{"id":325406,"date":"2023-01-05T23:15:03","date_gmt":"2023-01-05T17:45:03","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/the-smallest-division-on-the-main-scale-of-a-vernier-calipers-is-0-1-cm-ten-divisions-of-the-vernier-scale-correspond-to-nine-divisions-of-the-main-scale-the-figure-below-on-the-left-shows-the-readi\/"},"modified":"2025-06-26T18:04:15","modified_gmt":"2025-06-26T12:34:15","slug":"the-smallest-division-on-the-main-scale-of-a-vernier-calipers-is-0-1-cm-ten-divisions-of-the-vernier-scale-correspond-to-nine-divisions-of-the-main-scale-the-figure-below-on-the-left-shows-the-readi","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/physics\/the-smallest-division-on-the-main-scale-of-a-vernier-caliper\/","title":{"rendered":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is","custom_permalink":"question\/physics\/the-smallest-division-on-the-main-scale-of-a-vernier-caliper\/"},"categories":[],"acf":{"question":"<p>The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is<\/p><figure class=\"image image_resized\" style=\"width:69.46%;\"><img 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\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cm<\/p>","correct":false},{"option":"<p>3.11 cm<\/p>","correct":false},{"option":"<p>3.15 cm<\/p>","correct":true},{"option":"<p>3.17 cm<\/p>","correct":false}],"solution":"<figure class=\"image image_resized\" style=\"width:65.53%;\"><img 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ene93tN9NNj7mGSQRynqNpZo4D00A+Ipeu+W89a98kb9ksgec5zOsA7KWQKmPYcQxTmyWEwgOUwdyUoemHX6QXbN6TJQvL8CRWck7oEHlJjMMmN0j9lV\/lFSjdQ2BxZHnJJMiAgBdZsS63ApW5JqLEK5wB7dNFImUe1U4c5MLSC2HQJ9SxQnJwxPJQOFqGcqBMlOqLisD6rpYL4DEm4SNi8aS93C42JaipoA7GjrggKuYiZu+8x9E6NkvgdcyCPcyYp7wkR3phEAN02Youi2s9wLUR\/EILHevVEDc\/ANprL3SuRzn2Lwmgcz1K149d9DzmGOCfO5xNhRlxo3gsJgdLRwxhFcJkvob3BeG4YTJ55RBZjIGVWRH0EZ6hP0kGlG1yb6odgUAb4bEcckFEPqAXDRgx72Jdm6V\/ftur0kMe98j0rZ+6dfrgu16QrnaUbihS2pVO\/lvZQNz+LulOT3lu+tPH\/V76adOUOap74m3HHJbNZxnEvgNf+NyX0uWucPn0Uz91OOvAJz\/2rnTco16VPv7e16frXvKnKHvHI++Q7vz6z6QXvf2j6aG\/6P1N6ZhjbpK+++OUPvOZT6QjTLZRxDFa91ggtq8DxI4UEX\/TzfVYK5C5HHHcb3Qdie0n\/\/GD6f7P\/sv0qAeekK58kR3pXW94XXrBy16Zfvl+J6QPvvqlNNuz56z0Z0\/6P+mvT7tMetYD78Q9zTuf\/4T0wnf\/Y7ryHR+dTnrts9M1LuLXOWkfOdgwSUasl+u7KvDRGzLyPy3E\/Ho5LkC7WdJaad\/BqwqUbH9OOxZgJKd9uFkC8YeoN0sCDiAq0kVuGDxh9xBYDAwXfsV4G\/YkKKnk0Ija60DhCkq8EFnhk8fCfbXeBfJxoD9Ij4dlN0uom0DqeZINHoreVZuV2SisRT0yvkCGG\/\/CQXOzKN1gEHYVCxDyzLzHsboU+m9PMHZFRoipzgEuCqyoPAOGrQz1IufaMD8PG9F6rwJcoADPH+05OVyHctnN0thFz2OOIfu4WTYPfh3WWwqqMk4tk+s1vC9OxSw4RNZy5RFPmFkTBBvnvdtRpbKYcR\/tBkvbw8EhFW9HC8nNmAZjrY2Yd7GOzdKPfnJaesjdb57e\/O8\/lb7zmU+ni1y4bDIcHz3pbelXjr9resJL\/yr94W\/fh9dXb7tFnouQwzL5LIvY9zG847V\/nL7640ulhz34\/nl8f+FGN0zf235I+sdPnpo3gMBdb3pMet+3fpTecPLH0x2vfFGTbgxxnNY9Foi9LzdLe885M530mj9Lh9\/+99ItLqMbTwmQfvHnfi794MfnpM98\/jMUfeykv00veMsH0p+\/\/HnpZyzM3rN+nB76yzdOf\/6xz6WPfPQf0s2PvakqcDYgB+SCmvNGAD854i1ez++cWyfHRYhXlAK0aaxBRsk4V0y1Ffy5\/xjCt4ZrBFoMWfdYMpaQ8KzWynGIGyw4EAxhm43gNxoBCn4DVKuOXLWUyv828zbGAGUhzrtt9NocujnZQuGRvE2vNy8LHrxqFL47J2+lgp0zahEtdUHLflN5qcipiu0nH5fy3l+FAePCjcIDlx7pEIT8nBUzPr5Fdmie71Iigk9GbdO7WKwKP\/H95J\/CmA3k7UXM+Tb+WAxHG2O0ry5GSd4ZIawzY12q0HVYyRhfCGWlEERe0o6Zq6o4ZA79gyEK6+seKrgSRawyM8lg8xoqA6crxyC+UK9kgthfKwsgNHY\/YtG819iTPv2+l6fXvO+r6dmvfGV3owT8wvWvle59s8ulE3\/nwel\/dp9H2eh6aTDXblX4PHWx63vpRX\/ynPS2D\/4oPTxslIDdO1K6qAjiRgn42QvtSGd95fT0yXd91iTrw2aPxRxgfUyO2QJsO+xC6fgHPqZslACJdbFDD0v3ftDDTZDSFa5x7fQH\/+e38kYJ2HbEhdN9nntiSjuOSnsPv5RJATeSEhdruVaXr1iIdPsOIdjYRqmayXWhF5M3jnABae9j4I1oxrsNNT3g8rF+5BzQvDAYNKvz88RioMTvLjhvbEYYBCwQ\/ugOglV5u8h1I+QXWKAK4TA7OnDTpAJOngXRRSjeGrxPDoxevgDzIKS+jEMSkcFGQyFy5y0NIwuYd7dS56ZJ6t426h7bzUoA1ipQLAf6q55t+wHzY+sKB26asFHxBQ87lssQYjm8XScohZgKxkqOeMchDAli6CUfPj3kEkZM81uI2m6Ox1y0F6m23t7sYt1tWxvA+x4BO6ceBj7gjSqPGBa8Ew70tzITRI3MgVzanCDSgmuZOQkxP2wOZe06aTw48aBgSDlwvVndXqyQGsDdCUCJU8fJdbluAsttSGZv5OJlMZLtQozN8RTOO+fc9Mw\/fAH5Xzh83P\/Qy\/xsOupXbifcmelJb\/4yZXHd+Drq0f7B3vT\/PvK8dOtb3zb9\/qMel97wxmenh77oZemHPka7PpO2nXu6XBI7H1Hz+vmTtOMn+oRkHdi\/Y1FjLA+sn1Vz\/MpHTkmPePKJ6fGPPMEkKR11lculY37pWlYr+OYn3phufpc7putdR78XR+BeIVPDv8aNkjcSYSQdf3OoJGIcYpo+p0sAV7cuWWiv44dE3usocVNBrkLc2NkbNDwp4NOCPrCy1ghPSHkW4Ew8DjOYNgrAYOiwrAU5jDNWzg0PO6Pt3ofgO9WtcZ0ECDG0HmWVchxjZpBTJwdJArPFxcPJUlIZ2KKjHg6zaAy5cT2BrMSccl65Kiko8HAMPRV7c7BZF0sdz\/2M2V3DighTgfWQaxrGQ3G8hMp5qlw+uHgLK2OXXOg\/8iU8KbpQOnfv1Dd0dsqt4HLkPvmXL2YJ+E3MsVlrfHlsS9f+hRPSG9\/6vvS3f\/mEdM2rXyH92cMflE4+5R9UvfPqKR1yKXnjXX4ZwoGepnRE2n242JyPsBlz84lPnJqe86RHpKvf4rj07n\/5YvrcF\/S3KEdx7rfTw5\/0gXTPXz0mHRmXGy8BcsCmiQIFP6FB3kidhPVG1f4FUuW9TEswWlcaw3o3S97ONruElkMuvVYYQO1BGEtX1YmHUQ5Z2yU4+8+CG4qrR\/U4BW09AroRPZ76dFDlJpXepGALqKE9NupG3h4fQwlYGC\/o9t1s2hcXLUoSCimRkx4kNyO805edthIMRSgQMQm1HsF0fH9eAFtAcxFg6HB+yYHdliq7K8nghXcA2akwARZnzfC5WuWC1bsZ9eJE3dQJu1bENMC3FKAzAOjs4mkf5wA\/Md\/g59810z88J7OMp4cwiLEx51ZHHG9lVcC7GyG22cMi\/UwgzJpCzcDetP0QtIYnLPV1Z7iGtL7z8AuxjMCawxMA53vrc1\/jkMMuki51qUumW93\/men9r\/+LdFXJ\/+mf+H7apdq0Z9sh6WzhzmK94L\/O2ZN2XPIS6Yo3Psok+xabde7GuL05Qn1O29Hmn\/7p4+m7Z+9K1\/pfl0t\/9oSHpts84LHpNNP18IqXPCdd+V6PS7\/9gHuZRCDxeCVAXKTk8UN6\/nfScspN7i0QYXFPRsDf+ipp1JBcma9dZ3B\/Q8H7StehQn2GLcSigJoE2sXg8U+b464KP3PNwySMDSErelQzfFSHIDqm5sjSeToLodSHbg63gCjzAYwCH5sw3XvwoV2J6bzFpQ+IfbI+UkIHJfqpfeZRBtKHg2hbbXJcIxy161orkHr8dqoBEifA82OQDJFZe\/woT4iLNzwe1VR9LgpQA2kb2DBJrD3ybg6Lixso1APF9hu+IouYWwvtMwf8SH74ux6an1vKmIk\/4+IMHQBxh4B3JMDLOWAOC1H6r8RLCDXsWwjhenyuzxPVoHZKqwBekSpkheREorTIO0D2kqmcwjLXkrN+PKvTL1UlvhQs5YD0vQv8VMRI1yF0WINYf7p58j7n73OZL2E+Ed4eW+dYGslLz7AR5L6DUA\/UgcedwowwC+H9XxYYvUujL+nMtHOb\/gq4o423bbuus5\/6pbuxBOJHJMAqOawDi8b5qGteOd3xly+ZjjpC1ggl29N1Dj80feOsXenTZ9YXgs+dsztd5fJHpnvcfP9slvbFGMbxwvkDoD6n7WjzkIc8LD33uX+a3vPeD6ab3PB66Sv\/\/Ob05le\/17Q1Piob1hOf9bH0vCc+NpU\/LmDXL\/zRSeYkIonP\/9Yg1268WeJf5yakXbsA4DwF69RCrRxeawhtZZIDL0xGIvQ9BEivtXq9lRtVuV\/xJlK+FA8JjmPwniwBD4jQGl5hvBx0IosmsgU6zUzTzRu3PtxLO4jJMcbKOsRUaK+3ckUTl30ag+ci1Jt9KoSs8FwYcWCu7Whz2SrA6qbP2k5+WYIx8nbIo2IyFirDojERiQFIchDy1pTL0QtoZyUY81HbQCgmgCz48jwDGAs\/bMNR2yzCctbzoRcM5GU9jilWgJ2WPDaGnAf2fR+iaY4ZiQw9Ac+jMgovlwX6hbZQkDJD2WJ4ElMJrJpcH+38AEh1VroTiPO8ynwfdsQh6YXPOl643em03TtGe73nzB+kH3\/5k+Rf8pCjWTr2+TobwVQeu398VvrMd\/ek37nR5fMN60Wvf3L6\/mf+OX3kxa82iWwZz\/hUOufbn08\/f8NfSev5PbgDC2NjhGtlxLJzetRVr5X+9u9em\/b85Mz035\/9V5MWnHnGP6dXv+Gl6bVv+rN0kyvEJ5N6Hg5OD2lfc+jkMVikvVzdt6cTxBiagpEcnCf86qW86t3A5QZpijlPjN0Km6UIDawpIRHlx\/q4GPrOkN3oXKC6mGwLMZz2F3QpxzQhoXQid8yZb5R1\/6vgEzF2B4d+gLq3xQaLQWtyBBMXBlg8isfTp+Bjs6EQNsb2zQFvJnm+LFNPGKWorKhRN9WFLlAzlHcFaAftlZPRA0R+3wPd9+HMQ9HAxeW3LQv8hrzshW6taJrWp2MFyLDqWmM\/L\/M8CkY6x1orEYbjoK1X7QviMmg9CgaZL4XNnhOf++WxM13\/Fn+Qjr5ISo\/8k5eN9v9rn\/uP9OZXvT\/d\/b6\/m650xKEmPRCxN33k5PekZz7rWemfv3iGivb8JN370S9JP\/6lp6fr3+gGKhNc+PK3SSfc627pb975yvS9\/\/6flM75YXr2PR+Svnv5m6eXvvrZZnXBgq+jcn2cjyMuelS62BWPTtf81TuYRLF3z\/+kpz7rNek3fv8v0v++xU1MKmBb2xN\/aUN4bRv373w6CskRTMByK11j1rA6Lk28PEmdT4lUHq3J45bBp18qGVoJeDm2jHn\/62ObdLLxnELfFFI81iKnFYiVl4M3v21v3gohLTkqD1dOLvNFKdlboUJYShyYcxEIA57uosFgoRvWFfWIaCUlprJa52\/s+CILmwbaVcNk9maaITZ6P7f+C3I8umuMPOSii3q2A1COet0Aa+wnCtiavbtRJlb4gbHHjhsgVRgf\/eWAn8zbmBpCaG9OeIsjUFmxB7R591Bn9dD+KWtMaMutCpALTGRcxZ6\/ipoDjMHa3AfAOLV\/B8X\/+nYLPA6GHUroQfH7Iq538o9K3MbhbTl6bfUxNc4F3r7zPXj+89sO6IUMYbxNjy3ZsHRIq8YdvPAx9rUAoGznehLn\/Ci98ym\/n+757L9M9\/qdE9PLX\/wUvudx\/M8P\/zvd8tjj0ulXuHb6\/97+V+mqhx9mmgMRe9OLn\/bI9HsnviBd\/TrHpKtf4ch0qWtcK\/3yLX8t\/cpxx6bLHFnnfu55Z6fH\/e4D0j\/+22npYoftTZe\/\/FXT7zzvJennLyu7x4MEPv++3tuPRh3+99lg53pfJx4jwuP0cOZZZ6edO3emQw+xD9T27E6vfcRvppf964\/TSSf\/TSrPjnal33\/449Lxv3b7dPzxx6Vzz9X\/vLf7h59JT37RP6YTH\/\/AdOEjdoS\/HQeSdnFuxqahkO7lM1hv5NNncDbOjPTTmXwwmSmkYEwcRGEWeox2zBElCHkIQ4EVcn\/pYS2bJYg1jF9ghTh3am95SBVpQeYS2KsVJxZilrIIrFAhLVfcLNW1CFpTrTZLbZb0p4bYcM32NksB2lejgGoHTFWtR037SQYHiHPBzZLEzK6ML8S+AFKStbpvlgCGkwNFGE9USz\/cUt3Nn0mqJh4j3EL99MCuo8L6FNxAIuBHktqGv2gtAb7zvW+lL3+pfB1x+95d6QY\/f9N0SL5T5FY3Hchro5slt3W9k+v8wpgBvbFAr60+Ki8rh\/C+tKXD20M5v+2AOtwgFW\/PY9e9hfkKbR5gQB9BvhYAlIO5XgTx\/+AfPTz9wZs+kq5zk5ul+9\/zrhydH\/7Xx9IL\/\/Id6RJHXTu98nWvSZc8pH8TOJCw+7zz0llnny035nPSrt170o5DD0+XvPjEh2pyjTrjjP9Ou2V5XPwSl0iH+v8dO0jg8+\/r3c\/39pxa12bp3HPOTr94vSulT359W\/qT5z8nXfeqV0j\/9g+npPf+zfvSmz\/wt+kSl7g47b5\/xmnp4Q9\/aHrt69\/DjdWuXfrVesfT3vju9KS7357jvwffY5WmtuMRjfxU52bMQbrIXsp9Z+H5i\/HQISHI2hgBmSUTDAUa268YctQf5YG8WRJLuzfmfFDoxmOAjW2WclUY\/uAgR97z5QJgWk+kujfHjgvlx18YXHSGSVtdwEUChnU2poRCTipUPKa70tZsAGeDyA2VRQ7iw1qzWYr5+iLUowFqseEDNj77Q6m2tIOP0yJIHLRX5SnAZogy5BL0Pq6IrG3pwf\/3G0sVFgOW5uiBgBDbnxZGtX6EZBIGV1Z9ouUQ2rRmspdJg3RhQsaN9GCh0lpZQHb9\/3P6N9O973Lb9J5\/\/H8mFPz0TdIPvvYxeYd5iAnch61WGNesBswVLlZ+wcKcz9ksAa0tdPHC5Be9wQ1U7DI67YwhzlFeEx34evey7QvkyAllr58LEdInFoRo19ZU7gcLMHYgrAUfw+5cz8TuXWeml7\/sxek\/P\/911rdt25F+\/V4npONuck3Wt7Aa2qXqWMcK9PlHCfj53p5TczZLHiPq2jjozb\/8\/V+lN7z\/s+nc884Vv73phsfdNt3vTr9sesWXPvvh9JJXvj8dcsjOHDfi9x784HTFo46SDa3+kVNsPzyvemBmjhLa8Fz1Jspx109LwLOmQiHpMeWEqbxELrBHlXFb4B7D4ZFxYiFO1jSxKZsl1CEyMZ9EQGQloDk0lzbqyuUPpQ8y95yyUcmT7KVbxzpEGDNpD90AuVZLryliexk0MWvbLGXe5Drw1h5M3J7HAs+BdmbMKIgZL4B7z0sffvub03Nf8TooKbrIhX86Pf4JT083uMGVWAdyvAiPD51KpA2VMZLnj1IFKlOx8nD0OsA2TMCxhIkc8MROpRYK82Il6qaEFUPogbJ5qG2RM+N7Lqi4CXgbw79\/x8vSX7\/9P9M97n9bnuzAoZe+Vjr2upezvOxEYjCLtYnAHOnFijUhvViV\/hhExX\/vAnvLUW3KxQ1x4oXRN1JOLpfa7K4N1lB2nRdg4C\/wXLawOjCuoHVtlrawbxDPho2eBT7\/fo6V60YdOV4TWhuPEeFrqI2zTuzdu9vWbudaR0y1jeugsUB7ibHx8HHRIhi19gJvDXlAPfBxINc4Pm2am7ZZynMkJz5vriJDSDNFHrywR1BHSwIlktaPnpArBh+cJM3SLQWqEIgM4rBZstEh1MptFa4tVgKamPUGNkuMKe1rHi5RS06Mxf3qP70jPfbxj0v\/\/p0j0+vf+aZ0mYvir3vtTSe95gXpCS\/86\/Q7j31COuF3fyf9jM0XNp7WLENqF5Xx7rpOn8xoO7oIQKxp6Tz8yBsYyASIixdk7WYJm1i8PA5gSWQfVt1rEXzxaKwSGxVnDHw3sD3t+dFp6YF3uH964PNfkn7hBiPvmHHhgHsJZuX6od3H5kcYGS+UGPtyQaOZgiZyEPJfx1cbfboE4OLjF0+Qyz0ewHEWeH0R3N5R3DZvXLawGD7HesPRuUDpN7pV8dnPfjb96Ec\/In\/00Ueni1zk4PkOzyKgX+gfxuhGN7rRhsdqVcQzaiNnkc+\/n6PlulFHjR\/ztzYeI8LHpY0zBl8zl7\/85UnjwJr1tattei7DpibaZhDjW1g\/AfaZPxP2Bm8NedDU\/Vog1zg+bZqbslmKHRaeN3bUm5AytcZBjp7ogLuYrCSdN0swES9OOGXaZbJQOhBklc1SJZaBkyPjdzdLaNva50H1QOEsNvplTzoc2gezPOOUdK1L3zxd6PrHp3e97y3p8pe+sMoNJ598crrjnX49\/epj\/yi95fG\/a1JAY+pmFIwcwYT+Anxk6fmjZB9YqUu4GUswjusYWH62ydCiDBsa+Sn9EV0+P5GXjCNu9BgkyhFnAt6OQ8OTYe45J1OgXaE\/f9a90kOe+Abhj0z3f\/AJ6Va\/eIP0m\/e8BxwVftFgMB4UbX1N0G7oCvGnXOiX\/40oH3JC1L0nS4Bf3LCO42YJeuhAbsu1LqyuR0hKI9QZ3L6G63u6zUXMDejnd+DB52HdQFyQ3+h8rjfa1jHHHJNOPfVU8n\/\/93+fjjvuOPLnB3zkIx9Jt7jFLcifeeaZ6Ygjpv5y+QTqpTh5OrSmqEfz2bMVAvGKafPsT40Avw60a8A3S6D4tBmIa8gxFmcMvmae+MQnpmc84xkmRXtagnh5U4FA4vIHa9bbCB0kRtrmtU90OXa0k7qoVaXxMFbGkEebLSoJKtnFmAiMXRyfNtzIZqkvHQEmhR1wUqESL\/AUUAwgB+bhNtilqJElaeTZmqsW5kO1DQ9tI6TuenQwxiIQyamBifXTzeJVR3A\/tI\/NnJDk1COuJJTw8bLC3vR7j3hy+sLlrp6e9taXDTZKwC1vecv0jF+5Xnr3iQ9Pr3n9O0wKoF05chzQV8mQiaIs2VIWwAyyrLZDvCp\/WMPEY5LXOtVkITBUO05kJcAUgIuqAIgzSSwl8EKWAsCcWDWh5ye47rEPSR\/8wAfTS35fNpwvfU66973umR70vJem71NrgD3nA2ed+fv8hFgbBUMhluS\/V8ZDhwfjiTpKO+tZl5J91Q77WMIOvM9DGRfVA65zUM\/xF\/JzyqjrT8LFLlLZkG0W4QIeaUwPPqK122xahDiW64THjfM1J59FOOyw8ltjftPcDLTjuJnk8P60myTYxDXma6sl6sHL+q+osYukDwEK4boS620cz8F\/8QgkB8tUWHlhvl0X5562xkfEtRLLGKP1yYAcKqfCZPiaOeQQ\/86nWCB\/9EdKXD7RItoB7ZB50D9uDENRtm2QIEOMmvhmGjx0NEEbTpDpGFuQXMBY7xMusJzIBaiKkAz5KpZC8lPGSkpNQv1c3MHGziT0B7AGkMpUY6r0pCeQY2DQJgMWeEgpdXDmY7Z1zEVYHWObdLygdhOWXknpO596VXrv+\/4+3fAKl02\/dpUrmnSIB\/7xQ9O55+1Kf\/PxT6af1L+AQMRc67yrhkPLYygW4Lr2LsSJaOwizLUDNP\/xHiksIk+yvenmx94s\/fKv\/rJskF6b\/utb3003v87R6aV\/8KD02rd8iCZyNVV7Tg4ZI8BLIPKbj7ZnXsfawQW2RTmZC3qyudC1KQf8SLkvSNsd102h57MZdCDBb4AHOnrjGGmOzbI0hbKpKZukMTCeMqTYxoD4yqYDUmVDKESZ\/Z2nQ43ehsfrU5izToYxpmNOQpqLLfr9FUduXgCUaLNHqlRiHQh1ss6jEhCrVberynJompiLpTZLOT00BoKADctCRRE66rard0kWvju3AxgRF45sc1krh8UIoemB+piryctCxAkq9bwJxjhAoHouKsvvL9\/5lXTaGSkdvvMSo+GBbZf51XTEIdvTW976qfTPX\/iBSWu4f3m4o+0xhVwDhEMFOcRGRZZjxLElq3V\/cKHAiewaQ4wXAaPKcAJih5NNn5IotK7hqyYwyLtl94hfU2XOO9LFLnmp9MaT\/i7d7GY3SQ9\/6FPTOefq7pJPTnDRlAZgyk0UwNIE+Il9Xxma6bZ81XBYfayJzvj1LoLIsUcOqcGR1GuKtiC7geQYMgZ+g1kH+U2qpWhTtW\/1Fq0+1tt4U9Taxpxc5\/FRb+H6OfA2DhZ4vi0tAx+zXhwfX+d7FO2nKNpPoefnvCPqISUFm0oPwnVC4vDag2u7yPwJEp9OjZD7R17bkyNP1eF5DpnbjgE2Tj30\/EvbRn3XPkZyKe1bKcMjPUdRYA0ihBNlOMi40JhyVyrAOTnQirYkR7Rtzc5F7nPHLzYf2+xhuSdL1STZxHAhoUGdFFgMcmIHhxqXtGPv4P2n14NKLk72ERzi5P\/5xmOES6QMrJbGRLnzAkRU0tgo0Vu6of8y83yEaH509ZiGs3aob2r+EL+OWsHePYeltHNnSt\/6aNr73S+bFN2zLDwMGLTB9luIXAbP82W9agd+Nn8GnT\/4oQ09IeltdVjmuiOw4NEijhYpUzsWA7AfWjIPVCtymRzwZyLwGT94wWUvd7l0l9vdPqVvnyLnoP7RtJyWXOwwLxgjjWEBCS83AsRQqi9gGpttNjs\/G05wmk+DsQsh58N0LMGiCPatr\/eZF22p54u5lWOE70eAerox8racAM\/ZqZU5Iu\/IeVvZ8pHafP37HdHG5b1+ASg9byDmBHmkFm1\/DnR4vi0tAvoexymO4Rj5mPfGfQ7NQa8vIMfYvAFuO6aHFCoS8uEGql4PLfX6AXJ9Dy5v83efAVEreisRvwdEKZcguU6Jr14MULp3B9TpFd3J\/yE2dVRryWzQPProxGuuCIW2gbJOc1cf6Kw\/IBtbjQsZ7AoVIBs5xuSMoj0JciCUGkuPdKNOxhzFBFb+GA4dYUfBq2hhYxtGbAxgT40AW2DjiM5z0YlJUW7UymlsO8\/bPsfKCeBvVxx587TnyKuaICK0t0p3loB\/Cc4x2pylNG8kGmAhDTDVMWtFTjTHr1x0d7qKlLvG3jZJOJ64YBkaAlY3DTj5l0W8aPvFclXE9j2uynAxdx7DWC7kkQeKTx9+UW\/JdY5W3+rmoPXz3GJ+4D3\/qItlSy5fBsvaH+yIYwV43WUofe1Egrw3Z85PoZ3vKbjtGI3ZRIzJN4JerLbfsT41JpWdlcCq2Y63ZGDuJbqMjHEdIDdSYIXYiNdpaHDdRjCn45M2cwLUWH6zFNrItysZjdj08mksBznljNsI6hjIWSVt7FKHzTInExc4V01Kv3qDC6efvjBuTt9kvaCOt3Pnf6fzZGN1o1sfna58pYuZ1FCZIq6NhLJKLRbkO3WCOiYvInOHQ5phS7E5a7ubQZMXc8ATN\/yJfpT2K\/XAv\/zPrnSDO94nHXaI\/t8rvnsCUGZefuQC7vy6MDk2K8BjxXlZJr7fqACPgbLwPBpf2nA+tuV9awlfsgX1dKD4mzggoPUBvOzB7UDuF+W99mN\/HKXfdV\/jTR0EmdMczLVbFujHgQTvZxwj533sxuD27TyBevMX14jDdYsAP6BnP+bvtj37llp5hPcTFNHKevoYy\/vQorUTiZXg6phuV9nX6RJNFyYxaVr1CXwhf7EOO9JAszwmEsoqY+Z1c57VkpslD2pdtHeoudOi5iSNzQTETnWFKFwHtelwkAdtTk2D6pgqOSDYg7WJVXjjcqLI0R9Hal9db6gWT8FN73yfdI2rXin9v++emT76QxMKgifxsef8YdolIe50gyumo5q9EtGND5lTg+q7NMJ3\/NuTOCKedNUJSKAeqcTpxkTzbgY942FMUbYoMuplc7Rr9+70nW98P+3eVS7QZ33pU+kDH\/50esATTkyH49857LZ3tKZnU7i4g8BbXnos9RZTYxIBO7bn68Ewx997Tl8IzIcycnWpdsKJmbfrN6z2xhX1MRfGsJvSGOFXk3ty0JjO++\/UyjyfnIOQ8xGu68VvZZFavcdxGpMDPk6RPF\/PGej5Aj3bgxHeh3YcUAIuc8Rx6I19lIHi2mn1U+vKy0WINuDbNjwO1r9Tq4\/kMXpxIrX9ahHH0McY5HUHeG\/P647oE89\/8iKKflVp\/AAMNaIzMKZyPHq7ZPExG+7\/4Sk1Yxrxo79IiGXxagqvbGMvMQAJOwvSDO8vOQ7J5tqDUWYsnMCwNN7rHSy5WZJ0MOfISg\/aRqbxhoZg14wMgSVi3T9iyU1gkoxt4FFbciDPNlfVyxFMaGOIkIfkxFcMFStw9xA7Lpv+9LfvmNLnP51e9fhHyslj8oD\/PuOMdMJLP5Bucru7pkc\/6iEmbYFPnmvU9V7OAZaeW6Ea098QbLH5Qi0IfE7PZChImTEKQFUW\/D++9Q3p2kcflY6+3g3TB08+Of1\/Hzsl\/fbvPj0de59HpNvc+GoSW4JjYHMsQWc4isg4LiQj8EL0Nr4XA9ATkIwKBLHf+SLSgaxe4xyIZZsKr7Mo8VRhFyenAPoa+Y3O5RHbcQGRuPGCHy\/2rnM+kqOni9Ta9DAlX4V6\/XDyuFHXIo6f0\/kdY30ek0f4OMax9LqP81i5LC3CWH49QOrkaNvbCI310XNsxzTyPbgOMSJaj6xHeyjHQua2xtsk3A6lEd97g5dNkuyUUDFZGc86S9SEzEZhssayh+wygSo0wNA65rkJr2tFyessUddiDMttljhgzueDobQCs2nAYMQoi2Vx5c4Jqk5g4RmL0nVSMjLq4J2oBFRhalHIInUtHfEjLyyEIGuht1IMvsWp+FK2AW740BelVz7iPul9L3l+esADH5F+HDZMn\/3Y29LtbnN8uvKNb5ae8YrXpcMO04+UBpAZ86ga2Y5otDRsbGlbYQa2OLRWju3J2KI9qds20ZwuUEmSv5moBvBoM4GKf7fKCAL40t2ocpQ5Ofae903\/99nPTLc\/\/lbpPW9\/e\/rgKZ9Mr3jvO9MJ9\/1l2QCI4S7ZILiD+6OQkiwOnHMrizDrugSA1aIBGqrhNkPbACjhyo4aHyF1FxWVOPEH\/bT4ZGxejFeCUqHjqoR3wbE+RrjgO\/X0LRbZtPJWvwjR3ynmGPPs5Rxtot7h6xplb6MZbVt4rCmbOUBb3t5mw9tqyfuO0inq2z56v\/3pivMuj+Rz4BR1EVHe6sbQ+oz5jcl7aONVFPrhtm2fXO\/jAWAM5Uge8HEFYON8Dx63XBBqW9dLFqio0E1QOgET7UwCbrIm8CeLGYNxcEe0u6JUJYvw0nR71IJdiwYaWqmDcu9QDMw9oMcDTJb3Ba5zfWEG2CaTM5JKBzJIaIIu8GLdIQNj7WhEDauimIA1x0LlgQ28HOTHF6PcDVUmFiW+2kCqjnqSwwA5Ug6ITvl4hBmdRKASDCCnF\/d6lDawuWMG9\/MvuHt7KGvghDF\/78ee89K\/nvKh9FfvfnP6xL98PV30cGyK9qazvv+ddNcHPibd8zfukC5+RPmjcmygbj5fwHw+NAkzs4P\/NfL4b1tKiVTh52MJU7etkdsS+MkIIiivfcoXqRGfrNk5LJZRFzSxsTXwj47u3AHGJAGIfx7+Cm7t47yWOCJ3FHJAP8iOZhEAe2OBER\/8yQL029cgfHbs2Mk23MPH0u1QxossQLlsDlFCBLmeBzkKwzMW9CZVWK0W5tjAGL8OeP88rtd7mGPjWCbPqXiuQxntWh9vb6yMWCa3FvH8AhDLaQru07O7+c1vnk455RTyH\/3oR9Oxxx5LHuj12+soES\/qHW07Xo9y592\/p9so0C\/0D3+U8owzzqj+OGXMeyPtjfXfx6dFzz4C+tpGYvBxjEAKXi8E2FQBfs9zufujbV5J7FaCTDQs9MhRpVR7nqavEOJJoxT5mnnKU56STjzxRHXBn2qpXK1iMV1lLQUMJURwqMI6RI7+eeSuDWB987mox1bleZ6sgAnjuqm1RTO3deMR2LDPB\/Nig97qHCxj6xAf6QQXitc7mO7eEF373AYALlg1E9GCljhgwPOgG6qqxdl+SLreccen5z3vFekD73pHeuMb35j+8i9fld7y3g+nB\/+fu9UbpXVgOn1Fk\/aGYGPAkxosq7GByI+jTZubsN3lTwZUoGi8o4MWLQaOceY3B4vjtyc70R0mzdjBoW5dITNfv2i0tFmI\/eB56+NsfKQoXzem+hjHATcl36i2G9Y2L8\/VNzdO+xOe61y0Obf5ezwfhznkcH5KF+G5tLQqerFWpR5c3tq6fAxxPJz0\/NQxgb\/LnZ+Ct5atuuYmZG4hP6sy5wV5F5iTxwlu05muH2hPRqqMo4G8KgsBtNGKiwYYVQyx9GZJISOmP0NQ2NNAZvKuYwe2s4bDwrlFp4MNBrXGglHhArIQ8q4epYdbeEJkcs4gbPb0j\/YMu3fvTa945SvTy172srRr1650iYs3\/+wyJjCC0NIQ7jsZQyJMBFnU77avaAwFx4E\/NiL5UODdiy2wLgcdfRVUeoyhCT72sY+l5z73uRy70kgH1Dkj7h7QGLYnhzLjTquhSgVhsIQZfx78QqCkMubop4LDGtKLRiTnjM+x3HYeOCYd6qGnc5lvLlBGijK3bSliTD6Ftu89ipukVgagvV6ejra+r+D5LQPPc07OcTyWIfd1RN7Rth3rLe80Bejj33FyH6+3MueXItwTpFwGcTywphxhdKCkvjdOQGxTebvG5gPQ+opdkyv7YC\/WjcbhlgqEI4FX0cpY5N9rQ0ZI+xu6Ctar1EeKVcBEbdxl+rLUZokDTtJGYj58eAbdouYXqBHLAVNvj78Obg1rezo8FWzR8SOb\/PGTkA0yahHdBcomvC3rTW4buVCigDtDeLsW00lMqe7gnHPOSQ9\/+MPTox71qPT5z3\/epOIgJ3PeWMF5LECGt2vVjJBnBmRRLrxVF87bIsA99J0vlPjuksyF8p6klr6e\/P+VcXzxUlZD0hJAXC2A97znPenRj350Ovfcc0UmQlyMrI2K\/OW+QojLBmysmQdK34yRwIMBvJyG\/4akXBpznvgr9FwzFivmxr6KjCVyMBuPozdtv5nXOVAPOcZWCB\/3KmG88cTE\/TUW4PG9LVC8mTg\/dUPp2bQxndxmLJ4j8hGtvdNYvJam2o3jgnEao3b8eoR2WnLdKvD25mKZdlpbtOX9bPseqdWjHgnwPkeaGpu2PiZ3fgytzn0iYkznpwh2TjxJHUEeqedfxZGX\/gaejBXHTAoJl68ZYVwjUM8xjAAWxmuCQvLjV5VsjxyEaGvkMZpLygDUg8S93H+lH\/RHnpK3HGET1KyTInIdRlr0ADGi+rryscn3EF97GEfhQX4NLD4IEsYRvPzg+01gc9Mqno2lNktshqMBdthbNNxShYELBEadeESeAYnGMti1DXB2RUi5lcEmeGZgcFs7ILZEXtqO\/vRzR\/f1WAE5TiOHv3\/e7p9Vw1AXcmypD4Zrm2sqbtMF2sqMcVa6hl1cBfBrxpXFIKAbKPlzqehrmVgdB4X\/40edBzCsBB4\/VjfEmveUnPy4jmPgpIJSgo00QBHmdTV4JAS4nbbqTThQpYYXBsSCTG2h0VfkUZOjGOa6j4WAa9caKXNc5KDqwj4hixiTO5iPUO8GG9HW5yC23SNH5B2tjSPmF8nzj\/1o4TF7tJlYJr73p+WBVt6jKfTWilMPrXzKFljUfptra9\/TT5Ejc03znm+bt\/Muz+PCN2IgqhWIKcQ2wYZ2gaoe\/Qz0sfbUMrZhPCtG1IE30RwEO7an7AADeSuwOq9j4IOeTbBuwswLxTFwnirojM+2Wszt2rJYbrNkWfgErRPscwSaCO3IcnPGD314oEFAQU9mGFPFE8HRLmp6R9FEO1PIfQQmupgxp50RG28LxzlNrQSOk9GiXN00wwXYRCkWheB6adtsnFj1TueOC1PVx+BGZsi1Eeo9iApjXeZWS9YtN15MUdq64voSYs14q4TuKa9UX+AdfsF2tHykFi4b0y9CLx\/Ps6fbCDzHSBGL5D3EXEFxs9dDbMNvkI6xNvY1ennEPkaaC++z8+h72\/92IwWM8T0syqfNfRHJYUCVPsQUTkoclcbgfQDFMQDhI8L8B3E7iO2OQf8fnYwRhsmHylz0CVEcP9g5aTWqh\/arwP07eY90pW0x16M9eTmgdDl5rwjasYq2I0BbC0wWYsnNkjQJEmjDnmWdBiyc5qTYWmAyNSpeWo9ta2Ct41Wgiw5U\/mikxnArlOolL4+nreQiw9rkCWClisEL4\/b0iY4GEXkLhZnAXn2ISnTCObLKc+BBiS9hQaYcAPljbLQfpV9A5BmPsfpxFCHfEI9xPBb9NZZMDG2h4a9vqsr0Qv5INT5WpU\/ZNHWB4Ba7UPHXPoC0iFVAMtaX5OxznfuBCx3KilxG58wjpNxXNTTkWLyuJwNIPv6yHD0u24OFyfk0A6XVI8mBsawB+vKPxQnFi3V78QYBHqf3tMR1LU3pWvInMYuo5xvJ2xxDz34MPhbt+MSxATliXM+1zdsRfXvtRAK8jIjxIlr\/GNvLRfB8Yz9c5gTEdiJ5m5GiHLzD5UCvjR7fq0f5GKBv++Jz1NKULlKOFa9D+YVLjcRxeaDo6wCPN0JlnITyx\/71GIuAMhAiOOX7men5wEL8tRXUxc78cnzyKnM\/591vHGqhRc\/OcgEhLyP2lfqsJWEl+PXer\/nsjh6U8lhD7LySCdV0BJX9AJqX5wZwKCq0FjWW\/BhuMte1Y+W23BEDZ2wXMxpoh04XNFyljMoqllRmxG6xgksfSwSKi8v7FuGS\/gIETM7hED6ckEN4DJTK5yNWouWSqdrkCG\/Wi+E+JQd6mvtolJA7X7k+A8HOOabedUd0zYP9pEwgMeIclHHwCzClSjCjqcaCn4vIC\/nF2W9aETm2BiWirCVHy8d6D24zh8bgutY+UkRb78HHKI6V81PotYuyvckCMV4bu607ejKH+7TkukVoc27RxosUx6clR+THENtvyeUterIe2lg9UI+yoYgcB7yKFCbQ+EpqpTKVF56EaxhI5BgdEMeSnArKONqYUmd6QOLo5kxbBdzChzzXvdKDxJiPsSCGzlzH6NCiOW8SRaQCixOF7kgy2QYxFqbTjVEstVkaj7tEi1NYJvMKU37Y1Rs7AZg4jQ2tXwx0OXfaLAEOXkgf\/cQldbo5jgljGxcWPGBrJYydFNtkkmI9A1VjNXrQRSzMUy9Yo\/4R6D9Jw3I8nKjXIsPlhtntzDApEONw8fA1yIsriEI52k1t6ubvF3WgurDPIEfkxzDHZlX08pmiCIwJZD5O7Vg5H2U9IIZvkBzeXpR5fMDLqF+EXg6LclsWHg\/UjgnI4fooc7TjgLFxvi3HqKfvtbVPYPkUoK4EVaE630w7hOxVw+sytjiyfxhnFoT3GJbYKElAFRCihbEbzUKbw1ws1UhBbA58JMEgarbPjKGtA\/B22ndYarPEx3ySe1kCIeGQN7rntEyH6NOcGBpD4GLXV2bZSmG7I1+k\/O04AVz26ge2NdgwSA5Y5LKF9wVaPYalTB34FIV8DbGCG31p4DYsO21HuK1jgXkPc1zQjzzMwuhvTJQLoz4ihkw\/auLJDBoAMicUYmu1LLVh4AE\/Nhd4WqJvleRmgzEGz7qT6Elar8e\/B8sBgA1JfZ0YA20sBJ3lJ\/dCxwXEcdKx4WN0UANphU3qvxUBmSJAf7sNlqwwtv5GoLbl8HbV0Ory8hsab1xO0KEx9HMBtU9ClqUxzLEZQ\/RdRI6ebozcPt7Eow7w8Y7jm8fZdKAIjxnHNPIxXo9vYzrvclDr63k7oa05aGN7vEhTcpC3CcT2F5HbLqIWPdm6gX71gbaNAitJZYq5V32WF3NvbVAyCNr1cbU54QVAm6BQAJ5PljiG2\/W6Qwdcn\/UarR\/DFXI\/bUWgDVhlJugshxxEgSj8OM35SK1c8mb\/kbuRdITjAJ3qxVAOOlZkG8JBecSslQVsT\/qo4zjEwKN2X4h5Z1iAT0SFnqyTCTuj7CS8UyVC4xWqC\/vrBsGQE2p1D6WlThjnhiUZagraegDsqTabCdMpMJemyzXGApuT+061bzq9SKAipS008CjIEsrAaiqkm2sMseX41WjHHQHr6GaQWTnIj\/stxJhdkKM9pwqNL6rDcOJlg6PdszpZlEruV\/lzY+UUdcKhIv55fMArm6EyzI2RxNPvV3nEAr+4Ojl0fVdZDeDzN4WcQ2O7rO8c+3XA+92S3oCUdyCn3kYhbhicImJcr3sJin4eC4hyJ0dP7vE8\/rJo48U6CLnFfAFvy8cLiOUUHYiI\/fU+tnUC6TutAoyBl8bruASZxaaIL0FIATApjbI+UoNsvxFYXDYh4Zw0tDOsENSDMZFfBUvuUubOWmmoutDoFM289BD1mMc6akEv\/Awst1nqtR1lA33IKvbDyqVQDdSiCFGPHPr241Esbyk4bz7JPomUKTtATy6yRRlvHKWFek2NJVo0XFTBSVkcbIHmegcj4gFKY8YLE08KPlWSkiQXagodaucbiTFMphLnbwT0HzPhOBg54lMll6MI4jF4M3oBFQf5AZ+fEImuvOusb9T+2zWQaVv1ZQlx0Fe9EA9p3fC8nHqbikjRJ\/Je3yz0xiLSGNr+AG0ZgVi+QW1jxzhOjsh7my0fY3nsKJtC7Af4SFHubQExfizHZJH2B7wf66KNAqPA8Yg8xway+DKDjKpC0GsqJejWkHPGMIUu2GzPVmRZ11sPLoq6jhmwUq\/WOBTAcpul3BEOgY1CA08wqDB\/S+Vt4TMZuHh9MXhQVk3mwOAbcR7iZESY2L0rW\/o6uc6oMH1UKqtMmPfR9KkLDxptAz8RQj\/utP6pROxFZpQvFrkuBe0imk4xhFoh7uBiw4GETNt1OA+Nk9oW0nkoPgPQDr660cpxHOyDUaVRPy3AKF\/FaPph5oyTP46DJezYht1wwmPyIYb9gQ9kzJE3Mbl5CY9fG+ZNLZfaA3YZH2EKU0jf+fNRf4e8nZaiPPKR\/MbqN1SXtTps5uJfVO7RWMy2vgxFtPUWcUz8aUlbRmrbmkPui3hOMaYj+rT9Rj36gHr5zUXbRuSBGDPmHSnq3HYMHrtHPfTsQIsAm7ZfU7QhG2tjDjl8nJTwhE7GELyVJFwTzF56xB8lxArzlOUSNxAFKJ0n6rlBC\/5qdS00lMYh7y7oQOaVUBDUFcrrAwYuC9cs1rVQG8BTN2i\/S9lDztPsUGW4YO\/hXRabJCAP9i2W\/hiuDjYR2bDYYgY8iJR1PKuxqDUcBh+JsUcSrUuEudi4N6ZTjou0m4i24ZFuK1wpi3XakGFHLUqYqn0u2BngCTOFrF5gJ9AmvV1\/2qLwkwnw\/uaTmIdoDV1PakAoJ0IY7olwMtsJjVI1AV4bjVwBFjmeJJS9RYHP\/rdv32GbIjmNQ8IoWJ9AyXU+RURZLFu+e7MRcr3bA5EHos0iau179Sn4OvSLeNwIuK5Frx0nR4wxFstlY7oxWgUxN6CN2W6CxmgK7TjEeqR2HUzRIvTsW1kmeRNCCrLemoz1KBdmIJ9DA8gwymhaZQziq4VSvgosQDaL9tbW3KUTcoaL5jp05nrwtWF153HQKNGv8HBVZENVg4+pZ3SFQawMRk3TH7FfActvlhbBO7++HIeIsZ0fbU8SyhMyM61gv08R+7JsDrM6VoDwZaGOwGLCbMnwszEr7qyx8EhurCWkchnMPGEns\/JaEJBh4zGvQYUF5SUNZ2cm04EEk4\/PRwCXeOHBO098abxskiBFqRk7+TFD8vELtt8UVFzkU0+Cop1TC5dFvZc+1rkvVu\/B\/Xt5RHK7nr3XXedxl0XMN24iImK7sc22PY8T+TbeVK7RdxUgJvIDYvtj5DbRfgre59gHbzPyoLjW\/CmkU7SLBPkYXB8pyiJU7mT24eN0t8+6QEDMp8d7vZDW5YCojCEjqoVXB3D74uuv1WFt+jSinJ5Sgxhh7nvz73KoMsW6MjgSLgdYZs04cpdD3yeHYXHM2mJGDoYlN0vy7lYGQD\/qkEbkBw9tlGod+sM+QckBFAqg3n0GpG4kt5UDFwsXkcJ1CnNASQKklHi0sriQFT+3A7aXWFGMEFoE0gVQ4hhMwBtjVsYlDq8JiFp\/hV7gTsWZ4MnjQmN1bAyZEZCPggjNhb+VhXZJ4R2lvQBEKFxLAo7xYtDDbH39KJ8jEeVCU4i2U+3Y0xWa4SW8x0QdIbSiOpb+OBglHofnx8O6YSpreaxdyxzBA9EaJflSIqa68KA6lVq7IoGt8fnxPMhuYjuEdu7YwbLc2AppNAFSwYXbL+BNGam9YflNqxr\/CXi+zDnkVfJTebQbIwfaZL5NHk5tHyL18nefVhYR82hzbynaAh7Pc2h5b6uN0dYjtTqUDo\/p7SwC7GJc\/IslkPPejlO09dxjm6BeX5ehuN6iLNo4oY0pwAbw3Dx\/kMtcLoeix8t4wEvA+ejv5Dk57+T5t\/0qf4Eb\/RBCumStXxZLz1mPWdqjnRMc7SajL0rYF0maXEsQh67NQ3YyEh7XmL0grAup83qO646TXENLXXip76WMAS2O5jsgyt3GSiAr0UOXmb6Sm05KDhPyy\/LIA1KajfKuA\/UhPVodaKugrmXEtmM+4zlllKVQgBoXzwDUKFsBQ6SN9ZrkGBE93zHMsJ3Zx41imawVbVJW56InoxTqKLQd04GWb7hA3BElo6pYVeY4XyjmQMzgR2uL155AGdI3niMD2EoZ0Y0ohgg5Vx6QuwplMcvR48WakCov5nhxTkxPXlmFBvQXL85oDmMIjVbIswwEsI1ArcwRZZHGbrZzKMLrrc0i6iH20Qk3oV59DL22nKIeffY60GvDKfo4HwkYkwOI4aUT2piC+7fxWrmjrXubQGzX2\/bSKepbtG326i0tgtu0fgsJb5Dym6Sacjze7Au1+rZEn1ETKxkslKwYRJCnysYG48RSxg2vwZi1dYGJtJ0Svq1ndELMQhVQ+mY8Cx8Hk5mQJQtlSX5cCubC1C3QMt3gPCCJZTBhvqHN0r5DPUS2tAyrrQIu5IMec\/oe+zndZ44JTFhkhq2gVmMomY+N+I7A8iwQAX7YlLenAq3hqOQvIuvXjDyIwoDv3ESob05uz6Ze8y1wgUVIvdBmci\/y1qTxDr\/gxY2O38Rd72gvPO67LPUQdc6PbSZ61OYPYAwAf5fv4xJv6kAeL7OfC7QbS28XdY8V2wPvthFtnCnEuF46TQGxkR\/KOe30ENvxEv0aPEWxvkZb5739OFdOrhujMUDX+kdEedZ3ZKMkL\/3YW+eYfy9IKm2bXvePyOWHJXOw87g6+QgZGxYYI1btEMlhMVZADmuIUftAW96elOyMVYHcrwL2GaVW1wNr50DAkpulevK81lIesXVQBhYVoxPkUc02wpD3LJwMnGxbwDQMOkFVi25W1lApjn19xGILR53RihgsrpGowUxPbCV+J0aoyMDLMgGv1jwCiLxMzvCUaCEC4heZU4t4sV0ICUhLBpMD8vbHwBac\/QrvKLMOPAGZ8y3G5Ar0hPHJI3ccrA9yE6FA3kFqqZQvrvLCCQneP3qj3MjHwWPxIzWJpY\/rwYcbs5Uk90EiFpttSPwexY9lol3r43ktSzFGG6unW5UQD\/DY1fgZ5TFqqGcb0cs31sED7ucx2vhtHK9Hn56fy5yfgxi7RYwL8vYi9XSo9+Bteb82QliPY3kD62onkue\/0dg5DobJxg\/nar4GsCjjqDrhre7QOFouBExgqzUBG9cX2lehiscAf3\/i5qUmYCVs8KQp6AgvW2gOixotcZaF+Bo3hhx7KteJ9JbcLAGlAXKd9io0jU8N1RASHPGrNkYiLMhjUZoVJpNcEGm5Dq6EtonBEI1iQXIxCE+AzG4S+vmsesJM+UHnJAdITOEHqwOBXQZjp2u+PEmhF0syKjN4Bk4tysW0XPAoIu\/1ErNwEi\/03fuPsrqYz6R9hV7bkRYBNt6\/Xj8deTyNfAPQbggiuV9EbAfotRljtPHdz20d0ScS4Lax3WUR4znf9jvyoIiYg9PYZtvry9Jc9HydInr6HsmBlHk5M\/XIIJSTvF8iLk+VQGpLewFGLpMcOJ6oQUBkZnPhzXhiY2AHaiOvxbLOepU+1G20wFiOYtp1rVhhs9RBTlgGSngM1xgBPXmPehiTj6E9uZcbXFvMByA2nNVYAIxPHiM94RWVYj04UIZ2RrdiquCXSl2MdR3JEbyQP+3JAgHTiBcGiIONr2VeZHFDs6dJ\/pSJ8mDnF+0x3qm9ibU2ByJiflMUb9itzgnwMQN8s+Af3YEH2vGNPhG9Npw8XvxY0MltHC6Pti6PgA\/6tyxivB75OPRsPFdvO1LU9SjaAFHXo3VglXiwdOvWK9Zp5\/H5MhleaI9yAYZbxo6EClnwgJdD0Hd\/gp1BP5yH0BD58zlW2CzJpPI3qOSkMQmRBxHSqPF6ZW2IujHS2ShfxIbU2hYZfnustFvDM3SNLVkCshizwKx5USjVCLgNXGnnxlIGP7XvNlZhsYVi2H4tUa62UESZ9i+fq4TF8RMDH1\/FuhPg5QRmXZiYA3IpiUR+nyGnqgwycBoAJp2uYb3hVTn5INtvtuS6kPcbxMf00R7EWM4Dbg9R8dX50QtzS+2NLJLbrIoqhwZj8n2JRWPgeieH8yi9D9g0eJ96vCPGG2vP4f5OHjPGA+DTkzkh9hzE+N5ebDfmEeO35H2Jfev9Rh2o9QVFtPUe5tisGxjtesRnAHkiVeZbcsZvw+oYy9hifJ38I7fcEsZdihzDo5RY4zkVDSOiPeUos6CMq3oKF4N9AgVeIJmSZZjcPyPqtQ2nCFY9ph5Y7PN5XrK55TZLebCM\/GbaJUOw5wBCZvB6K8\/IYUI8gO3OgAUdzkGvNUy0HIOq10q3ZfoER2elnJnpipAFq4VRp7WQVq6gyHfnBoMQjV0YIF\/cOEHmIp5UiOWl8nqhpixg7kkU\/do4s2IEG7kVCNn4EhLPXg5wkRzRhjGdqsEVG+RHQmG8\/3qxk4Fnj\/x4FPSH32sK3y\/z7znFGxV9Te+0LkzFXHdb60DMN1Lvxt6OYbuevO7km4yItt7GdrQbFyD6uk\/0dzmobWcK3k6bL3hvI5Y98nYBL8ewSH+gAlm3mU\/2BGMZya8BwisHOaq2ZihzeM1btZYwdt3xUxu8lNd4HhttUkwIwzjKEpGfgvsR7f1bOYYSO51nIxq6tVOEBY1i4Zl7By4f6Ksq+q6RYefrLvq0cVCSZ9XsLLUeVniyFIB2ENxpATi9nAAjc8yD3RL0VmRAbv0isi4aBTCWstFtClx6YewiTYI+c1uZwMKGDByjzUXsDReX8WPwRToGX6iADpcu2DzmQb9uLMqthuRBe1wkFuXExJVtoBGUKrgLSL\/9qeOQ321CJCV5qxs0LTkIscCLfGnF68v1+YIDjEu88c+lHnTehgREH7SHJzD+hWVvH6XbR1\/A223JfZeBx47k8Fhezh0boC0PdKDXTmtFGE\/C6y6Ow0OdUuOlwPgaS6YZWg61ydwfkfylEIPGDwJ\/aZBFgE2wk9B1N4OuCdftl6EdqjH4Go1rVTEzwAzEEZvCkk+WnORgxBPECU98QEGWf+toQlfJOiQHsZOTtzmBIVe0JWB+VkNdzU3uumqUtJJ9UK30JVoGJpHkdS9x0yNTyrmgKdoCM+UHXchpYRONLapC2S2oWwwXawHnogFklQ9Yr+Yxk0VKggxV4zcAXxtOLYps6gQRGz8zYN+QpWt1K4XJcsDtM+QGJ3W1hAp6q7ijEMaA\/xMuvPv3f8+QfYXkTNBnXxKHT5QyL+\/+8bTJ6k4OHeMhtboLCuIYYYPgFOWucx7wcfJ5coq\/Rh\/HE34oHbEtJ8DtI7x9UMwBiPwUYlyP0VLMpacfo4ie7EADsnNaBTKSMpYyv5hjIZlsG18opTS5\/3aqPjHX9vL4CslAkfAiUOc90cbf7Pw3ksv9DznonEpk5XFEGJKsNZLwABzEn+T3Yb\/vLgSiF3hN23SuhY9FX4tW57Q8DeRvbIaOxapY5O23hJmwbuLHKDNC+QXeSV6ur39ToE9yqHivZ2Q5f5TP8M6qrGgQw9ggHQMnOmJsDAdyFehFCe3YogHGYgT4xWyAGb7zMAyELBeNyGheGwBClrhhnAzMSyatmvs1QdtWZnCCWHPlu3Ao6hxQo6QchsiNAMVG+1P7aM1ysbycMEZ5nLx0iKOcVRqgjRvYMcR5Bb9Z430ww8ekR4DPD8g3TK0MaOWOsc1JRK+tlhahtem1u4WZkKGMw8mxpUDmAi9WG6MGGG0ZdeUw9jb+lLGqdYJ6lMYb6ujZwH\/UVA46v1mVaTGa\/HPVmG7\/erL9h966XnWtL7VZKgPuTOZINGCFNU2KNvqCUidO5SYiyFY696h1RYZjhGsiosz5zmQGUbmoNHasdnwjoF5gcjBhQ11pT6QwNdBwir1COLOhVtcH5udJBtjaBOlapVBLpwHqPkWTIW+2KJxQ+HiiNL6ybzEi3sJqyNcm473EhgPA\/DjFjVGri7IIj9O247yjjeXkm7IxxJi9zVlLF0xgTnpksLF2GTnWqVIe3zmsfIxG4EPNcbenPXjx5IYyzwUFtOv\/YpKBOvhpmd0FnNcoWAXW3x48cmUifGlxg21nrCvOcljuyZI9DuSAC\/kEK\/kJKCVesEOnzLYmZ2EHX6lwoahLJpd7fJZm77GysSPyDrWhC9+JB5\/A6orXkixLMpUu80AuGwHrQcaq1\/tgWhnTtgTPGo9NyRCmHkLGwzg0HG2c9wsB0I8B1yrpDNhTAyY783coSrsC\/G861D0MSrIopTIWfwwx5wiX+5x6vYrursxB22b7tga5DiHjGgw3HNTDS4QWKEKC4wdtW0PZCi7VqwHM3TfnjlJlyuBjX5DXAwXkPgU+yoDIX1CxaGx8w4Gyt\/nAvGADE8nnzvkoA8V4MabbRr+WIJ+Cx\/aYoPMjfCwXAzbRLvCuyiQHj0sqMpWXcw+i7AdgmNuhpkwONg95XvDya02cn2BvFQ2f5YXXuQUrMT1Ojhl9jCbhDjW0j9JXrQl14thAUKOGgswsjXrNTscpdkhjaDu2Pupch1hus+RA1JxPqDBJIRYorU543filCejVZ4KmtpBQsXoLLEOOFwa0HVTKjAfjeikrS69IOWxhGcDbczWgWWOVm9dC8Wmh\/nGBAWpf+jWvlQkwEMbfctaJKCV1mBnOjh0VWTreiVnonjhWKvoNeD58Wa4OHTchK4BmNSwGzD1kCAdYdUDaBA7SGtafsCSTKRnY75o47NqZLSwJH7dYtr86D1lvfH0N6pzVm6Ae3K5Hjl47PYzldH7C8n30cyLCZTVpVB97IZuDMBXzYPaaZsgVG5oIGNCokRsGzZop3shll4E\/DIydg17fxH+sy2O\/ZL0SJFZOFXHb2IO2lulYQbVeJkIst1lCIA+WJ7IBRa0ctijXOZKrwTPAja8H6v0kCPwkPJSYds0h6zfXIBqNtTsjnznITdUX3gpBvKZWM9i8rx8puWBRJRkPrLNhidXr6lQTTIP5+EXYcqNCQbELXR70s2HudDW+B+Qrs8a+kLwOTgSob2FzES+wzqOcIodvjuZulCLfs0dsbNC2sAowL2NnWgCHHHPAmpZC7VzMha0YHomwPoZocoTtqHljlwEf9\/Nygxjp+jpCZzRtlNirjfskJudg6c0SdqxGTLslw6iqp9gILQkZDF60hPDbAm0I0WpkzAN++wgnAkguUNXfv2HdPvIIOj6OlUnE0ynGEYKccXbDFnYQTgE3O41HirwQYimprZLC22QvXCVU7AEKaJj\/r0\/z2Jcc2nNegC\/n0ybYAfXFwnU6jtKqVwsBLmbb\/i7cxJkBPFcnE3egeUiLtAE\/BrPz116QiQG2r88X+RJe81N5JiQTzgMfQ64rqaMF\/Y2USCW+uSkJkH8cS6poxkhDEtttst5IWKu2Xp04f+HjgR7hJcyKtDEsHSk6TNE+AOdJCHPkv30YnyqBxp405bUk8BLx4saJdSuVF7k6ZP\/tOzRmjL1PEcecya0Gd23DtbQYPa8pAkJdxjlTK8vXd5kCynBO4a+q27kV4rTnqF8hoM5WMld7Zd5QysQJhfspLhJOJuN5GlUipVwYrhPwEsfXAmMKj1LbVP8MyNnmDEQ\/h97mDDDIFYmL1tCeyaBGPrFflo6sWpYZcOH4Gm8oNqYjROoKKSmugjk8mObFc8peOlSqA19s+5g5Yucj6AhZpUUcKOHzxDkPCjcf2zBhAliqVyYi6DNNwdXMsfGjr+aurdWoJLQ1CdmhPSE3eb3QjugXoL5IK78oWvQA2rqCSY\/nPcAMu25DEA4V1ro0j\/mjqCDWc\/+l5A8Ow3jAjAynYQGq6JThIIREQbi4s+6qyBsRmZmBYYBlvNeH0v7+R5kJvfDrueTnRMs7XB5lus5s0wTeN07UFnv97qZtkPxNTohzsAGZx9n02UXPN3eWNTrbwfnBuhB4rwKcA7wwH9i0uo0Zyc22HX3UZXb4ynBWSsydhkel2Sh1UK0TuBgf5doWlEabCQuvxYy2RvKJ0r6FjpIi8htFiQWO88v5nMYFb7O0AH6uDAFFTbADq6oid0LhyCcZvUYAEysrZwdiZqMpmIHHcfsQE1xZoDMWvGCelWHmCVt1031izkRVWRMmYlZJAQvat7zzxRGFy0zkWNSThT11A8lRb6ZaOsBxjfiGKcPrRaZvquTgNAnvCDsntMj+\/ItmSheCG5sOuc6R5xFvwgw+2pnkUHwkDo\/nN2z22tL4HG6yOIdQ1\/OJQvBGqjRbEIGJGJuBBTPi6gVm4xDHvH5YLIyV014TVk59P2JRzvE62sMFcrOEQVOy4bOTQAeLDMUqLydNl+xV7JUlsh1YfdeoN7ExaAC84mP4IfnTLXNxWJ0qs0UFr9ae\/ZczTV9hLAT0s7Lli5XC9YqWF2odvC5ljs2jwBjzFH0swS3GlFXM1eMyn5wjkzKdlP743esePfo4z7uY\/Mi7\/fwvSOxROG9usDFoFDopBR3A9pTNcBmpVQqYXyTIJH\/\/eEf\/0KXqGMVtog90Tl00ia4JY61VsKFizhQEmG6T0hsC8+mNxbZNBHD+G4ofyTnvdSdz1lKQdcGehI\/+XBfs9xm8v05rQ5zd7mzPR1zPTjgHnKSuf0ASvJVC+nQPdS39HBItgmpsjDs6jrFnoXW1KK8KNJXDXjnGOQNrFM9DlhW0DWtS28S1Bp8OQEIFNB0gnrHAiNVstJntK4w8fOuiNxQ6dhytgqoz4z27wGyW6oWHofLh0pJLCSbZLAxnJS8YDHoMW8FiE51AGeYsueJdv584hVTn8KbsY1etm1p1Vikulf8AUAlpnOHGiAj+PqaeH53t2PU1eIThRV40rgTAez3KR4F4MJxqPSIGdV8rYpjWLCMoKC\/K0jcpGx3ZSDjwLAYVOb\/bIGxsfhHcnXOSvYUwP2G+IOL3LyhwataZU4WSII7LgqGVrTAmb6E3CGm5pLF\/sMa24ybI+5f7aWBzkPF1\/oUPa+np3N42dly7KCMZYwW\/3ycszzKT1X6BF5R8bA5sfvh9TpUUmB+bjMhmOWiBPVA0VwVz0Fo0zU1SaPnsI+RmB0Cerlkho+jCRuQgP+w9eTXQOtkNA\/dOhHKa2o1dsJ4s6ZojOCQ+LuPjUyP4R8B9boi54I0O7ZHAe6UAtW4X3IxuwS\/LnRlBtpO44FGqZCFKe2MefTk8KgwEmwRPl\/DcTCB9ATfWk0GKMLQTnNXMu0CJt4F88lOQUWKa0C4QLQZt9wAjJ\/PAO2ew6JlumiBnTXlUyWuhZPUtbBh6fijyOmjgMm6OjC5Y2GB\/w7oGcW2DXExYhaRVOyiKoaWDg8nAhjlSxggIrsvCXReHKA3y2F0jbZQNJLbPIP0IXVlnxh4W590quEBsluIFKgNzYqTVItDXOKArZC\/4OUVZ5IX0C30jgFoLki4VISv8xOZuGAQTgdviHZJTtqVKGNwk8daFcqs73xJioACyTNtEzEwroc7aoWMDUo02Ya9ZbVm8OV+StD5Nx4VSffilSsyft9FF0Fk\/QPBhSrl\/Mv\/8Yq5\/VGdyL2FPCsi+xcZROOdrfQYCssPot5DNv3\/0kPAxA8dEP35gyTrszDeuGRUWcjkpqJbECi77BUt3z8bGZ4arSeYSr\/Y36iCfesq0MjzppRLffPiKVcKrlnHsFgE2XMdCwvsa17WN0ta0lFjraid+pudTpkj+4thjfqzEHNm563MkB9p6xgjrBHipNmQCTCtt8gKLMpOqoj1ZtJlRBVMfEsbAwlic3P5mwtqahKTBFK0EsluTYm\/tt3Ugy4Kqm4oJYZbvcQ7UfbA6uGA9WXL4gMZxERkH0HgWmCi+siiXgCzH8uJAGxHCRGMBq42sxUDNeFXgCh6zH7bklXMEKDOFIyr1p1IvA4wbb7Kz4dmjFHLXFdufgxLann0HZF0e1P7o1oCX5U8Un+hdR7JaOPnBkqzeRaVs1qcxo\/5hTHWOnFBIaVWdviB30EYINxlHYBUDwVJY5L3c2jqwwMxxyBNmJXDwdmtprH8OEU+JRzloieueXvvYZK4bmdcAmBchv\/7jxMpTRZ3XWFEWENbP3yANgFRbVH1txRwzvNKPNIT3JgapAm5hDDOG6QKxWRrsRH1gKNbTIZwKNeau0x56E7DhtVsC1KnNSBRnYjwbwVYy8F6CUTkjK6sw+9ii8qOjOAPFMzZVV9YMaVK7UjfiffFjziwzBqmPphdsi40I+aMlSQ9acp3akyW\/4vJApou2fdbNfNwLiJ7CxzVgJW4mkEOivGoyTD9UAD3ZopxmQoL0o+97HCh5nD8hoyvrq\/ckYQA11XXKjbwJFgCRS\/SWs6O0r+eskdZYGjOEmmWWQBy6tAqDnUvsgysXd8Ew23DNmNlu01dWNyHl2Ez5dAQkB\/mBvtiorORRVQa4wDxZyiecLUjlbfHyIxCzMTMdVTns3CG0k0S7MNReU\/K4Ib7xtdcimKW4uk84NSt+EWgvB\/VT8N0UHkOjDIR6IRoqWV9ye5R5iWz0pRYqMxdCT\/wx5KhDDNwmbGdgLA9IqWnC5984dHSbV2EvsoxqiQ277A\/eyOQcQanr+ov8dq45rruw9uquoGI6+ORGVZZfIa5ZC8QQwWivVYXJUIi+rBf9aE55JfBDUl8e2rqQbQcDebaFilNNeDmG2gMYnE8be+2gd5Sl9kxeMl4c1wWYa9fHRnwjxkadPWE5RjoG4FuYDfJz9aJcORb6ERt\/69N9WTYkwE3UycF5IenLZRlURonwbdXmVxVOCuj4UR5ectdFXVGS0Ie1csCP5cpjfIoLUFfOG0Br+xIh\/5yeyKo0mpyCC4BqY1FBe1nCs5xyiBA7DLGaiyed5eD+EEHm64Kk8jFcMD+Gc3DgbPTy4gUr\/A7ZIB0itF2GaIfRIYdIKZunYBvRlzZYaGSTZrPpm7DiVmTVRFPWg8mtyHHEJ19wWUKmchDsSFKlD2UwUN6YinQxed38yRXEi3ThOqBj670++MWqXLRq8LJnXdFx6uVbJMrhaDL9olLl41qViZ5NW0neSucF2Z5fnAKvZYQ1tTT418vpiJgWICcpByNqQp0yI6273nz10NRNtkFYthleb+WbjY202RsJrMOxtThACJDP4TmwhNczEzEK+EjLjEvw8zWEzQH5QFMQPb+blGMMfazrYYMEBnaFzSLnM7w3RVipW3hjPXTlFg06sjiorFxzAx0QWCYRt5Uy7lAXwIfRh4zlpLsq6QM2EiClyqNCSOrlPghZHxfszVIH\/Ns43CRtS1\/\/91PTH\/\/xH6fnPvd56V3v\/oAacOMkG6b9gLhwVgLWQ2G5OAgUtlgKIm\/tViLYa1FgN1bB3Ov+xjq0HlQ3qdAfOXVYpboZH9UotyHE\/pPHQQiNCuWbKHWq0tIZxUayqCMtgIyB36CVIMKBSiUWxgNW5PKCjGbelsb5cQzDUtF1Y9DFNb\/LjSFG2qnGzIgwGzhHQYzelgWz83fgnDd2FsR4KfsDBEuPyxIYjEdeV1LauuLa4vqCTnnKR7C1WcKo+uLkxx06JC9\/0mPTYx7zlHTJS14yXfiwn6S73\/2u6cWvfxN1+rSp3TAxUPPySdPJyOwEVO3TN4KsnLRSVHZCYZEQ4BudkvdIyGzzYmrJ3gmCBdQHHA7QgVfw5m+jooi8wywYSO17VsvCN0VxcxT5DM+X6etYOfljfvkhKWiorIO5x\/iddhywMeLHbiiNsjzwpOgXIJl1X\/ghZdh7VrgjDF4Sy6oV5c6SUBe51zH3nH\/7DSN8Xz7qnG9kfBLgsjoxwyCLCn3pgQ\/2VMbZe932Ps\/7GETF+QRrtpP2BwqqDsuhR3vKb2DyN9mM52+voRwDdKbPTzwDdFUXQOs0gJhyPElS3ytz5e6ZMZ1TAM5fxpYD5gmvjGwLmzaDyCuKeWjEzJouGsTO895fYF4LEhC1m3W7sQp0wHNAji9lNeV1hdIo+k3hgr1Zai8y2ASJ7Nv\/9Or00re8IT3vr\/46PeABD0gPeuiT07ve8tz00PvfN\/3DqaeqbevbGe08B85gwhYAURdbOWDd5jEE14nxFWY2RDPLPV\/MGFNftHC9SeZgUebzejcPvRvKvJuM9Id99S6iYmQyUBsp5z6niRbuHH2rXIUPNlCBBfKNAekFyrOSC2WsOhPeigAsnXGwMbIxMZGyImNbPlC0VaWbK2JF7WpaE9Ycbn\/hoNggDRAG39hyPeEqgUCJyqKfDZ4Mve1RgWptk6mskRzw\/VR83cKIb15ERfiYu60jsMRYuiZnf8C73Zh9D2jL42ihTJvDJoDdVvYAA9ZOGEQbX0iCdHQdzV1fW0+WDDpcuhT+9N3\/lj71o2um1\/7Vq9Jzn\/tcfgz37vf\/v7TnvHPTSz7+9bSbVoJ4whDzBv3gBfpnfeSCVOJaI4uDqqeGYkKlaId1f5+h3k+8FibvQNILEh+N5b5CvsZgK7xHBOcv1lxHF7eqUV9QSjmaRgfamkCcMh+Q\/z4TXj5YaMPaocjEQK5T1ijXjU0MvVEsm9oB3JU6OU48BEEIkb0yLzZ6\/Sg8Xsugv+pH0DPGL\/PwDbPVAXyCwE8bIJR8XMfUUBHqnm8waOV1f+b1rhdjnudBCayBBdB1AkYp11HlukGViky02SC2NksGLkkedqftu76TrnTza6UjL3HRdOSRRwpdPB1zzE3Tm9\/85nSPX7ohzTj4eIQ3AGR2oivrhWLBpKkWThN2SKA9h2Zg6GbttE2hHtpnf0EwJeniK4\/Ky29JZcLncPKjsU0mwMdYAKuTfSjZxuOqYH6CZd6RuynmUv8TPGKgvyono6IGpQ3bwlTIYwVd\/nZ2pAZIhO9wpQRPM9sgGVEuF3Wq6NOQAX0Z5Mt00K9WoShhTB\/iAaxCZcRYfLytMZX8IxaUTkUvB55PrKN0PhMa6QGKVahG3dZQvyr6rbbxVRtfU\/A17DEH0daYfx\/aajVegSjDR2rtx2pC5WPsQCITRnltoIpHHWwC8L\/aIvwcwG+ctf9+pPYUFFWBbYo++9nPprvf\/e6kE088UXWIlzdMSj4HCuXxjU30QeH6YgcN9NGzyg5sFReI2Ss\/lAiicL8BuQ\/7rVgxQbgFV0TVdWLrBePNH+MBubZIJeuzXBDYGlCM6QwXrM0S51IOTja5GKMwnHImnpN+eN7l0wMf8Fvpt35L6X73u1+6293ulm57g6uk7XLibtstExJikDyQEPYKWSMHNZUDvhc1BvfFS2zdkq52rChWe+AC0JMz\/3YAeCGfeHXH5\/yoccnllzoUop1RlqMgZwwgbfIfUVr7meQCt13stomOMeRnFN4vDhwwZQwztYsXMXjUJC\/kAcCumCpQjySgX\/SBIpQMw3q8mNaoL6xWJ6Gi8XskB3UYQOMxN\/AeC3W5qO\/V302W2gjhR\/Sahq01I5pMwvOqaZssIJDGBi9iwm1QSIkfEG+QuKipXF9mA55GThITJXyc6KsXRbfJPJDlTirOaPRlbdsQQK5BjYBWtiqhDW0vyr1tHbpaN48U73znO9M3v\/lN0jHHHGNSQO04zdrJPrV9D3XOEllZL5mKKccS9l5v5ovnPkhkIB374pfJRsGxzb63hP6gX1\/5ylfS4YcfTpl+p8nGTUqNCYrjaZAKTAAvCVuw3\/72t9Nb3vIW0vvf\/37KFAysLEtpM8vkWidH8Hvz95oEwubzwD7O83OszIHWAd4a0B+hfA0AbIDx4kYTNZQ2JhkWJzNZhVhaKhhB2YVwW4kheRgX2hJkHnJYKA9xNMuQZKjz0mzpHwlJY61kXknrGH+jrBPe1gJJoO0Uwhhrm4FkIkhmO4YL1maphY8W4cz2dN6OS6Ufvv2x6SNfPtNkhh99Jb35Q\/+Szt41MqJY\/XiH4oR3IzwjjLyJJTDtskJAA3qwjHdru9AX69iBhexo+VhfhCVMh5jrHHvmvJY82kmFg51eqK0N9UWyiV1VveL90lwo9YOKlgIiLOmyJJCv5qzTbzcaiiEwHnBeDZWALDciMiNs4BeiClKjEsf4HVoZG3LuAr+UctnLXpZ06KGHmnQmYjqBz92Ug5cVaKBKDr\/Nl69nq1IffbnWqGiXarnZgrBOcCNEf9Cvy1zmMmq\/axfjl6AhuKM9jyawA9dtAzdjA8T4sd2ApjlukGDneXRcHLSw8QDIST2PISU4mg0cmvY2FZNted5eTmEZm6ZEkUnHJtcB1p1MVqHuRF3rOhAX7M0SwJufDFcese3pN4+7ZrryxVK6+13\/T\/rAx79k8nPSK174\/LTn3O+mQw6RYeNj2QCcCPzjlXKyVQSZEE7C\/I5\/BFBNqJcG2mrbG18LRElhcSIcOTRBXtAuUnnn6BdLyJwvdfi0frhI1q\/QwkIwPkqtDlDrSkzmpFxoE0f8Dyj9P1D8X1AUFv2mInbC8tN3QZqCvyPKIIuM1cYN3Y628uNj4O\/nIihvxagPTbvQd4nBuDQmpHPjvEP\/mKBSXiORlxtl\/uiGawo6J4lTEQJ2KFYm7WMlsJVYDu7vwhwPBBuFD11LinpDoAjOBOpOBdGv+Cqe+MQnpjvd6U6k\/\/iP\/zDpArAJawelPfXxc5h1G3u+g6\/I50RtI8mholquzcX1mddpA0p2707pPNkcSbkXm6S8UTIgNgrwiGFU2QAIZoS\/lK9\/LR+CKQSnpdCxpyjEyukZAzH7UsZLqYxx8TFU+YuNcd7Owu6NIEYiy6oFY7FK4Do7hZwLLkb\/uP5YYZXrzNZfTbAzormVgkFmnnarYPzCjuECt1k688wz03\/+53+mT33qUyYR4BFp2Pxc5\/gT0p\/\/1r3Sti99IP3aTY9OF73oRdMVr3Ld9I2dl093vvXN0w4MNuz9j1ViU3TITkxr+s43vpk+\/\/nPp93nnaezgud+ILdbsGqntS2mpnY5VCeFYFYeAyMInDQmT27wtqDZCkrWzaqqT2BWUgACLQqG9opNvEBbxlphd+wfZoKVMhMlG4fH5hi0CKk43D4DdZe5Cvk1BJ1m7Uboqb+0TlknjUWoXNCON+NNEdZ6PvQQInFNgJTXvLT0NVPITHFQByNDRzSKbNMadwK4qBJLpTHrYzBAgrFxWYTih+\/dnHrqqaQf\/ehHJh1JyAfO9blox1cJeiuUrJ7BShR00HTRq\/TquKverHCDxGbJNtMRVS1UqvhV4342RNm6Ia3WaUod7UHo1EL0OD+oKt\/xUnMrp+B675aXi\/waSKtdHw3nQZfEnBzYLAyt\/dhnE1fkaNbDAJV9yb+Ip\/3LDuF8DGyQ3vjGN6aXv\/zl6b73vW86+uij09\/8zd+YtoNtR6TbPO\/16R8\/dnL6rd+6L7+r9OgnPz+d+LjHpEMPs8fa3ADJ5sc\/bhNgw\/V\/n\/vcdM1rXjM99EEPYntvfdObdJd8QUZcxNWC1nelgL6rcB3Klvf6NOZZKRbZ6gkrkKmuNh0q2r8Y3WwIWhXqQr5h6sMuT9Zl8g3VGA2UjfsWkE74EnVrpSacV1CSd5kL4o0F5MwYYGsU7bzqOlKQ91Dp5TBmV2GWkWHKtuje\/va3p2984xuk8p0lGfO2nzFcEBORB6iXQ0vumOtlhn2WYz0uQZcB5NVdkJmsV2gt+oyhROBVJtd1lbM11ompQD1k+yYOEVvWGtusxJ4DEP3bWAIx9XHx61EO1THf98jZZNa3oH0E+x6oNhsp2g3xHEy1PoVFLW2TZJbP5iDAd77znfTsZz+bXwb83ve+lz70oQ+ZJqULX\/jC4R3XevGf\/\/nZdOc734Xv7gBM2m1vc5v0Uxe5SLr2Na6ZHv2YR6fDpf3zzjsvXexiF0tnnXVW+uhHP5qOPfZYrAx+Bu8XnSEQbUTXE\/OG2rfvmlvZR9H6SQtZuWfjA5gSNXfB9INMpOIf9+Dk0r9nIoIcr4Pw9A+\/qfK0pz2NG+EjjjiCJxXegdFdkvLS4cs8XrigxUdrFcQOtrvxyF+ADTA2GQM7QTx1fBPVA+ycfMPV2rveQZtqMIpOM0fdZW4ndf2RQ\/g4rArDEVA7eZeucKcICNQxp9rYUG4yt9aSX8EkrLWsL8Gy6yhys2KovqwqfKxMgbBh+Dh+GWBdF+XmkFVWVjYCr4Xw0xCH7thHjMnHgMajT0wm6+TQ5O7gl4HNyXPzuSFiPEFeiyyKEpx7DwFNWHdAnBRoXFW592K1KDGrvAW9\/oxFxLqorjuekH1X6ZRTTkk3v\/nNyeOajGtzBvpC+za6tMzhRWnnlJt4W+LHTy9QF4JaVVbBQX724KkZ5QWxDh7v0x3b+NWO+joWryMtqvPCMgDQZ\/T9KU95SvktQIFcVcVK7fQaRYauHD82a3Fc76CNA5wpg1Fhwbi1xuFVRH8UIqzyLworFZ7vKERdt6vwDLeNfM\/vfLNZOuOMM9IrXvGK9MIXvjD95Cc\/4Rf1vv\/975u2BhbWpS996WbhrAf4AiJ+owKboB4uceQl0q7du9LDfvd30\/Nf9KL0E7nZDzdLZtwsgghOqrKKnulE96bNnYtWE8EaFb1GXOtFagopZDsi8+GiIq8AA5uzdrME5F8nFhsNUwJouzj4iagY3SwhlpS4wPFXkREzxAPiqTO1lvQiowQ7p4hRm9xEaQvZi6WULhNblvAnk+M4BtmxLXign\/SkWO1w9NglOkA7U1VdKOYCV3hUVau961CqtnI1VKHFINed8Y4CGCsp2jiVjystaVZjjIB2boBe\/Ah6tH65OoxXHqNEnclQuLjXKNqJuedQIm\/XMyHzYJv\/gjYnCRJDku+0kQFBFGq8EhVc7a\/D4xamc5Ps2PhliNxssLYLbHXKIeY8iBDnBrxV+S3EMG5Tm6VyTrXRZXyX2CyVzVo5Mnn5yZslHFxFRgNSLFWqmIvElWJss+Sc2uuBBVG4\/mapxAEQl2lKZxGFfUIIHGiqeq2EdkozqrL8xJqlFupDhPyJrEdT3laECCDrNjiGQRCD+B56iPE1emfWQQk8ycF3hY4\/\/vh0u9vdbngTDMBN9fTTT8+\/XrtOwq+0jm2UgEsdefF0l7vcJX3lG99IZ59zjkkDxvLGInEaA1Qk2FHSAXS60EeNoItvX1rQVQ6MAYzYRrtsW4MmZHDq2KLnAbwR0feP0D4V5NgohdG6MWPo5IoM2tj7DDOb5SjZUPlFyMtuCOlP9a5wAJcv2++Z9jBb05jWUdBn778hMwJXtxfkAN5sMkHQyhpSE2FlxEF8uZCKmiC0otaZDIh8i8rHDYXsnMVXDPDGEfStb31LJCLHWDc+OV\/KKCp1CgyBnY8Z\/lGeeTBLrou55rBz8iLU50DHZpMxZwiWPXeWNJ8DW+UjCLqGhV\/2lYI1KlAxuaOpduE2c2yJ2YYVzrcfw3384x\/nxgXA95Xe9a53kQdw43vVq16VDjvsMJOsD9847bT0zD\/6o\/T9H\/7QJCk96P73T8f9yq+Qv+F1r5uuee1rk7\/QhS5UfwwHcMFIyXeCNjX8Tbqw2n3K4rvF7bAxnsyYjejcjiZywN+MQsl3PtCbgbdjT1kI2PCi7DbGIka2sRgxZwDvmvD9LYglTt6wRTP+FoTE8lyANo6g92RpLjRLtIN3iv3NKU4LbKrZDRm3YQbLwX\/TC312skQIvWAgJ6mgTbcxuK8DddoLSjxEUV0EvEo\/o07s8RsmVnr80opAKngI4l4a22tuKb4QIQ8VqIXlQyAO44MxwSJoEG0zB0IchIbAhR4r2FlfZgN+A5fSH0XoTw+h\/444Z0DxVy5qe7EHKRkGc4x2duo74p\/7uZ9Ln\/70p8mffPLJ6Ra3uAXP4T27d1Gm6ESe6FzuhtuERYFRiT2vTJuYbas+otnfisatAnTtuDp8WPJM+ZzINYlcdlNGw0Cu9bEnS77e8hquMpTWeAlFCaZAoyK+\/PCahqpKFeAlFuLLzx65juYxsbZyS1JFHpBDBRcNha8JmIFBfSRSdlbEcctjLhj7GM4jAWibaeLJkrhyRBnP4lhjcW1qX6wlHDSARvUDywDYID7lGjukLXqvtI4O00efZTDyZOl8u1lqgXdY+B7K85\/\/\/PSe97yHf2TyCU94gmnXh7e8+c3pRFlw97n73dN9H\/hAbojwV8BbYJOEv4eC8hOf+ES68Y1vbJoALpoFM47NxdRTIGBOHC68CRtfJlNx5tjgYgL9wnym4Zulg2X5Ik\/dfOkFhheZkDouH7ABVTYGlzvcFoSnqK5zWQQ0ebOECtU4iK1tlsSJSg0jJYoWiI1XHV4Af7RR+w3MoEcD1sYQGicCbWl\/Wp3JCIsFOxuHpYFQ2RWMxo494jhlFJsCkenPKIqHxy+AxKNOxeiB42qbJb\/xAfmN2Fo2S+4DQ6ER+2gVbTotiloN8jhLoevLHYu8gs1zPOrqJEMuny\/co+hGxdsZfBRmtqMfw0lSJSbI8wNEsymbpXDOOrJvaF9keguIhrCQVzAD8pgI4tpeZrOEznqcMh4Ca4x2oU7ARIVWAsYEs+hjLejRmiA4edGphRlHn2WwmZslbETa3y7buXNnuve9780SWGSza9eu9LrXvY5lBD5Swx8gA1a1wc3kDne4Q7rUpS5lkpRe85rXpHPPPddqKd3oRjciOZCrPsIumGODTc8NbnADq6X0gQ98gB\/P5e\/TCPDO7zrXuU7+gvdjHvOY9LM\/+7OmTewL+uTAu0R\/p+jYDJvRObrPfdJO+wLkvrLZJRvb1732taNzjZP6qU99anrxi1+cDsE\/vQxwG2DVNQNEm95cL7NmcJpNbpZ4gcHFaBM3S+5ONQ5imzdLUkWbUMnBTTPMB6GzfYbVxYnfATFUJgLmSGKNslHQWSPgRsTvVrGihTJesVhILozRbDRhlFGhjQjBfmcUmwo+hm1Mq3uMHLWE74aLmDLljVjOH6C7WZJB3FOt7xjNMNa+mMZxUEOhEXu3pDrYdFoUtRowvhnkNUYUefYno7Xar3iBz+cLzw8wYu22WrirMLoxmbdZaiGaNW6WMuxNMPrIfM0N7jCnAyAC\/RcvNZixmTjUrMR1LN4saSzGs82ShsLR4lhj9TXIS0OuBnk0yX4ly3y0ZtqQQ5ih2y+Lkc0SOrVhfOhDH0L6A\/rJT35iFottUPb08HOM2Xz4wx82i717zzzzzK7NojiPfexjTau4\/vWvv2k2j3vc46g79NBDBzoQfCIQcx02simbtFnHPALrsOnNEcjnUU7qrh7kNsCiOMAcm948LrseZDO2d\/fu3XI93aMCFKQ9e+UiSR1tdomN8BHZxwBbt291qLveaQD4iHzPbrSnxDad9jRE+S50Yq\/cdPfuPu88o3P37j73nL27zxGSco8T6pEgE3v4d+M7xRxAMhZs89zzhM4tdI60a7EHbUFmdrtHCD6V39laVyrt7A3k7RaKPkOK+dTxz9m7d4O05+yzK2KOhpve9KZ5\/X3kIx9RoYzl7nPOZi6am\/XHiOMiMpLXSRh3mTfQeZiH3lzEvmGsLEcQ+h1oL0jkLIOcuhwD4yW5iiyPX2wPJGspryejPZKf570LJdYn5FhDvr7KSSengKz\/XFfI5iiPnWyWTCoQEz0no73zer7yvLD2nTRfyxX+TQ4knIu29pm32O\/GOCNv+Mi1ATY4r\/Vc19x349xFu72YZkO7QHJlgMZsCtBX9BnX1QiPQT\/EkPZ275b+4FqQyfMUG4wBxt36j\/7skvXAa4QT51TXYlmPKOs1ndfLsoQ1OEmwmaAR2HO+jeEiF7lIutrVrlbRta99bb7jdSyyQYl6awM\/x5gNnkhAfsUrXpEfad3whjcc2CyKc\/nLX960Cvwtpqhfp83lLnc56v7rv\/4rPeMZzxjo4ROBmPvCZh3zCKzDpjdHoDiPwFWvetVJmzlx5tj05nGZ9SDnGss+mrdAI++IEMNpCv13v0PsFTN5r6ztRZfK3ZSUWYkCbeR3lSAFM7P0stSYYjWBOlwBZa60X\/92uyImxf43KpKjGsWowKjIGPM7E4FQ1xgunEZu0\/wcVVMRHnIQ2j2KJ+MGkkWBI3HUUUfl9Re\/z4dnAR7BywGyQiPrNMuB30M0cQOuIRCNkQpGyGQRQYRsq27CDwefO4tlCZhM6\/kvbkcSyJlhdVYL\/LJDu6h0v40CcWIU753Loq5NzpBNWr3XdfY4FzEcKqxXQoWNSwUxG8lgCLMltXx1DRIedXwlBOJAahtlzgCYca2zdLFA2zKBNcr\/Tcdg+wfni+8snX322fwr2\/jbRfJOKj9G3TRgyHoLMWKOzTqA2dsHzczCnFzWlK9\/Zwlzjs3ygQ6cZvKukBc7p3hx4CYILympFxkf2xva09TrKLHZY7wAtBXhm9ACbUvDaCy9GJMNcIHYBFv4GSeNoSztxetZZiUMPgpkniSTjyHEQGPsb5RJBS\/8IFxU8aNAdoQWBmtQO8wy+gBtSlpvpcDQdxJubKF6EQnYjSojxIif+wSgvzvwb5XaeTbs2tV8RCT2oS2mGNuXeMo2a0JsdO3Rg0CVJm5XVKp0iD6bRBsAjbhSENUU42A5qc7yC8ntQVDLjTnxYyzkL5S\/11ki5BxEZNGmP4YT6sUBOLZS1TEucrWTI3OQuWn6ScDcktm9W64R5PClbdiacfSzXMoqtO8suW2A2ilcW64Vxb77MRwd63XGNG3t+ZgBNKUOPzy4NJRA5EMGQVyiCnKuoR98pzSBzjjUqHMYYOTvLI2cWQcXsCD8htneNNYKrJRdu\/U3zJqbUQZsoMf3A1BydXXAk2ti0hbF8Hbwpc2pdhbFAZDLIj1igCZjmA3eYfQAOW0m2oJ80dgEYLM0wOwYi\/XlFN0YeKE1vgcsW+iXWb2I6Yj8PNhNBO3ynLEEBpC4lJs+25q\/y\/XAjZKOmY+dE\/TGz8lVwy0E06GxtY+SVZTYnDlZvnYDynV6qUsFpMki5Gy01FC7LZrVwuC1QJJP5uE3SjgEW5JgLDHLOwJNqaf5VtDvwOgYoQrjmvgsAE+Q7BEf04JrC1Ur9RD0LFDKIbcv80UKG22Vy60rbz7MGQDPYKUUV+XNiLkyWcu4m3gLeim7TxDaYl8KfCp5zpP3so\/Sc4SqY00imiI+CevfCf+zUQjfe5TrLepVTgFoFsR5Rd2IMFPK3NDJEKOBj2SOA59143yxWVofqikw2EbCNgJ79wiPm\/4ukeNGDfKNBHkh33hgU4C62\/nGhbz7WMk2gh43e25ATOYU6+B7Nk7+TyexkAc2qAsxZ7GBHrmwLqXbW958xwSiDP6BPAba6dmcZ7HRZ4wdbHJbokNbMT\/ykBnv9fbddAux2yv+6Av\/uJv7gjx\/EH7jREq+E81z7aUCJz2eztCO765qfUa+OIyDF5AeeJIbZXhl9ZO+bW\/6Amm6bg4BFBXbbBHlRSrQm1q5gOH2itLri7DYRi2infGTrsjLWGDU1sZwwdwuBOILtc3I7YXzNEYrgY8XEn+h5Etf+hIJT91nITRZxgeJt5lPYANjVVpBmyh0\/XDNIAcaOM+KIvKOjmgcSHqjk9zBJoSUhWFrQ0p5oZsoZ2OpcQmwJtq2WCuHwFtdgCa1WT37FUUaTLPoQMXWZqkLzGC5uWKB4saKW2Y+cfkW2sjsct0XTLaBTshu2npBhInp4Rtv6i53uI3bYcMR1ES0cRKZL0uuQ7fBb1wwjsWSYNQjaLbxdpRUL6hiCFk7ctB2yJoNN0ZCeyUWxwB8IY6D5MANHUh8oGLfwOwGiYw6iYENKg06gK+3KTbeX8akXEttQ+Pwc3eS1inXxpVkrvWCjVqQE24jRfzcqbKLckHvwm4oHurjJbDo5kntVGz2rRdD+8d+Br6G1OGa3aGHnXNgSmx9Qm7Kqslt9feMyBh5uxVBhYPGZAos\/QV++ERDbfDEQSotBahP9GxgbQNcIsY7YkjnI7WAfyR8lNDa1f6x1iNASuaJUvpsH7Xe9a53TVe\/+tVJ+Ge6sNlrv4VKW6GSi46liWlbCIoGtAEjXpj3TCr3WHnOXGExy3\/5LzZ1m0K016LUMadZqDzrJnK5gDEB0avE7Bxm0JvXUcT2iNozt+wmbZOVbx+8FDtgPnBxYSHtIUgAf8YoMp7TXseAE14uggRjPJSRVKS6Ei1GBV\/qkiVdRWLrPtr2ERux67mApRx0OiRWHtdo34BiOfTyB83E1mZpCjIPnCb9IWV0B7kWLp6HENEnbooyqsoEgl0vzqwwnRwjXNbTLQEdXxybgLK4\/VrMhT4B2LkP\/VhVnpsFK3XjgLoWSnJQBxzI5+uMHDQ3h9lU8EDrQbkI1HwFyKmr227tvd7fMIkeL9oUwugpjUHsLG7Vnjnol3zB4OB6ja2slE5Z3pAVHgu3dWxndUvrL23CCQ76JdAQx2Gs2pmPVVgMTXN6Oc1SEJHvwx2dInRd+WvcrgOOnfWBLsUnfofP5ybHt8I7ZGdJgFpmWDtObI9yHMZBtRysGTvkiiqMSswik0OhKBeibYUiY4mD2NEbPhwgR+ONaiPqA20bK+ivPD\/0IDZZ1zMSWXV+BhuIraqFCLKpz1e0dyVkQU5IHfrsPwG+h8QbTOkt3kiyNN9A3kom2tTkfvIjwFFXXphWg+p6UBPrb7afgzpe1UIVB5XxwFubpS76A+YDbPNew2cAOqOhkaKOPmLUQxVzCb8NYd+04xft0aWKNMoZ1YeocSr5SydBXfMmyScmT5CTgE+lwNiJTGKkLsxrnwIX\/2pzMgK3G9jOSXoyvI6KBNaqoD9GoSGbB8jwmgb0PRuRLXLNQH5aKLxicsMwa+gLubayQoUCZyqtoMh8XGoyKSotasOaHFYfjFK06SHHkYP3kd\/fgogHKFnkDRTlZIyylRiFTU4D\/201rj0SnnrFulCLKAObbV2wGL62eGzjZWglvnHo9aGPGKiXUy2LcTnnmYCWF9jdWP1cJ+i5ZIxlD7lThNfH\/ALwiYBtkDBcHN983azTacuMqhn3H4GrW4roNRqg4c2RSbcBpjBtu7VZWgc4xstMisN8lnWF\/Vwfs122CcVqXpPoLPAR4RCLFn5Wg5m4Las60+Ccct1asJ5A3Y1PxNxmEIL9WyWvifZHcqtaYbvK9hGVwnvVQtdVHIWsWA8mkxO0DcG+9SmyiRWo8Nzn9GGRzYKmFBKAP3rrpoTzpnKfwzyVfmJk4o+hcArEUKK78ayjqExcXijDDR20NT6g2uwYX8WBjPXWuc17LsQvtDkapxF7tW\/dl2o\/oPPcazutNb4zu6ldkMOIPkMMYVvMZviMYeDXmxcFpaNqEeZYtQHE1fTMAM0HPuNBtjZLCxFOfoEOJY5hUG3eGukk6qleDd7eWLuUS0Oui7Yu2yzU8dHb0GOrYmT1VWlrTCoDeKY0PbMq3PHr5DGUv0vKT5uc+HTJeTGMdacA1HpUYyhZB9gX5sRqhXgjisR3iXzBtZ\/XQC5+SuCNMlBx+6FBZVqBGVTEriA\/EN7Rmkz1AaE\/5bfdLAoajOaejpMBvi3YFsly8GqmIlOUpystSWZ8rYzg2osPiohzthvfNzRkOUp\/usMnSsaTRC\/kEWJs8JFw1LGBE2DOFmvw24eUy22GpDbx7yQxprAEZA63mYD3LbcTeK\/n2BXUbzm0+YB3AqzMHZIc+LI65FWzsaLryiN5CJWCd40hzHVBRwaRELwx0k6ULwO0F30YMwjAhqq2p+TIskFf5Mf91cCZXAzgN7WmzTkILgTDeKxW2WBrszQLOhX1hLTT4yfGklgwQWsBEovJCd+u2YVYMs9++EaKqlNAaaofpQ+x9QVvlM87gGWJl2eLFwIlvQnol\/kp8hcqjpkDB4\/gtTSqNjsYXHRWBPtsFDG46UyAN07a6vCoy2K\/CG1fCD8kySl\/BACdx7e85Ibvf1+K7ZlsuVaHkNaQgvI5F1RUxtL5whRU+s1F3ZRw+EUGwdvf\/vZ02mmnkY455hjKAJ0WGyGU+tOBjoHGliMHQJG5IOPYg\/BCQD0UqmR+VOj6Mr8FKGthMTTuEOqu+S4HcZzZdh\/e3gox3EXa19\/gZcXI0A3b2Aiq2lR\/fHxm9lnnhowcytgiTBnqInc01lY6rM64oMwYAV7OwzCDBhPhtjZLFTCUkXCU0Vs4woJoU4fYZ\/Al5DTAfshpiDA43SRjiiMGPYyc1N4aoCetXtQdhROeAyeHXDqhDgsgM4LIz8Gy9uNY5sYxhg1501lGLw5gwDL3Iu+HDjX4JrNcrWYrWEHu8yo00bZH5\/hR0kery3VrQuNYJZLdHVRfSA8FrT6rPZQgPhUeBWzMzsfx0pe+dLrSla5EOuywwyijzuIW2BjSvyhjm3wWEfz83IkyYBAHBckZ5fnbcFojwDspxNbMJ5FjbxyrRKl89pRavLbMg9ijH\/LD6Wvc41gBWS0KnW5jKj8oqDQUXn8JxmDrpQvopvTSIJpks2KmvNtP+dXIaVf5T6AKXbdjw1jQxIS1e0CVqaoIjWBrs7QIdkJWJ8HYoIpsqfN3\/ppaK5ZJcVMxlkhc1ZGfAs+UNmCoWwxIIsXQuH3ypiLEm2n4ciMto\/EiwHYJe7\/RrQLNcZ5\/9Y7a\/Fr\/We+6fQAj2\/ipDGRyKaZDSw5IAwVzwp95qPMaksbMdTxxwkc+C1CiLkKxtNQkJzmgHxN9qVRizyg8jIOxjTIm2lgWOS4\/hpNSqLQl480X2Qw10yT0KCUGXDlUcmESOwSgLmTRaUz7xk61ofEIWwc4Ktc2oojrZQjTWdtM3fi5KNHFibvUOoCPVUGsi3cOUPspiix2g7zVWYhAx1LI5KZwpkHbjgBBJ8cqwMJ6dhw3yB2d8H2gTTTLg9QRyGg0yOzgCpp7PKHgnqWZMcoYCCpsbZZmQQZQRtgvzqjzYk6dAQqbBT0qdQFHrhXzWZWqltDuvJfaW2FsUxnC1ctQ7ugI+UnDE8dJ4P5WnQ9xYLsGxjYeaHmYd0kOzMnt7KYN4u+tK69p8r238U7yEoZTJDoNxYPJAMgLUTJSb+GyctNS9Gx7cD+JXvl4e3PjKLyjJRe692JQrmwfHkOM4M+i5IMj16+0B55StC1U\/tIz6lQEilBZ7jt9t5M8ViZsKiC32JWccJnmwpgmZumAOWRiW1ZLgOldDF8uMyO0QV\/GUKKt50QU\/vTTT09f+cpXSPmPUvJvMLmNUpmiIiNgk+MCNq72safWMV7FzENpbuijyjgi1hB8lSD3OAiitgD9e2DMEgsYM8W8tv\/uR9eR8tryapCMeaywTdpCbCG5UqisAuyDvGcCiFlex\/nODGNfDaJHJ2BHniKBMJCj3iU5BD7\/7bkZYDtoD4whsAof2BmwM0SPc908gTaRUbCjynKwWv8xmkaeki1EhIGOWDye+xVxiSxG25n5ngc8Ytcm52yJEYtm5sZrEIhVHB2RH2LsfNcb0erwTcUc0NLM82ZEyh4tDekGvEobwxhzovZsIFtqlGiMQ\/AyWTXewo+Nv0r1Nlmg9dql76\/wKA0aQR6upvPaTm2Mmm42QPLDDVFKd7nLXdJVrnIVEv8o5UwgVj0GbEHZpm1F0SnXs+nNo9gFU7BldLXWRQg0YpGBfvTX8DCbjaHEU271+MOxV0TxWL\/H24bMCGORZQcxQpe6RCxaIctja7PUBQbaBzuu1MhbuSH0Znp1wnuv+J5uIaGoMBDsH3iKa8VUQG2wnfX8pAkCv+jij7OxFHunPSC1UYKDQfj+UtEbUyRKwxqLciBf\/BEUbXh7qhxpZwjth9hL7BxzJjlKvchGQRO1VWv3Qcah7zwCbV3Bur2dLmPTUH7s0oAiOZiKvoiBpyV4J2\/x\/CmTP2mindnokxUj1v2MQ6zSK8rEz0mMGQukdbUnGXR0ArLObZFbkx9ywI\/o4j9K7v5RSisj2N+gr3i8GFspA0myLgxLGKCwskFcMwPQT2zE16dt4T9JBUZiev5ok\/+qyNZoRbQIQJszm6zOsBioDYq6kzNoJNeH0NxxTqqpks8JCFBfngIWRkZOeU3QSiM8PcJv8xqh\/5RFmylAPUYroLjp+hoi9nUjGMbAzJf2Y0d61MfWZmlprGMyNwfzprzBbMODEIOpqkfIuWmEk0wuLvgek15khDeWBCsV68F5Yx0unkK5SI4BOst\/TsARxBuK8+vA9BlS2tAeKODT6zLlyiomx8XgYd20LYFqjKUEazKItQrG7Kz0jZVZuFsXGgu+ahOpqdCekNyRfj0V1o5xfIlf5PVjtjmoAhM5zwg21sgqmE4K5NBDXE\/t2ortgdMag60Fvq6dMoQdjsDyqGLMCliM2rEoCHOI8RkdixjL43k\/Veff9xsQdbSm3cYxPw6649QHs1N2FUwHF4T+r9DU1mZpDvIECNNMxtJTGx18wlalBr5WnGajE+ugx4IBiF1uh7O4qpTfEwjQCw8ZHHS8aWJ2QafBpLRq0S2PwQ2NYTzoJsLCe1fa5lZr3b2Ct7C5j7xZgDdyOcyNrQC5j7nHtCKXDSjOsdCGscLwCdAYoMqE9\/ZK+Ml+KKl3XkmfougmR5WlAPKDlSArvDDgM6FushmAKRHWX7umUK9lgY\/j2JjQz15uNojSrHu2EwhFBM4zR+TH4DZV\/u7nOqN9C2lb2vcesP1Of7bxMbZoMRYmU8AWMbQGqD4IaGI2XjYYttsxmgQieGZL+kZXB+uuiDQF0bfmTiOoM122zwVbm6Up8KQLs+Dj3EzM6sO\/XiCPSANBS+crzOyQmPF6sWT\/dYOkZAIlPN72pzJQmQ1fKOOTKBpsDLwRMN40cp4zwZsd13sHIh7RKNiUtofjVMt1nGCJtuVqBD1Yz4c5oVQjHksZIDcati2H0nWxW\/ixjuhhQjPjHda28pFCBUWGVZBvQ5CBtO42KIKN+ONYwkodT7LIZqHB6qRK0f+jlBgdZ2vzlVHyNhirHxOF1Z5zEIMsVMDFqYdl1\/EQNn7VcVWMnMEWFMUgvjtwHYq\/1HOUTt+qGFTTQW0zqSjKfZz0mlM\/VVI7tfX4uY3NRttYlUBUzMGy9oripQ3zVFJ2KVwgN0u+sJbGkoM7wIrNjiKfBDXxDQr4Ax3rzLG5YSiCzMYmAhctvBxR7eeSR2jrhMckSSRcpITAZ7kcWA11BeRKPUyt0XKD0u84jMMbnY7VJX+Rd8TGwDeNezNWUluZtT6Rjznm1mkiKRQI346NjiMZHIyAwEdxC8bXtggrJaq9OnBb3ATBI0n8sJTMIVMBi5pchhJMLaMEpYmyTYWxzqT0tre9LX35y18m\/fzP\/7wKo7mPBcbLx9JLIOtZM1QVS8yMcnpexxf4AOGr+E49IEjpp89x24yTzvlYLAV96TAxlhZ7WTRRMsbk8q7KSmkMeXfbbL3NKLvE3\/LrBAhxEWlI+loZFqi03MkhYrQpC7QICJ+bmGE\/G97+GPVxgdss+Qm26ETLaMZufCgPHFRr7IIMv3j4YNi5wOvlGiZSb6MaPC4nri0hvrI8GABNdRnwhpyxekc8DjdEISY4VElF4pVZyJsG8CrhcRIYE7hpzRBqYMfGrZVvYHy7GMSzROVdid+CeAQDlMEzqEUXsG1AyUDe1OOiCwle5jKXSVe+8pVJhx9+uAorWyDUhc01MtE28gXDjPt2i4FIw2gbhc6FxvXo9XmzAka7GOOOt7HMCOm1hYzxZGo0c6q11kiAlCLtF+zvBLTdjbR+gdksxXci7c1hFDCHDx+huj2GzKlAQ4sN445QK2rR6hdQR1TRUuicY5uOsSTbjmBM87iOoJd\/9mdNbYz49E1e23mszRShRttAMtlKqsPk83tNgfjxm1C0jSWgvPsLDxk1Uk6tT9iK2m2KjxwYz2RYt04BsZZjSOnEQJEciG0oKvhoaT8F0i91sTEOSkgqW9TcACy\/SO0iHFRXuALkjJas60o0lENLhH2vRqqaH6Bc9m80dTzwIhVy2zLMpocitEtLYd0+\/40k6KRAfdsOuaZIuXf79rSHcvCqVyrt8NNdxLK1xOATYI7GK+iNAHIsvyElrZna9IO4rnfWZtITQ5+kVCut0xRyJwKl84r4BtbXpTVBYhyXLYLYI8Z2Ib74h4usPeaKUik0Ow3EjI4kQEqEZnga1TCzfI2gHmMuhIn0WK4Xqn67FrCP823Zpe0o0TeUogZ5D1vKaRpsRERO7ShiDBLbxxoRIKbTUnCHGCBSqElDReMrGBTh2UW0drqus5W79FwH8QvqO\/4W5mMwyILeXG7hgEVvCrsYMeyeZ838D5eDSLKdMZkHRhoz02xmdjzmG9AmILe3BJCOX+SXxlhfJN6qISsM43vYOnxjN5JWuwUBaBrsfRMQNwMEbEgxeOQVvnGYO8\/f\/va301e\/+lXSOeeco0L\/K4dNCqwGmdYbowikYOraF4xX5uXpwLiMjtGKqDKIlc08VxbBh8g\/SSNEgD6z3yAvIGNN7PdktoDbHXaHpcmcG4XH3udAm97uVPuNbkF3FPumP1ubpYXozBZEg\/lZYcJ8bTtt4YDE+NTYBUsrBVwKckDZLotcj++T4i3X37n1HANl9eoLJ96kKiCkN0V4pWO7COJShcmYirV6nxx5gzGB0nWzNQGPjft4NNFEpfDqP+Yx7DcsK3MKlFw+pz+OO9\/5zumoo44i\/dM\/\/ZNJY7tx7SlG18IAJY\/5GR0giAlLV9sxWAgatx6L6h3gcVA2C\/ZgWS2yeGXI6A58FHYMcuyAg24Ce+iMDzHROR+L3phM4AKzWVrmYpPhLtk1xOjGW2Lk1wGk0Evj\/IqN9HXpsQpzOTqtUGjguBwKP3TExQ\/\/Obz9jZXBzYoxxhoWueh1q+ZwHj5jfkPwUX6gGr1YLotyJlNBH3w7pG\/GKSZyjXGQk7Hrh7crpY97aExZHDEuztdoMs9Y6VrDdsRPfzL5EaCsG7uW7dixw7hirx9DlYwZS1kCdjTFOlTRJGCjdnKc47AEqvNgBWiffe1YT7VisPgoNpT+0HM6VmkQo8x+4meP8CCMfUP4+E2OYqS242iVVYcPKoxlvvEe+RihnBzMLi5QT5b0grDikLtbU8ZhX20K1gDksmK3Dg6scWR9rDhesUJBH1B5CoM0TLhX11a5UNur9SWVC6FeBCGMgAwFD0YToFoO7XcQNJU6\/4DeucA+0GF1qHdorGl3IZrmY1X5jeWnCDEyu77oPegNcHo45rbtUzf7etauMfrZ+lwFCDfWkVVjNijn0xL9FPDcEvOSnnCerwlZIORKuYZAGV6XtwnCeuhM0ZyLQIm59siuDXJkWaWpwmzKOmVzACct1g7vrGMDbeRxCzQLbHPKOia13EBsfQw3C3G6Fk3dBlbIRuGpLUrxoMP+7lBpuz+7og\/pVZmKg92XtJKvcF7nT5ELqdoUTnpoYBdTA55YVei5LIWqJwuxyLqkU+c9jU7U5dIaR46jzLrCthjc6Cc6v9SUbTRh+GODneOA7wWFrCffHCyzMToggHRnTFw+xVlxykx5SdWliwEPR\/SY4T2vgSWxH+duqj\/Qmd7nocCVlXCArc3SIsS595PYivzXegVlmMvvSzi8vm4CenIn5jlFEW39gELu0QYxNQBjgN1U2\/04VQvi7u82M\/jOEQzKIaFQgPFK5I2jrRL+AjD8ioWgqgigD7LRG1PuwIh+FGP2bSIjgNlM0xY+Ds7PA56jDW3VHYeZcThecvByAUbzE\/FU7tJD4wSZre137dplXIkFP3CsjeYn2kXjBjX7aORg34tgX2x4ZrVBE+TmvGGGawX2z\/hRtGOHeiH9jSw8eZK6iVmgtHquCFW\/fSZAWacAB0XhgLpWY04\/lgQTG2ZHxFTAT6WWMRJrHWjzWQJbm6W1Y8kZ2CQstdQ2aV0efGgHYmRg8klv+rnjF+zyrSsslxwWkIskfgfGrpukMTAWbawBt0UVNOG7uVi14eX8sCGIN87pjZLryk2oQldYgNjd+Fm0IMBE36ayXgZvfetb05e+9CVS949STmCh2aLubRDr3GTlWDHkiuHhpq4rBgjAGOOc1fO2JbUBAivotdvK5udWx95koLHNbnAfdGhrszQHWIO+DkfXo79vKOAa4TuS4pTXjYhwb+tR1YbXPU4msaVBhAgN3o5Sfk9DynYeK8ta6qFn59RiWfkiDHs8iTgIowhGfrECjaDOOvhl\/0K8iYNESz+Z3PzK4w45qPZT3uS5HWMJrastfswPFYDxp1FZmNsATFMOLbm3FQXII7MVoinGQCVBGvPPQWIY\/kWgATCWcQOD+sKb7oi+zE2Bhtb41Jkahf75Hsi0RxElowCLRVvwToLy9FGvIybOKHNddKXfXqZ0uctdLl31qlcl4Y9SwmYP\/qYP0CaZ4eunRZDBt7UJ4zEGH89+fNU7TWGR3hHtBj6SQz+LaeAf02rfG2+K2ohqh5a19ToHlxc9yvjyekRsO7YXrdym9hzFIjOMXZegC7QwUANPM1IFFwwaMhjf+Bc2KlQSw3g3NIwzWTCKrc3SMohjydGOpZGA0+OLyiE8N0LOO1MZKTjFZuOk0BouOjg\/s9xnfxjK4FHMny+glg8JAdugkDuiLeD2Pb8DATH3BhOqWWj866rWqtGR+SqjVPQEL+gi4zwLNb8pQ3N16cKXZG3nlRHHCdVcjLozHznkDmbGIJ7oFziy0k+8vL\/kqaYpaaOwgDpWdT6qCY2IOrdPBHuT12Eq4wroF9U0cTvIhGIaqLtaoONgaE2tnEb0iID3mG4xqrw2Ed6Ob37mbpwGWNUvwrtcdV0qzVBYxgtG17ZFMHLSQy69piiN1PIIs0HR5JQx7lywyGYq\/rIYxFk18JQfOtRSAa85xvewtVlaGmGQfazjCQheCIOO9xZaKk+wwCH45HpDKIgSh3\/YVeT+BKreVMmrqgdyWyEPz78QzFyVsiKTI\/KARuX1HCyRmQYw0iKTHvYd2vT3AdoRbPvsepD\/FXEgyzlWcjDaFn9zjn92ANYil\/nTv3a9PW3n2WyRTF\/II28ePDpOgczwp\/RvDMzScvZu4t08\/8yCKgLa+r6F9yVn4YyU1Fm932c9lwkyVkOBORYGfkpS98EwDIZC0Lbz3e9+N339618n4Y9Sco3kSWkgYtVoi+tGnLuVNzgrYLueDOPojOMUcuaTfqLsTZCgPQP0nFCpnSYj5McoNQhLXyNF0GcMc+pZLQ0EGQRacmAjBq4QRHIIH6sGTUWO0aVjl+H55z5kpoutzdKykPHkwpSTQhfwOKCtLYLE2SAaolX2DBtZb3EEk6mTbnloY93rw8J4U6t4TWi6uVbMiTtoP\/QZbKX3C2JAGFhwvPEI6Q1IdXqhFE+6emn2gWoEyVC5HOgvhyYOc0LZ9imjODiHUrusfSxP1CALkHq8CUcse0MeRoEE5HGs7IVFHs4siZw\/isx6X8GZSg6mDuOQmdDfkuCv\/\/qvpyte8Yok\/6OUs4ZloqtTGJsLxyL9KthITPYvdHL1TRxyEMKPkyo2GcjXc3Y+ygwd0VKY3RkYOm0Qi8Ks0kT28eBGccLyEI4P2NZmKSAMYx7DHqjz\/+3EUuoD0qc2\/J9PsGkJukg9G8wOSFgnvQnpS4URMJD8jHomvCA3r1aqPeyPwLR2JjYcoIcNBozjlPmRmK738R2jLkLnA5vdwvyyLnol2ZznK7KRAf\/\/arusF170LZA+v3ACjM9VmWnyJtNHWZQvh9YeCRiQj4HRx0JnuTK0k4M+VcJTtPJNpRBSrMcCzoEFYogSR9tW3m1wDM3WaFJw9yqMwIfX5xMN8YZvBJ7\/T7CVw0l+NJgyXBn4iYMR0P+jlKM9yIDFYqt52IwN0hzM6ScAK543QrN8YGdsmY9YKlNHauOi3mmrF28WOrGAGCvHixXPY8R\/VVTtbRAeqyUUVvbAqcSh7WKIwVMrV3G+Kb8IW5ulFaBzgZNMS2UK4eTLRLvwDx2tPkn5hQ9otouvlCSRgXhjHDQrB2ZnrxmwFcPFElaLiQMnhJ9QJXkrvcao399YlFiTJMxnDdyS8PGaMyawyXnMSMbPYC4C47uwoHKn9vnmDZo6bEzIKOJi2BQsiC9pwoJrmnDG1rVXJ8Lsr5v1PGAOlLghhAT5mkwF8pOfrMEGQkA7P\/MM369gXw5EYOh8+MoimwT6wi07++QTBAFEupmf392RNmf7T4NhcPBm1hRXA8VgoR9ra2NdQG6WXzvcbR3J4xwzGsPWZknQLgHH5Pzz7aGMOn\/qFyWQK5vhsizOTAOTxxjKI24lqEiOUhplZowCG0QRPi5YP92xMD917QQ4YNHtzQhg2+vbnP5O2XBkjQr47TEOeNGHb7kQiKqRYUfG7APEwO3iUya7rBfKfrhQFM18aCaA+tXeepvvRSx+BUWmnK53Lm\/WBWSK3b4F2i1tj2XhVlkfu8\/Nqgk44FZHqVJBGTN+V82Q4+bAjoFgJXhamwG9bi3G1M1qGezZ4xuYXjzJZZVmMEfwE\/KwOnf8KciP9TcLVWt9ePNjXZ2VYvRsowRnUc3IaI2I50rAVH9m9VcwYbO1WVqA\/iKwkeePXcx5US9kwnGyj01IkQ8khyGNtKcUnj4V81xWFCr+cqdcR+cnzoJsRzrY0OvYWD\/GBsH7PkYdeKiRkBBHlUepo8btk\/D5Ij4SNEP0HRuING5fPxeeKyJolGVjqT3XFNehxmRcFYkJa8KLnoIa67rZbghtWqzrqPCjNnBSxHmjlHUjscOv+5s1j8PAwFC2q\/dHKVk0tpAJefQDBSvN4VI+y8cvH53yr59Rxjzxw+89UEI5EdiFwLREmgU0MNHIlHp2G455nZlntdloO9fUperzloHriF1P9KrTxwV6s4TximOm9fJyuF20xaDyPb8M8F7ZpOzld4wC2QTwD7H0iJOiFOPrmxL3HdJecUVb+e83QRZyyfG37xA7lMhNy5a2GbEe8tI+zaDmFXqhL15corSmrhDUBdqbgvSdFDHtUcN9PU6kwvp1UXs4B+IgY6XzZL5yoG8lUMJFOVKxiYTZNh43X5ORUHeZJw1QL1PNTiA22oIMsfC9IK4g9YBcgy4gefe+TcjsqxERWRVGYJnkegR0yK3Y1Ea6lvBkTOTZaBx5I2V+jEeiUENUoZTTy+WiBlr9gjrb9Mimy9\/D8vy0Bi2qyrut8CDKWsDYHAxvfvOb0xe+8AXSTW5yE8r0oyK380glvhMLHHJDoUXofVwFvmHtbVojqPU+jlFAL57+dXobK0J4PicNQdiGr+NClQ0IReZ9\/S6AxQZxw4snVzzP4BvHVoD0O0Pi4lplMTKZbJKa4G1gKXmdAlm9Qgy1EEMjHVV\/KdBE28yyKGlp3Ezel0xyT5M1MiDmJfpM\/gJf7HC\/83toLgONAXfHLawIjGsmk60MBGCcmZGCWcwjArFGX2KMl1qxsFJlypqdiyJ1EBfqGHKIkRiAXzdqTEV1zLEZA3w34r8YE13eAEreuCBkxAEc61acBLEZjvmBihmJwsTMlh\/3fTEQkhUSwxyQCu\/nHCgz4AEvJ3CFK1whXf3qVycdccQRIpEbxkEztxsBBkdvjuRG+ywK6Jz0sADRRsdTb8R9X7Q\/Y6r2GZDlnF6uhLV3dFFA7cn8\/mi8wZzgPAs6NagsKmxtlgYYH6whOLoLaAxFp1NWJk4RY4zY5gtpobLBEZJd8ygFexFUdbXBkyaPi\/f8Srpkok7I4CdkfgcIVZeMiTLD1AkQzDYRuReB+lg6H3FoursQ3SwkQLwR5PHGu12Urox8gLx\/stJyQZWPsWAuJYSoOk0B+rZDbZthjRBSrSyiWvg23DLgOl4aq7W4aGgyLDzs1UcEOMfiS\/L23JXHOabnJUlewqgvqASbAY\/ttJ+RU9BO8CVrhmuvwoJODlSIIQWf+KARlChQRoIt2LF2RwAzJw9iiCM7b4RzoI3Dw0yEi\/ltHGvKexEmk9bx06PAbYUg5Yt1OQQdyD9R4TmBcyuUYMeAO98WDjj0ZmymDCKnRbBFYhWrW1Wgi8eIGygzIVWGSg361yCzY4FDqAtZrY9OGwX76ATeKOb0M8DMF9v7hR8sq5kTQiGlkUmIzOMGY6h9i3xZaM6ybjLfR9YJQ2v8YLEZVs9gLuoWSm39LfsS1n7KcUBhgwSiLQ7m2KKT4r3uda90jWtcg\/TJT36SMsSaDZjqnYbVVTHd5vjYzt28DMPDT33Lt71wXpAleI44USeUP05bAgNzHy8hZ0cx1daSeQxQPV8+eDG7ExgvzGQzcjx3NAjWCdeiEaSlaucZ5foaw9ZmqQsdsMEECNr6xsBp69AYenatbCZhpThcTJjOZU6ELqqiN17AcTE+y+WnHcO91ZdxHOYHgHVqsewFbVW06a0NoXO9\/rUQG35GLyzTMVfCx5BjQq0CdZe5Ko6b8PqdJEWVxsDPCTKjjMg3sDz5+T9KqToVxFqVhUL652uto50Bjw\/vQKsFWyNwDqFALpaPCpS8brJ8vlVo6vXApq985Sv5O0tnnnkmZW2EfYGcluRPfiyJJn9FI0QV\/k5EExBVd8P5AZ518E6oG5yv1vUYdB2SpD9887hjR9oOsqfw3alahDlNz0ETZ9k0VkHVxkYadF+UThVE4INLUlFFHADdAPskcEiE9esQDx6jONboiBxbm6WAepwmRu18B+sritxtrxj5IhPixSKSP9IEUDofkM9lYdprlgI+6le4\/YBhYgTEI6rV4R1tO9vKejYuRMHkNMP8rlneLWcev8GDf5HCf5OCuvngkHkpzC\/zRtmGhHqQAV5myJrgq0Zbr9zy+jFvW0dVqepJMF+zHceUftipQfdWQdWk9sf\/IGJLxQZFeJybIRkhKU+sip3Szp07jYObKSv\/GZhhzrFukCW52RKoay8iWWXUZX2nbWggztSxwTsLtgcdP5EucZU0DvneR9ZTkLjYHG2Tsd12yCFK+OOfIMh2SrldCO2zEXWbhWVsZ0PyNQ6oU\/LapjS8Gpr51CqOQvqToT0bJy4BzBe\/blI+biPBxoou6aGLrc1Sg\/GhKjjAltnqiIskLihZZNVv9Hk9yxp71CubVq8Uf+OAv53Qfa06vmh0g2gbDYkgemmhrq0Gj2Fxmiowlg6oMVVQKYcBuU6N8t9xsjoQY1U3kgHBwAjwUjDIpwE\/2ZkC1glL\/OBCR0bLLDdmCsizxQKXcXRiTQDNjDdlKzwbycH6WGSAyXKpQCaFLC8r5gChQrgaVI5qFzj30TXPQmfaDvQ+RlJZJLrl9Wgln7aWyHnN8mM2q8va5m+CUh9sDLt37zYupbPOOss4AZ4eYWMk5Vn\/84P0RXty94UvfjF973s\/lEYl4g63yRnsd3gmKJUvfV0VJVYpCVdkkkNnfVcZiIzToLUMztCIT7lLGNwukxx69yrsdkBepzICcmM72NosXYDh77hGMbKesrDRlapwqDjtE0z0YxOw3m5tMFrXXcbDbwScYyP+gDfRCMq7cSPIVKE05bwhWGc2Y91IzM0IOx+2ATS+lDEr4WN1AmUea4ef\/OQnxpWbP6dsIUaMPPwKUz55fVkKY4MS4k805euYPOvOKVx3mctcJt397ncn3eY2t6EsY8\/30t+9+\/Xp\/ne+c3rM4x+fHg965MPSPX\/t9ullf\/Ea\/gEB3oT36Yap9MH5KOkB+kU2GwP6Hvsf+LUMi8W3AmDhdZmDrMrnWwdqEGgaF+jNUhymOFRj8vMb+KhSyE+e2ScQB0YO+IiAO3g86hTeyvLbBl6HDQjOpbXYbiQH3l3UcgYYB0+MSIswx0YgjZccAOReauvBMOep7NxaRlcJcwmZXPSVpIIbQCbUlWCpsTHCzsNXDpWPEm809jFeLQt2CIxCgHgmIR\/JUdeDhgo5oD9C6FtU9+A3Ol\/PgEpCQhmuNx3gbBAVpzI+GwFCo00Ol\/F67khFSGVuY2R8i9xfOHpywezEE09ML33pS0n\/63\/9L5OawSBciMGxM3IZ4D4i87ZR8tqBPEOO7sZ5EPL\/\/p\/nBqY0t7VEqBC+9A\/xCkympoHkEHNgnQyrDo89Rv6bpBivN73pTaSnPvWp0BA\/\/tpX0jPvdud0\/F0fkW7zgIekt7\/1remtoHe\/Lz35qQ+TjdPD0z0e+YfpM9inop\/+kdxc1Ol2ELNtjVEvMm21rXcQwvim2v\/yOdE2Mxt1PoqQhbD8LibIRIB7KcVXrWMoLCspua5wHsX7Dcadc4ASdlaPORg8B7YzVFe4QG+WtjAEF+NSKAvR16TV8vpkgTIbUMIf0kzoaTMBv2BmLNnAfoWesnMxap3HNwIyK1wNascmVKuhDBW\/ePnBX\/pT7ACEi5JaGxE0YJ1c7movC7MATf+Iub6bC54LAbzoD+atIG5I+ij6O9zhDumEE04g4UkJ5o8b3RFoqzhjkUcWTAK5juWkUo1Hzvvl5qhGV\/BCvo4GQDtmo1ZeEQ4qk+PjNrICXn+MnwUEwV8+Hxmnv33TI9KT3v4P6TVvfE26773ubFLFsbe5a\/rEJz+c3vL8Z6QXPftZ6bxzz9Mb9Y6lMtAuEfBzckDptC6UWD\/zMz+TLnvZy6aLXvSiJgHW0FZnCJYblWBtQ4LlxPkVhsQX5FqfRq1XP\/NV0SguMJslfwc0ddHhwCk7ibl2m43Yp6l+LQtEaskR+QKR4rEEF6oQVx\/kuoz1txGiDoQfe2V7RW4Tsmxf2wwAPdHLcMpxOawvkvcy97YLtDfWZit32yIvtaFcjlJUQytpqAalVLCmfF05j2rmC3H9yY\/D4wAQU+X62rRBtia6duPOS6MKFZMmBoINwdf5ogt6PJfHbXFeGUtIpR0XzIvc\/HePbZTgLzd1tLEdZX4ibIFRVG3Mw0KXmCf7qgI+2XRnricnCsirufOs5DqAJ6zbd+5M2+1L2CjxG2veN4Kmap+BEHhSumt3SufJZgel4bzTT0l3fvQ7020e9th0uzsfr0K4Y1yt3ate7frpxb9+tfSyZzwxnfrpf6Zs8vYKN7RZWNIQOiDTNsuBl2oPZk+U3vGOd6RvfvOb6VGPehTr1G2T\/N1uihrkZ4Q+l1bFAbrWJYdxO1J2qmR6Dkle4F1BGSjaChGZmYlx+wvMZun8CCycSBvDyMo3TGvD6gys87qskaPwOV+9KCuZjdWFVRqgK+xgOtuCOTb7F6M98ZuFK1nOGR8dX45zsB+0wXkwCkCbQzLlLKhxHTXCNWJncbu2oU30BR\/3aJ+0Tg6H6Bx9BlGDchRuM8e2D89xI2CMNgzqUSYp4iOVPZgczBFd5IAnHi0Yz869HoK4Z9OVWVkBQidC8tKi4a0kGSMl+qK\/2Sk8niI5UW6h8SXrNh9skvA9Imya7DfX+Jtt6LOo3ZolAmHThNLwF09\/OstfuOQRKT932SObDGyo8kZ0e7r+wx9B7vkf\/Go6D+4Y6954HzBAXyX\/3mYaeR+yM6VDD9HxWwIc\/l63Zw+FGUqhv9EG2s6NsM6ZlmwIqTlPP9DmYGuz1EEc9h6d38A+5WtDuUgsBmwjRYQRy6wtdFSE5\/\/lAXHRK+m7ZRp3oy6G+ipFtLJGP9VQG2pVeIeW6JhnPUYMVMVSjY0ySVHXHLgn8L7AGFWgxXA\/D+J1R9QR4As7DstTCnJcNyH7Cd9y487WFSabJbStIYZSvYj3rVfF0jFhO2Guqm1pB96N4xwbwY9+9KP0rW99K73\/ve9L173uddOrX\/1q09RAbr4x3bHN\/sbQCCb7Aj\/EQvpCEpE3Q5UjV5TFDhW9RNibLKicEEfssBGC73vf9a50tatdLT3zxBPZp+98+9tiZfA2sHmC\/SGyGdghGyhPBIEbvPnT+oX53Xttq4T1vNueKoWN1e6d12P5zj99edp1bvlnxssgr8+QR5atGwiM\/M+TXPE0DX0ynHPmTzh250LOP4vQGZgGCDdFAIaY3xPKJAcndhq8FD4frJvM7PD\/Ud20ILbkSjeIdZf1MKXTtbaFLcganF4oy8JPDkVYqF4Ulm3r5c94kuoq5JvuGBqPQQAAwq5iEu5VMpiKEfJEzk75ZAYFtqUZWNJ8Av1I2t\/2tRzk\/b5xQM3rcMiBDEXGO42Aqr5NWTuS6bLJVg6IgXhKgKZZB2UWnv8mwZ\/eRVT9HIOosIHAR1A7cLPr2H7qk5\/il5T\/+vWvT7e+1a34nZXb3O62so\/Yke573\/uaVR\/cJG307sFNEZ7yyKYFmxfEjIAeHUEJvdn53zriRgeETQ\/01scrX\/3qzO9JT3sa+3SlK10p\/eHjH8++fvjv\/i7t9Y\/YYA\/C0yjG6uex7VCNuy2Jfgr6Ti8dsusMXzDjUNMaSMfYuLyHppBM0QpAvtv2prNP+4\/07tf8Wbrj\/74lx+5j\/\/RPIpeY+ML6miArN7xK1j4dXNv24g\/qUAAqalAGa8GoGxBhGGURmtV5\/oUPeB50ACM7b3QvEODinFhEyywxDvOA5IALHy+CKFE3kncSeY6Mhw+KWWgvTu43x3\/pNbAgKNeVHBZdMMdAf2Un4XbRPvIBAxNWOoYC7V3oI9hOl12sqmAQG3NEGUv\/+EQq\/u4c8pYGUOGoemVMRcN6NDaiM7+9zU0FDlgvWPEdXKcMY\/JRNLb4WA6\/IffgBz84PfCBD+QXwe92t7ul37z3vdOpn\/gEbQ6RTcOznvUs3QwdpLj2ta+dflf66Djn3HPTM579bPb1tre9XbrHPe7BMXjh856XzvrRj8xKgPHCZombptL\/i+2y+dxmtrCLY2v8tu26CdtxvbvJBk42X4tgYTKZeL8AXZTN3t5zzk4\/OndnusYxN6Q4bw+RXOzzKMZt2ISyCsYUwvWe13w8NbQnhyLnrcIHxqlCVPQMejIgZjFmM8Q2OTmr\/A9G4I+HXfKSl2T50Y9+NB177LGmWQDv+byxukBgajEMh2nR0lkwsHs7n5UzpMXF0sxNGIN3l3IC4dejnybvHPHvHPif1fFFRTxG7jWZY7SI8ScQYsJcTmWtTGFdp9VIU4xuTWQTXFhys6V9ctANUGyGCPbO4mZuLICPThzDSLUtoBc+HT0+gjf\/OrVScU6HUqNRJg70xU+3XyNg\/tiQKE+IP5745yRMrEWxUW1sC3E0VryE6oVeKUJtxc7k\/MipQbYJiHHm9hUxTj\/99HT22WenL37hi+npz3h6+t73vsdfD\/+v\/\/qv\/GviPWCThI\/hzjnnHJMcnDjjjDPSd7\/7XauN42pXuUo65LDD0tWvdKX0iIc9LF356KPTxS9+8XSJIy+Rp\/s\/3vi76dr3fEl69IlPS3\/0lD9MfMaC7\/ngCRU2lXhyJ2P+kXc+L93izo9Of\/62v00PvvOtcXNVm2ZOFT0Z0M5xsXNu8fVnLLZhTI2+YKMo+NSn\/jHd+MY3K\/dTvKHBbwv2+mLpqEYqnl60jWvXWPaDfBYYXG6IfIUxBeRoe0wf++A2U\/aKC\/ZmaQuzwUXSLJW5F++loA2RRXulioOcXvaOb7BZkovX3uYmkLOzcDVEOLn0Q9\/ILupriDUVdiMIKVTXISvHUKXjxlL6ZmUSdNYItMYuBwxEwT2zwvglhWXnZq9agdV949CEbJC9BGLlhvQtXm41WJtUyIE\/usmhhRy0xLrS9VZ8WVO2A\/SPv0FFO4dtlrgDc42256De+Awx4JexG9BWyON4PjlD8yk5433D7vTkJz85ffazn01f+tKX0r\/+67+aZgtTOO4XfzFd8tKXTne9053TPe\/9m3m4d5\/33+nnL3XJ9MVr3z598n1\/nX724hdWB4x9Hve96U4\/vSP928Wvmt73Nyela1zzamVDtTR0TgvK3BKotiYDLDQYmvjGT\/p0yiknp5vf\/H+HzZL0Bd9fIup89NNHOZh4Ycv67oTmed1aUYEyV\/QM9i22NktbWApxucQL9NrBZuRgpbZabkJzNkvmlFGyNYX0JZoMe2OSrBhaFIRITbubgem8a9C2NZI6NksUl4Oh3NwhBUttbDQLHfrxETk6WwyK3LA42Nc7KIl+ZUnFDUVsWECFHGDcrEHdAGKDofUMhpADf3CAQI1oaw6UDpz7QL55s4QCEF+PhzimhTGOlnrsm4J\/9NP4FsxHfiwE6+7v5+NYzl\/96lfTSSedlHbt2pW++MUvpj\/5kz8xTR+HHnpoesELXmC1gxMYiw9Kn9\/xzneapI+fu8H10\/3+z\/3TTunzz8j949eOPz5dyP\/OkH80zI8j96R\/efGJ6fYPeUa6wZ1+O73r7S8fzN8fP\/Mp6THP+vP0UtkonXDLG6kvrkdcH8ui9enP7ThmtjloRtrB97\/kGnvKKR+SzdKtm81S\/aX17G7psR7XobBaCzIBvtQNM65iqmp9RhaP6PcxzjebpQtd6ELkTz755HSLW9yC\/BbWj7hcxi7QawOb0va82cnNEk5oM1RXcwLcv0pZhMHEUUyCcWarAAHDtjYT3sRYNhG0bQ2lzs2SXrXAUaxx5egNkNUtCIZTrVTtvAJKk4ghNyQZbqklpwWskEpwjPYK1SliPM8ZB1+DqnU5Ncp4WzxIBbnR2OOZpeeebQ2BbcFzQW6GGs7iiT0j8gEoKhbA9QbmHUX4lXgUOJiLo3eeqX8I0LHp4XOf+5ycKnvShz\/0ofSMZz6TffjBD35Qfez2yEc+Mj3vec+z2sGJJz7hCelZf\/RH5HfIhueSl7oUx+x2v\/Zr6RGPehS\/+H4p2SD99M\/8DG0q4DriT4R2ykTiy80yzx9\/4VPSbz71Jekaxx6XnvPHz0kXPlT0P\/xG+vPnPC297sOfSa\/7wIfSL97o6MQ7Eb4SMPFx5zjqdVIwNr8d+yDqLCdbK2oUlq0+8eFvFPY2S2LIzVJ9ZgP+xodAbKvX6zbwImfND9EM8AayvDXYPzhfbJbOPffcdL\/73Y\/lM57xjHT00UebZgsHPbg6wxK1E\/Bxj3tces5znsP\/g8WNMt8JYsMEW7XPSzu4A4wgB77v158K5dQMJ2lgm4ohRGkDrguh2eoih8OCNqsLGhzkBy64oPGiFvUWi3ppiNWRsaxRlOWS6oFR+kZFENrUSyd0xd+muQtaM2+rVcbO08o42JAVkbUT00OsXEGBEgZSmigj+Gkc6xMPCo5n2Cx5CNhXNxC6qB90IYTCTOubjiLHtLK18dzQPtCL4XjnO96eXvu616fzzjs3ffCkD6YjL3GJdNIHPpCud\/3rm0ULtGrx2qRzM+PtDeAx4NKEWwrWxze+4Q3pnve6Vzr2l36Jm6FfufWt0gm\/8yB5o8VJ6cPHCyQbHY4fIDHxd5n0CRNwXnrpc5+eTvqHf7f63vRzN\/ll2WD+bjriMBPtFl\/8HSaPsRBz7OJ4LrCfUjNMGejcTRyqzdKHZbN0q+6TpRw+piQ+kOfwnAs1yLIMqXjd5kwBvpd85bzfcL7YLG3hAgCuUjnYyXXqqaemT37yk\/yXDjtxggNYykZ687Gl7WU46fxbIEXXg97oYFGd0znOiO9UyGVQtdkgtrEonUEcEcgPzPNvPdkTuxJDGR5xEMJ41qFQcwezDzauITCAiAEeBxiZYY7Cg1yUTVGNeZwnV6CojCiwHzmYT3eDglL03HRBFGPyYO25PLYPuAlioC4HrjeRoz1GxdDS32LQyFj3B+AnhJ5HPb3a\/AiN46aAqs2GsTQmQgP6W0YoeVBhB+98xzvSl7\/85XT9618v\/e9b3VqFjOGx5BDekNRwmeSMdTW1OYnwp8Jz4Xl4f1FIn9imlKd+\/OPpX\/7t39I9fuM30kWqf9\/RQmJYLLzJ2mY56LWDrIb2voTfkOsC7tgkNX2xUAHtebQkhgEVs4IWI1u5ATKG+WO4ZrOEMbEveGcvhtJ4uqTkEGRaLfwQNAhAJebUddpv2NosbeHggK\/SueePXLD22GNwPwUHrlj6cfm3ZwIuwMZ2GEHrYBgRL42Jm1qV94SZo0rJ4kLGzRKrcvA4lbFUYr3SBdjHSMzL4wVUIbxiJijUF7o9kp4qYvfjZara\/IS+KNy32IALHhqrONAWG0rYQFzFDwguBrnpeSiJ6SnSn8OKoBYYaAOEPvlf2tYEQOqEWOQ8JxRoixsWM1eDqhm94ZNTgYCxPB42x\/xS+wLgPGIcAUIZn99sONzGsH3njnT2OT9Jp3\/rjHT44Ufw36Sdc\/ZZyX8L\/9BDD0uXvvRl5Y2OZS3t7OXTGOHRoRCPXBO\/miPy0i\/0adYGDbEsno0j41Ns42ZiILeFkm8qpI34f9\/wJAm\/2Uu\/4CgotVoevDtwbe2TMSIuEH\/+PxNHv7Ww7SHYz7EnSxgXbpZgKQcfEwDN5ToqxlY8UFUG1YJRxX7F+WKz9NUvfzqd\/NF\/s1pKV7rWjdItb3Jdq23h\/IB8kY4nacCnPnJS+o\/TvpV2XOZn0\/HH3Sxd4lDcUOwdXucCho+XtKIlj41duf2gXWOqE7m2zxgRz8Lc60RsY4FP2yv8UAbWnji4vIsYYNA3FegNBpdfvGsOgTJrt1eYsa5HgHNKX8DlMYrGxQ9lYp+twFfzJhb6Y9A4uc4w+s6ebm5bJpi8qTJiCwX1ZqlAPOdslgDrdx4\/IY6HEN1CWSB2cpP3cH5OuImG0lgRdTz8mAMcq\/iK\/B\/oLU4Jp\/2uUQSIu+3QQ9J\/fPq96YlPf0U66e9OTmfJhuLGx90qXeFw2O1N\/\/yJj6XjbnWvdMLv\/Eb6xZvdTB35MTo2HVoloz8DlGwtd\/7IIW\/+W7RRrO4FSrZt42qbKISqrjlgoYoyOLu8FA1qafDuIGo70foNNEEnWhBVnEtn8QQN\/wYGfTvllL+XzdIt680S3nz6+Fh4jrnY59basXJE+UIsY7vvMGcbfsDiu1\/\/anrkg05I93rIU9LXvvFN\/nn2b37ja+nJj7x3us8DH5y++tVvmuUWDlb0LvoRp33539Nv3\/ee6QF\/8Lj0r1\/6WvrOf\/9Q373iBLaTmKWRy1mazmUVxRNWWL29Btn5CBze9u4nY0BCn8krm+WRRIFjC6r9JRUQhCzVohDk5Nw2qFWqfubrqrg2lJMj14z1i7z\/XzFc6M1KiwxfZ5AzJm7cWQbSG3lN9uv+FguFstFPSQ7BQuuqA2t1uEJLE6u53G0CUUaVl0asjUAMaE5bj4W+7E57du8i7SbtLv10H2IyukBsYSPxrnWj2\/IftL7wvjdKh13x6umxf\/121t\/xjnemt7\/tLemDH3xzuu1tb5ve\/74PqSs37j7\/mGtsfIwfA\/VYCzywfyFZwsenRh0Ty5\/NIB55jTuAh\/J2PLbL14IlgzFvZQsQw6lGlERex1ADbd+hf1QTX44nMB7ciGJcQJgrr6teCbxRxHg6Bw0O2s3S97\/z7XSTmx6bPvy9Xen\/\/smfpyc94fHpsY99bHr8E56U3vSav04XPvfz6bhjj0nf\/PZ3zGMLByV4MhYq2Ju+\/u+vTjc99rZp509dLr3l7X+T\/vipT0q\/f49fSz9zuJnAHie4neSgHMN1Jgfw\/RUS+UIOP8\/1doBaUEaMiAeAXUtzEW3nXIS8n00bxc0VZse68S3x4w7wbo8CJRmNmXUuR4H\/4RVkEFvJeZH54LtbuxDnOedHH6AA+sV1ofp2KDIvN7WyOQhWUvj9DuDM0gbyYE8bNc4yFeaSN1ma4KCl\/+NX9yFvdTmoL0vzR+lx3cb93df93YaF2ua4Qj4qJJipqSDaodC6Ez8SazaLclBy6HBXkJmwlyDY\/u\/LbE\/bZQP2P98vv3p+o2NukT7yht9OP\/zBD9Jb\/\/5k\/b4WYDdgBGHePr9cAwWIDtrGjpkxH+fRCxUi9iET5CT3E4hrrngIa7vYx5fLhpTdK4qvBWAgj7YqYusBVtXoTXzo9pyVTv\/mV9PX\/vMkiv7ltK+lb5x+euIXGmQO+Je2QTY2nBuS6C12rmQdqIj7WGiw38ElcvDhe+n37niL9L0fpPSkRz833eyaVzS54nJXuXZ6yXMeny609wfpuOPvlr56rim2cNBh7NT5r\/94W7rxcQ9Kd73vM9JfvOR56RpXvLxpDBPXGZ7kxuNE5inqpfOBVGoQFpZ4bexidhCi190wNEP0x0dHtIyiHnuhTIIbB1m1lklBRVGx5eUIagVi8UbEipUCik1HfdAZWqmbUWaKfAOygqUYDm7YgcZAV5LZes1dGleNJdSLiYFoBkOtYW+VDDHM9eDIwsdXyFUmryAbOscPf7g77dq1J513bt4SET97haNYniuN5Ut0DiNMFbKJb6jSXgmI2489hNvOte8MLTESo2+8XlTxQw44p\/AF9jP\/M73o\/z4xvek9\/5p+\/dd\/PZ30ljelZ7\/gRel\/1EgJtsbGEIqB4HyDg3KzdPI73phO+uzn0g1ufMt012MuYdIGl7l1+vmrXC998fP\/nv76re834RbOD\/jWl7+c7nmPx6Xb3\/th6UXPuo9JG+Rz1s5onuBOEIW6P32KVNkW4vUMpfMdoqHZd2mD0DbWAA\/EvCy50fyga\/VWieNkwP0at8acqz8xECM+rWuo3aCaqSvBaN1YyGgnlzA+hbJ3u7R1ndcNcdzaj1VrXV0fQrXuzUhWQUYKjZJf2OyA5NWNnkWMlp9SZXOSeGMTgsFFHQeTk0zUhck9u0mIkQ4dxlB5HPhygcmUCazrA\/D055BDd6afugj+MFHBM57913Lcnq5yiaOTPwxmEI+feSH0z+KWLuKpj6yrCJioWYU8ZD3Avqec8pmJQTpjlZH2V4WutJGXx2VycvBxxd+GuvAN0x+94LX8qBQfmeK3I\/\/0OX+UjqSB6GlqPi15fwJbY0zRNT7g0Ky0gwMf\/uTX03\/\/cG+6xN0fZZI+Hntfeedy5n+n0z9ziiyRLZw\/sDf95799IJ36b19L97z7PdPv3fP26Za3PC5d7wY3TKd+6ZupPOgHwkno5ylFcuAJDr7Ab7B67tuNoTUCsJgmF9SC1TYSdv8ByUjOISfvolMXs\/pg3m4rpV50Wmepc+CtKgzZ1gwwM1j4FNHa5ozzZqRzCBtawJCEHKgyUjNlVERBBcrczotg5k0RVSVAhqM7nmIOFyePjSLC6xp+aJA3ZT5x3li0iwlwF6E30QIYF4c4plaoDC\/jp7DjsO1pZzov\/c93TktfOe209O2vfSY96ZH3SH\/2\/i+kOzzwJemhv3M3swQkD4RjYJVMAml37Hwc5qMEsSFZGXBVaoKM9WesrTn97\/Xdyjlw9zyH2BCNQSe72+Zy2HCA\/YKDcLN0Vtqx52vkrv6L9cdvLa5yh7vyvyb\/7Rnb0mnLrKAtHLDYc\/bZ6XkPfHi6+jWvmvYeuiO94DVvSyed9K50ixv8VDrml34pveVTnzNLAc5Jp1jhhQEkyz9fAEAiIvTpB5eMyAffW0Ld9JEcY\/LQwGy0sep4U+i3FWOMx4q+eiP11wA2dt24xmiBI+LW45mRZYhnbGEaQA47LfEC7zf1TLQV+PddRFZIRQ7m6DLoHWCNtB\/C4Ic2oB5c7jaBxI+ZIZgGbGB6wPRWE5j\/WNtm39skZI+oasy0ZcRnM2ynfIm3kEZyOzVWuWpa7DjkkLT7O99Ir3vyw9PvP\/Qh6TJXuk563b9eLH1M3vC862UnpJ8+0v+a4yChErAJPOyhoNf4EigxwfXWvMqjZQtNGc8t9dllZT\/tujw6YxKbiPVImqTNGUv7fiB0NJhC02hAvmZmsKFACs2jjFLO6wDHQbhZwh\/90n\/ot8MvgiPYK7OHSfiZQ7elCx8Ms7GFCr2T6BwRvPc756XfvM+9061ucr10yCGHpkMPvXh64QtflC70rS+n5z\/vJemrZ5nxFOLSyeezHEj4wUWEWrnXlk2ViQjwTgc+eqPpEHnewcTeyK3C3PzdNqpTUH25yfTsyyj66MU2Aam3ogY+N+5u08aKviCTknMmr+3+hXH92A52nttgb4Fg\/DjWAjOaH4HCORCijE8bUFEiCapKBMY8B8qI5jGG9c4rKmafwThv+jHAzmzKx5k+XsKGkjbkweIAiR7U7\/9v7zwApKi9Bv6u33EcHcWOioAoSi9SlKLYsCtgwQZWREFAkKrip6IUFbEAoiCiWEH5ixTpKEVQBAEFpPd+vW2+916Smczs7N4egt7h\/O7eJHl5eclkZpLs7OwuqxzNz83Mgbizq0Dfz76Gr6d+A9263gVbfpoDG7ZtURYKfZKFxLl0caIqVsi2OiEN74tMKliL\/8qzroBCLVZEl3R6IJQXhTNVIBGZGj4LcK+zHGY6oRR8qKgvlCiFzHTsvCkyX6fcUK7lQlfkQeicok0xXCyVhEB8FY79NnEZh6HI3ryMn+KvWxqgQjHc0\/86fPHJqEEeX6j5Oa6n9kvVguevKw\/LvlgAm9fuUMoC4Ap0LaomS0eogYRiGLKYC3TLTqIHEfdAYuvcOVyZjCq0rV3m+ODlz6qZM3DjuuUTqn7ty5nvLBuENkYzjpK5Elc3Sr0DOUnadWpnhNMR+2KRaalGPapsnbFQog1nKsiWhdTyT+bLchzntAuzSS4DLsblKEIhqx1YKvLDxt5YORjhtlEU7eU+2n\/0b1uzhkOHb4pyWuXyGIm27I+yVFzm8lZixKUhRZTayFPQw905Oblw4IDspKEDnoEOVbbC\/Te2hN37DrCO0S9KXHCX4MbRxViPMx0Jqp0o+s8G41wHLVaVykKXI8wyBWHaFr613gTXT55N7zrOd3pQ3OcGpaUfzrRdclzpPYT7xqjJXa8N2Ree0P6KBsVyCVH\/nBJQKgEgbeGbSuPN+KGLABJKQumzLlYan+JONMRAeQzT6cvTDOgab3hXYwD6HSdXXiiC364wLnK6MnTSHFAwYr365iTl0RBUMEVtIOD24Ea2i\/YgVAu99c59NlMy7vTvTST9xg7COWHcniithAM6ZrZWjnwcs5CLAzZVcYrQvwx1nP+UIf2FQ54n0pYD\/afK6j\/OJCG7gvbVw4ZK6zpUQiapHp2mgGI6YmKUUTEZKRRYRpc3isfERkMgX\/CiiYgqXxNu6zMO9m\/fBi2vvxf2Oh6T8a7XtY4\/wYQ4ANSGQrfDLKBPZFMUhfDrKhkEN5OOu\/qzlSQyLc9fjipUwqEjZG3mIskbKqjl5KRYLpba3nkbVDv\/dFi3fhXMWLxdaV3kroOxq\/+ASufUhFvvbK+UPsWdhPh4eK5zbfhy5lbYsN8YZUUAfp\/6M1x2a3OoVq2SUoZHTmRu9AVPr3JRzE\/G0V0lTAoMSeRvRsk8+n4my06l3cJ69O1+r97UoVFEot+p4SFMq418iZ2OwtmGxOutDmlNOl1OwkMtttl6poH2ISR0LNCGukvGOHTUp+Kcr\/1pUaW4HdpcxeVEaevJs4raxZSGthzTevavjpM6Xnw8MDOAqgDG+AsrrXK0A1QGbTDKtupYB4k6PwQJ2pE\/7mLyQ7ANlZX7ym\/nok6fM7JN0j+nWbAci0yzPxJUsVAexmTf4T+XJXs2N9qHCasuzOd9obISiuokt5H\/OCWFAwq1qCyNmcf2hnDd9guW0uUTIDYuFuKTbN0t7TrAhDc7wdrVi6DPR99BltJLsDyJ7kh2q3SIfpEjU7aZpTAwXxAFvTgyk5THVdCxUv2GYvUzZZEJm+mr1RbpjMTE1pF7W+zzjcRC1S\/FUiix0eXoiiOxzhEsp8XW44bPQyXq\/KBzW7tmOzo\/qAxuuH0UYeQe2u2QYv5JXeFwenNKUYW6rPhRojpM+OIHyEk\/AA+99gqs3J+qMiRH9u+E5\/oNhJ2702DG1x\/CRSVVhk\/xJyYWruj8Cmz58XNYuHiWUgLs2b0Len6yH26qVw9OtT+HfHxwXMlqiKBBSKX4n9Kk0uKBNf78q3BjVbwIEUmTqOkq6sCjX4MmRpNQXUBKRzE6zrYtLyqUyDyVrxxymu1wQ5OSLqP++J+UlDLsed5SeVrPGaSXgYOgPbMLK4VGWSq96TcI0jvyQhkq3I1wl8WFRnZWKmzduhW6frMb0taugBVvDYFt27bJbz1H2nd6HhonR8H7998Alza7EX5Z\/xccOXKE8ySyUbSlCdvdIvLi1h13sAL9OJPEveNuzHyjdY6GUoLsUOS\/C61RNmxkiAn7pY2jAj7WUjxMtE6hs+RpYueEvYb+gxTr34b7fc1q6PVMD9h+OBu6dL4fEmOiIZCbAyOGDIZTz78IXn15KFx8cVVl7XMy8fHED+Dpxx+BF4aNgsT4eBj29gRo2vBieGPYUGVxvNGXiQop0JcOBjpXovX0Ck1GGdelFjz8q6FKqw1zZ0m+cFUMkaNcWMy7CoQuza+iMU++mmYN6931hcJqqvpZDH6tSy9rTWjQ5le3diNM\/3Y\/GFrqO\/pDFf8eP\/mkdlLAM4BcjJBvE\/JA7dCTRRDcRvTIbUT\/9G3Y+EdtoLsx0cq3dC79EQ5PRjN1O\/mffVPU9kfQll7h6+aQmbwboTCiMo4b\/sc\/5TMY5Y\/9OlrHyFLmEkP5pAz18XDLs\/Lh8GPFKVSW7MIqJcupqMpUYCQ6BtasmAbPPvce5GEfx3C+gISkJBg3cSKUxGuWWMtjeG\/Iyw9AfHwctO\/QATq0N94JkA3mJvN5wG5IJ2uWd+sohWnV3xqyc\/cf\/3C0xnaD55f9jeX8hZqopyzO1i5cvkLiaAYlZDlHcYeNmZT2zppsH4QjTx8nDKyj4YqrjURH3XpGps0+43NCJc0xxF3yv8BJ8UO6y+d+CTMWr5UnIx7cavWbw21XNpWZPictC6d\/BfNX0HEXcMll10HbFrVUzonAfZlg2lS5LyPOJp0c6BmXjXPAsVPWPOVyacPObawCiFmHMZC6Xek0LWI4PMbFEkElQi6W2B1usB5e3kj3GOJyQbXVnHKtmjGP\/1ToXCyphRcX02VlSLb0A7B68ncsABj0xVWoBRP5R7HsuQ9wo4qp1jAOTzqD94F88Jb1FDrqtwrqiLRzwH4MVFr+9pzbWCJ9G\/vIobKlYhhYVRPoh3R0rByQEZalIyTjWmmGch855DStTXSeRlVKhrRwkZ35N9A1Idhm\/lJw2gduiKy7MIsl63hoDPd0glk\/I8MVkT2KaWP4MiGto2bPhO4\/SVDXaSiD2i0TvHXjWLRwIznm8qkSDp0idOUq9PHipFgs+ficeLwuE9R5qm2lNWCzKoQ9Yg9TxqAXZKsUFDjGNZVwX8rmoOiwly7YTYjFksbl0cqVw7lM0ZYXS6SjEAPWUR6b4Ab9W5MrBTrOFdi+lIIcsh\/yafUfuaGA7lLphNyoULZKL5YIx50EjfJHLaY4+Sd\/cjLFfFWGfJnomhgrk8qTG1LIOEHdyd8uriZwUuvyMq4MNexExTWo029ZacfahH1xe6UoBW0Y2R4bq27Um4slsuJ9RgurrzhtxNGIe5bKSi3DdcsYCuXIXK4aj59sF3WEtCo8Rm3qvJLtx4jyaS+WKKHarGBbbozE6iuNlSUj3C\/sX67MydLRcsOXI06Yfh2FdMIsi6LULi\/Sj\/Zt+jRwLpbs48Qt9i6CmIVU6CBkQR+F8+zy8fEpABrItITAGOT0AC1VuFFpHerB2\/YoB3g5yJt1uOujclr+Bm63EeNRL\/lSau3WnlNwn\/jP1LmwXCo7mVARu1DYPQ7p3ER68PLDE5GHC4etK18dTorJUPswChlRpy8iVJPRmXn3JpI90+hiFGgPslcRpbD8qUhE\/smoIEPMJxNatObn5UJ+bi4EMAzk56GSvifPdWfLk9CVyBydH9ru2LH7PCTUwaYUBjSnVnu2nK59CmTUE3tMoTusqgnkNKgZpNASioLyfTT+YsnHJyL0gKIHF5U2k4baGsU4ikMZ3Q2JloMc2WgzN+YgyiGNmHrUNDMjwSpLoQx0eRUgKmZ9kQ1t7FzdTgq92mzptIHDh\/TDw7818is9t01qglAmlp3Gbe9IOxdYsphXiwnM9MjiItpBCPRC1lrQ0j+VMcpJ1zx9BeEw1X74D6EC7kLqPHI8c4Zx\/pSTOpckKq7E4Y9EwfXrfIXlm5QcNwoQKuluo2w74jLnZ4twy3WpP\/mJQwp1TiHhcm6kzxOBY5foAJNEjNFJ3D5dVupNTzrXFKs4iqWnY013KfntTRKcuq04Cdmbaa3zEAtHwqcA\/MWSj8\/xJsSAxGMVbnjBFOrKU6Mjj80UshKxIoVHubJcaN8nglBuuUrPTO8SIZtHnRiukoLwsgnSSYV95CRycaQmaNWJOi5LUFxlWYtPibW4YqXMsFK2yoZPFjtK6FoIOoUkGLHiBmggF+aU6TSgtweDCDY7jsh9t5eP8nk12R9uvHQElcU8V2eFsv5bmH1hVqCrDldpJH1YoI3dAHkHSR1LpZdpZcEqSnDK5wTiL5Z8fCImkgGJRy97AOOkmWYF\/rlfGZLYxUn0K34enx12KkMFFu60AznK6z9Oy3+JfHpWKiylJJRbh16V001zENYfpnifVBJhczWZ0two28tKFYYgqG4sKW9y2MKgocuVNXGTD2yPwxyhNuj20Ibj9EAwCSmp\/1Rd3AwujBvKY1E6JTpq+aKUPrbswI6zHWmsfKnXeVK0lYSyLciObXHDoa5L5SO6mYyhJ3TfyAk7BOpJaNrS2a39yX2TZdkPuaCqMe32p22tfZEJKeif\/FK7rXLKLChEdJvDotpCOKwpoRW6iWZa67zgsrihfaFAq1j0n61jtE8W5ZwCHh8oLvfZ6jPWKZEbB5ZfB2YhLUWTiI7dv4C\/WPLxOWbcA47HAKQHN4YilJY6PfizMEYaRQ6MapBUFoweS4LGFLO8TDrevlFYKo+8Ewa31d1gSqOowJJ\/GqMfdJTCsN3j0V5rKnTpQ+KoIFRtofX8p7L5XCkAy9bauJpJOq0I4c6asF1xgovSRKdUlMU2SmFbBlPgBGnWyZ7YOessxwW4+CegJmgJQnYIZqpQi7k\/JLhIsj\/xSXEKbbOCdpPMijPmOVWU8BdLPj6FgF7fapGoEcxKE+6LHdOuAY821kJGDYosDiPSybHVHISD0kpMvHReUC3HQshyIStVGZE0yoV3XdoRhTJOdrat1EVUHRrJSVjGzUIh99OE7XGjQ5aISiJo5zbV5wphuJKeuRLEsOHzJjy2iXnuulGV6ROMwNDL2j2h8VpHldFFJcqO7EPMNo6FEsV1kopq4QUGKREVlWI41fmFwdlYiXaOWNmGzg3ZaCEb7j4lFmZ\/OfRK1F1meR5SXGY6F0oUtxJKQhGp3b+Mo\/MUps4t\/yL+YsnH57gT6qp2Dl48LOLgRxchD5JK6BNQJJaO7biIhN2HH0FUKY6Fln8YbKpurbPVZoqMKO20CE\/o\/YloLw0jd61mWh4PithFVJK3OgxGljOPoXUHSuu8ihHGCO1YVCh7eX5EgrQy22Dh3ukgqP1OYa3hTMbspZwDKoOBoN\/U8KrfQJaXfhy+1NtwskrcUIQT2grjZv9ECvs7Nuw2GvVilFxqsdtpR6XYfcl3kfCPt448LoYKa\/PfhHZdy7+Iv1jy8SkAPSgGDYyOqzi88AtmimodfZpFjowcl7fdUegVphaVR98fI9helqHnl+TdLbNd0r+VVnEHqLOqp1BhRA20pyAvnmjXGisd5AITnm6lUmdxXwXZmDUg6jkZDlkoLicaC623nFEo49qKJiqNjGG+Mqc0CzZIxtWkRm+VWMdKGll3EtiQHHBEBRRiGRUyOjDb60a1QwURQb2o\/0x0Pe7a2Erd0ZFlnOUiwiyCvuR+yjq5WgrRiLZh91fjboLyRxuOmi6sdocmojoZacfeVBGKa9E449QgDJVYDWShANtsXM\/6OmehPGVjX\/Pkw\/DDCRtnykTbhrYoMrg71MTcDRJtG67MPwBd5j4+PicQ645A0IWuRgMKLPQI4dRzVG8oZKG4HGw5bfgPepFN+eEoKP9Y4DbgxuU7qBs0ZkZIo4LxnhgLt4MhJ192I33RVgr92Wneysjfxv0sD6W4bSGax\/bSKKSNhk0c\/gso4MIsK2OyH+QJqVJmP3geFye6JHssXHM8Mc8F7\/MiNFb1WE4uaozyFFWi1ZwkOw610Ebl6jinNYZeJTntNCqAwtgWAQp7XHV3\/Mu76S+WfIoudFFpKYoca7vMi58HANzIkdXWkVh6irLCinOgxMKRIGTn8R9ObFpMgor8XdA9+8TQqsms0lBSU7g5Wgh3WBAeO0D7qCc2a4Kz7JwFgoqbbQmCrFE4oFALFlE6eddPQv2uK9ButUhk2ZDQ8eJQmvFR504z8lxQcwjuVw69rEKgb40Voohsj7MAe9ENYcx4MM5FCMYpqeU44PDvRjVd\/9aiu1d1ytJy+1yN0zoWTBt3kVih9bzRaS2kMtLSsAC0nWkfSTkb2h9TijxFoKH+Ysmn6FO4caDIQYN18KRt4NAZCSuKEYqrwVT6UkJxnSRUnAZ9a3xxDTJaT6Z2lnagc48Rox066q5Ne5dvyxC6TlM0ZjwyqH\/sRYJRnt8aC+fPnirttrtRFrrfFbyQUWmzrNdiRe+3FC7J4oZLepRncF9od9z+KSlVuC8qL7gNsjZ3ve6FQijInxYNdweL3CP2q+Iasy438hpRCYvg9pBGi4RarVMYmm0iwY0Ur9qlJ7kv0lMwqFM+KNRvtWmf7FfH1dtqKpP1dlynySeFht7CjBOUNuUkwb1bWsJh2MkjHvx3ovEXSz5Fl0guon8A4zpFwS2PrHIQLQzeA7bCroAMWejy14Oz9Q2+MainOIYybthz3PCh4PIUyqSCvmeZ9kHl2OY2wYUMdKYSmrxJKMuCdLopyhHFSSdTXC5SrDLal2PHtB8cNvl3yTDKBbQBijYhjKIOcbjkLcODMfuUx0V+qRLCdVAotdQH9GepOUJ52CYOpR0VZHcy4Y02JTDO9hQabhzldR5FtA3pSKXQcSvEBrp1sqCCleRPij717TQlEPU8nd0\/tj8KSahvtc4bM1eXsuFqWaXq5j8Jt8Myl+edsziXdgj\/cfuVJ4oqnRbyQeoAhiR8flAcd1cL77t1N8klofTW\/plCuNMmofSFx6zl+HgsDLLPQ0tBeNvLoxhJ+WODDrWPj08h4AmGB7wTS6g65Fgr8\/i3w6RC2WuhQOaplA1PEBzhKKfMMYbibKOGHzVx8OQRFlmT1QKjYrMNZvxEU1CLw8L9GQr3zjltI+upwiBL2OdEaA8eRzwyqJi74Y609ktnBRGinrDVY8kCz6PQ2C3QWy0UFOyXTKxzGde7tCdcSm84xHqwIndXm2nqY2scUAtlxjLyOf5QPxt9bRFKf3zxF0s+PkUYPSAHi8yjSHCe\/uoBywkKhWpYUaFUUlz9qUnEjONGCuq0pYybkA0F6hV9AVhzSwS23jjv0YTEYWTf8ZAUrnLqU0+4n6ga6Z23ZOqsDHGXpzS2ySqg4vrWBQr9WeVUYNnbB9cuo40YM63ytQ0fAApJ2IDh6jlmKBnbVtavcSQQWY4+OUi4c6WC8mR+MPKOnCkmnscAfco20e\/OUb5RK+fJc9Y6t0XAiJOBtJHlsDz9cz0cYdHXlPwUm\/o0G6WNP1RIIXRcpyk\/SP7LePWHKaEIzqej9k\/hL5Z8fIolrkGFk7jR4wkP1DiMqwHbGtZl0glPGPQyW08ichByCOlUggIbp8LMo\/q80VYq39PMWYs3kdgcA6GajciJVYN9pWIU0ZMvSxgfbpw+nYRy49BTwlKoiEPnhL78gPKCslUzQrfGIMJ9JLOC\/MlzTp53ZByujKyygGmLC9OxUV60T6seWZe0UDYWsmOsxZARqlwWhnSWUFrpgnDX4XM8+Kd71V8s+fgUW9RArUdqHqeNeNBAjuJMyEnDEj2RyIWTJfpHzwzhSYbzMUmwnYAofpRHKvleDv7LmmRaf+qI0XFDZWOXssXE1HnFnWnaL4K2YauLAPJFv6LPv6CPoRSKm2ln\/fSn416VURnGzHaZkgVP2ihsrUMNZvENJJUkKC5tpcg8uoOjFEpYb92ZkVYhoWzyhWGwNflQocrQGrtxKkMXNkSeVyrtxtBZPhXcfXTHjG3QC5\/C+liQnkKpk9h6ziOV6lu6c6TjYcUBpbVOx03xOX7I\/tRX1T\/Vx\/5iycenOGKP+cZYgRtjMOdXxSz6rQO83OkTO\/pTO1yIHKgJw5w8goTevlASwJlITUa4kcI++F9BZXSotDrQacKIFg5dkPZBY8apC5zp4wb5xX2w+0buk44XjG3k6IsgcBGj9sGyw6Q8dFLvtY\/2cdfHORTaWcFQ9VZTVRFP\/2xj7xNa8JawJxtMWybYZ+afKm95pbRh6ww1Ko2F6UML1Fe0mCVf9nEh4ZW8lWao\/Wo\/VNRIS5G7oEMtlDbEkelz4tH9\/M\/1t79Y8vEpjniNzY5xAxM6bQz0OPyrCMbo6leDPU4frimIUkpoYlGTizXRiHzWybjMI6x7HbZKoiYqspVtcBsQUkf5qpUsTrTGnRNsSejJXIeEHacwfDlPaL85UKHa2lBZMx2MLs9x6hN3faGbVmiCfSvnFIRqpjIhcZoEF7D8c5bsDYkqzAqyCS5L8CNUSrhKbWaamzrLwAl3J4rsVpWgLR0n1dcOrH4xQzz3ZGConfne4vNvI8eNE3cs\/MWSj0+xJMJBAc3kcK4GEvq3RD+oqvMVlKkmHZ5yrFAr1St344\/+NdqTtOcow3Y6ZugLxzEXZMIugv4W6Fe7LmQV1CbPBRNiagqz53xclRAhFwwG9vE5Vjw8UPUR9weVL6iNeuPGpVRJL1Orb6w4RSguxZGQCp8ixL91RKLwAvI89Xx8fIoxjss6xCWOamt6ChoGXHplayKnGzl46QFMh3JyVgkF\/z6WLhNtvE7TExKVkTGM0vt8KkEYkxYvAFC4fnMys9x4LzwYw6d8W9FoJ7mjgG65UdzwoYdJM9RxhqMyLdsXLb9ix9xPFwF6OxMhP3LSlmISyKc+UW99IvLTWN624fBqKwUin9+4wnxqN756Rv\/R6u1ajaOsQreZsNqBOula+sMI\/zPk22ovhjpKBOTbZ2yrsjgb7WVxmSfjGLJzldJKQhbiqCOOWFUzmDDNNIaRQ2\/hrfX5b+DfWfLx+Y8jp4DgiYA1egLxnCfkpCX\/ZIqmdHv+MmcyG3LlzNGlFTQZyn93TgiCrWhCdYtlww2w7XkXUexddPoKhWOxYkUNXSGQ7fOgkO7sfQ0D+7QdS3O7DHpQsRMIV0FtMHZQRSmLzyO1L9Q+2SLaUkIpSLQLLosbFaeFNB0eLTZKzzG1oTQqtY71Pj4u\/MWSj8\/JiDlTyIeTDFFwtrxDIU11nBNswH9mnAuGQU9wnDCsMSp19hxnoSY+zldlOW7iUsjy2pJSqgIUlbIhnTYldGhg28sYb3UZFIc\/A6vPdFyqbXuzThUvcDGjYTOhfNn1aML50QsNL7itSgg+vIRpTnEltp1sg4zTlu4uydACo7JaqTNyOK61fJT5zl4AAvoZJDYgPeYG5F0\/K22IG90ut+DGEq2LNu6YsV79KUUB4vNfxn8bzsfnP4G6zB1XewGXPg4N\/OaPHiJocrMmDdThP6doQrJs1EaH5iRjvg1HZQxUaYzImCyuyst\/O64mPomVieiI5S006Jvc49Y25+LyCz11XMJWnKLQOWSqOAZSTRtqH24d7XRCVuyH\/2Wv6rfYLDAvwG9HymfE2Eb7pJBstL3yo+OMynK3geql9QnZB+T3H3A95DE6xn6bjx1QQP4cLrAktR2xfaOOmsoxjPCJY2O2geJUnFRUp9xH\/Gef0m8QZv1kovzxFuPal4RCqgC3SmXnSdiFjBoEa3x8NP+ZO0vZaemQTwPDScDRo5kqVrzIPJoaaigs8mSmpqpYcYUmAlMowDBIZBaDab4nhSFPNvRAOKVZ8I8WP9YrdZXDSQql8FfrKHEefErQdK0mXi0qxwFlSccWylRCcasCM4N0znKcz3XZSQuKh\/iklfZCIfUC7Z5E1UH\/huicUHjmUdVWX0iVtFP9b5SymsllUDCLc7ljlGDc0pFKIX1Jexmjw6hjJtKHLGwIBRr2jcLrHZlP37VFx1SLNDMLyfpocZiB15UzR+K2dxhhU622U1xHCD4nVUh1qD8T9k1t86w5cor\/mFAwmdk5f7OXigj5OZCZ\/\/f25D+xWNq26U\/o2bUvHEjPUJriTACG9e8Os+ctVuniwaIfZsELz4+AXJUubnw\/\/h34+JsZKlWMoXlDiydykrFRUw2p6Y8WTJTPNmoispMqLXUyZf\/Rv0bNV9YkqKOctCZKowDC+bjR2TJkLYq8O2GJieUGM+Q\/63i6RCdaGHdZjaknf7iPuhvk7pKS0GFoV27sEoWACul+1g64TVJ03IHVIPfOSCxz3RcmDhUmKG0H8kYSpbEs3QVzItPU31QFtwsXM4vmfA99+w2BnJgYrls\/XE7nWDTqSPhuGy98ZDlLKI9sosmGyrMD8h5CqG1StE69FDCkcJw0Y4IXeTkw\/f1X4N2piyA3X+mKMYGDf8JDvV+AHzccUprCc9IvlrZu3gi3PvMi1HzoITglJVlpizPR0LP37TC+120wc\/ZcpSvazJ75Pdw\/ajLc1rsbxCtdceP6hx+Fn+d+Ah9NO0kHx1DwHEITi5qkWGhSk29XUZonOD3RUYijCn+ijCY6zMeNlBATEk2ichajEAPySxm6iEcxfXeAJ2YZZR2LpaAFFIp6q4l9I\/QZK\/n2k0xbWDZGaMWdcLOondxW1V4XUqd8BIkefGWc0J\/9kkg7Tx\/UTu5PD0iv2qXjUqiM4QOFtqSjbAvyrUOOO0Pdx5zWeSjkgxc7uHCJjYuDGFzIaBvaSlusjvRoPHvWdLjn1UnQvvfTkIS5vCiitwBjcQFEohZKctEUy6HsManTfW81Xochkfam\/F1O3jFBwIRuD8BbE5bDbZfXhXjq+mJOdMWL4Pbqp8JN9z8NizanKW3hKHbPLNGdtPTUoyolofM+OSUFLyPXBSCy4O7ataHE1Z3h7Ze7gz7muemH4WBaNsTFJUBsbDRe3PFQIilR5YZHZGVAak4exSA7OxsHhVgoV66czEQOHzwI2bny\/kmJ5JKQUlIu0PLyBNYVBZlH9sHRrAAkJCTw4BLIz4OcnFw1oBBRWC7ZKheKuZPfgXZ9voRZc6dAzbNouPl3yM3KhNS0NMjF3i9Vphwk4T6a7Fv\/M7S5\/Fp48sNv4N42DVhHp9y+fft4EIyPi2UddgRk5+RATGJpKFfKeSwOYZ\/m45wXH0+22O\/4UqcU9nmCqior\/QgcTcviPoxNSITyZUrLDJoQ8VVpTk4WHDp0BOKwz2Oxz\/Wx4wlTkZCYBGVKl1Ipb7K2Loa7br4JHhkxHa5sVkdpiys0ieEkZ3eBDV1QXsOCqTIPM+tVpqMYTaxWzJVnQ+eD1+TlNLfzg2wxKTWmjbM8LUQorS34k\/hYr9MGwfOF\/8iBNg4yopAiRgbtKPmjQKmsZ5+0QpdlMIHG1kfmEWnvMJI27FcZYbZclAIcPHgI8vDCoLGESuXhtZirfeGiJaVUCiRiXhDGVxZwD9C\/8q8XErIZtNF9RL1ip+RWWtCiRsYkGempEJ9YAmLQSX5+vrVLdL2T7z3rfobWLa6Bp8d8Dfddd5msH\/8KHBOsPojyHhPK4pggV6DHaUwogWNCikp586+NCSIfjqamczQO56+kMPNXVmYG5OTSnIXzZKlS1jwYih1\/fAUd7n4eJn87Gyqdoue2AJ9v+ep8I2LjU6BEon3cw5GVmY5tyMd5MA9ysS3J5SpAyTh1sJADB\/ZjHt3CioKSpcpAcpJ8WU2PzsRgFXvx3BA4xyQkxNPhU37s9yno7mJKqdKQlBCnNN68Obw\/\/LQ9BiYOHYipyNquKWaLJQFLvh8Hzdo+otISEUiE3al7obzrhJn39RDoMXgKLF22kC9SzYbPBkH3cYtg9dpfYeuOw3B29Yth0tfToOF5pymL0Lxye2voP2U+HqhEaNC4LjRvWh9eHTIEVw27YPS7H8Bbr78Hp19wIdsm4IV\/8933QeYhPKhRp8DDD18Bs4bdC8Nm7YeFPy2FrLSjkHTKWVDn4mqQpM6bQG4m\/LV2Hdz7dF+oc0kNuLpVS5nhQe\/H7oTU8hfDW8\/3prNFaf8ZxMFN8M2cFfDqiy\/B9qwouLBBI3jyuVehzTn2wo3OrP\/rcSNsz6sBb7\/+ktICDlQ50KFdO9jw+0pY8+dWfCUZC\/lJlaBRnYuhyc29YEjXK5Sl5NlevWDGzC9g5Zpt2D8CbnnkcXj2tRFQF9eT33w2Doa\/OwpEXEVIwkOci9dxgxY3QOPSJaFiUgloeMctsOa3+dDzmZdh1aIFsDczGy\/4eKjfsB6UK1NC1SBg594NUO+Ke+Hapg3g0mat4Pzy3kPKh+88Bz3H\/QFblkzkV8TFm+N16aMflys5qkillaV0LlMcsujadGndRqRQOgo8hznjGufrne1lfZxj5Othzxz+zDHCjBPu8l64h1K3DzeR2pOdact3WaJSodfTveHHRcth6ZJlIOIToHLD5lClpFxoHNy7E1KjE+HZvv2gVt0r4aIz1aKJP2WGqwx2R35Zi2CE4nJH5cINsY8Wpo3mmXpa4OC0Bj8tXAxb\/loJ\/Z95Bt6bNAuuuLwJjs0BXJ8E1AIvmku92O1a2Bq4BN57\/WX2QNDi5c52HeBPc0xIrAQN614MTUOOCV\/imLAVxwSAmx9+jMeEeiUBpk4eByPeewvHhFPkmIDTQkMcExrhwueUpGRocPtNOCYswDHhpbBjwo49f0L9FvcVuTFh5cqVMH7EABgx\/ltOX1DjUhg6ZjK0qFsVShq37vNzc2DBt59B5y7dYMPOfay77cl+8My9t0C92rU5HUTOLrii9bXQqOckeLltdaUk8Hzr0RvmzV+K8+lyXKDFQfPbXoRZH\/dU+aHZvmkhtL3pLlizdjtUrnwOVLnwEugw7H24p0o52LhqBUz8cBSM+2YZXFjlDGx0NkTHnw4PPtAe8somQKWLLoemZQXccXs7SD+yGZatWANHMgDOOa8yXHBeFVUDQPr+3bAlrxT06XwPXHBhDWh5RWOV4yR\/5zpof3UbqP\/0e9Dj3jZ8rzJi8CIsNuTl54o7GiXT9eaQ2x\/qLXC1qqwU+ZtEkzpVxUPDv1CKYCYNeljgtcU++g18TWnDsHupqF\/jdLZv2uYuse9QrsoQYki\/dqJMyqli3uKflEaIZfNmiodanMX2\/Z8fq7SSEQ+2Zv3d3foLZ8tzxSfvvCaaNmjA+Z36DhNLt7n2TbF6zjhx3qnx4s\/UbKX5Z1g4d664p1V1UaZ0aTF42Ejx09pdKsdJ5p4fRJlK54qPFqxWGiebVv0oapx2Bu\/ntR17iSPeu8msmzdJVES7zo\/3VhohXh\/xqihbtqwY880P2GuSXRtXisEDnmCfffv3U1rJjI\/f5GeNKzVvJzYcdvbZgjmTRa92LQWONeLC1veIuXMXqxwXgS2iccMLRb8xIfKLFYEwUhBeZQwJ5OM8aUh+vsjPz5OSlycCeahTkm8IXuQsAbZxCg7+Ij8HRYehJDfXiue5Qs4zJA99UR7nk1+dl0ch1Wnbmm0RpuC+6XjAsHfnuYX3SYnlk+wtkTrZFhLVPrJTpO3fK25q2RBfdMeIwX\/lKK0Q+3f+JTpc0YSvg7Nv6CNWHFEZgYD0ofsjJ1tKtiGoD2BdtC84sKLIviGd3Q6lw2MrMnaKia8+KlrUPpXrI5k\/X14fAawvELDbm7F7lihz6jliwrxVSkPQOSOhMeFCPSbcg2OCPcQGsW5+ZGPCbhwTXtRjQj\/nmDAzzJgw74dPi9yYsHruTHF6SrLo3be\/eOmll8QLzw+Sc1jJquL7VX8pKwTPkZc73i7Ov6Cm6D\/4RbYd1OU2kRIFonSFCuL7ObOVoZPpk14Wp5cqL7KyvOeUfXu3iVaXX8R9ecYlDcTigyojDC8N6C3Pi\/hTxXPj5iitEFm\/zxetzisvzmvXTSz5ZZPSBsT0Lz4U5Uski6QqNcWCTKUm8reIZvUvYF+DXnxbKSWZ2K4hLw4WDepWx\/xY8fooZ77Jm4P6iuiKDUWucR1FQrFaLG379UPRdvBU8fOypWLJkiWWpNIF7WLu2FfEmSWjxdas0B2SsfANUefMeJEYA+K0s1uK1ev3qRwv8sW7Q3oLfOHBB2vw\/w1WeiE+evdtERUTKx6bHrwoyN+7TpRPShH9nntXaST7Pm3Pfp5\/bpDSODm4b59o36wx29R8\/BWxjSaRINJFw0Z1xY0dnlDpE8\/ixYtE2dJlREzKJWLV6t+V1pthHVuI+o3rC\/N8d7N2yce8j536PItzZOhjtXT2NNHujvYiR53gOVumiCqnRImGjW\/ktJvnHqgqevbuq1KSfHFU4GtgUe2JgUJfmg5yDovFH3QW+GpDVKhwtli6aoPKcPLEFfXFJfWvQn\/\/ZVyLozDiWDSh5KuQFlQhxVg0BPC80IsUe+FgTvjBohdAJLm4ALAWRCS6PIppZy1GMDT1nMf5uGDSotpjLXKobVzWFp1n2poSyt4sw4spyjfawYsYg8Ev9uFrqO9vh5RGkn1gn6hX6xIBMTFi4OvvKS0eD+XPWiSpMC87i8MApnmhpsFjYC6QtNBCk46NyE0V6379UWz5Y4V4unYKtiUaF0tLVWEnr91zhagXNCbQeWKzdslHEY8Jd5hjwubwY8LzD1YLOSZUDTcmfPhw0RgTcreLZx9pL94a9bFSSCaPGyPicRF0\/s1DhZ7uDu1ZJ5o3qCP+3G6+kE0XP08bxIvDcvXvFr\/ucJ5H+Xn7RNcHmorqT4wUubjIDcX\/De4hkpIScfGTLJ4ZMTbsPu9au0pcUfk0ERsbI8rUbCq+sU7RgBj5Qjfu+80ZSmWwatk8cWb9y8TMo0qhaN28OZ8bgwaNUxon+\/buEI0b1cJzPlqMGPkWXkrBrTu0ebqodWE58cKizUoTGf\/sezcGOfu3wNIFsyA7P9JH7Q9D1+7vwgP1S0ONevWhQYMGlpSMlbeebQTM27IDtqelwCn0g58hyM9IhTKtusN7z90Gu7b+AP9bukp+qsODAzt\/hRWr18InH3bhW3c5Wfb7pWu3bgc80yAlOkdpbKIrVoP3PxoJOZm2PaE\/kJlnvEduUrZCBfhwxiyod24i\/PbWM\/D1d0s82lYCTkW369cswt458WRvXQFXtbgCkkuUgOXzJ0PNi+Tbjd7kwMer90MgpzyEfjcdoGq926BRzTIw9pVX4MeVvyqtE+rbOdOHQeVGV0IcP+gJ8Nn7S2HDXgGxCfi6yoPLbx8GiQHnsc\/OzOJ3EtLTsyHHq9vjSkPjjiOh51UNYP\/+rfDIB1\/Jtyxc9HziEth6YCN8unqX0viEg95eMkU\/GI4bp\/DRUaKjHOiy9LiJKssZZOcSE9fbXAVB5jgmymIyYfngLeWpuLSzBacWaWuKsqW4tmNccRaO0jNM9HSIgc7jrQytuhS5OdkcpqY7x5j4chXgxlPL4kCXD+u3bQVpRT7s9rAXy5XqP3pLH+XwhhWwfPky7HT5FpptZ8PXR0wyVLukEZx9QS1o1gTr8zJkcuCTNftBBI0JzuNWtd7tEY8J5xpjwqfj9Jjg\/bxn89uGQkLQmJDBtaelZUO2V7NpTLjnzaIxJsSeBoPeGA+PPdpBKSS3X10H7quOcwmfF1KXiceux6fTocoZlaSCKQF1ru4DN1YtDQeXfQSHNv6s9JJffvoT3h23EIa2rw2x7mvJ4PDRNBj3\/jtQIS8dhn4wBX7ZHmL2wb6e+s030OiBZ6BV88aQJbIgTr\/LCTth5655kIe9n3o4eN6sWacBDLz+Yti2P0tpFGo+F9bZ7KRCxdNh5pQ3ICY\/AE916QErfv1d5diUOecqiE2pDF9366o0kfG3Fktrfp4Dvbo9BU891Q169BkMW\/cdUTkFk7HqE3jolivhME5ckTB\/2qew+OfFcHObNnDzfU9A\/wED4XCIazJjxx+wYfoUKNmmJ4i40A98HdiTBembo+Hsxj2BHv\/r0\/9VPsDBCFgwZTTEV7oU2jSvErRo0cd\/wt3Xw\/yFK1XKpkz5WnBK2VNUSmL9LhRvvYlPTIShz\/fg+DPPD3M80KbpeVNF+GvHDpg0fYXSnDiGD+wCabHloOt7X0CtWtWU1pudiz+Hw9u3QKnruimNN9HRsTD05d6AL1Fh6OhZNK4HkZW5HybNzoHb7rlfaQBq1ysHZ5YD2LhxLsycP19pbS4oXwlaVq3uOlbyIUfXXOMkKh7aY1\/TswcrR\/SFlUeDL+SKVz0JhzdthN8nfag0\/0VoMD2e4oxaCV4E6aSM8IILJ28t5sKLP1WldBxyMdpySWmnUEsFjrmvRIF2lladLJxWJ4+12CDhXJVvCj8fZNvhxtJxnETbKh0\/fE02SlhH4oLHD0utJhAPuzT1BH9yfAzwSOhwR\/1BgewX2Y\/4j\/1G6Q0fd4cuj3SSlqSjJ2spznbUxzR9RNv1imzI5AWbtHNDY8KhHVtxTHBPUlTeahQe0zgY+lLBY8JEHBNuNcaEunXLqjFhHszwGBOqlDsVWlxQTfWWRqVwH8zuc\/RlVFwRGROi+VkhN1v3ZMDs3efCGwNugwR13+C0yzpA28oVZcIkWsADV9MHWeIgKuB8BisjbyMvGEvRk\/MhwX7KT4XSpSpAry7XQt4vU+G3DetUnpOcnCPw6Udfw013PQ452bn8EH6q9RWBpSGqxAUYCrjpqVdhrXu9hedAnXb3Q9xh59f92C3zOCkUieWbQre7a2EsE0aM+Q5y84xjyUThojkG9mdvh02h3QRxjIulAPxvXGeYNHUOXH3d9XD9VfXhrx\/HwZVXNIEJf+5VNuFJrlgKSldMhHjjIgnNHpg940tIzSkJ9On\/6R+OhMEvPA9N6l4Fb09c6TjJidUbd8PnS7fAk09cDgn0KH0IjqTnw9Eta6FBvQuh433tIX\/zdOg5ZZPKtcnLPAivfvkTtH7kYcjZuU0qDbedHn0IGjesCTv37oRbb20Lz0+aCVlZ9iKwXr1qcN8DV6uUIpLdxsOTWOUG\/vRC3orPIS1PTvYm9R96CLIP7IEd8+TDfieKxR+NhsGTVsKll14KHa9qBAf278NXWvshNc37u6smfbcG\/tp7FJ58rLnShCIKqp1zJbSqGAdfv\/sK7EoPHojmDu0JFconQb0KdqdfeO29UK92Y9i9bQfcfuut0OqO3nDoqN2W0y65GC6745YQw3Z4qldOhjubp+B5FYBhc+SDkSYili5ygLQ47333+RtY14V5gRhH0eOA0uRNd5z0Q8kMT+go9Ok2JTzaaT1FLWcU6riENWjHpspeE3Tp0gAU6nqmSVhHXRKKSGx4UaVRhgnGp4sIWmzNPSI\/MVW5ZEXnYK\/2y+4DCS+A1P6WOqsClEzWjyw77wiqQIqyIPKzafbxbj2PCXuOQtfHWiiNG10Gx4TK9piw02NM+OHVnlARx4T65phw3X1QX40Jd+CY0BLHhIPGmHD6pTWhSbtbIpr0eD8NiuqYkHloL7z\/yrtw28hp0KbmOUobhtxomDF1B5zT9k44vc5FSokEcuCvDwbgjteEQEI4PzgH5WXgC\/lkuO6hPhCPa7f+TzwF2R7vkHzVvxvEnHouNDwvFrJz8vF8xOqtxUlJ6HxtC7i4PC5uJ\/eDa5o0gLmLF+OCSp\/XMVDj3LrQtlr4Tyh7EYNzfrtH+3D84\/fegLzc4PPnzjOiYMvmo\/DVggNKUzCRnDdBzP3f2\/D69GgY\/Nzz0LJ1a2h97Z3wxdwpkCK2w8Cb2uIFUfDdothSyRCTQI\/OKUVYKsKAoVPh0KEDsH\/XJnhzWG+4vPEl8PvKmfBY1ydh\/p\/OZWlWVD6uKfHiwYWV85R3kpETBdlHtkNcqRS48apWULpkPEwb8hDsV\/ma2VNfhrzEmnDDuafD0QPBX2p1yhlnw6wpo6Fhvdqwf+8OGHjnVVC\/cWOYOXsO5OLZUSI5AcpXCP8R1FCcH5sFzfDVQk5MEkzZH7ziD5RqJCPxwQspgu6yzZz6FXz1VWSyeq33q4QZf\/4B6dlZ+IKgMWRvWwC9unWCG6+\/FsqUPgtGjp4QdBiP4ORE10X18N+AwJS\/qDY0u58+4XgQOveZJJUW+2Ho7FXQ450PVFoRXR4mTp0JVzdtBJm4aPvhs1egau36MPzT6XAoKxeiEhIgPiUl7PEPReKpVaFy06vw3MyDzbhvQeAESJ8t+t9f2bApshujPgWijhQGdC7pbxjigEVHVOAlFKCdXjzJuLrLpEWbYpyEdFrpsGMhNWVaJp6iDGU8FO5XdIi2p9CrrKWjtlCgJBRVzq6gYngl7VoHHe+5G5b8+DM8+HgX6NHrUZVD7sif8knxaP19RvKLHnl\/kMRKpcHxW2r8BZD08X\/Zp2xHom1wF+3dNMopjuBsQyNYYceEh56ZKJUasR+G\/7AKnn47eEz4yBgT5niMCQkppcL2YSiOx5gwf\/58zzE3lBw4cFCVDGbftuXw0djXoXKVqjBx6Upoc2YWLi8Kvk0i8rbD2IMl4KnbWkOVFPuze7m4yB0+6S+IP\/tciC+rvmbBk1w8iFmQifYX1qgN3R5pA9tWL4FRs39T+ZLAgS3w9szFMGLCKKmgO5zywrY4p0VneOPZXlC7xlmw5fdl0LJZM2ja9iGY\/\/MfbJaIK7HSJdyP2ERGZuBMDpPiaWEbPG+2aXMqnpAb4MiCqUpTMMe0WOo1aAKs2ngEunXrZkv3D2HL3mj46\/el8M64KcoyNFGlSkNMYqLz1WBIoiEmFie\/+HicAE+DLt1egrnzZ8IjD3fAa2kBvPLyUMjNszskKn87h2fFGEfGg5x8nNBzjkJmRj606tABqlevCi7\/o9EAABnYSURBVOvXrYVJ0+YoC2I\/DBwxCx7o\/jynco\/I+4huzyVObQjT\/vc9vDiwK5xaNhFW\/7ISrmrdEu67rzN8scRj9RrhFUsLdh6AMLJin+v9W0LIRdhhemzPg5xDu2HNyuWwfHlksm3nTlXSIH07ZG6ciW2OhTuuqwiJZzSDsROmwPT\/fQsdm9eAJx7qCK+MelsZEzjVBeSS88wCjoEkCm5oez2cfWZ5WD1jBCw03vZf\/vV42HSgFDQ73Z4INCVKJMN306fBpDdehDMrnQr7N\/0O3dtfA+3vuQ\/GjnUvugqH\/mmc6COrOTShr5KqiePMH7M2ws6\/iudPzxQ95NsgJFH6ixLdpzSnvc9zRpdRYs\/nuCDwFLSju044vrBwOTufh0d6K4\/vSrEjKdo5V6TVKs4i4xpOqXxC2tAek9ppSzlW\/VpYbac5j98q01ny7ZQv+z7BY3GPXr2g3S3XwtbtB2DIkOEwZuSbkBijhvpAgMvzW5QkqJJvsSkh34rEcnjNqeeBLLgAbvQiVCo4iwK7uPu6x3oD8l0H97gsU4YfBseE66+TY8Ks12HhTrsMjQkbD6TA5WcUPCYcUGNCh46hxgTZL3JfwvN3x4T169d7jrmhJFV9j1IwAo4e\/AvW\/bUfbm1bHzZsXA0tL28KnQdOBWMa9GToK\/3h7Bot4O6OdyuNhF5qr8JFXtmWF0Hp88PdzcEFWX4ONoG+PysZmle5DMqgdnz\/Po4lydfjR8O28hfBeeUol\/BqWDS06P4KfP\/9FHj4ltYQg+fm8u\/HwuUtr4OHuvUH57cpFhLrWWX5dRVuKjaXNxmi8rZwGBGisByZKxo1OEO0HfmVmDFjhkMWLlwkfvppsdi2dasyluSkHRZ79+51yvZp4orG54g\/\/tgYlJedY38ENhx5h1aJdg3LYF8ki4wM+\/MV86f2oP4Rc+bPVxpvfhjWT5ydUFkcTZcfk1z6TU8ud8sTT4tU9QmLiWOGikpVrhG4GOP09k\/uYJv+Awdy2ou1a1aIlzpdJuKi+YEBUaJSE\/HO5F8dn\/nYNun2Av0Qe5fOF81j8XjHJ4oPt6YprU1GRoaIQz8XPNBbbAz9wZG\/x74lomszmsESgj75kLF\/j6h58QUiNulsMW7RAaU9JAY83Qb3L0qkYvsi5ZbWjbCORNHvdf1Jh3zR+\/EHxHMjPy3wUyZ\/rFsrRr87VJRMiuN+jY5OFKNGvS344+iKjIxd3Fdn3N9brA3rME280Odm9tPouv9TOpu8zAxxTZkEzC8l5i\/8RWl9ji90tdgSwDPA\/ESd8BS0dQuVt9KGrePTdraYejx57E+kseTaQp8ow1B\/as3x6TVDLz\/NRuL8dJ0W\/Sk42175Vv7tup3C7VMMHNidz9VnPvmGx+EnGtXg9KBBrnOX+sD4ZCGJ7qP0Q\/uCxuH1i18SVzRvFKTfu2+fyOdyLgKZYsKdp2DdUR6fhtsvBnRriXnRx2FMeBDHhE+wDUoVgv\/EmJB7UIwZ856Ij8M5IulMkRniI\/\/E0V8+FpeeV14sXLZOaWz0PFLp3mfE72HnkcOi56NXiG+nzZDJgztE84uricSS5cSYj+XX5uQd3SA6XnOeGDl1AV+9xGUNagmoUlt8vF8pXATSDohlC+aJOmeW50\/rUT+3vPt+8SdeIyYtm8mvwxg46C2l8Wb+gkVslxgXy\/vmJnPHBM7vOyD8\/GuiXm4Ugpx9kHP0KBxYkQFXXnmlQ5o0uQwaNmwMZ551ljKWrJs8BO7v2BE6mtLp\/2D1+v3w6KMPO\/UoK9atVyXDE1OmJtS9ugvEQDr2Lu27IhDZeyN4FeJi0X77qt41g6Bu5UT4ctQIWPvbGhAZR+H7KXNg2GvdITbMs09btx2Ew4ftVxPVa9SG3qPnwzcfjYUmlUtDxu5F0Pe9l2D1gcgfgNdszE+EhdjEhEAuXFfB+3BRyw7lBCDT6ILjSp7AFxPoHF995WQ6XzUllT8FKpc5BfIyt8KGH6YpLdoa\/Rop777WActlwfzFs+AAvqo68udS+GXJTGjdrKZ6\/Wezb9sOSD1sv\/a4oFp16PRQd9j923To1K4FvoDOgsce6w4LfvpFWUROxs718Mfc7\/HFcxw0ffwepXXBL6Gx\/gjPNZ9jh0\/rkOc2HQctRtRQ2XGtQIx8HTVyFfIuDh1qmW\/88Z0IWcIsq+00HFMb6StYTFBj5\/GfLO4WNKCtRL33Vfnya3gcHjZnOdRvWAcGDXoORk2YZ\/cdlfGS\/Fz47uXHgsbhx\/tMgtVr\/gjSP\/jggzjeBH\/YhEBvIQhgO7zLhEOPCQtwTDhojQkzcEy4xHr3T7NvK40J9hj7nxgTYsvi8XgAejx1F0Dmdvh8i\/czUxmpe+CJNyZBjzFToEm90B\/OCX38QlD2dBjRqQ1kpR2EWYu\/g3Q8zMtX\/AKLY5rC9a2bGP5cF3BeFhxIOwSZ6oZTVHI5qNe0OSzdtBPGjhkJJeLi4IePxsFzzwwGj+fpCyQp6i8O809vgOtz191RBF8ZcViY\/S38Ygn3WeRkQtZq820Xm6O4aNi+2fkAXM37X4Rvv\/sOvnPIa1CvZgX4dtp0l\/47aFTzYlWyYBKiYvAypN0wdjvM1wWYyBL2QYyKSYRXBz2FPZwP74yfB6tXrIC\/dmdAo3r1lIWN2cmj3\/0cli5x35qNgTYd7ocZn30AZ2L7Dsz6BA79Zl+kkR2kAGStncw3MKNr3wXJYT7Zx29hqPhxJ\/k0SDgbjwkugPLcIxTSpbF8CCEmVy9eaGAsfGvK1uwC9zavAPM\/nQibNm2EVbv2QFyD2+HSS4K\/omD2uA\/hl5+DP3mYfH5LGP3JTHisY31MZcLmnML\/DtC6renwyY806ETB8609PlGCWHt3DPvpUzjojDMXFyQ8MbFoAyXhYBvcaCFFkA+t00KBu07vtpg6U\/j5KXq7D0PcSOG39tRbWQUJlTUFdbjBxmpkfMdB+Sv4sYlJMG3im1C\/UjY83n0A7FYTEsNvn6k4laPzNyYebn15ctA4PGVsJ6hXt2aQfuqUKVCenjcNAtvGLyq9phWs52+MCfNwTNhYwJgwC8eEFf\/JMSEGTk+5gD\/tuO5g8MpCBPKgR79BcH7bJ6BdiyZKe6zQ8bVOIObiLi8DvSH6yWdTYf2fm2Ha+E\/g1mbXwDn09emhyN8Lk+bNh1W7nQvomLh4uP\/Bx2Hs6NFAXwz\/0aRf4ZdN9tuRYTxaBPIDMG74\/3G8E75giPc8VyWFOVKFXyxVaAPxZavC2t9\/gVFvv6uUNgsWTIHxUyL4Rfx92yE3Iw0yXXcqCsvmg3vgqt4vO38DqcR5HBTUsUmxAuJiqSO1ZTTUanQHtDktHt4f3hdu7dQFWtzeEc49Q7\/v6k1O9ibYn+P9a8Yl6t0EQ19oxnERbT+sRj8YySFvvUlNTYUu\/d5AoygY9dwjEB\/0fVISOt2aYZvPDV5Aw975n8D91zvvAIaTd8d7PLyYcjaUu+gaiMLF0rRdwcdr5ZYsHPsrQFKN1kpTkp6IxJDu3UVODE4Ej\/Uegpc+QOfO3eHtIW\/BZY3ag9fzoCVj02DojDUhTvYYePjJFziW4LBQfY6Ncsw1JjiQjuv5OPdp3zffhsQY7wVqgN63T6wPIvlspfE5vtAB0nKCsNyrCJ8Yhp5Ebjgwsy1YYWSGAJcRaCIXTiyYtgZf9hFG3Aqqy3FeS0\/md7ZVPKcWPIKTDuyfD107d3LO37xgMhdN3hzZswny8wpxNwj9xSXRGKXa6aAUDrj0c1KBoJxwFGZMSIlLg+HfF90xoXv3bp5jbij57be1qmTBlMDjmY89+\/ilzueNRG4OPPhIV9he+Up49qYr5ddHhIDW1IKebQu7KsD5MpZ6316Bx0YlwtC3+gPsWQl333AlTFu+Cx5\/8FaVq8HzPzYK4vW6JaEEbJ0zGY5uDP4eJKL9vffCuRhGpyRBHP\/+n8Q+RB6TnSJ190x4+4vfIap8M3igUS1vS3VDxfuJJm8Kv1iKSoGrGzeDzLQ0ePyxR2DQa2\/CnDlzWL796kN48sVxcGOn65RxaAJHjkJ+VlaYM9RG5ObhhRv8lQSjRgyHz778Bobccz2+SDP8JMnbjB6PQztIjouG+LhkOoxKg69kqtWCFvc+hbFUXIAlQr\/uHWWGIqWs\/Dq1GP2FFkhCQhQ8MmwKbDZfwRms\/ekXqHRWayh3Wg2lwVNO2caa7TbYs2sXtL78ClizKwD93xkD913TKMTByuTDXTU5GpI9XFVofDO8+fEX8MUXkcm97e5QJZ082qoenBkfAy\/fe7\/r9EqFb9fvgotaXQk979C3d3HhGncGxwo6Bk6ioPbFjeHeOqfAr8tmwx87c6Dn3fRqMJjyKXGwbFhX+GmZ98X284IVEFexEpxXwf6R48SkRG57yZIJEO\/V7Rn74ate18PIhb\/BWbUfhTtvuAvnleBep6\/tWJUWgKT69SD5rIJ\/T9Dn70IHyy3HkXAuOc\/I1LZaaOOIG+lQQrjTjKlU4ulPRyT6lXO0+WWMsSXg\/hdGwmMPtoXPxo3FhUZX\/mSuhfZj7puLrP0H+OsHCkOpcvSi1RxRNThuxsvHMwr3uIAcEzpGOiYMf7LIjgkvvDDYc8wNJTVqVFUlFflpsOnXubD4tx1KoQjkwo+\/\/QI1WnaDCnHG133mZMM3rw+H6rd1hKndbnEuGrIOwg9fTMNzQj4uQbtOX++bveso5KSGe4QiDhKSkiAp3u4Dutt5ecubofrpJWDtHxugeZ8xcFZ557IsJjYO4rJxF6x3CUtDdH4mzF04XaVdZG+GDdiMW9rWgFrn2TdC9IcZokJ81fGuHX\/CFVc\/wj+OP+bVzlC3evCHAIijqxZyGFWYX\/NTzy4VkmzR+a4WdI4Fydjx3yub8GSteFM0uSBO7D8S\/NCym99XzBGtG14mujz1tBg2YZLo16e36ProA6J06VPEosXBv8czd958bkvvb+cqjTfjBncXJaGE2Of6tZT18yaIM88sLW4Y9L7S2LzR9wb2Xf+KdmLnPvlQef9+fVl3cbvO4sv\/\/cA6SYYY+spAkVC6gpi7eKHSSV6+txWXad+1r8hSOiY\/Q4x9baCoV6sW5seIkWPHYW+HJiN1JfsZ0L+\/0pw43nvvHRGTUloM+Pw71eajYurIO0SpsxuID5foh7sl\/foP4HZ9vrvg4+vmuf5Pcdle7\/xPaYJZ8mZ\/+hygSEo5S7w+ZrLINB7O\/GjUcBGHfffgmOnYQptvxrzKfis2ukWs25+utJLp094Xj1zXWOBlKR5\/drhYvl7\/mFYw9MAg+bn5mf4iVel8TiTyIeRjF41X3jEIPyyuxCtfi5dduIfRtZg+PMXmwK4dolXTOnw+Xtt3hNIapK0QrU+J5vy77r5f\/LEj8jP29\/dvEi2aNVApSXALnNzZtALXNeen4J87scaEXf6YcCzs+m2BqF0K59mKdcU7oycqLfbr3beI6xs2Frt271QaSe+Od4nGjZuI7gMHiL7PPiueNeTx21uL2zs\/LTKz5eSXn5MhnqoRKyCqhpj3U+ifAdm94y\/RsM454sHnJyuNJl0M6H0P9kGsyKafyzFYs2ieOOeMSphXWgw0jl\/fZ8gexGNP9RILfvlTaYU4tGmF6HNvbVHxlPPFgoW\/KS2Su1E0qXcelxkweKRSSo5u+1P06\/2MqFXzPFGyaivxAa4TwvFDl2YCYsqKge8tUZqCOcbFErY7Y4\/49v1B4sKzUkRycrJofuu9YtaP3r8H5MXBH0aIy6umiD1HnSeoF4cObRN3t78KOylKJJSrIGLKnSVeeme8WLv2D2XhZOvyhaJ2XJSo\/sLXwutzdesm9hVXt24tqlxQWSQllxCXtWgpWt\/4lFi1Uf8qYKa444abxRp98QSyxf8G3yFaY5nS5U7h\/Y2LLyfqNmgqnun1tJj6zRox+bPZYtrXn4mbr7+B7VhaNBXX3fWU+GX1GuUnR8wY0oHzylQ8lf2UO6uKaNZS2aO0vLyJqFq1phj7\/gTx09IVslwY0tcOERAdLQa8OFppTizTJ78vLq97vmjG+3eZePzJJ8WCFc5PPxIzXh8kykZHiY7TtytN5GxZNFo0uqi82JUV\/Jt\/muXjJ4npEz4R82fPFM8+fJdoc1Urqw+r1G4uZvy4QhxU1+yqVfNYf1bZMtznSYllRP0GTSz71q1biXp1qornX39XzPnR\/iHkUGRmZ\/EF26+v80c5fU4U5kLhWIXw0h+jRLSoQXEvgDgdYrGk87VtSCGOiG5PdhYN69UVibFxfF6fWq40n89PTJpr\/YgsMfvj9zk\/CseJmnUvE61v6CJWbXC+uPFi+as3iDZXXq5SErMFJh9++L5o2bKliE0oyXXVadBAXH3vY2LWLnsEnvGGHBPu+c4fE46F1MNHRK9HHxIlEmNFqdLluZ0dnugmPvnqW7Fjz15lJenVtauIi4kRsbG4AMJ2BUlUjJi9dLmyJvLF7AmPY16sWDDfawFxlM+3+nXribi4BJF4ag3REusfP368ysfF6geviyGjRotc9THFrLS\/xHXXXiMuOv9c7N9E7OckUe2C80Tra64T327dK1auXyFmLV4sPvlgpLjh9rZW3ze6tJp45vlh4vff5e\/wZWdliZuuu060bn6pqFQhmY\/XBdWrWvYkjeteKpq0u0+Mn\/CN+G1zwb\/u27VJPVHy\/EvF17uNFXUBRNEGO++Yod8lorfKY+MTIMwHxoKgp9HpFmBcQoLHLVsvApCdncvlomLjISHO+\/kdRqRBvx73wYuj90LGvh8gyXjLjMjPToe0rDyIjY1DiQE8GCCiYiE5uYT1qbe83HyIjbNvXOZkHIXMXMHf9UQ\/sUDtycnJxXgMlrNvf+dkZ0Mmvb3IREHJlFKgv+KEyMlMhcycgOUnkJ\/H\/WAdhKgoSEwsAQnG+7Th+KhTE+izLAM+W\/QzNCoZfHv4RJCblQH4ioSuOEjG\/Yv1qjawCWrXbQMxFW+C5TNeVcpICUB+Xh7E8PNk3uCIzbd\/mUAepKal83lIJCSV4C800+Tl5UJ6egaeo\/HYVmqswGOXAzgvSQMkPj4RkpLs273hSN82DUrX6AiDh38AvTu1VVqfE48+XnTc7WN3\/NEjUqR1FNKehtwwb395Y+6zjKfjOY9DPY4V8jqhn0Ch8zoGx4+SCc63QbJxXCJovM4X0TxmhfuELxHA64b8x8VJ\/+beuUtm4ZhHdSQmyrdH+PpCqxLJJcH6YnEaE+rQmHAjLJ\/5mlJGij8maKif9bGOjo2FFGP+0aSnp2NfxQYdJ5ME6o8oe\/BetmgBNGnaHL5fuABaNGmqtBp5vuEyiOcukS9\/voSOd4J+XpieA1JvkxG4AIPUo2ncxjj1vG0eHsO8vHxISikJ8cbbmVmZGZCtPmEZhXNqKcy3wDqPpqZiC+iZJ5w3caekH\/vtQiqTjGU8n0\/yoF69+vx1UStXLVOagvnbi6WiytuDBkCP516Ag9lZeFJEdsIXR+rWaYjnaCys+HWR0hQdbqtfC3bgCf7jsuBPqBRnJj\/aBAYsy4Jvl\/wMVSK9On2KGMV92Au\/0ImEgnpA1xCpXST4Y0LRJXXnGrj\/hpZQpscn8F77FsfwQHNxYSs0anwVlG\/ZC6a9+IDSFcxJ2x93dr4RzqteGV5cJL\/N+2QkP3UZxIgdcMdLw5WmaPHKsCdhfVoUTNtWuMe8izYC3v45B04pV99fKPn8ixS0hKF8LcdGpKULU8MrQ5+A9ak4Jmz1x4SiRsrp1aFe2ztgYq+n8AV4ZF+\/UxyZ+cHnsHH1Vnitd4jvywrBSbtYKn1GXWh1WWOY2q+L0px8fDjqf3Akpww8dXXw90AVBc5tcjecG30E5ox7S2mKP3vWTYHdh\/fBuxML+zaCT\/Ei3P0SyotUjhUvX24JR8F2BXmIhPA1BHNu045wbgyOCR\/4Y0LRIwa6dbwGqkZvhB\/WBP9Y8MlBDiz4ZSmcfu0AqFbS+VZ1QZy8d9qQ4aOGwnmZf8C0ecuV5uTh6K4dMOnzr6H38NGQaLz3W5SIjo6Dye+\/Br9P\/wK2bg\/+6ofiRza8O3IC1GpyP1Qtb7yn7lMM0dN8KCG89CSFwat8JFI0+butlGPCqzgmfO6PCUWQhHOvhQef7A59BhX2OdPiwfbNK2Hulq3wwSt38bNPheGkXixFJZwGD3XpBg88+SKs2Pn3vvyyaJEP33\/RB86uWhNub3yp0hVNzr+0DVxa4wK4vuc7EOpnIYsLs2b9D9bHVoD33u7leGjfx8cncs6\/9Gq49MKqOCaM8seEIkjXbj3g2uzJMGzY2\/RpeaUt\/uQc2geP3NoTqjfrBxdVdv4kWySc9EP+1Q90gQGdWkC\/Ya9Dem4hvo22yCJgxudDYf4fSTB64ngomVJC6YsoiSXgxdEfQN0ye2DguKlQuK+4Kzqs\/ekHGDbxe+gy4E1ISSzEF5n5+JwkHMudJE9oTBiDY0LpfdB\/7BR\/TChylIKnXvsSVnw2BiZ\/vxTyT4L1ksg8CAOffAIq1W8N73a7lr6HvNCctJ+GczPnk6+g1g1XQ9kSxf2kDsCnH30Lt991Q6FvI\/6r4Fn2\/aQvoNWdt0JkX4pQtPjxmylw8VXXQYrrayh8fE4GCpoETshQg5XOmPQ5tLzzNn9MKIKItM0wb0M2NLmkmv31D8WUwOHNMHVDJtxUL\/g3BSPlP7NY8vHx8fHx5l9ZLPn4FCP8Jy98fHx8\/uO4F0OUNsXH57+Ov1jy8fHx8fHx8QmDv1jy8fHx8fHvIPn4hMFfLPn4+Pj4MP7bbj4+3viLJR8fHx8fHx+fMPiLJR8fHx8fHx+fMPiLJR8fHx8fHx+fMPiLJR8fHx8fHx+fMPiLJR8fHx8fHx+fkAD8P7U3gg4kl4X9AAAAAElFTkSuQmCC\"><\/figure><p>Zero error of the Screw gauge e = 6 VSD - 5 MSD&nbsp;<\/p><p>Required diameter = e + R<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtable columnalign=\"left\" columnspacing=\"0em 2em 0em 2em 0em 2em 0em 2em 0em 2em 0em\"><mtr><mtd><mo>=<\/mo><mo>(<\/mo><mn>6<\/mn><mi>VSD<\/mi><mo>\u2212<\/mo><mn>5<\/mn><mi>MSD<\/mi><mo>)<\/mo><mo>+<\/mo><mo>(<\/mo><mn>32<\/mn><mi>MSD<\/mi><mo>\u2212<\/mo><mn>1<\/mn><mi>VSD<\/mi><mo>)<\/mo><\/mtd><\/mtr><mtr><mtd><mo>=<\/mo><mn>27<\/mn><mi>MSD<\/mi><mo>+<\/mo><mn>5<\/mn><mi>VSD<\/mi><mo>=<\/mo><mn>27<\/mn><mi>mm<\/mi><mo>+<\/mo><mn>4.5<\/mn><mi>mm<\/mi><\/mtd><\/mtr><mtr><mtd><mo>=<\/mo><mn>3.15<\/mn><mi>cm<\/mi><\/mtd><\/mtr><\/mtable><\/math><\/p><p>Alternate Approach:<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mn>10<\/mn><mi>VSD<\/mi><mo>=<\/mo><mn>9<\/mn><mi>MSD<\/mi><mo>\u21d2<\/mo><mn>1<\/mn><mi>VSD<\/mi><mo>=<\/mo><mfrac><mn>9<\/mn><mn>10<\/mn><\/mfrac><mi>MSD<\/mi><\/math><\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>&nbsp;Least count&nbsp;<\/mtext><mo>=<\/mo><mn>1<\/mn><mi>MSD<\/mi><mo>-<\/mo><mn>1<\/mn><mi>VSD<\/mi><mo>=<\/mo><mfenced><mrow><mn>1<\/mn><mo>-<\/mo><mfrac><mn>9<\/mn><mn>10<\/mn><\/mfrac><\/mrow><\/mfenced><mi>MSD<\/mi><\/math><\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mo>\u21d2<\/mo><mn>0<\/mn><mo>.<\/mo><mn>1<\/mn><mi>MSD<\/mi><mo>=<\/mo><mn>0<\/mn><mo>.<\/mo><mn>1<\/mn><mo>\u00d7<\/mo><mn>0<\/mn><mo>.<\/mo><mn>1<\/mn><mo>=<\/mo><mn>0<\/mn><mo>.<\/mo><mn>01<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><\/math><\/p><p>As the zero of Vernier scale is before the main scale<\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>&nbsp;Zero error&nbsp;<\/mtext><mo>=<\/mo><mo>-<\/mo><mo>(<\/mo><mn>10<\/mn><mo>-<\/mo><mn>6<\/mn><mo>)<\/mo><mo>\u00d7<\/mo><mo>(<\/mo><mtext>&nbsp;Least Count&nbsp;<\/mtext><mo>)<\/mo><mo>=<\/mo><mo>-<\/mo><mn>4<\/mn><mo>\u00d7<\/mo><mn>0<\/mn><mo>.<\/mo><mn>01<\/mn><mo>=<\/mo><mo>-<\/mo><mn>0<\/mn><mo>.<\/mo><mn>04<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><\/math><\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>&nbsp;Reading&nbsp;<\/mtext><mo>=<\/mo><mn>3<\/mn><mo>.<\/mo><mn>1<\/mn><mo>+<\/mo><mn>1<\/mn><mo>\u00d7<\/mo><mo>(<\/mo><mtext>&nbsp;Least count&nbsp;<\/mtext><mo>)<\/mo><mo>=<\/mo><mn>3<\/mn><mo>.<\/mo><mn>1<\/mn><mo>+<\/mo><mn>1<\/mn><mo>\u00d7<\/mo><mn>0<\/mn><mo>.<\/mo><mn>01<\/mn><mo>=<\/mo><mn>3<\/mn><mo>.<\/mo><mn>11<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><\/math><\/p><p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>Therefore, true diameter&nbsp;<\/mtext><mo>=<\/mo><mtext>&nbsp;Reading&nbsp;<\/mtext><mo>-<\/mo><mtext>&nbsp;Zero error&nbsp;<\/mtext><mo>=<\/mo><mn>3<\/mn><mo>.<\/mo><mn>11<\/mn><mo>-<\/mo><mo>(<\/mo><mo>-<\/mo><mn>0<\/mn><mo>.<\/mo><mn>04<\/mn><mo>)<\/mo><mo>=<\/mo><mn>3<\/mn><mo>.<\/mo><mn>15<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><\/math><\/p>","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is - Infinity Learn by Sri Chaitanya<\/title>\n<meta name=\"description\" content=\"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/infinitylearn.com\/surge\/question\/physics\/the-smallest-division-on-the-main-scale-of-a-vernier-caliper\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is - Infinity Learn by Sri Chaitanya\" \/>\n<meta property=\"og:description\" content=\"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is\" \/>\n<meta property=\"og:url\" content=\"https:\/\/infinitylearn.com\/surge\/question\/physics\/the-smallest-division-on-the-main-scale-of-a-vernier-caliper\/\" \/>\n<meta property=\"og:site_name\" content=\"Infinity Learn by Sri Chaitanya\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/InfinityLearn.SriChaitanya\/\" \/>\n<meta property=\"article:modified_time\" content=\"2025-06-26T12:34:15+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/infinitylearn.com\/surge\/wp-content\/uploads\/2025\/04\/infinitylearn.jpg\" \/>\n\t<meta property=\"og:image:width\" content=\"1920\" \/>\n\t<meta property=\"og:image:height\" content=\"1008\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/jpeg\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:site\" content=\"@InfinityLearn_\" \/>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is - Infinity Learn by Sri Chaitanya","description":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/infinitylearn.com\/surge\/question\/physics\/the-smallest-division-on-the-main-scale-of-a-vernier-caliper\/","og_locale":"en_US","og_type":"article","og_title":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is - Infinity Learn by Sri Chaitanya","og_description":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. 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Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. The correct diameter of the sphere is - Infinity Learn by Sri Chaitanya","isPartOf":{"@id":"https:\/\/infinitylearn.com\/surge\/#website"},"datePublished":"2023-01-05T17:45:03+00:00","dateModified":"2025-06-26T12:34:15+00:00","description":"The smallest division on the main scale of a Vernier calipers is 0.1 cm. Ten divisions of the Vernier scale correspond to nine divisions of the main scale. The figure below on the left shows the reading of this calipers with no gap between its two jaws. The figure on the right shows the reading with a solid sphere held between the jaws. 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