Parts of an Atom
Atomic Mass
Periodic Table
States of Matter
Acids and Bases
100

Identifying characteristic of an atom

proton

100
Two things that make up atomic mass

protons and neutrons

100

The columns in the periodic table

Groups

100
The volume of a gas

Not definite- Takes volume of its container

100

Which substance is an acid?

Substance

Red Litmus

Blue Litmus

1

Red

Red

2

Red

Blue

3

Blue

Blue

4

Red

Blue

1

200

Negatively charged particle

electron

200

How to determine the number of protons

Look at the atomic number

200

The rows in the periodic table

Periods

200

The movement of particles in a solid

fixed, slightly vibrating

200

Contains H+ ions

acids

300

the location of the protons

nucleus

300

If Ca has 3 protons, 4 neutrons, and 7 electrons, what is its atomic mass?

7

300

The location or group name of the most reactive metals

Group 1: Alkali metals

300

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SaRAWpKtOw+m3XaFmp/sjLIZnza+tzvn2I+r9V165s55KkFczZDa+sbWN/klOCG7Ig2NzdEbkSkNm3akG3jcv2B/kFp5YYHhjA0MKRVeSSfNIXyjyEJ0uLykrRIc3NzmF+Yw8LiIpbp8mBlSb6XmPbBgwdx6MAh3cf7HbtQv4BAQOAXGwGOE7SV5Mvi6ir90K1K601tO8kPtfC0+aSGnjMQegml9oeKIGmMSHLshZXaoOilVi+4fInl7ARnLviOzFBZO+i6l51eiHqtkic3ZgZh+HOBj/JwxIcaImmN3O3hrAjdv3DM4gpprSBuatJLvFYON9tYypf6X/TPz62miMz64uWLIkGTU5OYW1jQMnJ2Oq4O2z62A9tGt2FkeBStLS1a2SXfO+pgMREbdgJ2KNr9cNWZDcQLWm1Gw+CNXE4OD7nVBrUZ/GNn0jRPdx+6u7pA3zw85y9XolEL9IGP08XxIaCyRhocLu/ih4vE9OPO3VSY79iMwnCeU1Olx0K92wW4PPyD4Z43/+RE6lcfjb/8MC/+1WiJla9LLjx6iKh+hflbcs9ULRmAtbUNLCzOi9DMzs3JaJ2r9+jagA90NBWYSOpha2tvA+22env60NfTIy0TtyChZo7OJ7mCj1N9nGa7cu0Kzp4/i5u3xvXm1NzYqPtLI+1dO3Zi145d0RSia1r4CQgEBAICHwkCHDNkWkBzCGcaQRcsHH+k7SH54aKSzQ2nDaLpgTOhcHarWqhDswNvm0mC0dyisYLmCHRdokU7qbTME/jinE6noB0IaDJB7c8dXJlwPGH9tA1UheYRZc1s0CFvrpDHxsamXmhZb9aX19SG/KbGMmqqVulkWNr/VZlTUBOvF3kuKFKdm2QiQbnLGRCSIv6aCxangXKLdBifW0r9vH9+7kgRB1o6ULx89TKOnzyBy1evaBUVB8f9e/ZrkGxrbRWJQEMM8Rinpbj6ymxuqEViB9l0K6a4QmphYR5Ts5OYnpnB1PSUpsNIGDhwjw6PYnBgUDZH/T19GsCpnuRUF4mKpttELfy8rii+GUVrKosTV9J4GqHRPLGRnIhgqBcZNfIESCTI9S5e40e/xlSMTemiD7U4/ttPlXky5SkXY/O4Rop8CmWmNxl74/AkSZusRWWLSJE5qfJ8k3HpUHP0yIu8zLek2bl5TE5P4saNG7hy/SqmpifVkO7OHgwNDWF4cBgD/f1ycUChoQculVGl+HZFcsTiKIBIkE6cOoELly6I5O7ZvRuPP/wYdu7YiY6ODmnr6lsTjgMCAYGAwE+FAE0lIpJhrkeoAZqZmwFf9Gb4Rzctc3TRsiAiQaJCO1R6++fqWc5A0N0IiUNLk/mlo8aFMwkcg2gmwT+OH94pr123MUpmFHTn0pCwRTPRm+5P1YItkapwOxy4F021TbseWNvkjFftJbHi1lMVmTLQBx21XFo9vLaO1bU1aepXlpewvLwi0wmuliaJ4/hIZ71clNTb3Y2+nj709PTKFQt3aLDpPU7xOYfDW2p4/578XJGiiVsTePWN1/DWO29r2fq2se3YNrIdw0PDujk0VuYfOysN2PjH0ZkDOckBR9fl1WUZ9l6+dhlXr13F5OSU4vV0d2GgbxA9Pd3obO9UZ+dWF1p6L2Njm4ulRoOjug379YZxdSTCleeJDX+NujgS4Qzf2C1qxMjoCr9V11qAqT1FsEytpHDmaJk6YuI6mWXjtEBeHevq5vuh0xI5vZOuWnsEkfEcqYzYPstebdE1MaoaedKqN9o/8b9qL6LIh51aolyhEL1VccUfHzb6N7o1PYVbU7fkE4pTcr3dPdi/9wE8sHe/ptjMSNtUvA3xBKqVsojR8sqqBNO1G1dx7vxZzM3PYtvYNnz6uedx+MAhTWH6ZobfgEBAICDw1yHAmQLONnBl8sTkhH5n5mZFEuiahAtNUhmzzdEiEm7NxHMtLDGTCTmxdbY7DPOaFC6QoVz0IwDr0uDO+EvJbFLTaulF+l9X548jnIYkuQrldV5aI5o0eO2YFg5R4+S1ZXIdkwcd/nJFdW7Dwgr5vHz0dXV0YmhwGEMDA5LnXNT08zL19nNBimh8+/rbb+Lc+fMiQ+lUGkNDI9i3Z5+myDrk4yam6RVqF7gKK5VOy2EiWe/4rXFcvnIZN25ex9zivAyOucqL5Il5keXTySANhDk40+6oualRvbVU5nYZJaXR9Bfngd3yd68tYYcXqXDEwHf1enJjnZ0Mg5G8VskRIPVwIy56QEiI6kgRnxo+QFs+iuOuKKkLdw4dHbNx5MjFc1Nwpu0xfY5/WK10R41YTU+K6h5ckUunZaI9lv94wlTL1x500aSGmGynqFlLOnuttbV1TM9O49b0JCanpjAzMyMVNA0LuSKOAmZsZBS7d+/Bru275DOKGiOSLL59sBxOrXH69Mz5M9JEcYnb2NgYnjryKdkc+bqF34BAQCAg4BHgApLJ6SnNCFD+yEP/+rr5hKOZBH3DlYqSMTRQ1hZGHR1ob7e/ro4OdHB8aG7W4E/3J5S82qBA8p8vcpJ8ktlGgGKogE5v81r1Sw06V+HKF53MMnLahonnnPriQhQZWZdKmg7jmKaNwGWDRA2Q/LJozOGYZC+ulMfu5Z81crMYWryT4CKXhDQ21FBx3OMG4LKFlZ+6lK14JpnTVBjdrjQhG0+rbZazvRzzuIwKVjbXtMiI213xJXdxfgFLbt9PvvhypoKrpbl1VTKeQCqRkMKCi28G+vq14ImLcUzJ4O/O/fF7X5Mirkg6e+Ecjp88jrMXLmi+8qGDh/How49icGBIGhXTBlWjeVcOmNQGUc1Jg93pORpJz2F+fk4rnGisNjQ0jD07d0vDMDwwrEGX3qH9DvTqZe7+sBN4OsJf0gbxfkdcfJjXtIhk6KFwhCciN/bw+NxM2/NTkiKnUfIERlWrJ0V2oVZj34tZ2zrywgeF57omDRAj8nNbK24jRRZHCXTI9HciRcTNHtD6HA0zSygAZTCoKc0Gqo1jmvu+OTGOcxfP4ez5M3KhQNLa09uHwb4BDPYNYnBwUOpZPsicO2dBVENzG5b3zryHN955EzOzUxgZGMLDhx/GoQMH9eBZ3cN3QCAg8LcRAS4AoWsWml14j/u0d5yancGtmSmsrK3JJUo33YD09aG3rx/9/f1aPUutkJeMcncicwwSDFsgo1WwVWilLjUkJD0kNgXuKUlHu1o9RvJjm29zdZncoTBe0a5zIQv3paTdqq4VaS5Q0aozOezVqmeaEXCFcFlkgy+HfozisUS8XNg53b84Ef2/Obcy8ZhIEVdhG0kyFy+JRArJlK1UM4JEckRnvmlk6aCYTon9rgNcTJTiYiL7lfaMiocEZ05sn02CxXGBMplTjdPTUzJJmZ6cxOStW1rJ3N7aiv5uc7sy0NsvZQQNuenzjsoJlvFJf+5bUkQG+qNXf4RXjr6KYrGMRx56BEceOSItDm+avDS7JetaQl4qaUkjl4vfGL8hDQKnx7icnODT3mjH2A51eLF87TrPuV23DN/ZxLCHSfNRd2c8geElPSSO6BgvMqJhYX5ajfZLdaTIERPLxxERN4XmHzorzs74yJG83U5ZfJWUj987jZHqM3GJjPg4J5BO28NrjMpf/dmZzzb6Zccm0/fttrhWjEiPa48v1/I1HEhSjbwZTfQPrDLXs+ycSDIxMWB9YpA7BTrZLJYKIrTnL57H+QsXcPX6FT2chw8exoMPHEJ//4D2jqMxIIkVN8Dlm90KydHZ9/DGG0clAI88+iheeP6XZBMWlvBHtzYcBAR+oRGgLKLdKMcEapMvXbmMsxfP4eKVy9q2KZlKo3dgAL39fejtHwBXJVMrkkqm3cyBG/xTHBfiXsRppRhXkZGwcIzg7AEFF4kLjZXpmoU+8VZWlmV3Q234mnNfwlVo1P5wKk67IlAb432+cc9IrfbKipBQc0LZRg0LNTo0fCZR0IbicVshJsNrEhxq3mXe6d7C2XaSJNoKqY5lka2C1z6Vipoao8E1CRgXDmnqyzkT5jSi7fVJ4/F1hXOVNG2mWtvatNE3FxV1dnais6tbdpzNLa2m7eFsBjc9pyaf2iT6w9OODDW3KzRIpyPfqVuTmJ68hfnZWZHEgd4+PLBnP/bu2o0d23dIScG2f1Jy+74kReO3JvCNb38TZ8+fw+jIGA49cAh7du9BV0eXBmozvq2qw1DTwH24Ll2+iJPvn9SUCg3WOHhqSkzGXz3o7uiSMW9TEzdjbXC7wJt/Hj5Inm5zkBbncU4RPUnyksTxIRfJiILXDimOIyVKLs2MpbR8+e0+3kN1dOoJlZEpT0gY7MmUpXYPQPS4/nWkqJav5zL17fUaLkd5BIOuOTbjmmP4eE2THDG6tihCHQFiOga5hPyxKIYxjz0KCmN0TrHRGJ6rLOJxzeXLF9TsnFwi3KA38okJecOmyvXJx59UnyC5pbAxf04NIkNXr13B+2ffx7kLZzHY348vfOZzIKFiGeETEAgI/OIiQANgkqD3zryPC5cvyUA4nkyhqbUFTW00fG4BB3EN8G1tmhLzL8iUDtS6xKq1F1r6govHaZZRwvLioqb5OagvzM9rcQ5nH+iShPKZhseyN4rctJjGhZoVkRz6C+JUEjUxfuqK2pdE0l03J72c3qKzXv7J7xB9D3HqS/KRtfzZ3LjQoJpEiat6SRT5AkmtFIkjp+qKRdNs8WWUDojpUoUaL2q7OM2nc7f7Am1CuUiJDou5LRWPuV0UpxN7uK+l07YNDA6irb3DXlrdbAVHCOZJ1wVUeKwsLWJ5idq7Jawur2B1eRm59XXeBAz1D+KhQ4dxYN8DMmm51z32viNFp8+exr/+9/8P5ubm8fijT+D5Zz6t1UUcLHkTyCDJnGnwRY3QxSsXce3GdTF0WthTtTncP4i9tDca2y5QybbpJJDs3tSNNnBzILaPTQ1tISI+zGlXjCnVRnQfl93UH/PG86HS8Ct1j23LwXBdY2GeFXg7IRfAGCIrTsPk81T9lL42/SazJOXoCVJtasu3R5xGdXcbx7JosZN6ksJr7qIjPL6KPrKIC9tI7REZobRIFTONYh2U3JEiJbZjXmfTlN7FsTyjqy6MbbD6+7hU+2reO5HQw8u5/9NnToskc+k/36a4MS9tyg7sP4iuzi498GwLcaM/qTfefkPEiLZhDz14GM88+bTeQAyf8B0QCAj8IiBAz/znL1GjfA23uIXT6jJWuIIqn0O2qVEvx8OjoxgeGZFWiJoPkgNqUyihKNI460C7F8qPjbV1LNIR78KC7I2WFhfktJaaFb6AUVtkY4it2vJbFHHqhytguQk2iRb/WpptBRqd9maSmUgeUipSCpokpNRzL65OfjVIwDuZ7sSlj69UPIlycxEkY5mz85LtzxV3q5ynHFbr2Xj/lu/jqVPEEEcDyqhiPbchjRenHulHjiSGx7IjWlzUmEzc6LuPC2Jsiq5B2JMsyT9gT7fkdUtrK6pagEPzB6sTSdf01BSu8/5N3MTM9DSqpTKaM1l0NLfKfGL7tu3Yv2efHEzeiz5735AizvneHB/Hn3z9v+FbL34Hv/6l38Af/N4faJ6RAx2ZMjsjjbjmFxfk+ZiGttzQlauXhoeH8ehDjwm8zvYOYef6hcPR9xJ3qv7gzZc5gtcRF3a5+g7jOqvrfsqA4frjme9QjmAoJ+VveSovV6yIgUurpL5TqpdYH91StkvnirAzn/62tApUJWskKSI9XmPj8uN1hXmQjO9Ez5pPp3h1j6CS325T5Kbn9EgqX8ayjPXty3CXPYUSXGqDJ0WOGDoyx5cixvHklUT4zPmzOPrmUVy9cQ1c4fDgocOaGqXbBKqkZXjo3vqoOfz+j76PpaUF/PLznxbBpg+r8AkIBAR+fhHgOCB70ZkZyYHTF87h8o2rKFcr6B8axPZdu7Ftxw4NxCRBsjuljoUeoGkXpCXiDbL/4Xiysb6OTedskQP+ytJSNB22vLSkqSb6oevlQhz99aK3twddXd3yN6QVZk4Wy/2ck/18uWe0WNMAACAASURBVKMYrMluCWfZ+jBM4boNtbGHsp/XfRo/djCrhqqtxnVF2Q30L7NOxhop8uYR/gW1JotlGiFSZPZHDHGxtGemsPKF057bquzIVp0g1x6bFaxvbGJ2bkar92ZowD41hYnxcU3Lcdqto7NLOxF0d/WgvbMTza3ObUFLs6YNmSM9frNeLJsyfnz8Js6ePo0bV6/ovgz1DeKhBw5peo0zBXwh/jg/9wUp4lzjn/3Fn+OP//RP5Nzwy1/6dXz62U/LP5BYrTyBVmUofebcabxz7B3dBA6K+/bul1aor7vXqS+zboUSl+S7gV8IWifwvY3djh3OdzDdbteBdc0TDze8s2/4vsLsasSl1lF8V96S3mtifBqRBSubGfo0nkSoHGbgK+bLrY+ritTVpu5QtWSZrlx1+FoVVbqRIf8o+O5lmRgOnDvnUc1eSvXxeTri43MgFiJP7np9deqKjuL4Epmdbybj8dzXTXEcUePUF+eqWXmqyPnGcmP8Jo6fOiafRXzgnnv6ORzYd0DbqvDNj3WiceL7Z97Dd1/6Lm7cvIbPPP8Cvvq7v6/lsr4O4TcgEBD4+UCAsoGzBfRRd/StN/DuqePIl8sY3bEdo9u3oX+Q3vJbZZvDJfEkKyRC0Rji/BCRVHEVGqfBxm/exPjNG5icGMfCwqK00DS0pr8dDsA0weB0G7fH0LSWVlSlNW3ktxzSWOKmiYikxgYvt7eQIgsz0mOSX6LejUU+bT0p4jW/pyXlqlLVjU0S6O72kVSY3DaDZy+fvQxmmJEPhvirJnM1VkoG142ZMpxm5n6WwI4ltCnzZYdbNfsk2SnZ1iScJlumj6eZady6dQtTdL0yNS0S2j8wgO07d2H79h3gcaYxK5JKosrpQs72cHoul8tjfW0Vk7cmcOXiJUxcv4F4tYrHDj+CTz/zHMZGxjSb4Jr+kf584qSInfzFl1/C//4v/g/cuDmO3//tr+If/f1/hMH+wcg1+tzCHE6cOo6T752US3WqJUeGR7Bj2w5t6EqnUZyv5RQZ50rZOdgxfef0iKlTuVGYN1RxfKA6ZnSyJW0tH+tIOmf+rpOqgznSwo5nHbfu4XBxNep7FiCborrpu1rRH6i7ynOEhNF8+RFLY7U8E3HHejjkPruWsX8MFKb8avZGjFVXxBZywnTK1pOfCltsBVmxQjMiPWqiU1YpXq1gVcaXQy0xs/GQ6MH8kDozInGN00A+npB28Pr4DZGe8xcvyMiR/eG5p5/H7p27FJe2Y1R7nzr9Hv746/9Vvo6++tu/i8cfeyIQo1q3CEcBgfseARo0v3viOH78+qu4cWscicYsOnq60TcwgIHBIfT09KC5tVUzCn75OskFp+GpaaYcmJmexNXLV3D92jVwRRSn0ehNmltBkfhw5wNtadHWitbWNrRxRVRLi5apMw9On0nquQ23KTApyyi/bDQwMUz5zL96chONFopLonObpsgJQYpEevQ3Ge/EusrgngI12e/FfST4WRf/Tyv2/Zl70ZR8lzQ2MsOKexktgWxTakasrBy2VVOFTtpz3NDYIbHtjjW2NSAWtzbTDotyl0bWNDpfXFq0zdkXFjTltrLEa0sK4+zPwMgwdu/Zix07dqJTWnwaypdFlFg+jdXnZmcxPj6O8evXsTg9g0SsAYf3H8QLz31aPgo/6s77iZIikphXX38V/+xf/Qv8+PXX8OUv/jr+yT/+J1oqT1Y+K180F3Dh4gXcnLihTjkyNIqHHnwY+/ful1U8OzZZv79ZHiDfMf05f9mR1NncTVWcKAJvanQSxVO6KMBGd+uwUTe3LnMXUsQHQB//BClTewNwAfbjuY17qPxFlaeOa1d8+bcTIYXqqXUPwocQjJ9XUsQ7SOJEScQ3Cy4fpXMxrjp79eirmJgYF1l+4sgTOHzgsFap0cCQad5+9y384MffRyadwm//xm9pmvWTWt3g72v4DQgEBO6OAJ/f98+exrsn3sXF61ewsL6Glo527NqzB/sfOICu7m6z9SmVRFgkFxK2rJtemCcnb2FyYkJG0hvra1rtRIJEmUzS09c/gKHhIQwODYtY0Sha5Kdiy8zpNFZi21WTspeDOWUoRwCKdl6z0aA2xvDaFlKkMcCPGTVSZEOCEQoWwZHijqSIGy25slhoNFQxX8p8kSIekqy4WRKNc9Ti1zRIiiq7IwW6+KbO4oo1xXWtYVwjRTaekDDpIw1+PSmq1YflU9sj+1PWUrtJ0D0AdyXYwK1bE7h29Spu3LiurbXoZoBbg9AGq6unB0PDwxgd26ats/wKOhFS+qabmcE52paeOYPixgbG+ofw8MEHtTKd3rU/qs8nSopOnz2Df/Yv/0/8yf/3pzKY/af/+H/G5z/zeVnKr6wu49jJYzj6xmvyM0ES9MyTz2B0eESW/rxhUc9whME6GDspg9SDHE6KbUTHDu1Y5MOycZcVnx1OHV0d2TqEdXyX3RbS4jRDCrLXBnVYH8fZI1mwf62odSJXhBqjchnRKuAK86e8yFrWtUsF1S5HCeoYvS+JKSPiKF5hbxKWO1Na3gal6/DuQVO+fu5aUe2No1aePYx6MN3bh6+tq7GiejKmurjEakL0QLv5MhdmD7iVxXYwfdQGZyPA+8KHlSsZXnvzNRx98zX51nj+qU/jyGOPo62lFVUav8eAl199GT969Yd4+MEHtSqN2sjwCQgEBO5PBOhrjivJXn3zdVy8cQW9g4M48tRTmn6hQS/lDQdMTb3EaHNaBrdtWl0yg+CZ6RlM3hrH1OSkNmft7OzCjp07sWPnLmzbtl2r0by88/JqiwbHuIKNFQ4ihhspouR0pEjjhUWwa54QmYDWeCRBb9KYV0WYeI02k36scGUwf0vpy3Dp6uLZFTdWOIFqEt0bWnsZ7eSmvbpHMtTRGzt3YaYlqkls5kDnlPzwxZLhqjtXC8ca5JyS1/J0h1Ph9iE1yZ5ooPF6XBWkrVeJ4S4f10z5iLpy6SLOnjmNm9euI1fIiaTyHlH719ndpVVsdMRMckaySsjo/uD4uz/BeydOIBuL41OPHMHTTzwlrdFH4eco/rWvfe1rvpL38pfL/b79l98RIeLc7Fd/9+/jsy98Di1NLZoaOXPhDM6dP6e9ZJ598lnw7Z+7pNOng/qSd1pVV2n1O39e14Fs4HcdlXdVPa7G8pVET0et80W9Uh3ed1HLXOWIeFmnVVzl6zugL9GohnWrmpZKuWj6bGu+vK64ru4RMVODfS5R9WsH9Q23DKyiPsntxfjNaFVxH8mSWB14zRM8S8wrrI/CRXxqZNDTFo8ZY0W5OqbqCRHTR9VRpBpRZCr/KFtBFtsLgC3N9GlBrVFC9mR0Jc9p1NPnTuPlH7+svB7Y94BU6P4NknuoUfPY1taq6VeVE74CAgGB+wqB8YlxfOO738T3fvhXQDqJx599Bg8//rgGTa4+5RSN5BEHay41zxekebhw7hzefP0o3jp6FLcmJtDS2oYDBw/h6WefxWNHHhch6u3r1bQZ5QY/Xl5xkQZlTSSf3DHljl03bY2lqYtFee3Q8zJbv+6qHVsExqMbmeif3nGNHEVpGSphx9jma07x/ZgmLZUEsjKVzGRUyXWe6cTCJH9d5YwBmmx2xwxhbKnDJNdtDHMpfKBWG/MaSSgzKFUr2CgWML+5gevLS7iytIDrK4uYoC3RxhpWudqbY3RtJFBJEttyL9Ag+y36Pdq2fQd279mjJf1rq2s4deo4zp5+H+tr63KsyRkB1pFl016UJKmnvw9Do2MolAqaVr148aJ2oaARNqdM/3s+/32p/4YlU31Jx4oXLl8E91fhbvaPPvSols/nNnNihdl0Bnt379VmodtHd2j3YBpgFQoFsVt11Ji3yfEVIXR+OPa/uuUWwV+K+pOF6VuaEJ+Pi3Bbx/E3WJoHRbHy6rJVZ7dzhhnxqtdu1JWg8Np5fS61qzxiCN8mTEVq+doD4ALVgLo07iFmQtX5jlkzUE+kS8hISmjL7312yrumweGpz87joR4baXusxnyIFc+yNPUd09Zj6rL11Vd8nzmzqS/MlVsfrJKqZuhHIcLtWZ596jnZlf3HP/4jvPSDF9HR3onnn3ke7a3t6O/rA0nSsZPv4srVayg+U5SvK9/U8BsQCAh88gjcuHkDf/Qn/xmXb93E0K6dOPTQQxgdG5NtT6loW1+QGCXTaazRR9358zh39iwmxm9Kg9HV041HHn9C02G9fW6T0vYOGUdrJ3kurZfmoaDGUo5R7+HlnxODNSAodERkapdMCjry4gWYEtqJySk3xaZk9cKMxz6R+xUvksBWWVEdZHjp4kSysy495asTilTUMIr4lGStFUOZqyhuDGFqm95iLah9t6GAZ3S94jOol9VMT+0P/xY31vHGrRv48fh1XF9bxVohj1yprNV/bGo8FkO6IY7GVApjTc14cnAYjw4Ooz3TiKJ8JZWi1nNbEa5I4zRoF43bBwewfcd2ecDmSra/+Pqfgd7GH3rkUezdvw/ZRCMqsYrswJqa6HeqGc3tHbh45gz+89f/BNdv3MBnX/iMNqutv1s/y/EnQoq48y6N5ugsatvoGNpa25FNmxU6HTNygCNRSiSSYor0DcE3fNc11L4Pdrq/vtnRIP7XRmXujjBEHdG6sZV7Wwa3XYzq6Q6i89uS3emUcX38+k7pO6rSKIKPxSu3VcBnzCh3CuI1XedXfT4+Ye3XJ6+P5Z6tKJIRIPdA+wRR6AcPtkbZkrOLvDVGlAMvuyD/4DOMx1Tj0nMsPcb+0nMvSKX+0g//StNptBN44tHHMTAwCKrQW1ra5PCTvrBIlOytLColHAQEAgKfAAL0Sv/DV17GSz/8PqaWF3DoyBE889zzIMkpchFNoYhUOoNSsaBB8/rVq1o1Rp9CfFnmDvVDQ0PYs28ftu3YadNjlbIMd/kiXijko2edWgfKrQ9+KGC4U30Dktyv0W1FZNNFFpsxaO9Cp4jah8zpQ+6U2wfz/ymuUCPEnRacuGO+esX0Y5GTgT9FTlEU5vE3SOYVSGiMJ1Aol/HezBR+eOMqfnD1At6anpQzSHDbE67y08e9BdOpbqmkFYBn52dwcWUJzw6OYk9XD7JcKCOP4GZUzXvDFnLF4PadO7Fr9x7Mz83h9PvvyYZocXEBb77+Gq5cuoBde/Zh557daJLj3oK0Sx0dXZpqe/u11/C9V36AzXwOX/7ir/6NidEnQoqWlpdAeyKSnl07dmkeWGzWzV9ykKLKjB3XXKvzdjpKIyLr1Q91vUY3xG67dSL7rr9P6hW8HCVjfKfRcAzZd5yIMXtbGj+lZck1ELNGrKtn6pZvrQ46Z32dxkjdUkXqSqTxsiy3dtv6Mx37B8IXJi2Pqr+1t7uERqisfsLW11ttZySmZWV8i3nBiI2pX+vPjXjUkzQRCZ/UtbGWl8PUZyGNkL3G1LdL+RFfF48/IjuOX22pmmtqXVQe6qNbZ+882uqF6tNnn35Obx+vHv2xjPmz2Sx6evpAvyV9Pb0olsqYmJwC/Rb996pbfT3Cb0AgIPCzI0A5MHFrAt996S/xb//Dv8Py5jr+3j/8h3j6+edlcMuVZxwLuCM7VyJx5diVy5dBe5RSoYCx7dvxxFNPY9fu3TLYpTaIcoYemKlh93KGNeOxyJBkjBNgFDo0ZwBEgmjonC+XsLC5gXWSKS7m0dQaZCeTSSSRTSTRns2iSUbdbnsNJ6OZK8vXFJ+TSyZxrRzVgYdO2JnNo1E0XeOGsEvLqNIgPJtFPJVCQzKBhkTKaJxlZmohNcFU7rosG0tve+naqgAv2ymlXbsdHlZfymH3zyuLWMeqaYio4SEh+o9nT+BbVy9int6nWadsC2LJlDRPLEYaKI6J3BJFnrELeH16EmdXlnB9aQm/s+8gHujqRbKhwbYkIWaqDu2Xyijny+pATc1NeOyJJ6QlvHrlCn7y5pt47+RJTE5OaqUxDe3bOjokuwnj3n370d3dje9/73v4zvdflLuFr/ydv4vR0TGbZfkZuuUnQoq4VG96ZgpDg6Ni89yaQYZUzrrdKIObatGI53uBGzSJooxnrZPVt9f1S/VK3STFZQybyvL9Qc+BOqVPbWXw27qndWyGmqrR1Iw+H1VLSa0H2X2t74RMaHnUirmtvlZBq4AjOz6fes2QOq2SWh3VBneoxCpAKS0v/+0ffFds1P98WpfEt9c/LLVq2ZFFd1OBsuWymLensye2TvCwHo70mADQUyh8VXQdHLY83x7Kuur7Q/0yTa2VtVqqXBdAtXhDrCqN0cOHHpEzsG+/+F2cev8URoe3aUPDtpY2eaulw1BqJgMp2gJzOAkI3FME6Ij1X/6bf4U//fM/Q3NXO37rq1/Fk888q9Vhfr+xfC6PG1ev4t233sLNG9fR1t6Og4cPY9fOXVrKzaX1fPHhR7LGuQ3xBsV8yY1kkCLV5LydelMHYKWYw/n5OZzkYL4wh4nVZaxKywS0pNPob2zFzo5OPDk4ggM9/WhJpsy5sBNJKseTMW/6oJpRSJk01an74hVdpb0OV7YVCtg4fQ6bF68g0daCZGcHkl0dSHZ2ItnWhng2gwbZzdTl5QeZaACsK4FL9OtOKbcjWc90tMuK6uLIkVucQvsnas2Oz07gD08fw7evX8ZCbhNozCKRSqOPm8TG47YqWPLZ6hRPAvlkEjOpArjp7WIhj+/dvApaGf29/Q/iUG+/TbdREVLXDPM0btOV9DFFh7wku/QbdeP6NZw8fgw/+v73ceniBRHhkbExLawhaebqtc//2pfxHyYn8W//8N8jV8jjH371H2Bo4GdbUHPPSRG32lhZXZGjJjra4j4snPogWH6Q1f3xNze62f6uEUE3PHptiQuqDZjuwh1+amXUdVD3wPgi62/SHbKw4nUjrQNF99RVzZ+rBFd/dkJuAaK8fQRl7k/uUnvlUQuvq/kdq1ejDq5CLhYfVr6l+JzqHw5GUfuVhDGMeH5IAdFl5eaKiXLeWqxlHOFQmwOv4exrFGVrB1FdeErseMGTLldfCUF76JVL1e4JnTxms03Yv/eAXDu8c+xt8O/JI0/KWM/nw82GM2llG74CAgGBe4zA3Pw8vvndb+G//ukfY/rKLXzlMy/gs1/6kgykKa821nKyGTp17F1piZqamvHQo49iZHQUI9u2gY5buYiC4wr925gmyIgR01MabBl1ffv8CyPH34aYNBfUDr07PYEfXL+C9xZmMbW2hrlCDuulIsDpIH7icWSTi+iYmcQr1y7hge4+fGb7bjw7sg0dmSw2itwo1qLS6ayJsDpCxrFGW0hRFrt4jMS43FA1Fkcsk0B6cACrbx/D/Le+qzzizU2Kn+ruQtdnPo32Z55EosN2boBTJki2K1OXsSc/FJ1sry+QxdpbqNcNuXo62SoxSzsrQ29qbQUvXb2Eb1+5iIVCDshkkMxm0ZdMYSiZQnsyiUQspilF5ks8OaYvUtMVb8B0vAGFXAxLuTxeun4FA80t6GtqQms6q6X6ZVddG3+MpHFD8krFsExQuz8wgLaOdrR3dODcmTO4fOkCvvvNb+DAocN4+Mjj6OruQqxaQXdPD770678u+7GT587grZ+8hS9+5vNaoGVo//Xf95wU0a8MSRH3iunu6sLU9BS4Oy/vOJ3y2cfr7zz/8Dd5a4O2EA0XxHHThk67UCNBPoL9Wo63ETGjAvr2j5Ni827pAXN5+MfMFxRV1wZk1sAHMUWt9v7IhfI0isgD1se96dSKsihKGhVUF8pkPt9afsrWfUUPg85d/LokRmZ8YH3WFonfDFU+Hoc6oWJY6YIaK/JVnw2P6+oYkScm8cWqKI9brUZ11bQ6RPnWh0QXWVB0QmJE4n3kkcfk3uHK1cvYt3uvPKPTRr+xsSlacholCgcBgYDAPUGAu7S/9IOX8Ef/7x9ienYGz/6dz+OLv/ZltLV3aurr+tXLuHTuHMZv3EQ+t4mevj48+NDDshni9ApnF2iPwk1NJZ9rj/5PXX8uf+cU22JuA6+PX8dfXDiDo5MTyJVKQDJpf5msE4CW7Wa1ohXStxbm8JO5GVxxK64+v303hlraUeTy8w+rCwco2jPFbcNXumTktF2lUkBxegYb03Mozcwif/Ua1k6cwvqp0ygvr6BC+5yebrR/+hmA46ReEFmIF6A/dZN/6ohcUk8cXrt5Fd+5ehELxDmdQTKdQU8iiSHuQZlIoTOdRmsyjYQ23Y5pWmy1mEfCzQlwOf9sGihUgaWNDfzVtcvY1tyKz+7Yo+lIbvNx+8fDx5Ggog1sSbDi2L13LwaHhtDT24N33n4LJ4+9qw17n3j6KZlLlItFHDx0SOTopW9/B3/x4neRaIjjy7/y5duL+NBzz0I+NMJHHcAN4DY3c5re6OvtB43rSJT4gHDQ5YBKEHls/htsPHVKAhfHEwffIezXeK0Niz7E11/n9QM5M6RWQQqI2rwz4/m0/tdb6jMvdUOmdRmKAHDAd3dRw7pFUlvUJuZZl8Yy8QX528/cfYl25EM8FiQW/Ke8ospsSeaay3yY2qb8VEeeEV8Xw3KqL9PyrWuKq0QtTS2tcla4b6+nM9T48X9dDSIcovIJvau/5envXB138hlENbb6EwNfj1qfsPLUNF1k7taP+GBr5VlPv/bjuTV1CxOTExjoH0CH9siLyW6NGwmHT0AgIHBvEKAsOHbiOP7Tf/svOP7uMfTtHcFv/f7v49HHH9cCHO5H9v6JEzhz6j0Mj47hmeefl38irlaSb5xczslBJ3kouLxAoISgkJCc8RLGSw1etqky/mo1VS6Hl69dwn85cxInZ2eAVAqx5mY0cJuQeBxJt8rZK/qJUDFTRTGTQSWXw4+nbmJibRnrhQJ+Z/+D6GpsUlUkgenEUSQojlgibrKrWEJlbQ3ljQ1UNjZRXl1DcXIK+RsTKIxP6rg4M4PyyhoSHe2IpVJIdnWi+1c/h96v/AayO7Zp81VpiNQs0674QxvUJGE1xhEvnREf/3LqzDWEXjR8uTTqAkIJy7kcfnTzKt6bnwEyWSRTKfSmUhhOptGbTKMrk0FnOoP2dAYZtxR+s1jSlBq9W0vbpE3SY5ipVmWYfW5+Fq9N3MSnhsfQLRc7bkCIVUENkRXvxmTdRrt3dL2QK5dVh4cfO4LBkREcfeUVnHj3HczPz+Lp557H8NgoUATa2ztw5Omn8K//+T/HH/3xf5bt8r69+3QvrIAP/77npMiYfVEGr3Svzl100+k0rl6/gr279qK5pcUNolsrTagIjfV7p3qM+YHcgPRh/tnQIOxOfHoD3GVmXcXnbB3WEx9HImrx7cbU1JBbbZQYTx2M0XzHc+QgIjEqz/IRubEW6Zvnjmr4ykUAWIoakajVyUWpb5xBUcuDHc3Xx7UtyvgDB5ZYTVAY8bVyI0Lj0rCtvGb1tou+DcLB580HjhlGGqa6FHpGfYVrgsxB4XOwu1RHhnyKKIIHiBdcW61uXABRkgA5fPAwVtZWkS8UQMeg3HuHD44IIx9Ev3giyjQcBAQCAh8XAtzv8hvf+QZef+sNpLuasHvPPnR2dWtqiZqfQiGP5pZWPPX88zhw6EG0d7Rr8Y2kkV6arWaxaHA3/zm6KiFtQkGvWxRidTJCUqsaQyLegI1iEScmx/HHZ0/hvYU5oLEJDZmMBv50QwMyDXF0JZISD7S7obzgyrOFYhETsQasUTrlgcsry/hvF0+jOZXCb+47hI5sk/ZlU31YX66woqlIoYjyzBwKV28gf+kK8pevInf1OsrLq+AUWXpkCI17d6Hxy19EYWoGSz98FdVyGd1f+hy6f/Xz4PRZJF+9cGYdfPscwaHxttrpZx+c7KfslPyMiJCJTEllwWRynRq0zWIBV5bmcWllWdqaeEMjepNJDNNPUCIlQjTc3IqebBbZhOmF2N72NNBRyqBxc0PVopLD6lfFZCGFci6Pa2sruL68GNljlao29enHCTaHeJPO1Q1fahM1hJyW6+vv11Qrje+//ed/jvnZWfzqb/4mtu/aJTtR7q324MMP4ZXvvYj/69/93/jf/pf/VS/D1nM+/PuekyI2UDeGv1VgeHAYI0Mj2p9qbHQbnnnyWS2vNJWav9O1e/7hTbl/Q9jeWkvu33reFzUjUHpqP5racBsYCrIH9h+Qiv7U+ye0s3UvyXjKjInqaNpHU2jIJSAQELgrAlxtdvzUCSzPz2P7A/vwwOHDcqiYy+W0JxlflB948EEts+/q6tTLDccEeznjC6lJVHEiR3oiGVsncL2Wn4bWdtkIEtNzBdn52Rl8/fz7ODU3i0oigXhjI3pSZivTQZcwDQ1oijegJZHSVA+nxlYKBWRUWBWTsSpWXF3OzM3gG1cv4oHBYTzW1o4E0iguLSJ/fRz5azdQuHoNhWs3UZqek7VOQ2MjGpqbkD2wD+n+XiQHBpDu60G6rw/p0WFsvH8Wlc1NNO7bg/bHH0Oqo12YbnlBrZOXelFVDG82Ta26aeH9S2JEMLbyRHn993FITLg6bHEzj/fnpjBD8xZO2VFr1tCAtkQSXSnTEPVms9L2NKVSSDnj70KpKMeOHPTo4JGerouxKmZKRcQ0JZnAfG4TFxbmsa21Ax3ZLEpS9JGQcUsS6zr+XntCpfsn3kDfdCXZkpFIf+HXviyN3rUrl/HOm28i29SEwcFB7Xxx+OFHcPydd/DWT97BmbNn0NPVjQTrcJfPPSdF9BmTSiWxmdvAxsY69uzao33MXvzhi7h4+QKeeOxTcsBVcauW2JN53z07FlDUELmrbJvrk66Zxrr00NQFRIdEVlGoBTF36tav+NDU51rL2PV/91BZeZafe8DqDGN4Q1m2L5/11V12LNzfC5akfCNdi9WC3/7P9Q0lsQ7i6qTCrZ1qvGVkWbtjXy7rwZb5vBjsBYX1Ph/C5Ja4Prby8SHeUNsaabGVvO4Jc9WKmI3TEDGf+ryUjF/RjWHFaIxu9VAdVFlXK1+2RXPJosZarfoEBQAAIABJREFU+3xdeBZVye5zR3u7tJF0DDcyPIqxkW0SvlSfb6mDoRi+AwIBgY8JAa76fPf4u9JEJLMZbb66g8vpW1u1jyWLTWcymjXgMc0rJC/5TFNe6DlniATIz1xLmWUAWM1t4tjMLbw2dQvlWAPSjU3oSCYxlEiiL5FETzqDpiTJUIMIlF9Gnk2kkE0mkY5vAjkT7/SiR2PvC9NTOPXGmxg6dgYt88tYvzWJ8uISKhsbqG5solIoId6URXp4EJntY0ht34bM9lFkhgfREKO2pSb/U329aP/l59G0dzdobMwl6ybxXCwn/u4MQASSgjlEebJx5/i1q0xJTdFGqYhry0taeUdSRA/gTfEEsg0JNCeTaE+nkeFuAskUurJNaM5kNKau5TYxt7GGTKGItlRG24Asl4toaoiLyJQa4tgoFDC+toLNchHdscZa4e5oa+0/EKwLnAXgzNPuffvQ09uLV17+Ac6fPYu3jx7Fp555Gu0dXRgcHtY+ecdff1P7q3IKjTsf3O1zz0kRN35rbGzE8soSVtdWQLuiA/sP4rU3X8XFyxdx4dIFbb9Ao+syO4EbDOueBHUb4yF1K7q2PCLGjpkmoh6OXLleZQ+XyMLWnuVvhut2wo6DOevhY/rORdWtP2bEKE70VmLQR9f5ELMARwQct7jj/fH1UKAjVEYq2CZ+olH/dmhq577CFltFK18WrIrXtakWWlcfq4VV2dSqKln3ZGsxnvQorkWyIogF47tcWSUe27m/Px7HraFRIqW1qTxHkbbkouLq8jRcfZmGFx+g6zev4+bETXzps1/C2OiY3kpoLsBVIuETEAgI3BsEqCV669hP0NjSjO7+Pr0scVygl2r/4sSacLf76MmMBnVntkDhwP9eLjs5w3SUt/5Tf+Qv+/ALC3M4OTuNNQqMVAqNSSNDXFXVmUqjJZXSirLmVFokgQKN+bWnq1gr5mUvk+eqtCpwrVpFPtuIwtIqLr/6OiYWNzE4t4JcpYzEQB/SO8aQ3rUD6V07kd42glRri7QblGesT7VcQRkFDQ3erWSyrwep/l7JJ46FDSbYaiKQjZQgNXDsZdZkqpeviuDGDxdZPxL/AsuQorQU32SAGyu5lccqpzLpaDEG2VZ1JRLIuP3faEPEuqfiCXRkG9GSaZSncOK0ks8Jq2wiLjsepmHaa7EYZxtRKFfkCbtUsbF1y42uG9pkD2WNUUX9oTBzjVhdWdHm38+98IJedM+fOa3VZ5969jk5eeRyftqGnTr9Hq7duI7BgcEtfcQQqH3fc1JEtSi3XuCKs6WlJWExOjKGTx15Cq+98Speevl7+Orv/AH6uvukTdLIyp7o0PAd2i7UBvVak3xI/RV3XJcPC47yYt7+ifFRbzv3uVnH8+Vahjzjdf7jcX3SqAyfgVrMdP7jj/3t9tdrv6pe/cPuL9SiONrDC5aPr2G9kPEdycfYipQDh7jYc2G51zfGlcL0hoOrgEvKM3/IX/4RDMX1D2b0NNZBbhVSZnWHtcwU4vLR8dYvVrEuW1+yBCx9ENH3xbXrVzE+cVOr0QYHh9Dc1IJiqYBEgstgVdOtmYazgEBA4GNBYHFpEdfGb6C1s0vGsvmNTayvrWmKjBt60maEYkzy1Gvd615wWSnJNz630aNLIeCqa3NqOqE9C+WeyQiLwOedR5eXF3Bhcd7ySCU1PZSJx9GRSqMjk0GriJEd0xcRF20UKmWs5Qty4sz9vXqKdCkDTJdLyCcSWK9UcLmUw/K2Eez/wgNoHxtGoqsTDU2N5oiRv5m0lt8zofwn0aeS2qxpBq1OU+VpoM23NmnQXZiXVb7dUZudjaeX3WowkzKCkTke6k9i2TDQy6wAtS0+bPxyL6BVuP3LHK66I5afffO6jQTpZFJL7Ffym9FtsFCX1tfTndJWiISI5UdNcXXVDVFdmag2nm4Zy9QGZmYLavjSS4/YdOIpb9in3sOOPXu0sSydRLNfMT1Xu6+trWqbEFeVD/zcc1LEGnR3dqGzowtLy4u4fuM6Ojs78fzTv4Qb49dx8v0TGBkcwQvP/TK4uRs3jiVb3Ppxd55oekS3HDow6wO3ZmAPUF3a24P9ue7lbfHqTz35UHx346O3F5+J6zpKpy+rX13w3Q/Z3GjK8A5R6yt0h+C7XbIuffcMLLTWeT8sP8ZzENQdWGxfgg+3c3swt9zED8uc16MH5W6RjGxZuyCDu83cJl5981VcunwJjz16BJ3tnXqjoIqYpOmDxPXu+YfQgEBA4G+OwPrGBhaWFrF/+zb0bw7hyvnzGsjyuZzsiiQPRGxEi6wgJzK9YXVNgtqqUcX0WqN6ue9JhDiFkzokRdUqbq2t4Obaim1RQduhhga0NiS0Iq05mdaKqs5sIwZaWtCVsSme5fwmtIYsBqwXipoaKqOKvnIR+WIRuWQc7w904frhQ3jiiafQ0tePWCyBKsqocuaDnp6LJf1JXqp+pi267W1aDIa+erjFiJdn0XgjAkFonGT15EJkyJsqGCE0ImTqH5Xphs8asCauiaknHjwmeWxKJIUHV7oVaWBeKqEzWZHjxU0SwnQGhXJRHq7J6/LloqYl87T/4tRnqazNY3OVKuY53eVuHGUvjbPjDX4MoNyOudVnRgDZVtoY8cPRx/cG1ZNnMsmwVtB2lD7Judfdzj17sDg/j6uXLosE0nC/uakZAwNDWF5dwa2pSextabWEd/j+RNYh077joQcPg3PLJ94/oYqPDo/gl5//DHq6e/EXf/kNvPLGK1jfXBdTpmfL+oHLs10Dy7FfInXHj0GoruNuCPsRAa4H1cIdc3edQx1Enc06niWXiskN/tbR6jus5XtbRaIKq0vqFitNVClfed54e+OxEi0fH83q6+L6CD6palTr7b59fEaEnRMETGZJrTVWAo8tI4b5tIypuHWdT01Rs+1BVkeOMKp1XJdL9JCpnFoxdqpzw9AVZPXwlbQquZbVSBnrcPtHeOqitYCJ+ODxYeGO2y+9/JKmZ4cGhrQVAGuaSsS1AuX2vMJ5QCAg8PEhwH3M6IKltb0dA0NDcsEyfv0aVldX3ZTSR1f2nQY4f21xcxOruZw0RC3xBLriCbQmErIfyiTiaE4l0dvYiJG2Doy1d6O3uU2bmtIwmLZGjMM/Du7t8QRS9EadTmGqvQU325qwnIgDdDWzuWY2RfkCqvTJ4wWYJ2wfXXM/NKea9PzQKFEAxSt3BkgnkhhsadWKOnB6r1zGermMjUpFW59wWo1+jFbzeUyvLWN8ZQFz66tY2tzQ9NlmqaTtUjjFuF4uKa3IS6WCxlRSDhzTicQdlB5RVX6mA46P3KFgaGQEQ6Mj2gbmwtmzyG1sor2lVYu6crk8pqan75qv7x93jfRRB7a3teOJR44gl9vAyfePY3VtVQZYhw8+jC999lfQS2L0nW/gz7/5dfmWSclfBI0/HJN1UzGeNdvAX6ulH1Ptip35cZRpon9OrRrlq5GZ8ckcjPzYSd23gj0ZsvooP8U3GqESrVgjXnXJjZJYGfZtgczDiAltcDxFcQl93hHBiaJuyfnOJ0ZUfI7EoYZFfQqrze3Pq+L6NzBXD+XgK+84jYiUCJdujjtyb0ACmGVZZCbVn/LwGVld/L25vWbCR/erpk71cXyd/bnuAndqTqcxMzuNb/3lN/HGG0eRSqexc/tuvTUwbiIZtEQ1zMJRQODeIMDpMU53ZBuzGNu2Tb/XrlzB+uqqpjkiCSV5YxLLvxTbsx5JEFXYn/HEZFv9i5bJGoVYViZ9qkCRWxZVyorQJH9E9FsUQ0syKS0JN4PlqqpMPCmC0MTptHRW55RHnJrzPvVs2bk5ZmwoV+RskttMRARIlbPaeZRvq461hW1WgNTikTJActFft5hOirrchJXJUv+CKJlZJ3MdOJK9rhDlb/gZbSLOPOfUFt0L7O3sQUcqI3LHDV6J2VKxiFU6zSxXZIS9XChgqZDXXnHzmxtYyuewXMgrjKv11opFLJWKKBBv2icVi2hPprCrvUuaqFK9AHdjjI0nrJP/Z8ceQX+VlfVNJyki6WptbcPo2DYZ6k/duoWNlVXwZbirswskReQbd/t8IqSIBnXbt23Hzu07sLy8iJ8cexuLy0uq9KeOfAq/8au/ifbWNrz4g+/h69/8U1y4fAFxdtBs40/lfOluDb4XYexU/uaxPOuq96LkUEY9AtxUeHZ+Fj8++gqWZhbQ19OHLu4fRJJN1/7O2Vh9mnAcEAgIfLwIcPCiSQQXOGzfvQsj28YwNzMD7okpG5r64qM3RJOoNhgyghiCSAfz48cGd/vWJfEKowiKbUGKy/MUd3aPx8GpIU4LrbrVXcpNvCoGboS6nNvEwua6tB4lDfJ5lColDdccqpU3c+X8UYnXbWPZlHf6GA36tcUqtfo63iRtvJ/2UhWjL08Q6lsYtV8cyqVTxX3OjGFtFzHTNFQUIUrOqtlV1s1e8tkAGnY3J1PY392DoaYmYUTt0UyxiHFqhtx+ZjSo5h+X7V9fWcb15SXMbKxjJZ/XdZKlmUIeE8W8luQzDxY0kGnE7s4uNCXTcp7LSvj7WAOUSNr1CEKHiseE/YG4+LpXyhXtgXfgwcP49Gc/h0I+j82VNRw68KBMdgoF+sAquFzu/POJ2BSxKjR8eu7pZ/UgvPnO6+jq6kJrc4v2q3r0oSPyJfDt730LP3z1ZRGmpx9/Gnt27pbDPc6x+j3Tov3E3GNiMNYA9m8Yar7XNPGEEeVpkyd8AgxedyYDOE9BebM8g/Y3R7fCp3GFRjeVmbv+5+OpfGXuy7Ib6eun7mtBqloU33UKVVcXmbHTlpAi+2u+vyuisX7Wv1YnF5Wped3l6+tJ62q1jcxbjr981vZgWbZWCNPrzchF8chpNZ7yZYDF1bcdGsZ6CHnBl+dapjhOq1UPsk/r6sv2MJhN99EIGOugmmojSFtRxnpyP6T1jU1VR0bXKrcKerAOXqxrfSIcBQTuFQKSedUqNjc2MTQyioMPPYz3jh/H8bffxo6du7SdB7VJMj6meJCc44Gkhn79YGgnpi4weVCT1QxTWSYgIrlq8hzShGRTaXDBf6HK1V+mIVkvFtGSTEtbwsGdeViaGBY317HAraoKBTlxpBxcL5VQrnCvMEeMEg1oS2eVv+oUCStXN9ceL8esidY+1dcO1TSWy/FOSSKZ6jXwJmaFRQwimqqnXTZoeOzHKR5TfgoYBRsm3DBWlXFyVBvEVvXi2N3YhCcGRvD+/Ayub26iGANmY0Aiz5mbKvqKBXQUi1qBVibxqlQRjzXIIJ2bwE4XcriS28QsNUv5PFDIY6ilFY/09aMzQyVHDBVufuZluAOFEFhd68JYczceeMwUJxoj7D7FE3GkkxmkVlKYn5tFf0sXDh96CFz1yDpnsxlr/Id8f2KkiPXZs3MPjjxyBN/4zjfx9k/e1Iqgvbv3IZPN4MEHDmtvqqNvvIqfnHwX759+Dy88+wK+8JkviECx83DzPILiPzbUEzcjDdaRfCgBFfK6wI5kwPLUkwTdG9cB7Zih7FT+44/8ryczlotdtT7vOq57A1A4A3xCS+Cztd/6sLoQXXadRpd9PN92nvtr0UFd77ntUJjVp3WZsnoWlcZtPLJM9c0Hy6WxEEdCmJYRojedLamsFa5uUSeva4QvgbfGd3hL5L89KbP7VZc0uk+8podaFWM8U7WyTtQwplMpoATtV1SikSOnzuIUNK5ivqjwGxAICHzsCFCDm0mlMT8zg2KhiH0HDmJs23a8ffR1bNuxE1/+ym+hUCzY8u671qYmoz482gefcb9sp7epCQONzbhCu6Iq5EBwuVREspBHWzqN9WLB7ecFlMpVlKumNVrK57Gc5/RQQV6rN8tlrFRKyDOTGJBGDAPNzdrugyLT0ZAPr+JPE/LTNPUu+TD5z/rhVBn3Dfvc9t24srKE/3T2FEq5HEoxYJIEsloRIRwol+S/iJ6+CQH9QG2Uy5gs5HCzWMBcsYgSpxLzOSSqFTw9PIpPj+2UATen1z7aTxWpdAoLCwt496035Bfq0IFD0hK9d/o9zRL0dPXctcj41772ta/dNcbHGMjdjdvb2wXk8fdOYHJqUlNorHRjthFtre2a8qAtyMLiPM5fPo+Lly5gcXkZ3R3d6O/r1yayeqvYskLNk6L6B8KTIP7agO45inUYC2dzNVbWDZi1wdPFVEKXnychJC3SwHyw9/pa6Nfny+lnp14VAPU4k4D4eKqPZyvMwQ34deFK6gtxxE819cSnPu+641qLefEOWiV7xpVCrXJl1h505sCGb23z1qo5jRBz8fVR5TyZMrytZXyofKCvqCtDAsc30sJ8TLkQsAyU3JdPwTs5M4mjbx3FlWtX0D84iAcPPoTO9g40NmaDkbWHOPwGBO4hAnPzczh26jhW19fQPzSIsR07UCmXcOLdd8FNnOmMr629QwsluN+VJIB/qHkmzYdpw3XsNSGMU/fyKBnqRAZ/vEz1vwUuwlhZwaWleQpjm0rjAoxYDI1xrjGLcc0YaPOyKhuZHNaLZli8nM9hkVNHhTyWSyVczW+KJMXKZexsbsVX9hzAgZ5+5Cs1L9ysnG8Gf0ke7KPBI7oD8lOktrhxQIJOktba4NurFC4PLzf9qcuNSU2b4qWlyV2dGYcxmeneSUngGEaMmCVL7W1slogfX17C5Ma6NqetxBrotzJSSuQrVaxwCrJc1jTkYqmAyUIes6USSpyuyuUQRxWPdPfht/cexGP9wyqJxEof1kV1d5Vy9Y/C6s9VVxuvfLMt2DRxyWQKly5cwF99+zsY6u7Hr3z+V2Vr9MY7r6OnsxOPPPQwWu+y+uwTJUVsSDaTxUDfgPalevfkMTlv5DRHRwcHrkZtybBz+04M9A9ibX0Vl69elgOm+YU5La+jW/iW5ma0tbZpPxTe0ap2TdlKLFgWMfcPhECMOqWF6tR1qvp49ceK6Tus8vQJrAO5nFSYT8dff1x7Km6riypkdWScKP7tdfbnqoMqYCldNXTij+ueA16/7bQusSs8+vEZRBd0wDr5h8lC7EH1xz62h5Vxby9zS87upD7+BxL4TPW7JfXWEGbiKmf5maH15PQk3nrnDcwszaKpkUS7DdvHtqGvp2tL+nASEAgI3BsE6IWYK0LPnDuD1s4OHHnyKbS0tmL85nVNoW1urGPfAwfQ0tqm6W/JQ74M1slFSgKe+xdLfy6J5M0dtsSvk1Wyh46hLZ3B9MYq3pkcl6a50BDXQJ/gUvSGOEoc4OW8kFt7UDuUw3qpCE6v0ZB4qZDTzvHTxQJmqUHZWEd7KoMvbtuBF8Z2oovOHLVU3Ml61sdJXcl3J7PkYduF8Q5wSslLOh5Zuy0PpVMeLicfMUpBMViTvFFOiu4ia4ysI2IUndELfW1cEkHitGBDA/obm9GeyeLWKonRmsgQfQ1x6nC+XMZUuYSpYgFTBZKhAqadrVG5WAIKBTRUKnikqxv/4NDDeHp4zAhv3SwKq8/aSYQTF4lza0ltPHRE2MUj2YtwVH8wFytzc3N4+aWXcPSHP8Qzjz+Fz/7S53D52mW8/e6beOjQYTz60KN3tU3+xEkROwGdLtHoempqGj/40fdx6cpl9Pb0YmRoNCIX3V3d2LtrH4YHR2Q9fuzUuzjx3gkQANon0WMll3lS+8TzRDxe59/BhmYBaIcRmNbh3B1xMsH6j++MxkgVT7zZOpPycrdRHdcf60GsdWCfVyRudMMtBa/ZAK4jlzvL3RKgnK2ersP6RIznP/6Yv6TPRvPdA2V1rkW1yO6dQI8Yw2pt8jFrpIZhmnbzsV07VTnfdsdoCLGvDo+s7rUrDLS3Atd+P88tBKweqouS+Fr6NwN3A1WGw5Hx/GV3K2mwSTW9kaK35ByOrh1oZL1r1y4MDw5J+NRaGo4CAgGBe4FAJp1BKpHED155GYVqGQ89+hha29rR1d2DG9eu4tWXf4C56Rn5m+Hyavov4gNu8sme9XqZwse/3kDbwiR5ZOfj0+nXvTuRiDSn0/IzdG15ETObG3IamY83yOMyX6xpFGwelavg8nL65SE5ms/nsFYqahXWRLGAiUIem7kcqhsb2N3Rhf/xwcdwsGdAIpjT+qqPA5Z1NdLjRg2JZquU1dtfV6tcu60tPpwZM9QPHpKQik4hyDOFSkJKZvtTp1aRqKxTsShYY4ZQjuS87wucFqO3by7PH2huQRIxzOTWsV7IycUANUHci4xG6UWuUMvnNM1W3dwE8pvozjTiC9t24Hf3HcRTw9tAD+Eki3488eVE51Hd7CU8uu4i+vr71uqcfpXicW0Pc/SVV/Bf/s2/w8Stcfzmr/9d7N61B8dOHsPGxho+deRxjA6P+iLv+HtfkCLWjMunR4ZHtEnnT46/i5m5GXR3dclvETVHZKtNTU0gORodGsXAwKCI0K2pCbz17lt44+03MD09rem4rs5uOeXznYb5Gxdhh1Nf0Ze/JmR0IyzcPzy6rrS+V9kVIy028CsFg/W3lTjwkr9hKtaTGZ3Uq099Se5XhKOOTDBd1FGsKCvPZVSfrwp09fWFu9OoFE13ubRbamgxjIZQd2oPKK8yK+HCY71p8NGzjD1tcaf68UUrsidUrg1RdRTJyrF7xZyilA68Wh22NNMlU41VH6u7rxPPSI45Jfv6269jenpKqxI6OjpBlxD9vb1obWmxROE7IBAQuGcI8MWEGtu3j/1EL8DUCI3t2I7R7dvR3tGBKxcv4ZUXX9Rimu07dqKzq0vyn4bXHCAlEbyMjERvJFXcS5gjEmyVExxefukSTMtEg2rubXZlaRFL62vCIMeNTJ2Mo/G0bIZIiEpFmPFwAdQOUSsijcjmBqprq+hracXv7T+EL+3cr+1BCpWSaicy49BlLe3c5Bqr5uul607m+mtWfR/XxgRff98ul3X0YxK0hoeXyz5CnYT1l/TL6x8IUzZVFKsV+W/a1dmNkfYOtCyvoml8Eu2lChoSSZQ4/VitoKFaAc2YO5IpjLW242B3H764bSd+Y+8BPD40Cro50NYoW0r+8JMP1Kcu6u1hJEXxZAIvfvtbePmb38UDBw/gd77ye3IAfeLUMezdvVtTZy3Nd5f79w0pYls5z9fW1oa3fvI2pmemsbq6ou1AuC0IG0LWnuRGfT292tBzsG8QLS0t4Lwzl3PShfeV65dx5txpXLpyCcsrKzLepn8CaqNSiZQ6YM0ot65DCmwbUtUh6/bDUmdVuL8N1kktSkzepu1e1Tqi7+C+4/qHweLZk2xvNwqJLvPAp1U9PCGpi6Hr3pmCbIhq5SqatCU0jHaJbgu2q3zqnVqlLu+tD5ALrxMqzKqOn1lK5e9YvZrGgusK1YNeK8SH+F9ixGNV97aktVQfPPIkydL6xjKe5VytVHFz4gZOvn9Shnck0pyqXViYR19vL7aNjn0w03AlIBAQ+NgR4EsujaxPHj+Gm7duYu/+B9Da1oaRsTH0DQxi/OZNHHvrLayvr2NwZBiZbKNecigz+Vx7MiEx6AgSK80n38tN/UoUeFJRaxbdAZBg0aC6K5PVBqWT6+tYzee0tD5PP0ZVIF+tYI7TY6WilpYvFgtYKpdwg/YymxvIb64DuTxa02n83v4H8fcPPaJd47kSy0QZyZdqpcKtfra7ma9rXbDiSJOkNjli5+RjfS6SmO6Cv66X1bqXRUlEvU+7V00vMClrDUA/PDnNPXMSgBGGdsFkszRnsRh6Ojtw4OokHn7nfTzQ1oXe7WPo6O7GcCaL7U0t2N/ehU/1D+KL23bhK/sO4rnR7bJL4rhbIrH1maqsSFy7AzbA6sBgYVh3f7ekVT7Wet5r/tG++OiPX8HExA38we/9D/jML30OZ8+dwYVL5/Hc089ocRf73t0+n+jqsztVjFNgHe0d6O2he/QGHH3zKNbW1nHo4CF5pCQJ4nJ8uv8eHhqRdunZTz2Lazev4fjJYzh15hQuXb2MdDKFwf5BXL1xVRvMtjQ1o6mxScbb9KidzTYKRObD3YcJZrlsPhTcreDTtYUBEP6tN8VdiS7WtCe6s64z36mdH3bNbrGF1qsN9YBrmkmvFrcljyqw9bqv8O3BPNc1fjESP7VjM0OvXeWRj6XjrbDozU2PncvX58RfJlRa90CyTbruM43cIvgLrIqL4evPIHc5CtpSId8eiyesAKysrmB5eUmG1Q8/+LDsFjY2N+TQkRok2jbwrTV8AgIBgXuLALW4v/KFL+HU6VP4s+/8BX7wve/hi1/+MsZ27sRDjz6K/+mf/lP8yR/9EX740otaVv1rv/l38fBjR9DMt/w6W5RI1nj7EokCkx+OClnDHDngiQiF0wTRoWBvUwt+74HDaEml8fVLZ3FldQUolrBEo2p6pabsok8z+thxNkJafl4sAvkCBhqb8Pf2H8b/z957Ptl55Odiz8l5cp7BJAwGgSASAZJgWHJX2qjdq7SSfMu6rmu7yqFsf/Bf4XL5g+8Xl23ZLsvXV7fuSrpaSStqE5fLZQIIksjAADMYAJNzODMnR9fzdPc5B2C465W0AlfnkIPznvftt8Ovu3/99C/1Hxw7gcF4i/gb1xMuviyLHM+wK8MMJe0SGzcMrkoe2AB8VOEGPlljg3bhb2R9hpkahqz7NlyKWTvseqRijcMLKdPAgQUMDQ1NPfmMPFbsmtlaO2husHnGG4FNwONFYHUdbQur6Dr/HI49ex6ZUADlItdlhhDwIOTzIxYMKA4RjwuhlxmDPapnLBNnm3XJjNkvaka9daae5hn/baw3E2stsXQyPL+quES0M47GYhgfOyh74+2dbQWK7u3uMRoklfbp/zxRkiJWk7EErt28gVMnTuGl819QoKUr1y/j4fxDqdgSsYSkRUzLYxxoaBcI+LXLGB0Zw4njJzF58LAO/uQxIleuX8HFDy7gxtQNPHjwQBGyQ6EgfH4/yuXSI66fOk7E59Vg1oBmL2l0GAJq4Gpg8rbpPN0zAt3aBGBx1vzAAAAgAElEQVRq96oGGJ8ovdXz2MHt0tnc9cVcXTnm/qOARCDDjH7zgNdm3NSzYTEabXU9vEtia11P6wpx36qiSaWM61WuYRUl1SQ2bIe/xWhsHoYR2B8suEF95nLmU9XR0ddWkM8b09hc9PVp9x2NTVqrw/d6sLG5IcN8xio698w59evFDy9KRTvQ3y+w1N7RXuvLxrKa100KNCnwD0cB8jjaFnV1dWNhfg7vX7qISDyGAweGxct7+vp0BEihUMDd27cxdfMGFh7OoaUlgQPDIwiFGfSvrEXaSGIazREMpxDPrfHpelvEtbxGgsNFnu/zbDMCGrrSxwIBhe9I7idRpWqM53hxwacNDY/toI1TsYi+aAxfOjCGf370JH578hjG2joMcKiBIJbpJEXmWuuCWKJbEx5PY9rheJ3qWgND9Xca+a1pmZCPLh2vr90nD7cZ8lkjuDDr0qNLiHnflGXWEcOUq4yXhCqKu7tIvv4m8gvLaP1nX0P308fREwyjJxpDb8yEImgJhxD0+iUZoq2RtDMsmwRwFXSgyN0QKOJDtuWRWpr1pd5Em4fLyMWlgySLl957D1M3b6GzvRNDg0PaBO+n9vCFF17+TK8zQy/giQNFyyvLuHLtKsbHJhTDiKqyeDSKnd1d3LpzU2oxUoS2RfROk4SnUpZrPlVsXR1d6OnulZpkcGBI0qKO9g49p4ptevYuPrj8Ad6/fEmAid5syeQegoGgJFSxWFigi4baPp9fUVcNGiCCroMMDSYhatNTZtA16LvVtWbouoFnOrtxwlpvdvaGmwWuZxxYsL81mSwQ0S03u/SuHS2P5+HGDB83Pmu8rtWzfvPxK/12QM7u0szQNSlrw9e+yN+azK5uLEN1N42xVDHkcE3Xu3zTVbo+d8xb5nf9qS1MZbgU5gcBLf/ocTB9bwbtre1gpHSK4t//8H15obEvaas2OTEpo/zGHJrXTQo0KfDLoQDDqrS1tODW7VuYujuFXDYrd/x4ayuGhodxYHRMxrMrS0u4fuUylufnQe80Snxpa9TZ1SVQ4+yNxD4snxTPsYyP3KL2W/zQcCjep7aAx1p0RKOYbO/CeEsbGLSwIxxGZzSOjmgc7aEwuiNRDCZacbCjE2d7+/G1kQn8zuHj+Or4pDzNaCsj3md5pcq05TpqOj7IbzJlk6YOdpiOIK3+xNWb7LKezjx3uToman7XeSR/s4RP5qUmtfm38R1zzbLqb+qezytJWeHuDLKXLsMTiyL85S+g2tWJXCYjo/U8BQ1lcxwIVWUEQzWeXsNDZr3SfbOjddW0m3lXbUKwT/vYJ5bI5PfMKrW/j2sffYQr71/E+taGtESUSlIrcPb0GZnhfFqO7v4TB4qo1rh87Qp6e/owcfCQwM/o8KgQHtHe+sY6llaWdKhbJpOW+oMqNTW8VES+YCKQ0j5paGAIRyaPYHLiMAiQaIDNGAY6/2R/T7YltF1aXF7Eg4f3MXN/BndnZnSa+tzCHLa2t8Bgf7RHaonHFRQqGAyAf1S7+P0BRUV2bqGOqA6AaOA/NinqaczAMEPWDQLzVP3sMrEvaA41Iidzwz112X7yd62QT3v8H0jA11x9JIEy+XxsYjZk/1nPajPg0WY3vP3zXH5ynTlVGJiRRncfXfkQ7390SeEdjh99WtLB5eUleS+ubWxogpw8/rRiYv08JTbTNCnQpMDfPwV6enp1rNOtmzdx8cK7KBSKkhLRsSYaj2N8YgITh49IMnT7xg18eOl9zD14iFg8hlAorNhG9DQNBEPaDKmGdgNLu0/Hixw/5nN3T2mFT0yUfspC6Ep/vKcPLx4Ywbn+ITzd2Y0TXT14tncAXzwwht84OInfnDwmT6q+eFxl0t7GbZqZN/8ztkEGkbiyybWkhWjg5QYgmTq5d116whnHel29G38bXmoAAsvnXx0CGZVYragG3k2VHT8Gshj1Hh+bNhh2b5LbdPzh9+vssuy7l1CcfYDg0UMInToObywmSZrJjXmYGphaPcqnTf1UtBLVABPrwhceTV6ro+pqKmRetlIl1lxbcNqaMZ7U3h6uX72C29euI5vPo6+3V2A4Eg7jzMnTctaypX/q1xNnU9RYU4pHHch56ugxjI6MYmb2Hi5cek/2Qw/nH+Do5DEcnpzUIbK0EyKA4aCjBInvEmpSCkRgRVe8F59/SaLRzc0NgavllSWBontz9xVQjAZ40XBECyVB1MiBEZXb39uHWCSiXqP7P8/N4kQ0ICko1Z4iJ7NX+b862FyzDoqdRP2sFQvyuQZNTWTIlpvBWZ8Qhhr6rQFhlL0fGzuPDRaXj5tNbiAyn9o1p601JudEVFpmTBs0l5+ro0vbeJ/PrCW3y1d528q5pGoVf+j/qowkmY7GkjJGlEGiK0g1sVPVTUxRybAx1l/VM1PBlUEmQdIqpWOGXi+oS56euYtoJIyd5DYOjo3hhedfwHe/9xdYX1/Dzs6O4qXQG40gqvlpUqBJgV8+BWjr+ZVf+4rsPf/Hf/U/4a/+9DuS3nzrd7+NoZERSU4mJg+jo6MDJ848g0vvvYtbV6/if/tX/zN6evtw4vRpfPnr38Do+LjsUMmPPJRq6CMG+8hqK+Ah1uyAgUlJqQZ5CT2kQj4fYoEg2kIReVHxGA9+gj4/wn4/eLo7yzHSEGd4Y/LRwm4Xd75VW+ctmiH/46VT+/GHSyOQoHSmPJbBHPhl+LQtw33xMQEO8+Q999vyZj5TWAE9c7RgOps/X3Ds13BQm7NZuySB433R1KejVwoz91HJ5hE8fAjeaEzBHE32Nn/x6VqmNr+GL0mPzG+1z1TFrI2WzoqbZBm8UdqZtrn1y+WmNlvpGgNBplL7MrmJtSSkqvvJW29gZGgEX//yV2Vm4977rO8nExTZNZoE4+LJDuR5JpT+HDtyTOhvbn5Owb8+uvYhPrhyCQdHx3Hy6dM4NHEILfEWgSI13I5KLnpUl/DYBwKneDQuadTRw0eRyWaRTqeQTCaxvbuNnZ1tbFNvureDD65+gDfffVNggqCH70YjNNhukZpuoK9f9eEpvIzETYmVGchGz6kJwP7kqBY4cMDGDDp2qktPRGJ+6+aj/ab3DWipTyGbxI0M94aZQQYmqDjHIKz6z4o03bTQt0MYtDV3s8QCGUPH+oRim6QjdhPVDurafTN+NcWYF+vLZ44WpijzksSeLNHylYqdFGZys+R64/h+bfI3kIi3a6nYdlDlX1Idabi/uroqAHTu9CmcPH4Sr//0xxofO8kd3L47hcGBQUkk9WLznyYFmhT4pVOAwOhLr3wRC4sL+vvx3/yNvNN+6w9+H3TLJ4AYHB5GV28vhkdH8dTTJ3D98mXM3JnCD197Dbdv3tDJ6IyGffLUaUweOarjogrZHArFIsolHidheI6RThg+Ued9VjXF4z7odMMDa8GjpDyIMg6e5c1kNHwnV3Lu9mbz5jBIjRFZ3sk86vz9MbIyI8e4LP9lWv5X+9R4cCMwanjOhPyp93henGmdgJI24KbN7g3+0h3la0oRW+Vdy8/FZ/XbvuXulyso7yRRnFuEx+9HYPIgPJEIqqItWbMpq3FTrdKUTX39qLXtsQvzvmmneyTTbNXVtcA9Mesm33H8n9+7OzuKV9ja2YlyqaSQLBsLKwrBwrXg5/k8maCoseY66K6KQrEkw2qKwcZGxtDX04/enl4MzQ5hYXFeNkc/+dnrePf9d3Bg8IBsRYYPjKC9tQ0eun/y/BUGlqLHgBVhxm0kbAImLs58nkqnsJskIEqCiybdtylxoCcT9dgkLCVQ65ub+rszc0f18vuM5CgcDiEcogSJ4ly/wgBEw1HFxEm0JBCLxRGPxaW6odFgSyyh2AqNTf7U64+Pi09Nah4Y4FVP5Aa5B8VcTvEb8oWiJGfZbEYByPI5E4gsm8sKcbOtBZ7xQ/qRuZRLEmMXS2WdpKxBWakKZOhaU84AIXoPUholMMrAWoGgPABbWloVnJPqzcGBAfj9Xjl1FEoleQ8wxIKZuabmZhLbnZCb1PVG1RmL2zGUStjc2pIRfndXN+iNwD6tVDxgnKLhoRGsrq9ia2sLU9N38czps01Q1EjP5nWTAv9IFDj/3PP45je+he/98DW8+fqPkc9l8Wtf+zrGJycVfoXONWMTEwrsePb552VnRHD04N49/Oynb+CjDy7h+pUrePrkSXR19aC7uwsHRkZle0Q+RHBEPs8F0yzCn91QBi6kxsIDA5KkjtPGi9CFnOkzmPLjjy1o4HrE9yyE0NXjSRtrJYcib12STe9rBpM0wA06Q4zSK78voHWMudOjmuCOH9aQ+bvyGvP+zGsr0WKaKrUv6QwK9+fAoIyB8VH4e7oFjniEh8v75yrHSsZE/xroszX5VHK6Ej65xqQptUNbG5sy1D/61FO4OzUlb8Xt5XXZD6+ur+losE/OoX73yQRFJNQn0IAYmAOCyJ92PIcOHsLkwUPY2t7Wjv/G7etYXFoQoNnY2sDde3fR3dGNjo5OiV5pjc5jRfgpWzf8QrGASt4OHo9HtkK93b0iHlG7PNJAz8sC9vaTAl9cYHeT2zqPbYdBv3Z3sL2zg9T6OqrVskCYdgf2hOOAP6iztnjeFnXgoWBIRuLxWAzxSAzRSASBoB3Q1khYemcOHo8XPoZ9d6ov1ol7CcbZcAehcnegU+6dxMVsA2hAKBVV2Ri8UbpTot2VgE9WnneUqLBtPHOI4Ic2VARABH+kNQeaopSWSjqfiP3CwayYFW7SEbhaCY8EWkpkkLxR0Rn9uoBjIKBwCC0tLSBgoVqyNdEib8He3n709/UjHo0ZAFsmkCX4smKk+rj91CsyvkwmI68zAmDalPFwwP3UPlbX1qUme+roU1heXcbc/EPMzc1J5PqpGTYfNCnQpMAvjQLkEQfHD+LFV17VOZdXPvgAy0tL+PWvfwNPnzolcBMMhwVU2js78dIXv4RnX3wJ66ur+PDiBcU2unrlMi69f0F89vCRo3jx5S/g2PHjSCRaxE/Jh7k5ZcBgMlHJVvhNPkPe5RZmiX/qkhums9s9AzFsOq1V4st1MhlhvUlAPm2kPw2LmiuDOUmaX09L/sr3KR0jIKL0J5XPIlnIYSOTxmIyic1sBrky10GPgirSDmognkB3NK7YS5FAQGpAqfdUhlpZX1cf2y/TxojlqoYCfbZijhgBP8rrKRTuzMiGKHBwzACiBvOHxjXKNc8An4Z210lkRGx2reBt8z5tsyyIk0rQVdTUjV3C3JTGVFY1dO9ubW3qjMtDhydx/949VMNVxLrbhBcy6Uxj6Z96/WSCIlvdesM/qf5mgSc4olrtmdNncPzoU9hObuP+g1ncnLqFi5cuoFKuoK+3X2q1g2MTWogpyaFnGRdQ96fOc+VKnWM6kqCAQ5pGcyyHUp6B/gEFjCSwklsojewqlGblJWlKpVI67DCdopdEGmnrLUHD8L29faTSK5LKUIJRyOcESliO1+dFwOc39i0WCFHdR0mWmZ+aPZpgnCwEOTLws0Z+/F3TAduBQ8kO82YMJoIkgSyrSqSxuCRa/PYHjF1UyBgsxuIJ2WJRXUiVIINmklYEb9yR+GjM7OXuxCfVJvuBAIiDk+UZMS53WRXRheArl89hf39f4JLu8nem72I/va8203Xy5NMn8OyZZzHYxyM4vAiEAggGQggGApqwzJf9yW8zb+3Uc5O56lG/EtgxeGe+kMNTx56S3RAlX5QOcSyMjY5LUjV19zZ4OCX7oflpUqBJgX98CnBu89M/MIDT55/D4twcfvL97+M7f/zH+ODwYXztW9/CqXMmvIZ4RCCgDSaNshkN++zz57G5sY6ZqTu4c/MmZmbu4u6d2zKwJSjq7unFyZOn8fIrr2DogD3ugQsNuaplJ+RhuuR6bFiunpvV2CzStTQW7rjF2uWhHN16bqCGyUNaJCP1Ji/mh2XZosU/XeF+8XhgPrmD1+7fxQ/nZrGQ2keW57HVVHyAj0ca+XwIe30YTSTw5dEJfHPiKIbbOuGlNSuDXSpTs6axOmqyK1zlGyAmYOTazLpadRzVZZX9FPLT9+BpSSA4McYVxgYyMoSqraGWH5vfrmUWzbDMWuENDRclbIVqdGNcJNlz1ChoW2ABlDMsN4CKEsDkzrZUrIcOH9EYmnvwQJ3IAM4dHe21Uj7r4okGRRxgHHyOIo6Wjszs7HK1pAWUxtEt8QTa29sUf4bGVTw0lovvxuamFskPr3woSRCjGjPw4/DQAXmotbWaWDUEOWZQGHUQCec6WpOAyF1G1gHVy4AAxkoiaDLW70UO2GJRUhdKKoxkq6DfUkNRHZVnGp4XY55zEWc6iXXLJR1ESDFvuUJAYzpeQIPmxBwVbtByoKtsE7JeE9JjYjcRtFCkSPAkeyqBLb+AF3/rz2vtrAiSGkAiYziZkATmOZ8xPdvIfL0enwAQgZDxsPAaeliOIEyviWfqTuBI2rJ9lEARHBEo7u3tyYaLfUSD93cvvIefvf0zHcMxcXACJ586iZNPn0J3d3edNqb5+teNBzuVDAeDB6lMWu74fd29OHb4mGwTWGYqndZ77C8ayrMtrs8/a5I0nzUp0KTAL4cC5LeUZpO1jY4flBqMYOejixdx59Yt/Ov/448UBfvkmTM4Tm+ieALZTEZ8urO7W3ZHVI0xQjYNsBcX5kF3/pXFRawuL2FxcRHTU1O48N7b6OrukcSotbVNC+jRo0fl8czDackjtAnTRswG9y2VjTSJm2bxYGer6RZ3syl0lCIfNHImt2IJKumx2LgkQuaZW2f4kGCJm9RsIYd3F+fw59O38NbDe5ja3TYghIEkqYLTq9ZWhyYHxSKuBgKY3t3Gra0N/O7kcbwyPK5AinSVZ50dz2S9XB34raWEbXIXFkbVFl8qEHd2UJx9iPCZkwgcHNVLVQY85kf0sG3R7wbpfmM9+cyuE6ZCelv/NNKA+ZnfdSWllWMpLbM02eh0X21s11ZXtenu7uvXOHj5i1/EFs1c1tYY1BAz92d1sDztgT/r80SDoo9X3BC93lEmBQdvniCjVNTizLg0VIFxYCf393Qw3P2H9zEn26MdpDMp3Judlhu+3+9DIt6Crq4uxSkiQGJcI35HQmEJTCUNopiQtjNUSTWAp8frSPBE6Q5jKDkgVf82AKr+204iTsCyAQ1sA6UqznaHZQkQqWwN40eAmgEmdXBC4GKkNl4BIBdvSSCAZ8g5NRzHcU3CwuFmJjoHqrlvkP0j1xqppL6mkbqhds1JZEFsY/tIH7NLse/xVQ/HqAFZBIqb21uS7t2ZnhJ43dndxs3bt3D/wX28ffEdgaKu9k5JecZHx/VN6RE/pFPJSo94b2r6Dr73/b/GxsaGpE6Mju6kee76jbfe0EGxo8PjKBRz/7/Uc4/3d/N3kwJNCvz9U4Bzlu7V/f39+NJXvorjJ07i7TfewNs//alOP783NYUHMzM4cvxp9A8OoKunVxu3bDqt+U5gc+LMGTzz/HmBrNWlJcxOT+Pe9F3FOtrYWMfDhTnksnnxS26mDx+axOThowrdEo7QLjSIaCyOttZWhfXo7OxS8EhtgJ0ExfJRRrvm2uAk2Y4ilt25n499Wz5q0I2ekT/TuDtdzOHN+Vn8r1cv4ftz91GhLWw0gnAwxJNPTRBEYRGzJnq16SyjVC7h9u427u5uY25vVzGDXh0eRzgQRJZg0+AX8eD6D14xH1cfPdE/kmbRPGJ/H6WlFVQzWQT6exDo7zVBLSseVHVkCk2i7ft15PVolp9cRL0wXX2cYg5DuezNC/W6cuPP2FUEv9tbW+jtT6GlrQ3nX3kVF955B9N37mBjaxPf+8FrGBseReuxpx4r89GfTywoUlfX0KITN5oBIJo3GIG5HiaZCFxKVS6U9A6AJENUl1BPTanL7t6OvBvm5uYxvzins7FoU9PW1q4gf1SR0Ti7taVdhn2RSES6aU6Q+p9R6TjpkBCtMIQBFCxXYEITx3Se0jxKe/0yyPzRB5Rg+HzBR2/+gr9YLnde2n015mHrSwDT+Gn87a4b6yjAIwDEu0ZSxRyoxuMOjXTnnwEi6hExHdLKqOuCYl6UGomJVCry5Dtz6gxOnzwNqh7pgXLzzk2dYXft5nVJ1ToIdHt7MTE+ofAKrYlW9QftAghA6RHY0dYOqsTeevdnOH/uBbzw3At6l+XQc5C2Xzdv38CP3/iRVGiUQhGIfVrfNNKled2kQJMCv1wKcJHlJpFSc9oPffO3fxcnnzmLC2+/hUvvvoO/+rM/xaULF/DsCy/gzLlnQUlRIGjCo4g3AzJP4Pzu6OpGa3s7Tpw9KxfyfC6HxfkFzNy9g/mHD7DOoMHXr+LipffhUWDXgDyNGQZg+MAwxsbHcfToMQwNHZA6321GjRTeSNq5KWP5jF/HTSgBDhdycVj+49RyNoq247zio5a0VJmRl747fx9/dPUSfjD/ABVad7e26Hy1XpoxyOXd4g2yWJvvXrmEtUIBZcZYzOfx44UHOl4jEQrhhQMHEQoEQMNxeQ6zPG2QzdEbWqX4zIE9q6CRvMfvR272PrCwhOhAH6JjowiEoihVUka9VVsHTItIE+VtVXc02+CHZqe0caUAgBt9k0aLpZ5zbeH6bYhm1hf3LhEAxwNLMCns5t1KqDhGCKL3k3vyHmcQUAb2HB0bx81r17C5tYEPPvpAYXiOfy5BkQaQAa9u4JBqHNx61HDTLNwaGXXCmsT6zXeo4mEHUCrU0daBWCSKkaFR5PM5ZPNZ7CR3wZ0D7Us2Nzdxf3ZWah3Guujq7AbPTGlra0Nbok16a0qSeMqzM9qugQcLMD7pt7unSn3GPwZofEaCmtzFpKmh8896xQKgR5KQJGa61m/rbJu62LMRLLjr2jeHpiU7BzLVYvTOo5Ezv2m4TYkXB7VskQJBgUxK8aj/Z4gFlk/mVfvzeHUgMO2YBgYG8MKzL6gfVlaWsbC0ICP61998XfnHIjHZd9EDkd6G/X0D6OvpxdraqqKYnzn9jGzApu9NK3+qKH/4kx/i2s2rMrikxxkjoG/vbMpbsE6Ez/NVfR58nlvRrHuTAqQAeSZHNDdYlCxHohGMH5pAR2cHzpx9Blc/uowrH36A1777Xfzs9dcxefQonn3xRbnrx+JxEZHvmjXAC38gjIjlN5SIEyQNj43K0SKTSoNAiU40a8vLkjpsKJTHLlZWV3Hh/Quyq6T3MzfK+gtHFUCS64H40IED2mzRPrKtrRUeL2UOXLPEbFUfd822aU1wKrQqDauNOm5pL4k/nbqO1+9Po0yJOE1DwmEMBQLoC4aQoOrfBit0XDxXLWOjkJcEacPrQcnjQSGdwXury/jz6dvoiCZwtLOHyyBKKCuum1lLaXXk/qMDj1VbCdCR+vzzSkpUXFxGcGwY1a4OpDJ7yCWTMk2gNoNrLJ2SaHoRiUYVJJl0N+ueU4EZWtCsQxBHtk4mzJKKMZ2uMhtqJLq5xcatd6SjYADD9fh8Wm8219cQSyRk+rHw8CGGx8Zw5rnncH/2Hi5deA8L5XmsrK3a/D7964mUFDXqPtly/lYH2i4iAQ1BTMNqz3XTqoEMENaEkJGx3CrNIhwORRSniEEYOdlyhZykCLvJpGIVOZd8uufnCnl5ZNE1n4szo60WinnZuIQjEbS1tCkvTtho1CzUlFwwDhIXf57vEwyFJG2itIJlSkXFgcjxxsbo27ZFXx+/p6aZJB//95GHdrAwVQOR6pduMJnpJMmODVXg7Jyo0ioUGHqggBxDENAY3NoCEexks1lkM1kBStoG0YiZ2wACHdkf0SDbb45JYePkQVYuG7uqYkHeZ309fRgcHMIBexQLgRDBFf94zbglTMMJt39wEuub6wq4SLfKja112SNRqpTOZHDj9k0F3qT0aXNzXbZDf/aXf4bXf/q6gC7PMOKBwOFwBIcnj+L8s+e1k5uZncYoY590dn6cpp/LO4zF8kRO6c8lNZuV/sekgGFqjpuRD5D30EGmr79fEpvhkTEcOnwYjHI9OzOD6Vu3cH9mBv0Dg1oQRw8exMThw4qOzcVZNpyKWWS0CFxMu7q70dvXJ77MzRvtQZPb29okb29sYmd7G8ndXQGn1H4Kqb2kfm/u7SK3uoJSoSBvYDqgJBTihVoG45ATDAVlG0TpEaXk9EKmkw8BFT2P6XXseB0Puu2IJ5BGFT9ansNP5h8gww19LAGeIzYYNH9doTA6gkHEeZoCAU65giz5dLmEFgJHgqtiCWvSmJhjL7770fvwLC7jhZYO5AoFRXqmEwr5O2lC/my0CbRtdZL+CjyVCoIeIBcOArNzwO0ZpNriKKzcQzkSQimTFWAlUGE/0caWwIgaFdISDMfiC8Af8OusuhiPS+nsxOGjR3H48BG0trVKasQ4gcVCwUqd3CLfMPYeXQ71gCUqIDI5nt+HTColINvT2yvBBUFRH431z53T+Lj4zttay2Yf3Ffcur6+voYCHr38J8NB3eQy9jn0xioJi8gby+uVPREjWFNqwclC5MuzsqiLdLGK6Ha/vbsj8RzPUSsW8tjb30UmndKkqoECGWObgVGTghBFM2+BBUbENkeFyOWfxtLcOch7yxgt8z0NNO0oLG6yIMp8GSTFf4nIKZERmCTYErgwYefVXolFaQvl9N7UPXMHRTqY83r4DhkPv6luohcbwSTvSU9eNSJPxb8olozhszWerlbKUk8RBBLM8I9ur5zwhF6ceARaDGnAmE/5fAEbW6vYTyXx8OGsVF8tLW3qA9r9UHff1mLUY9w90WuELvyHxg+pf2g0zSNYGJWcIGl1bVVAieERKP2heJZgloE4OUEZyZz5Hp44jNOnnpHn2V/9zXdl3P3b3/xN2Z89Oi0+r7/qUr7Pawua9W5SoEYBw+JqP3lBvkTXaoKcltZWfOFLX8L5F1/G/fuzcsm/dvky5h88wNzsrII7jh2aUFyjjs4uqVO6e3pAeyNKK6Ti56kJ+byx2wsbuzcAACAASURBVLSSjVAkguHRMaleJNUQf6YjTUWGvKvLy1hfXZERb3JnB/vJJPb39wScdtNprO5sypmmbEOakB9Rg0R+zjWApyBQyxCmSUYoqNMTeNB5ZyKBlM+L9zJJLBazgC+A6voWggQY/gD2A0EgGETe70eU6wdj65XLyBaLNU9kbz6HSC6LQC4rHo1CAXPZDP40/wE+yJdRztP2lvy7CMaFIw1EV6dWs6EAqj4fgsUS2pIplPdTiBXLOtFhOxtHZn0ZiIThaTV0JHw1a5DpMLaX+XK9YWw7037CGOj0+omJQzh+/Gn0Dw2hvaMDA4OD6Ovr19rIEAJF1bFYExo46dAjA8FKRrh+03uYpxMUC0UcPDyuoJ0b62sSZhwYHQWBUigU0Zo+e38W07PT+NyBIrNHkEDFEqZODj1rUP2wM/ixmqtHrpXWGhMbMZ4VnqgT6y8ZEGC8DZiuUKQhsFHr9HR1o7uzS5VhWdSJUirCdyglYZBHToi9fbrh70O7iXRKrvn7qZTUSVzEFQSRJywL2foRCoYRCtG+xoSLN+DJeJERKAkUWbDEa9dOE9Gd0Nm0W0CIeloLioxkhqDGiI0FegR+KigSCHKg8sA+O5EIxpytD3XidIEnmDEBKIMIhcOSsjiRMQEPJzR/RyPR2jPmwZACApkW4LEd7BiW4fqIII3ghWfL3X/4AETud6bvaAJ1d/Wgv6cf/f0D6O3pkfqLkjaeV0fbIR7X4g8wHIBPwRapCj04PiGGVgN0tn0sh39My7hQCiXg9Uty9OOf/BA3bl3HwbFRhXFgEM/mp0mBJgWeJAo4/tYgJnALg12EuejyHEvyl5HRUQwODuKr3/gNLMzN4dLFC7h14zref+stvPezN2VTxKNCjp88iZHxcal4yEsc75Nkw+YrKojX0wimbFVAvOsRH+JBtQNDQzXbGPJex2/I4MlfU3v72N3exu7uNpI7u9hL7iGTTuuPgXILDJ6by+kkhc3dXWOHSSlVtYrVoA8lmhd4vIo15PH5kPF4UfH7UfQHkFJIFaPlYBpKZEq2vvlqGd5yGW3lMvyoYp+gp1LBbrmMLa8Pfa0taOO6Q+kVQRl5azgkPk8+S40Hj8sKtiQQyebRenMaiY9uIbS8Bn9nO3DyGHBwBNUjE6iOD6uOzJ8fgRctTVWtL+lUCjtbWyBwpBfY6soyNtbWdBLFBx+8L1r29g3gC198Fc+ff0F2vf4gQ8NwbQxp7eAm3Hlgk8drAVVPsNkUMgSwvLSIpYUF9PT3Y/zQIQFWRrYulYsm9E7AhJvhyxRqMK7hZ32eWEkRxz8FZGY9NbPBTBNRXx2gNHpknqtjbCKpRIV7rO7WDXgrebFA03Ql3xF4Yj76od8GqBjXdpolcfJxEBI4cQfByMyMf0A3fNrPSDxrXeuFxK1EpVIhGKGI0kioKK40ARELteCEQtrOq83q0Q0QqsKj82uq8PpMWwiEnBSJE8LUywwSB6D4TYNtplQ76D5vD0qlypB/ZAqiLwcXwYuz76F7Pl3v9duqxAJ++K3O2EnE+JuiUUq9apQT/Sm5sh2h0cd6m2NPOJC7Ov2IhKM4MDiMM6eekXE1pXBrG2tSkb3/4QXs7e8LzPBAP6Yb6B/UsSqdHR1SSTJDAh6Wr/5Q35hxUCvbGuEpnd8PHv77o5/+CH/8b/5vnD55Er/x1W8oqOdnTZDmsyYFmhT4x6OAm9umBrJE0SXl6OTZisMGE2IjnGiR7Wdrayt6+/vx8iuvYmtzAw/v38fU7Smdl3b50kWp0Tu6uwVsqF6j+37f4KAAkiQnzgPXxn9rbD3rQ7uZgFsLbGw23ufHfZd6TXT+QsGEYJGaquFUBeeUQgNhLvzcaG+l93FxZRmbG6uSAAUjEQxEIhgLR9EZCKEjEkFPLIZEIIg4gUwgKDySKxWwV8gjXSwhWcxjLZPGbr6AxWIB09k0Krmc4hgdHhjEV0cm0BoJgwpErQM2PItMSew1AaI3EoZvL41gxY/Q3UV4S2vwZIvwpHKoTEyg+txZIBS0y2UjrzfUIkikOUMhb09EyOVqgJCCg8X5OUzduIH70zP4zp/8G7z2138lSd7I8CheePllnH7mrMItUGPD9ZL5CQDKGsoUy7WEBu0PZmcxOzONo08/jQOjI1hbWZGZC486oXDD1CGv9ZrDhpLBz/o8maCI48v+kdxmuJlm6FqW8YQF/DDFJ6ay9x9rfmNmsusxC3ZjIS5ndgQ/1K1SycQ0fMZFlx1CYMQBxN0GVV8+xu+xi/9jpX7sJ0WK1OlycnDHwzwVeFFSH3tshizxWQdTplOvqU4qiJPQuvlzw2BiXVs1nEcqPQOIGiRQfgOUPlahz7pB4RjbLyEZNbk2PAFd4csV5Ep587wBCAmYWCmdpoz7x8Y24m6AxpADPgZqBNLpHFbWV7C8smzOq9nckPqSTGpxaR5zCw8lkqVkLZFIoKujS5IkquyoXuMfY1VRXSaplcfEIKK+entnS4ba165fk3famVOn8Hu/9bvguXfNT5MCTQo8uRSQJNxWz7DuOtevs3ITJLbCqPx2c3dgeBhU05DPMjzH8elpPHxwXwsmVSuMXXf76lXcvXkTb7W+LluXVjrTtLfLi62nrw+DwyPo6OzUwuokQTIrUOwis8GtFA3vfpyCAk8+n1z643Gziea9x/+4YHBTy0NoF/Z2sTAzheBsBLlSGb5EAolYFL2xFozGE+iNxdEfS6AvFkd3PI5IICQVWDKXwW42g61sBkupFJDchV/3skBqj8wVZY8HidERHH36BDojEWSKVE+JKZu1R4Q2dq6U+FT9PrqKAa0JlAj8MmmgpxPVpyZRnRyFJxyCp1DU+eFOxegAIWnhNqLUOrAct5ZyPSKoTO3t4amTJwWKGGBx4eED2QQR4Ny+Zc6xI+3b2jswODQEnmlHlSbzE4j0GrXZ9NRtvPvmm9La0FaJa0OhUJCtGNeGH732N/ib7/6FBBZtHR2IJxKq2+P91fj7yQRFtRoav0BjyFVH4XxcnxC1xLqwgP3RmxY0aUA2PDFDgjc+LbeGxA1pHGhSZ5c1hDTYS8Tfkk4wtpYJrsWxxtxVL+q++L/iTXklCaGO2NTATJh64sayf4FrO+BVGK+p8kPVHoxYz8/MBauOk4umhKCqBunDNtLOqHZDUNNMnpoKz2XHhrlyeY9MoPZMN/SLE6RgQaFLzr7p7uzR3zOnzoqZ7e7tYmVlxXierSwJLO3srElittayKvUd1XtU59G4PRQwKklOHIInGoDTOH5ucU6MsVIu4fSJk/j93/k2RodHXM2a300KNCnwxFJAXKhWuwaOIq5uHtS4jPgVN1J0yc5nc+LLXCjPPfcczr/wgtgTbREZCPLO1G0szD1UcL8Hd6e1QaX0PJKIob2zC4MHhkFwFI6QrxiVjswIYvQ6i8s+hup9vsOPeKVhqOba3FQ9CaZ04oBNx4po/bF2TLQPohf0dnIXZUbYp8kEN8zZHIqeADyMT+QvIO/JAIEQvMUygt4qAvAhWwH8pTI8tN3MZqWaK9JOqpAHbGwiRsHeT6clNSn6/FLXiWpamOza2mjqQDumeBSezk74QyF4+vtR+PIXkP7KF5BPRJGfm5e3Hu1Di8W87HmoHXHgRwIDHw2swwIibR0MccNjVjyqH4UJjDrNuFC01aLH3/VrV3H31i3MP3yIW7duyvSER1x1d/fKOJtSvdaWNgRDAURicQGdD9+/CIIqnoeXy+YwOz0jFR3r8ebrP8J3v/MdrK6s4MVXX5W7fntLK3iI+2d9nkhQZMeVARhahOtNMANJo003TZ9SkmLSmN/mhyaQG3xWylObSXYeMb3ese+zUF4KQJnMNMD126q3dVvvOwBhwFujxIoThEhC30zLn66S7j5/23owJ4mEKYsyr9YbzStbl0dvPvbL5e/azMe8p/+tSsteuzdVLSXglZ3Y9qGpMmtmvAtMaxvetHWvtY11VKwJHp5Yb7KruqteQ3E2nY2dUTEsj6JmXtFbYWR4DAMDQ3jGeshRH0+9MKU/9BLksSHJvV0sLS3o6BRKhuQRZ8MC0K6LO4sjh47gW7/xTbzy0qvo7upyjWh+NynQpMCTSgHLmx2bUTUtzyQ/Jofhv+Z5nWnymeVmlqcCFXpYSQXjkYrtmWefxanTp8Wf6WG7sbYu122el7W0uICNxWXcuz0lY11/0C87G0oZWtrbFOi3d2AA3f39Ur8zwCM9oMj7qEGQdN7aVxrThrqkiM9YP/etNlkwQnWW1+dXcEbxe26svT7QpggeH+0jjPcyj/+AOWg74PXDm8tIkyG9huXB7tgRboalY+ORVKWSPIczVSBdLBjgxrXC/TmNBX8LlBWBnW34MimUhrqxd2gI2wsPkbx1HXtbW9jbTerYqmwmJYBEIEZVF9cc1pkG5XSRJ53GJyZky0UvO0ryXTwpmXB4veju68PLHV/Ecy++KIC1trqCqRs3MXv3DhYXFvDeu+/owF+CLW56CUqpFeDpEJQIEQj/+PvfRya1r7A6DOLIA4WLhQJ+/1/8J6DB/b/9P/8v9HZ2K0jnZw35JxIU1Qe6qboZ9Caega414q3ay6zItanR2Fgt5hJZ8q7NpZaZAT7UO+qpwzVajk0uZmKZa/cvUxvAY943k9M+5aF6FkDojt0FuCJdFfjM5WFnr0qlwR4nA/M0wMjWjeltsCuVV8vQ1UoZmh8EPY2gqFaWA0eEGyYDtk/14IVDLk66w7rXsq8Rp3anBvjUACvlck+txIk/ma3lY+bapqGdFGnlaMyyuGMw57eZ+9Qnc+BzElDnTQbDwd/b06eo5OlsVsaKRerti0Vd33swi3cuvC1jvmgkjBeffxHnzz2PSUarPTghYz5XzeZ3kwJNCjyJFCA3MBtK8ShW0UrgLbuu/XZMSizMcXnHdx1PEz+kCsdwNPJQxhvyx+MKIcLseTj1gQPDOHPmGaT293V0SD5H1fuuJA0bG2vG22xrC2sLi7h86ZI9pd7YGJFHhSNRRK0UicePUKpEI2Y+Y+yeMIPM0juX7vixmIAB+RrtYko837FUQkR8zh7hQbUVQZTXCxpQ87wztjNdyMtGiOsF+eFmeh9b6RT2MjzUO49SPieJUSmXkeoMqRT8pSL2K15cz1cQgQd7mbSM1AkaaHPDGE38o30sbW74R2Pw4s4uvLMPUfB5kfqTDUmwGDySZ3TSSJsRtuPRKDpaOxGLRhXYknZS+RLzKWAnuYOpjy7jg3fegS8QkFprkKrNyUlMHDmicAk8f5N0ILiMJwxopFdaX/8Azjx7Tkbq6dS+DNYJWJcXF3XGGb3DKRHMZFLyEKfajOskDwymhyHDNZw69yz6+vvw4cWLoi8PCOcB8Z/1eSJB0WdV+Bd7Vl/eH3/fzZvH75vfbqp98tMn7i6r+yv0IWAzx50A1aIFcAwl5vXqGJaOji6pzmjQ93DugYAQJzUj0FKKNNDbh9/9zd/Bl77wxV8hqjSb0qTAPyEKPMbTapzcSf7t1spt9CipCfJgbRs4MV8qKTYPbUIJhvweL8J+P4J0QKH7dzEnCRJ3bG3tbTpSiLHWAnQs8XmRyWSN5GFzA1sbGwrHkkzS23jPAqccKL1Op23Q2v0M1rd3ULbHMnGjR+BGYEOVGHmXIl7TQUTeucZBhk4xWfKxXAZpqrxCQZQDQez4fZgOhLAcCCAeCKItFFb9w5S2eH3yOmYbM6UicsUSsuUS9qgqK+SxQbshHg9iAc5MuYqCL4AgjZcJsCos227Cqamwzis0PQj4fGgJRhAcbkPi5CkwJh8RGcMDKNaSThGox+ZrSSQUTJfPPAzvQg/nQhHJ3aRCpyh8yuoKltdW8fD2HczcvIVwIqbz53r6+qWmpO0QXehb29oFGillGhoZEe7lWkBvvc31ddmFMX4UQ+EwPAPBK9cAfujxTJUd1Z5jBw/KJul7f/HneOeNN/DF8y/j+XPPqQ8+awY9saCIc0HyAs0Ci/CNsEPt8UiUYqQQhhh1YYebR7UJ1EgB99Dds4mMasc8rFrxhita0hlXH+1GGqQtkqiYTFhfMzmt3Jdl1HRGRmwiyQxT2UntZCX85qDUA7MxUrh5ZaFX7TPXqMZ2NNxTHSzSM2U5GZnz3HAlGgKoqRx2rp72m9kzW34rT1cHNcncNcUaUbXKeqzcGold9qqzRFnK1z13Naz9Fm1qv+oX9n3XH5x4SytLOjftyvUruDt9RzGODo5NSETb3dGBwYEBScPcO/XMmldNCjQp8GRSQBO9JtFWHR2PsxWu/TRJFYMm5KMTehUbPAcrlcJ2Pof9QkGSlWLVqPQJlmKBAFpDIXRHoxhItKE7EhXfZVwhxtUhr6DXEsvgNaNT0+uVAQcpveaB2FKT+bzggaiUVPAkBBp00/V8e3sbjGNHSQbtGvO5egBchmYxnmgllBiBmkEW6alVrYAewD2VMjbSKSR5XJLPh02/H1mvVxKkhD9ggjbKi9gvaRHrSRIw6l6OAXIJ9DzAZqmILRt3jrGKBqMxnGrtQIePbvgB0PXdhTqh+3skEjYSrUgUETqvxBOKDUd7LBooMyYU3yPYI9BjmXSVp2RfGg4iLOvpHLBOR4y6TQAY5IHi8Eiaw2ObPrp6GdMzd7G0vCSA9HDqLqKJBDp7ejA0Nore/j7ZH1G6RmDEslkPBkFmQEb+feLHAjzaK1FVyNAMf/3v/xxvvf5jHB0/hP/49/65jvv6xHcbbj6ZoMit/1LDsLZ2kkiqaO2HeEtEqD937XIThgNa11zo6zdNMgEsY0SsdEIHJhH/5T19mM4u0sxNNVECPuUFp6GR7ao0BypMlev5mNzM75o2So2wT+wL9pf7Ui1qOnJ7EDwf2uq5dAZlmfyciLleX57o5/J33zYTgTrTBlXdtpvn/yhFA9CxOLTWblcHd78GwhrUZyYbR3823FScoFYlNFZHJboblrbup60u20QvPImNt7fw9ntv44PLlzShzz/3As6deVbGfmRK9hVNYg918s1PkwJNCnxOKGAmfp03s9oNtqOW8/KuASoeOW8s7e/i3cV5vLk4h5n9PRSsKYG4TVUcGh6ehQjgUFsbfn3sEL5wYBSD8VaBDPI08jH+sWx+y3iY64DixXnEwqoexiYywImL9UD/APp6+8SXCHQkIWI+ju+6dcGtZWyemmjKYU50sZ9LbuN/eP9n+Jv7Myh4qijG4lJTdQeCGIlE0R+NgeejUdpFEGjMLCApU7KQl4Rol/GOcmmUslkgl4Mnl8FXT5zDf3/uJbSGIqh6TCzoOmu15g9kuXatoURLdk8NIQcojXGgiHRnk3SWmfXSJlSqlqrI6aFZGZmfNvu2v4aPHMbQxLiWjkI2h4cPHuDGzeu4PXUb8/PzuHXtqvozwUN4O7vQ2z+go1h4ZEdHV5eAGaVu9G6jys2ND7des6/4jDZJb/zgBzoC5vjEYfx3/+V/g7Nnzn5sPWZVH/88maDICBNUV63Jrvdkh2Kb0LBYm4T2fuP6y16z6NE+dfhKGKJuNVNDKUrG4ggKRGi3wFsQIqBh68O4WZpm/O3qyHrpz+IWOxkMgNCM0zu2+o0vagKyAuroenP0qopXxcQb6uXpBZvY7m7sL1XAQAtiEY7gin3PVdYQq1oDKoYh8H1XVI1BCBCa98y/hmHUyzIMR8/smTZ6JtI+Sl+XPwuxZFV5FibpXu3aNsDUh8HTgjr77Nbt23j74js662zkwAiOHT6Gp586IdUZI1yTvprE5U92ma3Vu3nRpECTAk8sBRz/YQXJCtzixx+G4wABj0/SlgtL8/jbh7O4ubWJlXxWxtVgrDZ6UrkMGBOoWES6WsUHW5tyYb+yuoxvTx7HucEDiOrQVBOKhWW7D0GOJCNi7wZEGEhkVFBUfwV8JkigiQPnBT2nyIhcqBSmdwFRHN9z+bvv9q5ufBslTKOMm2vLqMSjSIbCiASC2A+FkaC9TCCIgtcniRA3u8xrz+dF2gfkQ37s5wvIeSoAD0X3enC0txcvHXkKRw+MqRi2Tp7IPCjDSn3YVLZRpx4wBI2CARtAyDSUoJm+4Npg6MLfPGDW0Yl33XvMTyBJNDSez2y/VIdh2h4FEWsH/PT0G+jDsTNnao4za0tLWJh/iPX1dUxdv4YrPKTX65W9lmyyEnHFHEq0t8lWi3HzOBZ4viWNv9dWl+VVuLu1jXMnTuM//xf/Ukc7UYL083x+vlQ/T06f2zSfNjw/Jw2qoytB9/LePkqpNCocxGQiDMLIM9cScfgiEYl7a6qyJ6SJHg5WnQlXIZL5WB2J2Siu5qCmSPrazWt458I7WNtYx4mnTuCLL38R/X39mhjZTAaMIM4dA3lS89OkQJMCv3oU0LJcrSIaCCJVyOOdxTn8xb07+GBjzYT34zEa0QDCPh8qVsVEKnhlp1hGigEBC3ks7u9hKZvGLtVclSJeOTAuacQn80gDQBwYawQDOgrJBhYkcJP0SnDFgDe30eW72jNLi2Fykl0Pj//wB0F59oveML4WiGO9Aqwn95ANF7AcDKGcy2M/k0Xc70Pc50fYnN4qPr9TLmGjWMBepYJUoYAkz6NM7SERjuB3Dh7FS30HkGeQYXqhUdXVCGjsGsL2yNHFAh3SmADIgSCNIi0qZjypD+zQUlqeuybAJfSqa5eGLSVPLtCQu5hHtZrWm5RGdfT2oGdwwEh+AOxsbmJ+fk5xi9Y31rG9tY2kPI33wCjZW+sb2FhZVbwjqv5YfZ7HSful9bV15LMZnWn5B//sd/Ctr38Lz549p0CVtqr/wa8nGhS5QadW287RMKoBAUpzTBs12LR9cN1g2+7Qvut4RxIjRKpLapyqzd2hhMi+4wa0e5VFqlgOHl2bSvCXUyWxPuaZGSDuXb3YUOcqpU0MBMkHHFG6MoEcXV6kg3ZIruB6xsqWEUtLqRRK2zsobm6huJNExR4pQtdIgiF/bzdCA/3wt7YYAEKR52OkamQEMgx0Ujap2LTpUXkSD1MsLMmT9gM2qzodau3lxWN9YAwMmZa7DCguR7VQkCGihzE/6N5KqSBdaK1hNSfU5tamjKkvX/1IgS+//uVvSCRKDwg+p0pN4eFVuMn/kXr8yv8w9P+Vb2azgf9kKCC+19Bax7K8VcgGh0bG1zZW8Z3pW7i8uWGkQjZ2UE8wiE5/wC7OlmlWgUyljE26p9O4ORREpVDAe6uLkuxE/UE8PzSCkM+nozPERRpMKGpV4T23DtRufsKFS1TjgXxJjF78T7wwQLNv6NT5wo1b8H50FV8LebHVM4Q/3V5FWoCtgnVANkO+ogcttC+ioTbXIA+QKpWwWixglwbHBES5LBKhMH5j5BB+a+IYxtrakbZHO7GWzm62scasqoFAvLIfx0Z1i2ualaK55/x2aRpWgUeAFBPI5sgk1doopYlZ5+QBV2AAYKOh8QeDGJ+c1B9fJY2KpSK2N7ekFtva2MTuzjY219bliba2sgQe60H7ruOTRzA5MYFXXn4F3/r6N+WI01jVn+f6yQRFRupogIA6w3QSJwivrGWPFlQzaeoiPAeSao3njYabtUuTZR1scNC6h7Vrk0jj+RHQZGrhxKcaACxGOm+rlLPpHbDjuLEVtqPIfAkM8aEtW5dqoRlpek/tNrPQpNddNZEuk/sfXUHqxi2Fc/d3dCDQ2gqPgkJWda9Ib4h7swgO9KP95RcQ6OyQKNgMZslNDblYBwf0eG3/RGM3qZlSlXSqN9NuNU//GADn2q3kTgVJcMVdmwNblA7RffP+feRnZuGl/nxkGIGBfiASgoeIkfr/QBDrmxv40U9+hKnpKQwNDuELL72CyYnDcm+l4aIOHVTdrX6cBf+T+zyZ0/mfXDc0G/z3QAHD4xr5CDMV/+NGSW7hPtzeXMf3H8xganfXgI0gz0gMYCAYxGAwjO5g0Lq5m/yypTLS5SIGqlXsloI6CmOdnmEALqwsoSMSxWhbB0Za2wyYsuuEEtj1hzySrJHSa3PffLl/VUciFfFPe7fxmnnSVkfHMHlRyWRQ2NjE3lvvYfcHP0Z1O4lj3/gy/nDyaaRX4/jx0kPsZHPIVSpYZV153pe/KKmSo480AwREBB/lClpCYXxrbBL/7TPncaSzB3l78CurwUXUvac6ar2z1bWmFCZ6gUV+j9Cg/q6WAeXHtppE3Cs7YYKhkzGdEM+3S6BJ2ZipydPUSQtpvX5MVimp39s7O9HS1oaxiRL2kknMzz1UfCaeOcpjbYe6evFf/af/BZ595pzCITCcyy/y+Zxz0QbDOzPm3Qi0342E53VDInsp6U7j/c+ionu9MVumd/fdtUbep2TECeU3RmIcBMWNTRRW13QSsaQlHg+Cfb2IjI/BGwyYwFufklVmZhb7l6+itJuU/rySK6C4tAKsbxq3Q57OrBORS4pkzTgR3BWxupQg8Tw2C+5tCQYYypA5mURm6i7yK6smDcGMYiUBvngcgf4+ARhfSxzIF2tRr5m3o7Qjk3Tp9JjgKc+5PFIffojcw3l4EjFUQ2HkNtZBtZ83nEJhcUl5h08+rW/mRlE0VWLLq0s62uOl8y/j6OQRiVvppqnJVAOyrikGtH0K6X5FbzcOxF/RJjab9U+EAoZ7EGA4IGQYrZWaAyiWy7ixsYq3FueR5fwP8/BoAqIQDkdjGIxEEGFUZZ8PEX8AhUoZmUIR9ESjC3uk4JO/MPnHNoM7ZjK4vLGOtxceIhE8jJ5oDPlKuV4DC4Zqkn3HPAWAGrpFDJa/DaiwOEPSb94VPpKhcBClnS3svfkudn/wOvILSwiPj6L1N76KzmfP4nxfD1oODOFIRze+e/cmbmytmcWGXnYeD0oEVdpYloz9kJW2n+oZxG9PHsW3Dh7B0a5egbd8uagKkkyirFiF2QSrQgIsTk5k6+3aZ3CK9vS85YQTpJvJz3w3JK8Rw/Ri3Xq3UYLEfKiuMxk7wGsEHMzbeLbZCvOcs4APgUAISwvr+ODivzbbdAAAIABJREFURR3bwoCaL7z6KlLJJHzZIkaGDoBn3/1dPk8mKKrTSfOAdOPHgW3+1lSxIrjas09dE2wGTOguBWAtwZV3HWC5QWImoSlXFaj9Ywqqd7gt2A4YFcMJZPOtpaYhtNw4y8hvbqOwvILCyirya+sobWzKFohxJSKTB+HlKfQjB6RSYkRSMYYGsFVlKPuFBaRvTiHQkkDL4KC8ErJbm9jb3VVwQ7olcuDxYMF4dxeCHg/yP3sXnuNHEZg4aNRUytMcA8IKewN+SZG0c7lwCekbtwR43ETwhgLwd/cgPD6CcHIP4bERUDqlyWkDTCqCKqBYF354pcPOlIvIVyso7O9hd2YauRu3EG5vQyzRglA0poit2fUNeUwU19ZQ3NpG5OljCI2PodTaIu+yU8dPoae7B8cOH1XkVJ4dxw/p29Ct9V1Grb+aF00KNCnweacA5zj/aFbL76XUPqa2t5DkAZ+xuAIydvj9GA6GcCASRU8kirA/gJDfJ08tgqhcoCRPrb0CN1OkiFmEk/4iypEo1jNp/OThPTzbP4ihlhbkC4x/Y6U+WsAtw7F4gjk0sOUaiV1d7cqg++Sh3lAQXk8AleQ29j+8iv13LiJ7Z0Y8rPWl59H2668ifuaUTn+nnONsPIH+WBzHOrpAQ/KZ5Dbm95LYzqSRpVSI7vrhCLpCEQzHEpho78SzA8N4hScBtLQJOBZpcK22mvbWKml/CrTVnj/y9NEfDY1p5LnMm+EEGN/JL3d8I0GjgbZUYjLorsqeicc78U9gyOZeK9rlbxd8+yWgSyC6s7OF6zyvbuo2spmsvNGOPPUUunp7sHD/AbYfLoAnGvxdP08mKHLEagRHH2upIaUZkHVAw9+SHDwyWA21DUq1+w6+rtuCV48srK6oeh/Z3YkwlHmR5ahs2r643mOWjSPMVM5O5frEyi8uYe/iR8hM3VEmgdYWSXYCEXN4HrZ2kJ+6C1+1gmBvrwJ5uRY4fTTtiHzRCIKdHQJUe5UyKiMHkJwcxaK3itVCHlntcoBE1YO+UgVtd2bh+Yu/Qs9L5zHwL/8Qgd4eVCgSLtEuiFWhNKgqyVVuZhaMMxE7MGQMnxnsi7ubaASg98PKGvLziyieOI62L38JXh7URzsm0YJumJTiVrBfzGEzm8b83i6WMymkslmUehIIvHASraEw+j0BdOdLCEzNoMKd0tFJlIsFpN56B/m7M2j9zW/Ae+a0Tkw+d/Y5BPw+czK2tTcyfWj7XENC/7jOcV3Z/G5SoEmBzyEFnOyCVTc80ByAXShXML29gTkeeBoKAYEAOgNBDAcD6A6F0BoMK9gheUwiFISfR2hwU1gqYzufEX8ynBxIlctIBIPYrVSQT2Yxs7uD3XzOlGd5ilP//DwkJA+UuzgT0zuMYCjIQ8N9qKRTyD6YR+bSZey/fUG8O3L4EDq/+TUknj8LfzQuU2We08h86Mk22NqBP2jtwDfGj+D6xgpub61hcT+JVMFIf+LBEIbiCRzv7sPRzl60kRejijzPIrNrE2lnOaNtAhdKQpYGwUCNxibsgN5pWNv0oumE2qVTY5YYXymTwlY2jX1GxBbwqcjeia+EvD7EgkHxfAagZBBIgiO3dtbrZgrgfdIt4A/Ii3hleQ43r13HjWvXdNbc2eeew4kzZ0DX/fX1NZ175gI42gb+wl9PNCgywEMiHTXQ9Q/JRoLxY4hqVCwOg9S+TQK74FvwY157RCRrxr3EPMqTSVxnEfnUytKgsRlwLHlMxzmDaLOjUOXcWm3yoQTG7welO9mHC0i+8SbSt+7Aw4lSKKKaLyA+PopIR7smbiVfQGlhCcnrtxA6fhStv/4qdHCsIwCLYGj41XVUN7dQHT2A9yIevJFawWJ2BSmfB2m6pIuAPgRLJcTyeYSL2xg+0I5vRAPo2NtDqKdbajSheXl/VZFfWcH2X76GzMVLaD99Gi2vvmImNI/YKJZQzKSRWVjC3p1lFDMZVA8fkvRLhtlkBtwpUDpUruDaxjJeuz+licydTapcQoFB1PwB+H0+hLJlxKpAV9WLZ0e68IWhPkQ3doBcUaqzaiaL/PQ9+Hp6EOzvB0+xJmBqHPyOJEaSxu5z/SNxovqz+U+TAk0KfD4p4Hgva8+ZTRkReUylVMHiXhIrmYxsbMinW30+dAdCaAuGkCAwCofRGjTfLeGIjqYgUAinvTbiNEBwFfR40eX3I+/1IuX1grKGvUIBNOLWRlFqIho0O95iaElA8MhH/NZufhVh2SM+TXMEagBKOxvIfHQNe3/7OnLTswiNHUDPf/aHiD93FuHeHqWtVssmaK+17aSnmN+2PBGJ4vzQKM70H5DUxQEeirwooQn6GOXaqKTKktEYqYLWspqNK2vstBgGKLlWyB5IT+17DY2rrZF2beQ7bD9lAIyi/WBnCxcW5/Hh6hLu7mxiJ5eDkxMxXXsogsn2Dpzu6ce5gUEMt7TXAmTWAJGYOXPmnwlmTF7/8P59XHj3bQVjPDh5GGd4dMdAv4I5UhuiWFC1dxsq/QtePtGg6Bds0xPwGrvZDTVemhOPqRLK3pnG3uWrKM8voe3YYWB8FMvxMD6MBbHlKyCj0ZZHOJ9E2/YaTib70GqDYzk5bTmVRvKtd5C7MYX19gTeagvgtVIKP0uuoZROGZWbQsgTjdFDgZ5mZSAcQOuJcWwEgZ3FWXy9uxOD7R3aRZW1caggkNxHgBKe/h7c705gM1TBHrJyaw35y2gLVzE02I0D4SD8715C7tpN5J85hfDBg0LwHr6by+GthQf487vX8PrCPWwykCJFR7QpIuMgAOOHjIOI0h/E3d5BrLV34NdQwfjWHiLtbaiGQyhtbiH70RV4X4qi2pIwdk120jwBHd2sQpMCTQr8A1FAUiK76zHyfaMRkIOLB2CwQh5poThEigcERXwmKAoyrk3AL6lJWziKtog5lyuZzSCZ9aMlGEKuWJQEI+4PIFwqmINXuXkFgyEWBZgIihwrV0BbAR/T4Me4PHfSAjY0dM4/nIeP56EdHEM1m0P60mXsvfZD5KZmZG7Q8VvfQPz5s4hOHESgrV1FVEqFGkqpg0Gq94wSivd4jEWEf59Ic0bHti73fF43ZpJXWe0VCYdIXbNGOQEAf7lySXb+btSuGPBihAcEOvxvK5fG92fv4gcP7uHhXlLqR9LO6CZtJh4vNvN5LGXSuLG9hbeW5/Hq0Ah+beQgOiNRxTqiVoH5m/Io+AvoLLap27dw4d13FYrlufMv4ujTx9Hd2yuHHTrYqJmussqh1spf+OKJBUXqLgFWQyrTYUZXqU60Rm+m5c4fTVQ1XW0FTOxk19EacXagiPgE9YIvJo2dfxpLLEl1YJa2LDMx6x3npXeUKVLfTF8bYHbXYOpNXVJJxsSFjQ34CXLiMWx6gaXRflzsSuDN5TncW1+Ufpw7ko5gCE8fG8JXuuPIry3iaN8QwqGwgET+wUPsvfEW1oN+vPH0CP73pRk83N0GAiEg3mKYBMXFGmKqlQFmqCJZLOJ7e0uYrRaRaYnj25MnMBBvlaslB3oyFMDi2ZN47+wRvLm5gqv3rkn9xfDxjKI6Fm/BiwMj+PWhwxi6fx+h61NIvfkOvNydjQxjJ5fBT+fv4X+58h7eWnoA8NTneELibYIh9Ye1CVB/SH1Xwq2VRcztbGF77DC+HYvg8NouAtEISskkiotL8lALT07CE4uiqklnOsj1EQOrmY/9Jv3/niaJzbj51aRAkwK/TApocrt5XefHZMzk37lSCXnay9igfDzfjLYtQbvpYuTnkN+PaDCIrliLeA/PB2MgxLC/oAzJJoLcOJJb2FPpeV0qm0CGPP/s5/3Q47eay6Ew8wD56zeNecLOLtLvfYjM5Wuo7KcQOTqJlldfQstLzyPQ2q7NKuMlsU0O+Dm+xebXSMA2ax3ioqi7qpaCSjooYaVLrr5m5XSZOHZYp6dLZ0txCcxtV0Qtk3pq0phrxcPkNr47fQvfu3sb07s7ph8YUiUWlzaghRthD7BfqaBSLCFTLGJ+fw/zu9tY2t3VcSzfmjiC4ZY2mXFYIy/1E0OsbG1t4vqVKzr09dnzL+CZc+d0JhqPSinx8Fc2TXy+Xre/j6snExS50WBBi2uoBoUI4e44oog8ulknUmPnN+Ddhs5+FOQQGJlxIXBEkecjBLeVUbamgqYEW47NlzZFLl/XyZTUcML4EjFU0mlEW1qQPHUcP+mM4q/zW5ieXQCDb0X9PrT6ImBYq1W6jObTuDV7Cz/dXcd/feJZfHnyKELJfZRW1uA/dgTvlPbwRwRE+7tGhMwzfOix5vGgxedDu5feFYwsSuNEnrRcwbqvALpb3t7bxR/duorOSBy/ffAYoqEQKijjYjGLf721gLf3t3R2ECplxEMhBCsV7FQruJ7Zx8KDu3grsohvnzuGr3a0IXTrDsIDAyh0dShmyB/duISLBERkMpGYbKIoseLujWLqgPU6IJ1Yt51SEWmPF6lSEX+5/ADxvjH0eHvQcvcefC2tqAb8yN28jUBPN4JtLaiUTWBKB2LZ8ex3jg/ufmr0rw+T5lWTAk0KfM4ooHlc48GOzzoGbpZyM9cN46YEieeI5colxKtBlMuUnPA98w4NrckjaM/ioI5ZL2ze3KzWpPKGWOQoBoyQ/9uybZb1miiYmiTghblF7P/191FaXEagv1cmE5QO+drb0PEHv4XEqy8i2NkpflUuZCUoZx1qPEvLjN3RswquzFrfNZZq661nZo1jXbXu1N4zabgumRQ2S962DNQl1U/7eq24hrwJ1giGeKjuXHIHfzZ1A//vravYZlykWExnqYEH6Xp9Wn+6LTjdLpeR9JdRCIYkHKCEZ3Y/iX87dUNqzN85fAyD8RatS+wrHtOxv7eH1dVVRKIxvHj8aZx65hnVRN7G/8Cb3ScSFKm/XK9wDDT0vS6duchj4+ORzn1kPNUz4fv8ZdK6X2aAOHGiK9qMByMu5HVtUNWGsKmYFmQ9tQbZDRnIQI/qs0JB7vfV9U1st7Xi/cPD+E5qAx+tbyJerujAvsFoHAmfD+lKGav5PDbphp7Zx3J6H4yvEQwG8JXeYQTGR3Ar5sf3Z67hwSoDlhGdx2Ts3Ob3a0D28NBDSmlUb48GX5ISFo8HGz4vyuk0bu1s4k+nb2A80Yqz/QdwZWMZ/8/8tIBJsVxETzgiz4euQFAiTkZMXc/nhPB39nZR4NwdH8B/NDSMlrFRzOxu43v3buHCyjwKpTLQkpCbLA0dW70+tPv8YF7Ue5NylO5kymUEfF6seL06BTmZTuGH+1sYCrTiq+EgelpasL+1ieLKKkp006dHnnrQ0L5O6obfjeOinqB51aRAkwKfGwoYYODAAmc3/wh8uHhzkeep8TF/AHtqk+EpmXIJqWIRbaGKJBOUTmSLBSzsbilVhlGfc1kULfgxoWeNFl8hR+S6HtQhpuRL4iqOn/CHFg/LgRyokITJi/LGJrLvvo/Uj3+KSjoLXzwG/0A/Wr7+60i8fB7BkSH4aBTONtBRRJnzV2MrTTvNmmI7i4uVyrIV0RfRi13IrJRcuTTiKZVkN4uurnbzyHWA6kCzkTTlMDsLrVQ3Wz3TWJsXy2QE8R/en8Gf3L6Gbev5l4jF0OUPSFLX5g+glcDT1rmPNlrlErZ5dlq1ou8k1Z+ZDP58+rZiKv3ekacksZOi0ONBLpdVMN5nnnsO/YODBkRa43PW1jbHLeSGFpZcf9evJxIUqbNrPWL7Xp3yyW0ngRwg+uQUZuCJWC5fO3jMGOe/7kEDSWuUt/c+IYkbzrW8fV5jXMccGTBLlYOO3fBVPUgcnsTFah7/dn8LtzbX0ef141hbq4KMtQow+ORGyVgbG+EQHgQDmE/u4adLDzF6uw3Hu3qRGBvGTxbu4KONFaMyYwTXYBAd/gDG6dEVCqEzFJIbqpk4QK5Uxk4hL2mUL+/FWrWKUj6Ht5ce4tcGR9Ebb8G/uzeFH87fB+VLJ9q7MBAOoSMQklsrjfoGikVshUJYCoUwm9rHzNI8/n1/BSee/xJGDhzEzTvX8IPZOwJwiEThDQQQ8fvR5wtgJBTGQDgiRkbDQ9KFu7hd1qngQ8znEzDa9Xoxu72B12MlvHRoHL6tlHTydM33RqOoyuPC9Jfr88ZuEr9o6MLmZZMCTQp8HilgmK2RfNj628ktyQ086IzG0B4MCeRQhcaT5bn4tlcqyBaL2PXm4c0aI4KonxIMr4ynk7kc9gsFGVPvFfKSUHMxphSE9kCUjscCfqneuBl164sAgzbktNVsWFPIzyoVZN59H3vffQ3F+SUjcSoUEDoyifDxowgfPgivP4QqQwEoGKFrk5Pg8Fw0A4/UTLfWfApDc4/rPWvyEb1qqxlTcaNu6sr6OxBknpi3a3yUPx/PmOXbxAGfD4VyCReXFvCDh/ewmcsD0Sji0Rj6gyH0BYJI+ANae2inJTuhKiS5ay2X0E0alUsIFQsChXvFkqRMby3N4WBbO871D8oYvlQuS0I0PDqKltZWnXeZzxdUdyv0U50cgGukQf36F796IkGRGwccjI0LHpupZ07EyP6yCVzHKo3NQF9Wz2rEpPZ9vcfMrEjUZmpf+8RxYZ6Z3UiN3A0v0PuKiz0jK5dzOXPCcCgEL0ESRY7RGIJHDiEwNoyZmx/i/ZsfSip0vKUN47E4OugpQTWVz49CqYTdfB6tuaxEkXRdXEpDBmrfv3cHrwwfxL2tdezs7wFtHUAkgpZQSIBoIhZHdzgsQ8JwIKiJRtifLZaQyGXRUgxo6hGxr5dL2Eml8GA/ieuba/jJ8jxSxQJOtXVgMp5ATyiMtnBEhyQSFJGRtOWyiPr8khzdKZX17l9O38ChWAtWU3uKo1GlhCoURoiB1AJBDNFlNBLDQCwGuo/q9GWBograC3m05nPoLOTR7s3hZrWKnUwKyz4Ptrs6kLm/BH88hsTXvwJPW7siYMtoW51Q75VGKZ8ZE4/P7lqvNS+aFGhS4HNEgfrG0yz8PISUwpnR1jbxlDnywUAAOXr3EhBZ/slFkxyCKjVuzuihRZsiAiGCHRpqb1DyXSzq2A/yXX46AkG0BIwbf1WxkhtrYNYQchfm7Qn4a4bU+3/1tyguLCoiv7clgUBfD8LHjyg2USWVgSfKeHAVvWjgzyd0AjOmbu9x9tW4wD3+7BOyqS2crKStbKMKTa/U8mQCk6lrqQEc9YyZlPGhKGl7c34WN9aXpQUgn29n9PBAEJ2BEDpCYa1lIX9ARy8x31ylLBd9evNxE0wLLq5pe+Gw1uCpzXX8bOEBnurqAeNMUYrH2EuRaBTlShkFG4+uTnlbL3VAvY5/X1dPJChi40x7Dco1v1y3uf6znciEBiqJJg5EsRM1FhoMrbVY6rfJQ68KPTtymzt6s/E9k7OtUx3Z1weZR3EpuMsorm8iOzUFHwHA6VMSobIuJDQN+bYqRSxUS+BJLxOhCAbDEfREItKp9idaBBoonlze35c4kXZAW6EwNnM5zG0z2up9HGxtl2hYXlwBc5hqa8CPgXAY3SGCqzASwZCAEsXLPMF5l0CNA9vrQbpUQpqiyHIZa8ECFrJpXNtcxVo2DarfFPiMdYsnMNjSinYNzgo20mks7SdlB7RXKmAtEsVGcgcXFh5g+sBBHUSoXmGdgkGEOVlCYYzF4uiJxFQf1i0WoHjauMXuMVRAJiVwmywUJIJNBoPIBnxYDXgwUsghHo3AxwCRjOOUNgcJcvK6XY+6x/ZRfTKzL80YqT9vXjUp0KTA54kC2sw6tmwrLlDk8WCitQPjbe14f20VlWIB5fL/x957P0uWXGdi3/Xln7ft/XSPwTgMCBJcECQxBBe7XCwZXFER0kZICukH/UcyISlWsav9YUlKu+QCWIAkDAlgAAwwvmd62ne/18+Xr+vvVXwnM6vqDXpAYAZB9sy8evGqrkl7MvPkyWMr6OU59pJIUjr68Eyv1NSD4cGOllFUzk6LEgdJhB3i2jTFDvOPRqj5AZ5fPYaFal1UDqQgXT9/xu3hgZ3l09M/ze03HsCeaaH55RfhLi3Kv7cwB2d+TvYAwVX6lC+Eh5RpNinVMYO7DGGiu/vQHwOSCYbTx0ItHpu8V3hyUgjfqLTqaoImx/f6kbRHV0CfdYTbnU4bb7f3MEwVl8izbSw4nhygmyQmg0CkARVPxZxTW7OFKE9lDyJHjmoTM24m+0NMa+XuENfa+9ga9sWVgi0Of3MUmYLIBF7kdOme6LE9DCvzctLbD3L1aBJFHB3z/z69YveZ5OEf8+YhQDKvdEYCeUww62fvSTKuQhYB70yxzEuLKt9DuruL0RtvS/iKMhohoOLx29fghBGs/QO4x9ZgPf0UoiTBIIrAuCwtiryCAEu1OlYbTZycmcdMpQpGOOYiEso6jlB3XNiOK1GOSZTQGaIYMLquLErqIa14Pmbo/4emqK6HxVoNK/UGmn4FheegEkWkiOAMLIR5jhEnY55jx/fRTWNshwNRFGw4NmZprVFl/jqOz81heWZeTD39g31xCMYozHXbVVYeZYG9cIRtOiWjJQiV62xbRG5LfiCO1HjqqnseZoMqVhsNzFVr4hiSsn5ah/AkR84YrduqqY3S85D7nlLA7nZQoy+nNIVdDbSVws+OmQySHjj5+fkTZDymRxdHEDiCwKMLAXXwUQiX65pCJj6jqGuZDgsXl3Fq4x5uDfvoJCFKCSatNk9uqQyUSuuyBk2880yComZliV6WYTuJsEGCKEkgFmBZinPLq/ji6fNYqjeEm8FdmLXTya2I1wgqRoOXTRlKnO8HaLz4BdS/8JvCOaJPOqoOOLSK04dw8VNnHM5OWd9yU1d/egzYSbO/mGGRe37pSjUt9d50JHXEfF9vasxB3SX5lbKmrkQKo0UxsgGqiplf9Zhp9YdeU+RgPZKwKrv0Gu1XpI8rvg/qr3LPoJsD/tM/1FxQEQkDix6mlHwYD+KWiDZrto0lz8ODJEHmumhT+bq9j7VGSw71GduhKSBptVyL7FIaRX0sErniJsG081f0+2gSRePOcZB5oylbQ73IrmdoRDPQ8vBnCBxVFNMos3uVyjxVz8eTbapeqVUPihK9TXKaSUwvpRw4xusavPIaRm9cRTEKUV2Yg9cfoPva69je3MT2rVtwLpxBpWbjRpnhXntPvD8PbVdYvSRkSBBQZuvYtvpnrBe5ZtPJanKF2KCpIokITggCh62adxzh8NAUlZYVpNYXKeedncdstY7+zi6sTl8QSuSwzRbCJMaIVgNxhO1eBzZZnEki+kQkyvLWjJQVRAmcaA/0Y2SVORxfOV5km8QylIueLOqS7dI6VCVQdywskMgR1+/KZ8hCtYrlegOrzRlpw/6oj7TIUHEdIeSaNJ+lU0eK52AhIfJZXYVXb6oTGuX9+mMWDOuWKSLPzcjwZvLU5Pl4/5ZA2ge81se7m0e9++RAgDhH0wHjThPvaaKAm/fTS6v4vVNn8W/ffh39wQBdy0EaFNjOMiynCVbpRdlx0U8cCR5KlyTUO2Jw1e0sxT6DSVM8E8dYqtXwm+sn8fTKunhfFms1U7HGc+ZWtUGFR2LoJnd1GRbN0XVIJm7WomhMHC1WbdN72PS+YyQPlJoprSJFlCilctl1Jl+qegGBPNQEDB9PMKHar4gCTZ3qWm1nxJGGuNBl6H1OlaKfabgTz3IMaIZPq767/S769A/EvcZ2RY+oJXuXK8TMDA++9boQN7Ra5mdnMBBRGntHyeCQh+okhmcl6hDteUI4UQz6bJpirlIVYsf0SLVIUwHTbTX0gOm+1Pbhvx5Jooj9lr7rsZve3uR68iUDxglhYKXgpHLIdq0pfc4Zda+BpiEti85AX16pKcmJZSaXmhjU1ldbrdQhsigL6e4Bun/9HYQ3b8JbXBTPpMnGJjq7u7izOIPvVwr8cLWK+8NNhN/8cySOI1yRPM+xmcR427aEi9L0AjT8iiinkShhbB7+Uz5OdrH5CNFkqcVjNn7VFQseT0S+jyYDIzqOxKJpMuzNm+9isHkf6fEV7Hslrnf38c7uFnZHIco8xbU4xs39XZHHx7aFN4tMLMLo32N2rwP73jayNEX/9Br6rZroHSmjeLaKpzaKB+nJ2gBVLVHesaVVzxNCreq5wiGquQF810OUJjiwBmPyhflnHRcNcpuSFI7nYOZLX0Sr0UThuiiSVI0hkSJhYhaFgY+MtUYp8m4CNwO/j+9vhOTe9+Gf/b2PbxePevYJgYDCI4Y4kE5zKRsOCTk3JYTzQ274F0+fw85wiG/evo5er4NhvYGh66LneuhSaVoc2Cp0QZ0jetYn8TIoCqS0nooiNFwXv3vyHL589iLo7JEoZRp7GBP+hw0AW8uoBPxnJuEomUOjZNCHNY2vdFcMtnxYkVPPmNrkmHo8fSkNmH5wuO3Tb9iEhx8omWfSY1Mkn/GaeqD0/t2OQoS00BNCCajy4K5byDhzc0EgeqgL9SaW6y1JRweYwzQRXSFy7XhwbziuEKuMbJBRNJdl4gU7LfKJyqjs61qFxljNmc5o/H+4xeblh/t9JIkiDgL/zcdcHxZfab9CMpAPnzQyoJp9OS5xXBgXCWeIeiCXUqGQTnI1AbhpiSqF04TsUcYw63//R0g2t+DMzqJarSLv9XDVB77hAi9Hu7jvlticrSKhDJYOFrlAhevj4CBJ8OruDvbDEO0wlIVOMVo3jmSCMNDhfpKgQ5k1qXPGj+FphNNXTh/KrwbnB4kPtpfKhjRzp/vz9PY99O5soXjldbQDC9+fDfCt

solid to gas

300

contains OH- ions

base

400

the location of the electrons

orbits/cloud

400

The atomic mass is the sum of the atomic number and the number of what

neutrons

400

Which set of elements are most similar in chemical behavior?

A.H, Be, Sc

B.Fr, Ra, Rf

C.Ti, V, Cr

D.Be, Ca, Ra

D

400

A 20 mL container was filled with a gas. The sample of gas was then transferred to a 40 mL container. What is the new volume of the gas?

40
400

the process where an acid and base combine to form neutral water 

neutralization

500

Which of the following represents an element in its simplest form?

a.Salt- NaCl

b.Water- H2O

c.Carbon- C

d.Limestone- CaCO3

C

500

If Be has 4 protons, 6 neutrons, and 5 electrons, what is its atomic mass?

10

500

What is the difference between elements and compounds

Elements only contain one atom, compounds contain more than one type of atom

500

A 70 mL container was filled with a liquid. The sample of liquid was then transferred to a 200 mL container. What is the new volume of the liquid?

70

500
a substance with a pH of 12

base