwaH/QlssUoejhW4Z3xBNAO39AqBrwozoTQWMyHS/CRm7zg464h0EcuXNnyXiByIitJuR/cGFKCD+Gmgd+rv+5fTsOT4T/9Lz9s2+FZSDxrk9/gU+ZM5D4XcExcZhzy+NUTvxRDr+rJ92xA4tgkPlov/uMiAzL3iT9JPaIS3y6rbvvE6sYn/dRxD+x6SYZtGH/AX1sWS/gv/elJEt20+e8UfoolyW0/Al44wnNwWWhhM7yJORbiPKKnjf5lb2yafnS0Ltp912XhX/3cp+N76qDrTqyuAJ7boNUOWB/x3dq0tW+YcxgX6Aa477VBg68BivF/9MRfhVuTW+AN+ue/6Yem5XH40i/76z72ETfyvRiUbx89HN20R/bun0s+UVvxgJWmfl3xAedD4mnhW3rqvGuh2xyYXOPmze76zmMBetpmUQeA01xSGgB8oPKu6pZxf7luBdqghZ/z0fAB+O1Z6z769cKPb5+QFcYpb+jQpX6ofgVoGwNA8Upf2pbxNe0ZO/u8XKgfgNIVnzZkwSNjOf4PDWNg160+BQd4ro9f//BHvt7HJCspMEoAJ8unx6Lc3lY0G6YAL3SRYUArtZNUVgVDW15Gcp3+ZzKbiSyQwRBIgBII66LnanBRV5roDewD3rJaL7Rgwlv/V/0F4DWZFqzDwj9tBB+dywSZI7LAQ78GQeSobhJqk4oBlsMPPfAHf4i6bGNsod544/81gAHuTFhXyfAGgWAOhgurKV7aHu+nKpYFokF126MLM7o4+oL/6elfafJ7/+qbfMQnsSODif2GP16/+5DBgA2c8hJ9JrY9+ZHMmXjh1ckVoN03Esaf5uYm/sVXQAZ1yqmPbMsHiTJNfiEp58hAV45ODMIgRn3LXe3YRFsfxYJDHW0s9PjART50kQnYiyaVeSRySzIcz4p37l5s/XdDE7/6tryg43Fqfp81iz3rLPuQjXmQ8sXArUMItO07+1Vl6rqDx2RVO9mrgxc/02fUbwuGuYMffCZTyKULi0rZQpnxyTGfNMO1if/eebMDBEzu6Ee/APCCr5shHPhLz/pFiXd979ZHBRYoAD1am7xgEMqK17L1VnMXJe5LtdHuqB068NgBeUt1+8TQr/DATyfHeazIIsD9qDKSiNtz+l28andhos9AXxEX9jW/iiJ7WEAlhtNfQczBsJt19Ojo4eAn/xSMPni2hxr9tUwOBuj3QieztT15WGUb5SqX235JxwHqvCC6sqgrPdjbwrZ1k7+QDX18mnHRMchYAt8xih3OD6YwbQCGKuuPu7j4tX75om/4Fz4+Cb5s7tR1jlx9qRHnuvqqPK3D1FsP7YWOp+60cWyMAlf72DEw+JWVcnITAE3GHZYOrcob3YxnRbbxAerhfVVHytWzNtUWoLr23PyXds6B1nHOzuKNe0CJHcU/togErVSl8yy2CsipfgA81vbypY591YudtvYHwLH+A9ZyaYDir7C2V6ezs3xzQ25U7Lyk1eCn7n3v/YCPLxc+rUXdH82irlf8K1xa1Nnzbb/sWFp32FWpUekYknoMTL2LG5i/AGra43w6KfwYUKBQT0CsIksLNKEYzCzFXOGlI7LgugzohogGBdC66l1YcSokOsM/9oaOOgIndlAHOh2+TZCLjkB6cvw7zcDl4AMvLcYb+chdQwEa+2t2owqXviheFnXBS3LY6Ve7Oxmiq79yYHhS+axF3cd+MZ9+JenwTpYT8ADvHdEvLHSwgUEPX381hnizKGq/edfGYqcLG2zhCpUPVfACOnoyGXsiM99cnfFOl+9GmK8mX9qGL0YxaVHknTC/I8QVmD+SgB8maWMz5xckXOSzaMlvDlLmvUVPxPhRNCyWOOdp220e8yoG0JX2Plp79OKn9D8+hw+PPrkbx++o3nrhjj+1y4Kudz1qL8mQ/uL3VHnHwz5Vv/AD/vfv7b8sgRx8Crzwwgu2BflZrJCs5R90BHCF/uF/v9skvWs7dfiR/cHD/yL/TZLXhh8pn/IeoPzCY3Ns5yoay86lO49c8EWSeRY4GV+6Ap6+yOIncZXFTMpsr/uWp//268fenUUd+hWqG3xRJDru7zgBtEf/6PNwFp9s+M7ytfN1I6fWFzzRoaN85zHvq5zAdhfSfX3T/RJ5yAqex5zl7b4rVC8AHQr9AXyqunDER8Qfj+Ak0n5CbnQ81lhrv4oIhIHKa19Uhy0nDcADHPxHub6tjj4KnTFVnmteo54+gT8+gZ5zxtrDh3sOhab+5x1Bf6emwP/RQTq2H5DJlpwQrEGP7dihPfgZ/9jI+fq9fyfLQpy217/t+t9+feNX5mfCAOcQCUR+xg05iHEUH9UP9RG8aWdvO8f6xIuc8Stt5ADqAY7spek5UP5cYBlHdlHnx+E6d59pg5b+wOfoTv36lSbVpeXyhUfbKpMje3VsuTjshfJibxtl3lfje+oMQsd29IMHdxA75q33wg8on+oLVBf4VN8CNpcXsLZTX90L4MGHuvbnVWg7O+18kjcy6EPKwQOIaWIbeM97/uveqQvV/1lAce2of9UElN12emDbafPBx0t4c74lMCrmiCNynroCzomEqS+OT3FYg4OmfeA+acfpSRI6KtA5p/O658ouAyCddtly62e5lKNvO7Hn0zr7Th0d1dlTDv8GIYsmBlV4ZQLrsTwF4l8desVqNgu42Xi0yRbXJXgrt7IL4UF9gvfyrnoCcM7tQ/YFB367b3PHxZ88dTAf4AD/7cETGuOLidexngU+jxJ5/4V8wDjp2FsvABmbTLAZNx4sjvc7WqTdvZvFteNfY4F2jnzQhwV4cwxy4ME7TCzCX3rxpVnAPMziW0cW4LQXD7kswl966Z53Pjzwoug+9akXj/70z/5M+58e/ec//c9Hf/qnf3r0Zyr/F9V96lOf2n5LFptYyN++c9t3cj/rsz7r6BWveIUX8LzDys+73dWFwu2bt7zQvnv7jv3kcSxaJlkWohz9aT5s0eIHe6i/e/eueXL0C+TyDzZ1RwfbNTuvHXB31uX7KReXdARv6/mKz9p29L1zJ/yR37tvdAMHcjl01pEcrv2O7EU/Hu/z4R8uIOBLf2Antts24b1w9wXL4IIy74EP/4H06fXgWNLGopH3Cr2LhliqD+CH7gD1ji/tAPwz9yR+aAefMjZQrj7wAsBhB+ADbmWUL+C5UP4CWOzjf3zPGEA394UW/l4saYMHMspj5QVURvsaufaj9Ix/88Xl6acsIItDPeXqihza0aM2VzfiD915h7d2lhd8gcq/uq+y6y9irXHWmAPgAR52lj+AvgA6d6eteJXBThv47ODUH7QBxJOIXAb8Go7OrZ9yDft/Lfz/7fHr0dnjv6NYyMCYE7XZqDlHHU4ZWJSzOImR7ijREmABOm5hPNUk3DqtQGBaxQoqXDlFXGSpSf/SsW7Z2mlLOboW6FTTqLxUD6hGf7UHCK74PwEbCH/5gIlGdm42jAK0YUATGYljg8GLLdhBUAfHVK4bQwwEb/gDl9t2QGRb/BiII3o6oBUL0sV60TDAOf3B3QEeQ0nb1Gt/7T98+vfU/cm7vstH+LrvxQvd7OuzXPX67hFH6e/6Iw18cQe3fbL1zbzfFAdl8qUPzk7VLhnEjvtkaEHiE1/Yx6D0J2vh5QE+PMEPRycF5X4Zp8Goity9W2Nxf3zhxbBs8t0AnV+gkvgxcXrRoEpceXIuCcjRjr0BkswUBR0HTtTiSbsTho7xf96hasLCFtqT2JAuHTkIkON24sV+EC/Vk1SrMx9QeOmlfJKVJMXkyR1P300kxqQmbQBs7SVOj7n7pLL1dIXxwOcnm9APvyOfixyg3xnXHZpcAMWX6SfVDk/3Kbxtz8XR57zt+sdjwH/8tz8oHjzSz2IN+7D1SYAs7m75bg8aOKmTwG8c3Vd9/Jr6OrRfuG2/SH/a7QOrqL6f+sY4PsY2xwW+F17usPKmMr8EkQkod3XxDzEsXuLBogX7+S3f9tUdTaboTR6x31QHLjzQl53ymjMVadEZf/tPvOkTlEEmPNKwg+rTPwIdqj+w5YWBxob10g6sdeaLnPFnj+zr3aLSAoxfdgixc23Dtvq5F7wAIl3nth2f836zAO3k2MINJbFVp9e+5fqvNPnyN+Txa6ELABbl/PYn5dUvnAOMyy5sqMOW4tUPQNtbBjhvO3CVf/lxBzyOjh+hsZ+E77hT/AD1W/gkRihX7qpL+az6lpa9Y5O97UDrgOoHLj6gftOLJyDShz70fKINn2IO7KAFDzrKvuM/5/DMKyixoTLMF2IBNKsuV6G0V6H0wFoGVl60wcN+cl6LnxhPxDtwVf5v/9Zz/J663/+hfKVJFmm4dwe+hqGwiojCcyKgaT/f25w01LgvgmhgctG2BFMDCwhG+GVCK+C8FhE4ZcHqPDt6zlv2DsFCs59Ur8IuZ+VrUIM3BWTBOPrDzk2/gXY2O1dRvqJCdRL12IyOtBMkl+3d6asH7Uwk0OQ8thXAJYFZpY1X6lYfAyWTBPdPaYEnLeosaxKEZsPFY8fP/EqTD89XmuRqLh/778C64FUY8cam9hei80hrEu8o2xf9/ShKBb6+gzsofB8bSYFfEGDxhe6eXGVzFqqKbSUy1zN5il8TjYzZFnnVATw+dIHL2tfuuwF+dWADcLFFvJig+SAAkwe2YscDXTnzSFUcPB6QuS42znHAgGOAzX2VJIZ0JmLXiSGPNoklkmG+Ukh4XAnikvmgAmC/iSYLj/RnvhH/2BdbBfiyeMA+7nhwt4b+yXfZ8WPiWvxof+nePeE98B2SBw9fMh32+O6Oyuj+6CGPieO/AmV0vVDf9O4vdfgbW5jcWUhaL50DTMS+cBAu/gBe+Q1P//TrH//S95gvC3D8Bhn6sSjZ7iarzv6VLPd9/rb4Z99+UUL9nkVifMujV+IQnTJWM6EJS+V1jO4THR+UqEzHlTbKfFIUmdEBXeIn08Bzdt95RDjyw4g/03oCoSy+rgSEN2oYTpw/kEs9koeH9PdibeRU944J7MPOnrMZT7FUGsALTG3gFtpmKmiHxnU69xhQHW7dQM3oaZ8Ll9ftErfoxb7z7F3WVWbBMjc6AXyp1ylt4RLwq0Vuj/1PW9T18avjafrR/oCncksWJMnJ9U9jxPhjP2V26le81lEG2lYofnHb5vyAHWMfeOz6xx+UMLO+QBd2vPKA/9gZ64WVd/1LXW1pPIRHZFFXXrUDKB71xW+ZXwQyL8dGFskU+EoTdK4OlcF599aXFztl7Gg9sNpCPVB87EE+UHwAGmDFL7QOAA+dab9xk7w/84a2xjfbCh/4wO9O6eXBp7WoW3/7dbtbJ0BBrmY8qVGFBLUx+AItBz90CfT88W86iN1oBDnOjBx2nIpc5M2fYb2q2gEa2BWrZfhYgPinkznnqh1oW6HqhFL7dGx5w4Pj2pFAbax826DNfIw69i7gRYW2BhF+ju2VlYGQ4HqyPCB8QxeB1BZnpRvdqVNbJtScB7ccA9bNwRy7AbCKUz52oYvyqxYV4RR41s+EffQX/p6PXlCJERMvfDw42CYpdrFDG59+ZZG292f8xqLwJS1OWJiwyGNBwaKO84f3XrKeLPQAXAZ+3qdjMcn7em5SfySZnd7Yf4vROsGTQa8kwQAlNtNHezxenO4zEjo42TNJstiaAU7MVeeHj5QYtUgizmp3/cdPaxVYkOJvaC8U//yiwuWF/cSXivUZ9u+xJb/SWBBNFyKJr9iIC6DFT15gixf1iGh82le+0xMdvAgZ7jzGokDZsqH1GXfH5t1E2Yuz0Zd3HYlDHkk6dqDVv/iVhC59sEtgfPFkUQc9/MH7orc//cLhI+/+3vCUrk2s9MW24KU/VB8pJOVMCtythL9l0j+0qh6/ssiEJ9A+6F3lAn7tYhQcdk+Uwr11867jD08RT+hWaI5Jv0QrJGUZl3NsB4d49IROPgNp7ClULjs61v6LuTsd364x1Luo82hsxr1hZ2u/+FGtYtFfVyMadk/C0x5/wxO/EdeJUdrUYEs45+LAsWqejJc86q5OxLxpFEO8m2mAqZqp566Ypm7hE5+q1hGajEvx84IggLwpCTE+ZGc+iDzYZmFT3Ne97fpPv37lV75hSoEuILxj4/Ql51y40Nf0F7qjAnEf22YBM0c/hjcv7CFex2QqFmD86L/7ov3u3CQZjFPscDxJhv6nTXXG4ygSXwiKeb7XU+NC58Rtc0fBvtKGDrXLTymkl+NIe+yW7+AjpXUWP7hZ/wSMd2wk1wNc/PEYmMfD5sumo+MaGYox+wg54yvs63vJ+KZ+B9CbMvTWedlrey6s9zqOgPtGQF3r1zmg9KW1/xXb0DEW8hOQin2UEiSvBBdf8EiZmwjNpcAf/MEf+Phy4dNa1P3BD3+djzZGu4OGzlEdH/t2AlOVE4XaGbgYVGWBDKzAXhvYcI2fhQNFNPaEw+JNZfjGCv8z1LlAAiH860DXz5EFA8kqesWWyNxhP8X1u6Sgqk57A5lAu2xjcLCH9jW5ZHFrrE0fwPj2X+p9B2L8CG15ESzhA+1Oj/3lbz+yOZFFL+vhuvhpql2/BRr+Fk37gT1yAvRH9YhscDNgzH/0XfXKhITN8Hv2ou7//Stv93Gd/LCZgYRssdl0cJw5BomLJEn84MldO3d3+Jmw2lBfAP29VpKqzyfRMLHyxZJNAOiBjZmgM+E62Q6v+F26KP4zYdX22HuxfDdVEht9o0SjK1DuzHmRLBJPytr8+JakBR/zgif9QSIjQSTpUMZefMGCiy877R0zBFgP7fzKTgFaJknkSAj/xRdt6KOU6yPLUiX2p4b/iTFf+Cx8FRWqxxf6pwI+Mp7Ha8aa+Q8+cHKDmLgcZzzWZaFnE1SHLSR33s+BmMmFsfuKV7zgeIDGfa023yVUGbpXveXpX2ny8d94h/XrWJQGPuIXfAvf6hQ/kKhtmrH9XydeUNuwGbsC3BI0/R8+tkXlbdGknb7jPHzkVxYO8hf8QImU8HOfjm7gG+Ah/wHoDy32FxjL4MMInlwEeaIDFz6ju22HpX/tAN10Ch16aCNmAsUd+SAuwOPo5B7hzYLS+AO2Cxr+VMamTQ/R4BfuSno8b3TIEBd/xY1Kwjcf4afvFGMex2oTQm2Ct66/gjvnAfiJB+pZzPSfgb5SK3yonzqa+U40dC2vL/rG6z8o8Yav+LIpBYgL66OFSvuk/YJ/iNvOP84forFqwoGWiyLfnRbgP+sjA/qLCtXfMWY7ZQdPLlJtZuQU3s9koW8/seNn4VgXgWlHp/JkgeYLT8nb7gQPgAMtdPaXaTIfWI74U18ZxqOOTUdyN0C/O1crp3rhKHpwkOmFNVxHX3IBcqLFHo/JL9JHPDOuoQod9fFL9DD9UgeAh3zrO1AcaLqwow5gnNVvK4Q/Y0DjbLGxgG3VASM4esGuC3l8V/4f/OBz/EqTP/pn+Q4xoM4unPpO3d6ZNXq7YjSkbYddFeobIFOjnYFGfY5MdmhfDCfIAQ+MAfjYTFUZpXiDkkQFz72Tmew22FkNoHfZRBfv2pystffqMXZPB7EblyLEMA59FpZmaGhgxtboCB6Q80yMveLceQasDQEDHjJ8Dj17ziEqz8DQWzXa4JmqrU1QmsrLb2xSlwGFbpRZEO12BmjPZJP+e/V3/nwaroE/+lff7CMDvAurTlj4Fl0ib9eLo+3zCeck+5yfX+xXbJchyRX+JFshTX0Gpc/Vxp2pTsZ87QRlJmSD6uJjYiD9Z33Ft7sXnAWh0q+uP+o7NOlX+owYJC5IjPiY9lwtJ76MZ/6JL/RgAQUNSZtFHZzqb+yGfwG/GGA0bRkLrtximd041I5M2m/desF15TsoOidW2TNJ5+6DkiR6nu9j7HI/EKfxmQoGfG3g3SPh0s/olCtzjkFEDgsUwONBfkg/kHDPj1755qf/oP8n/u33mweTSXUjuXrBbR2jq1UjEWuF4FhUO7hN8o5D4bkfp807HHTEhm1C0A5nj3ttTNTINF/a+Y1NfEe+RPAAuORQjuAmdsDX5Kk+hwZd7SvttHN0DAyb0vnuGDpJh/qrOp9rcURbeXH0pCS0nqNbL4JU4brCQ+440P+q4ufLkEe/bTEn8F0o+1w8pQv8m9OZ8LisIe5R3HfoxQO/cgetunUxjM6M4XgVULv+2+/QyTcFn+tI+7Fs54Q6+KEHAHVyGpjoJ78o5ohz/3qB2iLz+OgLv+EpXz585Z06fO0+Fm0ndeq8wB751LW/WhfZ6nPiUm2qNl5BrNSecm1xHIrWY1H64l/ihvbyA4g7ZIAPDu2WqXbGGf6FH/sK6F8g15Cj+RAO9DyFsELQVDGB86Z0yfiVnmycE9NuS7ziI9er7Dv30psyAI3tmFiyP4SrqoB1nbJiLxfswavN8ELf2Dh8RcQ5eJGbx6TVy32henTrkyHqgfqmPNhzrt2vA9GufkD3aS/f4uJzYkFcJafG/Dda1GGId5XL7lRXU5RxANABbgcKJVhrYo/RhXbu2p5yOgFpvoI0DW0qLabU2VRRby7Dy4lBUN5b8hYeHDIQ0gasfFPMecuxDfyls1RHJ6GnJ1sHFAMWf2SwQANZA2YX03YCET+ib/jXD9SBv/KInjrREd8YD1tVhR4gUldoea+LTu4j4a+Dr3ZdBScHjsgcPixCOO+gcF8IKZixCVz4vurtP+u66+CP/tXfmVImIwavtxnwlK3vmIA+qMF4ZxKtHyijz6Oz/ERY6XdI0iMW8Jl1hqf0v3V7f+9lKl061wIF3tvuWoEK+MBFFBl8IO9+BPwIc5Kf9T0Vocr4vDGY8aMELX7o0LhKQgtuYl1l0SKKhR9JJ4uEvOfGQhgf3NNkW4C/Fw0iwm/mIh7IhM4wPmii6x466Ya+lrvbxZ2sh494jDCPW9VELMGDD51wfhWYXPtoPeOECSiTBUpQj1zucBjUeHZ+z/UsIG7fvuNqcPrBFPqS889509M/KPEf/j0flGDMSrZrZFMnGfmNSsrs2IbrfYdT9cg3vk6IAE8ugj0a9n4xKjXwkV7I2mS2nXO1874gcbh9HY3qGhNmp39dWFAHKRfS6ZvGHmNYepo+8cs5E4cnbdVDSF1iiPjMnRH1lHl7omHcIXfwka9T17lCEJuIZf7ii/ShKuaOKqjVzbw4iq42ABzJC2hL/+H/ys9RY+5EcTB1ianomjsyiRP7t7zRReKc54XhevTiT2XbKB6ZT0AghjPBwhvf89U62AAOfRZGoX/NW34gdE+A/qIEdF4cqc+wIznQLdrFiP86UJc8NH2ozdpufcWCMH232See4hrfhKkhfiBewx8scKEFj7xACxff0MIXgKcbRjUvPt0eOvIKR15dsTzVUweQdxpPzrHYOTKrr4hCo7GMjujVutiiTefgoiPN5Ab3hfA50u9WUW2clze0zUfeZBKLusYEYJ0H4OOYVx39sukogG+PtLODW1sL4Fc3AD7ViTiSRhs9QBz6Ykintmf6LU+SpKe7ftfx/e9/jj8T1k+/xoh0YHWRG8c5GJNglPmbw4pIWw1eVeGcRAtNeZQmdTsdp3SgO2FYOJDELzu4rnXbKucykNgzaYqzWUEB70J5AsUBw5M3bWyDk47OJMngoowetav6bzLHFsqI8Onw6l6aBBC0QnIdevifYPShJDykZQIoT47hUz1zbhK3A8Hd/Ur1JTzZwaRTua0HmmCSKNqADeEJ0P75/+Dpd+o+/NN5py5yM1H0yAArrO18oasnX86nXv88EeC3Xv2jY/3uxS984L8cSWj5gtilvyaWHz0Kj8hUWbUtt687UbgdOWM70LrQZJBHX2ykPXjoHDr6IrJB5p0YjvRtE0ljq0cA+k5GZyg5kBganVnEyJ9+11C8SKKV08cgTj6SRTX64H7zFhZHvw8inBuaiO8/0BW7jvjchumPRMadOvhjN7K8UDEH7rZNX4i3+Ytn6EWOQ+a4JeEbiT3rMO0sCNoHuAybP+8b/7XbroOP/8b3+06Z4ylsPKFjD7FCErceloEsjWkmNs4QgiyVh9Sw2gGOJ0Vt6IN+QNsBL2AWGl6it5+HM30cCbRBgY7CUVU+SXl+dOtG+DYPc6TfvDiZxRE7Ey+PrquwddBfYj0xecQ7dWoDxbGz5I/qD1/4GVyfeYB2/EbO88LhIQuL9JN1E2xyxsJO2gD1Hn+yp3kEPNPjJ6Flct3vmHCeCyZ4iLc2bDYvdgJfMrnA5u7gBkZPjmOHD3rzLi32IDoLquED+jJJo8+r35SfmXsSfM3fyG+/QonN+IN48NgdB2Mj7/XCj/P6Ad7I5mhQWxZJLMzzPibvmdH/GIK+HVsAsvzenLqI+IPeiytt4LGwJOa8SFP/cKSOsYAOzV1wQwfOiTOpbx9hD3jtS3j7qA0/Eh8F6tkZUwUu2BwXExMFeHoOFL/6IlES+yuPNo9ZAXzsY23403lAxyzIo7/x0E917NTZTtW13XYO70JjfK3v16CAz47v4AmA0ydLfm1Ki+rmTmyiz6DBP9D0jqEEqF5+9bcd7PKf6526S19pgsILq/ULGoEmNYxCeRxkJw2tHbt2rs4T9ZehdAWdDVb+p71Jfe+0wN6hT4Y4f1/UFZezwF4XWQDnyFn5MqluCU80/q9DFjnVe8eH1vxURXJdbQTwmyeQhSa27rYBsXmu5oSfxQXBiO3GGDyOe31tKEQXW6vyWj8FATRMDuaELqk2rLwsi3YT47+9/llfafKhf5PffmUA9SoQ2/AFsvtdTQhPUspCwYlqZLIji/rTTlbWhSSRK31MTNXYMe300nb7XH9bolGZL7zknMVJPjxRG+G7J2PwM7ErxpdxYblGR7/ojZ6MBydhgWMEWuuYRFXge7SQD41liRfJnrtsWQQESNROskp0vjP4BKiu9ZfBPkuR34EknklEmSweaSLOFwQjizjrwhgb799/yW1N7LB84YVXmObP/st/USLLh1zoQ2SzQM77c2f+zrXqk0XakT+UQM+4L7XZD8dMkFkotL+hZ4HAIiwT9PnRX/72d5rXdfChd/0T958XsmO65UxfI49zyuiCDPzYR4fpm+SyFRJzQlC97+xRh12DRxn9oCc+Sg3NKb4denbGIPLA8yeQhQxtFu8QKba12LS+wtkmu8pSHQrYd4NT2fRr68BhMcTjV+rYPfm7feJzNIUXJDsk33icyZf4CeApeXNy66DzBaEKLLToT2S0f8Els3Ae2sQDwCsU0cPqxrc695067dTRRp9QwgXHZ7JJsuvHDeQzcZTsLIisI7Lgg0gRw5/4U6Pb81UgAXC/+Fuv/3R1H782lrpDt97VMtsxyLGvMvX42ott0XMHGj/FJ7m48VyhjTBA3/Jjh4/zEo9f8QGbCli8Xvwwlqms38Gzzql0PCAfWs9B4Mi3bOXBEf+1vfF8iaf+uigTlnUCGjPwp8FjSfzM37ERuY0/eKATvmic4xvafIGjrTbQ3yz2LVM7gF/sB50jhx1oHbtt9fhKXxePr0jh/V3rNzjlW3qgfFBDqm6Aj7hDybcBcCEnpDQIrzrLASrtRB/4wHP8RYnf/6G3+UhSdweMc2RdPvZd4FyK4mxHnwebwEaLkj01G2QxQjM8cVDqLYsGgVWnfngwaOvsJKLURy8cTgeYdJN9GdTJkudF3dJm1JYXXXacBAEBxpFt1DIueqSTd1yXsHF8QXvrqztQWVtA4z/ziK+HRICPIxeoreUbHWIH/ogdaatulb9DuNHGvzmzffxZl6n3oDR3MCbRUuLEfF0wnvkZ+O3XX57yk+HjP/93fWQwQE+SYjCQmPF3vng0V9X5UANtkeUywqq7jjwyRa4TonZw7B8efaq+Ptl9gb5MLwKz2gf5jdPbXkxAwwvORpBcfq4G3zQWaQewgZ+GKaQf4Ml/ElUmEN+lMEY42o7ZE8uBTGbg0Ce4WXrTTt3IpMFxMXi837TBZmPaZCmExgXCT7SWmwsFkixogNwXG3O6+QxOxFv0jU4s7nJ+0x8I4StQPF6wQfWwpJ2FFUmTdwLhZ/5aVMO5OQH9cgcK+9E3+tEGjhdO7AOv+qan/6LEx3/te/U/49eAMPjqgO/i03y4AB2tA3iqo40FpBdC5Gjkq55Jk6P1MZ74mCTOs22i425F+9QLHuRZQMfl0KsO2UzA9RdAvdtVQ9egC7L8ycjB4a5TAR65ELscn9RzJEbRid+X9USqI7kGlTjngwjoDS53XuMPdM7FBOC2GV8GXhRHf/irnwDkRC44sY3zyqFcwMd+KZ5N9XxpMLzrt41O/qe+tNFLDTjiIrYmj8AnuNxVxkbiicrYOr4XIVv6Mr6LveifixJwv+gbr/9Kkzd8xZdOKWPF86CYIZvHl/60PSqKT+2RYJ+7iE6MpVlY43vfnVS99XHsE5/VOeZSt82dGo8FL6q0wZ8xWL+XN/mVOt5jS94gt+Un4yibuSB+mTvuzn3xDzgssHyxpnLvtFuz8SE07OD6XPbB3+MMXHiozB0sf+E2cSa9SwdQh3zHpOitGHTopPNeLKpKe2QB1G1+ll88hwEihwvnWdRTiX6Jrd55gw9+oh8HKbZwprbahD2+iPYYYVynTxr/6am9jniIvtSjCYcc3/fe/waPX5247ZVRBuCFdB2czJaBAmBIjafctro6EF7pAJzlU4EKi8YU29HwSzFJoi/qpx0ZDW6dw3DoCpxih4MenMvNhl0P8ItgLS7xp6n2NhgcmPJH7W/7VehiLzhUBA+9sAvIgBWUh+Ql0Ha5/k8ZUxZbd/+Dwb4nFOrpT4IMmvoOPmxAFuhAeHgS3din0AmXQUdNdNf/OQeoe9anXz/2c1nUoQdyuGPkgaeyB8w2AAPY0Z1vxPfV0IBtudCARDedJ2nt7ZlghGfdUx9eiaf6JHGGb3IViYz79+7ZNtMo4VMGH0HwAPj2/gcP8h4Y7ZlMRj7yJMeLOrUTM9YTPKndvrUNlo0/qOAPjybO0c2+H769ouXoRYmSHbyB3vmBJgujxCocqQNIYHJIZGoDD53oA9bBxGFloBq0WchhUnSqX+KTTCBMHizEAPwePItxGb5b33CnQVvvWADox6RK/8O3/rHfRE874432z/m6n3TbdfCRX/me2LYEUvsMWPUH2mYZ4yfg+Gi/09dJkB17oIldQXAecDmTIrbVBoB21KlMIOj0O+NKMYiwsBPID3wxK/iWOfLoC959FFQX+EKP7l2E1vbaZBthpQ39fPeT9xn9QZ/417EAUUS6Hlh9YljubNUetEIXzsGPP2I/9Z2oaUeXxIhsUj06U5dYXORh2saff5Zifg+8sIxP4G168TlFh/pgdgC72z/5y5j0HS5+kkpoHQuve9v179S98Y35nro1Th0LYwfS7GuViFdkxd7EL+fIzUIcSF6hP6CGR/o4vgIYj+5nAD0HL4vl3EWFp/VBNnRC59AFLvi+qw8OYwp9VYZvH5tii3FVb1rxrkzwkJtXXagDJ3sBPcEFD/0LzSfouH2li/A48tpDP/1rP4mf+1P41k9lcPERfEme/aAEEF8HbtzIPAee6bU5FqU7W8cIbMg1gD+8NTZ4/hl/+aJSdfBHb9fjP1WWn9/1HTssB10FtAHIT0zEH+3D5/o9dX+0/fYrCoyzxC4M90WBdePfiMJwigTBdoWtCl33uB1g0jCZO2FXMeoGD7pNrsCOclMCsInB9PrzAkOnZkF5nFpYeZngEgTXgRMhnGnfeWxBfQXCN7gb6YB1GVlq9dEgRGR5l12FrcOlO7TxR1pW+tU2AqVAvQcDg9yJEp0YRAzCwREpg5E626q/XU6SIqfQu7ptFskACx008fluCyj1H7Y869OvH/+5+Z66SULsLFoY+CpuQN83UZ2dMehjX+8wxU4MUYISHsRNcttAkh/ySE1lyQC/iywU72Moa686J33ttLuPBofBDA5yKhc+xh1a5FPvydk4a+zFt4B1Ejqyoq8dDjn3w4wDNIlQf8GndbEL3pFoQHeeJJOguJPDRU8nGeNL5rbwFhllFp3HmgRMqz1tiaEj+Tl2Z5J3nXRrAgRP/02zAnjgr/EHqnXXPybO9GXOAfBqD31DDPK4FgAH/zAJhd9lmf/9W5/+6dcP//J3W170D6BfofqSxCmDC9gG9bfHlGy4cWNeBRAg3xvjTHoD4ABtwxbsiM95HLc/3egEIJStj2IbrR1P8B153HWQ/dZJ9egav/IuaSbfxKVowbb/o1d4jZ/hpz/6ELnY5gWF2uHL4/NdfnbHsGrRmSNx6rExsE6q9Q92N+YTB/JrJz3xs9+kH/ztf8sobeiwqVAfgV/YypDhP8tkIs8FP/xY1NGHtcU0wqcNXNVsOlU+rxc4x8FT56996w+7/knQx6+9wCB2zHtixjYLaq+Emje41ksbi6guPtCvd6EcE9ikjTb7FnWFQ3nVv7jOYbTpXIjuZzV7HMOT8Z4LLunmuTlje/ULNqx91P5gAWZdRj54/uoU4cCri8MCuqBD48X6CyxLYJ9TN/pbD223/YXs9D86J3ZAgs440msH+O7xV10BvhrH+c0n2iFbjvbZ6NUxj2rIpG+IP+wtDbo5DjXe0AOAB/rAI3mXr2GhZX+Xzmsd2x4b4NVYBd77nuf4+LXfU5cgoTNTljZSlMcnaqQNJB8TZOC4k0SAeHaccXNxOB3eidBWXoEarNIccfYEgaDN6RjxkQwHIkc6XUd0LoRuP/cEQh2oOi/fdFb0oa6JCehE/CQIbnxU3rUbsemGXT7igptANajMtsvV2RLA5olu+uuCAnoGbPgLR/5IoGWAsOhxnwnAoIh/kNmBht/QjXNw3HfQD4/y5kAbkzKI1p19Bt4+oHu8OPq87/i5KT8Z/uSd3+EjseNBrOSGknDgnBhhwJH0uIqKjhdHf/Zn/9m/YcnvZjKYuj96uH8YAIWro30lfsQEfWKbxhfx957ckB2LuSMT+ehELXELjuMuKOaPfvYzu3nnaLnCsQzRxEcZH/AhwcK/i1rj68h+fotPhgaIgz5y49OgfFoPvsjc4kdwS+67K7/k7ot4sqGO4gA86uGNXR2ft/iUmvSn/c7du8LJ+210M8ktj55ZCIQHfkY48vmf3grQZ13IZLzg27gDgD7+TnzTjv3owWTGxIFviNve7YOP3+FCR48ttcODPtDxc7/h6Xfq/vAXvtN3PrxIwBeiyQIFxYLjxEzfqB0d7TfVoRf4QeV9w/jJOoPs9ow5cErTPXTYu/e5N9q00wewsQ6UBeBSRk4WR2JiHviM9vlJN53HljLgb+fR48ZXm+Vrd/yqDZuR03ZVyAafbv6gmiJfxg2tY31sAS7Os2DmfOMFq03f3faOP8u2bsLXkXhk3HaBCT0xRDtjLr4QHYrAE6UE1PkxmBQ1X59ngiZuuMgxPzaRoHJk58i5gXMdcjp5Xo3EzOe/6fpFXR+/ogfy+z4WzOwLMUQf9EaPdeHtuUGAzl7UqX17nKlybY1P8Ru5Oj5G/yykwkPVbocvMdi5EF3wH5ywt/3TMcdm/06fwq/6dUyAV/ku60hcuoxc0Zmv6nlk3z7eFm0CcOxv64ZeqhcteuQDWCyKtAgSH3jBG5+UL7Jra+pzcaha4UYGPGgrbL+oYXrhIVB/1BmmjB8NgwuQ46DxxRIxyYatajeO/rCldzvRkRiOrwaMFtwuoGnv4rj9+/73PccPSvzBD+eduiaP7nY63+CdRjuHg7UX0GF0IpIbXHTeeqfOizp3EnWPq2jHTVuTQwMSaLJLQDUJRJbpOJpHeFsf4a1NlqEyQeZiUFP/BIB3dNh1SvkyPnjU9cgeuh0PEsuDpwvo34QGHraJdmgckBxHx22QQP8YHb5ncGTyNt7oDAr1cCw+9JR7nqS4D6rVr+iU9gFVd1FockMLz75T97Gfzc+EQUxisQ6jCz9d5SSt3Qs8yY2euTV+5/Yd+45FSPySRNnFH7SudQzuPsOuamh6bvcjT8klg1+4Ou+dIcBJaKNikJ74I+pONirjH0+0wnM8goMe6IAMdFAd/FoXn6pOB/tYu3V0bCuu/RUoIGjXEVpsAad9wqIHoJ72m7pq5WVf+0R6QA7fh+oid/sA+Lzzw3ef3dXicWlyYkZ3bORxOPQsZvjQCp/sIkF5YSdABxIfR3ZpPnpmzNNPjk9LSD9gDPbZVhs3/SI80Iyrv/qK+HLMmTYH22vao6NXfcPTv3z493/u7eZlGdOn7I1twLKkEyzhiw60ua8GROq2bUE4AG3HDPaVBnrsXyHyY0Nkwmfh5TijD7jzNgt38XPuAgaVD1NMjRbly3iE9/QFsjgCHOHTHcBe+0G+9CSmej6hrFMotEdYcy39V7BO4ukJen5airsUVaoyggPP6OSJmNge34MHb/e5AL8Sv21vTFyFdeFgWWtOghtyJfMGbSoD7l8zi834Z4NFhjw3JYFoX/vWZ//2a8bayJFM6685Dr+6n7tYsl4Zqxve4p9Vp/qFC5L6ybjCo1zoooM7Q8yrjin+FhyXpZ5lMB4lzz4U321RIwCv75ZyoUkMun50t68FyHPuUR0bYD1lJ36HPn0tnaUTsdHxZXTVN0d78T16+MM1hUt9gvIpIwNduNDzhSAxO7pd8suZ8rlwoeuCEMD2LQ/IB72QgN7yja+LSeFQB63HysRcdbHl4uU7lPDS7juDU7ZvtGM7d2Mpw8OyxKfz6G/+5nt8fLnw6b1T11+UkCJRNAmBDvMqeGAzoqBikxVBCDi41bkFG3iVbgCNW7/j0Un7yh+XOhh12kHCSfCD0eACuMuwdYRxsKWDbKeBx5N0Aqht0OEH43JyBR16+AI9Apf4qrqLOWuFHvhHKMM15aEJanzhBtPQHr9wHp2oI5BtqcvgRI/wAsInPDgWwO8ExYTEZM4ECm11oX2KhtXGFQj41zzj06//6Vfyg/7whEvjy3sHnnYGoWPJZjDIVC9c1GBxwovWtJ/yYQTxeuHuC+ZhWh2hh6Z3ONn52HoWtFo0ylbsIOFBd/PmraO7d+4c3bmrhaP828Wfr8ykBHW+s6DduouGT6v6YkV6eaC7P6ywP+nHBvB/i0vJvq3k1P5hMYYsfPfw4X0P/uij8YNvJO+GJz36LvzQgTLy2GsfznFsqO1cfILNgnT/agRFqtrjA9MI4IENEiEQjnxKm5Pu+Akckn8XLekPjXfpilrg0Aad39E5xd7YjFTHqCC44Q8te+8uOxnysrfsW5M99LbVPj4++pw3X/+N/8Af/HzuBrufJBA7LGsmSNeNP2pb9QEou41v9de5J0SdF8AvZAFU22LPCvQb+NTDAtzEtZ3t88qvbgHFlX82gb/Y0JZVl+K3rkd0ltvsO/58PgA/4iyx7wrryYZesMSWTRUBMQfAn90+MN/Ym/gUDThsg7fuQPSVP6G3nPgnao4PzIUYk1/kXwD92brg0aVD6LXFFnwvHc+S26FqjLvfrV/4AtZJvBPHmWwNwnntW39wTh6Hr/qqr/DRuXx0vcQb2ZYrVZRLO4ap77zjeWzgqk72Mzy0MYfSTl39t8HwQT5/nHOsXZQdi/CSPonL6Alvy8JfgwcNvk158oFpBOaRBQ51jM3q1n7hjzFFO+ed24yjtuYLNujpQ+qRU3BunXm7/rUO4oPvuKsZH2ZcO25W4EustfnpgeRZL6pVpsgRHZun9E88Ute8CV9kq9U4xlvKHjPCDZ58ZUyzD6/pW89NKkODHuA55gXv+e3n+IP+H/rn3+SjO4BdSuI4d5QmgoKa3L7B4GOZFwQq+2P6OGoF2vNPOFM1jgy/8kydSxM0nDoRqw6HtUOTTIIbSLkdVT2DPzw56J/p1P5YcBTUnpX4nNMxxt8qzAt/OVH7PDLAvcyXAGWPHykD8LvK/zLEdpcIIg0sVwgt9QQ3A8FeMh4Qvrt82Fo3/4Wn+0rHBNteh27YBFFsJdle6cuBy74/OnrNdz19UffJX8zPhHFVBy0DuZM65xs3lbl7hHT7TQsBkmOTBgMmn2Diy3nzdREejPARDv3WI3TwxZZc6U1SUV39nVv7DECB9chArD7g7TEUGejCo0o+8cZdPOSw8CDhnR1LH1PGpw+0COXO4NkDJUQ+XIA89Q96w9e8T1ikJunwSTbqeFRx8xaLR/oHGxPTnThUsemI/Ca0QFvwYe6+VZ55yB88AkEm7cen+X1TqLGj9tRf+M8JTe0RkYSIv/B9xhzxDQY+f1LM4GeScnxKkmyy3u/kB2qG42Lw2f/7v339pAt86Jf+of1ku8gB6C37OGevPQD19BfnlNn3iYpP7N2yHr1DWsh4iILoVyhfAB7rXYHqv+IU3LfI5ije+SmiuXOgnXqkIYkvMi6UL+3GQYY2/Oo6bNGRBTN9k/G2PzbMb6tKpyVXIEg1Kuw2I5s84XGqJZXrRm6htumg+rGJeIWb6rEPHJj1ogwcxjLjwa8P7OzctvKvrdxNOleftj39NTg6t/2yk1r6+5JtA/4ZOjb4n+92IuOv/Z1/PmePw3anrrJHPnLIQ8i1jvI/R2ymzfoI15O+7CcuL4/V+DcXnRlX8O38g15A5RHTPp/+ZceHW1n4/cSr49p0jF2OHa/5So/0S8Y3su/fu5+7d/Td5BnivzdK+IANPrZ8bVsuwu8aW0D9wI4+gMvayEPkTMrYWWBc5m5cfhIQOo6Iqo/Das+b5W3Qoo6+pg7/rG31WWMBviwgqfedOXhR1rG+xn7wuo5IPfaikFHic/szd+nREd+Ag5/ob2LB8S4/A7/zO/+bjy8XPq1F3Uf+RX7CyRO5lGLDkARFngsD2JR/COSfaHQuc+NI/eHAmzgQNOPQxiCGyqcGG6q6THLg6FR4JHlwcBhbeAoHIv0jkEAm6DfQuXGFEL2zgIInAQkvaOtcAJnwciBUKYM4ubMaPNEJyOQTwCfoQF0Gx87DOm4gXmpPsBMIwmUQaYvOALqUXrWq9qDXDm37Alom204sCTYgOqvKMi7Zg33IU13ez6ns9Dey4EcAc3TwCyd24YOd1+o//AYtAM/XfNfTf2z9T37p8l0UIDxSbvLxomLkyEL9z2BjZ/CwoKN/H53x6wMsehg4D/KI1Dh5HBkG2Me7ZPnReu64Ua4v7D/8wW70fIKxOsCbfugjSnA5h67vn+EEzm2LTv3dqIv7Gdj4lu/4uusvQg2ur+bkW84fnCo2Bp82268KkXlXrfVCPwA7Th4k+YGLTeiMTWcP7gk9/sPXWZSgm2gl37ZiA7EsnfDb/UezENr8vscmdb6SF8+1nkULPGoHeElk950zAGxjDyAvV/nUgc+L0uULj2G92Yks8Auf87XX/+A6wJcPN4atp/6wPhPkzt86uD1jkphRwYsLt6Of+FQ2dnki4Hx4WF8BdlBfv3bP5J0+AqhrGSgdQNvuJ7wxemjjDDzLUFxzF9mLLPt8zy20N2cY1+oJh08cg68KbDWuNuTRr9XL/gI4iBb8+q07eIVYjzjlG3yhvzO1wx8e+Mv9bHmZ6NFVBdtAvN5QPHhyRL5sURMcdaQcWVZn5EPPT/r5KN7UrQAf2rgjRHzaVvHtu1iAbRi6G8fwmfGh6r/8rdf/YslXfNm+qPMEXn2kB69cAMhN/fryfO7w1y8F6Gph+bBTSV/YNpWJQ/qJMd+FHxtgGvmPPsDPVCOTXEHM0uacr42FBr5AD3g0D8MfXAP0wgkfyopRbegH1O7YmDqQretAH+NSz5egn058rDqDn/wL7fS/fSWeqtu6Kw4KqK48RORSdcFegIs0N4zfwKId3s5RzHHakqfIueGHXPA5EnY31L7aBD2/X+w+GH+BmwV8PkNQH9aW9mfPgQ/+3nP8Qf8P/dj+ixKwWW+N8sgryQ4HcYixGO9dpxE9DpSxBDSJpEFRiIY5r7bQOzHoyGCAVxYSI28A/ARBKosb6DFAPXjp0BlAKmQxVKAtC7bK43znWdiVWDs6MiVjSgVQVrwslqJr6kNH0iRA0hYa9PA5A0vQKwoveEASLXjsPh2AberlR50vTZeg9mXgRh7InXyg78TAARmXbpMLbwV8hzyQn/WLEp/81SzqevseGseHyif+ZHs1zwTnxwA6E4ZQ4xfq7TPJ5XEmdV7IaLC1nXOAQYd9vuNChf6Bx9UiQEx78aY6dEFeeSCvPscf1EHPYiH10sGLIspm57FjHGUk3u/JoCexSBchwTN9Hp7wri2dPKm3LaKxzdDqv+9QCCd3ljJGbynR2x9jJ8gkriTVfAKT9+Tg89KLL+WTZudJgCR4L8qE7wWQbOEnyfjCT/QD3O+S9Wj62LXWORNDvr8yfchYp84+GPnoCCt8Zdv4zr/pM4A6EDjLl9pmPDCi7HfxpI4d3tj+ud/09A9KfOzX/6lwsX2fMM6JB/Hv4x0mXhLwzRvSRbp38mXHl+yPlqcTnK+Av7qgs/I2I/QF2zZg/vIhthVqV+kBX0wJYIPIjlXit/zpO2xLn2fS6G6e2KytcRUeGXPs+JEdoL8dS9pMteicIv+iYPVdbdjsrQ3SAcLqjU40nHGn0L+5LLtY6Eq+Y0Ltd07zk3BA8IVjeuSEf23PSXxTKA3gfpIM+0Ib56GrLgPYgQ8wUvpgl30i1C/85qfcqfuSL/axvu2dLnh3UQd08YAujDHGBLG3yRlAxxWIS3SA3jYz7tBVZd/Rxmfa6tss5tIv1BEXpqGNemIUf6kNSdA0z7PzqkShcUM7NsEzcY4vY3N14+hKjgPgF+z/0UmE1gUgztxHQ7f2Sfo7eI/QYWEOm7SDscvZ7IS//rgjVvsa6+QzyuDQD/0aLfjxpcHoxF/tt93ibd1UzyIa/8VnNMguS6co/OqAnSp3/QSUd+uB//W33+vjy4VPa1H34R/rb79GiZURHeEJ1kEGThzL/2NNYIi1M6CTs9DCk4VpEiAFeNhS/uNcHcOTQEg7/Ppj51tnDn+XLXnjkv9PMB0a9uiTyaT8AhN44oF8ENuB5Wt4nHVAahh1Q6idlwnwgWXjv/GL79xoUFJPO7bWZ+B1IJIM6hN2+4qN4LokG4AeKuxOzVXAH+VH0AcfO9KH7QfXjR69ewGQSNA3yQkdkmhYHH3edzz9t18/+gv5njov+CUEmYWTizy65H0yL4KJG+n2SGVf/covqBWdT45efPHFo7u374wP0793bnPXJ36LT/PSLgmWQWXfqg3e4HF3pr98wC8k8FgGvPiIPpt+wSHUSXaTm50k2R2s+MWLI/ElSp3UVXa7/Rl70Z9T7vzFhwEvoIw3fpd8/HGqcdAOwR/+4lZsVJWWdPaLF8Zqz6fR1D8sttBDZXZ0ZhFz7/59tefdGRYH210Y0d7RwoFYi3/3D0dIFV+dip11hA5Z/7///X9XXBz7U8nowrF+FhUd4AQLeAGlPvdjaumMDHx+l3chVeb8puliJ33GO5D0OPbgcBbi2PLab/tp41wHf/wr/8h9tr5Xqx6Nr3UOD/yIQdjuR6Ta+n1ZtPlFZ+7geFILLbiA+1f17m/rpjrJY3NZ7ez4mHb8QRnA05xbHv4XX3AL6Qkd4T/95EkF/uUrkfgTPvRXdIAufKqzj+hM07xc3p1+QVbO0VMeEk31NCBLuy90dJrJM/H9OGCv+DJepl2cNxnYQH4g1yDDMWf9hHimdsVN/Ws7Wh5eORXtxDE80Rm+xHCBfjAIH/s5WnnzXPB0yliH782TW9atdn3BU37Q/2u+Mu/U4XPsSP+huzvFosiVvUvoXDljwp/6RKHNzvjUMAdfiFhvVUgf+0myuEjDXuygHbnue5Wjtbwt29f+6/h17E48WHz+ub6y0MOveiju8bHjYvHlWkYnt2unz5ENbDgCZMMHfdTL3p03BfSfx6D45EI1vFpn/tLX4APy4mvbJzGOffpMW2hkh8qNo4wJcpfoph/Ah0cuZNN/zq/Dy4tB6UI9N6rwCeXGhW1GnnCRQZt9O+WbjseM+c4F5mX94jPgvR94jp9+/ehP5J066e2EiEKFKsZkq4PLrhfulLSnc9CAiZbg6YRDUBXWQCgfZEHHoA+PdHL5xilgDp3rexboBFzoJGnd2eA9AQRWZZd/AgM+wbkkq6gCmjiFS3Uqr5wDaWt97Nv5pi3t7NST5AHbrfYmxwboZb0I3D1QgJRTD1Q2sKBZLtAApqK88Vn7qvyCv/MK3z2BcMRH9PWzHr/+f3/1H06JgcAVrJYl4pe+mSZgkWnfcQaeqohB5NPuCBHttkCWTSRoDCZB4lP8h26lhw7b/AhLFf7Ep9gxwLso6iKWPogf4g90Dh8GreRqALA442pwH+BKDtKnsYZI00hP6MIng7/ynNy103Z1IXlhBlZBkITlSRmemqw5r49ITiySTrkDZYd24R777TomRW2cm2iAr4OgLuMVnrMIsi+ii5ia1hOMyiCgGn6Ctn26fbfe4AaH3CE6+wDSLHhtM+3yBXzQ1YtUlTnHR44T+Q9er/z6p39P3cd/4x3Go+9RGb345Q3O8ZsXcfBV2X6WPPq+PqJsP1wkPqAD0BWAlvoC/Uzftp2JBVuZvDimT7FQoENx4eF+m7YVjwMf1OjCkfec3AVst/IagH03yMY3LXbpQmbeWdt0UROTTOxK/FGGB37IIlF9rjbqwc3ERMxqwhe/yq+dTwJ6vMM49u0TcWU6z06/sMNty0VDh832nepVYbkwwUTb7buooUd/GrI4EA94yh7sxNfYQFkhZBoWEs0X6fN8bxwxj19f8+anfPlwf9B/fGn54uf3VXWBY7+JR5BY4N3QhRSvQqQqMZnHoBzb3wabGp7mIXrsR7f6hjpsK54sxgsQhoH+wOcCqjyoY5FZ/4fNfrceyN35+Bs69uITB0BprXP+7C+PKfmTNQM43FXm/WH3ncD+Vzs6wbPjqeOMOnQG6BPG+gPpi22VY9n0Mf0r3Zvri1M7fU5x/No8DTiXSxZt5DR0R3YXx8jAFsqnipsGsvOG44N+OT166NwWGR1j+IhvIjAP4RITmUdko+i8jR7vef/v+Phy4dNb1P34N/rogMWoa1mh4BSFIqFzEkB51ODoxCbHYXQSaAirpo9DziEDjYTMVXP4sFO/Ak4C2omAWQ1foJ0GavGB8rSNSz1QxwMtuW5BQ0QXVHQozgAHlEqPHrJ3fIkelesAGZpAjpnMm/jEfwYFEF0DO13lBPAvbegWebseC5pwpiDIwAi4emuMrhtQVFN120D14HnAaH/997xzGp4MH/o3f8dHEjM7etJPJBE0icQkqi52LJMNsT33SRIYsrsI22xRs/velBnQHtxDV4cUH3BsUjE4Ra0vaW8yLzxUEiBh5hY/k7hsIM7V5uQgvWoDYwBtLBM8H5JI8R22cLw5j3S6QDJPiWx7+hca2af4q06Jn9qJ7cRD4q8y0OnG8f4Irj7mTtyx9LP52tGbNoPoYElLfIoOse2B7KYdHXevyHa+nkULXvB3fyUfYAz45ovPC9iA/uLdSQgdAfRGf/bXfsvTf9D/E//2+1HRIArE+P1eyr0T4v7APpVVuNRP4PvOyHE++ctePdIv+CDQ8/Trbi875Y5/+wCT+SegvrSr44yXkpD3nOe79epr06ifPVnRr2bHPzSY8WCeyE/ZPiX2VIeN0GA7dRz5UA7A3VFwt8WU4JLuFkb/PL6oM2/x4t099+3UXbYn/b7JcFmLAZqGpv4GXRxVhn7nRxs1JyKKxbHZsqTr/n4gfgKXBQB3hoJLnceHwLxU5h1ANnA5vu7NT/n061fML0rgY+FmTosfNTptF230r5gbFxtRFf7tP3xoO9kHrLc2eKVNdeN/93f5aYMXf5Yr+9mxE7r9bl9kgkO5/Djhwo/xHd5mKx5cDDzwRSr+89w9/UR55QNw4LQ4yLTe1MnO2iME3/zpIg7gyJyO/0w/frR1kAiN+Nz8YD3hF96NbWzlAyFZL4AnHqMDymG/dRDYJwLHgP2aMYhKxI1jU7qMEOMiE7roZu2c8zd7VQcP6G6dsEBOTOBnaCoT/Prmfb/zHH9R4iP/oo9fp7NnIDwGKDhFYfoK3zDocRQdQvDikJlwcZgA3peh5xlkcTadlnMPyNWqq/RjMlqt5ueOgXS5Yocd7GBicOwA5XpuOlWCVxlABgNqMEhTv+n5JICcA3LNB7nxL3qwFfBd4CqvHWctGhbU9J1Q0EuFXc/yjR6XYWcAPhBdUwa8QB79i1OgDj9wfNaduo//4nf66He3fMckEzflUy1E8AsC0Jck5kQAgXRJLOHnJGls5b2nDsjSoDZ0ALwBfNCrNNo515/1LpDoLGMmeCNQLzp2n01dgeSTqjy+aALwUC7rkVmID23posuuH7rX1y0zWTpWVIbKB8EjfkhaV5IsysDlqhJd+aqXW7dzZcxiIIs0+Y4RK6WpNy8rMIsBHWs/NrlZ/7DlRPKpBw8ctHcyjqVOwPal8GHJo0uYs2Gbcewb5QJ1SSeUFbyoRJ7a1n4zFsfZ/+L/cP2XwwIs6niMxFU3MUJf9ktpvaMhSurfmRYNHo3CAZ93bPANi8qT8wf+2hpomNR6FR9KMzBAW97o3jp4cSfEj3KRJZvoH0jBKw9wC1vZi5nwwgHIdV+SFzVWChnnoRtPpSz+HgujFwsO12snFnKRTBzkLgv6sHCEX2PIiz7TpD/CNzwLm73aLUf00tB18MVYcPj9Zp8KilvggwpivskCAT14/Ow7tKqzr/SHjgZ/fYWrNhC1j7WZHfvcIt74k370BYzOaWNBwG1MX8BAI6xX/y1+O/jJ0HfqDKNn/Xos3VpmbLisjRjonfzqtdmxGAC+P5Wrdp4eNNbUIDlZwMDXF0YDnaMAtMd/2GXJsolXWRI35MbpK9WTdyXGizi3TT+SQ+ADLvoQA+RXdOprLAAx4lzgOAo4z4wPoHeMi+5MtvuOnvC58I2M4JPH0QNf5lx05AEYYpuAenRy/tO554wZA85poqmNzpc6oh++4GIffYw7R3yIQM6ik+YKnWAnQHyc8RRHZXwNXfsNTdALXaCzrirjG+6GCznvKYrY+lbWyAZ++33P8Rcl+kGJdqitegawAu+iLi4HQhhDGJwEIQYKVw5ZDVy1tUgH3s4nzsykVMhEHBx4lZ95XWWocyajODdgF+Xvkonov5Kvdwfp/AI6ll/dTd1ilgC90h6cPTCQREhdXdThp75j0EFWWHlXZmG3P3QEYjAih79+MADwgmXgMqfV/uoa/pHBPjwLKoKGP9D71d/59F+U+OS7vttHXjAmufiKcXx3Q8mIxMXiiJf6qQSPT07xCSrrozoSBGV23jerfg981ZZBDfidqtE5R8i5mteijV18+h4VYD6q40gbRwA56GmZxnO14ZgEZV2I0cgmVvi5IlXa79TBK3eh1a/2l3iyW1e4HvlDDLzzxmMKki3JhaTcH2OHJT4uP3Y+KJLJcJ88wBWmZInAf9hTpSVfNCQ9+EPr9wjxm2iJSes6MWS7mfjVJ7du3/IvemAH45FJm0WRF5QeY4k/+/XikdYl6JxFBDqgN3xvnOwvZ0NT4D2a8qiN6CcRdZHg4uiVb/6xKT8ZWNSt4woRx+e56wZP2lzPpqJ3bfUTrdYjGNbHj2y1Qc9egAZgwWe++Fvt2IndvQvBVqgeVJU/e/kmJoDJDygoMBdohxV9Zdw5L4/iuy/ZqKvKaqKeo2kpwlMbEzI8OPdEWiIdsD+LWjAz+QGbbjoyBuhzmT6AnbULOmKPo8WnxjpGD0qW7VyCDxgr1KFL7HMsiQcfuojM6I5vzBRGw2f1hY/i1ceNAFV89dajC951Cw7Yr3vL9Xfq/sZXvdHHxmfloPMj6HVEH+q2XTbiP2g8NrVnwZwIw9cGKdGFzRo78ACohw7+PGLvRSB0/PNrCupDYs8+FK/yoN7xKUAmPBm//J62fTqx5HkOlmrnwoaybVU7fGk3F+QK0Kngi0EdV3zk659zOLSNr75TTUwB2JR3HPGZ4k04SICXF046cQ7TsXMxMrAJGdZX9nthJjTz0Vb+6GJ80eO36pE+zwdGXIpZfiXAHMSneABDgvdGadv0QmEB/5m/iHl0tW9QWTjMWfACfvO3nuMHJf7oR/uLElIIp7BjPJ0ktjUSpfEuophk0JV6nA0OQYKDYmbacqs1QVj6tlVjyg0SKNeXuFXg/0BpcRROa2fo3/AC6ETzFJ6Da6DyQA7/6Tg2tcGz9SNc9dGd3XcAh9++wAyP8GTgUYp/qPdkoSPnDk6DjqYZmGrjkVThRSW6lERAnX055wD65kiQqc98lgkDMM3igx12xi71VAyQD7DYrP3Ytl8JggxObGR/1duf/unXT/xy3qmzf7WzaCvtxcP7W5kYUsHxh5RcRY0/tTGAwSPF4AuAAbW9S0JcmsKGmI9jWkc858SjcyfP6RMnEBIRE7Ro0k+Kn1gLG/OM7hmkF8fgojOxkDs54FlLVTZ5GEH4AJOy7RNAAwE05jtHzqHxUWB86rFVSOhp/aDFFvRnckAGdDqQ0JJIzdX2wds6gqOdRTALT3D40mFo3a/i63iBv2mROYstbNKRCepUOJGbxEkdfPk9Te4W2nbJ7OMeZHNLEN74vX2H3BPpYmngu37PQ0wwsOL81d/49E+/fuhd/9hHJgm+7saT2vKSvP2sHaCNzX4Z/aJbEn/jzDY+AaAFzC9FT6D2E36bcQPAj360LPwgktpPHXjuL8eQaCATDm31cfWEt2Xqz/RuFAl+hLegj7Bri22lXbkYPeh78xAgt7pQPvO7mtvqTHiJmcjfF0ZDvgFfQSJRBmy3Xgb0nQZB8mJiYIaCoTk7viA+MoZqEzGNnh4HgrhoV6K/Cxpb0HVvgxf9iX3wh5qY5WuRYld8+1e++fqvNHnDl/11H71AEmsWA9Agj1zkiV5tvQgDtlwhHOSTp6ABOLYvuChlnMC3cej+Eo4XQdq4I9R3QgFe1bAY/cMuHIIPm19s6/gwNkYuZeus9ta5PPrbr2MAB3AQaRluDVzyveRiX+XYZhHxPh0Xue3/VY/ig4e92I3uD3icqnr34+AjCTwuItEBXPxmX6jRuKOaL0BMI97aNj11QB4bfcSFfxerAF9R5YV5xGYxqCPtvvMsGy/gwUbDAu0vaICtXYfqArzvfc/xnbo/+mdZ1HkgSCGUQxmcxd24TIoYQ4fIVQSv2upUjk0EneA6SLeOYzAsgN01FniSo6DpO1OAr3boKPiPXFe1Rwdo33ReZWCfoIMvvKhLfWkuJfJFDu2FyxLDx3rpLBNc/NOABofzy1B+8an9ZJzyo32XyQKZIMP3tBlfdJSbxKIrCVN+Q2f1Y65aaN/lW5ee7iIMVkEAj/Qz8uLzHXkf5Pz/vLc//fHrJ9+ZX5TgitkJdQY1+81xEXxsFzK15S5JJLIwIBaIC0BDcDSZKzXfbdCuGvqPq1cUxgb3m/xzoSP+444gn5bdFnKiwf9o4O+fUxG/nfIN5ppg4E+/mI925J5oYFh/8U0iTX9Yxnk+Su9HPGMBNDw+y0IsCcwgGicrHRM3sQsc9+vIdH8NPiXoy6s49BVfCRCMxAR0niAZE8PfvISPXdBe3FAdOGOLJ0EvpuAxn1Ye2SjnK/1FP/S3L9h994WJmX6KJn4Ugq8fXeSq3LF6fPTii58yHvqwCPNjJvfPw6O7d+9INl/smsdRXOi96ut/Ai2uhQ+/65/4SB+jP7bc6O0tAX0KL8BxRJNUiY8ypoD1fOunayA+EM+Q+iIEq+tnYth+Gd+6nlgbufQBsMkZda2rdvQAd9WN3efCtazhR13bM27Dv3XIsC7aHStqQ18/8pv+pO/5oEah+NCfne93tzNeIr+w5qBCcvHuQ9qSS+AZ2w2jf3YWEmpHF3jBVkeKtguZI4J2NscbqKInbtanLVcBmtg7FQLOX/OW6z8o0e+pAy/2yQ7K0ofvpkQu8tMW2PQcOdDi7yw8Mn7pA+IVOscA9gu3fGydih7L8sfmI85p8F/6Gf6de8mx+IrFILnI/eo8nr43L+GhT3whftpoK8DL8oVru7UV2v+Fxm8WONBmXGRRZ4tsc20FD9nJM8hgoSla9PAFAr6NvZarP8es8K2vNmT2PDyi03auPbIFPsS3flqjevOBv/DoE1rdrv+0sSMTnWnoEwV2dL8K5K+OsYJ9jfKCD7z/Ob5T98c/Oj/oL6VRKEbniuGEnEKd9iRjFMWwLLrSWTiATk0S8+1Y8G1cnFD14nDV6t9uusC4AYpJ9gpCbaaseZf4BjfnO6BX5SOvULxN92FANXKwD5zYVdh5Xa5f+E3HJYGFT23GjtLD6zogIMFnYgezuqxQW8oTfikvgwpdbBY65EqdoMz5Vfnhf7W+5/CMr8KHatrczntwox7nr/kH78zJNfDHP/1tPsITH/HYrwsSvsuqMmFpnSWTRyTgWLCA/5udGvidHNAPgI7vDEKv6ss/+0rnLHj8yNF2Ebd7n/YRaSaUmdTVxNf2MA7iV1Vo58BPe/E1Hf4FFQFcsIX5kEXO7rPxl3Z6z4lOC1C+TsWxot26SCcWpsSBEyN6ofcAeJz1goGzLjSjN4tJJSD0HPsB+0bnfKEmySqxGntjuyaTmyx240PrKjBP8HVu/wmPJvM1jsY4iGqDJ8ecg9d4c7V1QugFHwBQpa+yhfrg/n37CuCOBI8qIHjwQL7Vgti6Cx8d8Mmrvv7pv/36B7/03ZZL/7K7D6QLOncydYIW2DZrIRGOmZwjq3cBzEt+YyzSb4a44hKAx8UKRyZX8xMNspDtPpUuXEx44YpdAnjSbn25c6AjPGjnmD5O3CUecEd0pB2gjJzaxbHy4Y8+1lmAXeiOzN7R6N0FcDinsH5Zr7UQL+CEyeCJsOOjT/WPz0TPxZHqC7XhhuKuNkLTeuLyTBcAxHnpOKhmuyPPzsWb/TS+KIQmdIxncg0mUF3fQ5M788ih4ujotU95/PqlX/xXfaSPAI9BeOuc76lDH/yE7/t4jgtLdHab7VS/iLZHZHtRIj7oQwzEFr6cN+/YQbeBbaU1MY4tXYwgh/6Fl/0p31DHH/ajkDcdoeNDMvUFvOADbPJ0wJbGD3FSenb4GpUjoLLtlIKOVQG5ibt1Lss3+IuvK8JmxmMWm+lDwLxVRHPz0XnjE9nohu+yYGeszW+tGiPqdJGIfdSDgwyPLW3mOb5rPbtztnZyEI+MYwtMY491ktzcaCDvxs/ot/WBeLeudnX8Ah/8nd/z8eXCn8vjV5TBYb1LAEt+x7VlFm4Y2jtZGAfQWZ6gPHKmAzgfOgwMpA4eq7rQQ1UagHbLN48MRp8bX3XBCo1rd7Bew74JCbBM/jhucuAbntlTLrRznEQ2O4qz44Uuid/80UJHigQ0QdCBYwClIFoCx3ovgIwuOuABrLrtC8a1PnYAyM/CRXqLDQEWoD18wQWvSaDnbQO3yY+JNjbBVzrx2E7ApP653/6MH/T/ub/no9+VI4mQ8MSnn7jKVVzukhF/tINrn6GOdGHC6iLKv9wgOgY57fBC3/6wt2OCcwaz6mDBQpA45TF6P/GXyU94k2DyLhz2ajyonn7zmLDP4mt4oQtJABq+oJtfdbC+NiA4UMCHxOh3+CSvd57RlztSADw8ftBNepBY0IdyJoYkSC/YYDgAXRNc+kp1ls/4oI/whatNj3wD/uEcnrIBl3oxAG/VNTmDR98ih3N2bMGfp6dMCllQwBscuPPBCoZBE6XVkY/Z+qlOcJHTPqNP7QPxJSk35vEV/Q8euemz33L9l8MC/+Hf/+BmMxOk+0iLb3inv8YO6VPZbIwL6zfgSUc6sdsn/otO2M9EwuKsddsk5r6I7bXHtg498ih3HMJ/zQvgdgfAp+yJR/abB3ruqj4Gtkl7+9CTssA+nNhjQoUv/Kj3pMVYslwk6AJg6Ks323pnLRZHlbW8VYyO9KUXdTralwuwqHN/CZgsgYxH6Sm/WKY2zzfiZ83wrXT12JVeO4AZGbZfe2wU3eD5gkYVnNqm5Q4iPF/9te+Ys8fhK9/wZT6GLvyIKceVTGDsoyG5w0IH0Kf9TT3n9q3tDmLjB4j9+ZlA+tzKUj9tK7jvsGfOAWwGz3eS1GD96FfwVI8vOW8sGCQjvIIH4EsY1JfAZoeAuGp8I8v2iIcv4Eqrc18Yw0Pt2VPu3EXOJx9XHx6/etGrNvffUgaiZ3zKER85JwmnvkMH3knGr+R51CGXkmdMI1n4BRrn/eEFvn8BQwToh57AlvNuCdexKFmqhzfzFnx5wuM5WrKgo//gv8JzXdT98SzqnGRk8KUgUznGxblIiYPB2ZXGIJsqHNrBdTDor+ec+P8Yj/ONB38Yq8x5+VOVSSvBCX0XN0+HBml136HUdCRyknSSiAvILVhtAXUO+oHaA9T11W2lpw1co6/1cwRoCw2444sB26HNd0JXxgImzd7d2GUHJ32RADMP7fEt5dgRvaCjPguZx/2LLxP0K1DnblMZP776O57x268/n0Udfg6vGTg657uwrAf6qMVf7cGgG91t4wCyfDW21OWDEQGSSCcIcBlwvlIV4/sehEkul3nKN7Lbd5zmHP06rVg3VaUfopM85fhGR2Kzi8c8/gxA1/izXUzMomVLP8BUPBXjJAtw6VMvAKHV7ndqVN9b+6YfOo7Ihq7+42XeG7duejGYhJ4kBi+uVblTaf2g10a8nT28t/GAJ/pguf2vOr+fRr3OPTYRrwN9x7lpbST0JEBTm4aGTAr4zVgG6kje5gud6ugTL1y1owu7F+3gq+3/9jevfzwGfORXv8962O+z2D3ivSmO+rM+ApK07RiorAKy+ATr/Qf3t3r6gfwILXcBiEHwAHjBuzmEesrx/57jwOnui4W5M8v3mblOONRb3dFpPafcCYiy86igPK+WcSqPVt1fqoPW/aItCwb+8HHqfadI/fTwIe9FJtYwP+yI2cgDqA+gJziyVX2PXvCvHN8B1mIeGTrdfAQcz28eA8Slc7xlwTy+LeBHeLCA8FwjOfU/kJ8Vi+3edEpOq10Z0/R9JmLmlXOuDAew4TVPuVPXrzSJDP3Xv/YxX3Wx6SI+vnuk9l6g+H05AXdz2598sMl9LFu22EBHtW0LFdoG34uJBTbaacdvsTt7YpJ61woFn2VMspluwGMBHvqXsahNuhSvfcTYpB0+jEv6oX5VlfmAiyxsp0tYJAHVy3ojQ2WgHxBkbPlcfWzelsmdQvpQ/CULv0CLMC/QwZjYLV/23jljoUVOof8BbMLXlm/qXODg6+on4fZZAVxo0Mk3BYYeXwHwd5v6uDy3vjXeDh/84HNc1P3hj7zVRyuM86YTgRMbiVOzygaQFHERuRsZXIyLUQnWtCfQALdpwxk0VV4CCT3STiMDk8ByUqDWvIDIfhJYpunFawnesAw9OOwJyuoYiG0BEkAXNR50A8Yfkgyg8mB/XDfaV10aAAB05q8q+3ghpz/gb3sWgL4DjwFx1a4EH/teBw680g8Ea/yJXCdU8YLucQAPPddEwEJs5/2qZ7xT97Gf+VYf/YhR8qovR357FPmd1LnrBfB4E94mECQGk2T4kkpcApdpNpBIvGBQ3NAKvm1S3UMm4llAVT5AonesasPPvft1jgy+cNJS6Js9wT16FF+hsxc/UsIJkf4rbysXH9HGI9BWM4mR5L2wBR9a8ODVPlK141P1jgPhMmY4Z6Fa23rXEzfkO+dyxZxHLFnYwZNPzL740kvmbV2FD92t08SC+0D25cfs5QnuSAmpixkWNuCz2DlRskU2n9qFhnq3H5FQiQkszbGTz3pnBLut89iKPOSgt88Hj0Li7uLolW97+pcP+5068dzyifZH/BaugH5FD6B+2+JAf+hS8KLW+mpy0mJ67190kXXSb8cOcHcJnvjek4R8jjzwHY+ij12xs5DFp/pZuhiijnHJeV18IdD+coEJNncw4W8bQBkbap/zJvGTZreXX+/koCey6Ht2ODzSog56nw9Pw9jIXhv2HEOczS+eaMMu5Jca+2lzrBdURHfkqzEVWEjxInY9btssNqnb8OGLLzgDN7FlgIc2/Ibe7QP+nCIGkPP5b/7+OXscvvqNb/ARevgzRrgbg5zT5inAOqeIMtSOlpbBGeMV/9AXHLmAoD8bA8Qv5/SR7+KKCbG0yRB4Lhk58Z/+1G4c1dvmOW8cVv6QbUDf0C/EecaORrGfWBDnkQkV9M0/4ZtcBUZvvvhk5JMbqc0cm7gE4Nm5lLGSeGLBJn6iZfdXwch27CTW0Ct3/qMRi6j2Zy4uE7+1Ezp468Tn6McCsU9KADh5gQ8f2yQ/niWq2j/whw8+ZHR4TAkPWdZLOPGLxqv6z19oz9hXHY+aV3jOP+g/Xz7czs8Z/uB+hB3GOYl/6xh3SkWGpkEEYYIkE5EDUvhs5q8dNBxmGeIJBztm+O54KW8AHc4ffZ4EUSH0kJbPCtE1x+BMUCLb1gTobOiR5SCfc++DR70DUB1sBa9AZS1sN4APJB0c4Z02gHMPdtXhm83/9kEmx3xIIJNQdIxP65/Irx+jO30avNSFX/oN3IL7zqd7HaCpQLipZYA96/HrH/9UvguRR7iowRHZLNzOzjMZIgjZDBbbqoHFVXAWLdLF+scH0TsTeH0CEEn4w++sqb62EzMkIfwDhJ+Lkg8fcLPYot4JhnfDVIncyM4CB77czWhd/Eks66hz+GDPNqmpwou/ie9O8oA50KYCfcljA/iQNEhCOxalHkWiA/aYHmLxcwuTm+qxuX6xj6QLZ+C4j3V03JIcj7nCzqMJduTbFtGo1XXgIYzyi5968eiFG0q20pWEx+TDO0C3+ek21cvKxCwgmowTpLMnvuPfjCfsRh4Jt3qhafRQST5jfH32m35U9dfDJ37tn9oPQO1pfwfGR/OPvuDrWjgHt8A7UmBSx27fMWmJl7+yRnvqcwHc3IEdyOve+KNMXHGOTSR+/GNtECuWyABgT7cRr9Dav4o5fMh358HLfSFgQuEuBDi+O6AxAX+Ao3XbvoaED6nk/SLoPf6plQ+iBCAa8eMUe9GXr9tJPygmxZoLoPy83vgVH0FAXJfe1fGPqo7OFayUy6eAGfURiFubdPOdD/FsjBT44E7yYOai7ny/WO+IrXABS/EtH8ujCsVoR3/46/T1b7v+exD7+LX9iq7QWWdyB1zD2Ec/wlcMWp7w+roH/cqdPOcj4mr4eFGBT+GHPgL6oLFV/b2IkO3+yUA28XS/IxjZKRm3/qbsDRXFp/p3bnaeMo5kqr535Hg6AG7xzV1HdupsgzbjKNbu3XspfWZOkoVu4BJLI6NxjS4FWFcfgLgNjpAi1sBFIzi+Sw4/5PAnPOzwIhm9po+4U1dy41iQ4o7FnXJX61PIQcS2qXYCtgGfzx04xmMa+CNPEsv5cNbGR1D6wvNd1M0vSuCoGBOF2C+zTQe5joGFVQMr3koPTQKybZcNBUKL0xPkvjoZIDAKdDYicSA0OPRJ0AkzkM5sRzcYghK8XafoajkDyKIdOhWGz+CPGPgRbNw9iV47EMSF7XftBF4s6uhBizKLnRt/QRM4gOzeLemkUL9vAQ3fVQHbFLwO6AR+6pDVciaoq33+ZMjP9cQ2aF7595/+PXV/8u58+pXb8SR+7IptJKgz+86DVjayAKKeR5l8Hx0xwVUP+NX/5NFLmVxkU+maFJjkmKyZ6Ogd8H2VNhMg5qEDfNH9+Ebfh4l/6gfKgH2nre+34V7afKWmxM1v0RZOT4iBfBKqiR1efCjgSD7LOyR8KIIvYSYJaLLFTtW1b9l5R+eGdkYZYA2mn9hvqx5dsJEFqe3QziMwXyAIRxWxRztH6hIfGTnUYbOUDN+R0Ys48EAk9sEDx1U6v8ncD67q8GNhe0Kno5p2YHa94H0oVcJn9Mn43hGRyVn6hmFBHwY+9y3Xf+UE8LF3f695E0sewxZ1mTfQyYi2XECMvwYeOrYDmVTjc1Y18qTLbM4JRoJ2FnPibX7as+gmrtK/7Iy1yvSECg42w9P9SwxPm/jT7n5y/dgzqqJD88PGQzt1HKFjnrFe2oHys38E5tc+E9QmXIXtxCvibIeakON9iKKK/tOP2qEz9tA7fLVXtxVQCV3c5jgYcJ9zxzcywjOwPgImd8HSfFWPi+K/6AnA1aFn3xLb8i36a+e8/uD8dW/7IdM8Cfrbr/i2vsSHnPOTge4r5kb7IHMYdassFUSb+WR9REc82AfGwcbkoW3xIICvZamN2FrnFfzkPmUcY6fq8A2bbWRRpXZk8v4v9OjeGEMv/W3+KF3jCFnhO7lDNOQUFqqOZ/HyHSr0BzBDvC+VdUT3qfXFfCH5JmC5ytXIQZfaiU4A7fBjUVv9OaIfuLFHeKOv8dmEk/EXWzDYPtKRXG15oiVcDUKBlm09N73kcAHrdvgzn9En8hd9xh1F8lcXjoX3vuc5fvlwf9C/RjoZcdQurd12FdL17aKr0M6nnQDBEWlJ3eNAbTthhRU/TqSOM/i7+jF4XOXokw5JDeeRlTYdgjNBVACHegIZelCLW/Ov6rTa4AAq3NhCBhYBCshY0OiHAgOrsAWw8NHFtDuqdVwnWGDHrx3g4Qt8GVtpR+WtfWV6Deh6X/93pV/1jDt1H3nnt/vYxSd27ZObJhipomGhfzHqRL7CXhIQuPH9rvftE25152eOGEwsFvA1dxKg15nfp+PuyW1/eW5uhTOwke/kZXuVgBXNucsaX6wQ38TfTHB+/KPNj0Z0zmJx9QPvzdEHrfGVtZ2a5N2rOfqFRahtUud3sRmdkCtiYm5ke4IUYXW+IVc5JuULJzK1RabwJYMPYXhxpxrfwRBPdGdhStJhAemkCW8lpfJl92QZVqlDV+FlcZjEyK7GxyJl48OmYxF8LtpRMhPQ+NZ4BZ2TIAFroSZPQML57/7m9e88Af/h17/fNsETGo7r+KHcHZHEkmNxJtoCP9yNXOryAnzg5EITrRbt1ON36DMhIW8WJ2NP+4UydeBwAN8+pJ0YZLNsdGWyRpc4ibbmI+IDPDb+APP1X47hk3PKXixsd8Hjx8E2C+RZX/WvwWg6rwCV6YuO2XWxa5MMKaCyP1gk3NUPtGp0Rnex3ekoZzGEzOID3NGmlnkIcKwNoBuLFI8dt8NQfjqDBzkyMuEHmOPkwNa17FhxH4b/F3z9j/j4JHjDl+Z76uLDnYd19u8t65zcpLZeZNp+HVuGtvHHna1cuKSPoYeYWOROnm0r/5G34pWnZRRPf9gUgpT7jq5tNZ/EHf7juOpCjKEjF0W5Szf8ZRcAPrHSunwp+f25sMyYAdANnRr/rpPc9NnYPDwBMMhzjCFiDVp0cb8MPYDuvFJiH/kC2JXThu/jB3j4QwzkR3jQri1PBLiGvXyXzr3mP+mANpTVZl6yi3L8lPFKmXrbpr+HOqe/7B/q4EuTymyF97zn/VN6efBpLer2X5SYDhOndqivrAfi8Dga8+Qx11t11RXacamDH508bQteoarTZJnD94kgVOMP7pNhrweFAOrjNTMQOLCr//B5kmzOqXeAeEA8PllwDn9wO+kV7K8BJs8dItP8RY8PC9cu6kZn248LhIdekEZmgnB1C7qD34RjQgqDY/nCqQ+ALCCeDuudOuBZd+o+8T//jz4yGLmzhVwnEA+aqIMOXMF5cOj8TGqcy0ZwPagYOOiJvmd5nMVu+2xcDSMBxs7ckYvfmFCRH3slY+L0gSYE+K6Jhn7jPLyT+Nnz8zvBQ5XI20GpJhOSGkPH5CEc6fmQWwYQoRvt4of+2LxdLbrvOaIfj3n50lEerdXO7PKSk69tVbJaE77HrvABZIxLNpl+FGS8+OXW3TtGMLn+QU8ZoH+KB1T9s+OMg8rcAHt1wJYVkgMUM64mThd7Fr/TJ9R1EZty/PKX3vT0T79+/N3fZ3xihSM+4arfNkxCpsxih2NtAZBRnZf352U3vMDDLsYqvg4R/KJj/OV40dY7zQB+ayzB3nE3cuDJBp/6XFpD5XYA32MPONZBdgip7A2b7qYnFykHzQTK3VFwKyP9mPgCOF9th56/Fdqee3ZpN57b0k/0u3dDFoPJTdxxz/hNS/oWfqiA/PgofmDCPn+oshbQq07OXzgoZ64H7ENoT2I3NPibCz7qfSEiecWD/lIfsEGv7Wl36t74hi/1EV72hcYk36EIr9zBjD/5Op6qZ5nI0wbYTm3MEfDgDhfju08u6kvLIB5kM/3EeAXfMSQMclgXPcSDx48aPE7V75R7jD/Cpz7ET2YkMlR1jIkfYP0kHzx/0ED887UhQUZX7pJBj85eQMkGgDbriWyBYxUwqWJi7sAxfvie0IwjtYydLC65UAa/ceE+lS+8yJRe4Eg51/lDFOJ3CdRmW3WsLR774IkvR19cyzb0N1+1s9BzDhVP9OdGAPphHzTgoo8Bv2pDjvtJOxs8V5vhB1TH9733OX75cO/UoaAXdiirjT8nB9fRFmdRD4a/THWcCF07PoZhyGWVHHwF2I+xUV0yXDcyBujkfRCu/MAPPfWQQMeA5pFYgbryNf2wWDntMO0bX6SkcyJrqadoXB0sV3ZbEOdGMVBFOwOyn57peQFW+526tT4DIPyhBTPQgWy9INHRRdV3QgdaB5/dXwzklKPHLhNY8ZqsAHQoaIiGh+rg/aw7df/h5/++jwxSfnIKXgwuIN9Grxgi7iSPJMa7PP5gw8190adGDyzudj3SFSI8SDod6OaphMcRvFrRuw0AphEftOcRiQajJ5DUAx6Mkglv9AGXHd3hzVhAHuCkrHoeBXPleszApg1+kulkoHNepj6H3lQ0Z7xA23HUHf+nX8Fuv7UPFT/ozaZ6bAg3DpNocubzKVkuusDTV+ayoWObhXPBiy8dmQyJI3BIVtEjvuAxtjXQuReb+GYSpVKgZZpW9YXzc8ZxbLEe4pf+Bzu2ud8kjyMQP+z54FVvffrj10/w6VfR6F9005H+4dO76BI+LPpYmBEf4Gbc4jfGgnXYQ/6SDVJO5OIDnrYAXLABX0TuBqrexqlxFqrRMTGPndN30PgueICfzUNX2soLnbzLDmKu9m0TvXCJK/NTj2AvcWK9ZZ95YefE+R7vGSPpn4Blo6fGArXEjePacSey6RvomRB7zh1O5NzXAoCffkI3WrhrTJ9i7xmfTB6fVS/qvfbXmLQN7G5P/926dcM08Fhfej/nezOJY+HYVquBUjQS8xOvOBgAVfXIIJ7VcPQX/5/5KcMnQR+/ml5/3J1CX/zN41d0s+7iGf1Spt022jbFxthpXqrPYgElRccmOs+fVEkO7dR7DCJ78HjcaVr1LTYQWe037ITWOmljcWYby1P9FLt1caN6Fkcs6qCHDzqwtS+hcY3qwUemq9EnKtlO9BsVDW4foEy/cDSucOhbMLCtPgkfFYaHY1Ln6EwV8dc4xn/E4qbnALzsD9F0nLsfJPv2nTuOQdrdV6pzf2mDyw2dNx6rF/0BPXYj3/0oAIcdbh1DLLgB9wW8jB8/vOe3n+Oduo/++Df5iPAq3avLBCNtM+BQ3i6QDVI8NMLHQThA9DWWvZMpcFXBmBrnZMKKnNUUd4aOrQEnsDursorXAAHy6Cl2rXyv0kOJbPDWBdcuGdiEiyYLBWgTrCQNtWvfsXQqfgW/gC12mw+niQVdsdKOPZk8mCx7vkJ036iMY578L2OBg20gOAVwxm/oXBrka0td+r7QpAFw18U+VRkfv/o7fykN18AnfuntPrJY6FdkWAf9tbs2FdRGPPA7qP6pGU/+JEgldQ2a3AWInexc+TJ557udTvJCuOzmCpMFYAcaQDwlXjMx+pb8DT7t2ccmiXnfSRK+/TJuI8HggyYa1MUMPiTgxMh4sEMig73JhIH/kvCQQTKlvnBLi0lspo+Rz0v1fkwnOhZwjWEmSnhBi2/gzzk6hBa5PB6cBCk61EEmfqFsHUVjWp37zqi/f4m+hVdikxhAPrbaXtVBRzx78SB8/I6faIMv8cCRBa5xsFFCSJK0cTfFEys8mBThi/K2IbHor6CxPCD2BY6PPvtvX/94DOBOXRYhdI7kWS8WpLEHTonp8EwMCkDPPx/9yeqB0GmTzicXQpBJyVWq23TbYxjwmB/W9Bk+JWaJOcf2kl/gn8lffaVqHr/mLngAf0LjfpC/6TfTgOy/HIEuXKDxghk1tEKlH+IXKak6v+dJf7CNHdEr+q1Am+mJQxsZ2egBUAbH3+8lUuTC+/69eQeWWJff4EoMApV5wg/qTxkET/IU+QSizikDXvDLR9Zt+3k+5pbpS8k2rXbHnOzKzQDxFgm6mXYAX3RCp97nOn7+m5796ddNJ9G7L0T7EL9po68Zu9GNHIHvsvCiDnnIos0LBvUXZV6V4K4f/WI9JQMacGWB5ZWWseUL2elLfEzu2b4xYPrdDhf4ThR65lRlOGY81KfWlzEnusZGxyn0fv9P5TJhvsuXgytOVeeFoXCohw/6MAb7ISTnAumOTbWDI7r27h06gqcT/lxn3aQj0BhGd8rIia3Cc58P6Dy5LnQdN734RAZ68k6cBLi/6Af48iiZCPUNBdkN/3WR1rHoPhJUB1ln+z1/jJ1dwGIXR+D97/ugjy8X/nzv1E3AoArBi1LuVIEdiOMYKBOsKO4JCEfqj4miweyrjgVq4Kpuyu1MBspqSjp2X/SFPvjlRdLJJBQ9ixPe5Qsv/lyfwxWY9k2GTsWbAE+QXOZr3pzMv/hu1wtoANuu00xmCc4dLi/q9qARle3hPElkp6INLPSjDKCjg2jOARY1nchWmZwgBnpzG53jywya3e5A9QKYeDLQ0zfPulP34Z/6Zh/hC8valeSXSYgd/TOJKLbEnveiKdOGdLSMj5JMKEDDufnBHzwhts+zCGQxwkBDBxaJSXCebI8zGeADFnkAgzp+QJ9MeB7ASgo9Al4wSSYDPv2shb7wDVbWfyorVviyZuoExtfGkR/Ux+/xbxA8yWvny5R54Rbe8MUO4qdJlWTlnh3WfDrQCV9A35mlALvBqI/QnyoWzMc3+Kb3BzoTshD5igXweNRcGpJUkzJ8+RoUmMO/PrIfiEd0km/BdT8iU3XwQvfGVfs6/QevKAsdoCbZ7KLhWXfq/uQ3fsA84Ffe9x5hVyYW5FMP/x6BxHzyHP61YwaIlVQRK/RxYqp2mQ6bldg9EaveiZ2j9r6/A0/ON7kEt3i57+wNnY58Fr8r1B4/Sh1oDok+4QAtLoyP4c8EhxiOjLPowK4a42KThQsgQU7GC4SZ5E0jnr5b4j5Kv18F5ICfPJX+BzwXTHzAK34LT9uvv23MCNSq/+l4eJRPoXWMnQIYcKh91cEXNoxpyUQuOmTMCE75IFLq0eO1b73+nc3/x9/4Kh+xg1iCxptkcQ+SfvCnt8c2gHb8iJ5ecEtuxl3GRXEA8FiYQq9/9o19MoZhL1rSj+A4HgTUx97IASiz10fNT8gGN/6LL9ALOeZv3WUfNCMHGnihp++0a7N80TWmPJ5VZ9A5RS7OiAfk2v7RF1nMSe4HyXRMMG4sO/pzXt/ZPvmCcchX7UR3xiKL42n3104JVM74iY61C4A/eTu65Ps/rVtjemi3i1TZ3acPtEdfjRfhQ8tOG3MK+bmLQOz3J5NFY5t1js+A97//OS7qPvGT3+IjhtMjnUD5t7KNQ1P2gk5OixMn6Qysi48V4GUaOQ5e5e36XYxd0EA9v+CuC3Q6x7G06VxdoPZJmFdAYWN86yU5wRdU+QEPLLUlcSuIpZtxFzx0g4eDbLFx9ctSNKxiOniBvI9HUuNs+KncxEo1vqMeXdgYZAVoO8lQ70mdTTToTJASfNAW1lL6LzteRhb6QWdE14eCJJX2nQPnBDGQiUf7GP+srzT5yM/kZ8KQgZTqivybt+JX9LK/sR++PILhpWHVx4/UGdH96zt4wqOtMcgO/1z1qzT6OcZ8HP/rHzj37t3zAIVf+4p6Egap5QEDV0mINide+cBfyyK/bEkc3uzCGfVkX3ihi0EJEdkAi9HYx2KDBJC4btJ1whRvUwvPk5CYopP9xvi8IKE8tO5rH6Xfkryc9LT3ar1J0AtZ8UWGk9XQUoftyOSI3SIyTWVQxgfojkeJtdxZzKL3IQlWOPCy/wecoFWXMRZfggON41cbOlsH6QmsCw7g857xPXW9U0fihQc6PZA+3EGxnNEHW9xXkmVQNfp4IqVukblNEK4jj4RHx5wBnWcRAsRH8Vv52Wb6wP0KqJ/mvcSCYxMZu9vkE/lzUC5/8jP8FxUsA9zIxRZiOf2AL9gBzpEPummow6782T8wgj64AHwiM3ipb3PNsK9Qwn85Ft96uS68wcWO9lV9kcf0C/0CZ2eJm9IaSzj+LWbtlC0Hftr8wRbVuW+xnzaXNUtcSCf1YxcPr/+667/S5CvmB/3xAbr6Dqw2zCcjUsZKFGg/2CY2+3P00saF/fa0YvyHfxj3LGio84JJ4D7TuVpV7sUJYpL38AFl+G35Y2KjOJYj6Hhnf3Q236GmJnTi7hR6379HrshFX8dMZJBjwwcdPTYFXdgxdhl38MBHxh8d+HADQNn5RvXQcPHI1/Rguy+YtNEOLy/8xJtcl6cSjBURDdQmjjdvyjeSh63QYlN9oH/8uQ+42WS7JAP59AMAbXJ7aLw+0cYd1C5O7UfxiG4sLmGhzXmAxfpDn1u+wJ98lR68SlT4wz/40JReHvy5LOo6aN0xbDhjYVsnGQhU7dR1LzjpPwFWDRf0SzKA9ZzBup2p3mUd0ZXE9CTgKfcW3Dq/blG3KwSfmbhU54ltABJ4IW+1ax0s0F5n/2XbJqHECOuHQUyykK9+JIC8LeTQEtxUYpOJB6BjUOVj1Lv87TEE2wxOeHdS8gSnOoDAhrT60b7qz4ArPo+JigM8605dfybMugwN9jOYcQNC2XqFKCTbSjKjDX8DTh4qc4z/xo/gD+9NY7XF5vR/F1++aJlyk0z39N0kRGuElfrPn+rAgYb3h9b4ql9DEfrqYzwhEpceY+N7wFeKmqyxz33KXprhnbt2uWpGd+Lz/DyPX1lk+47lgLQzT/ijAy+MN+GQjJjY0D8/azOJTHTIqa7QMWkl7sdetycG6Bd8A9ji0Q27eCken28gOjDzeC5lgDso4ZW7FyRvXM93BvoianDrJ+BZj18/8av/VPyUjHWlDF/0Z1GHHACeVcALdyVvgD5pGUhuCcDPflEdeZG4w5ewgR+6Yq68Fp2RYbr4lnP0gI4yvHz+iElIfuBfLDUdhzV/wAMa70u+qyzH3dRBhfjqANy7/6mjOzxqUiP1Gz/u1KmdvgOos8eFg7/Qi7GOXxhv1nN444cKhS6F6JoLneA5zmlAdmNkxV/8DP/qTTULO+rAb/8BZ480ybZM7hCyF0N88bGikv4Q0WAgV7prEcLFD2OHOzAXVUGLanhTD9PP+X/9ozQ8AfqLEuCiV/sW4G4wvsL2zTfSARycUVz7UHKSJ8hlWbjUV1SC2zgzvgnMUG25iWG+gurBER6tB9byCsWVdMvEf9EGlZHFRWD66c4dPkCVhaTjbF4LwO/VGznOxfhRu2NHuM5L6hfnCsncPohRWwXkKfCJLzWYBz5hsQUONzDsb48dUDIOTKs6aG3ncfLdNn/hX9soP3hck08SS/STx1eaDeD4vVPykHi6bvzK0XOIytUp+oiB2BDf+AdcdusBDbIkEz9V5/e+9zl+pUkXdQU4oRjGrmw9RKPf0bmSkl/YliMx9moivA7i2MeDEN4Fr9oJNjmF76mChr26UOYqV/99fhV8Q9ydoHbReMKiocoD1NX56mh4NRguTUpL76/6grf6BgueDIv/xqaQjf0q+46IgIBCHyADP1cGhbYTgPCBHl4N2OsWde5L7fbxNFHuYKL/kOdFhWTCy/bhl8VmIP4i4dAvDIgMrFf+vZ8djCfDR342n35FFvjEALI3mdTLP2tStnw1oyf9ycvBvCfHQOeXEUjUVweo9dbRSVE7+q195ReGZTt3rajr+yDYxY5uyPdkgBpRRbDHLcnqQvGPYAZt69mRu31YQ2X8h77oKdRNbvid+S7XjRt8wSuxEN3Rg3J18aJODfUNccCVNvx5bIofCiwWJHSPJRFyNzISd8Av6A1vWkhMWdiwKIKnEqoUpk9Idv6KFPFyPYlWukUduOYK1fqeHtv+1Eu8+rB+YmGHH2hrDGN3UBtX+4Tpfqdp4JVvfvqnX/NBiYzp+FiS7feME/SgzXpyZtX0Dzu04X1PDFdB7YlX/iBCYfpbJRXjNSYF9ZM2FhFcoUOTcZYxjOz6hZVFdM3YhI6Yg2H7Dt/BxzlW5/g4+SNacPQCmLJw4WMZ+JhNZZ50lBdHIIsgaKI//9ISv0Hvd6tUH5n1G+3C4uh+xS/0GeM4/oER+H6ERp0qEv97v5QGQBdio+0G36nTziZZ+AN+9id5f8OzsOEZfkBsmFwiAJ8843qdoyv4jj/XBJ766dcvn0+/Sh/Lggy52qWg/IEzk3c8kYMnnRlXjDX7Dz2Eh62OJwF47V94kR82lcQaXWsfF3/4on1ie0S3HgH8DQ5AfcF+lFz2GzdZyOTRIvp4nJsv/ZzvzISWnXfN3JfqE/DpP48Tt0cGe284cPFYWwH6ArvQq+CFkOND7dqQTSxsukgGMYjO/GqNX52Z+b42gQuf42PeNcwdscqCzvzEC53Z3G5dxUd14NhX0pMLX/MQmj85rTpwacNP6EJeNF/4+9Uf+if+2/pt+qx95LgdO3/3g7/v48uFP6dF3R5Ndq52uNopVl4OUR2d4Be4NYGkM6HDWXFa8ON06lag/dKA0l/lFJrcqFSIuGw2wwweudzK+VXg0ZSdLTyzLfOhN6jOfAwcM9CiP3XxQep2O0rTpAY0YAA0xUeFBnYgfsR++HSQtd6D274Mf1uvBYf9o41jdQJfVcHNYXhkMDnx6hw0VI5d8GBRE3ltZzKnvYFo3JGPvNrPRMzRdJrE8G7i4WU8fp3ffmUQwcM+998++IEOZmSgHI85rY/a3J+qI0lmMEdn/Aj4XPV5PBmv2Ffa7ZMINg1l6PruHJ+KyiKRRBA5vB/GJ/cAzsFHrvuDW/fCgw82wQcczmOe+IOnOttHQpTPkIE+8ADHfE9yVww+yO6E0CM45k1soI5wuDOBPptNTrTI1gSj/5TBc9vYaz0EHL2AE6/qwQKRBAYd7WirXBk+guiV5OUF2Y2U0Qv+jDfzMCV80zf4S01pY/GsNrcPv36HFrYj1/2qc8sVD372DN3h8YXf+tOoci38f/6XH7HJfjyiDZ7cRUnM04eJA/SyTBYukgFvwHGkE+5iFnw3Zfxc/wHw6HgQBwwUacaLk79kNpl3QWV64cPPH2hhkjJ92tKHWXBlgpFPzUMY4GlnosrjI+IrFywAk4wnWgPxAjkT7H3z52+arEt4kk9iW3eD0RObXHBSpl/Qr3HJBlR+SFNnXsLZ9dnb6RPHljY/mkLP/LPv3AcaJ/nAiFrkO3zgsvaqCFQ2cHGOL2hkvMFP+yAnmmkKj/ifL9BOPmUsQPOat1z/28LrD/pHD/GOOH8FjsfN9Dd19WXxOgZLm3Liq3X2l3CJBXsYP7de59jXGNxopP9aB5Q/MgHH1sjvzuDmAhf/Gs9qSgYF+zEAT+ujKoYRfuI8PhS+zpuXIt2sdrC88CZ27S/R88EQoPl3WxMI+dat2/6y9v4oPuOUOGXMgMv4Qq/2ozhaB9rgT4x10QVeH5cad+q8oTv6mUdiAxz7Z6Dl/OTieT5MAb7qsb/zKfrzmDi5R36SLbt+gd/5wHP8RYmP/UQ//VqDYDWdoTocIIttvFspg8KRTfVxCDRxwhpEhZ570FmGpXiSXvEI9AILtIJxiufA22lWWBd18H4WMBbP+MSV2NFJvepiMCET+9E57bH1ae7GZ0+C0Gj3H/zgxYDEDs7HX2pPIlNxgqMyK9+DwHpe9jFAu/X2cSoF5a9q7cgNhLdZGWJrgpZApo/4YxAUuJJOEKhe++c+43vqPvKL+UoTBhyATRnMDOTdPva23Rbuw3v3/BiAibaLIeRZVWxRXd5bQEF0Cu/YXlvxF5OE5KttjTfLE8+XXnrJiYEEsrHSuYLAePiEmO4CmAUP5ySl27qy66IOnbwgWfhT9GJOE1X0SD/ukEdK6JVEIL978txxzHssZ4F0eiP964Ss+i4wxMU774L4catw4k+Vp1+TAJWElDTxcxJm4gp+W7/ASTFKmxP46N2feAOa1DtWRK2kHZm5KyoeomHxdvYgnxDj/FMvfmrzdXF8VYvc4U2EcqcNuej/um/6166/Dj756+8wLvFqXdVXslp6ZeKrPlz1ww8wro6Mh8jJBLPDPuaAxk1w0mZ18Zt40A4uC67aVr9z7rEkyCIYDuKjPxZMHOHHByJIIemXLN6Sx9KfpQEXtqjmfrVu6UNVGR49ylf/sNNOP5meOJlFArLRK/xSBx/km2bk4EfHm8q2D7D88GdPVXSBhjPkuQ09pz/Z/XNZkkW59ptCqkFVfzYf4MeLC+I7kNgPMOE7ngT4tjLYuePufhr7EKRqf9gn/Z2x87Qf9P+/zwcluMjuQiQ2SlPZZP20rTkdnsml5B0uIKK7c7r8B/42bmQL49VxKd24MIWuNvBI9OxR+tALY9XVpqsAr+Sb4HiRIx/G9sCLL/6Z7bBOwqst+JFHjOAD1osFveZk/1qNcNEPnowv7MuCNnoiAdrahvzmRn+AUvzoZvJov+8O3/FbujBGb+cB+p5GfCAZlkMfSy46VS/bdSJ/i6kvxiSnOcZ9pCOykA9foH7wKx/qO/SwL21z7AOgZ3FoOtHcv3/PeLbFuYvxFB2xtTFhWSqz44fCB97/u1N6efBpLuryycQk5wlUsSvHdngg9X4/xgGbQQ/+jhejcr4HnScr0cCANgJhp4/Dr8L6M0HmN2UnpeVsBS/qJB++68R4HThZaOQ34USnBPU2eWGv9trKfh2sNq+wD/a94+sTVcU+CmK9L+oyQVLJeeUz+BtskGwgHGxGVuRMvaBXpBYxvIEea2v4UoI+SRcU32LeAJyh1/7MRd38ogSJHLAN8JUPxHmrc0JQHVdzWrccXSghkBTu3L3jyRgcPr6PjY5VHUkU9oN4MDA5x3b4N57jE2mKzAjzMf7GPuHKP3CJVWqDt5cWPrPPOfqOhRYoJBYWCixyAGSRaLJoTFKwVjrBt2dnmQxMb7sD/mzB+Nb2jz5OuqIlkdke0SRBoXISLG3oxZ1GgBDzFS0+gOfwyoRBTGABniLGEs9A4wo5rfPiCgIBbdZdfHgp+5bGHzzhX904krJtm8jsF7WTPLnyPlPyRCfj23eZhCsXoL39ynVbv0MPns96/Pr+f/3tVrfv4iThqwE+ivuOIxbAdPJNEja6CmIzCwj1+bw7BNCOPoB11I6+1GXRE/3PuejQEVm1x4sWxg/5RRt13kESgB4a6qmglkLwoGURgQ7sjrebsQuenNNH+7jM4gA6jrnLr1rhkJPgiZ1IYIK1f1Quf8RbH9WCx8TVNmjdXyLIHcL4jTFJzAPWGT7iYXtT6//EPBMfkyT2p+/3MYnOAfzLpM3P7Oko3tjiXbxv+if9ImvbodFGHxObLBAYE/BWlWOSnNK+YJxjO586FwP3JbR/7Vuuj6+v+aqvTAFzxDN+wdeys3lVTZd8xTkyhYMv49u5k6zcid78mYbNegS//kBP/Ibt9CFldOZuleOS3fZpH/74gj/6EH4AvHtMfWKHLbFf3ZN/7NehAaJXxkV5APQL8oyvjT90KS3tvUMX/rNIR4bayXFZHEpP4dCO/OK43ywb+9LWdnbLOc6dd+6mmV5bY6aL7M570CAHgAZeeb84F0/OeQPI9XylKl6toE/gIyK3gUt/1FbqOocgzPExugPP9fFrF3UYiXEc41AcKGdLwSoOUOaxGA53V9I2zWiBISRH6tv5BTtFXs3Ch3J57+rbYaqLSenEgvkJPTG/C90xgCyWEjaXWzYaQRYUAuyZ+q7+0+HIi37sCRKE84deUFzmH9zdZuMPruW5PW0NtNoLmF6bLRo5u6/Sjj/g14Axpf5B5z/h5M7NLqt8oZmKHA21ZQHLUOWxAnkWj75dT5V8gi+qE3if9/ZfcPk6+PAv5PHrOhHuQKxkMmay7wLktiYwL9gsNBNu71rce+klD0aSJX2Gbu03EiDQDwzwHhj1Sab4JIuvvtS9fr/VCrSn5rJ/4GV88eGWux9Dqh6bfEWrweyko8RuPDV6PKgAT/R2chl4oMmlyQfwglZ2sRCCNzzQGRnIRqebt5g0ohdywUmfMOZIXGqDF4/PxJtJht2TneJuvWqmfu0PZABwQBd4M3nbkOH74MV786m0jMdC7jCoQn/YQF+98MILmTjpjy12EpvQkxjju0zEbOj84NEDywLIR6/75qffqfvIu98R2QLroePZeb7SxPKm</description>
                <guid isPermaLink="true">https://www.lechner-hayn.com/Produkte/Tische/Chef-Management/Lane.html</guid>
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                    <item>
                <title>Keypiece Communication 33.000,00 €</title>
                <link>https://www.lechner-hayn.com/Produkte/Tische/Keypiece-Communication.html</link>
                <pubDate>Tue, 18 Apr 2023 08:35:52 +0200</pubDate>
                <description>&lt;img src=&#039;https://www.lechner-hayn.com/out/pictures/generated/product/1/555_288_90/bearbeitet(25).jpg&#039; border=0 align=&#039;left&#039; hspace=5&gt;&lt;p align=&quot;center&quot;&gt;&lt;br&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;KEYPIECE COMMUNICATION&lt;/span&gt;&lt;/strong&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Raumsparend und ökonomisch richtig: &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Der
Keypiece Communication Desk ist Personal
Workplace und Besprechungstisch in einem.
&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Arbeiten – allein oder im Team, Beraten,
Besprechen und modernes Video Conferencing:
&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Die Ausstattung folgt dem Konzept moderner
Führungskultur. &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Verbindendes Element: die
weichen Formen und Rundungen der Tischplatte.&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;
Arbeiten im Sitzen und im Stehen: Die neue
elektromotorische Höhenverstellung ist einfach
und individuell per Knopfdruck über das Touchpad
zu bedienen. &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;Container und Media Hub schaffen
Raum für moderne Medien und persönliche
Utensilien. &lt;/span&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;br&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;Wir beraten Sie gerne Vorort in unseren Showrooms zu Ihrem individuellen Besprechungstisch!&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;/span&gt;&lt;br&gt;&lt;/font&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;font color=&quot;#424242&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;Sie erreichen uns Montag bis Freitag von 10:00 bis 18:00 Uhr unter &lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;font face=&quot;Arial&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;&lt;font color=&quot;#ce0000&quot;&gt;02151 607740&lt;/font&gt; oder &lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;a&gt;&lt;u&gt;&lt;font color=&quot;#ce0000&quot; face=&quot;Arial&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;info@lechner-hayn.de&lt;/span&gt;&lt;/font&gt;&lt;/u&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt; &lt;font color=&quot;#9c9c94&quot;&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;br&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;&lt;br&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;Plattenausführungen und Kantenformen&lt;/u&gt;&lt;/strong&gt; &lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;Es sind zwei Kantenausführungen erhältlich.
&lt;br&gt;&lt;br&gt;&lt;strong&gt;Advanced:&lt;/strong&gt;
MDF-Tischplatte mit abgeschrägter Kante.
&lt;br&gt;Plattenstärke: 28 mm abgeschrägt auf
10 mm. Schrägkante lackiert.
&lt;br&gt;Oberflächen: Feinstrukturlack, Lack weiß .03,
HPL Schichtstoff, Fenix®, Linoleum, Linoleum
schwarz mit silberfarbener Kante .71 und
Furniere aus Preisgruppen II, IV, V, VI.
&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;Soft:&lt;/strong&gt;
MDF-Tischplatte mit softer Kante.
Plattenstärke: 28mm. Schrägkante lackiert
mit integriertem Kantenschutz.
&lt;br&gt;Oberflächen: Erhältlich ausschließlich in
Feinstrukturlack.
28 mm
28 mm
&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;Tischbeine und Untergestell&lt;/u&gt;&lt;/strong&gt; &lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;Tischuntergestell bestehend aus:
&lt;br&gt;- Knoten aus Aluminiumdruckguss
- Zargen aus Aluminiumstrangpressprofil
&lt;br&gt;- horizontalem Kabelkanal
Die Knoten, Zargen, Kabelkanäle und Kunststoffabdeckungen sind immer schwarz-grau.
&lt;br&gt;&lt;strong&gt;Füße:&lt;/strong&gt;
&lt;br&gt;Aluminiumfuß mit integriertem Kabelkanal und Kunststoffabdeckung. Füße in hochglanzpoliert, matt-pulverbeschichtet bronze oder matt-pulverbeschichtet schwarz.
&lt;br&gt;&lt;strong&gt;Wange:&lt;/strong&gt;
&lt;br&gt;Die Anbautische sind wahlweise auch mit Wange erhältlich. Zur Kabelführung ist in der
Wange (ohne Höhenverstellung) ein Kabelkanal integriert. &lt;br&gt;Die Farbe entsprechend der Walter
Knoll Feinstrukturlack Kollektion muss bei der Bestellung angegeben werden.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;&lt;u&gt;Funktion:&lt;br&gt;&lt;br&gt;&lt;/u&gt;&lt;/strong&gt; Alle Anbautische ohne
Höhenverstellung können um den
Auflagepunkt gedreht werden. Drehbar um
+/- 30°.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color=&quot;#9c9c94&quot;&gt;&lt;strong&gt;Höhenverstellung&lt;/strong&gt; &lt;br&gt;Optional sind Schreibtische mit einer
Wange gegen Mehrpreis höhenverstellbar.
&lt;br&gt;Die Höhenverstellung erfolgt durch einen
integrierten Motor von 74 bis 122 cm.
Die Oberfläche der Kabelführungsröhre
entspricht die der Wange.&lt;/font&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
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