Triangles

While creating a resource page, please click here for a resource creation checklist.

= Concept Map =

flash

= Textbook = To add textbook links, please follow these instructions to: ([ Click to create the subpage])

=Additional Information=

Useful websites

 * 1) All about triangles :This is a reference website for types and classification off triangles
 * 2) http://www.regentsprep.org/regents/math/geometry/GPB/theorems.htm :A good website for quick reference of all theorems in geometry. Suitable for both students and teachers.
 * 3) Click here for notes on types of triangles.
 * 4) Click here for notes on types of triangles.

Reference Books
= Teaching Outlines =

Learning objectives

 * 1) A triangle is one of the basic shapes of geometry: a polygon with three corners or vertices and three sides or edges which are line segments.
 * 2) It is the polygon with the least number of sides.
 * 3) A triangle can be defined as a polygon which has 3 sides, 3 angles and 3 vertices.
 * 4) The sum of any two sides is always greater than the third side.
 * 5) The angle opposite to longest side is the largest.
 * 6) The angles inside the triangle are its interior angles.
 * 7) The sum of all 3 interior angles in any triangle is always 180 degrees which is called the angle sum property of a triangle.
 * 8) The external angle of a triangle is always equal to the sum of its two opposite interior angles.

Notes for teachers
[These are short notes that the teacher wants to share about the concept, any locally relevant information, specific instructions on what kind of methodology used and common misconceptions/mistakes.]
 * 1) A triangle PQR consists of all the points on the line segment PQ,QR and RP. The three line segments, PQ, QR and RP that form the triangle PQ, are called the sides of the triangle PQR.
 * 2) A triangle has three angles. In figure, the three angles are ∠PQR ∠QRP and ∠RPQ
 * 3) A triangle has six parts, namely, three sides,PQ QRand RP.Three angles ∠PQR ∠QRP and ∠RPQ. These are also known as the elements of a triangle.
 * 4) The point of intersection of the sides of a triangle is known as its vertex. In figure, the three vertices are P, Q and R. In a triangle, an angle is formed at the vertex. Since it has three vertices, so three angles are formed. The word triangle =tri + angle ‘tri’ means three. So, triangle means closed figure of straight lines having three angles.

Activity No # 1 Make your triangle

 * Estimated Time - 40 minutes
 * Materials/ Resources needed; Paper, pencil, and scale.
 * Prerequisites/Instructions, if any:
 * 1) The students should know points and line segments.
 * Multimedia resources
 * Website interactives/ links/ Geogebra Applets
 * Process (How to do the activity):
 * 1) Mark three non-collinear point P, Q and R on a paper.
 * 2) Join these points in all possible ways. The segments are PQ, QR and RP.
 * 3) A simple close curve formed by these three segments is called a triangle. It is named in one of the following ways.
 * 4) Triangle PQR or Triangle PRQ or Triangle QRP or Triangle RPQ or Triangle RQP.
 * Developmental Questions (What discussion questions):
 * 1) What are plane figures ?
 * 2) What is a polygon ?
 * 3) How many points are needed to make a traingle ?
 * Evaluation (Questions for assessment of the child):
 * 1) What are the intersecting points of a triangle called ?
 * 2) Can you draw a triangle with collinear points.
 * Question Corner
 * 1) Name the elements of a triangle.

Activity No # 2. Angle sum property of a triangle
<ggb_applet width="1000" height="600" version="4.0" ggbBase64="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" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" />
 * Estimated Time: 40 minutes
 * Materials/ Resources needed:Laptop, projector, geogebra file and a pointer.
 * Prerequisites/Instructions, if any:
 * 1) Basics of triangles should have been covered.
 * 2) Angles formed when a transversal cuts a pair of parallel lines and the relationship between them should have been taught.
 * Multimedia resources:Laptop
 * Website interactives/ links/ Geogebra Applets: Geogebra file 1.(This geogebra file has been created by ITfC-Edu-Team)

<ggb_applet width="1280" height="600" version="4.0" ggbBase64="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" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" /> Show the geogebra file and ask the questions listed below.
 * Process (How to do the activity):
 * Developmental Questions (What discussion questions):
 * 1) Identify the geometric figures you see in the geogebra file.
 * 2) Identify the parallel lines.
 * 3) Identify the triangle embedded between the two parallel lines.
 * 4) Identify the 3 interior angles of the triangle.
 * 5) Name the transversal ?
 * 6) Name the types of angles formed at the point of intersection when a pair of parallel lines are intersected by a transversal.
 * 7) What are the relationship between such angles.
 * 8) Identify the 2 pairs of alternate angles.
 * 9) Why are alternate interior angles equal ?
 * 10) What is the sum of angles formed at point A ?
 * 11) What can you say about the 3 interior angles of a triangle ?
 * 12) How can we determine the relationship between the  alternate angles and  the interior angles of the triangle.
 * Evaluation (Questions for assessment of the child):
 * 1) Can we prove the angle sum property of triangle by any other method. Discuss.
 * Question Corner:
 * 1) Try proving the theorem by drawing different triangles.
 * 2) Cut on the outline of triangle.
 * 3) Cut out 3 angles of a triangle and join 3 vertices next to each other.
 * 4) Repeat for different triangles. What do you infer?

Activity No # 3. External angle property of a triangle
This geogebra file was contributed by Mallikarjun Sudi of Yadgir. <ggb_applet width="1280" height="600" version="4.0" ggbBase64="UEsDBBQACAAIAL1xIkQAAAAAAAAAAAAAAAAwAAAAMDgwM2MxNWQ2NWMxNjI1NTIwYzAwMGEyODI5ODJjOTkvbWFsbGlrYXJqdW4uanBnnPp5WJJpH8cNXyyKmOKGBYaGSSItJkIFKoU6IpiiYtuYOaaOgjXdIC2KUwPSSkQIthERJbhUWpaWNjmDUyrWuIRmm+PNKIlmVibW1GwP93M8yz/vH+/7nvx3XedxHteX8/x9f58vF/8++9cKeCcxWAwABAYAkPMD/PsSiAfcXF1hri5uMBgMDndz90B6esyb54H29fNCBgYsCgoMwGCwuHA8dvHyEAwmbA1heQSRTCYvwlNplMiYcBI58n+LgOBwuMc8D5SnJyoyGBMc+f/z+NcE+Li5ciEmCGgxAPYBQXxA/z4AFjmf0wX0fw7g/xogMATq4gpzg7vPc05o9gbAIAgEDIW4uEChzrv7nfcBqI+LbzAx1tUvfTtssQAZKam45BYS19juz3n8HkfKLS6Hu89fgEIHLAnFhxGWkletXkOhRsV/lcBIZLKSMjZs3LR5y9eZefnfFhRyeUXC3Xv27ispFUkPHjp85OgxmUpdeer0mbPnNJerDMbqmtq6KzdvNTXfvtPSeveX+w86OrvM3Q8tA4NPhp4+e/7i99Ex26tx+8Tk65kPs465j5/++Pzlf7pAAAT0f4//j7p8nLrAUCgECvufLhB43/8m+EBdgomuvrHpsO0Cv8WREjdkXMWlxnZ4CInz3j+3+LH7fBz59yUz/5P2fyr7/05Y+f9fyv4fYf+vrheABwTk3DyID7AO+LjTXh+aWETqCDYFLlsMzBmhe6pV0TPr6UfUFQzh0HlVVFBYD3l1NK22DxPwnwNNP58Ac/kx7oKxehItylKeEC0J3R8GIw/bNSAYlWwqWdvkK0yBKg6fIQNWXjFx6Fw/x5ZGNM32hJd2V4OFT2VZtj/Tgp/3JZGecfJ34zXJX9Igxz4a+gIJpD4yRhc2z92tl/DcUTsrS0sNnGjZslfQEc4npnSHnqwnzw/UOc51G3BpxKFTv9z/kVMIPq9KgY4e9HRnGnqpyHNVayuJBqgmvt1mscsD4geGJKAQPbK/mMQQWMr5YaBIAtxV8bnarqsUZ/TymlpH1S+UD9Y2HVSFUXsJbl0igAfl7O0gfCRXiuNZMg6xBz8kOYHHI6tGzoBP/qIGGXLV8tFKHY9I/0XdthJt6MD63UHm26cSUcbpZGg7uDxamtgcGAYqhpH3TSUG1qKMNwBsxjEsOPqxjALkHj/UVcwMavpdljOlzZCMnz0ifVFpk7vvEljOoKthF75n3R5u/HVLOd31XvncFl/A/C57bAbsomZndHdjrR+iZTPLHIv3pTFR5p7EjA2OSAxmduCFJqJmXxp1XPfcXlfN3yAdsJxbLxwkH4PeTWmFYT1+OMStxebPdAj/mX+xx0L/th0FgenrR1ljOtoOWVGPrgf29jLH5P2MAtF8n++bGi//e6l3saA32r2CH2XbcOuS7y5ccakRFXO6k0YQl5u+pDepSgEI83KyGI6HDB3aKWZEDSZbTxh8JuNsLV3JuWLmKUl3+1TKRg9hi3hdpmCqG2l6zYQMSS6xgo843rF+VrmtOwXhQ7V7RqVKJjYgnIOkQKTlIosvvOsHUTIYFjOufjXMhpMbIr+ClntRxjWltpwyjor++Uh6ZxGtqzos8FAO6WSvtgbqgckAcIWNU+xNYxLOQi9OrLXgoiq1OUGLKBu4iYDjytIFxBKbzW+SuaUciAkaqTxezux0Cae/QYT5LQxPskNz9l7ZHJak2gJOzNj8LRYQ9kZtnKd8C0K1j+kG4bvSBzD1E7gbwBhkeO769gHMTxfheDz372Wd1mOn/1j9xvu+bO433+3h5+B9lE5ax57tI/IPgqmt530aoQE33hBNVxq1EXbMkyNWedCyzLsPZqta/fbYjcSftBlnvYtTGKmrTEPV5viTmdshzRQ5ZgAO5DvqwpKVxdzf1NrBnfdVKQxct7X/zaq6nd6bFU0XXpNzAKis0puHzVXU+GdO8g3SckRRf6+IXzSvopO04ey53Jd/x1n31s3KrnL/rOpM9c9flOmo+7EDY9m0XRk9sOUf5EGtLSCubFOtGCeaZWlluxKgulZ93k1Cq1U3eHBc3Yo8nBhh/oJ5coiaxi/1z965MwQz+BjzoEY7qvJbpOXMt8tI3aPnlYSjmSRd2DRL6QLEYDxyKz8QX2iiLDKnAzIELxTPDTZZ3AJ8YGMi+eKhdeQH5MK1g7+3T7IGHcZegjy7zKKjOquv6c34wV9+seUqHOeMPdFH95aYqih28ousmQRTltYi7YjwmWRD913+XfB8rB5Nm2w1uoqRwh50Ryg/DD90dp56ksFrtSN9ecAbWSRjP6EV2TpNd/cit6KsA4nN4aX6vQvk+XP6PT2hAkap3qUvK31QmNJLNXaTH6ANvTCkL4HUyQX6kPm5cosvkQmhjsttuSoFMaHTVSl/LBY91oSDOQFRsyxdl4weiijm5ogeqyjTzFQjQN6nb/Aip201Yn2OTqZ08liGXhfIAr0hxlF1PaQ5mEI+vCSUweuS52niXLAB3OkOwmRPcDXYp4JV0e/OH6sP5AEXGul98UlRFzPjEgXJkPfjlT5ML2ES1eYOZFnmyOKy/gh4DzZQJ7LI7VRDVQ1uwAdryyO3MRCEdQGUtQ7T+L1vvc5XYUDKVMpk+7/A1Gbp66Q/fyqGo22b+39aEh9+LEpFd0/1n/2n+sfQCoHSYJUpqitEKPl9Cgo1WpXrSkevrfzsunC5a3Re81csqIoe1PSQ3SWwPg+8doF4GFYxPbVtHU6iHW/5GfYoWLX9HiLCNepk0vSCGEg3pLl4Y/bM1PYL1iNjMJqbo2YXevws87Vo4GYNXjJys623PR7MDCzLeF5pWy18HT24fUOgqcK5lcB64WRsXP4YztcljGLzS+nGaoMqZfuCWroy85ZswofshQkn2ZDyzdDC6/WMZ8s+6GKnUgr4AunJV0yer58ueqCVElR+GTqN7moGdQcSZfFxNompNzVzDcBH8OjDUWMjmlexXbgvo6c6D0FV6zFf3OGfbylohMgItx5oOZ9X6d6FgyR5pQ8OAO4lvfsnFh4HWmJmWdJQmHLhDYOpG6sRpFyZt29yen1T0F9fLDj6Fg/QkNLqI5fPGWO8SZp4xd8T/pLbyvVCScfGsxcOhsF+KuqN9IrZW4szycsjmdMJhxqPWpgrn/Kw5fA+o+jOYQN+/dE8AHJnMjtl9yj1w4MTvwJrT02O+PF3dzwi+VPQi07ONWgjh2dn/S8XcrxqqFdx5VJNtWHv1fUPwYwdItlMzKFWjNgXTv4lMTZ1u7T7r6WRQA9/vTA/GE9ZBW2IErJPmTMUl690B2N9iR0Fz3keFb1CHaE8jupatQ8XRNBr52p3NjWFd36GqDdV8elXiDdMV9OVLhxuwj2H48onmBs7smgDVqIdKAAuBV4xL+TSzTBZs1pRdKIaUqHezLLmPN2/4G2V+/F0OLWHrCQIn5IHBofGc+31sIoUXB4S0pUJ2+4Fs6jJQRQD9IOb3vVhbMZ06qFbqNrhEzU0bjMlQ63jrWivh8/2oO1DyopEUf5hbh+yshDTT7TO9lC8DzQvagujkBvW48ydYX0UQx9Vr3QBL4jpJ42c184mwSfpCGNvKpvQapzW+IGigpqsgpQQ/GJJu+0JdpEmPYXah7wqf8y/8WaGFft3WO/ayiwXK2f8XMWLM4sliKkkSvW4bF/gkUJNJLOriDsq11rmwWJjcRZJR7BzaoCHNve0OuYxHdGDpiWskWWNnj1E9utqMfSgeyICp1k6AVM0N66mTYAGD1qksl1CDlHIiq1W/eAOvn+TYNAkZT/Th4fz4N2G9rdcPVhZMaQ4Qh5WOTs/McXYdZvgpddDJzuCg5qajpDFqfWhpZ0EQQWzRJ87qqyYTGwL7pkP4CAmQx9ZL3iXHKLZhHpj2109BsNZLHv00BBNJIHP/GQYawMCU5F5sugC8X4e4EsL6wUZcT6mKmya2/wLYlgbGYMZkOA+hAEw10qQIqzqZ7Jpr9fY+v4vFsiLMzG5EuSeDV7VfVoF8fPMN2unLt5ta81p+WwOGhv6SfajyzRODrDQ6MCuVdZs/NHYWraEscbbNSrX+DaLHRc766dOswILqJ/qXuGY93d5xrdgbB6ybyd2Z/ue8v3r8C6iCVLXMEo6B8eJS8H3/hvL12goXdX7lz2+HNw5K2aOBXoKN2XP9aW6Pl1xbFHM9Ds2x58eM17hhtMKp5JgqyQjMd7M7rW/VKpECGHcKUA7N82I7QpyrNleHbwcDlFy02LtNc3RWO2n6RTc4RBFWOvmQFUJBdK8BoXq/tLPTsWk35PcAU5mghDuwOeTeCNMBVA7GA9UbjSCtRwACts8DBQlAJGMnKVPqthc3HwsolzD90L7Q5IPRJrUEkXlwQY+C0mA+qbi9Ya8Cp34QNPb6ONq+ZxdPlCpdIMAMi4geRNtQRPFMORBtsUX3Gj1cPf/IFCUDebYKwbnjLkmPrC2Wqn0fW77NM1GA+MaOGTF1AvtN4uS9qHuqwCo4q+MUGgtFjOmyV6fj3Ffgv8PDDmv7tD3R79mLVRY+dEBjm/cfG9jfd3w2M3niwxLrRhfvlfddPYha13ybexNqxgedOrxkV32+TltD3o7BNonp9b9OLURObupKgcpHbn77bVUn10hviW15reiQXkC/S29225pwTWv/irDR+G1isNxW3ytcfkaH9lVLIwWey17/GhDbG80RyIdknxqfJYxWHhn1eowEUSckCmXdpbWeucpTi22RuDrA7+aCyegbLsdlzpjaY0sHzSkgWcBI2WW1w/mlv4iCEaPN5Snht4aHRV+2Wgthhn3pZ0azcsQPBiTF5zXprGmh8pZfy27RApGFWriTUb8yHkdlXrZGspCHpxVDPryKLB6SMAfWNmKo4D8k95BrTYdKAikGssiyuaXaZIlL8qdTrD4ik3mVWcwd5svnWTzoi0twbb3RDp5REjHXhTBW8OoKL2OINbOsM16F9QEIRZ8fkDjStQK6V69+2uhCsfwxaL0rkxgb4nZkFHhJALQJaIr++09jh3dlckzT61XwFbRYzAKHgg9fr5PlEmnVOgILsGjiiOanHV3yIU0QmuIhtQDRCsICeQg3vPLVsA6Z8DtNeDyH0/KgCxrGoLnhYR0hrUg+sgZrB70GPi4+G0TpCOUhZmrikmbj7RAGCWGUE1ONLnA6Xw7OQDeIo4kWVRaptNRDgp7VooQnqHR/SD53zzSizM/Z8YPiSFzBmyhIsyOmTOsdQBBTQa5yMKPrQKUJGYugr2fsFAj3G0a1RQLNNu+wnbVB7dXYfbofxfNxqOGMRy5zhOw6w3Y8QsmoqKystVV6SQxYksPqntMlhlLB7mqMRyVJ9r+Py9C5j/WelRoclBvwvrWDuoLK1jyNLDdItc+tkjkGqDEof8QZXHP6AwDPWJwsysNf6YtXkPhRKncFmVtPvjH0LOua8mxnVY4pHb672W/maEn60v++2BeQcC9X5lA8TWvvMFFDwJSGTy/3lD3XyMjEkOv3oDaJH9smLURu2IHRq42hgsUMPLDFZO2JW++ZQJBifWiFQ3fH1wKQIXqoXu9z/xbTkhe9hU5fiRsrM/N0k7bKrLmLM198bDwQ0+g15NF/SCobwlSNoaCWjkzcrnPSOvJr0S2uZiMFgh0djKZ44a/I9oLwv2Z9uwNGnBMWjRsr+ymdY+6Y4IqB7qhWo/+CiY/BI0OPSN6n4rZa9jpVxEL5FRIRsrVIBUibHN7CKQGedBlIpUcTpIl70P6Y5TCpC5A2iWigyg0WBLbHiNlLTv0NizH5NN+SWICMAFEtQlw5zy3afufHHZR8OEdoSAI8uAXhcvSPOrknAEq5aMXX1A96jZ1IX+1WR1Vl7rS6crRYv2u3tRXzAZSU7lgWLbLdd0pQEwdV6ODQ/DVxGS+u9YDkhKC8+FQPieGGN3OXPp1ygwNrnxVFS1+I9h25/7nC2+0jSisd+wbOuWvf4FTgi+j4w/jrqoSkybXYh6mVOA8L9227qes0+2oQcxRiXcHaDhMbd0lOzXm45XaEv8iv17YqsGPMWSqOPTSAQRRc+6PyTSWvBDzFDpU3YhVqk1X+tRD14g7d9d+LcEodsw/V+edtrZaVwWTse+5881Y2XnEmAkrd99LYimESSw9/NTR+yBz3dfPlYXod7LrC22Sk526rdI+cr8G63nssEhztwZw1//hR+iNKL16NHZixy0PR+SVuyo/KUsDR49qUgMjd9Sj3NmlrmryQetuZ4bfvp1V3fhJf9uriDepSTnhzoJo8qGfH+wlG+Q5A3nrfhqTMud9bXeVdpGHv1h8+Qze5YQ+UbLNkm+vh0h7iKqgppHEXTyrHMEjxkIqR8+0kYMGC3WVwJtZTQS8O1RR1YzSw/Isckt+ITKfA9qMHb+oKeBTkJCONK93jNdcnM9kIiVUvCD0jJMkFJ/JDyjaMbLVS1SQED6KcNPD0uWKpuFZdSyN6gxRsR3QsUvV4xckc/rYduQFGNK5aI7kKRkoUFSRxTPSWEoHEC33ylwXwBb8F3lvVDz/zKVqO1icAFAsvl7IfPdkxX4u0BEukLLU2nF5P3iu2xleUoIG7/WDPxpgoWpaHR3SDKxAHhyrDy/pgQQwqD2rLw5mpEKldLh2t42jIlTL6B4lBryisqVPROxMAUJLRpUzQ6eV1r0GcCFSq3PcyzOGCl6IvRXCxKIsd7e5y2PxVNRcjc+IcvZkEbUH6zcRRisxOjGsGgxhiOQciYodxfGO6ge8jCuLeUB7t6EbpqFTFmVG95dSyYBbNaS1itxPreGArDJClTbjEBmMKXeb7l3W/Q/uwfz3jVDC997RKlCPqBv7nr2s98CS2LtkrAfGez8T9S8QwHlWqyMVw87GqcVFtzysNvuqYrutQoKxazeu7nwLD2qavpR35hgMlyPNPmb4VcV7XKHik3T/TZq9jLDG2hBzwyUiayAl2LRTnFi//euyO1Hvdw00/hxQHkGFfjI+22iGAZav6NigVvuqZeB8YOw6Zq4hoW7qm3T9bmC3MYcOfEJX/8Qoy5Nbwr6FCJZHFyiMDkwX3+aYcAmOyaMgq3g2+aIiBscLBmRAlypdRRdFm3LHUIBoINIrpG5qvZYfyUX5lgQiRJZZrVgwlZLXu98lrDixOZTIeqfJwWm1sqzvYhT3LDr6aPmhqV5hYnrf73QoEEmK7caCXbk7ISEUbO4ZcSkFmVOIFVqUxRGiL4M3MAa1UrSvxgaO1hxjeargQYOjjDd2YIbuBS3EFUjFlHZaR/BOviu3HQLDzLLE712L+ZRLZhOwIUc7Z3bWQax59JwnWnN30S3iRmpnkf1+6dEWjS/oxHmctP9kap/jisYgD94pBzvjZyr4YfDglqVjvsKL8Zm//7ctz4PTFir6gHnv5V+EeQd1XEnPA6RKRsLXRy+YdKeelSScgayCBBUV7Pwiux7ipPeOzYxHx+bZtI4eeklffbJd+6l2q274KUmkOXov4IfFhyCQENkB2O/0B9Av/SI/jdubMBqlGlxepindRcEOlmJ/WMoPQZFVrkez/pnFG7fKyy/XMSNNOuCqIGIpjbhtS+HVyNqmUOg+5EH5gLAPiQG1j/+YEfEaquUUqHH8lGDcY8Hxrmoe3Fxte6yBulZBj0loBJtv1Ojl7cc22MWl+m9NXJMB6qgiZx2fV6EhsUaUUk3eEujf+wnFBCku43CqKJze0oNur8I3h8LHz3YRuqfYeJ12w37Cc3w9gFGzYUjpSVFGb9g8wGjoRp4jByN6vbIJppkO0vXM4pmhCyYqTNfUgtem8XmJbcBSuZ8mc1fJqBrfvOxoVpllDvNYK+PhAgA+pM1zkDOuLifIk+Bd4HKK2YD5c8C7tQrn0COKS4xjNwyQu4im/pQVUMiQ2MOXJHff9pNDKl2vTQPJ4ko+VQkmWcnbL2aSGKVVl7onY7EkWWQq0mNRPZ7skd7dZwxPCC3Rz5n1ufkcXRiEnF8gDvAKnOim8bpkhZkscRpyjDoqlVgqgyh6aNfvCeg+ZE4/2E9XaSFwO7C+CkcbpfrTqOR4F1k7Vo+y14eWkIELJVUxnI+fqjCYfoiwk0AN5NEBa/oU3ZVORWrzrpPvBbnpx4xYb2EPTFfZYoBAyABHPS1ja/dVUashEiNkcCAxZOhMA6CHXc9gRAiZka6CJAQXCFn14K+vjkclmb2J8ZI38L7ZrlfbGidKG/I6lfDd1L3l3/A6ozF7/ias394lNF1n4IrdzG8S0sy9fNJI0/X+2mjFKFv4ZseKXtdE9Gueg+xzS8mA9+zNRilZ86ofnwq5g32KQVhoKXvWIi8Wnq3C3dm5aY+/dffvF6oVzam4IJeUhZKIXAjo2ZOcrXiKvdYY3l4SI80iGMpi7uBPPRku1wu1aejjOQpie233inKTpsQMDbOPnB/ckbD9N5bZNB2vPlkpYDJMkcX7eTd9GbHrkkC7yKvhZsygfkYuTCt+oPWZqwM+xaRl+FfeTnLC1FK49WISSXEE/Y4lkXSHqqEd3ViMgFWhLQ5b6v7erQNQRnguOx1NacdfTOKwUDE+5mqMLR8sTEpS6xxAK5YDpnd3hMIxWsSgARz1D1IDeu71sOIdGxiDli9dhXKa05lamLwf8iER1Rlt+f65eSKBYIaFLBpSErNmEsSbUJP/rTXgHGSwV488aLS82AlJjktudd9DXrbs8QB6ST3f/sHYeHzrWbUyGsH2CqTtYI96nToWoxTpPLdzv0pouFXlH3wj1ur3ouHMg2+3ZZ9PvPPLJWQYLcJli/zD0kOV5VvydqqSpOrhis1pY/Kngtm+vdm57tLpjfkQ6qrVjH6WqSPOmqdo7v666NExiKKktlHNuUEdPSuskNkK6mStkMC6hyyk+CP5LX2twwK6xuYTQFghG4tgGUwh9RCkx5hFEcntjQDV5ARw3ZagMXKR0yP1pslktZJ+GdLMT9kRz/JJ3zY/1jyuYacAcokGJZ/JLqfePcp8x4qlzTAE9AfmSQYvcl0UmwC8Ga/6Pr9w6IJuKYHpDqdNgJ91Q0bk6uS4vXIH+ffu0XOLx+U6R2XhgBFIgocg9bPJfUUlax3mwJNJ2RcmW0dPSw4tSiJ2oPVx9pARuTVnzoARJuLGJcNpxSKO+oWGpMmQsEf9WZi9NQUaQgJo+/BjVSLZUlIDJrKtYW94ZQNcA6QlRAaaToFBnMtrloPVfci9hj5a2GuC+OfsyiPSITX4QoUmbkEN8gDZwt5fxwLmeojHnxrR7YYMRqkhWCij0ghRCkJsUBMw0EHAuUePK+21V+a5FkfNJnlhLM4MwgUJe6DegiQgRhOluMcBERIXa2IDue86nOg4quH21QcmBMuihLGmMWMw/mRSlGarG0KQYhOwkQNDZ00Yjh2slMotwpMiAPaNEzbIIEms3lX7yUjeXaXN36t3tZNzxmVezVgPS8FpNYrswT4iixMkCSeHlDZFGBDkEGqIiZRxMTg1yQsmIyq45m4ygPmS3rXLEdTGReldMJwxlZBJ4IKG+6M4B8iFSGCUcu0Hn+DvAordoHKI4rd/geShzpJ2//hNaV92PjR5u9LXnZkztO/6fqzW9tBaG2uGvGgcBomjRJqJVbUX/jOOAKVNi6OLd3iaqCgMJu02ORgPGxz6FziEC/08RklzFU5tSQYgc/XfeNmKkpBWFWxwQ9+Wpu9YL1gXXvi6ppI91B+0sxaxkQWV/s0bVrnLy57qnpx71/4b4kQvvyvoSZHvPMRYjOxKBBM1XsPxu2RTVPazvtlegCrA5u8NeuKDQv/2UlZG/b48km4bgGG9qY7qeV8tVoJwltp2nK1wqOKGV4iqBOnh6Czmrd4c+zwQRiZA7eSDwn5xGL4BhlwNd/8GFiIm6G3zze2TLKU3xlogjkfwaUQOJ+n+zQ7JHHJYlZpLYL1GfliXycWV8yNFA9AjbyGA9GLmXia63T6kcTPh8mV7i0spFGtAAKjkDS8WsGn9LFVjgAr+sS46X5LQADk+48wa/RaA1T1+COtNx+kSlvnpmPZmvF55UCnQhWV7xbE+GWzFiRAj9L2gk5uMdnnk21YSs3+Z5kTMCQFaW4sPgdU1nBZ8wAg7hAvSQbWdrxT7PDwcV6r/Hi24Pi+ox9C62rsQ7VYVcskqzDwa21l6bZEX81tLME61wUf9X2dOSXoZRxpYl/l27d7LSck/GVCdRXiMWvN9PurzX1fwy7eII2Aie0M59CuxQJPcwPf0lNsUvCOAHLHseN2Nv4SaEmtGLJDfn1oj0gfcp1YfmptOxY1ZzisIHnxASexgSV5cRmMGxWq6p/LborBjEFh9CtbUXrvhr2eOq4bpxd/ewmcMyWdZSsELBes6i1SZMZ3Sy+3u5V0rGT0bnNoWmiiCUYIqR4oFSWM33kZt4MjrY3R8nkobngCkokOJklSYPxJKztOotTnpxSKF2TDZP2eAgeVWIdu6TjuqRcDa1vzEheGRviz1s9EzMcJkWHP0+2pI+6g66AKhtWNh6yRds6hfwCjpWbN2sDAECVgTOSX6WYs6Jg9Zpe8gyrxoJTUZxCSEJxAl6Qm8m053jaRU1Yii3MNajuR7E0ishAgMIgFC7VgTM36GDBhmGWwCSROZAtoumquSkUbUuI96FycS8NrWNrUdNThzfWWGcJLBJ9GPzGiAdvNkcndNwdkHuAI1DLnvo+HdkAQx9h0Wt7sKbQiBaYBtzw3dVYudpNDJBek/kWd7yHuMPcvEFzPpvAcCJtAT4aEtbMZTjTE57uzDkuP9ORZv2JDclquc6wHQFOM0SwZLApL9egJn6KPOaxAwVd8f9o4JWIK0HA1RSvfEWnyS2ImZ2YPA2XG1fI/zOxqV0mGZcQhSB8YipLsWE0q6kuIVgy3WNLDO5E7qwe/UpLePijFh04mUqhdiRLPnwyN3KtzMOfTR6hgErwGO6o10M7h9fvdgpjTT+PADMRj/uvSf5kfrlb/Sx1a9/GP0N7/NZ3dFd1MhLXbNaD56J6GvLWyk8+DXn0vH6yeTJ39AO/tg1NyV7yqUrgJOZsTWs1qdnLhh6FBH0+NJWeyJ1O8RvJd/wCD9g97Eko3HOumrwkJQlPaJHb2qW4U/J4wQTkLL4ShHHURFlI81xz3AzKoIGfxu2L/AE+bzq1fVfqfwlD4Usp9pw/gwMXXzxLGvU1BLWidfHO5e37JrhTgxpNb4yMX6HsGrCalmpGZx5Icg2NmelOP9a8op+MAJXH4Q31n0y1HlUf1MDKjPCD90ROvNKIZRDIv2Sbq+H1iPBMSkkUq59a29P+0ZjrZ1vBs1pkGWdwFA9JfBPHc4Hiy2YRCV6sBjQCALFVopBr0tC+ACujIEAcHCBOzLvV1ViSAOVad5ZaSFYWc55fv4kS01/HzZ97e0spPRx9YekbBUXcofAvbSsd5ExZMVxzx3jsFaenkl7rA8JvM1C0+j1emFOuabsOTvsnZK3flM/97XTJfBYkj5Qiptqmp/F9Zjb8N/Mhle83y0a5KfJPxp5mw+TsP/kgEnz4GO50nf7KiJ79c+RVtbHz/uVxk34/LqGrrZgP/whSd9uob61dkHXzFjLMzojO9610P+CCjT/rnJv/mrryRH8ajqsRtGGrMvKdkW9MTsWBW3xwij1bmK3NPcxmICknmHQhlUvTafUyySxSMDKthF4cJUTixGkAxbF7Lqmwuf323CqPsFaX6zCOJG2BW/ZwcYCHYY1GHoayDA+0SOXAdVgzN3RJwsAo3JIkkbBZAgl1VHUcZckqN6l8FtH15fbQZxUos4zyZTct1sacSP9rCSiaKcoraf44Du1/uviPLb7tMm8OSDM0xPIPUkO6wzzFbWz44NJKjCYgYko+cSb3N9QksMn/RBvBLaa3F691QisGdcHdIWWmrth/zUlM8plO/T2wKAA8JEsvjLY20aZLZTSMejyf1lFptiUCygBjnEMyxNhrlPlIOG6Hgpa6gossFa1g9WS+hUzABbkORVBKQnYETOJASka3dXSZxUtIXSy+1DFlpO1oNvVA2dqR3XgDpWFgFpMBFqRpLI5sKagTXk3TQen+eGn2JbKRgZgzrNRDhJLD9PA3AxFiW1I1TI4HvVA2hTL6HYk5yv4JV2zAdtEVMMfSJCGCg1VB3UVKBg6YE9RnKuLJmbbPFLSgj1MhLhF4siQUZYfShM5Br4pT8FeTEzGawY5AhHxGBBZ1jVycyIKBkQQVQ4LszExlgqJtfnBDA8w+GBtbSElbHJqAueyHPjZ2CYfoBFrlI0SclV+DYgLITc+hcvgva/N0ng9zw5xKMwyPGuU9MFPhu0ZsaXhGh6dWlhPubGa6/P/zTbScASbBCspmjuh2OnJz8ePNVuQpsn4HPXCWrgfQmtIzll/gMPohwcdvRKMmrWjOVopVpVdIYrqVnBFurOXiHQUhObhUsqlzBxtT1b4E7n+O+qi4ZvHX+cawFyNs6cxmhB2d871LQ3pHtphlM7fSr6B7U+EksVVCqXZ/TfrAM8glrrkie5AiyY9EcaqhFyqbp8IZryyWieoE5rgDJfsHSgca7avkLdmZjkSnc5TJ+Ma+nuO6B7ssb/CBE3O6SJBbxhMM1eWA270kKPcRhv9Of4qZU0Qnu51ET+5fezYWhkC17uzT0Qf0fQEPsaQeokWIsRkTBqtTUMp/2TU87wip0oS4v+iHwLzRcT+CwYHpirlreYAVkJdpG++1ON8eBLzDXQXF89020uZOhSrns5aLGB4z7TAW0e3GTVsaM53kwUWq/cWrPWsahyDB+iRVRu8R62Cp9SjDg/SRd5QBULAfbUhD3aOzl06sh4iEqK/SAacr255crNWmxQsWiTYxhkDhlqXCU8Xkzv7luU6dd08J/5u0fm8QuWHPXYfLHoXZrNQzt671H7zZN3wmP/bBkzijKLQZ3L7q6Mb39wff+Z786e7ioqU8EXXxJfGMO46+gR+1MSNpYMd67k+PWNJee90D3riPDR+mSlaPS9VOOw26dqH/WQfIP47R9veKnsqIFUykcjpsw9Cgmpj/EVTKe8S4JPvjiLWM4Mad5c6X0/8EoxHJAd6tzan7FV+izNmXUVlWJxhAtM48A6EknDaSXmqrWD57pEdPq7zcV0FUlXOWwdQxqk0ymUHghSRzA4YZrGgxv5gSDsje6OLblAz4aD2/soH6/ibHn1kdmjak0kqQMbkz5wmyApbDRg/Z4i99AmsHt6Il2dJ0VAh62t1Is448fl6UOVggENt8NZhzyxqOAM+Lx6vQYa3S+j9AXyYIGTouKofrAdA2KQekurynnCBFN02YACqAYL12sVKRELMBZLGhdUTNJa0oAeTIHYQ5NlwYxL6O7wL491AlZivIweTT5YwdIJ1k9rcgC71mK3qIMcerlzVRmJKWD1luhhYLd3sXPTrHf0mLRgJ8rB0dXSHphaA/7F4icvszjFf+kHJRW7pqw6uyI8Fl0NXobJGfipsn3owoh4QaPB1IcEC836wpjHfMArk9qXzPlo0r8nZEFUhHtSaZKbqVor7YtPzrtJGtKwaM4gwWNBJENiv5/JvtGatU3eXkgxPbGeUC0HmfXqBHE2gRo40dfsehzIyVVwO7mdgB4SNIjRDe4x4JHibMe5HjTVMH7WPcqpL/GSoQOLiXpcTp1iUqYSQ8VItSy7WumVmU0ZFSMHthRCaDzWnAEn0eSU3nkwAS9fA1SumAWX4PXXsRdDlt2pGBhp6xoNvHExmZ0kLmbZfJc92NV/CS/IhbfXpWYkNGbwsLu+jJ5tF7TIc/45FYw9eVZbMXROxaBdOdxcuEOfhNC5FnvRyzY1FnwwjUE/7Jh3/yaEVx4JwogChnHiUhRtWfmVT+fe5vxmPUIw2+S7a3LU7X31xA1LgxgpMT53qHb/iheUvJqkSBGCNvEVAuhb2xThzkeUpS3YiggXSOOs4ugvXwYQlEBSqlyo7ufk4gAdCA/RxJevHkM6+CDonuobODkn9K2Neh/j4TdyseVQNHvrT1w+DCZNvyLRrmZRO0XpwoSChnXXM1Si0SMQMSLxew5GrdDuQdYsRESWTLG/bIkaFphDIO4MQglmrmeNHGAz1mUCuRGewV54CNZZ59D8wlVBW+Wz0xwCBfBAPInbQccpWF07nT1NG9QyFUs7b/Qo/aUcWNuU5d06hurBms1I6WmczisJwFox/5AbPD0ry129aFMrMzI+CisuTmbKQRgPxNzF2lsoFEitICyp/bJl36ElhP1oM2SvG7iNQ4CnpXKiNqu44Zz8nMj2Tiulu0fU3PprUqJg2w3e1aCgyNWnHvUrUX6bLlZoLh88Dd199Y+gtK4Djg3Zk+Y72JzEzKNqrQ+nkYod80dbRU/nrU7eTolx5+NmRxQkDUnawezXV4ycqXV24+KwTqZ+LzLowuQY7A7yV8GAkcoKjEqD3EV4xuLxq9YVHeqCjtdhUa7wtZVvBovY/IRo2tXb5z+xS+vp6na9brQ8ZU3IUPNXstS2YOep92I3meItUrl71kwKHhNA96kY/yGqUVzqv5GNQ12Nl/SAt8uDuOY+55brKs/18i7Nr+1DVf1EYICwG/22kyQdhEnzVGLbGmpXEZA1O51EIJj2IYGWscXltDBMP1xPhyFrapLYNRqBaSIlwkMZ1k2ra7UPVfqK0iC3OlaKCsoC0tgCOvHvL5Z8RfTjKd1PTRfaJkBllgK5tUCJGSObDvBIHcEh75GFtBa9Sy9BMKJhiAYUAiYEJ6S3f7EUiAX9A6Di2Cqo1pI/fgaHCAPFUo2u53Wk2E96l5ggQmIz9p8NlyUu4QlkrSYM9NxqAVVImW7IVr2rktQTHkkx4JU0nmlM5hoMLXbBUmv8Kuaqx5wO+zbYpO1niwaKCamB//uD19ombV6o3H4d6ZEsLjGYY3RNAbvomI/6+J8vBJbqi0mxvRSDCW53lQ/Q8Wo2ZgB1ticUdoDQ1cD7qZWc5WJNT+llR1v+1ABeAzIKOYBWBxTK2IRioJNAa6SD9GWP/0s+OCr2eM+F4UYrPaS9PAp09Lj4Xrp836gy3zG9vkKeBraqnxpXHqjs58VCZ3qAlajxqvTuPrKdIr/4sAL0Ao6psIipFxd22mOVlw8vU7lSIZin5du0zC1zuSWO65dj0g5vc39Fx54yhdT2+c+O6yXhOBiUYAo6OxWXNF7xrDdErb6YJPfwFWgzhlXC/k/+QQKVUDdau0NofP87eikK7MpmLzNu9kAw8YPuYw7w5VL4IhIA4OcarkSC5dIuo2Aoc/hjBOfTTnZVyJJWWt3nz/Q86bNBujW/kFoH+zXxgNOu7bSFJ4ELLbRanCsU0j2ulQPtgdEDuFwvwJs3b+txuVrR5TzTHkCMaEORtdGMHTjVF+PBWbbVLx/MotKucJl7YwB6z0YvpdBc9WvOz9jXEWFt8uGvyee6KRhHLRyCQyRmCvAAxFmofrgLzwJf7yPLbiIxH/iu1Jp8SBd2A/ZV48uRiz82wAJPEF9yGME36EHaDKHJ1NW8ig2EUJC+DMK28pNxnAdiflQe8hW2tntCtIGuKk4MuqxDuDmu+G2DEWG4/JNJXJgzIEVjyxdcN0KlEm3AQu+D882Tf4c9i7Op3/CYoDIp67R1LxIxCqaPaYwit6N/tZqnJjenAh+vfApOxp3uLPnSH7IyWWmw5S1ak57dmPvmI79xIStducP8e5y68bdTvTsGmxI9q7feZj20jd/lkUspE1PCbURlqn8J5he3tU9imaarjf8CdZgh1R9f21eYPwjlgqlk/Hh7TIa2YqCeUTLegtt5yNQbq/d7lhGPsbqD8PX0fivTOH6+r4g/+S45t1woK7EK0j8srEhFLRYHvtTI4ic1lYX+GKn8CTa4l0n9i/D8jQtJYkJCFMsa1JZOUqYsJZRLDZVvmkQfQXX3hDJEGni7zYL4PIY0RQpj7bVVlOxzBnMn02Aq2HvDjtXchHdlXvmM83n2xBiCCWqCH09sRhZquAn3dC3GviBH/4HKfM3lxP08GiGyRL8oKRxyqysp+zdCawcw0613edduhMW47yo1Qscl83r5YfafM0FG3Fyo2GXsTiaJieA5Y3rOSvRH4xgaOaBAcLs7ozNAws4UivcP7twvljFnuSUlW3Ol0xb5n7liJOZiUZbtzwzhBLeXkYAN1A3qxzW02ncW8Xy5lDVQj7EruKDfXAlOGkKNhaoVl8WBFXJ3L9pkdEElSAZkPX6hrg9nfskAppOYITXkc7AXlbniG3kyoAemoTP19ERyWjGb2wNZAKSVjiv9LGfqumLpbrFfOPmKyxd1pfov/fMDFg7Isj51RMg12Ymu4gV4lF4uI3WEmQyQBSHygZ9PhXhgZMkzXZk5GCfwsLRCJsquoR+xh2ji2wEH+Wl3Owx5qBurTQM7k/rz7tp7pmugTq96JhOazl9APmi1zqQUmKBad068h31G72KeYuxPYMADEQmEborrqX4EnhbN8dMcPM3AfaDx6ikxUrnoMX85AVCyCf6SXFjs1x+2EXrtXdVLt+449CJW8NnSsgBlfS963EvSSHsZeKiAPQuCQX3XJe0DvTqKRpkMXyOF2o37vq/Do/vqC3/7pv7eTv14HB1iOUNkLQxfL4axW2tW06GLHtZm/nYOvCyI+W7zJ4IJo8klvM7rsYwD1mmcKspjc+8LQ/B/CqC2w7S19zY/PuM+kiwDsFJl2dO+f4LvVKzaWg48y8fpHPi69Gf2be75n96lNb6mTw01DGPnKUtpRedQE5H7Uzj7CCHx8Wcetm3GEtHAoh+KppURQEWTjt4wj50XOEpFjf94FLfCu+B1aY9wdEGGpX39pe2gblT72ubF8iC3VQGt2FmT0RcM6jqw7ITucv6rw8OgvnpSiES+SJRi9QVRDb2s3Eje4v5WKgoQ9nL3vtTBQ+WQWYxUUXmilxYWthEP5E1psk7cR1sH4vP3jL0oZ2KErLehR+ZjJbqEsJytalmBtZRWi4/Rpm83xChT0TgMR8mclHOCoVYfNfuhVm6T9swPnAvwwgGMqMI2AnYORXYFbJjR8y3zATtebxSoYFgg0clXHApUkJ6vVV8sOgUPqS5eF+W3pB6GqTgUk3to4QKJjANAbvMiW9qhuueTqQKAGqPlkMRuMc6GehYv6TPiZwB2otFjLz2CvsL8Tibjn/D55XdRzuCfLJwvcWIpnMEgdtXqyUTF4NnyWJsW8UtbyH3SOUdt985DKADRbPftdOm2x+SM/3gSFvUvUHhzPmyHNz1GNmE4ScK0DdTHebk2dJwM+yLTSwP/ObX3+U25F25omtu3hGiwU/yDWDgfTsu6k8aIf/zbl9Rd29IuOSnK+mgIoQRVXnjvWeBYXvKxxkkDGUCISsjggqyzqekV6ZeW3BS5O0kYI8oAjQEDuG5UjcRk2N5uJ/f7nwfGYtz/83MRbmqgLZQ5ZW54uDJ+6VHOD8EMYcrr2GlGaceuc8qqepi0goGgTDIZZf0Ag09YqHPSCA9ul6aIOyldQ9fCVyuW/ri7bpSaPqLULFKPKIOICa4HXdonuF1kD0cNmN4lugkxAqBeLo0HQ4qj5LmVXpmuYX1FuR4cySRzf21fMxBO7SYHgJycVUIG9P9s0M/0rMEb0T1AtIz9zNA9tT7ZZQyw2KRaDt/FCQ0ueHmuOiRoMOeTNY0OqyUD99ItyvR3dHfPcDbBZWURQFKvHzCuPrO2yZQtGFLAiuJPZoe1TzEhOp6wi+xVD5XRV6w8wGt1/O9l50mILJrjK+LYNADJGZVSAl25QIw7UtcW9jqKAwaFWM56BfYEh0yx7hXWdoRaozgg03i5G6UPKemMstiCQEhg32il/KQoeZaOb14A0lutAzfh1TdoTMNI1ZKjgEizGbRlJtkjth1V+3PTztgXuzb4Csq9vnl4LN8zKPfbXKp58eHOtSxVyGlzUNMTHR57tTx111zftqJbHRTFltvBMT8VLz0x0rD4uyFJjak3jb+2uubs8j2WrC6fz8eAfbSl0qK9SX0/vaJjZl60OGYUVeTLhPq8D7e60Yt+1Vz5Zf2PtzVhz/O2PwRVaPZBLrfNkH0ehkgyYweplEVDRmnH0B2C2LQedf/SrhYH5Z9T5cvTB499nVdMwe1epdIF/Sh7ZVt+4seKMGveJOd8i3obe3wl8tlvD4K/e9yjFpfCZqq7R1umbfMtuG/Fve+fmz81RG2R/5SVXgvF5GMgMsVsUvPptIFoV0jFQq8hxXdJKUGSvKsdeyA3k+SmV+oYydSmxW2hkRNpcqvK5JO1Vvfl24NFF3d8FSL9WbphDt+smj697PaHZ+CkNa5n1mzn7oNsPPbWnTQfcGRohwru1G6DV770rlBcHf57x6mBno6qRTezyGJM+ebF9et/qBu+9XedT0i6cmNp0cL+AnnmX1fad8U0w8TwqXTW6EJuw/d1S5am0muMxWt+wjWxDjX3nPdRrVEwr/35Z0/UFpl4WH5VWh7GOvpua8em9wXrYhrfbMnV6ggeZ9erXCO7s1OX+z786hjpFARLNH8cr6t/9eTewaYjuI+UK+mzAYk3X5bU3utArw97Gz2oUVznkYNyOx9FTPaU/DG0K3D1ua+ZMCjGj7P1teZ4b+O59Vg0Ht2B8PArvPq85FJu0/bSozbYp/xPDWfuvxjOvOK7Ho0cC7n06frqge8aGupjHh36Og1zZUwVNXTqtFHwXfijrbzcHDpODnrHou3x7EurzFElplvuRXc0rvrpKjlFgsLJ9+A0c2XbvjVKoB1BcRFJ2n/yhu7Nds6PyHpdwCp8id7FjFG/OPykKxDhOhqBjMCpBLLjb+TtW3ykT1/cJUzXK/3lh+f1z61KmL5EvEks3jIHSDYZNj7etCwHnWSOdMPLn6ZD9Q+quGjI2mfXmMmrTS7iCIxNM3TrLu/ycDAINKUd2vgf3J7txkcr1usr2qG2Dec37ypOpdGWAg/E90P+O3TKxh30Fup2nDn1RvS66IFJzL93MoMNvAUQXiLJEo9IlmtNQrje9aXO3hZ6jVsjYHaCdha2VP/EgKXLOWYDv8X8TsODcXFKp/OzLg9m+ZsguhHHMgzGFlTZ0f77ebR1UWaGpFO0m3xt47EFh/pgNGFKOwyw+ZkM0HLXYhqBhUZ1EOtdcukP5R6WYKgz2gIIVq8XeZTB8ELV7Re7vdTmlneVi/pdE7O5WBdInT7vfg5ocM+qUIYr/K+l/tBQkqooAbeadDEzeTklXxn1N88KMKnVYTAKLmdQildFJv4n0/9Bp1D3mRaGDestDeS9ZPFTIZYKMSD/h/zsev1hmNmMwtf2EJ99RxnV0bdLutqILZwISiA38Ez8UnvR2tFI4Yu7192YkBQ0ttD/Vzb9HEoH76UtE/5y/UQmHWZ+iIguHLpjmIv5q+jTbho4MmrjyzypdKQ28aE8t/6ldnXi4rtr+mdYr0y4CstVuyrla7VWOnKVAq3QnepaVbDDJxJuNgB+MgpkKk6XkvM8r63Wjjb0kWtwaZCbArYtRyFMRndlEx4K2lfRmV7kVWTArUbltEeD+C2uQINS8peyXEnphQOy15cdJA2YQZskjYgj1lb66aI3px9tpTij6A0DICPRQTSJATaA5LPIcroJcl2EcjPlzMpO+64em6tlmnp571fHokbFZX5jbZggN3NVDMfPfHk03BlxVesCSF1IkFpzGRLTX4qsCeQZZixiTFRu5YEmk9BhRMFkUIp1T9Ud5JEasn6GPQaUjsvHcOliKtkDowGym3a/SwTS/6r1PkebNNll7ChLuZN4999iOWWowqweHMCm5Vg5EGnigLMRfE5LJe8JVVQ5zb33fz1Dm14hSQbLxaXjJ/X6fU463gfNlVudQKxJ71kA4MlVKIcB048o0cMwe/WiAG6MZQxGBlqo4xccqGppz0oy0Fptp7gqfuNWA4go3VLjky4lfSOucQxcvyZe9yRu7gXzlweuv/etWiHn73sxT+WlN0T2orzPpU8Ntf6d+uB6rsf8h7ey8jxSg3ccujvj8ud/vaaXPTp0UP2LbUN1dNCtJY6I0Klzqpj3kKBmztiDgD03XU9vwn6KVa41PNX01PNcPoH2RUDErJC5Vb0jU4Sy3SPFKYF3T55av+eLJaXx2ceCmQMq1NKsW5h8Kxg2dGX4L/rj6aRj2VkVz2GL6kvXGxaIhOu5HUkf4jRVO35Ank2Jw0NQm0K0A5v9T/IbZw6cqJO8yr6i3f/UOjhZm5nVm3e4xBZyQ+n3GZLtEvDLrdtrSney3SjYDGUMO3klFvq+/eji8wnFE2WverU3PX+d0M+29606UpqLHXnf3SzG3W30v8/9B//0zeLgXZtKBnefUa2LOm3vXPPl3IfsiJsE6MHsAGNN/9b5c/MeVUsulz7SehukF3sv3Wz5Ufb491nx8ogWjCZ0/Z9XsavdWFjVI+3GUvKjySGii8PtSinOam/9dCnctqaONKE5uNeo+0L2EKqoi04UPduatTV+UUWdK1AeL1dPb5mZePrPD+/+c3o3RL/L63fOvc6RCFl7nKPD89iFJR3lWS+7V/Q8uhSyLhj4p/nXLFqHfvGKOMbxiuazhYvYTy7UTpFiXOZvmqBjx1Y9yiqK/PXq+GEOSekJXx29cHakb7lh1fiDbAYF/5L88rtNW+EeupyzrVZqL23q/OydhsCzYxWyhk9Qc2TPBGnzw9uEkIYzHf24a7tWBFeYrTk5P0T1/QsclMG8lsZVqEohSk9h+Gacgl3SPV5l7toVlZFGv7b7u9Gth9pv3+Vu2AOAvezpfaM9cVkgPh2mhGXaj89Y1OM4JYD8vHn7xHf/Ajz4p/XEtYXbJT2bTv99Ie5mGORSYOrQrfsYDw2/HWuvcT2oPA5JryRszPWW+6SRX/WyzF3Iro3t2Jm/XnvT1za9uQviMej4oYYXkV91aBhQReIdY9oJMxq1LvNMn2dnZBlAiD7c+eGPy6+fudy+q3QBXICcjS9/CNxWuhLZ8bW565zcJ6vM0/CRJkhfENxih+Bpk8XYwTcr/tpa+h3WfX4CHlceu/i21zHHCbbnndvFR9KfFc5dj1YkLnezbnzWgGbidFEyjPcczS+57XHNN+Hd/gWAMrB03bFrL6e33fu8YsQFykeMuDUkrHwBY4GWxppDpLKXt5/U7zJ9Xe1jZiAr2lchooaXf13eGX3rdCkSIUBh/gywKFZEPXT2wnxsTh326YqSPZ7UX4+tHi3ekPhM9OcT7sr8e7jeN6lxD4J4lNsy+TVHNPw/u8fFS+5ZfNe+TZwlv9y9ffamNohOm9Idsx49lIirUG/9uIZ7Y2eBh7A99FLnw4lpY+Z06KNvwqmAX/+GK3bAz1QLCn9woibwloLQ/oGPVNhHWg2i3TbN8l1QMdBXXLQmJxaqVQzKXiPgVJoL2YZBFJd+rI1a3H52NRyDOIu8Kh18TziwzYAgpqs76SF3kjaTcXhKritRkgRY//fzIUAB9pfqb6BQgIJSDVYx3WP7MuLkuhakWAWCCjs9Ue2ArWzDjUUqV1fuCslAqNJHGcGcq8LKJb1c8Fc5/P2tNVddbFq7PPdy8lygkJMzHyr/F0jy7qpFYREEUyseNe9k58GcDfLdNN4DYR97cMvFdIPSFUYjVAUfZmH3IN+3C3Xc5ah8j/3cnHPoHHhH8M6GkvZp9jBSZfJ76Y9eJp2ajGV89wdo0F7xZei0JNqT4V2S0d6V2fdzWh5OnrfoRHTi2eMt3ZO6SNFQ0ydKY9JM4ZWvGEAgrWg4cQc4aqPbItHVPEDSkSUX0z81/Pi1bt6mbyfhrxlFt5QIgfzj1ZX/B0dn48/0/v//92zMxFzXptHYmIuSsWrDaiOziWEkSY4Q0dWGxJxOQylrzWyU1lorm8t0KIrKOVMuRrloJF05i0VIpahT53Q+v76/v+B9u71v7+fj/rjfXu/X66VZE3Ltxz+TbXONO5U0+QUnCVmjwjlJ0EcW4qcLZcna82j4vdE9nUQbnXdmegPwMWw95JNrhM87Nyryv+hYaCGXNcOnjpUvTVda9IP0VkFUyWzMXjUqp77d/8uGjlV11nErBMJ9vaQBl7xu4PPC7n3dCuyMzdF5KolU/bUbD4KOCewS/OwC6Ej/CAN2MNlt+CPT7cT0ZUuQMMzgcECWIPWiPI+QJoigvPMdNm5fYBpdHF6kfK1HJ2QFH8+IN2U5uFooPvPNoUV0YzRn4KepIN6lNbp+qa5brrGiERVgXIcjanGbkBOMQyrAmGqiCux0cYjZ8ro3JBGVrYh8S6+SAhHH3Fwh0+c7DIBcgkEWHS/nRsqshftAmfhtYdOXpACpx3UQanNCFmEGuG5usYAN7kMdHbD/TDHC0zg0Dj3XBr3KRZAyTPLX6iIAc6JNx6wXlLlkLU1c/6tWyB1hB4dE5CoMJwuDIDyfUA0Oq4NXS3Igp0SxnJ12D7aee5csw3ZZ8o7tx3XJ3f4bOt17ePX3VXsKEg6uPz1zt+KCcgb7ehf/3Ifm9Njno57ngy7g7kCtrGKLZJNnXgU83Hmb0XjFMCLxA2Ko+dqqP/97cvhmwtUW90wUquzDTjuVJC781thilzeoJxc1KUzgDYTtiI6OKWm8EuoJdtT98ADcQ//M9cJU5zV8l1cc3L93xZkbemHe0KHWE917HK9K/trA8Cw4ZvYQso3S/eYITQcQvzaCrgzUnh1+iQmWFQwXBZ9y3pToavFInVJV9i1m+dWLdD7WNwrS+yjZ/7cKs7sn36W5FC/S7qoz4TCwKqGUdtox9YTt9+zqGj6hDp2Wti/+OLhIfKy+ZcLHcGPXPxFH+tnBYxVKj5s0v/0bwl2wQvyTSnnLi5OPywI2PL9WJXkjs16In8o9uRdiG2rdCZYOyb8MEtLknjW1/iOMgpG+yRcr0GgXRrTp69LP9U8diCN7z8Z4wJC9kTzoz/Qwkmrjb3jsbUPWxlFW7QMsP8RcvcN/NXhyw9/XX/qBV7i9zsz9H2B3bveBV5o6LL+5gJeje7rRs4p+2gTspZc/iWH8DSFhj1ZVwHte/fgynHjS4rrPvaMbBNpzpCSQ/bHZW5+a2cgbbXr5Ul+I/9kWoW/iCH3l1O7+y+WLo4LR1N0PIIVZvY3rE3xHYry6pgp9ky7Xvv/ZrbEG6W1YEclJNlsgk55uR3Z2kvHRHubGXTpTcy7CgrSlAp9yCIRzGN0I/rUdM1EgMYxPlJRpRaBRecfZrWtwKH3EYHg8itVkzbtm3Gtw2fqB5eoqU1DfELf2uprNoSYxGRB5S2yQ3qv/A6YpyP/kmv4LaJPAreqil3Y1PAZEZldmUNtLFRr6GVU9ttf30MyxI8+dd6jRU4IRUCeCCBa2jCV5T5z6rKp9zwQwcmCen2l7QKaDk2q7FIKCAmGQl0TEkeUo9pZYHzehAmku9XT6obav9nWTkxRjAMgwyGSG/+Gm9JCO2V184eWdGmFk9J6zIyrSGWsZiIRnBsI95MGds2UxWjaAwM1GudbU/hKgF/6qC1noJc4OtcYWTiY+ixL5ClKe7JpvvdN6ap8BvQe2bJugXZisQGx8+hI/G/Uwm/A8bece7/7emYcgsTn0Y6MjGsLL3BKnkHgq+NeHlTr2W0432T6pzWvAqQ5cjCuKHxHWXAm0EN9cf+UhfPxDVB3EgdKb6X7HLRRQz4ioOq3+rsgYOEJuMCplXto6VlTenISfkGV6wWZDN7kr3HX58vQ/DmVpOufIGXEbQy+mo0XjvdxDWd3B9478KiK7aV6XizcWDax2kmADqvyt/56yeR+OuZ0ceS5ex1muMTWCYr+P3op4z4CWLVCRRIDnNxIregYWjHyigAVHFDmoE8JT8md1tKm+qQ2/oH8ypSL+crkcP3ZOV5ZoQTPyJhEMKH16az5/o3Hmq3BbDI/aOTNWKR1dTeaI020KGYNe+6Bv0BLpxpOA3iKPEJ8zjHXn8HzCemjGECltjRfAzn+ssc9Tjq/jb+oPDfrJovpzp3smV+7oNOsjG+57VYSNVROXr70AGGz6q7sOr3Ib02+K745EjR1EJkzgoNjaoTc7bKYg/H7t5SPlKbemWsAF6s0VtQoR6fpdOeR2arGPXdmI7W41VBW+Bm8qr7Cewu7YkHI9ns6VTRd6+VA3lyueetCKKJ04m39RKUeqcIDWiqEE88iw6UtCzvPKFl1uPYWulKePL1evpw74bR5Vp5ziN8jkNLM4EXhIUd/4tSFuPSu1xWKKRGibFsnLTzZxdp9WJwBqmwsLPzOZm0boQqiHGl2CA0PCMWS39qGQRDfwx6ueqJnfMwJHntq4dfGElcpxws4hh6V7i7NhEKmPgCuFrY8cjQpybcCyZ4rotP9/xEpWNwBo9VMFdCPuMPMnUP4kfMyS7tNH4KVAvOyxbJE6O88QuoLGe0N8TQ5jWj0zfULBuFa/24QLCuESj8WY1RZcVqGnCijTlSe/f6naPJrzkzjx2lSJTZsC4EqBD88F+qSi4aQCYZVMGxGOkXo6puP53lkD622AS5+3BdkAVRP80MciX1kk2wblkC6+xN99OsJXzDbE3ri69dPd+qsCMdMw7/CZe9t9QuenfbYqTpyFAf/IjijfNJYx7BtnzhD+2bp324scCREtm/p4fRdr8UfX++adlffBxZy/ZuPXmt7oSXW1rczGobezxx73P8tqWwKW65Kbr0zaJ3xg7YHc3iUSUSJ5m1tjxu6PrWZv7ywrHRAWKqJZL27p0/6MG7tVvIq1tyI5sg8q4K8/WPzow7tJsQTSWW46o6jPfB7uXpGKO8Q+tsVuwok0fibTQA498IRkFbvtyh5ebkSWZLnm0f2eUG7Wye15JTiZFd3WL/1c/fheK8CnoDu910hrtz3C+AMzpWRzqlqjXpDKj7L3zXhSS4LHRwP6M+0Z0A1/KnLPRN4WBLH/TA/I88ykfCjN2HvPIj5ke+HJoZqZXSu/721jRQq86v999IrxpWagujZmNLVtwuHO6W3Y33YPehscGfozYwYou3L4ZRGMCP19Ju72bHWPsMHR84E42OVm0ksRIAjNm3I5MX4gev++shUAyGGZxj4EA3jQ5DhW988+3EN5xzW5Nndaf7DP/tjcMN/IAIgsG3K5RFj5ggMSaThtkt7XMVjHQTZ1aalWVN/s1/59+8aeNF8N4grLeHmBte6eKle/rLY9KHnkQiN2zpBnz2RhvffYgOaC/G61GOAPTa+12OHPea66U4hYN0nP+3Vvybw0fIHBc34c7p/IidyW+bkpySif56t9Wit1v/UGawWz7wZEjF+Y1fIrDOe25QE/bkoi2+2sk2HarwXnwMMRj5tYj06YLqOfKNnvApooTG9fE/mc32lMpIfBKQUU/TgfVK4EFzA1QyH5iiR25b/4yIrnXYl6rsnRthWjKXC/kUyo/YC7pBCYmpApvLDDkHyhcbcLDfRhllUuSCykkrPC0KamWfPMSbtYdvAUs68naBPC3wQ2O0jeB9pUVsZnPXNY4sn0iUXBUQNoVKPcLLyMF5xQ3FDPY8MGQkCuxm+JA3C1B2qmaLl2ccBfbOTT7YOTuymaznRiENMqMxGANf1SXWj89Qo1BpIlH+WdN2T+bFxXGEj70pDdugI5vrNa3+DgbRbSZnXtRteLIjax+5fC7LuGqbKe8SmM081NIvqLy1yvFQbKQkMzF8LA6SOMg5pwH24RLzhjovUOY9hVAhHIZCaT55Id2L7y3MZG9+3pXuHEQQ/38pEdfl7LsrjgkBPZEcY1PKpp0A6KSTF25rkSnlMg9xlre3kg3+LSk76jK+MBKMng/ABgiDbwG9ne942CXDaS0XbhoLdDwuzqXLaY0ImopQG/nNWQxeeVGnUhnYQEIiqB96Qv3YH0x96JzzSoJIGVcefPdHJEQmZqVP4kdB3YoaXY3YDGNLZZAgxopA+hAT5CHqtOjUYJ77HsUuZW2fvIpy8V3BZE05W34znSCiYD+C3aBa4DRRUNpncb3d92hOx2b0bSTTg0BOVz4Y84RP/sHjdBLwZcsK2Q0der2rTWpqzohe3GNksNg6X8uN+lq34iHlPnmgcdHmtpM2GoiZM3Giud52sgDozvY6K0dUdyb3F3nJKtNuzUqBuVM1euH34AXbmaii36ewetptrwSCPLHznrknCqclF+qQ6LJHVbrCn/riWRg5J3mmBNSSTl5qvlcmZ6lUF73IY1IiNXKKHoej5LSFLi1VytsGWCMUC0MiYO4M0hoKdr4n6jQqarED/BAS83pUEET0hG2M6lhkdGXlkL0SrIxv1xzEcXTIcwKk9qddbEeSLZo9VHRlQ09YKlxr1Okgbwi46IkyhheSX4ynxIOAnFyhKYAJF9nYRK0EkbAS34gF3oCmDG5t4XJQIADbiRZilncicvDQvd2tWqvh7306s6kNPCiaUIPFVpv6+K0EVEwdsHkEh1tTDMFYNN5Bt5pmfN0wGcSzERxbI9BR50MzL/NSqr25PpxnsH7xF6kapnPtckj46A6EtVNpVLqtnnBdAQ3890yrx8n97EyDOrN8MQ0D2WLxny5C0m3ngK7qOC+vfjF4T8YSa+2wNIWe5eTw2DWIZ4h+GFQ40oLZtruf39ITvjZ2WbmlCm2oPo5mSeX2kcf6cT/aEfT5Gin2y7tL8rbtTysrNoC6UGDP4+hpJeV5EvkpdHbnr1GUPBL2z9n9tcPfh3Ayv9NWyF9YGadYOb7D4P0L6MxaRmggt45GN1qxMwAzt2OgtS3Jt7wrIUyPd2aZRr4WCSweneBuh45cRgdK3zDn9zKrPAyRP5chWYOOC9NXMGSEZdDmmumZ29N+Rj367+2pATd3bVwgPDJMCdRiHX65OQEedBJW/dzxzuW3GydP55zQ2DmC5q5XpIWXfqX5E3htuL4diu9BF+q21DfL2mCCYr3iPg1/zxChdTjj0Jp2DQdnX1ufL0TbS7WzO8rhgZemxqurUu4dWLF1sebWvSAbnX0s7NfQmoVzbjAPizyXr1UOa29t67x0Na1sf0ZVk63xLtGt7unMiV3vpSlq65vcoH7LWG7QB8taX9D9idV/K8S8iDA9fSf09tz7Khv4vVt0/X8B9AVpcEmGb6jUTOqe1ma9xHMoPjt3e3RyJSAmwsO8kZJz5tbY+luMM3OVRf2p+PAk6Fvc9D+ptUX2+xrHJ+eVNhCu8cueV+78aDVUBhV4pk0P3e+YNuawFKPrwiUsh8LZErh0Xwsofi7aen5O7kF6DkoQ5IszrCy1cS6dcDeJM85JQGo5C0YARy3azQ3eXX249o+fzfN/R/OxGgis7GdQRPN8+QCNiukA+3/WXRZphD/c1g+7q5FWKENoRX1pJtfyx93LjIKjNW+56k/5j+602Z3HA13Z7pF5Vsf28K2UtOn9iDXpnEGXGpevuyMAhllW8eQmGuyfHOW7JZJvZBHHyTGpZ6zJCYjpWWmEtd5xBYTqTOUOMvH00Rk3RRTKaXz5JiHwdSpulVEUwdWtrRidqiIo1RgfB5wMesUFc61OYNGzRHxjNjEKB2CCfoObbItAaMEgx7wTSzUeXxh5EIhK1V4a6PkyfUlGAsPL1/XPfJLLhIYLmsMJWHO5SDvEgQC5/Z0M6h1tVNoJ4gooUZOHB7OJHwujRKeoh+SJZzJRdrPQAwd6BRSzZvOhE4aQYRXBaiyKSCCVILW51ucXRSCoOiF0MYEJ7vYoA4Fzwf5ngawEFQ3CcX06Uw8HrM2NWIYMSkjOewJSQ8snqkfSQuw/Uj7xHMdv2LCAujyRp5/g5vyTcosTHX86QWqAXDW4d892cffdzVWkXY/Pic4y4wKosVfMS9Dskyr/uRceNFOwJI+Vo3eMGDt3L7UO016TbaUdrBhqtdRwUAxOC3DsM4/mtnFLi3ce+xwvdohvuDZujvY2J89glIVJsMINWyz4y/FbwZfYkVgVBpUpZxvFDeyoS9oTnsI73NOO5lKoJBW5OeXHi8KjsUbsTlZ8oABmK52qPQN3l8ZNQtwdcucPxCLsme3vuapYho169RUYoQ9h3uewQSeVEZ/SCfguUxlm14ponaKcPTCFwZQyIiAtrQ/XtgpsysslAcEnBIfxOOLRO+XK5OMfiJaYOUTJGFeIv1zlQLz02oz7LSjFESSUNcqv/kdK1/qub4nu2rku0aXqVF6ma3HFmbu8Wtz77d5c4bjLbtsAlzdaQUVVZW9mH3HdSSxuBu4gfbrJkGj7DzjZo+xJzbUOds5C4ZcWjD2lNYfdLNay1OfiKvmVYfrOnRmtsJrWu4+vyLcCiG/MPtmcbgYo8PBbMBvUWUaR4XKWy5QJwuz1ZAwUOtZOogtXp9QgaFbYyYliKuU3RZ0TMItAwUE+twtWEQhtTNtKabPfZ2RM3YFF1nqGbsC5TQUu77kkE3HLHXqBBf6OYzFM/KKhuy6fJD/yTx96hwqApV9n87es52DjCEWy5taKK899PmF/geG07PUwokCJv3hQ2Z23InZaQZRLdLsMrPP8r2BIZshmJ9pAW5+I1YXC14SuAEG/BsWDMuomyn8jL1LCWe/JYAfi6At5j6Lal6EUqshO9N3meRTej4TCXXaoZQwwaPJYIp1ZoovlEwAXAgqcDoyF4Oo3cqFPiv/MgM4f9+JM5aoJgQqxodySfXAxFoHbzlwgBkkeblZspGAl+qiMrB3CroxytNGHEAn95LHkjK8JVQjGnI5V7bVmJXSj53x8W/G7oi4+pKzsO9DdIgl6Mi3i8FYVNzz32JzvK7FX1WDfe4eL7LfMMfaS+bl7Yz/wfEaTpG00anzfyvW3I92fidn/sDDVk5wsK6wLYX6y4cbT8ghuEclg/ZQlDXGci+hZ0fqxxjDkGjpJcOlay1Sf5rePuGx4ZnHucddIw5AB7/2miV5C5SxIO+3jHpFBTCoJdZx0OypaeLeOqpapKTqrt5okfSX9Yc/K1gISp+f+SLnYir4evZvVDs03Ub/hloq9qY1RNMaKauvdffJbw3ErGrOf7CB1zO5rg38EwoK2PfNVltHtGeE37y4IJ6D9pMSNXzY0bLbigLECRTrvSwBgY5oK436CVOqSzTe4KN3nTt89V/qT1+O4H4KOax68I9YXgHK79kJmlvDlaep4uQrJBK5nK+tBf2gS07RcKstx6baefizx8QE7Ffag0SzwGuOHH66yuokqOSUXh57A5r8cZabGlIprrLYDfGnpE1HGWXZGPcifqUAbNigEx95d4Z4hXn9p4be1bs4lP0LNc2bnfIzswSK1qRAiVZrv5Rlow42rlkIH1cC7ke3kGo6B6lfLrBex8+FcY20cl0H92TeK44hc1jJ0esqdjtryaNTw/gH9GeBKBGbrshfyrrBy8hzRAfm73nzEFAvzhAnox84AXJGQicvuUNx4cZvioBmjcXidN3Fnj4rjmPMKikAyIuV7vxE/N1oW/RWCEAxpEWgoo9P1EGDb2ylghV+wYzs7SCqT/MM5IMvHI7Eapeh0KBtbp3igbz42rtiwuEnLIQGFi4ufyUY/OgodshL98o0M5MvGZoPmwvukA+2k6E+o/kvRL7HVG6dONMgHkKCSUiD6AcOtyUYA1iYYhg2JdSXm4CTDU66eWyqI0px3T4AbLFbcfmBUqvDQtmdjmu9JC3+W/lXzQQUJmc6XZCN1x4P80+t8b1lXTPDzcQOlmaY3Bf0QObGpNGrA8w3lJZ7QEwsDOt5PjkgqE65QgAKYTZTKMvl2t1kiFOGOwzJ0jNeoC2yrXRUfrM+hYixT6Fvix4JSqqyfwzXiDOq9tU2FX09/ZU7DLJiTeDRk2NVRTHZ6qo2Pzpc8hQloEguDWgJhdTiI/897Gc/l37CfJ8dHbhyEZXyL2CEfv9qc/Zb68hLHIR1+1IH/ESTcO5o5+ea+i4RFIPd8xaKe/di9p2VjL+fhUkk8YdjoQNalfXYlr37sxo3vZ5U9S4Q3HLyk8b428myruyrzOoVU9VMd5x8BTcNBk0MyHn6cr9j0JG9/tu9soEddZ5t2v8HXgxh2aiE4qaqA9NTc55UYhY4VUFRN67eVolELUN4p+XbZ3bAUb2bXCqgPIYvRusEq/TO23+lgnbsEtExYHzaPErY0Q3QcwEaYbiOJh0rEEwhJXiikDljzY7XqPRoQWRUxhwK7lZSBxwdAxHjQSmHGBMVftKfyc+twHLljccLA4+HKfK1gHjQ3tK46xG+zPeDn98ePreVmUhJXD4+2IC/0SBpjsv9azH2aRXTwqvQEnz8//ZzuHFAeewYtD1t+uPOBg5x+1tK5lQcj/HpHb+S8vanjRHasgEtaDS+NL6Ra+Snc1SgTD9PYCG+4RhUPLW+wPn7qdM2dSToIQT/6WeR6WR69CBJZ01bv7R+bTMMP/EMkpvkaSvmyG8NMsH5sMjB/AmXGthRUKiSdYL1U5UYf72PN7z/fS3Xf2VZNgAFMMzc8lVV4kyw3KC3iZ+hTP6CO8+D0el/xTgjMdOBr7WweiP6eM/fS5dvRAA6tIXhOKK5C0WjCk+vlMBu7rFkxvVOZRgFoRcHd7K6APzLc4oFplRZfxSqH9UgdMFzBCY76NGKCFaKUDENeK4+B43Nn6slnqZGvzrMNR+HxilBVGnBdMS+7cfxng2MjsfRiFXWyaIQlRBUoaJLuWm2co+heFgOKFKMhTCfCD95bdRYzhIqVvDjf8siOTtA9Rz4QTwWNFPtaw20P3f+v3zojFhrhJU2i8wPTJLpwNfqxkcm2DT+cvvZy73i/ps0m4TrEDOla72jLfukoSms5W01zQ2Rb2l5HenxRrh8oqLJWuvvfm0MLrgTMTZ581/Yz2566jKalo8XrpAiJ2YGDjZ/dgebOq6vOV1Ar4+Y5PvpRevdtOR40UFw8fcBTfybty8Fdusl8hG8z/iR4950LvXBWe34MRhXRbG6n9nkyn01E6oiJzhnB3tV2kqSBlN3esPLpiX5rwz7D6PLcZOKZZUO0qiz7MVX8hhaRfPCZK8QOTvo7h8+0HG95E3SR1nbiZspJwWwP+ovhrW3ZcEI4c5dyhHLN9U+TjwTP6446ybTOVb5J9D/WYTG1ZRXg/QoThFTetImyNzmAjEXPrzlNOvrqN7kp8ibT78HTyu0bgEQDnDv2XvNpn2glghdFMkXCPMTkw5OMjlqBtrHq/TuWr7Bxk6eBijKRhJVwDWnR4DnnuHj7YLmmz1ArvcW+VXkgv98sdqyq/zbFwC8nr3RCAQpJ2W5UU9uZMVDzKL1F3AA0AO7aA3YTMACtsXNNFy5kXXNcWb0/PRDv+6pQjgwfFZQeOx+wJbmiILxq6Ik2Bo0+yBoA2jgjZTUC/xQ8QFWIJ3MFc1DflvjwYL5p+tFDEA+N+1JwS/lb/SF8K6/cyp79TJ1e5WOqn3L8AX1afTwCJT7QJMkdOZAEKv9UIva5QQvT7CUVdKCaM7p/iNnsQI3dsgadpylMBhX5O596okBlbSp0TPgElLhInKbiRWL6Ena3qhRXQm3T7MhYrESradRCwvK6BeCcY4cq+KbIz7kObwBNk5K3BYOkl/e9xkrWOvmJYOQi12oyHC0cok8zWljcB69Ewjxoq6gpfFEOcSRto2BTLVnkzz2nk6DK3TpvxM6EnqF/s63mRmsIuIBEXr+NsxCDTrNR1dGJ4RCl2rFFgY4zpIPHQyINFeNWYCW0J2XzOGElWKzqrETC/asfS2zh7SlRJI0eVGUh5Kh4oKaKuE8OA+9IhCGrXGfVNEjUNLgRr1eQDEWUkLyGSS53Kf7WaYgmrVMRDLJWXsRwrKzp5XVlYCkUkmpJ0FvTVx5VY0OEXZw4RilwccRb+zjgVzQ62HP0flBZX2bzE5W1H+CU8xE4h0VnlE2z0a3J5O4Ev9t6EJMKF2KheSRvYJpJRwmhYH3VOOl+/NJWcYGB8Kp3bTr+2kvE0nF1/EFUaZqspF5hnjrXcra+Mb4ArL500VBVAMlhNzUJ/CDrTIjw5xq+JukNm9OxLRfw3I/TLVNtnoUZgJN0yNe4k/++t9Fae39ZeS7afRy3OGbObGtLsB9eLQWzBip4EKSepbc3LHENPb95j73j4MVNrfG9YnavvG6c2KwgGGvU87aF5sEHpKEh4QbFB4fUsy4B3kplnjpctRYq28uZnkt0nMY36sDN11jAVHTjbchJZohjJYxsBlzcguyCfSkApmzskE9SLrn4J+vdX/iWS7hwfFFEUwY3te5Or0I3HeDj27y7sy8BtBiboUVOLR33e3rj34OhW3VvE5AX/QvZtz7oC9LuX70+Zxzd4bt3I066zE5hH0QY9b6wPv96zPHaaBJU+fX8f/GEdLuiMgumRbhRIR7D86FCs7fW3Kf7JqaIpF/+mRkaii3g3dmGg/9BdlL+fv4ZpR1gwGFW0GkOvmi/qqQcJq+T1+ssM9kU/4B/7ZYNKAP/guumw+zIP3eYTP32vIWK4z4iY7XXTZeDmupdXadcqePuCIkZr/Es9Klj1NySFNTKaR3YIgmccv2Td/Hyuxcv2JnLNi7mNNj6EbYoakaoI9l/jbcfyjfJcI6l9NGSRU9DectiGwE72dl68NDVtFnSyYM0MAkQJQNP1f02UFym7fvEyb8j0CrB4AF2mFE0tHq9FD/ks1yR3ONmjwUz6FnJ7pmyQ8hYoAjajWH+aGztSqBrxMpxSqnnQY8CM9MxxswwvNKtKeb3VhqN6Sqh2DZ4PQ/ixhOeDA1Vrhu1HWC/RjtYg0/8niRIVkADlFrr83ci2EbliZbcBDcqZD1Ktci8Sr6v7NsF53VrQWtJbJzMP+t8H0q3Kr9tHG2p9TA/vy+7rFw2enj4gHHykPqIucZDoueC5jwyGNMm7xz65t1Wkj2Z/4J2zTmIps9e/rxTvWZvZiP4W7XMQc7iN5hmPl4X+kF5yxqleWPQWkz/FNLxyUYiOOfOk+xZkKKY1rNbqQ5b/OFRHAVgqXU+2R7IFMfXJBS9qGrRsFR4/gwDNZ6s66q813ZHv2YL9cL3z6gP5OUNtlXUG6LvRLz37LMtRA6zA1U9surDs5MK7TjexW4X2JR+Y2lvHHbwyz3vQXnbK/XLBbdhBCAc74n0jL9zT+Yhv7Lr/5zS7jvvcw/3++R7f/wVNV1/i5lB23KV7NjijqozC+Pwl8faYPljdTPlMNI/07/3hPyxHQv293kAM3Hq+IutN+btMK09oQmTC3bjtCGPfiwfkcebzoaiFt854+2/R31ZC1AuCQEpX45FLAf3qDhNnkJOKzvz5ecynTn1/vg3/PmA/fmdEfNFwGM03IFHcwSAaKc9FQh3x6cBBUsH3n42RBOxHyyU+q/FTBSgZR7YMhjw89oA/nd/HO6zb6OlTXxmcc9UHJTyTbcxj7U75GXNh2634eFjW6kPI4oLvcEFxMDiOvnKLFn1Q/BPf9nFSezIryrZTb7lY2YqIsUG+wuJ0JdOL+tKX7VgQ0J7+UsgUFGoz0ZrMlFToNmZb89h+AimTvKxAlTla5yRJTpLec3jKm2lSWV+HmEH1UaBClEul0Husw87wmqV2NGl3LSHJrpHmJGDj+fksx2U3vhjIw22RC85MvxcdYFNKAAYS9uc2ycyZoTdweyCf6wKo2Y2O95d/DXYmmqMdFL1SAFYlQ7JkJU0JN4T78jQ6X6tRA3iwF1NfXCSzVAAydrmxCIkvJNAPKhlMvgoDELLnbFAcxYPLPLuL30f7OEh1ImO7lLgIpcTKpPECZaFJyity2XF1ZrHPw47IqTHyELTojGMZGmYZcuqqjfoZztLLVUKw8I4LmFZ1vtwepwQhH4yGvJJ110TKz3gLtFeBnSfU/1IviU+gRXiS16tOTckvB/wD3pFNYg0wzxmfHFYVMVxDI1WSG8ACJIXaS6wOuNMuNf6TnCDh9YJIqHwQtj5KM8eikWWo5vH2mjvCj9mEF2W9kGdT/7RCHb6GTSOQ9V/0tmREMzYyN6aWdFzJ9iwLrDoC/jSZRAM3MfMgNvZi6ubzYg2KsgfwTTTOiIEx/+G2vuFAwBGGtgohBwJerC8Yl8Olvd5IKQ/rUiBobyBvGTCOh0As202EegYL1YVrDLJ2LAReFQGf510RFbEPa5VrF0Y3Xrpc3l4zqjhBndw2bApZ3BDOjO5wPfJg2YrF9S+NmD/zFbQAo1+MWd1U97hxNfyZNZqMtS+Mu2SQ24cgntyOhRbIvDXiRsb0hpyU/8ujWKQFw3E7i7kUh9RJKhi1A0EZXEB2yrNxXEs3jGtAnL8qaFoacysXGUJuxn+mfFWgHA2FBfe/cfMqkWaY8/BD3kDFpnnH60Irs2Zej3vb1FECQvVx3xgLuBWW7I0U8Jl0zG2BNg5y++sFshPTc74fH2FJe3G5PI6yY0kfer9FH3FY0r8kXcwVP63I5X9M1HTkFkt1Nf0dOJsdUf8/uyWt4jLpPfOtBhuP/nfvR/uMZKnJdFDEKU677SKy9XBbF4DHI7tZFmuukdWERPPmPujwcP5Rrxyb6T6lSvL6PiD75hHXihOUNYk7ovnMy8wxBil0uifB+JRYqSDaq/LcOoQLLzcxkiUecGvGEiD3F6CjGFOEbzJRabQraHcFFMDKQUyrkAI5LySM20lEkEk7lNquVQOuqSNVqeG7151mmv9Bti90OUJRzE93Wyx8U4YYczEikGkgD9v4XHhWEeixtsGTPaggKmdyNNIAk/Ze97hTnwUvWjIAFlvB9NN1oFBESyZA9Hsyr5nm79hHuObTwUDOELpTcLVjlSZ79YxSYKiR3IxBKTLWrDXAvGdxqn6cwhbvRXEHhIaGpgs9BAO43P5b1f0FuB+BBaa9e3v5eK9QGr39Lrj2QbhX/8q6bEPCRWeVHp27ge8W/GQLSxPs3hrGehvButuUkdE1hv+JaM+P+OvP+vf0JMzs3BMuIM0d9n7H6bfHB/Xf43YfXoq+UFXuHm/j9R/zddmydij8Xk7r25CcvX/PI3Rm/KvsHtT4oce/Pok0fOyeWYB/ZyOxPXfniUD5Vddf6mNDzYbD024kqDwPBzTLBPyZ/UNnrrl0FgkdBfeQ+8sDhzvRjHitjtX6ZXe5wxhqq9s463/tjrqPG5XQaM3jtfmbS6vZS5ezclwLPWLc1nx4J4cfmRp4H2zfzEZbjctg7j5jpTvvTUS2gl0+CzioEK/3XH4879z7shc/C2K6VhlcBIc1sW1buoSp3XaGfkFKjGW53SeqyVKMs43+86OhQP8caU6GSQvLshK7sWjFBYDjI6faKP1a50hKPqxtI7a27t29eXzcENPc5LP39+0yZt+PLaN2Rzrr0iqTuwaqj2IxziwF3S7GF4ZPuktmvh6499dmIYEcsqOtW7bpbHFp5JXTNBcpg8Fjty/mHBAH4PeSTDdsN+6FpYZw9kphAm+xKPIeVfBvNnB25UWC6h8aVDG6u2PXPwTL+1dIk7qj1vLU3L3bmlnlIAz1nXfVFx7Wezv21Q1jL71FWu1ZnvuAlQQN8pD3npnck30qFLIOv1Ar29KBEgD5NEnP1e+nwWNuTM703xg2RfWBVgLM06NHPvsOvsrMAUSyDIdOqnQGbo1eSlq9qLK/Y3twM3viETKzpMziJyVXbN2w8GFTBRJx/C90T3f2y61Aa+rtJ/O+ctwmV1yIX1KavhuJUHTZ6q/BWitZfgKxsXsapkET/j+7ipo3MQ94debbIC6d7jruXnm2HEi6Qhj7VN5lPMLAyyzBPhtp/hEb/L/sKLXdSdLKvx8itHTtdrNHJiwUWPnJzbiJquZuYbB+slTJwiKkxSRndk2hqwPjOet8bKIui0fuq0GzicjX+9c0+nXblFELPMjAmvPxIcwOhsaUhMBLS6YKc9K8bt6BgwACF+On2UGchCGwD0DEAy0wtEHAj/Ep78pTqmS0FyodpUJsaYu8bSmWbphPFsoAtYRRVZgIBhyFmcqUgENFA9IcRCDEACCyyLsed7US8DyOY5v0qjZiBykxO6JNdeL3+SwtBopX3hgETTmlGZRPagoqbqDvcQ5l6yi+D9QxzGIrhJhotNnk2IqRLkCLIVj0oEqtLQ7KLeL1rqAFNNg9EeZ2Ej9QEc9JsIBorojgUVz0wgsD9nsSnXJTBlf8DQoJERZe68ll7RXor6J6QQGvN1Cx9ayGFgRNnRNvTZ2yt0D0Acp6Z7uC9UZf2p8rQ2ipXx7d5XRxu04n3KAakMCgAdwN5vjvygT6FI9NtjCAg/goR27jb0VLebnO3BDhqY6if2nIWYlo0QjC9fWAGnZI1vIOR0mWYUIScbK8NuT4MJekku+J+VV5SfmIaJkfutifmPWfYm7ge4PCbqjx4vkfIc8q10bxn36W3V1vkAtNt2Fby3KFZqyvfmphG7lt1S0NjlcaYavLsHChyyHbtq5WwR3kr1PYZKIF5gE+Up4EFrLN2fHHEBt+9ZJ1LgcOgL1SOaMF/5YkV84O51TpX5ICHIJ2FSPwyS/+2HYdcGPC3omN130cz8RjIjNTasXJTfahal5m5f9jfHmO/Dlw2fRQ8grv8Jn7dpDXb2J5p3nT9Qecpk8cidnsPk+HwZ+OR+3GxnzjNh6Nazt4AIJY7DpZ0fhC2BvgfnCoNaT8o5si2L/l3MdbjJN2Ul9nzLIZMlOHi0jbTfo0icyApcX+G0BCApHs9osdn54HY12JfbV1nt9cR/5Ee6kzHKoPIXhudd+4GBHZaViM7Wg3hJf8eQsMtqoYaPSwyhi+EsMEz5Ax4Df8mG0ikz2/vQ2DtZquX8PJJByi5jqoecOwDE3JmNjRX3r3h97g0kDFq58UJA1Lg/w6TBsMc/32L+ocF8rYpEC7vcwCpv5vUP5Df287LtYFJIfqkixqyDxM9RUjj3wAjZtVVBNMymrF/6glw24AjxJIfpMKNFfB9hllF82GQYsL7DlcAw48s+4sPdSrEawuMONqikQLG8GcmGMNP3LSo+lnxhrO28VyBzsF0zoALM292G2VFt/P6uML8MsjeAoiwUJIDun2esX+Fn0BmX2uOfUo6lqV/hnyvsvQ/JVhzBy/9vWGucAx56NBe4ypcVs4SsEM89x9udEN+xwj4C5tO71NjXkY39L2No73//fczD08VkqgF1M4eBq5j74pbeH2tOxHcZis6IUJYKGXHNlfUHX+za2egFygQnvdjcyvDWXHRk2LHQo674tDgoalwAeOom2Vdpt8XxLVSc6xUqGLbv9j3S7lDkfCvs/u2cZ9ns3bdVxM1SX7StR+StuU8/fTi5UFvnjUJU7fl9W4j8aPbkS/vnSwyL3eoXL6+gtluXtej9cCTvJOv/A9wuXsRjz6TS4ocho9OnGi5Y5e57U5SOyDmdCfP7Vif7tTta1vSvmOI5T4fXx8qLr2H11z9pms/ge3feSNErpYySjDyy9tPxm47zBZEHxsDCo95+E51bWJ2O7gmeHsj4NTaDavNbzIHm/UpYihlv6OSbV8WaB74YjZGvE+V9Hm/t2tqidNO80xvw6j/nt4Fu6Ril03YZlF5D+pMC+j+X2rPJB7qdSgfjWRY9WV/KnxkjP0++luOkYHsH3jLg6zWkJMQeS6SgL3dboSIt34ZZZhCb+6fb4+Yanc6/fjoJZ0Y+iYmUXvETxGXqGkfZHTW5MVws2sGKwd1VrTc76w/KR4W4QDg041vqoQIRvbK+hzdr0TICiYqI5r7cJuXflCyhbAl8O1GmtbCS1GwELLb9lah+R9ZYXk9JrWoIwRTQY/OyITN9M7XHsDU/euWkGefs9IRSg0DZFaM3sYI3kGwfToITNTJ/ww5Wt773rRIe/mNhRHNnEOxEOenlqNMdaVxoq7wcK3UiQ03yv23ThAELM2GP6cglnvSvdRLk+c5vYEscOhWyYunBIFsytY1k3O3dpb+Um7ObDE+A7Es6F4fNXQ4JAKGelwYbl9rX2zFAOCGmyDSiwXPy1HC8g97LBYwouMmAHGIlREAs69Tzny8qtv086vaJgPPz1LQFmGe0WsaATSuqeYc5Ajhr/PkMHRE1tBreo4DAs6R5oCQ2GPuXgDKLoeIlkWY5uRNdSCm0A5uQKeatMHR2UdEJ3g5InAqHIu+MM/MiYHUov8ZoVFmfudCTC97UiEjGy2Im5c+0u1zVdgyQQSY0ocdrQVmUCO5vUSH0XcpKLt83nQnck3FhgLAlL1PD+A1M4TDfX6nMmIMNoKbBoKfCt0PoPRZ8pYxqpjSTTCnnjCA/joyqpvk+WglhkxaEOBvpXTobWSedGYJFTzi5mUjGBKnotdALECqPdVUd0Kitdinsxudyc6K0TtL0pH1jZbxAD5sf5u5+V84+7nt7nqdYLLe4gFxuoIBcSgnrFq3jE6t4KGzdaP0fEk3nbYDSBse3bCHRyT6c+20Nyr/GNE850gfAboZ/+3zMIqhlxeTqnLOjt6MPTKWtXbRIPyR70xdwxyN0mnfcPlm5s+XPMf2UTe2vTEF4aCop4b0ufy/8yacFSAoJDH7a42w1e5OGc99qwa5dO1aztUjxIBgIuECVkwLshTN0bzCWW6/mBgZq3XftfkGOSkhxklZpSEBsF8vP5hQog28fyuy6SGhBLJPZHcTRK+Yinle2QV6uiUu15HGGZN2eetMHVr69j3siKc3yiTfdwTrZsdD1bJmFtnj8mj01Tp/yw9jLf72mcdbAtrQ+ql//3katq7UD2mPnN0XvJr7f/sTifNDcVVIsEyWep3yGzs4ZKL3bLM/rzCMorcWnurYWV6kmazrV/588ERb/aH99hHKgg/LiiOk6oKCeSYk6QZXauKdGURELQrT72UNdRAtuJZSCjmTtMFpitgdKDaPq4CTqp0SrgpP/RyVIW6A35Nqpw4NDlvUHaP7vTWuDddPIn6tT/yIH98RhiG9dwMTbbJRWgP6UhWU1PgoCHo5g5Veg3th40DLHzb4GATopIco0+XZAwC0ENbzE8J0jS1sQSCtgEcn8y0u1PWGjsB6M/IQ1fLWrQBWNgzrGwDKaN7pL8H+i9ShGUqV0xleYqoMnq6QLalQDuWx0JyfFXBJIVhSfj+iMOwb8CPO/hQvPsc/ChiA6My5ATQ3b3yf0uBLn0qj1CwNBHrcMmbRuNJE6/gTLoRvMoHYFxS76evHF5iXLx+txOrFbNiXBt+zjzbGKB+iA6ipSVyTxQ92uRc2xKy89fq/QYVOIpBfcKraSV4R0r1l5d+1+zdNuzJWavAI8lBjYpCHqc/G6XdhFFXkjX5Yj9tbNi0YMjbG2Anee1Z/6REdrL3us/oufWzHWn6mIdXUUGOSGR7ATappb3MvdO5EA5yRj3W/BaR82RSeMh3bVEWErrkUXHtemi1eW+4eiOJcjqv97F097J11+f71ZxPKmP8BaezYRzqr4DUhOTfb5NV/nSScxLe+6vOwwLpt6TrW0cCafj9nv+3dl/5rtSA0SuCQV/N+41jM9BNIWc+fWcS+r7XCqmRCVkiyeGKheDVKP/Ut5tCOlPEDd15GPDJtOo/VXeWUcm863K5m5sRjrhbJHIJnxtpPCS09zt0p63u3A7FBQqBiM51TX43LnzBc+JG7mV+2XYI9NLwj8DDlwcNn4t88UZ0I/bR2UcSk5V7PRCYV66xOyC804o6InaNXl5DNCd8OwLHn1zwbNJopoKN0n//+Z4z9j1M/bI0juVZsBO//6L0oKOusj+pRlA3+xK5JT2X7iDgeADDn0KlVbU8X7n/L6U/uXd3L7cmNnmqrbjHe4fjNvjm8LOHd4YBXPTX+U/sn6P1+buotcVd3UwdfdR1NlobxoejLKgB+v/6hwuirf1FpSOjdTdj/speHSKhjrmoXHqYP8h6d9bwcNIdnIT5RwKR5poVB+Mcf+1ZY8uBMGqc79LSvGLZUvQCGAtrz2ERT1PKy0ptiYEBFLi0pJ14ZQ6SlRChWt0zgibx8lgmg9VLbPL32m0IPGnRvHyS9S3+hQQObW4BPb27KTE5etDcnXTmNI21eeszL4htyukt6mOHcSHl6laRPXSU0nnnOQylEpCoEblhrhBGYSo0YJHQiR7rPk8gmrTnrAiImf2Ol+ctHrXyL+paVK1cV/FUacghKZnIji4S+/2hThOU9P6UV30mqSS6QRbE3ThEVARbUvg+zjFH9jP3si123t5xFJOKF5UA+f78VFYrTygJRcFkEyJ47DAYdSLRm/doLiCnv0hXy6nI8DsxHvPMHmOY2iWmQxTBswZLCwUdW+oYeeMMrE8/gsWGk6jL5jlZPmPpDGBjlBcXIWJ8AJykIUuzP0qdBpubp0GJ0piFxgTh59f3/3e3zgLMQxMOyjHZcjkvDWvPzoJCvS9U6gBlGMKjrPcDywpqa9/B8njYSrfyylxUgg7LiodYQC0Ow9oKQihN85ktIrKwBx/HdCoDRNxDo6s4ZdajwsIoGKJtbUUpD1oPFK/iNgSIYzkVgkD/ShpOGomaaFii9tSC2IdGK2KeuRkOmlQCqkH6FVyX/kZ68VpyCAj2/2gN7kPVcKbBSg8Tc6ObGwavdD++Lp9Afg/b3wDp7jZqXLoBK+1MwKMnsrogy2ZF3Hvz60S8fS1+Ftlp8o78LCyVO4eRPDMQw1BrVtnuyZGBG23SUbPMQzzOCIpdVvwLB0A0Iz2j7NoeWL+rI7m1uZGqBCWw+zL23Yk38Y3GsQbjNF6w5ldXz6jSA9E8UPnGYXM0D1VWmYeH5o2Y8JgjLt7geOUrZp8GKSTYfTI3CEozgAKTQ/Arqt+jbnN9mSJinHdu1K4KOre46ureY8d6j+gwRf5b4lqtnImn0oca4EuFHKIZcf8KQDqB40ITlnI0PTHcEDdmef/OagjFq8Bp075LVJhfS67t0T+2D6tjjh8EYZBVpjqjUkKqwMvixBqN9p6Yw8xQgu7qQgTYIV9QcBnhM2JSRGPHxeF+N4PuIF1S1BQ3qxnsHQYT3ohbLBKYjIGyazWRefYBjG/QhWvDEUiAiNsJoyQfk+J2Nl8bfeXDXZ6fhM2nUbmKZsPylfobQNpBdWSJ31WwJiXcw9DQCqg0S7aCBA2ZDv6XXYD/mXlVDRPiogGdxRdhp1Yl/28j7wL8gv1QhFMKlUxO1BX7aqQkJUgUW2CUZeBGram3a1Z2KQleQke9kOfzHW5uqEZvrXhoD3rHa3i1x+EG30z7bhkIOjchb2vRZFCNvkqKAn8PmMOTkWhDqZPyTbSVb8eJeyaBZrEifmBUr7eikI/tmEAbll0Tau8TLq/c3g5wK7Ud/6l5WwjbHtLJKeaz+s7rxf4Bt/Iaem3h9MA+YFfuWxUIAOkR0LEMn3uHWsRYopGCgzct1ZWDiS3rk2EWTb+J6V6ykIGa65GCRB8oi7+uGHaDk8i5GDDqRZ67amuIU0As57rtnT5vBM4fyZ8bJTw1OnBj3ualh9JLxz39P52P/LIn9WMPBLnenOSL1r49ldF7WRGg2H45/fIh3bcDj4d2y30IGHyJJxjWqgCOrlW1w5V0DEvecS1GE0G3nr+3JEPwgyNbyNMYLYhEOJdfbnhNYeTq/W+8XnrXyE2AYPSUVTu5Kj9aUectryPWQ08mQQlhdlbuAqVe/e2W2KjDVf/DUdKjYfHPrWh8Nb6VpG1rAv7MY618cdHhdCZZHxI01DKzNxLO65Dx5BeNlTGrV3Cy5Xtm/GizO/7Hf5fW60+o9re1qsjvmsCtLfX3ib8y37WlUUd4XAtbMinHoLjXBeEEw3VB5GiIrDedy+yMSrcLba89o9MUYeZH2Wtxpa5mpQf7jm9cZLuWH7LfEhT0yr1u64se7ApuDu8a+wB6xL7gSX9R3pTqRDbUBFq5BycfOEi3GoTjUMXdrjAU8fzheptMNr8I6ewdaGflFwcLugeXPqov7+vy1d5cg5grFUTsYDsIJoaPgHfXelBkc4TAkZRiP0H8Mg9ROkSZFol0FL+qUOlTU1oIDU7dc+xAzJMJLA+OhGSZQiOcj4H36gt6mKqwD1Qba44VnesYnFlyOo2zCyqQ+RWJvM8/7XFSkwMLcpdLsPZttnsGOoOL4TKhT+UYo2RXhQF+gebFdoRhh+Qn5vxGO9LdElR8dMecGYD93o3XLA8CWK51GEn/9IpXTR07PxWDT+JQi92AOBQH2H6FDnc6jE6MorpFF2rJiY/1vNqsSjVHgMCg5CBwaqUZL413R2qx5hkTAAo1DrMxM6GRi9fVgl/OFuVviIH5/MDQ17OAVkjB1D2xSIFv8CSebRIesba3FRNyiAo+NKhJTFHbDyQaMzk77s6uZnEG/EY1zk/H3EYSIPvhbOZTiHsimTgrKCkblLQYgPTjQtJlsCAD6NJt3QnyPryQyZQkqzcOg4R1vV+MgXn1o6/nIR3AA6nQSmWSevLXLFmuKWrJprOV/Q+tG7uimpWwmyealiI7bXN4TUp/V7bmLjVRXX0EM5kFb6XPGZjKHUfxZdJGItGFD+2oeSbO5FZQsAA9sRq4aeGBaSCFIIYM1ISYRd2QynWCsX8j+8/S1Y/gnRsNtUFFw434o0tS4czZ++/qsZw8IV88Yv6sBLzfQM70ouDUV0RMFhTNYbnRh4tlCNVw3tm5jTpZz+5FdADz9peQkEqeoncK3UM6zzNncKP05LBML+R8QIo95MG+xqwlseFr/nSVG0pgwW1ZY3GMMtvklEX20/viLL9oepEUxFGLZvWUvrtm7J2rXTUalYx9O3uJF6oGT552Xm94htwfCeUu1KWMzZfyb6xMU2/+BIR7aw4tV4y4uAGrqY/fe8VM7RzCIPYXmB0at5iQrXREgIWPDLwvjoAvqPSPQjnSTg6gKTkgc5um16wev3jq9zbduhaRtstq340SyyywMjE69d7B1E+eC8wE4XsbnH6SIr6f09YCgt1X7+5/d118kX/9l5ayrbaiyGcyjbbm8dO3h5dWzw5p+MP4tMHdsXrN3tFFtqFnXOaSKOZZgdJ5DSsT/He0Lj2uKoi/n+R87IIjcg2sfokaGTT31C+h2eNCTpfkfYPfp6ZPJ2E98dnjgRMMtlccdw3gDNo3Lit23vLr+u8OF9WcPOyeVhVpCHcsTS3uUI7+G53k2mlrjc1+Asfp/pLokT9uNTYAIhpEdvX458PaJjLEhDytwokHe5icJPfg1LQeWNTL/xCIxLSsK7rtcW+66ogXw8ouuD44aa0sRS2h1r6zq1N1bUNnTVQl5RnI4CUpAr3Y08jZe2HmQ1wXvaY3998RUbfdeklOAF+dyyPML1uORI8PaohfaMja5Fgot243zQ8FJH+jhBAdmfuRodvUq8/tFc0TFlH26eej3KMQJntvwkS39F57Ky/8uHdxHN7v23STAZ5QlMHETrQ6GEipn7Ou4UWzYfND9+wXylnbdIt28Ji6hI1dBpZv7ay9npM+5KVBwmGrIfyRfWyShgIgKS77xmrM/vdAGaCfNXub6/hOpLRIR5+kp3n8Ms72P7a8cu7y65IDxaPNQ0/VzSZRB7/38xfg/tqt0ORgv0R96/gUzB2rDNudHQxzH1c9K0Nngpmv/mloLW/NZlcZdAf5e4HXz0WPeycGJAE510J7Xmrj4wmOwd73AlVzauPVdGkQUTiLVfrrCl5myPLzdMBgcP2fOpQuhASxgvYRvop5+RDLm9/nICuJ70mD6B/SxE4V0BHYEXqhYvVrwPRJlNUgPWkvVc032vXxk3Dv8/yg687Ak0zWMfyyCmOKGBYVGQqK2jAsWKBRYKrjgbmbWmDop5jSILYpTw2JmRASoZUaEua9paelMzoFygSaX3GrKGlJyyWxTa6Zm5hzPf991vf997/Pc9/17r3eJUawO0id3ko3Llc/Wulxw3n2A6xfTfFcFDli1uZ5FnpFOquOFquy9tyPKEYxFmyC+yJTsVQ9JPbbcQKAUiuiO2bFHciwcbgIm9dIWbU0BFrs0Vca4z0NAluq8tlsulmHteBTH12+hoXwBc31CGhme1ddleb5jarn6pg2MzfO1SA8NfCZftf5eGdNKN1lGh0OUbgD0Q8yGnltaCMr8uQzAONWgMvscZ5+E4/5tM/dHY237Xc3Oav92A8tZ0BlS50EDWWNmkSW1OOKB9P0qgWw/YuVGkDMpXyJr4w/CsVOPJaECBlX4VP2VvU2alK1exuxYAmwvkmd/Cj7iOV58ESKNziUqPcOQUwMr49HmpsgWWVZfxnGQFn5jjp6v7aNb4aDYZY1QlaYIKVLlRYDl1uNCsYisQfJ+co/w4voOQ/0IAtck7xH4+Gmskm+RBU8n63dWrRnFOCE9ddUtBOHTSjwRZ7Tg4H4KBvzNe61RaUUSxMyLInXua47grsmGG2DJwENUwwIG5PFSRTkgDwNcEAY8dQhboMVAs6PqPR3rKm2YuOxnqP3AQ+NR05B5r9k6c8pAwDdQgYcVDs3zHsgKM8CLouTe4rBUzASlhotGOCI+16FUKQ5oaFGv244j3ZLtGE+czM1TKD1WW6KnmkY+Sz9fv0cABNl9VZtW67fIrtbT+qjYfzgnlLl/u47Cb+BxWMlxBMYUDfPw4Ib5oV+H0+osQ43CIgk69ZAabLIP4/Ky2Eb5OXmOFlYs5XLuZin6/dA4cZn/WgZEGIYZAFHLcgnGZDk3B7284uexIlnujhIMEaeeLut+SyZltdnlOta24Nx5rOkyOlXkHRyvkIf//2wK8mS6jSsel7aj3fnXlwXUT9WyHBeBBiuN6P1ml4T7FKVCUvrxNjGWi2E422H5+Myu6rB8SJbWoW5G0EGQWn540ZIZ4jI0AfaLnSmdAoz8x9Sp4ycirjDbt1Z/qANx85yW/UP+qpS3Zi/1M7gmEWLGIQIi50eit96vSwj73Zs//pfIIUqrGP3UwHv+r9ED2oJVjR9Q855oDY5h35ZAAvVwtKFnO4rH/typPJZekWYWgjVZfq5mNVbY7WawZuFNhyYApdcUgJWcS3+9c+1YgO3xA75XWnqHkJyCf5P/9gCW6/OnqEOw8OaMzoj91+/vD2avUloFTJMzCwhfyzKkM6PHqty1YBDljdkmwqZz0363Q2zyVMNYU2rRG85v6+4E4L5KWn4+9ttNQQ2Ua15Bd0eWEqsAy6J5XV0zzsOmkfIuYrnHE0lGa/VVgU5J+pl2D7n3QBjwEeE42zJQ4NEPtuP67Qmr+Plk8xM5Jkbkkfv34dK23xIs1fCPzReY7vhAAIxkvNsbwiv5Wa0DWVnYsIzY0deMqa7okcJtNvJsuXd/4i7JYsbcth/WlLuDc8g1F/jJpkU2nOiDKP6GodM2/n5r2i5PvYlVqOs/NJGWSyYv7IvmK2iFH0E1linqf+Yk1nzuUnNlkp+mxxGkUXq4+Z7MyHddv9WbNZQXVfRU1lWLzk/NYuaf9f3HrU/YF5xh9Bjk26y7/JaDmBoWMOeDaHWXz0kl4ffOt6WUwVw8fIdYzsWidIgEoCOqqBbA0nUhzI0LqhzEWkQ/GQEgqmmpuvgoZoFBmRsWWPKjjKDlygOIzxrh/C4M9P5meMK0z1dmc8LL1IhnMUoaublqgIB2GHztfv11IBXBsMxI6BihuiQVDeJXm7A2QbvmQo/GL3zsvvjGbGdU7K3R5shAeolopmPQAeXlc1+gBXyn2jOK2nUlwQUpcjq+bllD1oZy3fsfWWRrHYH60o2CXkR9gpCahblZu92214xu2Bz6m3MJXuNzyGNI4CAgFkkyq64Kk/fJqpV8MWbNH2j0VFHcapdji2AlyDQljAy8TwFEvuJ9azOnHbI2J3UHATIEqbJXAbrj7MMzD1rv9iaDIqnMSXn866bagrBtn0NiOAoXqRMLsM549c3bJC90VACvMZAxv9flWfs5VLCF5THs2sMOeAymXsRFrBKdtHJVqOzvFOkmm7tnmczBAHh1OkLAxDuNSmwuXKE4tkadFwKYz449fsIYDTd+W26fA7b19hvXQXRDTyAQAPAnSx9BDHqX/J6ULVPf8cz1gwn+ZKjlT8HthFDE82c1wxp3+nSdhwMTmqZ4IWIQFvsORspYK1Hefih1jLDJLkks0wxLU2eg0V5ayIAbWk6n5k0KwIFTg98OKwxYMKvC0XMgbJNVhTRiw2UDZUmjGEH/25YiQYM9mJOCdaM2wN8cwXFSDWGZokmrIkHOrsTYqXYXJg5wNSKXbP9oAtaxcMvEdqgda2HW1cRjA9MqtKXq2PwudCn0J7VrBN++L4Mvp5OBiNykrOES3QYYA4e02gA1pY5eYSPh86yWqWn99amWoazH8gBvzNscmpUb1PLTAjNbzuprB6d7qj7o3wWSIfIAC8Z8iDyL/TKJMOSpUK1NBHIM8KYNf4WDS+7dvyNnzro+V1sHI6BCWdiGUBNEPEe3JphBRN5PK3Cp8pzPleuKAVgQn+seCOBkneXpGzRFgpylCupUEzkpb4TZt+J+gFOpphYHplQal9CDCR4Mo3hJAxJAoMkK/w+y6mKTDZMQAWCd0kEd91PUO923YT/0k2/D24EZwak2bez8nOQ4+2QdnB2O6lzHpVSuAXO9JRw4Radxuoz6yMuhOM7+WtExAfamQ1Ui1ynsh5B3dEGqDUIjyl0I5HrkRcQnybjpmDXUKWqEOR56ivTGztzR3Vv+U1XEWXN9v4unvtIA6SKnyjr6N1l6Su1fFFsXKxmUXjfGSsC9kODAoPGHQebQFeIo06gRujprOGoY5DT1a3roofZCd9QdIjb2Mssw695+bvW5nVuDDkb9psxtVM/sp0lukXUu5UhvA2FtyBm/99ZOpbX3pR/N+9qjdoe9/p5Ttd0BV/TM4SYMtEqqkF3dZM1MXdQRi3qtjm7OV+Ggau1o10PT26wT9XFzN2GIqbnYj/SBTUF78qvGmTiT6dAtFtnh+hjmDR6JoGX8W5R6Kbueqcvuw45Z2qvG+p2zfqj3f1Mp0AqfXnnGcKy6I2IVUtATXrT54D90x387u59N1zq1j96v6/4UeTsFAiiZ2LG8C7ZzrdsM75Kin8CwcVZdBcnbzySJdiOONKIFfY5mP7goOA4a6b3KFoIKuXNtz7Xen2OO3LM75M6Xwf8LHGj95ldcn/vNfYG6C4EHdU6an85vYokogzY6rG/xrFhgAofPxWd6vKgYb3r+gvbqfvDMxlJleFfcLPJN9vDt88O37CeOeGv/ngVMkGGVt8zXAjQb5EA/wmm0Ogv8aHyPWNj3NLE8ab8WZiUIGu98/k3pVebm7qyBTYfDjtu2aAlYk3Q8LIN0Yf/Q9JYUJzbTseEgm9mcco/XdnF3KyEN//TngyMv7n55PeybHIxwwOGx0xWRPUxyo8J/yanixa23ZxcRTTY5gw6Bcx6ggZPz8UcKFfE2vsOmtT8QTPzogiCHcfUZP6z1HVTlojQFJSYM5fjQHb9EBJ6s1Q2SnDphAvtWTOXsfdpcbh96+sqodRNkW19CpGFSzkuHlx1KOduHSppWFnNBmoOypbV+79OdBYDn6JDvMHaINeAK4noOC1URCGepOBRCgkiCI3huIkY/HHWSQ9Hsh1H+6qXtdO8bvVfa8puyUiV5nHVxx2Rd4v1fEXCCPJv1hpQzc56UGqLfGhmzyW0C0RvedCi97Lv+UaWtXSWkIO3dUnPDpC2iJiHYmfvIIFbosP8FIjaV+rb+clv2TdnGSHktl/W5ZvVEZvR3W46g1hBczCMF8F2y5eIzKatxqdKksfmzqIpayxpi0WgsQMdAdibU1hxM5G6Ob6GQJ0sQmGQGsZkjSFWSBxn+W6dxKovvLVv2YwLXQI/58Mdnkgv1lmdG0xzUAAB4i6PB3iV67VzE2IOz5YS4Wxvcy+N58Lr69SntLKrB2QDBY7Oj6SeUIMO7cJy9CEl7vS79ZvHtlN82ayyv9VZERfqrwH5jnxhS8MnF2EMBT1mDjmakdx2dgVlikfdCqFTOfimeD91YVEteIl2PwYmQebGVIQFtiuDThLTWmpdBD5HM5YWYGPkJpLgqniUXVdqEuQj2BhvEAmuee+OH3KyCKGTeCYfv/qREAUvLtfGiSuxQ/qPoJAq5h+Hs9V2Bh/sIAKNPXrnr+/Jnp7Hrya0RqbJw0hsTlx9TQBiIUfutTQEakUjrxOgOCxAeWH7t1khBE6TLNch9N4jjCgHVXvwH6qLJEgBzeW7mGAMcNVmZMjKuMFBTUDrzIGo006g8VVyJ7JV/pOBJQ92DbNcBQLtjyXZIXBbBC3+Qo4HOkAmTl+RkYhmImi3/KTjKugoHmNdYKj2yg39hzuC+jNxEGXl+kVnV7krkPulYyZ2tIINuqbbC/W8Pw7uyofx8EJ3Aj9mefLE68z0qWsDs37NJPDTlMITeZbLVrb966HlCMUHGWpjzL1lad5YOETE0kMePuyhFHN36BA7Uxu94w8YGYJDUMK8Oygg1Tqs6yAaw0DwQ/isnJ4nNJFVaGv89ekYmEgBsCnU4pRN1eWMLPCFSHhgeDMD8RkRKxBu3TlpBAIUJoVBov0RA2N4iN4GAbRYigBOLgvUCK41YdnLW1oZIuPDg0q8cLpzdJuXCmC4CG8gvGnCxESser0hmOS39EgSNbrE7AgUNObVlPfkwxxL+AqhAbAAZhgOyRqPAq7CWUXaQowMBrv9wnsAB70HnYqEM/jJS+TukaSubATsHdhpgYmZQw0ERoB1L9vMvLqGn6hYCCkhp0KMuCpk1fseSXRAtPRF7VANYKgPZeRHrsDwrR1YfasVdmX1dYEclc44dWQAolqtBsqU3Hxlw4bh86BMgp/l9Gd3Hy1K7R4DQWOR0RcQJG2vUhqawEJwdVc4gArKSg4X/f8y6QNOWnAxM+SRH0DGvTx4mdo6Fp7hwqfdYOPs+khakH+CkQfUsQvZwaQWRjH4Xd9u76BfS0jB0Fp1G9BmVAtbPVzpM/zsz7uU+MmP85w6dLd5jIJBep9ygmm75z1z8jJrReJFIhhftK3vyUIBEUAY2oaRK/qHmb/ydpuhTtHQzeQEcPq5iQGS02R0zilB4+8RwwKu2m0mfJrL+ika/A8Wr3PR92WEQ1QyJF4BYlfWsdShlxJEDAqw6+34ctuMxqJMCROKM9NFBGbAMKWIM5KImFsevifaItZrQHwhTmqoBvyg7ODS6EESHHhKWJewq4ADkgyNP77TVOB2uw5WQ8S86n3vkd8DFRcN3MgvXbNYC8Yv/+thN2NOC7lmf21u8FUjK/ewwuglM23Th/dHKfudtgNYxx+fxCnodb8b6//h4u/jnzW7ofkpubfGipDjvMUXz0QPm3m50isjMjuvAwzSdGKlibs+aum9SfFik5UF+2rf31N6yw0005HFaIIJciVe7RsusIeMXeht3cRnAsSrj8Qo0LZthivCA44VMel9iRCekaFdU8rZAt3uXJYljdmTLZRLSDNLkqoHccZwFIC+KIJh+YEoCmFM+XS9OW6n6LoDICBnN7kEdq8bR0rHYIRCpY0oCI04FegaRumZt18kY1cYFguVM045QhX9zUAIIe0N6dPTXIbQHtFvX6RiYe2Pbh6AzA6UXv7QXblnlaulr/PL45uvj9/IQOOoZ6NrptiZS4lzRk+cHRwju6pyq4+rTxPLJorAZcDcvl3qsfuL0Ad6myg9I+e0v+ecQ61Lmn8GHW5zwQ5bjrSf2+KcHJdowHH0jgMHQSZUW6dmP01LX3yvopSHc6WhaAIWHZJmWnYolxz0Ip0iVqUVDyI7a7wg0xDmzfcrcL7G3nLm77LT8rBiBHk1xXIzCdQtDktZnFDSnnwNaoXKAKp5nI0qIgGBngtJ4Lyl+SEl/deZGFQNbZR7lZe2YcWyLc9sjMCiC9W4hotBBq8XJsvaUmlRI6wSZFwXdm1FcZn82vhvoRdJqzbVC2XJmOd7dM+yJdlH7Lsh7Y3dz7M3sskO9plTbPR0my5nOHu8HVvpe12lklBiAU68Fn9YOhibfINGVgGltoz7EQzclyxursxuTSOlERdjmbpNwIfpnJJdC09fujz+2/nzCiY3lGrGcP5wqu/slWcS2InnipEffxYT4t0Ic2T8F+/NyJwU5Gqn0WgJwBPZG+kiWS6kiwhRn9YNTdJIrvHYKlZoKMcDbcYQlMqoTdBayY8ncU5XSOl1sA8ut1Gudqs9rZOYayIUDbcsU3InqfIPpaAUUCw7vAs7Z2jWCtDM7lk+ak5O89+aS8eV1TTOu/sqTXfUJnZwy+UMv1s7TwTMDFC1m2SEURf6O+iXmkb7SsQ8a931824PHq8vFYI+TAYd+RpEHwo6GnzmHxyyI9448Q+xIRR8cr/ea7R57qPWy2g5gp6riL672J/fyJyvw1DR1yfXU+Ixfp+5A1Ms7tEGOvlmxDxyIVNuoihJsGQ2ES5fIGYNNPhU4u9wGJqTWxPPiPJTQceKQ0u+dZWRy1X7tDLoBhi+SJiuiiWQ9KjFu0wwRjkHlG9OGm9qC6Ru4JzlqOkEsDBiKvyHPJaJG1PedG0lQsHnt72hL0FJ9mCdJ/95Tr5HDUdOBEEK0pyBbsnW1o9Ljp6tu0Oa3o0Pe55/PPfcWq4aeFIgHf+q9Jqd/qjbK2VksAYjw0bXDmkamDtsFUv4LzEdBpLZlicbFfsDxLwqpagCOApvrwEWOwkmhOHUKm9IUpEQrRmhu/3j5RWfJrEmWsVnjKgs5OyBAalsUnAuVbHZOdNR8IvECrQlLpHMX0QOe4RHh+Go3y/1SmBeiL+MCASuraN/5a/a4XOpBmILlmz+5tf5nK6H4aeWV00Sc5YnaJhazN1vktnh1Fo6T9Lw9dv+llws8K+kni2STanREgABk/FG3iRP9Gbc9laN3jtx/CBn6sif2CL3QiYk79prWUHT2HpMClR1uaON9Kly4nwIcd76++6asDXEeWxuLk/ElM/FY9U/ucz5HYc+UJ+wNg+DOYbDIb2xXMnqAMiOcZ2qNn3vc8NAUFGA+G9QU2+3docMNG0XhCRG/FqeJFfRuCJFYV5MiB96VcdAU1Bup8MUVm1JT0Xwwk4i/kAEDGSBgEY/171EByLCs+edlL6DBGoUi19fW689Dtsy9O1cCWNrvt7q4+t0WLTXtRec579vG7YBk9jpvr7U/c9AxYLd8Y/bQjxucm+bOFxeJAq1hv7TfU0EOZL88e5HGYBkiPE5VZh0okFqIAhEOfWcTEl9cvXhaEBThzhjxsbBZwbkS6wwTe/r2xmjVWskpPHk+Km38ynZPNaXh7GYD1SY8dERHwcyF4ZWeL4qdnjR3dCE51ju6GFV9FEeaG11bAW9KZ44IpSeui0UcyiDJ0nvAL4IHmroRjMxxlrfA4WVhkG08FjaLjV2uHMRF+I3Z+WEf/YGunO+H3CABb4ae9OZUq8oSU7OfCiAGwwoOlh1oO/q5ZtQf0r8VmcUSSqeLka4d8d6DwYlSfjSPMReiXgKcwoP9higVTitfxRIkmx+1dL3U/LWFB46H9I7PepYbfSRTwII73O1zrmNfEUJufFsVsivowp9q0teTS8zui3KVIvHH83d4pw1YcFjelsdnDv7qvTrCyZ/Fo0zevd/9JZOfev/wETNJp2PhXOya7y0o/yxMWz3pzYr+DXnPomVDQQ5VUq/vfyAKSnl67cje+HJCkQHWtMDd3UGwn+sbr8rfZNXEOP3pYqSaUq1MAT6I997hPXLBgChQ5OikpRjH842OEVlTj/VAFYtg+lLdd5pCL6XnSoctxIncTJYfIqqtCfZxNkC5wPjJwe6QAv1IwMLGJFaA78uqm+X+Sk1RRHD+zAnyLM09evR7WziR2Eq18OhOtQF2XoXa/BLo/VQN4PKO+eyx37PWu9eapnPwOq219AAWwhLxK6lyNiP0IgUruXivG7a51d1btmypULL37Az+j7hloY8krUSKd1SXlQi7H+b9KFT/upwQD8ITvsTd7yuh4L7G5m6Acj0yRg1cz8p2dwacmuYA2YSsgN1ZS93BNsej6z/SV2GR1u2HMZ+9szz/gpqib/rG5V/M2CPPfhIb1/YknFAU+/Dsq9T4wfB7crEsKxq9Dut00u3CKuGDInVNSzlp9QZ8DTVKXKRDfQrTgHcU9+erA6KSWy7D31cBM5TJ853QqCQ5fdZ3pHMLMk6Hm4FVPvmFBYdpoEXSlBfXVNzcpUoXJmxENS21YUFTnpYlpsCvacp5DCCb/ojE81K1Tt32HdOrdoCMebGAOSCNUehTkkEE9b2qhvN+a5mYHEtmTctGbgUFOxbfLDDOKObiIA2mgl4/i/7q89G7v3MojDtAy2i8vQ9dAl1U+8UJIgKZM7SMUEuzXlguuTxY91s2crdBB1W8uHKLPHigvdXneouL16pj9WGZvxPA1jeaopT25wIi2HQDeqlu7L1HEKwsUgCUz4/LwSzyYGt9l2HjCw8Wdm3sM1GMDVB7xwbAizi6e2qPHW2CHJzUdaYLKmfgUjSTV9c/RHr+GfMLF6EllQ673w7kSDsBIONlBByXbahdTzC+d6t2kTzMn4GVuzMMfY4Be5MqsVjFC81B6cw1fpshXYpVI90qscOKAbN12XoN3csDzq6MOvk2S3IcYRJZZ3jQHd0KA6IHXa6JVeuD07/vgGbPh9yVqYY8rbGpIo426SOnczC6n4zsFcbHRcE4pVOyanW2bPryH5hKDzxgL+JoTsGK07Bl5n+dxfTxk2iBfqYYgcALQRg9rK8BAxRHflQ6NEVkzVd6dgleW+0+aZ1wEUgIeNbr++hgU3/HJNgnikGGXeF2SAH6cl0EUAF9T66tIUcBhJmy+/uutv4ZWicyvfeOFSRlqcMSrph9sRw7DqjvxtWV6i/aeMFAy/3H+Jxv0uHfGbMTlUpz7dSvm+qGq2Lv9HowjXnD6t7M/Uz7Q0bLsmmsGgS5EDx/ZIiVMUUmKg8XHXWO8soq6rHhY7r0DxaLRtrdlTXAsfkVCZt1q1zSaZcbAN1rc9SIknaqHdfLzsWXpWQPUK5/EdlDZJRPVUZZvu07OpxMhonluY55EvDLC7vGRTzg71qT5XFnoR6N/bwyC7Y9bjjTzPqEUCP/QkKkbEo2CsxanA3MVj3ejTYLPH8WD4ce+9R8nNoglqqWmpaSWnu701Rrz+L8HM30P5+/zIRDv6xdyv9R8ACAHl264TFc+fHV6dGLUJDw3dMu9+f3u2vWhftvKrLpGkn4flsCnAgsRpXj66Y1USDH7GjxH+3cCk1LDS6tLMpbWyu2jULGLPYfXh0SmHg3mE68EYxS/8NJA5hZj0lDJ/mPY7YFkQwMR0QVzprLqQ86xZlQyHOamOuES1XzWsg8ayhSLLPaJLCh9/i0nGp7b04kjYhYvWZApnXCAV66HgUpK1+lzqmcDxGqyRVkzVbHrjoQWJT94hIGlchQRXixw4CkYVlb4nHAixuOqhBKyAssf5tkoewMKQ2P4kNCzdA9UOSSwKmtUwOtcMzVSOCZ0cCzPpeK7wAbZEaUd2/G9teAY06ll+T6RVwz96fgjzcKuVuuzt72FN1UGqduhC/+uac5H+FGvkH9sz2zYHjY2EywEtBf+10wcY6ZdZqmg/baQATWu4ZviB26Gd3O2+FwrHjvR9wuJS8oof0HksLNAiU2DJKbNt4+veU36emItGq/E7UHPAyiIFqX+75czPtEyyi9AKuyXYi/cyhDkmGZyc1+eq3Xd4Y0DShUljEHubkUw2TBA2bJHsc/64rQerJjncBOkzYvUdChNnB41y4S82qIuZ4g/vv19pUKl56oCww2fa4mP5Aedcz4pi7VHWJjDSv9PY6oGQy+BuFA7RW6pVpJkY56op/U870ZHJckAqoi6H0ZK4j47FoT1UFLeJRFoNog3HPK+3apV7LnHrPCXppr8u9aXLLwNnRG6RkpZw1kRe1gw3y/RDMBE9etOqw5qMWNQtlRgsDZeTCWG6Cy+zuW+oBmJOJdzOUttpn6FcHt8rk+iIY7/uOui9Xi5W5+X0dC7dypqQLmJz3qNHu4Ansh+PbfSXbkuUg5gqCyyPDPciMBdXBKn9PYmhKxyPdEk02lkr4wXuEJIwj7ExRbN7oIUoDspfp38IseeZ8dmm7J4Aemy4Zm7hBOVFcS15X2mGMXI6eI8Jqq9N8yX52N8hxxsL29ke1hzW/fmIwNfqIzTBfbBYVGtWVWqMOHBeZAimos8Yo12mhZFGzjp0qNLUx6wevQLTe4DAmQ5k6aGAoh4fwDRTcPlDnVnij5A4IzpVRRtmxveUonjreV30lN9BL82q6qKc86i82yEijEMnE72YyixbfCanCn4Vj+6P6QbcPWoeOJD0cu9iSfV8ZMObXdQ0TLAVrP3tiN7EBAozk2I1S7LcaHoVLNuQBlufahBYN446Ck6xUvV/8lOp8uAP6/f7hqE6J7wBOswUb/+rADMF5I5LkvtQiCIAA/O0IolHW9Lm4++6p1jbLuvEb1gf2Xf0lSUBd7j2eqLDxYqIPW4Z+hEnezYScD4koY+KKluip9H+EfdxjFNOOTHiaXM3TvIjqI5LpvLxLJk6V90qQPMZetbL1SFD3eZCovgNktVPJj0joddp/rUF+/VCSWglhtCjndWW5nDjUNQVrQKoXEHD03LJfzwtGVB3uDgtPhSWkQVIpUNYISBHJYBDkCLGhZJmyF74pUidh5I0Ktdj4IemxaCP4YyI8uBSNgpeQjZ0ZQH0TM9ec3aAChBCBkB+FkOVVwK1mHBqK+rK8rT2oEsEVPy2cZC3EbAjlrMkwzZQEBh8tviz8nTWEcM4iENKoqRnsQ3DLrjhDiRNxNTjW8uMDEV9kyxuC3CQJVGlGijjWZTJBYw9OwDBlnS9AGPYSyo/rn/bi6QjDy7X+B4OkIsLXjYc2wo0hgTRQvXd+HofXvK9mCFTLn+nz0D7c9pBvw47+4KY47eSt6sj4DZyfWR0eDvHCsBWZg7hvXPpwdLJ2CcfrjajpuQV2cL8ilfInwlk4tVgAi1kyLZjPGka6r0memPjJg35t9A0250QV04yACnpnz8n+BtR6MnQkIWit9w0PkhMh3uG5eUXbQYOL6jQhN2Kh0+JGIQP6MNK6n8/kREF5N/9wYB2Rf0473F1qlsk8l0wFZsVp79Od9LTHJHgzotYMHrtXYfMq6zWNC1b/f2Dzs+PdpPwZOTqdMdn2zi/clNUxtbnTSHOpsaOgpG0mYGI9UWoV6y3xjud121ruiywki8y971DJ1fn2uDvW3nJ8VKWOS/n5LnovJf7Bn5zwZ7WCnGv3csQhDzA03CIcs5quXKNPtBDhc3E91QvR40rGK8PXBYxiEYuh93vCFKszMC1FQM0eQ1uV9InL4quJpERDVgU+dIqXAymDWicPi0NATlGm5ZXaZtyIo83i1lQTmG9m3K2DDgpB9bw2m6k2WvnJBEslMTgNf+lAJIUwXy3xHbMQrbKiJvJYZAVJFBjImRRQN+BLukXq0GHhbPNxpGlYD+C7oByFd/zsdNzWfuL0Htzi7btwjzguZNQLdc7x7AZfi0vFfoLDwp5e2nbrZB9l/StBB2fevZZ4h63BOnJQBc6xsbJXdxoMq6ZQP/+kf/aHikeX6opuk4DetmRa9IFwrBj9cmdmChyjEoRFawPOfjIhgcI1V0R8tjftGxzY5PIcF8i2kF64QuGahrwEKnFZXzsA5/ROwqSQ5/lI13EUNYLQDvsOuWq3eh2iR78RzX0diBuiNqq/8CDZIO8AfuUQQS+1cseBwl8rjQ0fYL6x3MfnqM7KMUHDNBR6nnILLmogofYQ+RzCp+FGZeBwQVL4QnQKkLgbe4+XxRzpIcUknpoCsp1elWICdN9qoMlmqssNskcFK60T7MK+EDVG70jDOxbc/GQCLOLNApo5U33kgb2m5ZhoBQwnYQRmF5Vsew0fGaz7+bJPzOgCGVxmHSkkBLQKAGs02J0jXqjRkiPN1HcYvPBEksbffTffspfdyMNxwOLyKnUwAm88P+EU/3L3SUC+u3i9uXrMiaLNuYEsjODvaqwTnQCRBPs5AcJ80cQE/phohfXwQ9OXPkpu2DCi26EsUFZ+FyysKY272d07Eit9kVN7u5N7HCfd88gBScCcqiZagAU6dJ3mi39MEBFFmUOO342i6hleIVwXW7a752x8ieZ76nj0U6mlXTfp7rQhe1/BeyVd697q9rx464UqeK7uKx2ymA19jHnzn+uRsEugOwN5pcRPzDBD2rU/w8BSdKp5kB+7DzK1w2WgmId8oFQVlnIMI2IylBcYBFrXoRckaKUA71SYsf3C6FzE3F9JC+I5pGIwMrrQJzEUt5BdTcMgOlFnh+GZLqXTEHyIHoWkZHNiE6sNCGG4KA6FZeaSfFVjuMqmyYlPp/z8CVt3ka/P7AHPpXWRwJ5qQ5sCRjz14WYhbTUCKSo1YdbHHM5XqWvDZK2jCNX573ZW4/18xSe5LqDcJ2Nn/uHc3HrdjZzR49ga9TNhd4GFU2QXmjaaWEKJadZ/fhaYoVKmSR867k3meYUQyXIIgIEfz1apof5RjJfZfp7bVUJMlPyqFmpo3klXQs8GCBUFXDoSjKmWwnWvp3FNdc5L7PEa/3zzD8YMiCJeGAu4enyzJ7nPMG8nWzqBM5D6S5XGyy2nqR4+Tc4HW0cxuqZJRLkKp8kYEUZdNTksvzP9te8dDWm2Q0NHwmux9vpm488ajjSURdELqlz27amy2BNrUDRI+1165ua3cwc26JGtwV8w0QdwbxO/cxtrxbzs7Ewg64Be3KfvnYP1ABygI3hSTxFr5ZQ8QA/zYZC7XL25uNqs/w9lyu0/7dX11ROWHomuR8RXAx9zlpi3eTjlYo5r52lU5ZLgaktTdDWZi8x4TTwlCn0AtTWWv70BOR9HxmObshAvfvbT4PcorLHS7tzcWHERzNUyYz78LZvRmG+boWNWxngwth6b/Miy1YVu3o3FpUnUbcg2lqsOcRcHMB4P64BI4BE8kgXq96YCWsC28huSowaYuXqtCD2SPIl3Rq9Tef8/aXAayA9luPF+5dxmZIEhfZ6PuK/t9ZP22N5ch8/ELI8J+zhx9R+wt+U73qATQo7mtj0zfHLFuuRHyfknYKCBq/jn8kFRxO8iC2/nX2X+Pzf66Di1seSbs27E8uCfmUZXfxOx7i8910Th+DDPcP+M74+MrKVWZzBrsiZpa3HSpJo0wqvkgHop18aoaGkA4/lWvTUo61nAHp1B9GK+bKZurzI7p6qvT9qE+yASjqdgl1NtsdcmQovCDfiGUSCzzYn3SrGcEFGDThLssZRztKdQj5aniRvPH2E9VqKHcKuyxeqbiyRIJNE/vO9LWZunhChNxELQzpAXNaRexnEy62jULlbHKcR2dfeOXSH/wT6CAtNEo+7KEULArKNAtu4x9RgLodrQBJ/TY4WVyDwZdMU+HIdMHXA1w0jENtO+Oj+FvRtSL1YpgZZWM7Wt5rPn2TWrY95/+g/yWIWJJFRcih4sL7uw4HPFswpUA0xKH73xvG7VRD22ZenrzLUiSfF5HxebF9ch3pf9/9Vw9eTWs+XszLg6mIw1rLKV2GayIAqDuE2k438Z3unUbU1q7M2e6VB9o8anuHrjqbC/SzYA2eRh8tjzhJMrwijYlq2EDiNHHnq5AtJ6l+cWWmPJAkcST55iC2q3dEIEvP0IhqlF9HTt/edbDej6K4G5bDEbmolRt7t1gF4QeTZ6ueLIr9Ti5QSXWz7q9SJDvE4UzQkq38NQIuFA6KTidS6O5685w9Xi80tWcQkhVDJWhTifbaVxBuTurSPRdRwhJkpYKiqVnXzB3lXQGF3lc1BNYeGRgQmYcbjTT4pDIjEeJWGPKDVQ9l67F1Dx86ii558yAguYk1OsVcnMfTkEukHxeI0C6ZcfHub0B7Na4lB99roWmFL1L2IjikolNTv5Tm1nauTDmWm/q7VUKWV70I7RYUZSwKrPxrgAxF1FqYdmqgwvnYx+W7i1+DkPgPvT47zkEUAb5dwipp4ikMXo85A9ZRpFDIWCyHTpRPhBE9HE7BxU8/7P8uhlz9mR6h8MdLzutnRnO0qSsoAUNV9vamBNxS59rclORcNJb59V0OtQo4W0NBIC0pq334o/hh2LU8bhmZo+VYPAbeK2Ps4CH0FVuiBUYPpOy5NuzWdIDTICXvWKjF3BgL8YUqfRv6ybMkSl8a9VBIUavnemy2GZMI7ZTmDonkQqY2vSMcn3SNiaNPNNFi3DFEx1rER2mNKfRDndP5cnza9ZhCnAfPd/RA3Bg3o4uTtZdgP2i+9HpgaH7tNqOQlkgEyIDlusbV4HZDHiLcexhMTwrwntco9ANoEFPy5LT63DrwrHq5WB/cyd1CZ8hWBHTmNKtQOLX8dZDvIA9VKz1vQbm8xbQpwbkGXWgdXhGDU6Hr8qUJqBZEOyhIpVdLqwAT5kPg4oVcbtsZm5k+PMQjrV6CkH1CVzGgoyX2XTqp7o2mKZortijS5X/f7UeCSGixJi+pPTKPsoCvYeImZeEKrOeXsJGpWCTBS2TILLL1V4YjDwfFi3W11hih0Eo4wpZ804ySPWwcGrUF1DZVvDp/9+ecM1DS6urIEhlnD7oR3becGZqPaskxtL0OOxIvr9ARG4+AO6dizlKm2+mG8BgL7ppPPZo0CGH/TcRBQho0hiGHqulNHxsWZmMuJM6qshzb/ebsqFyt4GcXvcKgRdAHeuEE2I55lTQPrwovdB++MbcRy+2xhU/Xmt5xDDjw3s4+R015cWVQ47sVo9osWFOPXa2yZ2gTSrqZc6Gfb/7P79E95rPlxnGI1yhcvp09TdRB3qJZi2sHpwxhdSJ0b5jBlpldKMhzelQ+1m3IGrSsIcOPcsBo5w8fKNUPy3PVUhFvhYw6yOuoOyCAW9m9mO0rqIO4Ll1p6ZhNCmgdUwIdrkGQOjnWKPqe1IBmdIPtmm1EllPJfhGQ68WSy9irfkDBjKxKnHk8umncm3SFMlH44gsS6CU3krdHjl3QPwyV7FXcVYHQS8v3/C9fWhNJQx6oq/pxKm1QKiNHYzS6NL2Xc/VtlQb8wYIkDeWCsqB+3jJeGG5F7LrMs7uIaqW6rwV4xUHghxwQLOZuflbwHMG/Ta3fleNg8aI1uOpcVw04VTsI2bvdQKAZIf51VIqMXjSSgDb7wKQqWkvLrwKGfA9WrkwUnZilQWtl+Mp7nElpMAl/iziksYq0y5gK9M4bMMwDi/Px3RbMCk1M3jnUgoarPJd1F3XAvyhHOxIRyVRIQHYK01AnZTVwC5NSOxtCorXZ3hODJclQQiPBqeC0NcFFpHzTO8Xsj97cGucRNLPlQY86vgnjdkUpt+R4xs5mABEykqsjH9wvJDV29ZXhYUBv9jQcSI3EunH335ChPxymstrXsFgeFMGR+HWbskGyKj/Auhn267eeE6fZeSeg8g82NmB19oS6t1MyzXb367VXozVQ51KMIlLFFzspYBe78GqXaeBEv1y8/GB/O1JOGxSGTcC4c6iue8OlUqxMVdABADkgwxUBCTnC/ZJy1rRf9Fx1jf4Mf7xokBgqc5fpYz5urbgATM3gLyBzazZvJeYpZtbrioUVXrgHa1YbRDVUm1meQEOD6jvqqLMAx8KBzNuUrRTPmhpXTI7eyhi9SbqQWR2kdTG3fkMoPqYt9wwIPgIGuSf1WwG9TIp1aWNsbooFmYQGCmWms2GtwfXJir0EHV6/K8/HBy+kqRY8xAttZW1fQp7EAgfr/79ov6tRzYzprbXy3vALZFjG1iKhfTsNa8s0M4NlzWChaNO19X128Fst20IS083vOwk55UX3d0cLimRg9GpXy1+jBR1F13L2LrJ5q99Ks8+iAbVJ6BgIE7/ZMzjYvWAMi863h0IVoYn2K/C3Po9ML7YEgnoaK9ht48dlFuoO+YTBgfJWgcnG9PnQYhDRmic1/lq1gYmsTov2uoXM9zHsMM/K80BHj/GPR/rMNXu4+Ii/SSwMcemLFebm0NbDdS4czgyXJTTQ/9AKQJs4PwM/9bYZITAU8lz9TSqZGeaEtK9h4yy4t5zeEvmjraRjvjaLJGH94vyJz9qA32PLTVMOzbykCNDw7kWIBxW7TYREDDADidBxAbI02sm/U1sbV9GYIDVohOnek1H3Rki/nuqGQazPoojAIMSVfxRCcrjQfaLopQW4YRd4R/+ecMXv8NMuYhFfwE2VpaATocbWo3XUTJT/0k3pqwAB9uElbkTk1DL+BrHukT0NNmPu446xqETjJYWJStC8A+nUsCyYM4N8it7OmP1ScFSwDdmq6BcZ/jccEQslIUnxmyt9+AyHTNGNl7PV7xnzseYQlNtvBOicFz6xrzp+hAMEbu+6YfVKYRDHRQdkNJRLQcGE1pJAb7SmZp2OkNLPblp98My+7oBt3xleJUfIQ0D6XLxQjhylETMICkVUhap7gQXQT7UcG0mLwHiQdppNHq5EpiRJIPZQM9WEA2hSZFOXxKQUVfQgsmrKhnMiiT+a6hSidh5HgCEE9PFdl4/JYSmKv6KEg4gJgugrddOBc1HCeX03vCE04HmM5IrGGBK/EJut7due0MJ4YRubv9BjNSYpes9fG344B+eSV6gGZ8hoVDcG3AwdomGJfDlO58DoLLBDnwWvCjBLgkr7InoeHXWsX83u/6cf76YWBV95a3RKXtPovHrGMsjXjX+gezu0MuYZTasfrt7lvEucgk9kMFkE6BIhqO77Ljs9gQEwFOcazN0ofHuOQ0Xv/8qCIc45sUkNBS0QpvjsRDZ9Vv75AMcARxIGS8DplTTqj6lr2x04mCH8cv4PfoNaRnNK5sBIWMlB4BKzwoKVRFucAeMyH/bJlJNWP70JYJTJ8rcUwD35/gt13ADw1+FRZnjkOFzKz4pTUpr347py4hWUhbG5SqArPGXM5Zh1W07/wP5w0Wjp7nHm9u79eGGzGebWo4MlesGgc/Ng/eleyJMxhYAed+h29/IWsdtUvQfX7tZk1gBszxplrIlVhJUscGAzZIUr7+Cqd0ycDBaoZ+L+mjel7CY2uRyLChZS4Q44GZB85J8O7hz5S4log49DfmNMr+3//76Vwmp4BqXW4mgDfq5fcP8y6MoJ09JBCxnPgyNlxW/J/cf2yKLMAySXlGwJ93uplS5oueGr2pXGNefQTpGAUvA061kcpVT8RmURuA2sZmMNMMsz7OeSr9A2C8PTiQXy822Y5NVHEBwooKIWn+wH0OZqQIlvVsICUrwteaDdX9GuWqJXd9khC6qhvL9Rkj5suKuXM3SdCniqYzm2teEAjSnYgQzkgQkaFJgg0yHW01ELVUulAGL/wXOOjl9PXkuw/ObQestQoPDzJfE7x0vI//jmSJdBnd9zInKy3VW7MLXQZ0K7lYkPIKVNNzsNpex/VOEb90JSz7iUcOz0zpAxY8N/dFk25cx8p3Z3a67alDjb4by/JI4M6EO3Mp60eefIkfB5fAqWlZHAZEWELWvWwtd/vfoulvTSUmLf0ZxM9tJ574u3hOsxITL63EnGtt/mehDGxbiXl7CAYGeRf27xCFRo+cdIKAr2KU6c4xhTmYWJUlUpX5FjqXkoA0DtMPbGh90uveaG02f+x1h62qXqjdJVUd7WZpOqtT+77qM2OZvQkVwlPAjFw6XpNhKVUXq4gax3NoxvYPkarSjD4YOgz08+5qgNrmmQ2IDlOsKPXP1F5BLmabo334qSGqvr3oggydGPEnfnWK+KlUUbnTTM+ak6mn1cYMtVMColZgBkNHl8h1Twz0rCo2YVilueh7CO9b9mq6dIaP7ycEWJrV18FW+XV8a1H6A04k12UtSQm3ZIKLPusQNA6z1wZWCXC4PPh/27A5UEJ4S+/DPdUL0QuSVnqCIfVl4l7qArrOZQ6Csi0aJtIQgfJL2OkN6qWe0JYn1hua+4ZjcPNMmB1YXsLzGi4SWmSeqO0n3tG5QXnh0rNN/ASIG0+veefegtGUQJ8nYfImQjooAwQnL1XfT5OEHWPVu/O086/VNfguXeehPxuhXJ+yVW4TaqOwQoRSkx1pUfyPyhEP5X6J77nVujLcLoo68Sp7e/bDRmAbIShJyQgTA06xRZHuGW0Ttupt5WXEIqVDlgZcer6pfm/4g5zIAdVL9w4nZ4bv4hw8/BmoHC8qoZWwSeQa89VO8X7dpEDtd9oalR0NqazwitQT1X9Vm0CLVTwnfETYkMfSQL6MBJWxzw4JkvdKcBvMMdUcMsKrlpK0fpNJDIlYE3fCWgwEgxBvBR7LE6q4ut8qzTxBQnt/n2tRdQ8gudx1UVaR4WmpUZf05Eh7pVSeVumIV4xrl1tz157892JYqYk1WKOha3AzGIWN3+9HUxN0MQpGUmxWDBWd9GW8zXlxJ8I1/dWSCtJ+aJt8eJMT2McKmNHVM3UCOj+3X3zGTbV4Z97NkrgMsqN1JTp79H6QzcqDf04JFhA5bQuS5VfoBqw1YLkWTFAaIKD1o8mCGP5KXt1QNVnq/SccerQEJ1VbAj7+TCjbM66fVd61/4HMwVAVbZxTqNLsLefQp+Me6CGmSKuk9R0jHAMKop3W5Y14sIo4/epv0A8eDGrnm4Mc7d4KHkpjLqNle/SM4gAzKHPpr1noqsajoyMytgtPXC1eUe5Ov0WZGKpxLyKypozhcPd4BddWSAl7vDzia1oHRY0/U81I9BzzCgzt+x+j6o7kIA3apuVB9cnfAtch3PRRr3AxqHL2jrZ7ZC6Md3nW5omFk3+rCRohl1nJNBnpbvof2jV/sSTeDwAyDW3Zp2xrpNPabpRxJa9iUsYs8DbULx36qLhqw5isPrmAScO3edWrS1/EuIIKORZ6czZRbn5qUK8PJxkdyvyHCVgTN7bkAsBw5cRRPqjSB2bR0mBthSgBUGm3oVcYbw1c6kuxcbVKNi4Kw7YBFNo8Hg/P9YbC8JZIVgHkLqun27xhgwSp6kd79bgQPvOrYdeP52X9zIgQ5uMd7KjPtdk+92ijUvptPrOpcfyhwgDEDqW2+FMJT3HutVS35FBeoa2qfluQUy0DY2BL9EZNFTeqrBfwGOgDq43f8J2ExYxPrauSTYtvR6cpQ+76EQhv6ck11uI/ldUZ/lArkBti4zxpTP9XvwXilHm3i0CLtnyShsdFfkDvXJg2c5AQRh/YkUw5MLTJZuMWQoaSoFGm0TaqQtVz1TuQd6EGfD9COE2muA9ZNjn+i8rNi1qDsOH9VQwbc9twgAS/VbW+UOdho1pt0+H+C6WRkOnH8ShF7cNeuVUJjalSaOBgZznaz/jYYiMqLSlIMZsC7XPvBlu8BlHUVpqrfA7l09c+KFTvockNa40lHqwZOFQPi0WHZ5Z6NW3N6ALhC4GXF20F2W30NVQVhNtJp73/SN7e1xBJmyM3WPXeus0qwf7fK1Mv2TzreZp2wp8Z1X/v1Pvxpp76x5vLVUe+kqw8PH3o7uT0ZxoTj4k6Ozd/MjzPXpKx6cd2tIkpso3QgTjtyc6pzXyERhn7yG+kRgpL1t/s5fYgdDORzc4/D04mOrcEdeGGcpmPDzXXA1+XG68ECJiGmDgeRZc2xdB7RrUP79m8NH0Bgbef2rH6FVg548FMXE9uyFyyDoOowypFvub1cZG5jVUh0/GhazM0p5X3o0X73gTVWal/beMWB81pVWtde+/fx6hrFXHzwldDfQ8c4fBvGlDRGoq0dhD8ZT048o9Vjluomk2GBbL59xFTyaPP+zd7qpdq/ks3nh+vbKoFw9Hz/Zp6y25SCMS5VXhR3HlUI1VfJtRhdilgaY/eQaaX+E0KNgSWzY4CgBFT8WwXnmoDVmze8SsBGoJfrvSbksFOZ6qBgEatFe+NIVlnHva/KFwWtv0TqMKjxrqQO3VPk4Q3NIWCGzvF12yUvM3IyPHs+pk4+k5L5RwOYAYzt9bHvMIE9BScPWzWzgW8E/NFvOaAL1LjW6z9fftAQ+PCSxnNdh3ND+9PbCJ7HT+6/HZZe1WKP1v79IgTy59qxaGbP6A8psT+YZ87sHL/6aeJql/cfw61/f9Jj0J+qFt8jdIRok//McZ+nM1A3w452yzuuaIBtfaMpYu9NDyT5bfqJrQy9Mfn0Oo/o78pzdC0g7bvoczefEJs9x2/FnkXDXVQ1ctbcRPQrxsO36X2U6IJE6WJ/sPIN777wSRzvP+XUL6O13eB406fa9K2HcwcUb+E3wqv2it4IIJYiynJjTs1mh72t0WuSTsX97Y7dE828tf/I2K8RyHD+8ZdDLcTWxvYjIII4Dl8q3w4wMT7ITeUZ+w0tO45kDVDeMSNsdfD1V1fhfjxOLCrLw5nqDOCa6N1v93x8j0Abaj8JWIPw9oQkAC6VCC/lYaUgw45iF8/zolz0vwWlgV7mU611pUnH8Y+7SMoJOa01JgRzR84YHFfFAyD0jtFJJjbpS1k6JileitScqNzg5Hx/5wWHBDrDQG7QuiUzcPy0ptiLXj2FVOSLkki+OAGzKLxD6zrsy2UDvUHfVh02YD5eoU5pfEo2JLNwWU/i3h+yd/M0Sc7diIxqWXd2Tj16j0kBbPdVrNY/gSiGIpBkDLjYUlwkZrKgi1KuW+Gu8xNFC3RiWbTSIzAMIve1AGu9gg4GjqiMkyqNOjyh0+wXig4qe/KO9YuVy4Oz6yha6HTjliLUXwU0swxd5pYHLQx1h3OVMiBbCcBbGie+4AOQ0xlPwGLHILbbYGVi4Tn3AogamfHnRR88x+RUaox90qzFBIIuYJHXyweYzTEDnJTkTveYOh1cHP3E8g+8G1RW4VBRu+92qJ58BNGX8PDWxB1mrBC62JNwySv14++/X/3hvfhJ2TqCUWBGxZuPxSct95NE4cGmH6KfV15y3pDMpcMh47X7xcps3ZtN/nQGHru24igIDYE3JZ5wuT708GAJBV0/nCQWS2Nr9Mbp+n452/Pdflvq68LGbrEBUzX4m5pJaqQMYqqVLILsn3rFb4Sja8MHOuCa2cNRqdarXJMRk61tuf5MYHD8Tuq38haMfrJqVp/mmJ2vqoPjPr2LXCmbpf6ErnVHConYxVg2CBd3LgYHTaGdBxallnlD9D6sBYg8hUatmI+a7Czw8nxaBF93609+lAgeulSdj6O1so1IYLCJ9Eh9qpi0Ibx2/ekNcDIRv76EUup0TnIovJpjBcvuh5PSnIuoEd68B/TvC9jZOodfal723mNGBZrTNl0beVAaLBR59h/h7BOpAHManD8QUosfI3HuPtuNHhgC9Rze6ovctOp+o5Xsbf5H0Py+Fev4dGPHz59lpTSEEJCWFdu430ZQ6kYPBmXHr41X8Fjo+jt0MLDwoskNXyaZBXvlNB2s2B2efFNJIb2Rja092ofxcSH3he7J4GMvZOW8cfPuNcNKAVftIKkbi6wgPRLlLrBnboeRZOmhVsocQ7UojLz49Ip2Ybz0NHoQ1TW7NHmBv9X8RHSIFGnlkjPVBCi5AZA1VS5cbjpt4H8cvWlU0un///9GUNAMzSWx0FBIXMpxDxQMLBXcxSUza9zKpTIB06ScYTGniIhFy4yIEty1LC2tqQ9WKlou4ZKZNaYkmW2m1kw18/33+9+77ly3Xuc8n4/HOa9zXXSq8L+2lCAej0zYd04FZN21AcDsSP8LUrYLPSJoQ7MdSTVrVRIJXitV/XLgiawKiJAvK2ZvOuO67UcBnt1AgKJGLKDpxytNy4/TehXW+j3oYPn7T287cZgvLf99CbpmrljbC3kq+7vC3vmR9eNS3TRrnDl2Dlx592aZ19umpolXd9Kv6U6s3QQzgeKJuS8etrxdkJc0eiWkq4rMoy9fdlsXUKEPmBAPJ+zNR1hU21ekXRGxO/8pcb1zv+uaGVnbHrlmH7HWkAFsTc45l7paGB0Dzf2jXwpUoCzJpt5iNq5W0WQUQ0WjLOU58zhavhmBkWtQ7DMlfXrL5x0/qkcZx4VhITL+Dat3VCzGUtPUdgzIjzqaoCyfRS3u7HduRyfbgE6ZAqx1t5APpy21rdWFKOte+/aDG7DCu/80bbQ8ovnzs006QKD1OkdI/hw1eUcBzhzTzkI+R2Y9Sv8QNpjyIbbnd5O0Y1Kp0H9017fZgKOjh5xCAOjovqoTeHixzaGY4pnGNsUnL9hKDYETverveKOgJInH6hzE+U6zJRLGgjn6b+6f1yUwjaoIkPaGtTzDTiwlB5s/z2RQ4CFeuVh6G+jpXfyojn00flcST3yJNYbJ/Eg/dp+sF1PvoExThct8GBRcFbT+llOdhDQtAm1IphVP87PKpw1i7w66Bh+fSiMjD6uuICxWpUqgyUcI+qrAnndeUfCS3P5nomqM/e/+kQrqlNBTjZbSNu2EfP3SuOqQkGeLsPZgO2nhJaSVpilx2MbtkFZI/AXEYdy3sSuVesBywiQ0QpRP/0h7zeikFJoruMZQVQQcyJBE5+YE1SI2nHY2NWKYtZulqdLzJ36C5eowhQUMj623a7i2CZY3hnMIiWeEOt3IVu4yBQF63CxfnMSlamb5dRLuKzJktuoi8nY+qTc2ZqQzR9JqCupzqj4M7sAI1uXjATkISUP0df0s8dYc8QG8SfTTquIEMBsAq3AoEzIK+SlU5XGm8ubR9MqqdW+27I2GZF4K262cjmnAEw1/stD04svTHAc/COogztrWFpIq+JyrLVNPwY/Gx7kQvlqNGMXcjkg++/GvqvsVHrhZ3/8VKEN5o0K69lpLFwR4QQwYX3425DuqmNbxBl0EXlDcl/rFHtxQfR1Fj2/hrT1xAk2gL5AhBSu1s7aQxcnTpeyjG7QXH26Rzdod1ZZihLiPC7Ttd5RdOrksYWLzReWDX47B/bUHHavXi3eStAM3DDnv+S/DM9kGp7hQ1LLVLtI1gy4SbmE+HKM6AcatWA/hdz9b3+OXLNKEe0yP4WMaLXDNztXpz9C4d6HJZR+MTKkIyBflxfMpKtNP5FnfzXcgIm50a92X1EW1fVvjhFSwrrauuf6OsVneYoUh5U1o3ELKx2c/TlMryLg82PxA3k7NmrFyydENYdVFBx4kGniFtRqenLVSvJvwPepdhH4UYdELxr/vxqJ0SPBCkJ3YGZPvKaNlSSgLScShPWfui3oxoq1x8R/iM/AL8zv4kk7A3H8pwd2qOFOgb4/fo4rMzgyjYDKu/h7W7DyLXZxpoRhF/9pTPyCTRNG/mbw5OZcYHJLOsg8sZ8sv5jyGxsri6Bqndjxm/5uPJ7tQogCTN62dpHes7zt+qdmLxfh58+erIXXAmavNWU7bQn3rXVUjvMFo6+3iN0ZuO5JTUsBsM6b2+gm9dIfN5U1BjByAoF0hGrlER+cWAgsvBQxgTpDhKCo0YCNhWES3j/7ndMIH361U432SAJ3M/siMFHo1l8Yomff+PC0MBlD2o6UADj8QQAAvULn5IdngbVHpd8q8zPS7jSrfnd8LWRrcLx8J/bj01K6xKGKT+16aEvAiesdu7jk/v8fm0jHT5j6CkLWDUsoluok+8RqhQTCH69GvdrM4sm87jByO9gYTT5Zzj9SDdPRYJzIkXfUWtyG5Cx37lqm9kA8SfEWooGDEleiVPf9VxD6Rbo4NpuKGkkXS2DN3u3GW8v03A5CHQnD2xSqM/Y+Rkhvd7jiNLr0uKAvKI+PeU0LTwsyaTVfLn9VcUuF0wvI/cDMXgiyvsjwXKB4Mz3DSgYB2MG8ojBQaVpTncnlq2zjnb9pXJd7O2fzdUphnVTZmKSTqyBV1QEv2AlV4RDWE/xg2jd0WPs6hUKxJzl8UprGhx2JAJCtF1qRghm151WpNCDM0F+BnvlQWfb0auMjtl9puxMXggB1XPDbB1PPd9N/cS08lehn0g364Zp4S6s+9sJ4qzI92bLhuoFzDG28aND2QcJ2CH3ranjWVkuol+EAQsGg3Oq/5gdbfWBCMHtiWhUk9muDXWWSL6zm6UidPJwe0DtBOWWZ3vKb0FL9z9VPjUFm12obii48shaXD2lksFnvVNzHTL+wJm4JAyY8oPV0cdiwGtpudF4ueBVagzgEW3uLomGFGPYkKiHLe/KM5UGK4HbMxKiSwbQUlB/rsclink643gdQ4o9rTGoKJcpU7SG/tZXEESny7zt29h9+RR+4i5kZvsYXoxnDXWEgkMw7wlwRnan2jdMJ8HLG4OyELi5IhV6w9u5Cy+E0eVCutkYeIakd/eeVYJ3prWDHKdA1vIRJNOKOtK9MkIRk5oIUf9Q9FlDSuWVgElwpG/Jv7ZFNaMMQvlJhj8NMFjORTV42qQvB29IhEy0cxxmisQpmkxiN8FmUZV60tNVAw1r7866q1IB0rbnRayoZui/+zV9MLfPUpK5wkp4VX8L/4aACQmKeVARr8G++VJl4+RZ1+pIepPf+lM1a4Hm03gGw+/qTjuhHEgIwc5dw3RVom/XqoRJEBbad+0fdAfWSIUfHtq3fmUJmsdXZdgDlsILP5FQbcW19ffTuIhBUV19H3ujh+t4boLHIUWcdx0KvtIU5wLyj0LvVucZe6x8VneMSG7RFFJ6UesbVvM9qtAP09nP9IrLYv/yPflgbPJ+YWlH/Q6RJI4XbKxZc1NHCWLeI9tdnoVFCcCO6pberZsY+6NUyF0EP0aHQVK9D/zAPt5SstO6elbeaUH/NrHUOM/JfkyyfMXmK5OAMlcJ3LEt4/2w3EWPGeauU8wbS4ilE3rb+anB/iJoKD5qQZBqAeY4OqLgrozqJWZv4RkJnQV2mgqCIVnRjxvC2AYtcJPA3wt6dOS3dH9mgpOu5WdMqLiQfXeRrfJ9TKiIE0yVFmLAUGWFadjSjrGrK2RX1/SttnegZy03/0grdQAW/Twg6M1h3nt1Ah0zNl959umv/y6pGHLfCJNf7Qo7yvB2EiHHzheMZEFf1r/Ur9xnKuUXFLcf8HzZvSAyft+mKMv3FiDqXr4F75nmFIl75/j46fVqlOPyY9fvfTNHBNX8aqlBhnk9l6MORbXE1bTtom8lDaQnLizS/jn43SC8HDgrnbG8PDKylJowa1rgH/WVtcvDj8hdCfdOJ8jz+dz6kGeRwJXLnR+ByzJUKjAuHQxP1emf+O/0DCvXcFvzB+eCN9V657iOfzjsbPavvMfIoGvMAfunbA2baLaKY60JRl8nh6ejQ6lDHfTVV27cjuCb0X7PDoFg6Iq5zF9+Tc0aQsvuf3fyVSejQn1ab5D8+wruId8LZ2roXACpTPjzER4X1zSs+Wbf+zVd3rS4tI5e2oTQH3QbV1HV26uduOH4rbb7VG9kHqobi6JV6vrzf7102sgrpycyrYt+Usbm9nUfSBx8Yr0/ZztyszHaCP1O//8u17VmbBZWWpDid2B3dgdFLOy5pEVN/4qPcf+1CX9EkPAePB/UeTSDtwQ3YLhmXrEbV2Jy0FmV8VmSIbpImfBIrKGBeINagNyQqbix0E8xxoynA+BT/H4cliwGVkW51JdEw2RDopEiCHTfE46BlWMCAB+fwpY45zJCXOCLgNdFwwnSl31kyFuHjKeOPc8LMY4y0AIwrXvODYM09V9/W2M88qmxSW7Cic75Pt2+NCJST0Gdb5PJ+il7b55yBggQj3cXeVzg8217EB/jh48hoiAvRx/M40GQ9Fj3e0rqq/u4URvCB3jccwcs3p4h7XWNm+zsjblgZmMS7Ifd4L7ylKJDLugkN0M23NNgRmHR7nI/TTFC9EDdm3P4WqBql5v9gRs+38Z86BAfm9cq0Xacj6CsZbEHfdDKdUI2mpOgDuvOZmVKjVg0HDrdLINy43wXRe1Z4rAmZVhG6m0sQIh/ZRiN+HxnZ1/xKrZZvyA8tTY0kmOKu732imep9Ou9WrAQOm9pzdAKBXQS+pMGUOqgHgN5/0OvJfKmizVdEQi+SCr8bbdqPw1bh5baWhXT3Dsxv7W5uTx/xO/3+bdqyL7Eoten9fFPClmZbvtiUZNa8VTBti0XXdETfXTX36N+HJuoh6qAw8uk6/874T9ZFld97+ruMP6hKxdN3/AVt7Ou9vwB1G6X8ON3JP6d7zg1YWVJ3J3YPKR3jDk2ACOFzVc/rwEhewv7hQfevEWUNS4Iv5/mO3HZynVE6cvTmIikeUQt03cMrAYJ87LHiidFY+9tdbc7By4OzkcwZOt256b5xoPeT/AP8qxsG3eDeL3TlnDrliIm6s3f0gK3qpO8Fh9Jiaa8a6+fQXQaN1qqc4xuc1J1H/st0787ccE7JeHtocobQ2VZ7JiCk1VIObk44EHXee+moVsDolvxC7qfjNz9FugVo9DIoaGUXyy51sLiWXDVg/Epm/wyEPN55cg30NOcNSZXo7TU3P3F51hAyYG4X+GnY/r6c18vzcBPBbHn3EevdMOn1E6HawuUwL6AmXchs3XzOlHlhcrovzoQ/3e06bFwe2rzJ71WxTytOoCSaNGJJFKNb3SpF3bjfBnIJ2qlRz83GNFi5QccKERb7ZHteRztWrMWwPF1WZ90uREURIshvw4HF34RpbN5/eeDIgKueiEDTEonWRJ419Gf2WDqb9nm9y3rU8bHfbWL5UN+knneKP3XqSNnlHmCJk4Kx/exFrA8k3I+9IBDm2Yq5wRL+r9r0N5L3G36Uhmg78WSnetvYf4VbX2py9hzYff9yS9LgSBee2tdeVX7m2sVMvrDhnemdtMI2UxvvgRgl4OEit2XGUau528NUfyJGIKGUZBHAZobxim+YbkYYQ9YYPcJMxBWq0tvmduzJsY2xH/SRrXSXl8h8I3BuXTzbFpkm4nvwc982mW/255K0Vbi3VTwtc71TvTRKxwDscOqHAmZb9fl7kIdrvYRc9/sbi7Ss2O6Vk5jY1qI8PGUiPFuB72+MEP8MCOt6MFsEIczdyu2vzQ111slmCSVspWLY0H8M21uB+uJK81Mv1hS6WApmITkMFdM7zBanuIdRatJg39V/FBefrMASmgJibJIyaZhBXk87jhsiJFbAYqn37prY+G9t/2LbLtdVI82iwLC7AgqRXuc8ANHLGS2VOkpQhobMpPa4EK4y8RnCQIC8JxjqoMeYu8KeOF7Ih1/rQgHBs8Fd3DK4Le7W54IZ5vC7Vsjv1V4WXzgBk3b6lXjDLXN0F0TtdQW7Ibff3o/RQ6zz+mbRBLe7OkWkTEf0wDa45ICA1xpOgQyYYnp6CxIAzC9/vxvjJt2dXQ0TGvt4VFXzuB8+/8kgYQYaviUAmp2svFSZYx/vBi+1rzh9YZRBNYiXauR+yuFftcqLHSrZGGtk2Cvw044l1kSlzeydrAdAl1mAPBuDJ/0wU8+mjUZHeTTdGNRBL0ZEuvXXrwfxtRqvL3vNSDjZKusi9dw89m3K+/7EPWdCUBdlv+yvjQ3OudvKkEPRCsv8Sav0+QAcWudWfJQfKF5GehDO5c3vJCNdGtr+W9wbv1DPBjjeHEW/sij09v2RAmruxSXRjGiT4XNIYk1m/ajiubsD5avFqhonw/gWRUe62+0tsWI015PDMdeL25VGBTsIyKUv4hxEQ/46KKrAvx5PNkVnj9QHgiYcXyQfMGa6yyr43+4N0e6/jjOooHp69xMiCBxmPW9r32oCxgMkJpJ/ZUv3rPbOcS4OKjwvJ1WXbhy0wEAsQcaG57fDaNwCEM2StcdDZyxZ375OFTqgxFr97LqvQTjvGPi3aIMG9w0/9mVN6qHR34OVb75pgmC+BFY8+QORexjj78unljc0hMl5v4PJd0tCvYXCK2s7Fu/fAlwbEO64nh6q2K1ZiObLYobhxjhFOg1f1OM8CWfaj9BEfwMALZOcMWatb/DYMAuOHtlbY/a3nA3AQcd64b0gf1ksAjUtFJa2kk+ngx7Ri22Yd49hNnJoAn33Z+fdnDMAOYe4Sp15Bco0Rdm8zy4SPgkTNP1LliMw1I75vRLPpn8nqqz5PTlLReEgZArLEX76wz2njlDenqyUiaHjywni3mMsaVWSaMlZvh+lmrR0tIukpb95QvMzyXKZ1G1ip3ZSOHpea8GDbEAxqFhiu7vCZ79mIghNzFKaHu1r68xZDNy2nSaIdz9na9obFGBn/V5C59DFZ5IQLbDuPVuH+K6i08ySt33AaMWSlFGgFyDFYHjFHabpcW2Als3dGpCKzfO4aolD0cLHgCd0oYE7wjQ9tNqhcJf9bNS3vqOGnFCkN9FCrw9Vg22pC6jBARZoU4haoHP7/68AZ6b3snnwXOo8E2Led11vdvRHixRRHpwIBTybPsVnarGEa0DWwdyGK1k8C+hBD4+0eR+daV575PT+OBeQlb/e2xk59Hsg1mgoPUdgrhWUdjyrPZwaE2i5M3kUn3rSJFSXNXrXuf+tf4LfodJ85SH4fZ5z08mloACyz3Esq0z0lpzHupa4WUd5PjLsElVYgnJSC6x4oEf3vsbDH6MsjewZrzFWcTbXoFrdT926Zp4jIoE7IcvPeSgnYE/E2cufZwfF580eB5FfX8AY1gQvIiiePOs7krTlJpL5PUHeh65etJ1JyJhPaKKkH35EgawT/BbYnhe478SqVRnkbjV9pTgjOCNzBlHOYqEJonofrePwaeU1z+22EBgwlmKQ/FwXu1awodZXa1h1HbcHC6uYkN5FxD2zA4WRMhV00PUpg+blMr3IafnIompQFim8l5vvviLXCrafgrS9WJ50Y1vwq+8bcbWVuALZgprRnXr08YriXUV0nSCszC6t37+2vgMjlY810RP4Wc/LHlzdUJ0Id0iR3Qb5V2Xcfz3PAYLC1/JGEihyXlUp6l740uJMZ0G3J3ZLx49BSObWrziQ1Uxic7ZMpFavr9qCiwcD4E7E0OEgGlt/Nbda+ogyxnmSizKH2K7uvwCnp/oucRPktb4nrJCYtHN9nB/qYbD7IJ0FMx36/wWZ2fYsrDaNCa/Nc+mowVb+cUqWYCrhuewIuebh+2gHGfUz5Wt7RU7zs63genFUMFADjeS7vkvfdrD5wrvWEFObB+F3FpCV3Z++ugVMhznbeC7sMit6slxX5mr6q3X3delZCH5etF5b2OTG1DHIvtCU3Wz0ZxI3extG2JWo34tAo+9r2aKQzyKTzY9WTAUtNv4cDueNTZLizeNTAi+iZeALe78cmz1xsM0IKwAOhnlTbK8NlWHkIPcocpIZYvmzbbawGo+TR7UmUCoraFl1vhYf+kmGXuhdlOqeK6adzg3NSHNlAL1IXH35NbuYo3H865HGZ118v0NYewhC742EdaWyy3dtgHFjO5Jc9oghxCCF16NjogoXcgxU3bIQV97IYNcUQWWLejk0MmTtsvic3oefJqGwkyFQg99as1O8AUk2ryvop9Mkjg/juLav+/Bzl8t0LDoO25DTAhoA5UZfMGd0563M8asqA+ZfPtFe1K3S5prUL2NAMRmhgeMx3k2oCuQ96bdZXYXVtKspMFfragjHxbSz4mUTrkXm9XxJ/Kch1wzt9PoC03G32DKFbUz7IpKlaIamc98kNpw9kzpw/n6N0VaQ/Sxv0TL5+/3iR84NUeMDoItsGUzCLW6DEZ6A44u7tyuejVrRQt2ap1TC7FvK5hDh/UytSWA4dS7iY67QUD1DsmPEO6X/cQlv/eWCmtG3f67sVd9+ap0DBaOKC+/fwqpe0JgW4/7aMSzS7G77fhea3Yv1k58OnXxhBdeEVGs1/Cas7WtvOd9fEdiK6mlcV3/RES1i03ZPEPwUCOHl6NMZSrmCNzW+k12bU3dg4upfyIbo95t4pfUk1IOO31oQ7xEiuT8th71zHXl+/fc8YgJs1M2/ty734+IWX414014M1NkdqMgPB5j/GJCmCKDhgzYfIJJGF4r9y5YdBPjXl5ImfKmJfbg50dUMaf0HLFt9TQh9J6PxQ1oSAS/7i0xsE4KGTqsGA5bqpDyn/WVPWDQ/cNqWigcNNel0mvL2WQQ5gLe7UpurtDA8ZFa+cbVI5a9CtDY89GKtTpLYNeogoOO98l8+aaTFHe5vote01m4zubDkAFhkBg/sVWmTlCUDec/JA6qOn2clQzF7S9A7nWXgIDN9ye1qcN53/80Db69CHkTPDYBEn4CXZuIVxngZnxQhZncQDZBsitEwuiyYAP7UqNf02q+WcEkzPqiAFuG7QtWjbboiEUYKrKQV4g/6/tckyZ356F9tsWfmRzRxAdVQjUIskfd3sJJdMKFxRpArhsPckBw2QSiHYu+U6Eipci1esyxB10Jb96aP7Rs2L37+n9QgbwzEHpIX5oK6FPRWpr5suY0BiMW/8zxZ1P4pU6tkDGgpbfoH6P0ARyvUK0PsO/PrKt3Z/FU/8nnZZPZTMSZIORHkdWb6Kv2MHUQhMZ5T2itEMBMLnU0jAyC7Y1QIjcmC7xehXPMovVEXy5uwu2PMHMWGfOxVC43Eo/rzJ8mmZ3v7+bX/ENYLeqhJ6FaHC2hn6SEhfL6P8ogPLs5C0M4NcI9dSnyeDOWqaR58iwyMSx/AMcf7hnG5j1TEjsmfRowbxyjIf7VcFssq/Kt3GJzZcLC+H4bs3DErFCwPgqgxkSQ7xO43zvP2nupnGyvHKIauOIR/gYtTvYTEUn0qwMIcCvqZIF9j/3bK/22Lt59lYiRHDbH63037p+LOa0RTQiWEAWPmQ67TsGlA5byAKZ1B63MrHx+C61cPT6+Zb9HvXO568OATA5zreJ7t93899mg+bTaUE3DjTc2NH5+0lr90erBJ6jDkCPvFxhxcM4gdarpM5Qzjiv6yL7Pivk+D4IRbo8B44zOdzEBtYGPGZEkyvKDa5rT0cIMTNVGPMYRhzVlVIPtnuTLOvDis0IroonU7GjkGxmBHbvpSiIXIMN9waKUu4c8T/zordafij2KTjaPeHGb5561MqAshYjrDdJ8bg9Tkgo6oza71tV4wHHl9X/t0GcSO5Z0q5vwfKXNgVGwIpRpoyImk3T/RbP/8gVyTeKE2Kd0aJNS07c/PaQhIe1OGQS+M3PhijBIXNq06QD7SA3gZnpRgFhXgLlbTktfKyvV3OgE7f4iqVSUi4hR0fyCjxX81xrjBN30rzlWUnSkLkWwD/xec0OJUzehitijSZ1p1RJQPWXYgvDXOt8C1ehBpUmV3A2M6MXrde4n7Fd+eMz4JFiWvblzrQ+nzXWZ9twjJnRrPECJin1Qfh35S4Ut9TD5VLgHl+/R8n2P2kb4nnIrODm5IyoQhb9F2UQGf/srzLc7UomDrHVQgpb11yPbcfmALznjY7BJlt7lKGQuR0+fKnN8wlU2F5e0cTinymfk4JESA5wpV1t0V4SJFqEw9bWBKSvc76JEYUbTevrkdDsfUD2/R1CKh9W09nQiroUVHtPqcnBfcofQDt5OhNb1EAf+DsK9npaswnetCm/nx1nQ9jvm7Puz8Hr9vDbe5S+AquwrwkVxLqZn75iN3b+24KgIufkV57govwxAHxrXUHAC9ocmofAgyJk0Lr0ZOXr5+MA8S3gPgLsA3vLoWlix7wZPLICPMKNWRWsdKkexQ2k2ruYWaXmzD4ARr78uI6AecWRKi/SwDiBUsLtP72MsOtflDHynADKtE1VuS5MDpiIjA38zGNEIGIZntyjEykf1n9mZlnS/QIGGG2n3je9XGe1OKAzR6CjPIAczyRHvthRT88MgOlo6Z/RpIXWQKgge8j1UFm4EssNIS7HjJSQUVDF4IyJ367H88b0p53PBCcyuRpGkEUwJIzebnjVT6MkPk9plLrlTdrs6bv0p+g3lcpM26AMZ446P80+hBm3zELMwLXf9yv1ubZ1YvAfakIqjoEPWhcnqiLBZBw5l/WE9mMRzn+/fmaHYiWMCDcHWere5qw18ucD1Ijul0vrHYTPN0sef0yJfXaIOnN/kq/1xjMpft3ik1pDxNujAh2bPFtXXrGxsrvjXmcI0nW11YbmT5DEErccg+8V+vSb7y3uunhAZq7ekcnA0B2rvs+9Av53dnxjRbxhlh+FcPAFHQpb2XdaqVOHm0VyORorDdf9PHNzIKY0+/43PeAbY2NQtcRpFX78j2KfZ68cbggZJCWlQwPz26chCkWxBmjRa7DF1xeZECm9cTj+3D6m8TGxIWNxrrElEoIm7E/+0D+juSKjTinegl5pvmxMfLwxwQq8Hn1IbszgUfZWDSaMP5B9PfG4pTlwPbSUsshKCHx3lld3y1uyWqLZIR3YYKZ8RDO+tEe511nweB7bk3qIydsNcinm+saSy5Xstdry+2VFf6pvAEHPaK6fkN/+eJwlnU1yAv2VYkV0cOU3pn8uF67eWisMb5PT6SHYrKwVhkKaFVK6mE90RlRqdErvtbohKOfQfN//2xG1KIw28LUVH/PxZjYofo4zj2aZWXYI+1x26cB75f8gxUUNeUpwZrmg85GWAxgBNSffbBlWf8wFWA+/+E2QghAnYsOwgPw/Y99tCA3jU60/8kPr953DqGb8qP8QSkr7afcL4y+ycc5qraJn1ZxqGACnVYP0SO/7ag6vPkke9CVLDf0jKIPekZBMSbZRkPSDSRSg0KkmN0a1unx+ADo7VbXGhzibXDBkyl9kzOesFKbas6cvCDuRahe9Dnebkq1+5yt7sOISfhvNPOA2LT1aP4eb+pgzoT1UeA88bhDn50Lg5HjKa+1YkfEPm92mefmeA7HeIZirZR6PvmplSI1NrVDYRorKKiWfR82I8iGUT+bR95mKeTxvYXBgDvxH+X7ceEzKzhrMQKaxc9jhhyNHUEghw2ELkxxt9PvJlArdoxHjgdlTvhvDvM9aXX6mi2WnJedq87m5O1+9ClpUQglutX/ech9PBSTCn463pF12yA04hOcSvTeGancb8gMcqFNCIKEvaMFTR/Nd91r3NeV6IMqyPhRz2WknEXBFdJxleT9xlOPJht+5jFm3D2kH1uVkrOj8BmI57ps95b3Z0PhdRFT7XhnoTGt4/o0b/yG0/WT6imbq/QBWsPtK507e//58JYCWRI6Pzo4qHWrL3G0MIp3gbZv+/eMRWY9jpA61iC2PIVvwk9fJTZE3wgEdemvWt874HA63yqvB2Q3f+wa34rzeelMsl3wsNV6r+bmxwdgttCWowk9gO64unHjNueDCns2KKbz/mwOckka91hHOyFjm0yLWN8ThZfMAQl8prg7K8TYlTQ/2d40LPzDNNp+TCY/3r0+uYBGybcC8ECh9ZVXXaBy+vBMQ3In+5fE3hhi7vISoQFRFxOKtpaMwaMGNY+qtl4g5HVprM8HFveEsASJTZWGQkZ0c0y5BaWHOk++MtF3HobFol82VKoP6M+EDXdsuyXvnE+oBEKiSty2L0Pr1xqISNhv8Yuv1IBemFO5WQZSz8fWZ0LcmeOnNdlPTluxbQhFAxje0TS2GqFpqMfWP5+aqTUTcwZz3vUN7991Ncqsoy5zZGYT4T5lxb4iB4aF6IT3ayZTAJcln4faLN9AUf+HJx9QcrjrhclIS8k2ADe/W5fX4HfQMDoFniv7onlQOKhcscut2HEDLXqlKTc9jsmynSdbOIBzIEu83SdHFOLiCIviwDGr276tx1AoUE9U7r8N8N3w4D+Ho8hdOtovMrKjE+7Lwu6sL9tdgb5AnrVrjhgKZErocu6ZXF6FrOrZ1GOT4w/W3cip9kzNTKcQnsafzUHyScgslLDd87hRIbt4kKRcyFE4/5qYEVwTjExNzcIP4msvpLMNoFB2cI4Pac2Q7Vx5T4tRyLuCOv0hxmhEVy4A4RrPUzGGJ3aXnskd9QQerBL/qG9c2+MabTtdhec8HDA3pwsBlblEvaa3OafYmflZNyraJbAg5eUwi1bZNubFCABobXP4Os+++e5fv3t6AaQeD2/KE9iEgPeR9uKLS1IdCCIxs3PpV7rgumqvDSXvN4JYHFlW8hEhO4SKpVg95OIE+OrdJJTMnC6v1TZ6gvG29m3Dq9PumBqr5yP7/mqzYC5QuUke8/NRKKTprPbicXo3gDKnWn1iTdu7/EHvgmJflndCDHAfKRISAPlsNk8LYd0stmswpyKgqPgTeARh2OfUnrwdIEZoWNms44tKAIY8k8x4zcGA+EJazdo+PPrMp8ubyW8ECFkZXDGL/za2mZb/lSRh8jtd9kYs4zFnyDstOgsxn5m7zZOnznt1/1kKRKPsK9oPFZpwf9uDM+h88xnUS+/eUxbkYTy/fTb/lL/1XXcAMDAKbIM946T6f+PXHiiGmEoCxkcDjklgXY7X8h6PuZVrzWVCYh1BBsd/jAvzemAHzC/EHBiMKlkM+zp6ln18EwyPWq57XoaRSnJiyvpQ3NWQD/t+Rrozyy7p0IksjARnUKn+hZiTdP0akEW4lJuGsgjF14inWnyFTDE7dwsWYSAnaYbC0jBcknq5wajNbQp5tbZ9bxgJA9plUeE2gkV0741mU+wWsr3LbjtrmIOuTUoLCp74dvazPzMBg0KmGkB9bxP+uXwCv8DXav/uQElCPHemLj2t+l8qpdxuasz38uCTMQNrgBYSmqz3Te1htgnNsOO3MQ6zNOgBZlLVbWdRKvN9rPW+8HfpgnwqZuSOyCXKyMPDrN2Q8k24nwxgsoB9AkHG/5pRQ4SVaoR61gdmRuZJJ9lw/Ftnt2EeGYtXpJLxs+Lwec0c96FcRsvAyJYVgPz8e6pAWJJNEE/QpGxgw2lQmr/9pbDhEQqcNWYqZgfvGtFQhWZQ3rZ37rXktOOi0xNY2Y7Lf9NCEgrgMPTW5KULfgZv3L3lAHHhz093fvtbAAAayLjlngVf/rg+U7mGVmNIqmXDelxJjCNXN3847HhfJuOXs2YUQaFkGq/XB9C/hmEFCeiLE3auX428oowbTP1agU+RBbTCfb4Jw0qx2qoTNx0r8V6gSjy1dyw7Hweg6PyIRYHWsm+5GhB8tQK1iwLiOBBmJFaQLsw39HF41o2AxISqfLgBw0COseM5FLz0yZlkIOL//eFaFZHJoi2dCQNiuxzLlyHrDkUww1+ybYh1CKt06a0wdwNhtFXHAPYQC4/Wsk2ZYfiPP8Urh/0HsVPVi1gIwSnWkSDmuG7EsnIw54GwzcDrB/kXqTJMzR5ge+85iKm1TS1aM7j/ziJPH3WLjfSRnHlkrf6VLXhbekOofkoMLcqokSS6/tsS/w/YAjSLxTUGva84gZHj9VV9E9MMOFPKS3QI2YSU8roG0gdLTzu+HjU4siBcfmJOF8GDMWAuRTM/QKEiUBbQ2txT5dv7uMRIT/GpfJBBjboIY+DhT8NDMu0pisTRWhREJkAWWCcFDTYFCUB9xIbRP+YGPUjvXyrEnwC99J8xYfe2znjhbK0qsRgEsYfh9OPNlL8xa6qu5GeidKZjD88+Mi+bpPQcnWtv9gqrw7QuCMcuHFpPCePGZ+DtK67mHS9skDP/qq+vnDn9nXKtGnwV61jzvw4g5BQCgch4m92WTjpd7sZZkI3alDaVtkJAQ+OqA5tf1yf0xM9uiN1560A4GxrYXnIiTUSB1qzOSkFaGA+67hqdqEURJKyC7m1PJWRwe9g/PZ7s4GC2lY75Pr50vDpa44V3qoyi9NmPuXsBb+kUAPWag77pKqpyPBwTEh1Y4SgzMHas+nuDB5rY7byxhzKr8vZrSjpRoY6VsKrumDvA6NwQhmtDqMZNll57QlKMt6qUbuoyB1Jl9itotL81lM0w9N04qZwFq8K7IFnASjdJs5sEiHtciaXTV7ctxN2DpJpH+cdyg6bBC++jZlsttx+7TuobdGntCZPxOC+bMw1izJlDVtZAOUQUEulWJmhGreI8JZqpSLugwGd//k31WYLgl9zgVbKfJmJoA2mKX39mfdSIZgAPTpWD3r9PtKMgi2p+0ij0akak14lbW1FAVM5rLxAaes81ki0iofgYBB7C3JaenQpYdKqXa5WXyWDOpbBSF9RZ1FKP653BV9FIcK9d9t2HI5sGCkh6kX9Cds1LakbPEevYD7bCcSi21mriFOY8RH8zV0tqOr0WihLKy0fYjKjQyzXK0h+9n60+IDJl3+Ovl0k/V7wx25ZwASxY0jZJeSIP1xvWg5ShXPPK0tdBdQtTNHMbLjMio51hrJs2Me7/TNra7FVo/8GA27k1jPRwFo35NmJ5DtDjFOZRRvSqwtWP8K7Kz9B2f68wA6VBSS4qqlBYgfnVHbSiXMUomeLJ6QN+O5wI7IAlfhCVUKBK+5xqSQ7xvW+JPN5B86A/9eXW/Zb2kVM1756xPjNFBoRCZeOuDxNObJYV+v5pX8aYSr8MhqrCToDBPA5Jja4b2Hka/s5Tg26Py6Dczf1hgJu5qtLEgPIu0nfSw1+nhZrkkqZFZOuhjYW5VSFXNLZU265/XRRcPw7Xv6p+fWuqjaiYsNxoSyQtxF0jBveAULy/4zNnIdOinH8ANwZ1ml96PBE/aIarKUy7PEpTSyi60e2GfQS9ykUngLust52OC925BiNYI8EP+NyK+zaqNJUK79YL/QWp65QPX5bCqXEc3sLOW6hDOoZbbI+Rl/fCznOhXsjxa1OzLXwamF/rbHhSA7VmkUga6xDy2flR5v+/3H0CuUawrj2XdJ688j4haLFPbU288y6fNMgau3Hxw+EnlD0T5opZsOP19t9sqQCd9zE5sRQWiqB5ASsN/tehgtYP9J3Nmn1ghhneVmkHs8uhAPlHvyo+UbsG/ce56fRw8bAgjsvtJKRXGsGI32NgsWwy8H1OCNIMOE8DLPlyfpRZGLhumAJBirIRg1HBLikG1Nl2ADyUEuOJe8uKUWaIpaFQlIAVy/ZnRAIQ3SIncZPxdxqI/fBT7r2QYqvvCWkFTXBgju0fQAtWIwDhf2OTfx+ouBjyTvp0sqMAEr6eI/hkttJyNeiwzROkVALqPcTqSW6EHGI+seFwmW9KcukCA9eOXgDJ9nCNoVx1Dxu4ePJNhNkjmotm7kqc/OLt0X4WkhbVbQE63h1XPrPtuTU9ivW14Yap5yxvVxzrfGR2CBXndG6yPLUO1+3khW8Za9V0TwYMQ7XlcJefDFShftZX/UmJ4o2Xw8kNt4PshmPoZ1jGkMPzJFxgO1WQl+8fG84b1abOiYw8Q38Pw3/TSnt9uPfzjSKdf7YU1MokHbkamS5FLoaFErOvQWPnQzHDZgifzLlKuN7nvH05U3g0xlueA2RVefeGBeWXzLP4QIR2qdensvfuL6jFiDUDR5ou+U2YXmygalaWfzSKjoiKL3wy7hvEt1R3d0ne2uDBab2X9f8HXE0J7l76Z8r62bBgx+bwv7Zd599eF5FGSZPK2xyP20LPRIfVZf7UPgnDMxpe+Or2hvHW7JfdrS6QNfximeFswNJTgkndIICAAP5fLm/xP6sB43qKVWnntnDeGCOr2Bo8iNNbm3xaOaG8hbVjxthATY8QA9swTpjr1zaSe0KtoVUaMhrDGmnZFwNC125bSLA/7CkpyoMaNW+GPF+bM7nTGOLcQwE3e3mfh9ruqV1IiFBOm5OHfs0b++0FzGQWWMM1S9b2Ocbd2bxr+7YPGaOFy8279qoT0YRZ3Hx8tUMoOPDvZjfSfYKY89R6yOm5b/i2xBchRTxuaFzMy7STtoiPiQf7i49kcPjVeCNGfGbhQIDyZPJ1Yv0608NN39s2nkSjVlDjpRcK9dCXdYNbtkI4wn/nN+8eoHnLyiBgzYaK7U0kvfjjeNOPWtcQs+b47GtJH7DEhg+lw88QEhhBeP9c/ioJyWf4glE0+S/r9Qa7gMMf4yX7GAcyHj/vBDgvz71H1a0vo7yJ3IZe3R1tpMiuvObqBSzMJzvX7HXKDS2SgC081WjOjoxya9Qa3vDTQEnFweYhhW/hy8JymBoiZZNUzm/W7HtdRbjumRjTgN/EGpuqx+Mg3xIJhmSTZi4O73tEE1Iomsrg7fStb8DkAIYgyNfAtmU8iDo7Xr/3xh1bfJ/11gsixeIQhnbtkZs5vBi4lIw0j/rpzSW5G/C7sERcTbGCKb/oYuzww+DomqcvRWI560v39r1QiKWIxRqx7Svp5RfaZiLFsuVpWo9VK15v5x0/uQ+at3UdWAQb9B7MvvakAAfODribi/cUjK55IVI6I+kyZmwfY/AIQnWQxHysye84RMqtxqPOApnL9UKt0lL6PiElb9BbkF531uEwRmcqrKxxYDyLlT9bVpJgKN584hVx+i21yc/GfNlITjrgqYFtyjfW2a+kCY+kZFz2NRZXMuDUAWeUOQnFGn0xZZlxsktNELZbphoY90RDrVqU5ts5QmZvcoZAaDxbV+PlCMd3AZ9cenNssdCbLv/ziDs+falfxIUNQVgj2286u57uyKpxeTSCn2ZEehjAWZdyxbYkBw64ozbV/jweJVkdVi1rVdeRYrxqrRR+RvBifdW2HZszzpTrCmvOoZ2Nikz1di7CsAzozxvVBqWm0m/aa+9iRZblrh7+Fvudsrlh6s/Rv+c+F1MRBBZrvGQK6krCopv3Q9PXuYaUAvnGy40OMFu7krc+IRF76ZO1ABtuZmeIN0Cd48L6VpQ7Kbhp4Ura5axUEkrevuHZLjpAly9LyCXUdOlqOc9aIbhjBGc+115/HAXbkw//raI+Dz4Mw610b5eEvdG6zyoxLuofb9di2DDga31tHyoDYd8OiuvSAIe/1oeq/tA6iky4cC9XP+TeI7XTEhLB3qUJhkXbjz65s/3YtMXvJhmZ0p+SE8ftAEMO1/V12eLty8dnHAv+OUIwGejo+Y9HbIwsI/fN3PgA9OHse9qF+o17C2LLkcgE6GAUi39Pt4z1DSOBMPD9V7AXE/ZfhkKbqcaOwcCn6OQ0BM7qtQa18qUZnii8/rCsDYKcXnyXuzp6M7CpOtt25rQLh52BktPjfnX6Xgg59rLiEs32kVge7IDFvS2pH4RliIzgLqWz7bntQTYYmX0wgFwUh+QDvbPRmAzkJdY5RZk5BYNcZwZY5CQx8Jpu0048FHW49qggAvxSwGZOHtddCotg0J832xi5uEYDPOrwdy3XuGtDcha01unU8T+mLaWykSs4UepXtU8Xpydbf0Q9jRw2+uE+IfDE2hEba59QbdbcQkA23O9MomSLlvELC7vtJXNbBFxjDSSLP1B+fv6Jn27bBF+GpMtzm+sfw+ij9OVGV8+B4gQfqf+V5e0ayoZBVSJuOt6VtU+5Bx46G3MKGzL78rLMVPef1eK30SJA5JEfMF7+Qnmi6okA8ptVKjgCKllNSBU8ZeHkr7ig5Wrb+agVsGoLDjmypv3vmMC2yhkpRMTkF46mS6VVKRky7WFVb37ORNCsQI+v0Qmf1WYZXBCtXmvX/dYQG9imNGBWRc3yNzkcscvBEesGfkF0E9nefH/tk0thJCcYMYeE+Ko4XI0pUAAMllbCojGCkawlEhSvmEUYnbNbov6EQ3VsFXTbpLTK7NcwEPIPYawg9lW/pNSc6P10Yc9Bn2q0LYq+p3k2fN+F4C3OWwjbAc9RC+89QdtPuZ0DTGXMb+Newqa3yuVNbjY4W3v58grDbEAGinEBuHDG0Xg11ysUsdKEEZb2bZF4y4kuj9zpHEHC4bwtLhghb5zjEievvesG1w24Hke1lCzFEDo1qOlPnpPiKYtdCGh70GOFJCr0VnKOcWvm4ViZ7ssQS7VJNegBtnyuCsyJMjmOsP8xlhByp4MiRfG4wTkIqVM05JdNpeKX7Y7rgY3XoQbymzOweEEWgthHnGfD/2idj3XZ/QyScGqnej0V7Nuaq2nlJi2NrnuYAlJj0fwnralPWsgYOdlacFpycN1zdpB6+Q3R9Y7GGLJSGwacOKjRy8b2QYv2mMVSHE/u5KCA3+Ere179FgQAWY4qWhxGxi9LkUmrcpKuVwvsAfwsv9a1YroAW9UxK5TJ/9A29m0YuFVI1c9HErc/2ZGjY5TUXzae5v52seHjs8FpQNNz5GMcZmNxj1l9w1wr4ZbXnimOqPqq7ULMO2cVBYsV76I9hPXt7n1qHRW+Dw9ZI2Qm2Iqd0fZzviZJGyoLBxKEM9kwhxMonblH7r/9mw6AIqQap7rH2yxeePgnfsppjthYsOxz8MNX1CZYxlTV/6zv1xjcDD8811mnclVL6PM7JAyKiVdwhOK2tXHBvr8rLxsKjYnkesIXyFmgxd/kEXyQQ0UV+qbZ3QafrpYmteWeL4jauAHV1eMR4rL2cKJrVHRHnXXUtjxguMdnY+Ve9nzc+IMbmzzXcxIR3dtTzvZhha6tjCGxyGxr2FEkm4TJqDoK8sTIuMYfqVKuIWlvF2D2cF3RhQoEoapw3bZHbEocN5h03fx5ElL4b/2AQ+9jm4WphJ27T6DsA+JiOzefvTdyw5WCr2Z5/eiw1c1df1xqQcV8+VJ/Req6ysBbewkl3Xzu/rFa2VIkxAVch5yphso+QCcvISAWUYzsaynXjTH/783PMw5TwLT9im26TTakSFN36uwBex4/0fz/AI+mUgvEF0S9abUoxHiB38xFrtWgPgVHGWMkINThj9u2rRt8HuI9XpGvPvsON+BjbrSrszbAJT+U5M3PMZ4qhKHkQK0zRB6dvB/QAZShbeFtlwFzeh9qBGG6lmBxRblb8ZrhAqLhrPI9JUyaT0SShzqlJDce5Q4HwM2eRqRBkH25kutxpHeBkmkpFvMupSTknNBA5P7gxPVn0wQJ67nPOahMWXqbsGlwR4Q43pwKEdDf5XhLrOQsk6SEk2DZ0ZEqL8wUCTx53tH9E73DzwwS12/hBcJ80/Zaos+CbfGNQY4kPBC/JV3i2lRivPX4r6dMKrFg5GiIBwzXO34uHwvofTdPTa6Kdfc7PmWGr/McXRmgojYKjUjvYyRFBajY4WXnRlQ6Ax5Yft8YfY81J9fReb0HRqhAPiOnuqjQkw3hdG1t3v6gnsB5qXIPdfiJYdujitGAPJi2/dZly3tQ37BZyPeEeQCLmR3hq/K9ZQW+TUX4t7l8i/x8XMP1w2hfupqQUcuq9TD8x5Z4+pDlQAP/MSkd6nTWiynt9u2XHh8aZ+fjcUS3cKTEv8Tuxk+IIE1/S7gjGjigFkvw6Drrc0oDK/PeN247F1934ADu1nUDbzTZrzcGYfIY3rGfWPa5+8sfqsgaaPM2QVGz5XBQBrQqf/oz812OCZdMzB408vBeIJlQ8Qv8COTsXYDTh1CZrsrMAo+z0ySgeYpxyiyXpfVcfxJsWw0RUWfYlCjl9BOBRShrj9k4j+s/DJAI03OiaXMKKq5VYP4zraeR4iqDuYG6fe2JgAhueGj+aBSSS/rpXpeS9c0b/Dogwnxo+8H5D2t2FAFI+f4to2tr63LyBjKbyGrkvjYrbkgAX982e3hz0971sGKgajg2kJGJEqrpe3YfOnlRNDEWJw/gV0TjMIlB60sxrUM1LjNfkjSmSukbb35fcRV6b1IGeENypqJC3aQbHdUhBSxBetOqOt2vd5+qUna/LA1PD+5xYfJzlweZVYUl+4eFvaumvJgymoVXsEtvXg7cWGNNWX3v3xwEiO9NKSbEBdkoVFixvPxiWfaAzwcDYS2YHyc8ooA7Y/RVqU5HlN9GWnuTo1hFCsjCx3AhK+b3ZBfgzzV87zOssD0TCnAzkJrhk3EmjPjG7gEX55OxpJq1L6f3ZIP8wXxP8bjwmUpv31NZCsyclcpos3ygvv75qmb3ORA32Qv42ms9s8NkZiazHNTeeib5qwzIJ6EEGy5fRS0SeUkLO8ynIZt2kj+YEX5rl0n9at69Y3bgpwFvWtks8Rs9oty6r9euwSm/FCSTB2eODf6sMCSHTSHOd9q+Cz0WhykkuJmKxy/vQ7GpvcfiJ35JD01lxC8v14VfhqIkrJJs0ztU5FFQjGb6kxKcYGXjcDYoP+roeE1F3hrTPz5uQRO70/upmoyf1Pal+TvzOmwsahqwJdb3z2eHFe29Tt5TzZu8ku+VkrrU9z4qTmJ0BEpgjZQzyABvFL7CG9b6n+FQ1CjmG2ayuZsxoH7eG3WlvoeCMj38o2EZYwA7MFvX9Nw32VFX6TktfVfiWqM17tO8y33gdQ2TKfstITHovQju4mScRIt6Wfs21880JIA1dw6LwKKR08yQED+B7tvIveNrrhuph+xcjgODRr/dze0xmspA1OicGP7fC2oqPettU40hGZw4Lw7nr7sO5XDSwPavJusxArEwe4yvK4WkMzw/xvQ5vk+1QgqjVUEj7OdRUcUD2zapuQ0kaD0x0udiN/ZyRR3beJLJGbIW6eRuySsVYHeQRvdtfEtiAMPoiNHt+mZ4zulUEhRjnrP4WPOCsdrCwAo0erguyYPoEbm/2iF7IP6CiXGGeJg1prxI3eAXne+2zpYCSCW4vkZxICWdhF/YGeYkFrdIRYWfzC7Xpu3mZIzUN5joC6Px81Ui/IueqN/D+nrjws8+E4PAkA3JwlBU2i5ASH9ZuRdinmTvGeu5MQqPFtNE31anKHSS6P+F5YvYJjeL9b62qfGe0MDzdYgKFJuElSWetGQ873STMMxyc1bfwCzFnFUjoIs+n97FW4TWuEx2MWzjLUXFXxWUhBAKToUyYDwbat/+APOewEpw3OUe7OwKH1mpr+BahFDQtSra6QnALHCi0UFDMw6cU13maz/EiYK35KcCCGK9gIRGcsaVMWaxy0p73h8aryjqjLwhKBMJ7yTmeBmw5i6KyBjwW0PK8B9sszhaqiG6/uP7WBFMg93afw7dYuxYmSJKdad2KaHQ2j0zZQ8sqEihoaPFnzL6ACidRIIK77o8wIIloYQ42y4k70xsdGJcGYRD8wmDLlpKjsad/CeKhKtxJw9GmSXTXZlS+YQyQaNDOeC6iIZZf/kbj+xHsr1XGm9cesERevf6So+9kXAfml4qt6zSmrwbDH5jIoJhWv917d9elCnJd/MbzI+3UzOfdzTHukpgemFb2DyXKnWtP1EGyVIRSWvMypFFQz5driKQY9WgjR0V277vEYW5RiDtCYgPKGfYAPnOjJ1Cj4CZygGJ0U9McLtAzsWfxBGJ803GRGptFm7aPCAOIZOYRblc/JS4DWFAIsg7lJNBOjao1tx4EG+l7YXAXarWeKAhOuZLKUYuX/5ia9uXMR8rkGUI8pnxTided0FYCdS/I4QrRwTwfPpogssnMqYA1+NG+cAcTfbGLwlDiW+bLhdJyD0420YaSG423tDvr1v35uTcaHCIHRz6ioQcOQFkjag8qXjivwvbGZQJLfi8H/rwSrO+64xAdljTwqSiUgAGc5SnvY23tbI2pfTG+I+GM+B7PqUXxgrNwholDGhM7pcaxaCfzv7Il4ZQLl1bDyNLR1OfdBFkGe3/H0XnHZb09vjxD0NRQ9yFhkZJ4srrDlQMtBTMvTXrmprmqOtIU2wAjsyIENTUiCxxz25amlloKlA5wpGZeU3JmQ1Hw7r3++v373me89d5n/f79X6eM9B4iXwhG4aTL8mZYSoRzVVQOt6/GWTLVw8hTyw3Q37K92FYLU1yHZKNklh2GodoeGCuEouX9JmZW4w4lJ0kkGTeOldoFgMAnLmr0QBhMXkdC/ltvbHBvF4SFvi6eqQYgfFWknFHpB3/WhfwZeuvKk9NbNe49RHEN0aOiypPQs8XRsnoNJNwyFQg7JJSCSjQ1MuPX/QYJ8EaPFpembYL39BDwEheQDjH7mvfQUWIQxI5BsIhNqWQVqHuCsb4b1WNd3LhSJo9YlOt3RvhafTybRRKD3Y8CLlssGFWC7k9YN/sLUfSFsOQA55EyHhnxV3R3mgzKtWPuPNapBug3wiN7Dp5aOCOlfRaefUZ6xGeH7BC7HaQrpPl8QMY+21DboEQvdZ/+nkqurG0Uu0lkkNMpVnSOLfZDYr1KfPpVwm14jJ9bpGcww3O17p6xloNdZmdlP/jdOuZikk6vxAQaFCGKpEVhE4/wCHSOhUyWfhT6g1eL7OD+0yyLioB7kncsIu9yvsH7l7yOTj1mdPIEn779eVoriu1sS5024DBsrriW20kjNvnXpxz6DV/L1pZjwTlj7k4r6sCb3/VrfY97Hlxx9eFDHz9WudJJ6EX7sfbFozzGacjSBi4iltU9Xukg8rvTo1LiERnSu057TOQJb/jU7Gm2TB9zNkajH7sp6V83xmZKoVgvKPwDhuGzW+93KG492/BlyPF++P2HXQHzn3OjOwKj+J4uY+VTLHr/2mKq9xZr2hvdYf1Z4mhg9qr8SpkoHI3wSokyVPjJCYcrhLaoVlFBBfpOyy0pbgZvCyg2u4hsayGHNtO7BURrf6ZrhGIz8pLhEKR5uML8nbUQMsr+6+45BW1kI/fIi25x0AgOPGAP4W8y0ol7ur7vULMTJpuLSYwpy1NXaMza9jv17DitKtuX0yrDBWZNWKjlpzCiSt0Wu6/zgcwuqLfAx0JMra8XQyuzvSDJvsXXdRF/EY8NygEzM8vF5rFvLiq0ibLamWdT6/qGo4gAtxg7vJL9G7N+/ZKNTaUqIilHGg42DL+EKU1etlkYpqTmE+c4Xs1BsUSdZOP0JTDn6ecofy78GdcePvNEhM87neUulzNS1XeVprsZgR3fWIDxmoTKJ/IeURJgnpGbQpTJjujVdnQkHf644fLuYoSUddB2fYF7P245GoOqe/gIlGirb3qHrQnFQ3XGHBUtFVVxE5WGJJFOMF7xTnomer4eqWv0RyPEYyM9zP//t8wJPRWaD8rEUhIPhD64C+8wwPPiYb3EPKLx2QIwNwaOcyx4AF4ILXmMOddO34BWbs/iuNfI1oJmexbP2nwkXZGcMK068ut0OP2LFvu4nkjVoiXsz/7xvCt4xMpdJZMCggjtZQcg6B61PNxJ0yDMOuUKrezmjRXh11xeZ8RFrxvtdSsViZrLOQyVIbwsFYujkTPZA0aHT5B+lNkgyACtzxjP/gDIMnm7XIPTi3yGN7xZu3c/M/yL+O3A71dXDzcH/G+Qso/eW/sUwG57v3bS/OzucIkYWBPDqSKtFDtloYTY7bybxSyjUyEIn2+oS+oWwykCbrf0ke6jHyRev8DBkss+pTYwvdJ370rfhP6kLOHcg6aQ5qDVcLQ8PAtnxYVJ9UvHOND9iwyUrTgw/mOAY0sebnnaKM1Jis/QG+6/Pbyx4XlUVFzhHvuYmgKU/oRKNK1WydHoq4KVKmbIq2C2jcwpW5Pkmhk+j4mXDNqbrL2KPzBc/F/bYlpZw9KYiNuNpymJRWhmIHZp0UADVbp+Ey1WKbGoThsCsTqqu3ClSDsixezk5gwLk1Bb8zIXjFGzseFcjx/sLOL/9JKFaJfi8oKPrsjaH+75QuhxqDKrqtq1S8QjVdlo+qZuWTHE/99XgrylwNkzPWV/AFpwvjemGgML9KmCoAu8PgeRoJW12gtfFyvUJ/VseIBcJkqlQ5szx35Mef0OpZN7PXyA3dAdlksZvqfBpAQ1H9nZntjWK7NVI9eGllyWyspu0CiC3Pc3DUNa69VQErwQ1B/d6sCIbhR/avqRxidG1C9j6EIeeLW4gqo47VXvJ8pQr85BOx7Ed1qhVnAMsdCaBDueCMO7xBd78EqmX+4J2PMLVmGkHc9509EzWT5Udj4ORsEVeV0W93EbPH7f+234Z6DuEM2o4ZI3zrkrlBZgziEJMYSVhqzZ3fnIkWzxhhSTsPtI8MymgXLXukZmq2wtHKE+uKg2noUPyWYpqqwuhSw4/YfiTMoxPklFSxSoC3crAaIC5+t+5UQ5MXzsRPClcHYR/ybsUnMrWEDIwigxl02Kg+HdA8YQnlnBOgFLJ2I/jSEX6K0sh75FgxDhuIQhxFVtAQSv7SC3/XQl6045EymDIA60sQ1bAhHYdGEKswygkbuakz5GmVaYZp8Xj4+eazEDUBx6fw2dejgp6cnnlqiRXjo2W9NAv25Zvx8xx8qg77eHadew8Cd5rIZvklZ4vyo1HLR3CmELJF8q7nhFY2zRGkMowJaMsR4vdHP6X3Rta615z5UPfQHjvO4E5s20coGWgeMlpOpI/0pTEacDAnRTQnSOXnd1j89+2BTyjU3YE91+wyPdaEIBp1tdet3Dzszz8XiPrkRxd1LZNcVd27CpqR8XcrwSkxyScbVA4NyBp5GSQX5JLLciluiq2aJZPa63gaQGc3l91zXrpTpAKcVF7r+mCNpa2bVaDaA6bwyH+acJn8UxHWXEy+5Up0sxq/fT3GHPADTxbM3+2GaU+tE+UR8OY9l58Ocpyl8Isp7HXf1cTOipgkg6Sv5yWwvfWa4VN1ipMyKPpIvn/4/IP/Ml8jmt/1khYUXPixR7X+pA3Y0paz+ZKtj177seUlqe+SPnou3xenrmgxWyVHEaPrw+Cn7m6qn+wJNsnh073s0AeRWpWnn3zsfJAW8voyFAGerip6dFr7IGNIrqePcPU57ihd1OcaEl4Nhm3U/5AYzNvtCA0dzJZrKryW4+kS5WMAhWT6uHPgDBRmxMXbzhvSTBmPbkgxi8WoVcEh+xV8XPofZxxiTcauHTXsZwSh+Ssh1dU5iB+QJqqyk55PPepo9uSp/1ubMHIFIUDYX74/kuF4Yk0ws+4aiLPZS+kFNBQb56Vm9r5GSocgQf8HIE+eTAfsysplAMsHIk4KamStragBpD8YefOPqRJn9W2bjd/A1hsmjD48mP9OH8tSmINKyb2p5l6c0527LyvoedkYgPPGLBOMK+ddWtVFHHo5qaeaxZr1SpH8vlAr6w7J4t9ya94nRgP26t/Wby4Ou7U0lfn9PzBe5PI8mwrBYzRFLEG/Xs9q/kGgZv7/wsatfUAS+NGUI7kRnnpkXXKWFp8NsbrXXTCmIV9wMZFF6hMX3I6R1nUYj9JoKIbafGEDWJwgb5owmE6lfBepskq6rT9nvEhOvGFzk7Xpbni9DAS6wi6HPrCzCScB8Vchn8xTepmaHiyA4DUDxMiPqJdeht2dSB/DPVRMVawIm1JEoPzKKTl/iJ5WdSykM3+bvGYQP422N7GfGQCZ84q+U9UvFALRFggqfF8hdluD7Ip4mO4NaV+Vb73T4JvFVYIRDJwytyAOEbeF3L3hBw/1KSUgc5lsVWMBQ8RovVCVrI/+NU9bQbjFCM7/0G0G/wwxFu3Io7ZH6mKzx63gJGsUqpF7+oSrofiXnxlvnOofz0g5UGhFX2Bas/hutYEW91xUkk/xqdA12uoiMjlIHLfFbe15gfm8/o6f6TUkeTL7l4agmWHOlZ0d/QLKKthYcfWrx/Bp1dFEhzEg49D5EUnboNwsDWd26tW9KVK5Ds4RVdXe5TaTl2GQANwSrinPT1OiEJlOlvCwxsoqZnMLKlMpy8Bje/BUAB2VSfX6DSwSbrwiBdO1ZS2IZ5aXjsNhrbgUKSna7+u/oY4y6odF8YBsNp/WH964HZ1/YsV5XR2lpQ9IyRHEn0X8873d1g2Hx2qK4Q0rdvxWJ++RtWXzuTO2Yi33UaJxiCjtpYuTg3fd5R6shkCwP1l7tCOJQo1l/NB6lQoXvyzCefJObgUECcPpHj1it2uy3+a/u+y0HqU0SBZ10jr3Sh/Dv8ZEGxQX31BLlD2eNji/kniP8VTnJEFIShfIpbyaiH+bNBgjfMExOnGlgZrQ5MM5bbPyYHif69/V7ORFSAi7v9PRMn9ONHz4XL0DnpO6Vo/wIQ2R/tVlYM1BBgw+dwGzx76vHNirQ9X9voYtuaTA/vgpwtpwB6Dp2GSmgUzjnr0YPkRQmMJFMaSIAyL6BC8H+LJXxgpZ2NP/QngfyAFPt+6jnDiQAzizjlmNkC5UuvQUM/IfYTbVthkJoFqsI/lqEXfFTt5S34rehaLYuVt/HqiL17bx/12aDusNZb26FPsCJvo8FIWFl01g5f7+Sz6QFrSPDsw2OLsRfcWAE7pdJVKJXYPADYQFFiEptug8FY57Ki2HgDoWOREUxrDLV1nPaqdjbBddnpF1kkx11OU+WRS8IBjiKhMxXlAbwKWewYkSyff5CcDh9qFJt4nq79DBKKewsbg9DwUHVAw1N4cc1gITzDC+fASRBJM9ySTwJIkn6fktajcsffSl0WJ+8DoVvDOgomLvAQpHhBXwjBSHqW7ksmlVu5MByrOICD7DgQhQziksmArsGadg243sMRceizoTeqd0RlKFjm4PCtBcKOIlW5zYzGZrt5eOHgcWWv0+FXxKjEzODzutYlUdQWSXNuOGP6va98P0arK4V6cZKa/Eh33I4wsT2oSZ7zAnmBOtygMcwxzoFoFyLa261t25olQbB2W8tAndjCt5I69mKNWbNA9lOHpUdovGyWEWd/ejPF+2as5gjFSVTkw0NFu0x4Bv/f3Jo1Fc1Zdni8BvWSSwWAAy70T+9SR3MbwP7K/9YcsHVgRQWsF3YFbd0ge4A8IcbjoAwAsHyA7SHCEYCSA3UL/l8rP9C224lT6/K/agv0sJZtsrFHtoO/buV4lWPPqT+7fLILV5ZrF5hBW6eptIIGK6ukBEU5CxTx4oYZvhf69nyW8dahce+C4YcNyCsVgjvC1H+pKg51FvZDCiHX9QINrv97nnNNbP6jvRF1z2PQk+YCRgUmDbhUOZ30AMj7UCk/uSjs306PiM2nXkBaf1z1Mgqlb+GbNSnxm8sJnGLoRxPULfWnxizlKHKsEeBABg4/mq69sFbND/FQ8c2oJAh5HGow6oGiURsWQqTB7rmllPC/7GncY/eHN2e5aXXevvu1afVf4Vmq7/IBPAb5R14yHpVAeZn6TC/fdFqwNl4P1pmMS/Iri4O3j/UCai9GS/52DfF05CWTQUZPTp4G/vAMy4+s7Yx2NICop+fYqSPRH7aqCFrCxeVA5eFN0tbHv6kGJwgelrwCyU2VegG/eakkHQhjBXbvkzsc8Wc/ePmRMtk9uCbMDhEMuC03smgyPgd87f7VbBlhOS4Ql+D1Y8Ga6Jmx9b33/DWw0kTo/kWkm6bINVwdcUZH3Yw29zoF2i6LAimXzvPtmjHFPAgJORck/FRgUjUbHC14rTrhQ0QMgHFlLJJ4sFYpy3mSA+keyjUFHruHjyLNV/pimHaWvANCxTwxwqlSjP0gZ15Ldz7np6KM+vjgsu+IbbFJnzZnFZQIgw3QChZnTa36tayBUWBjfLetkNorus1UzVY3d/SuLC3Wxu5sEJC8+Agd432cxNigjG5NFdh0MunLNKuTmvxbV7NKI9B/SYYHp9/ZFm8y6gf5jAmKJTRu/tNDN7mRbg6hyokjaotxhuZWJ0UPyxBp9CnC3l3IWjqqNJrPxa/yCHDZChOUq9jsDtCYSZTmsVX2PJdI0LPfBVc2KHP9GnXurzP1oJh7J2tarU5cLDEKnVhsskQOO+hctA656jYrla3z6O9yI8mT82PN8SHmwOL9sMaGSCKd0bNKUvpySKKH426TnaMZFj902gI7Iau2RW4B+AwyYq1h30vrUJueVHD4BqDXl0GFjn6YG4i3CXFXzK6zVwuvXuFnL3AN2KRRR2/6khMcAZ0nYit+fVtls8iomdUFnxm5JHYAs/AGdsMXSvf/lKDAMQU2yvS09uOBlpxx15A8r2a4wpcPIGlUSnyXQGPJ0tijfbva61BlxWioRwFJNax8KHLzbONb+lxTH2/rN0oUIDC/RcxJop/nSKM9aYN747dyXEl2pd9bN2npGtEhjq8cIwRXSSFptnt68pWRJH354BuobibjYaNDJrF8H+pD4+qDRiF7ZudqGDFuyhcYZNnfI8c2aGtD+j9u/zZoxwwOdjAfGMcV3w4UzB0mjgoDdJ3yP+SuZLg3muEXOGXfjSZOlGIOeHPLDh2avbf3ehHO8huDTQeIvtbw/zDmyVuvL/v9qpD1BhJ00yGJ0jzG/Fv1Q70mocLSRu9wJeLxGS2nCUCeOgccySFBnPK9GUI1DMGtLslSyzjw6rNO+mYbzUS3R+E2o+es/IAIaPKXChydiJOiFbY8nGKqnxa1OjCrUaijJ8YN3vCyvEcg6S9kF+LxuEX4zbmYMvGzOw5pETrkZdjsy8vC/qtJlPNT4zwivRWdaHgG32e7hO5jqrR85et15TvxAAsc5Nid3UQRmlxgz1NEppWPKlUnxDf8PH+ouqKjtKZz00aTcUbPKzvi74fvgNWmbzWNK7PjM77+5js6KC8nBkJqjZgkJj0Q9qCUqV+rdPqla2paGr0y5m5es6z14fc/YBu/TKrYn0skOR6garkfeGU0BekKEfUd3hZwATxpAwV3XvkRKo3iD7OsnK7sASg5tmMROISEZFXVKguD2oU/6OU48b9aBeIxOmzUqT3j2tfpiAxyedrze08bEQ39bywtaiIrm1ubEV9DE/PaulYUtQ7pVO7L0GknavW77z5CBhV0mnJXUw9a6rESEw2LrZ8rVsXw7Y2tCsYjAN9qzuVOBGEC9uENLoiDxdPPm9HKOjnF4jVuExmWsNP3YPPL3w2PQgSHphzeuBzo0lrj1IdAAFAwrrSDfx81cO0YJo3xQaQQAhJrj6ELJQvnT7O5jJ9o0sNPhLLt76VM4yorLjs/Q5nBPplF5I8dJcAnpKPZMWj3yWWtCBP2/HEGhWZb/VGM5LVqgAMJp7UPR/rYh4rZ8ESw8qssqQ3RmVfK9Io5bCozT7gW0WbgeIqGYInJB1mnxRpoiLo8vgVV8Li112NkIIhH/fj/7QhCR5YvwGjpXwAL9yo3jV+Y0Qz1cF7+COKVdT/y2lk8rytyffr+xQnp1Ky/ge86kuLmusKetzq4exVJiUVFZB/xYUOJ6WddTz/yCWyQAjhhiQoYFQVDR7a/zx+KmkvV+aQQIJN/A8w7mvPqwXUeAvoNEHp4+X3O5zF+Nm6jqcohPHPKI0+v5tI80miWBbRemX08p6OZEVI87mzVRwiBDcUZ8GhbAgwH+GZ8JTpBvoi2FDySXozF9usmR21YP1ekmCEtwb6HXjRpQ8wW2NZkGJ9GKv9dngEUYnyafWQsImIVs2oQjGZ/2mdJivgIJWKCX30cHxFqVypV3TKypJLDwIQtZ1EmpfLaQ9Zv4tTkIQVTF+31GXKILyZW25pCqj8J18PmSHXWT0VnIm73VDVi274or5nz8rVAYNKNTMpGd93+KtHDRmPjqJLRI1emgm2nEuwKtdQT7IgfzcegGR5naT5ChaGA+/EjtwD78EScLM3zUodkkr1HM7b+y4ETeFDrr5XnWIZp9Ky2OmEuq2l9SGkudMgRdRSb1QRB7Icl6GXU0Y+f3Iu++jot+s5Zk73p4/pITLK1pVoF1jYYvMo75qa9mJSd21FS8d107tgKyZ3ANXz3rzMHIS0Qe4MgnFDqdleUUl7IHy5Ew7ZzIWCCT9PWdtxhdWy4xhU6p4bj4rF1XoZotBOIGZeoms/rCAREGiV3SJwrtyKORmlnhJKIqFvSWsmslq5tPMmJBA0c6PB4MNAeCsqG0wS147RRPJ3jA+DaB7k8jlYZfSAb9RvHIZooQZvhxyhs8ztR0t7eIikiTH762a3ES4qoYVtO6PSXqvDv9kIEEQMwn5sW8BTIMOxTaCKgKH9bhibkCyBZ2XnMkRYzLVnN2gVlfa7ehWQcyshfwsZmjl4URj/ZLcQL4Q8cQPtZp03jCADW94m9AjiIHmpLFYfNwdmPAWAJH6rOpJJd3dS3yZfDVaAJlOWPLzNExGkuXxv23COuZd7isusXjaDFFYwyS/dx7BY8vDL4v8PcCuiQHCwlUmus56mOkm45TeqpQ9DfxWID0FbtB2oY/+a9Zx32TyeB4/ajkmEUX2uTvAaruhEZ6U0kmu1195h1fFzkOGgO8FL9x+eaki7fzfn4HImd6rsVM6dyTd5qvA/tCGczLHNsKSjahST3/40H3EnJb/tL1Cyoli35gHtrnIWPWiMKIRo3Qm0VFMF0ex8PdCH0MmjXDfV416E5Qp1CmbB2pyM3I7mckP4e6RPWjcoxL1Redt9HW+aHNX/I+vNeGORXggRBA2/Fqoz4jtnFljmeLEUwyJeQhfwM0eJHCLhfHzllws3vyofFf7w5jxfhFWmhMjYxIHjhksp009H5/MBwGGOP9pvSpZLys9AJ+M3rLMLWI5tpaM3xWIgdWA/lBmDneYdgdJwG33Wu25gUhcJJ0HXuEy692OSiFo6dcYhuuKcqpV/HrfDZUaDx4NM17QjUeNXhWhVT5e47FIsUqvVU0dcYS53jxtQcm5CvtEdT3jcFvC3fBJvXLw+TyD7DHP5Y8OL6xpqPuwUZhCOp8ZqeyDowDCUtgoOFue6vy5F9S6TAQZ1Peym0Mgk6jPC/Hx8PRfk1kQRQV/towrCUEbGXqHeU6UmqmqDrkkuL9bw1eHhF1rDk13iJC1TagyYZjVyoc1MBebgw67zVMRWQih0KP1XTTcWdaZy7rQCfkM3tgeWDHb54BUuKINO9Jgn5QPoL/9kBe2RfopOvBxvgf149ZJBM+kd4fSsR330Cj/nu6btQ9a8bY+lijz7BAnCPh9fd+3dP3kxPjcS+e876lt+mb1yo83v/iiycRAjdvvflaOIbe5G6zYKT1c0xddfeedY9+Egtw4VpTUT86XR/mLOA3atXxq+P3jzmygOxR0meKb1peV4WxJWHo2ElfivdgMXbJSrn67c8A9/haalY9YO/RV6UuUvZNA5tn1g8qsILrk05kV4DO/MRrURYbmXmuQz+p/15j38ii9XI7bod9Cic9Qjlsstlg8d/al/Bmt95UTrprVU96W59xIDNFv7kEb+1qgwZ9i2TRhyGYi4Euxxp3xpxYNg7Mq83T1b4aDWB96PSDnMSxOsjF8HxhScVEJVNNsHdmsvkaFofqEK1c53lgY6zJNClo2SQZoKKiglp/RPnt0OXwXLSfmRGvglouj3DESpNfDkqlm64N+T/Z6GoJQhzXB+qx7uk2uHJg1h541bIhNx3ZWyJHcwk7neh6yAWNNU2sAsQwy9Dwxn5RaqK6Aj5bnLhljUbMmQxXd69TaPE2ZSi/eD1RhE9f+AsbC9zzTWQW+AiK43R6UjQdJoem4UJHmXk10Q81jf+ykHz/ZUjOp5V+iF1BuB0Z/PBuK/orKYmQGHSyRL3QTl+AFFDKf9g7JfepbepWvPaglu8c5G7IpT+gXuaHayBVfa9IJOwsC3RndrsXZeo74kKNwNY8AwXzy6sbn6T+SbkM5waorr625gY+4a9ZzYc68N5zjOWAYa1RjvbG843jHS+PG2T673TkhX4tpBXycAh1rLsBk++XArdtxJmpqyPbkyw4Tf8XXAfTMUfHQw66feZPDl9LwIS4T9aBpVq36w58SzSFTqwOnXp/hj0c6Fx9nUhcniyb074E+Roj0dYZNp+0Lng37tGd+rwBRX46Fjmbe2CUjaJ8KtBmGQyYdjxHShIP1vBQfWbMUkJXUn+V3FsF5ICHRiA33mtx6j9ro3vQAtw2yao+nN8yIkGnQk6SAwmHwyFWOvL//K+f798OfI8AOPjIu7TsGDbF8UGNf/NnC3lZuaHKDfXqdnfMZ7fIRMJH6XLJVp3qAyDhZ/zQtKCvusgJwJqE0o72jjWKnCoLVDbi0FqnkUJDrZzl+nURpbdu76PoZQtc7TMjY+qULF676CLgQe9Vk5XuF5eIw+Eni1tyK+RTGkSXIlA6OKsDp6/pE4gnXiRJTDgo2fh/nI7efpxcEN+ZSrL47sBP69UFRc1mBp+O8SdFPX+IDGlMNWZ525haEQvcDJaMDk1TpELTSe6dmR34F43xixMW15JyYOxfrRMOYkgjCMJ64lYjt+LT8LVQWhwZmBl2vqNZ6nxTQcNDJV2BwgR0x06KO/SJsVCmnamd9QOhmH9JFQnxc2Gibhb6X8gus44HPc8zeMXpbyYShRFXF+cX447OHE+cZOQPsSwSJIuKiAOquZXw7AMKO308XIBszHgUhNtjGEU11WII9Ago203HZPWnqFJvOYkbeouc+DnI/SoDRPO1DA3vBPwyzj5zJwsqWdUnZVsMXKksdJZagRUy/u1/G8QdzKeH2dKkn3vPHo8StpS37Y5GIGhyyEjtyn0+x9aS4KB0LDPgfPgCRfa9r773H7gQ9GOeJEK07myM2nakwgc0RRMgeAxmvlPkIZKujIrv33M78K0EXobzJpJAAZqgQnJOdi1izcIKqKsqylwwzyIBGCr95t6jI1Uwb8LmUfVMqrNUX2D/X4rWPwRhZhOQLYKZb7XVxCTZUngudiXRWCuTRYcyMVm7vxNOY48sS/c+fn8sWfBzlNgfP+9qSef+Pbr6bNgFb7YpET8/WOeWdiaeY4rbTpNykfE+Z0jcLv46Z6Ifyis2ycaPy+W78yAw5HMCqKfR/98ed7j+LzTwzxWGm9OkXisDXSniPjULDTAvKVApHm3d4/tZcCx5yYoCwnogKdCNFkvVNdHzpOwdyWl7c8FBjzVvJp8gpT9ihJYLPJfuxzPU9VuIH+9svkxYShCDlUM9+1FKFRf3AGOaFKQqkeynC9fObPD6tuB1OF0JK8GS0HeohE97vbeFoMrldO2B/LW1AeLyh1VrXi/xBg7s7MaWUFEvKeLcarewFR/gmKeOwXzbUAT0VrUaJ5edIra82JbLAF40Kb5iV94Gz1fVf9/EiGS0r+ycuWDU8B2YYWqXtZ+eSzUhTfOJvGkbc4cogXUOoWThHhNus+lOBWgwwCAXbKakAYW7DgsCYXV9pt24RGZS2FUiMf3GDK9MZ8n/Usr/Z0Q1leTppz602dhz5vb7Oux9Sgw5K44zfiI7eLJ8Au6dCIjkZiQaL3iTwcACnb/OkFdpF/LUvrR2Ry/zWJG+qeDLgn/xOTMMcZTI7TbBCfXsg6snT2GweaOxij3+535P4x8CszfLw3jbWNF9E1aL8t/cY3H+MvLEArdg8QCdErCntFShF9eKwZJrYdSn8mrygU/1L+K+SX6UjEgSeckLwlLn0rtdnlzQiglOQNQ0cXTTRHci8JqZpx5a9dXtjxdF7dHz7zxn+bcp2RLmKY3EgEZL70AuGg3Wj+apHvswnVQE0YEmoorj1Ibt+tWTDMVqzNA+bQ4WdrXr8ETBcrCIOG7SG5IHw/oUYsHjpOX/VpW224SJ1FZ8I3a44EtmjLz5sncfYj+K1Nudx9NdBvA/awPXev5Z85g94pXvMEMEqMi9qLxX2PnvcOVaUcGg65l77puAEoNvk83r2oANoRd/7edMUutY0IRycZQmB0511ks3DQSGnm5yvV/wGaG0Tyzgk6H6Q59r3+zqP4olTMzFXB7C1xWgwVBr4OJLraPFW5POmi6E1BRbIvgsablvj2I6khaU4fGnnH2/9V3gHbnnrD1bO1ZDU/wffyjkS85ppnpl/HfnQZ8K9LHK/4nTxlbrx1a8Em9HgRmik9GVtMM+DJGWT0Gw7iBwCjqo35myNlngQj2oikUqbkN8nN6haAJBXauEFDCL+wvbsKrEYXxYWpWrkR+wzsvcGR+AqojjfguBHDg5DlkJ/IJ1ek15FVoG4ww6sSmunDTCkDPN/GJrFaQeOsR96g4TJYsxsAvJy+KlT4NM3kjuQf0LHT87IGujKlkQ6oYdfbFQ7RNBCNmnTs1NwqAmeDbJ71Vb+AwIG6/nsi7cLq3TTZ/+eIfGOFRwLIEghR+HDIveilT1pMXtjBZBdzixHpvent2rvb9emh3xQxfhTNGv/aN1mv9JvibjTJm1v5pLFy6izfZx8no2fOblYp0LTRKH5KUBWJGR5RbkET3k805g57qGWEI7LkefqyRJVw479M9Yji6rpwNVGbcg7zTX20GZKhiGKNaWdnnCCjmGqhzWqJoEFijUMWwxNUJUDVFm/8o/rPEhu5W+ELwt/xwp9Vxl8LZks9G1wE/q7onodwOcf/xq6g5ErAifZlGa2+ia/RWwhl98JjMwVLBWFvxMLKXlMVtDzsQI7pg3Ey4mc7JObjJe1dl0LXDVp8K33eUhZJ+lqq0psn/pjfrs8P/ftr0onkm9K4rz7Lpofl8liorfG3XTIN2rDHznqqatKxqEi2GTKK37XMTHtglB4Voh104Iy6eexPmymd82orI+S7jKhUoqvvoSS+xXh4B2vbtpD9tjMhdGED1srtQKZJwdR2h7Gz91UsOyQmIwQ5VYbnB9Mt3VO5D2wa63qCcQFIzELZ8/HmE6OhtvxImpdYBXzPiZwIUT1QRDB9PQiRbeJt0oLak//uLDQO8Fd1hbKK9rb1TZ2MDClxuZjbtPcO+imq4I3mJ6PMjVW6R6uS7egz214xRYKRzReb4OH0NA1+NUpplIwforbdJe5MNMdX8MXnHliNS6AZxpYIV00+8TdkuTZXHj3OY6hA9CfvCIGZtUz/9f3tP9xOKTpwHAtF1wDlCrzsZ8BwdpPXrtCcfkUYx87P43K9ls4e+akvvAXNu6I2GrKaQ17owqudlfFvGr3NfyYbpjOo/KLdSLQ6/g4GCj+74okXQhEq1IEuD1UB/WoFoOOC1xYd22gAAZHACDKctvOAlLMzSqWzfIEf+4w2A/rtCmfD1n37SyJ5URt9+1vY769BUeusIks+HvgdNC8smbM5M3NVmVv+p+05UQzAz42spkpEb9Z8U1WAlX+aZnP84eujwzs0T2GR0Mj8q3m4r5UAQNYecl5y93VKtswcIWVu47EoeoXDnkm3KvH0MDAJWxZA7GVVoyJKbqgpvn1gUO3tzaaOaBonk8SffGkKcOHGEvFPJ/KrFFUqqO/UYtnhfwaBeRs8HqXhb/0mupNtGpfoqaLb+UoQa6so99BVM32OG4AkvC5ciAr++77qnR5a5DB1fLXx7yrt3OALRbqNdb0dkPmPHseI5hQ0aHRcgmp8ywL0vtcY3Ag3rnbceF0NXfWjr3hn8VVsnJzAwbLPcenhZskuwB3Ds7q94QFt3uZywMRtWxosLooD1dvgHG4BEB5+ERQMh2Jta3H0MoZfdRNpmpR/0CUZ0KLiegyFq05OO3VWw8IDVZitlaMbnOWOMpWSyFpd0fujEFVGXcd0rx4JqkpVcz7k4mFfIVzI6+01xEHpH6181hD4gVRHS+mTe21+d72u755qR6lS/gu4FFN1NE59199PTWpm/m4iNlTurHhVkRdW96GcCEsB8WbLhNvRCIugv868Ng0+hGZbLMwf2/TJu/YJjJvTb4x6OVpX1RqpIPyRh5XeRiMUVqTVCmFMCHfI7eW94cr2mzouayOM5JMHPe+4rZZY3smxv6G95PO06s+jz9QnX8swYAWUzsYVFfiixDCDWOZL0nZQWlk9sxKsDzYsCtLNiWvKGKuv2nDgD727X3lO/MrXVOHCZ5jBw9U/3lVdCwcVwT/aXZft6umMyjMUo9K+1gKf8hszeZwbCRXxla8ngRZiDTCnJBdqYZZC91MFpl6Uq/jl385sCA42jG2qgG4AC+u3ufVmOUiBkIDTkvxz7tDLhqLsZAFTBbC9WJTy8EGfPON12fjrrANvo9Ez/O8blYvbCXjiEOpaqN78NLw0+ipx+TDCRNh0AbPi96z+6808amGYjni07Wf9j/07S+3CeZt1PsXdUechSbNd6hM58TLsMGrc5ltvo/rr+yalO1GJiY5Vj3RMJHsw8qZevl7Wr6stxSHXCF/8y7dY4q9GF4x7nTNsaXOMHz+8RroCDqjZaM9ZmmDcQICc7FZjRhdzuY4i1LtUGZI5CmUpEIAl39lP4Q8iy9u/9N8fFjuOg/7/Nu9C1ZfAlg+QZY1wW7J87dTb29Aa/KcQloyTLtuwSWIs79z5YHLzxbtznbUgFM9Cy5MQ6I89w+rdjOgtezH4e0HdFGEgD8eDO6zDS6dTT/XRCZSVw7XPS8cCfZ2Yap8C9piqALIUpj9C+ny3GMN9pWlYn/91uGhvFFpdYTApv/1BJTqBx8FpHdpXnQZBSuZsKvSY8BNVvN3Y6kbbov6Yj5hiTNT6RiXraLnGSrdW1aQH83DHR8rpbs+UAGja+xYQDjefPQJ+xBV/VLAnrtAl9dRTI2+OuSYfLaz9rXPmqAE5a9VbEfal+v649jaxrtz+yadTW85PH7w8tpT4XBtjyZR960ug//Pj1a1zuNHAozo4IZ4ph97cKtuQw9Q0lMWWEpCfqm3gV3iy0der7qdBuIHdVW5Jm+UgssVwiqtfn8UVJqs1G+XLehJqMZhCVBYl+LBIlfqoefYtN6LhpzI7Jc8f1gKmTzicmUThyO0WL2h+WGgz18A5sFrL51ZcTxe2/zJScOdJF/LdjqlYA+rnLVxx5TErrvgq86/lGjy91qxGpGNXrFyO40aqZra6hSupD7wDJ8BOsywoBe6R19fLC/L/ws8WKkGBlO6ZETqaqSeHdfcRvSMOOX75eFnWMTrjLtoNDlN5SIUcyzBm+zPcCpg/Xz1+G3roYuxewTMdPAi6azj/y9Gzbtcpo1VtaXuD9ioiMerE/wKU4/7yDAq0EBB3JDlQ868yWmai1Fb8mHYF3IJRf+TzFOGysQdy05nWjtNMMPCEjfOyQWuyL34H5YXdGRCYdVNvwTaVG7Qkj2KDSU/cRv2+dTiIgcdVN+kS0RrD0napIbobwoxudNmBE+tb99Mq1B9dc3PnoXb15I7oHMoNyNgRR4OhvMcXUVmv8DOj5AGWpfGJd3TMl2luoPHTYwjgY+yV7QoAk3q2VpAQGSshdBmrT1ygDucvOoTq1wKAF956ng6DUxF3KuCUQTJkumzQrUiZu+LlvSOOLhy0H9lGe71IgFHl/63exvOti5TLsQhO3NsBaXbjG3YfMCfgB5ww3onyGStLforBTF7Sku+bFkyWsaU8fsUjwmkG8eQmFDJoHtuBw6h9H6WVotlemFTrYZcRGsIz2ahXneQnul2TG2Sf5L/7LFjwO6uo/r4xscg53VgvzEyy3agveULooHends+R3chINlkvlydv3jujQSZCadQUt0sm4iHC0uUdEbtdIVC+YjVuylIBuuVPJglXPTG5Yq0bU63dD9V4apMV/Yi5kSpjF329xxtSEgAa6VI4q1MOn4k0qHQKgiEhtZsCAFBEDphZEjE0u5eJzpexHE/FWQYZq+thQ5+0mCy8KwxjSlug2U0KaFn4MGgOJ3J2d+coauu3UVpUk1U8R5U+ztqS+y/4SMuQAAWrKag5Ws5OcpfVCPUWxm9mT7RLoFlDF91KwFn6jht9P94AiXbr0qoAMxcVv+krNJm3v4U+ti34/v3MG60s82C9xz2lqL0yNdphfolu/b1haxIyRDtl99KQW3v/VoHR6x2tR7VORQJmRzuw0w9/4qBkAJXPkL55DnnVFduvtQNDA1ZCedJTnde81ZLJfSTTvsGXwq+ffCT2ZOoMokTgxwE+ScswaS8LuPl35TotTInCf2MjaAxtmiOjsQYdDgd5oNsBAIIU1kQX+at2ne/0MX2TXMH9R8vjsinlE3F3yGW89d3+KG2AvuLJ0jdCQnSX19ABQgA04c22tcX1wOF+NxlNHohl2gLfmMndgVHpye3peZRzAz8nzQlbsx8N34FGdC33qKnTeffthxnzXnnW8UePGUI7lHdBWe0bd54N7jQ5wZg0z6tAQm41Hi0sdkitKsf320mNKJO9++2O3q89PTzV28gmJiSr1Ni8P4YejhnZ9LrX8owVIP7Z01VsQadZ+Ns0GisfG4ssPFXg6fMzi9K/VebXMDtkeL81X1Xbv9R+oexRB/b/P3GLv6GYYMbXHs71o7kmTeTXLxg/b0VQhNoNYak2Ra57/r39OvEqxzNpaL1pelRDfYEgl7T9+7qqjIFIWTpaSTeASghWQZrHDQ6npCrf7Byw6EFLRH7H/mr4FWBO/jzhJKhF26PyVx2CNBxzUt4v7LEk6XrKnfvwxW2N28qgYPibSUFUTpmdfTNqhcrsi+4A2+KNswCVuP7RVMpent2LH/q3MbP1JXvfiI7134qv9EgxfFFn9bYd3Fx0mvAsR8K+h+JO5ZfF/pq4y1xtfFo+8XSP9idQpHibtO7tRKi20hsLHGp99GXqeVCJKQgPATarYLvz6dyl/AkPpaBuaA7sCZV/1Nb+IGImshwpqZsnHq+z0DZOmfBjqhc8K7gVJ/WQPtNCJxPS+MbCe48LekSx+gvVUJ8XBi9aGRFOn0EolVCOvZFuxglvFf2uv5zfXaWmgU20Qaj3uVY/xp6rQOJfUfOfml5wU00mQ0H/WXew9yECjxB37hRjG/d/SGQc7uhGIgkr0n/e7Z0pBCUH73rk9efz6pWg8O/EbRqpZ8LAtjm4uanwl4PKfN/LYPXq+IKJMmdT/B7raH0eSNpV5Ki1eNf2REH7Si5kV+Wf13qmtUfM04SwetWUTwNYjFvHuxXTj/6ucQv6QM7KkcBQn3To1YR3lyXQlPyNlc5r8Endxa/vRUgnnGOJFi/1jWbBJMa0guVijOKLWzt5DXZ7B8Z9peIOEfTzASuvXSo2Ky3OEnjcWyIWfUHrwf+AbdvHnwVeTuAVTIUrNR7o/dnvG9F2dQdup2RAseVk1C4lgzVh2QK8C6me9F2nU+WpycmiFyPFWHY6ZOmaV3/L++/cuinbbkzSKYeiY+Svg3GF09ajZqr1Ry3Z6YYZ+lP/A3IOpGtdJUT26Jy6Wk/Wda4Vd6+ElRdvO8G2/BhhLlBifPJpLyjN4qyOcigHbkZvT+6+jNmKrjPaVGatCB9+vjt60Hf7axM4feXYwrZiptoI8GrwP9Tn+YqaP10dDt/dAbVPtHvVGXvPYXsP/maIUJtwTVo46X4pOl5W0L1EyWota7rHEMFhc15BbxmoiKpF9eF7+TAUhPjJDdAMi9BgKRskp1erWnyi0Im0Mne475xmNquw/49KzdI+YGsYXMDfgKdV6JfJ4wVgmQ6MsPSI1bV0gVGSgxomV8noQ6GEf08iZ9L7LQ7pGq4SFciw6eu1mklMKTxVnrajcj8nY9HIyyH6Oio5VsHTsN9IBTWs2Ge+A6W24vYodf6GSzqYjdhad0kfQPefxPIiSp7iUEH6c43bfh72Orzol9oLlYfUHvNIndoQgMjGQi00gxBrUz5yr2P9ZzmT+yBrhBDXCT9xyWvlqGt+a+DLttqA66mPZh6FzcA5Sd+DzJZa7i5k8VTccs9gU5Mi4fJuc4/t/b9YoGdm9MZCkOyMX8ruNMBeh34nAaAksOz9/Gm4RapOIroG55AfydWBU7/4BohDXZzOJlsJyykabKBb1/PkDRWGoojaIFblwCDjtZi+tNJE+K7CL74Zt4x+UPS7TmgLpsgOSn+2PaMxXsOuVQbtEw0W3CGHKyA1hYoRKeK6+MTXSp7AworzFLs3K2u6qOTH2BUafe1uf4ak8h+du1AaseFe8vvL0RhELvvZn1CZ2tZY8t1MZ8rHgx5r9/03+4ivjl9WoPI3SRTMO5Z9lm8kYL4rFH9o8DXVqt9S0aHs3k6rGT3j7HPA/z+mcSKsBrqw5P2SMnXvSR13wFyNWyAm2PsfGlVN4lv1wbtpQnRZIOgDBQPJZ96F1s5sVHHX5RIW7hvbJtz3IuKr2PsjvP1BPA61wNuNHJEuWTTqXBM0kVfdY55/1G+Oa807PevohdmsNiMj8VVf2GQcts2ttoWj4lNAvKwvFmIWHP417mEnK87900ZsZIAWfuOBLZuijfK3DqUqkUS6diP+nESqtF4uTJXiEDPJRT/Q/a6ZW/KZrE+wKktThC5kTXPjI/eRUlohPMRobkkdGYr6TZckB40NAS5lKirNeqYjLOoaFTyLRi84+NExbEuL6QqEiyb82oWND+qCj90w+gqxyXX3bhoEi7P+/BoASIIJZ/hnSjWdQUSxWje0RAfbo9Eo3pl6NfAIJs4xGgfpcmHf01TwXEsEtA06lXc4BedPuZWWbGBrtHyuigs5e19ap11Sf1He4QA62nj1eiFETaItqjS4UV3k/bEdVhV/1MfnsB6gVUcxQa1xE8Cm8Z0wLSjnOiYGIi3dJ4y1Zc5QR4L20gAO1SeC4h81g+iq+7ernbgtnD89+uZIREUmzev4UmAhgJ/TogRrG4BQY7FVb3r4J4sT5cdWpsYsKd+s5bIjkj0zsI2HUXs/J4moe/I6nkPoQZFEGkhaFqgqCzgk1HyNUbAa3fKx7tn9BtewdMLsNfaJm5nCOc51LJY1hoTyDcM6JuVTlvyK1MySCUvBkYUK/cT5MhGaK6wyWNpZq++gxPHfnbYAfXk8rHGqwLc3u6DAY4I0GDfqw8brniTHThytqLGB9mrQB9z/MVwKCFOn6J4Mv/ksNPcmolJP4hgC7A6Dsy/2PPofEPoyRvrJtazDNz0RoUyNcjsclc+ZndxZA7cqTx/ydknaqI2v9eG6ljm5Gd/90Q4FHWUVz7xhgGSItqKGk1ej4fefhdoAfDyEsPwx/33jqEYBd7LSAG+9uW+5XNcxEK2qKqMyU44pmqZ4ZZrGKka25yhY9cf/0zzaVUhLWiv4Huia/eSd9suD3GOa8X9TMAyy9sZqwE4DL2fxzOfczjOaorgZi5kcLOTz0lHl5p5rap6Xkku6tRc9L6Ljx2/M/nFp9cloleJi2tyBPJiN08X8r2oM/as7IFdlnAs04KLb45Pf1BNmV//bFqfetFT1NBzFIelVQFN+jHl9D8R6PjwRE336hTxxl+f8w21PmI5xHa1rND8mX9GxRDb3RetF2Pev/839sa+n/DQZAs30x5vlHHKsar0AT65ptFJX0adZHNW9RrfWzLOZqm1fAx1/9cZmnvv974/hmn9qHpPpec35/3PM0Pybhjj44jaNW802Ro+fxrQZlL7z2OfWOmwkcglX/Bdfl/L9Ss/4awWfryzw1YlfVKUvd5tJGtcT6CPc8Zqw75XmF17wuFk5C3qj/84mZJo+tn8ZqS+5b+oFFAIqyRd77v4zizx8GcOatJEI9z45ZveKfdMlCL5nvTRvpgh7q3KPzUtiN2Z3O14z+Xm9jmvNwBeD/3x7DHIAB97CgUv/A47Vesztc5s3Xzp/l/7ehXggN715fxm+gJbAwGs5bN+/3xd4sPMswp9ltJaagKiaCyl6r7x3XdtiXSshZq3hzVX3j2YhJXO/Aeu/MxO/LBKuPF7wD8By5OUJXSu+yn8cAuk2uXef3yozLa54EFl6PWBNhogIxJYTXNu/3d6UCC4X+eQRGBzYXP7Uo1s94xrgU6UyCXqm4Fbv6ErNUtVo63Zy3dPdeZAtv4fT3ZHXLhKmin2TcQY33pOFUS36a425Z64bWAqyhtNqMOmv5qNRqZDGUOo2SaFDLhbDPFPV1UJ0Rc/p6yofvdr7Q6l6Iny+2ORw7fOcB6UM1nO+4XyLNtM8A/ozOg98JWcfMyo8+v61S6n7vb9MeIqJkm1D78errnWX9TY13W93Zyg60D/avRzSq/DQnb9s9mZn4tWrz4fhZzYbF2Up13j5EunG0uqpSJb/3kI4L7UxypnePSRtSe4c1vkQzApJYkwsVLo/sGRcSJitp5FQOlwAvjXcqu4alHUrLs2S+oWS75TeqIMJQ62dHJTTFpcnkcMpQxDr0iGSp6bUPIWYLcFqaqy4agsrmjXhYTEFrp4bcJYhhMl1h9wK9fRyHjBc4b1k8uZpYEt8BS+CBQPfHMTP0hCjMfpgdhIJ21IOQaVWlFdq60uZ1GHw2fIt6SbKN0qDqGR+CI13HL3AYKaQnSKnWbk3851/LdFKN6sj9TF+FEi+93lDZGFquR65AmYNf/rlWH7ZOHsGHJN32snuZ/6XDFDs3ityIQjExaLzSgIwCWBYZB1znWtExpa9LDYUM2ZOQxH7z2op74ANy94x66PWVI77rmI0eGqiLhsKUhso8PTW5FCwHbomtlcPBoKJpFUpX1gw8aWMCQ7CfequtXROthDFBRqpmaUx/9OUECeJ3pTaDqhuh/aSRxS0GM3UObkvmXuQPGhsQCQBu1KCvoyqkglGVQboHAirjcKNuARibPni8B9SXtnEvps5Y1CRjnDWg53z84AcBBEHYe/crDgKW/45/vufuxEhmPmbPb3HARxh+QTT+LMLwaiuvAWH1tv4CuVFVhoIC8Az8P/852EHMv8HNPvMGDMQyjg8pByPmq8sxIHYpC3pPa1BwMEf/lFFl2AEzV7Q/GCfL1UnYQuctdZypxbwB9zCu7X7zL5CADh1hHwjz78GqqdsxXFxsXiVTy1g6gTa0whGl5mSlQn/chTYMzm2BInF6xXOLjxHIjesgxV72PvVOHZ+eYHa3b8D67QIh5kVJNAS40J1Iu4dTxc9jhU7n+uFswpfqJccl8iGkeGGSBH1xlG553hMZKMtkQQiCVd8KgBBDFdK24k0VXCQtuW3V+xtF2kZzGrK4Crv3X1BaGqqdc7N/3xdDlRubw8LUQCRZXq0tCr6CtvLet7pCp+id6kSp1J4LxJWcIgxA8JoDOJqj781eegCIeNE48X94+edwlsOTh9LDPsManpzaFgdHFxj5oXJb9tZ+oyielIHSVM0eO7+loJSOX508Ga4ohwNuNCmW1Q+5TIFyuIlHfHpVyMi69361bkJBTvi6EsBMbcwd/j2o9c1VnfuqEWVVXIowgF7BV9FHLBw38RFCm7fJ1nJzx8HJw69aqlfBrOqtQ6TbN0ECIFSs/XM+6DqRlfrCqjR3Hj9afTWPO3gD7Gw9jbt7pSr5hHSo0vHaTC3h94AsOSx29K8PBEGLlvLG+XJvmoeNmSqTddQjLCEQ8oMJ/KHXk7KgI0Pb0alEQ9KBn7FSa8Zps1n2189qIZ9khLwPo0fTlMvH6lMSw7whDUejt0xMIS7bXI37O5fOkyagijSvaObDcb1HQUAcp0GR6ohrOobjQOCVUIf7fjdoFdHtV1ckiSNWpiYSgXtwDNC4GxdU7tD/r0zFPZcuVYIxRS0UBbYCf1AQblqL7kJcwYtAoso3umoMzXVPvegszeIpSUydYo2rKbuStz9T4/39lBBwsbf1IPerA2Q71Fi6t2pmtQ6EzVl2dVphMeglNbOxz8Nndpivtp+t3N3BAmJ+2Uylmof+6G7TPWYPkeYHHj31bHglkYNc2yTnb9NLSVs7bKDzWxUhEdrbwymFnKgMZpSEc92nIu3m5nhCLL4vbNdy/viYD5sYAv+X5vd2zeety+4bxWIq25eitdfcI48l915xLy7n9gNm/KVnDhDit0PuAJfm2+ftu6yXVW5AbYYpCAlDc+H5GPPkn2cXVTQa+QDl63xadAP6X+81hWo3TtXUSMK/eflRmZI988AcQ5pbrwzvvn/KDj3f6b7/4+/Z2OOc66N0dhyVs5tmRqFzWHOh6RayKkSWwfmUhtRadZsSFozMWeiEJWuKacphxwL1WKRQweiuurq+nz7/gGvn16P5+t5vz9vr9szh3XXoe06oEVrYf99Rzf7jDSPjkNEZSerQ3HQtarB5JGDt/Y+Ofvi+o3pyIzVM3uL1N8fmO8+r3PvScRSlJu6PEdrrzYv8H/AE1BD5F0lQ2xvGkbrwvW9okPX3kVjLV3eRcH2WSRfUJ3fFFWFWu/Wafg3OoGGdj8l2rcFRmNKVlPBJd4zRZ2SDGGWGAxXeODtlxNx5lHur9dXlpWk2w5bnsQbHNNWsM3sq8Hw56sM5L0Tf8p9xRctv3rjn6uPiYPjyk42dntK7hfOIuV0pKU+P6daqi6tTnh+ct3TUReQ4H+b0VwNFvbsiTvptpjp+e7W+WUPEyUYjBidvyFueHYKmnrl245uhjYrE+bZiPudcnjIWidOGQfHB982DlMV/nYPKmIupAE/TtYOm/3yHbioxhFLS8+Dfh9PnHq37o4ILe5v74Islo52bhvwLwd+ZY0W7G8XA8phJ8PPraZopGqT8+TaMdq8Jkpu57Ysh8svNY/ry+HeCHn/TIUWyVhMflBPBz5/0OuBto31vy5HYXIR3bUKgErug5LTZmVaGH91CvRdRCaYycwNAokHYdIbJW0B5QaXt6JbiScLOF6ZhI26x4cB3KA+2U+nfqv5P0DmWdaLb8ErLO0wt2/GjIqzPUogz9V4IgjAysbOi6twhpsVCuoGS4qLQAClY++RXk4+K/Calw8t1CilL8I/2ZZQ8ZmgMlryqmc3a7FZuI8wHOQBoHW0c+0ydo/Iyc58Js3ghMisXnl4/yBYNa6sXATOIvfYqvVAK81THS7GjILErED1CH8bW3ew6gh2RVKBfsOK5hEYFB6J4acjBPWXoxFCCD4wq4RMcqAY5jDZSyUJ+HmHs0Iex/bHGNBHP2vru3D9fgTg+0qqjDM1sPcEKCX2zBWigqGlafe0D/1xtoOPEtdxR/EyEQqEduAQDgzpOvaTWeKH4/sW55Xabkk5WsspmTapWJFKZy6PsXsqYP630cZgzGGhNeQfSsoIr394fMq084psPQ1enTC9IJltg8s7e0gVsLqGuC4XemB3uJThz1bvDCc+PiHwbIhrjr+TSQCkuSkA4AfZrJneQ/Z0yLEhoJTDzI0f98wqLdODSjQOZvUj5+ovg07oSmHApsj2WM4LPjsh8tjeeyl/WtoYnk3Edi1nWPyTZd0L9CWyibdIoHPgkTGf0A9xv/MDiGLo3sixklkLGajUbffE+6so4GJpxNHIv8RUmE3CVyVLxPNL2WDT9j6vU4U8dk7LLZ88LoCdl6trCTeFyM6WEXW8ehQ8UphTJR4BHDKNbdHlmsXX3qge+CQf1hAibuzmyutTlXptA1dRrK+blW3S8BjayyAFNxD+nCjZ05UMNAF8DaptYNOAdJ7t63z5IsqCNtWK9jibqYQ6863GCTzAR57D61Ezy6HITR0nY6BCNXP3hsM3HIgoNiAKGSSxjB4Ujcr0M8UuMLWNAIpqbAFA+v6n9YP6ZfTApBgoh7icYJulMOsKn89VhENx1dNuZPq3QTywe2QrZp6CRhgkvIJCDFP8G9f9UKoLVQi1AVY0y3/ExMQVsS0PbwjVEdtmL2JGH74vBMQuSxhn5hkItw9crdsqij9V8wxBGShrFrz8XNJc9iPtTsWBGN8mqZbi+447hNZm9sDs/lxADIAGA72mYgaOqVjvgRsfjM8PdcRBYL4nXBWAEIMPbAMhYMuLKCr6pU2j+nlVsDCfJB/nND2AFbavthcaAqtqtWKjWc34n6G0/mGjKKqai3vHDm+qZ8Q9+bYjplUiu0m1H7FQcMmIMjAvcrj48sM4TFEaHKY1b1HF3rjrBVhUlVS/pr3J6b4oAeO5id0apyhEaYCq/ONYKZ0+IfOvBXRGIulAObhKhBm7CIaWsA+4maPvHD1wx9I+po2ccL/a+Nnjf7lpg7b+HQDMvBlk1OeYEIwS6zCbgoPB4BXiq+hsic6jexTDVhuWJ2KzL6Is8raH0nDDwTZAm5tW+xyEQzccaMNCYrkvso5xk5VW5eOcFaJIf0y30U0gWwu+vPiGaX21iBHDC0t2mjgYkA0dP10H6/LnLQXL495+v/h90M5GlZFCJJNcJDUnR+y1/Py8iCrHWYYW9Z/wzw0zG1gAsDhd45u5+HeleZ6lWqCKKi2UaxNWSQtB+b1R5bMmvqSQxQP3NXe8rkKy9Ob+3VdGOpF3LlFUjrDK4rqIG0el7x8EmwW3PbFT7IKW6cJ26RVewxwKNG6nQrGoTV2qpdCpkKO6bnc8rPew3NfCzy2tpo/yzbt+XvtyZ7ed9ylL9TfmhxWThGxc/axv1Jhz9edPmjlTINqPSRb9eRZoGNx4fPhka4eWL7v7HOR0Q7sj/Ji/yl+/JdXnfE6i2+5Pos5A7jtm7Ci7lZo8+0WxUdXJ1TJzt0zvnvzzaiAMjdwsv7G51aL1xfQ/Xr9tSxMT7rvRw5xP1T2/oUrd01p3sq7HDJSjXl1ZEnXsLer0Ry8jcS+NeL2pHaL9I/BmPxMwoS0nVPj2KX6x9TLGSoNPnrfNds299vEuMovJLtaRf3ZcE5w/aO6DRKr3VrfOVmSsbotgDawmP09Z8lEjaJehttFVxDfkL70/4D4DyEp7b/C/8ks09P4HHL+crIT9PMobDsVBlJ+pCTqqFKSwjUirxK2m/BftAnVHgo90UzqSVJwiiKccAfJ7HPiGxPk39/4bFcc0/7uUt5tzDjs8yXB41qiEUT5VCgdjSvp3NcNUZN/BDQ5vyyKzqeo+yjvsj3w05zEy8tCRzH6wyd09091y1R4Z6UGHj3Ptbrq6DKJ2R671QBaZvshzc9f5C9UEP4QDzZv/rcKwapQJ/YPxroPgfJIY7w/2iwxiGGexN264fACk6+b2uZFrJIIyjK4auMChx7LNgOFob6J5AuvIaGaGGa7HJIWgkNol1MqosZ9p2OlKBCNH03OPNKCWNoRuMoFtrlvaNyGfjXW4gY9rtTFgJZt9M+EgeYKCc9+EUdrTLGnK5LW/AqUfMRzhmUFLxsVM3AqRTk3Me9NauST9XbvsuIch+23J//tHXuVBZ8+knDCkqsA8MsG+qQsNBBlwt1tb5TLOSOQe1fn/uJ5GPYAyfr01k7C4J7PD+X+A1nJETijpVRCeQfarcjD5qcN18e6NaOSdqRiMSYo+zqi4nTW0ijzffscqCkCgOArE+r5bEknUQZwE55j4Zp7OebmD/mJg1NyxWXjt8hUJ6o8EKyoXKuJQcQ3HnixmY3sT/4WosjIVV8IlevtpLCBYtsgf79dgVKjTGe2qcjU9+GP6mE1d+QaSHOdsFjPIDNC15FrAty30pm46xmtt4+JW/APhwWaGG5us3fMsdk7Fk+xnqoJx5vVkMZild27ESgXA7MAZ9Nh5YyyC+TGbNXPJ26Aij/UsIwB51qDmUHarRYuKnkYF8pxLIq+7K8fGdfm4xwG0mx3M70TIOdSfcjepcdpi/8oLadPXaIEwABl5KNV93Q897NcQeNpKrKGQ2l93dfsH1y4glp9f8wycSR8r1FUgQRZFDh075EDDiXfDu1oPmuJHbeWbFAG2r8tLXg6K9ufdcfltLlRNBoGBLxkJBxP6h2BYIYAG1rJKjgIwX31GLVzjFdw4s5aAAg0lZP+UpkyXKA4p/g9YCQrD0HBI4IKyB+JIAV8wzpCbxzDJ/q44/CLTR7dnJhvYrAK1y76YV+hSSP0OH+fTIJQojlxNFG7J7+0MHPWt+jVjER+X/9FfQq0+a2b1nABQ40nMxAMhAMWDrk5f+svxXcKZrd4fXc+6wQJsn6WXJl598t+Wom/vk065FY/JuyLpU7XTEbWemUIQw3Yk6K4HtXS/5/E43RaKPIjQDxf1W/l6p6CsNE4b/E5o3j9qA1DOOSTFnfU7pdXfVawBRYV8CZYjiVd88uQAIUzB4tFXubNZ+W8Nltv2X0nZ8Q2IA4vckWpWDPUH6ia39BBwedn3Bvi8YjsY2qmYrvWkLCgJ+s63hFKeuJ6RkGdDIMjy/WN4vPExXUbOUGKq8Rtq+vkWV0QsZn1P4WljBgDXGVX406lBzP13670F/xW8OqZpDkVOKB3bQZf5v4Q0xuAgv8a2mMSC0gyW1spozOHOw+ztVwh9LoOglPxu48ho0wanAwR4f5XEFI/Uq3U9i8n3DNhS3xUVzs9Mn7gf6C+FybsmAv4p/TXHotCnfEI2YCIo6gx+fFKmeCmQFjzLG1IfbejKh68Ecl7XWz/lCM85hiucFSMwa343ipvhUmRw0WUVHkvT15r08m+9bEI7Qu5m8kz0oqOxDIarvb/zOhpnUJNpySUORrb5G0PObNZStFIErWVaHGG0sILZ3AfEYbG1O2xksnnHJCnjIlhSu5+r4KuWp33wGl/2RT5iHooV6x6WNxW8aXVOrojOLTtjQcrsE5hdAXE0FNxt+FryvklKEvyoXEpfZPTYZPtO+A9bR0fuL1//66httlDQpR9T5z2flboGwzVkWaS6POdtewfL/U4izOBNWKOfv3Jr5xbMdT4e7TMs/PjzDVN3XJ0mt/PGxDjs8WaPRCR+n7WfjJVFK9zjxjafw6ZuzlzV2uKe9IiL7TkVnpoz+cEiSZ8pm4d/q7uuZ/ComSPe8gHaGrcrZ9RJTROYbxLX33pQcMqq7J9Axb5EwVaUauiWWwlp8X3Po8L4MQut0e1mUhuwKbhE946wnp05wmWwpMoP+wxbb51Y1Ugm9NJCIR/fItMnZnNarbSZg6joYVxtnrNml85rmfQT7tttaaQV0IXb05LjDmiJ9aq4RNmoNA5Emu9U+2aQT5ktw0L3jGeIbBkwz1ZCrneGWJ1c8LFBYKOml9lsOk210ynxEAQSQ8B7Km82CUgO0lvrRCEkrrj6GSPjklfeaBjqBrGPsnt8mYGcd1iFCf0Z9f3qquG8z+TwHEBlbHxcTOOaPwXmkf5ihvuQGyMjhaxpu9RrEehB91dH/QmvsaYmg+zrpQG7ncVip1VF4+aY+sXiLhEwn5Xr+s/oF1ytxuN/yhtM7D2RXwlQVCAl/zMZmeumKPO3hUJNS/xEzsjA6E7AhOjweAN2y2wR16cDxPyMYoA+e0ZgdYCo69iKHoOOSrlF/qhWalUKA6hYIShJlghzrDWxMEagEA+YsvwVwTpTqXP+68RqpU+E+qvDuvHfcHZvylAbSF7gtJ7Pq2EXW1KmHzClkrFmN2njy5dnkxHt8MbogB+Xal83Ugo82mWwyquPLyeaNkrwNjSr6qwRjlpUoqHdi3p4TWk6kyucunr4+K7r6zlF78UuhOgQn4pmU8w8wpTnXjzqWXn4X9/onrwH2aby/HXLwgl8XO3h5iufXgfzWYZ7dy9cNbjEl6P59HeZluik51y+Z/37+V2D9Xtcqje/9Endw/c3rmCyulyWjVNYSK656G57r0viP2EEDEY+6uUfJDpGXFb3CnT9r+UJEbgWkRAOyDg4MXJMmtzA+/8N9Bw/xBKJA0sm/RcsnvYMJYCewf5rpZqi5IiQlNye+zcBGCutTmKzw54LDVoJHzDJz6+tV0RxlZY+kiVImQY9tvY6OMHKxoOgUBgDYWkR8LT/3yGdEPlJ1QMkzb2HvHqr5wq6NQ7himEXQNGf+Cya/1xg/Jh9HagLtzS4Kw3C3f190D9h1rML+DW2Z9QNcMVs4qT+txV4AwdBZLu0xWqRPSO5fbgh7uZFM9hqs9C7uAsw/+xpFtmyfgmbpIYCcIj+3kR1W69M4vAd0d7BaRCg4RkRFdUO0SL1u6iFlAJyHdiVQIeeYu7uswY9IYIgc/9agkEtd3unQj8UI9VySbgBKEAhKb6x8gw0c7S4rrNZ8Ns34aQSkvwNwlf9WhKC5CORQQfV19e6VrxCOGC2+rpQHo5eQDF2j1ErjnagmbmUXuIHKP579eteRQj45RgxrOk7B8wcbvVQsvJiq+3fB1Ma7vS6ymTJeFyLkqZGiSbVJs2lRgbYwNT/GiP0UsnOAZ1nOR72s+Mvo5nbk/0MaP4Si0yqGLDQv9lz9ftxlmDu7ntBwo3CZJpYN+Bq1IkOxxlv433K9v2LAGh8Kk6YGjxj53u661O4nCtC2Vm9wVDty9TLj1MBnU99Vn5VoAuhf092gr3vhR1F12AELTP33nskebCvUzgExk5MTH4E7L/Awk+eXhpWAUhVSkgcp8gqmbSaeC7m/lmTMTQL5qcrOqVewIjj0/ynu5gLhkofXCy6uf94C+zoQZ2FF7vbC1AWipLPwSPHMtm+llqrNIkjdXR25/OnGLa9m9v2HHl3aOYfXHyfoscXpAezunR40zXEj2gteoZ5jmzP0Z28t52ROSBzKF65AalAUth9riE8JBhQcEmosLymvBUAzDHJWTidu9g8KnEwztuIs2hyk7L7wD7+5t6BG3pbOWaIzW8VeSpOOqfrvnRr8BgwXBlK8aimnLkJx7goCtDFXKLgv0nqKwvvNHbHJ+emGbacadrS8NTH0I385qlBxpKi5Tg1PWQzL9S6HAGG1/ox/Ewb1F0j750gRMblnh6S48/n+4u7wTxmwDA2KsDDj+Zj5amHOAJuHjxkZsySnRXdv2gRt832M7kD5QFy+ObWOZAG+Y6oC63WJQHrqY7hUps+r5Grv8M3ysDRs++U+lxLBm8wTz5Fr0TYIT08W+M6Au3il1UCTnYluA4BDRrqZLWglhAMxzeyH+CkypUSLCObVLcixBLHIwAHSj+glKA0rPMj+MZWF3mMQ4t1702NsxUFTASu6r/CwzJOuzRr8qabxVbIQsPBL+19ETUsflSLkY/ZzyDQ5yeGf3x4kQ8OXexnTWzBRzdaHC73aQb+URo+3Jp1J/XCkMLy88Kk+qyyPcLQ300meM03pTtVunrNEj9o3+tY0DoIL67P65dybQdDBD8HXpPSguebXI7fX4NeKp888fpoilqvnaJU+3DsY9itpBLLhWMWr+Y74yTnaqocR559PHYD1Oojk57bm71dcKvm7ev6UdtgwNDD/kcYKa7iYITFZd4ngQr1eFBUpuI2keX2pkOF1g2vjUF83mwIUx3g/QhuB7Y9y4WCgajCizZuICmlJJkAU6xahJbY2fM3hQqrhowUT9c/qAZsG+JVC6MyFRRvc5Ap3izpoo44wo+SqtMxLzKNcFNdY2/EzOu860tUbwDrD99xWJ1HOwCAZMUVjfIH5U8yFGiCBOzgjpSZXApiMYusNmTvK0VKWd+FmpmuouTmxx5QnehNYVavuafu/st2WJ1OtR3mu0uA3fwoVlxukOR75brfKEMnDqPnkmBDX7juoEruxJbjc+1LE3ef1hGf8zqFGAQW8/v/lHjk6+npmoTGaNe3NFBQyks+39AMybFnTeHOzfvqDTaZ2mnYya2r0cL+1r5VEXOXqena+0323yGzv4+KaKPFJ5H8dF7wjta8PRJSyXuF3dJF3flz/9mO34k5ln5DeRGsxrbUOrgU2WzXjBZi8v1C9wRNtm673LZFfDWcJTuHV1449Ri9HAapN0K5YYGYKaDRv0iVFM3jveEP9akS+j+Zvf+0hTjeOXXq82zLfd8+iBzBsRTzcXcd8X0uj5Fo8DIJJ5HoTOKwYNPREpJN+/pHrgLwhxG4MBDy5xhJtsOZPqrNN5S3MeBshcQsNpiQwJBMtV2Qsz+D2ucFGWYKvdy+zNTKxdwwXD+w+E8QAY7a6LFR5Z/pr/w6hQ9kOUHdduvFEqP8fKKYkUoSMULU3wde8drKcUVsVABb0ChVf9uLMV+HRfokzOkeXMpDuI7NdPdig41efUAWLGW6cd/uVbhUQKzNJvaSzxc0N5O2JsridEpGtJsrYcSj/wTPiPvwhonFnHtSVeaUXKVWudRcvpnhvNCc4nDVKkfKTY63t0GBf0wkn4+qaPu8j0wlKSYrfQ6cS6B6UF9KZEH7NiAb1a+YyDPIICXgDM6F5ub20Cot9yAqtzAWmukB9ap2y7R5BV9gwKgk9HROi96xp+ah0ExnTWLswCZCN7wdip1HKieRZGyXBLOsmOeypijioP3zp4AfNDPRhFMEhuaqKFD8AoYsuEbNB4bIdJj8Tng/znSjkquEYS1WC7mAVHVCyfbdPj6LOcofbnbFS6VBoCcyjg1dO2SBup5MMGgevdjotEpy/pTsz7Dt19U4JN7SS5tkyQNceiBDZEcsP2rtedIgD7+7lyTGsFJCjt3S0YARDZwnop01iHCTWzcVRq3/CNSr6OGjJWWOY0XbUxHVr27cEzwugCwJFhrctWZi9nN7ivlnGh92PTY4+Gqo/Jy+fny/srrHqS/1n9Xj7VboxVfYM/FfYih7faZqZ2Y8IQnHAc0n5crC5PiC+vory96nQIJ5UHIWiGAgf8ap7YkiRzUGlijIj9fc16R/rTWBPGf2u1+qfNGn5HF2mkj+W5ZYmht+VKsdk6wWsj+OA9iRJI4NeicIUPiKr5ET/uN+/EYt+SMm+8o8Uj3xr3WtHlesYaF1dpVAzPGK48Z7rYa11RcNDIpAl8WDiYpbHCUQ0MuJyy+i/QEAVlz73T7tRggGFBbTYvKxoOo5mwgPEOvqEYbEoPyNOiXNs4AcbSnCf0ZxHPS2psyzTqUwuk1RCBrNX9MY8jju+iKESlb/Wl/H7+9T4GlCuC2XGjM6LRzdnuvAfH119re9rjJpMW4Nz7lwtVMp8hyKDTA0J0uNlFVsexV8w48BcaP3dsa+UYQyx+ljdHWqaOJFYa45yjCnagyliENgl+kltfmXTswzqJZeE4y/tIdwC9xZ/eZ0BBxJnzzx1rJpT2t5O2jY6/aHY3w+Elza4HTxcgEf+b3Kg9HeD//s5QFnz93S4qFwn0cvtioMKq6xmD37aAJQr2fijeTd819q75NVpHJEg4Rmk7BtqeDZuRYNjXJoq/81axTyTIM8FjxZSohnv++/amCX6ih4TuzC1oUFbkGpUoIVmbOwXm5E5sj9RFs4tGahKr8Z0SfSzA4B1HvLbzFAnkHBL02CMFnjsvG2ik+m69UdQ7aDh+5f1dxZs2xuosaTS+GDgxdxUUBdklumHzIESiWhKAsMiDw/pefItWwAZnHrAVcmyGo9DAZXeVFcz3wnGPwK8UvaTJRyyVh4T2gkF0BgNmsIBy8eBdAiLY5/Vg+RwWR9sbD8E3U+LVhcS1WXK1oeePOfozYqrA+GNb6OwH8NzcciEOXjMLevPiUDgaJz5nibD+4hXVBez9nrtpbXimMMcfX6g+Y5i4wcxNDY5L34ll831Djk3XrJ+NgS+ru7itJMG3cE+M6+kfEWW78944E4OKYJ/r3yM8B4DkKjtCc5q3iq2g4yzsDi3uF9iKfEcgMyPdguse0KSuEMauMPS87fcyAAmX4KnHzeW928nZetAy6HWkEj/wfkBfN62poBNy2/wxuRVqfT5h3iAD4yDLEzz/Vkvum+4R8TB/46fmZBN/RaAlL1dNnsX/WfQ+7a5gteOWSPmG8Xd3VJ7tiV9vCKTgxmetg5h55+Y9RBvfiGSIQyxXv9zUhZng2Os+ZPicJNSP5g6M0D9y7nrWfazjSk6fx8xOMj9FGZVFL126AC4rYUDGwhewvmetD4wtqhggCDhnbeWHstNfXJbLPZr4Iz8J401n1uPwki+xqA4G9EKeH2bEayn45spD2K40uzA/oRc3c//RWdPB+1Z2uj9IIoJVDb+Nbz1A/2RPVnrVd6cQ4Wx6tp2/yRZ1zMyViHHCYXK2TOvhgJjKs0W8R/cfHz2uGsND4CGtYN/BzadDcw7gEruhqi9f9TvquiiGMn8yvRP64BF/KQ/VZDf0P44JLjLQHmdl7VgAQzxUss1d65yLG+fdFDyrGh/bvC71iDlVdbpn1thqy15OdGFA6kG3zP3UgHej7tKzTY0lH3+cq3mvUZQs/NMlO5R03PV0UHJKhFzKLD4D9RRImLS96WDNfwlVZ1w5VdkOpbIfAvugT0WiN1Pqyzg9MyRV7EqPWhQrZS/2R3jNQvV5KXQzxmRe1LgeKG1Iz+YkODAuabJYM4V0hsvTwki02qiCLNc5xH3qbON5gku6jTIUZSGV/5/BwIIqcusne+hEadrtIWQyhzRVIHDSLmdFWyEhpP8zXsqFHmKOFZ/mAq/IttX0Ss7UhKoBkk+cJunTgUP32EEUsmCKswWVzcoDNfID1XgdBnp/bInTiK7XNJUMTC0eyWKitb5spnDyU40nChODKJiIpeE95BrV3zSvbhElGgyVs6vjh9sM2QTTnOIX6rERYiENOI0AGyjW3J66YvlXW1cs0RA6BPHgp79VYchrPDqBePL+lqqGoK4k8qL9686Ew6BjD7Og+2je1oLMaEjtqipNkmnXXkHym3p83sLWedXLcPQ64lLjc4rFi6h7S15trsPurufZ3yEO/s++NUw5HbA2EDHn1v4djPh9jXv9QOQPzayM/FsmzHJZgYzBsPtt5t6q/mfT05zM4ab3775Q6j5rxr1HnMhEGYOGJHOeL05YN+4zrSuKWDd99U4ymxNc/Ou+LwoBX/91HltOeb1y79LMyyJzyj6nM8AzYbIxYG5obcrjuto9l2Hh7HXy5MeJB2bAVzfSmJEa2XOS1X9FUpXNBwpx+utmPhzWGFlGERekdqr3pDYiK9sSD2grEWmc6Wp31NFJL3BxwlLpNTQnnpCiIGfG3qS432e2zSxHXDOw4xhSHgdrTDheNtSvFdP0OotruiAx2MyHN2fghRspiiQVrKrXhQr+D4psIpTfeMDhZWb0MHBY4dzLOzUcIOm/K8hAAJvKfFWz/JFNsnsuHoaPPcu7/r5GfxsnxiUV9oS77YLqyMbS66DGWVJMgXz5Gf6GdNFnux5Dzv6DwhYTQSLsacMywYBY16EQCq+pL/VirsIGuNPb5OWMl0d9CgArXEiHyt8krSpsOoN5MF+vimUlMVuYF2kPe3261MeaFBUALvzQtvbr4Z8Mg7XOdeM5gpNpBUHq3gQAKHuuXBHS51Y3h74YWYCKX3wBsvHPQHVPi97Flhoncs+3pFV/nLhgq0lU1M0urx80/6B/ZpFkJrdA8PvRId5UnwJUsnheHlIGrKAcv7Z/eXHh24osxSBZxD9C8lHEGljARP2b1vA/fRieg3svz1hRuWHdZ8/TAajNhf03hMScl/T/Tb0cJZY8P/Cn2v+rzdaepivty7W/HNgRR+lnhedNqJ84+tPADsloYc2vPcHR67DYf7GbJ0TPFh8Hrqz9CiZrVZ7ysPbvNhi5O11VZnq01N8rMM+fyJX+H4FnnGbNrPIK+fV49Orilex8R8d3TGEkgfzJGQQD/X4GP8/lRTcKtzpqvDzMwIWDzoBqIx1F3MFEnzNXVfZi6Paz8zbOEq2Ck6ASnctEEfV6gpM1AVIEmVy2nJ4R+D+uiGDM6zmrvKNXP3wrdg8bLxUZwEYAWcQqSB8KBB8mq6mm2al4K5McYLRueH3KyQag8GRekstlcyRri+DMDVhH+194JeWZIPLyk6nw1q0CBC8f7GBXm/ngrs0moaGLFWdJhF/SU7w38nrgYC6A4HE6eWkTYiwN9YuGd6i3VJFN9uYp8143jFXLmPX6I/TtILJWi2S7mJK03BGBYlxNL9SaMHzD7oEO4lgP3j2yHnJKYuiQf3x0Z1p0zXaaSaihIPGmky3aBlJja2H4MrqZGlZPlDBQUswe/aLOR9cvzJVSW1y9c54GH85O18BlDrb/qcvDukR2JgkzBD+NOQ6pgsXrAEsVhSIuUZdUmD5akEaCeqmTqu1tETgVbhBbgBBGiVw932cAkUUUsJKuD2sTf27yJ2fPSJ6zMtEcwsPtNkj3O2MMRi3cOy982s3HvTNT7d/eTUyt58OMqmrt/V34JLaaob2HOY/mIEoSYx8hSFsThP2bSgWQ4B7njI77lN+ijolMOzQ65+xWXbkMRHGseHHpFLLl2S7Ul5rSQJAzfuzb8TANHt3xYxPHHCetPZo+UBYc0GpT2+zT/BwWF1WKW0+75d2VEzBF6VMoH7i4RLVn3+dNulxdBHQe+ulqq/ebTd29XIZFcfvDHCXVlZQMRWCEs6zsVWPHi+2n0d6wJy9G3FeWeKNWcXORm15ax1BT+RjQbM9p8XA5eoI38XdCiv6mTxBZtKgiB+Bwb5O9GoCAPqa0WChpL37tYiZfd83f51l0KXKJrH9fA7Qk/4oH7HlTRjcotpK1LRotNKDl/Kz4WlRws2PhdLtfbuaOndBcRI+d+FcnTDxy0fK+h6SSq70EzXXRqsZD/0KPsGGsqm+b2E0eWw5RQIFWvgkoBqH3Ljkl2F4Ew/tC4KYMH+nePB0ahSL0qGvctEQ9Pz75pVzUdLnj5YE1w7Ea70amARi8ywP2y9R3QmeebNgmdKv1Vi/XW7AYXFE+x2vF7vqIXE8GbaGoHxLCF+K1Ju0XQlcuI729G51WjhQjHyIla8IddxwbGYlunpFUubytU51f4s6Mgz7NN7zS4SzLXEOw/byFC0aaengGzuiTa9IwokgaMY+5IWSwJfutmy089VBLUz+4VcqMs1unwKCCU7bVATzlHa3KiQIOASUWRhbyqyBLiGEdADssE4h/9IqNOb5eCpaxEUG4BoijYwT/ZITqaPF0PeX8Eu+QJ8TtrwkntPSq2CkmkJCMk1EwM/F3NtmZI5xtZzZdLTFZITcvTRaAQkhj5WSJJFMwl9HwGG4h//XYTig3I1aLP00ZOm0BoHOW1W3NQoqxEHNeY0QRPLrCx6Km9eSL94/x6HK+YGz08zjmW8lCcB3yqLJMqK8OXjrWP/6SV+pxWVPssmIm0lXSuHinhf7pHuPj3kNbaH6oE1fHKVO4zMfUOaOZGCw8yjYh+o2YtLNn9ltj3PTe+3sZy1Pm1t1w06eUyLA0j8fePnwQwFF3Oa/LDV2B5tDfDyLk/eQNnQ8ZbRf7fdXvLKUdkft6133uTPYaz1j2B1+uUKmGI19ZNeUYAmKIRQDgdUo/L/uCFx7u77cQLSaa9euVM5k/vy+6B38fhBJ1kHwcaWm/HnosVx/DBnWt1tuQOXkOv0UIWyuZWDycED+vh35ETczAs9ixMft48zgzJ9/UuDgyH2FOZIydf0z0jOHYO7TsSh9dRtfvTRsarSsLGSD22KQUw+P/f64LjIFy3sXFN7pPLr1YT9SNYgbesbXI79XRMrT9rI1NbaYauppEaSykhcWf1/+2DQ8c2GaPLP5nVR84TnnPOzX+MXOc28rpXSxOa5YlGOoiRKR8pPiVy41rFJdIVovN0BDTp05+qcWrkHBiVj8SlrXgEB3OYM9d1UV1PcoIcYzE3rIS4r9v9rsSXQFSVj377vFmNVwRt+59vVFxlcjOEmsBRg6SE3mpUkYuyex4Uvfxx/WjLx6ZLT7bauhihTVbJSXyRs85b0f4BKZGpVRO6o1n5KTuHak4YMpLXVaWtdh5VU8f0rNikTV5CLazXVo/vNE1N1LqseZQ7RsyZrsNsvg3NnJikHjy+NGBHCC4NmDVO/1aeF/Elgk88Y9aFZb5pxuWnWtUmREXNPoaYbadjfgtNrC0bvzbPn09PHmdiuCgREdm4pJMXBo5+EkPrrqDL26vEQuE2hnOuiTk8U3mbZwzxcrgqNPy1CA+z2hlNq8TsbjpRjjd84QfhfMmo22m864be9W+86Y1ncH7L3IWRzT+vrJ4KYSyju3ogQZgDEFtAkAKCexJcHklCFQFzJ4I64Gl6GNz2jrf/uAMjFQrauWAD6noctvEJjAdj6JUzCQcz3uVuNq27jBFExm2Q62oL2zWcuTZbdZ1RGcklLH73xFUA5wiU+I8cu7iucyYfxJwbtXmK1bLAGNhYNFR5pbhwikmtZfkVXR8OJIR8Z0qrkUHhpS/i8VSpWGiL3fpbH9XPErN+As1gw+S0jCKTtO+DfpYYDlu7UnnqE0csM+cMQkC9BNw0NhCR8cv0neG3258SukxcLX163u4QN4lhUQzhCLV9nbjI04j5En7yAzxdvVBS+fJ2dOYtSTYv+GZJJQJiu/f/UsPb6VnlmCCbENvzEd9z24LWQQzn2I6P8+fwf41u1+k4pcYMYez588hPti95PcxJTlVwYn0NPrB+FsNMngj3y949mqgBugicNYrFbt1S+Imdz+w3vPuZKj3++YhLhD0gMzIgNajufnDyRlU9+st9fYztCamjxD0oVXCKsh1wmfA5jdC2ueLo6BNz8fRS9VmN9RP6u85r7E4aMycrNef3VHIgBkZIcm4Xr26yk3xaaD3iTuDDSUsRWWIgiJDPR+fRblCkyRKHng7YiaGOhvOPoAuU0WJdiIORidT2iEFeGzJO6mVufc8w2JQ3BcGBChbjew5DgQ9nKjemgEIrlIQkH6DOorSRhDRK+clf9TrxQ5qHmRfpMKkZZGIdhJ4ZiAz2PEsvhugZP39moR5yihJn3k0kml/0fZk0hR8TbLkTcO1FqlvTbHBwjpYSkl/cbNIc22fKCK1HNxgxUjMu10YYZk5cdMkFreJIVgIwreVQnBoIIL785R1t/sMTNOmtZfOxS2WJn5+clJCybpTMdHyjwTFsPGVg01AIVgrS6G8p2yWbtOp8Ura95XQnaAXxKGJVc779tGCM7XSHfCoevhHxi9C/e1z0O/Ao5mFXUZTiuZq996EXUVEtfWzJkQCmvf0i97I7i5MbSxsyrso6rz45RAPCdzgz9LftkMSmTdx3/BygvPfiiRq2/Ow8aA+8NIDnbvi51ttPMAZhTe1pBgeFcW8Hmit7iU++e1tixGxhFOyHftu9d7terDxEN20+XOHkEZbJsPCfrPBw+PV8FsOUI9OOMxENZeNWgZF12Cie+ORQOIJ0ymr3cpBpK/xVUaN4qR41SfmYkhENQFJkGPTAbC+FAG3b4BQ3qk/Ay0AqJcSkeI6eElwWa97qCdZAxGrhyS64i1mWJwaIJLn34g6hYIL0EO2xghjGskPob2YFVkYKFTBJK4A6Go7EG8UNbMSkErU/TisiS41rJruJvor69EfFwiDZ/o9oq2aXPLxHUF1BKj4eLhzFjV3Co00LQeKYiVsdMvIkZY2Aohp4RIXAI+Mdou6LiEICecqilcQnzIuAkfOVDwgonOYXQyxlSxEKnr0NgHVVMZq8fPhfJoqhXV6CmFeWT1b9WKIO6DMyhVJjNbr3IRdNmoQ9ZIX0tIFOOoZDwXIo81xeRJ2JxapWSpMrCl5FxXIJcJgDw86cbXi2FTYmLrW/lJCtCsg6Rb31ZiXg4HROcRxgizZfsgG4JuZEK+S1PUibtfKYVI4B23IkcPb/1wEGN72FWn3DHgrocJw+k0ryaQVH3WNJkr0xfZH8Y3mv4id7gvzejWjiqGXNY3fGlv5W3H1PLoLE7gKl6C7NDtWWEVWyFWS3Vz6voYxNScEtqoNeTn/todCciuu/9oe2dBRqq7somGUBNRPyIFpkWIvvbHQ4Zd1JyOqgMkiB/jkWEBEh0C3dUeoJy1Dvj/OosZPYgtmy8oyIwK3bjfq3wD1m2bgdvzznfKnn9o2Rawfk9HNEPdXz+5sfCdmp+DlUdbjBcU7NwKtqddO9F7Pi42XbxItcvsf/B1EcOcigX955tv3HHrmMttpzabVFPkSFpPcdIKS4ShQMkIFqHSvp0XM+y5sOu/xxbs0CRztqZW7mWN/9eaxg7FnWR4wd2seQr2kApNN7kddADQ/nAyqKF2pKDxumDoT83wJj6q7PmjvtUI5sxvHEeL2gVE40PUi9D5rZwX6kXUHy4FZtzndAud/SYwJGSIoHWNKokpdzPOqgHu/3ztPTeXzdkgbemTQJW3Wvjfxb23nNwmnx+oLhw/lrD4bs/0mqHzh2SINFoFJK7V3n5Wt7GClGJbbwO4gKIwaOvUxfW/8vg9Bp5wKE1cpX23NDmUstOdubTpw/O57Vcgn2w7/ji9y6yj7WpM7493PidxvuOhQeW6bEP7pN8Vp/PIwWFwz8u+eZ2K1iJ+iW4BZHT+7MOD5BXUVBsNcJjnsn6GVJDgGSmOh4Y50v53xovaoVaEpVtMV9czKOYnxSJBfdwIAICU0L7H9Ci9P1O0A9P6dNzp8/MyOQmwcVZMKXNfy33rzYOpT00GGbi7dUv4p24A4zErZbXMVTn+ZfK18If77KTh6wGcV2XM46HRYyrsrrCGef9QR8sS07DxObzjsM4mp3xg3s31hw7bLe/PPTEbp9qjHSjMTDkwMGUQAABTNXqxzdav2/Ld4VVUJ2nbh6JeLTLz5AazFFcuXaBnl2Z03zO7lZyGthgWQuEYe9pjY2si4bkZo8DOCB94na/G4eEynf14cfBqzhEKT/Ia92JHz1ZEoXuS5rjsFRjAPrYZUw+a1vAG0HR5xQLV+V7xEUANDLmltRdEnrD6R7d+ijEbK+9ILPzAvGFdPREqGK5cjIIK/s19hf6XfVpA8cI3zvOfz1PedvUcFelOQowubInx67wlW5ntV01ECM4HoXRlBNmJBS9kPfvSU5xf/ouuQryIkOxsz9JtP3bHQCWsdQ2spXy3A5qfFPnpGX2UHrJC8VqRQNohIZLDjFEg5uc0tcZEJwWKS+JSqsaNipyvfZwRreuKvwd+K40v1QU6Nu8K6onuznHChmz6Wj9XKhunbZZ1T9n9gXrUpubk9+ES6qs6+eGzyfwQWID3wSUIhDAsDAz0qwGkN8dIgc0z2Z9NXw8/s21+tkVhnPYHapFU9QrCJCRoHDgwdfQjx9/qHq6VEfkPG0QPvl0vrN2GCsb/aJg2xMmOCFXe0Hv5Mst5XHtIC/z+Y5aYSYJzwtoI2Go6eMvhMSIhGKrRLtuPiW4zZ9bcL8tbSG5uVqy6Xg12vL41soEYMsa9SpbLWZFr/7n6/62VvmTOlJ6s8Hg6d0xKicTm1VjQKUD3AzXVb9kaTNauBTyvUiexhQkjr+QU0KqnquN0WTBChijV0Ee6olsmdwudXICBceKbt0T8zy2TvjgRs9lfMpwxONLpyk8Xu5wlMpJ3ZORnhoYGXs8Uq9D99Nc8M4g71OKV7wN2yWiyw53tx7tTa2aNciFNugbaRJ/XQNzEwcfEXZ8ujhX66HSr+SyFkGsUKVIgw6C0Q+ouVtd0mr/wgFxvFxurJrRsKlo9ysVEj/ZfHu1tSZddxoAC6t8d4z3NeCgyImDOWpGCLHuCeXVf3+FPNwvtvKgjdZBZgnghniPsugQMFwH+IL9phsYJ39tKve+0YwmutHSMYecAAAGDPBK2Jx/LYAEhZzkIHZFM8M8kWMRYIR5d1zzxwOfiHu9HtqzpCGBIFN0w46yo5PC5ln62QYAenQw7P7VExSQBFeH+JPAzGJM0IP3X9JD/tIQawf69PD5iyZcqxaGZimdFHnivrI8C0YjF5xf5f82nxe5Un9Exul0B56Iy5LUnHTF8Po/5l5cp7ofanNDQzsWLkJ+DOsGHg6XxUEbIk5kYwzdA86i+Pyvgb2X9v9t+zNwkA9LTjCGyj8Ye4/iKPYYsWbFFGQYeE3/aebCC0fL+H34OK1advn4b5fjI4riAU5GrZ0uM9Q/oN2CrkmWXitJEh5DZVuWdsetBPcbdQB82uGH80cgxp7bfzO6KVviLxHoXJc9he9PJa3ZTutD8wW3G5yLBNkmGMP/AX8sF80LbLIgJqlH6rFkfDBrs8eE4aOhQA/cMozP9x5Dpmck2HKS9yrvk0smfJzk/f/Hn6DL8lSi6ejNXhxyhHgDoqpso5CuHIp6RwSP5Nr44X6OgFM4fu9JEvjePOwXYJhccAtGY41AGF/INtAIxW9zon+IS28Rldxyxt49E7eewW2opF6zQBz0ToMZ1gWkk6t7k+kDBfM5KZ9XvB6VBviKUbK1WeVDz+4DHHeAtM4AYaFlot5ZWv5KgJIrBhkTvCQ/0a8582RUy56xOzi7G7KYjFINMnhy7Mq844uEUvXWQSLQH8Vive9bOnT2+pcibM7OO3ZK0CiY+qJH5ol1sZ6Hv5DPBxRoEW2P4ROfX4VOToYGpnArlL8b7H1S4lRSa9ziYTnSNHjittU+zdrqVaAHtv+1wLvqL5MOKvfNrDxeS8hST1zZ+B9wqUSXKf/u60vadWTsgzY4DkPziQtGYDIsTs3S8w8eiJhWazroDkeqmulGV/eEctd0OIBpZ/D1ADD21CSPu49Usr8WGUML6BzYCUwiS4oxmSTxxwNh9FVb8+1rm46wY7Unb+1/wABYUnpu2Z6aIW+KOv3dzr9OJuhka15tRwAw+0/Hbz1cE80uxthcRJtiFh3xo+l6FjtrlmgrZjdMQiCqUj5gqfy5Z7JJwdpk9SzUceG+nmhz9dJQ8d38fiQ4ZP9RKplM9nP02lnTEl/Bfuq/9rBdDj7jstUlm/L6R5b/Q/8Gmz6yfBwLXPQ7wa1aAkes+LrrmW1vmozLv+rM9ftrLBmQsltWkdreLSldg6HZ1fnzj2lZZByeyVwKVLwCXOsOFoS50Q0LnAKZR6Dgmk2Rsh96rW6PP1JQ8CXXOTkBt0UYbEHq20dEI3AIxxghgpKSy/rJtfe1xYa7R57t2YWSRc8Y80c1gM/+fD5/bTpTb18M6gzOoUmbG6y6iC7JWyf2S8dfAOUoamJDTOxk1any5S8ioXXHLQ/lX1O76l/ffMgle8AIjnHeuLws1bXx0EPvTBJA89BON6+5FFLBMcpB3AeLh9ytpswgIgG3N0+z++sg0rbmHIdRq0AreYU2f2jtewT6I/GU7o9MFWyXBviBRx8Aa90IXpuJn46JOFas+VSLIT5Xu0fuS22q51Nvy175VelWDNV++maNT1xhDlVJgp680mnFdpq9waN+xGdLZAKosAytaM8MgijbebrgKpv9lfAgSb2+YfeO/ZaPNBRlcZ3JAtS1XbF/XdzZB0Y4jr8ly97TL6g7Xk8/9lt0wj+OnhnG3tw6Pmo1J7tsi+LzJI6hIdM2z/ghS2jbgeDSG2T9Ff92iAbZNyK2Luo6GoqPvuYVOwpC13wOugviZ5XuG1FW7PIH0I32ISl2SORHZRIaAL3pdBaf37IldOXCWcasF8j/aeG20WY84l3NqcbQn2tArn3xPLpm1ZdekB2VFwCCgvEbtS+fUB9fzl1wG2wBMT+Yf2v6fPI51sD+ze08PU8E1KRlnpCfPwJyf3DPyclNY4sYPHrv1au33D9yVjRHkTG58rsnNc7Hgk2rdLYnm95nGX/BufjaxUleVt2JKAoMpsj5ep5MWh+wHRHQggufPucO9EtMvgHA8VPJufb803Ncx3BjAACQvyYOLNjtAqtM151USlrNuyVw88Ns/Az5lXq2GkOl/wp2Kur+9/NSX+chWjPJpUZ01AHD1iQNqR89MGpL4y9OljqIir8Ne1nP2TklE6BfyyybV72PK8x3MIHT3+ukgI0tkyiUB87o6qxfFgPrCVdTTArMjPxMRQHbc6g0Ho/4yRvMH3+xPxZFWSOe1YcoeGBYZsu+NIHxhPts6avJi8UTl4qlm+imOoHZlPtF76qItqTt8Ch1C7WY+G/WmJX198Ey3u/Egw/1xkJ9K14Wn3M2R659sKTPVvcbJCpdOKtcDdCDJxkKuGV3lWR60et9T8I6dF0ZAGg8tBiOZNse+Mpgv0QGNeVvv8dV5tMncigai8jcYbZvHm+sc2+6L0o5ufx+g8Oudk+tT3ZOMFhKAHFGNq0AwodczURfNBsi1a4ZpXkiYSTRScJDZV1W3Gjta6xdtCm2JzJWSROzsXSgXkXCN/TVv+t91lZLRbM3dfBQftt+cppDv+Z+ijq5UO15x8kb0qCmI4Ed6BSXwfiISu0UZEm58pXtgOrPkpf7QQQDoLKwVSE7SlPJJTuuXf4KlDfdcEiSrcLuTLwShfvoNquigYobFh0G6x6eSGZeC7SzGMFkEj9YMOqoffrE77WmuKHUuqA9i7hlCw3mrHpQ4Fbrg+qcs4PhKHnMWAgAKJNuxsSZ8nyUg3DWfQ1Odj4MUMnxXYNBMyhJosab7Nb+XnfMJ10ivKpWdqb2+s4i8QfnkW4CmYQPnuzHJaWESGaf6p7XlbNRxAmVUtHMnoD2jFHKF/lDscoXf4X+lYVFNwCcHkiT3J1eGyHsqa4XxHqnG6EBNIYtF6ry8w1tJ6uJtCGLiadcMQzQDWc1fR70nk3QdrMpN1jaHrUd2BHWScwFAdoBde237gqrToyB4ObPzCwyzBlbTJGCuYqCciPz77W6zzSC3106FeGb6NBVGKl7tLgfVYO4Y7F252LS6QXuJwl4BmfNwPl8012WLX42C93WYOdOioqv9H/R1BVo1llsWWpPzL5izUjprw6Phhh6Jm6qw1P1V/P1ryp2XbmJAXPl0zq7PUyMCmoOF5573KPbgTF8NEZCzrMMzX8AWxAyWZYvig5LCFeQAmRzmI0NyYSPhYAFCVVgeIUcAEikozRuRnrQWjtyjV3AVz+PE0Y7x6iOgIZ94hqc4XBwlQPMg6TT7WM3y87kAXLp7Nv5+wZmojzPp1lU5M6MPTJqTIzTjGiCJEfqzq/VT9/bWZaraPkQGRzrr6isQssE7viN7dEZiAqofg2ByGqj1xvrvL+YXKqU2/J2CLO4A/Sv+SHjUzVzodMeomqi1vRQZLN4O1F3culvldZ0bsPpJzpoUzXJv5avUJlwQNPtMiAGoipNp0rIEbBFddG/NqPWyp3PELOw4C/2hw5V5leFsw4e6L542sj9YIIOXTn70wtXA7+kxMiHuYNFtHwmc9Uc2+u3LeI5LwCQalnwpwVUb44LqWaRmGg1nTB3uFJY9Hsrw512Tu9uLyhNB/zWxVLua+8Wjn3N9e3p0ZkWkZ+bayve7mu9HtTrGp1bvqfSJvk1Dj+vu3BfsKvdNKPiAEKyc2nVUuFr2OOHRy1fY025Qqmy942SXubyrsPGbQx7byoDVo4z6bj5P0D/ydViXX6bh7ooBWFddNaqr8bUgenn5tqXmGgwWO6uv1VgNh7rfzRF7z6E2a970/r981dqlhoZyygQBMT8TIAC1/4HHHLUffnC1SjbNWOQL6jqNBejIVoJ4rg7EU6GWMn3WmuPeQJu1XyGdJi/INKUUdbImtKY/3R3mROyYj3RJtlXMWe2ZUcoKi/WmIp2dD00zGQfrdZISxXjc6lC+OegE9jhU3Qf1ZhkW6/31ariSAbWpEBOqV+65n3fuCATQMUpXC0ozFZWsKN/qzjBtQH+axHK3l86MsqJw2gBH4kJaigww84vIo+jvRQkvfZwY9CjD6I+VBKV+J7K56QHauwGEqOE685nBh3k0vBRtQvk7XEQ1bNlSr1Qh38UyK5Yl8sVkSAOtvZxzskDN+na6rb3azAbfYlVtYz7O4QUAf1MzUYa8YE/yAKHXfGdfKbfII0x/Dsiu0MrYvbJaasuuaJY52AQ1zfd7+mpnN5+94bllV89oNsXv7Z8M33z6G2Xxr6UeUt3foyc12LzxyOEiOWtWttMtvc82gcRLP6cXHqFDHm7/8j4Dp9yZUW42LDwEj4xlxgp+G+zetVLi84bjD1kA3BTde0yyKdjB9yy8j/Jx84OdGuoAxubNZ+3f9V/fwI0ZbBcpHLrUamXZDnCnMx656Ygk+a2ntRs7aKowN5GdOjAI5sWR2+avRRdhtDnKp92PE3lThwdP1BIJMHmMoYTn1Cqz9ZAFnG6kz9yQgTGtVUWu783kpj9aN5UieZtuqZXN9At51zqNfblG9Oks+Yy7bKGQv6aGCGNa947Whe+xFv+mRk+U72998A1dwPJnagRB+cMvSfO4TqqNDSsPoPUEHi3w76w8Or/UWzu/0z///9/zsZGzDA1NRqWc3KsjamNsCnDHJLUaw4lKtnI8dXrvc0h1qwdIq21yPkYRdHpNeUw5ZRTkkqsnJISelWvXp+v7x/weFwel/v9cr9fb9cfHoWFL0LDbu4vVg23AOvriVZ0iT3K6UoZMbTKHFy++atawhuiUjs99k3RpOStYSlj4eSDK9EZDN5atSw4n0okMA4/PTfygGhDmXPVyMgNNXG0e/2Mv1ZmCmvrsh8Munv3wBnYsd8Up/yc08kDyE/Wk2yT2GiUgVlLPT006LjX59kh0ZBKJgO9PlPu8pHOyl58W30y642i4YQq9xbp7dWzOgV5mCV9NP05BnwjbCRPxQJcjB68EgAPN5llATWHHK+cBssrJwfaPfHQ6hou/xNgYHahan1H9sF6Dt4wdT7Mig0ADO5pRO4VIHFy6LlFHmVfgevhTQmFAbqzbfOHP/16bV5dLgo0jZbElaSAMmS+W0BfO4bsAM0Y8XzAqZ/NYUYSH0Q8FkV6eSPsHuHLfIgfwzHCP8awZ/XW3ta2K4cfn2rrmVCHPWItUR7nljX4Zy7tORQZ2z9veE9v5Lf1w+GlDgTgpY5+ia8IK3kQyVR5z3b7XduUddwDnVR2t/FAU0io/HLmAFIhxWaC+QUn5ql9410uoyTe2s2xTXOx1jloI6uW3ohcc3wZZTTKYAHXXW+qeGKiXEnXiPTES82CVPyKa5ObVP3Jym/BJmqHWeayj81YkLENHJjObnQoH7kqRq91+p3MDjQXZYzuJvCkolNeCBVLc4C/itU80NTib5Q4VtO97YAFgED+DM4LmnxWUzZ1zjl9EwMlR1UU3qMT5Z062FEvUD/5462jv6ceXQirZfkhf3LHzO7kex3R/5NuZIUyWZkBUtAjvcm2qfOde1kBD3Z8wLnVtEJuN3hRup1Nxa3SldhBL6Nw4bAEsUXoU2zIqlRMEdPaCTRzc8NsUuorjeLZtk5NjU+g2eq1yiMV0T3m7OAiAdBv9btRxY6sHBRs9jcqC9oSras2lTofAsLEoIPVJ11FJGQRlnRHKmtJfrO7C0DLWoJTtmjAlGMcjh2sQjuAqq9uyrLeHYJVJpk1x6NgPivqdV2a2k6yup3Fc0EPWXBGmLUcXB/cDKnGMuPGwbfi6B7McX/Q4kiwFxjI7KS4ZhrPsjuJZYWAVDm0oPogSd53WBPAIxUvP3yyn7hmP35hZNTuSEE04+P2ep2pFq9urESij4n+Xm0hzCNfveCPq8JcS7/kmDNHtTqsDF3nOEpgXpeseTNmIhV1uUebWkZkPodugIaiBZZNz/M0cDNNTvnb9rcPC98hQ3dGfBhn3eLx/6kQqbcvTkiP61ZDgJlye0o/iv7zBV3/hVleSYGHqQpqu8/XDZ6k0nytUiTYXaestW5NxjT9H7B1Xe8lZGZw5NBu/3cTPaeY3K+tGI6Lf3MK+OPV+glTDgncEKdmWsk4evbiqnrSeSrZfbs1UE3guHky6y7gAJbV8rkkN0Uu2DBttcSL6TgkAyDi+U5HAygUYhQLf7L92BstM8B8KAe7UZCFk4Ag/dsQC3HJx76LOJ0DASj/WszzqVpanL35TV/eXqpgnamL0nQVisNYOk9YpYaAvMK5Nw5v6nx0TRXKi5pok9YFX7ONasObjglf+TNJP0P232f3/GiSDLSNjjmrSjV/rVbNeviffpcxSiS2O9OOevPi/7UWP/i6s/7+choLPSv5ePbPFLhGO5pHkZvztMNkJ9Z356sN7L8SaNBO31txu+HcPyaTYcH+aurm5WnXX+YtN5A7soPWDU85pMk+NJk2QaUxj9C3M655cRZSXj52usta0vzk92bC8UZ1Q/q3ri3Daohs3v/g1FMy41yIyO+RrdzbRMJdOF2NPWBbch637fMf2A85qWbFCQPPRVQXWaIfxPK/5n85afPc+s2KFhV9CDyRm/yCt45cKf7G13ILhL5UuSix0KFvhsSgyoEYLDqpumP/t/k+C554w6ue+RvDUujwyRPXP6Bn9e2JMHk78pNhcWTBcyVmpQsEnJCaGqbf8BGowHAoZJ29gjDLPRQVQEZaoG+ZCbI1zidKmLyVv25yHEVqTDyyIdADyZB1Xc4GjCjlM0BMPeYHBbtamXBbhQKZAdaRRYvcvxIq2YsHJ5hUP4KQGHpwFqsJGuOJtG/VW6CZCRYASEC1aA2Nxc+4acHhavjidcN8CyX9y/mTiGIBMIDstoKTfluOK9oJG5D3cuR7wnw1sbypc6XbLRWE9MBLKEJShbJgxnl/8/6nhBlUhfLM9mdlGL3+hNgSInZrWW/ZkeFo9QSHhA2CjNafuinygg0MVU8YikoAXdQ5/fpplMqRrmcgG3tWGmTo3sOoPdEeU6HKtq/l3Ju6YOVUEgpv9pgzXjh48WS/u1Q8KQ43f7pdS2s75b/RNv94W+jndnTNy7jPpTbkHuXHlrMls0FXnLKFjW3YpOXQe8OFz/jAYsis9EGUwDV4W7btw6h9PjkneJW0Xj+CzKoDobqt6HjT4Mh8/KHZ09tJ1NPnlim8vFyApznm+/sp+iaCus+qKS2R47+9I+TI8TxzrJDbd1vkUKnrw2t9fg+YMZfMxpsIbTuraEdbUQbY9c7kgNdZqnn91LQF60NeL0zOk85+4BkgI+28Eyf/DyAFQ/ae0v3H+6mH9z09Ss6DAmbH/wEwwtQhP9c6+2yopp+zSVU+xS1DUm59hUnuTw9+dPD1g22oWCygyUnD107BXhYDQQle7kq22E+4SarH9rXlxCvNz/WydlELbsXQC58d2Y5X3vA5k3275my8dgT3DuFtmEAbG1webbZcotVbusObNDJ8JvIbdRo++D+XPMQzuab0Z8jliMjcDVdIpL7Z/2uTaa5AOPLFere37Tggio2RPjdux8SwAyeOSH/U4d1AFVdCttw2v5uFpet8SylvvUa3epTxi9ZnmacOxvKtcj4y1XFmOT/VNzW3QVSo6SGXETA5VsUvMCBMHhQf0fPb6oXxFoJ/AWda8R7Z5HzNqSLEHGd0+ceHb3BmgmsQObsfarQa75RT8zBLFWzethRmf5NkkGLszmsyBwIgxluA45eOWV/9eqIhKH/3q9t9/zVnDqb7vxHsSD5+SlJ6as/joNOeZTHs3zOLAV6bMUhAfUozOFV4Zlox53KiYf6LgfLwBwPgA6nKOvrk4fYPFgq8ublzWzwp4J1h7b4dPThg9GLKKwzki9/ekbHpN1uue1gGKkzuYN0bSFPgMN6UrZe12WfmkB4vuaJDiNXZcuYVBH75yqXm7Op6ko7mWmdIq2olhq8K3NsEHBCRTVvC2zBHhLzgDIKFFajHuaLxMyDQcgVPdh+IRcWbgu9mjF6vb1aLYtlz2xJYCNDSUHFX6rJERbleBUANPcMhqli+KgkFIm6U54/o6BjxQUrB8cheyvLE1a2ZGOhYDkOqF/jajNl9K46hdhG2N4DLfa/wb6EDan6kPppwdFL2poqeC/eDBD8/mUsl9dRUVVAAo5ayTA21dP9m4I8r+Pmgj+d7z7sGtxXZeKNFVjlTfm6xexJMLY4RgRnnv+xb3GdQVRHuRxhursGNIEzU3tVBLaE8dyZz6M7RAfxiSIP08zhclWZKiJL4Md65d1apfk9Zq11I/1h7pCMAZGow6xytqSmwgzp1toXNr7iP7sHK2pb8Ci4+0GUMIIUqQwA1FpT+iky0Sz/nbHMhcvN62bHxqs9SGzpYlBFIpwnzsMID8dllA0TLrNlKs/ow2y0Mgp77Npsq3FLw5z+gkFnDmqd2wEx9DPXXuCC1z6zd3l7MvV0KBIdSdsqe1OvujzFkdFlsyj9ZGAsyrfQIPnEixx8PfG0vy30IzGLFYkkGKAFPWC8vhqdmNeUE9jlY+vzZYL948FAqqpoQzLnoEq0jDfw7QvisuGFNyTW1tpJ+Gd1q722VnlQtM2S5fF8kq5XsO/dVODich5nZ50HWUFRChRTp9UqOKtjhIeWmx7ShfclxlWhIyfdbGiOr83W22JxQhfBIrKH81s00SFTVcvgF3kO84equDM2ICjAcUHJjx2NyW9vlS+/eFjFBEO36Y48ynxWMmL2phBi1BLAG8PohrYovsB6DblRF9CwwBfckKKOjMt9e5eDQQ2QSh0r5KCFBoqWBtz2SgKhyJw4e841oNM+o90BgWyHp0hD97xfPYCJvJgyMg2Xnrft3jOwytz3RFmOzQf9a4IAuVX3h1EXhowEvp4CXR1NHL942aWQMrulfYNz6Y7JJ2w7mDcBPEYy1brwckxK1Bk9IsgJqOEfVBJ8OPHAFyycTuSpTPOVsW+Usjz7N08vkcUs9dVRY6t9LTUVQt9hndRToJZ/0DgoWre1jyw0wBX/QJOPnvYZbo7A/g6Yxdt7pqSSONzZoskWl1Z0CYYzJBIVANCiwRnMW9b1cg4xNXvQ4bqFJhhlgEa6BLDDvXKWmUBDLEGe+rq5uizMNQicO8UDvuAwwWPZPJ7QVbN50c6ZxuGeG/6oUioN+rQSIXZ7QYhyywRXmB0RVhrmDUFP8h4G3YQBIQiUNEC02ARt7n0fT4Z+P7WQdA34OQ9FGFSzwSywtmpnwV3OrMRt9Kf2gEStjEEgc2d7FYsiY2ulqMGXUIhkABBn+xqEsUHf6QdkMMMj0Ntg7ossEZlSqUFcVXS5b46mTQsUS1VQqorrSqtHK5GIPADNLMBqZ5MD25VYKyANx7kQc+kYccClTyof6BOQ/PLdafJcMRXXacchgbrQ9DKvHJquR5rSsddW0zVvsdrt8dyY/2z+mLFvomFKxHnzoXKyts2DXLL9GthtitLvlnGI155yqbT0zHd5jyrIfSP+p7TVsOuhEPgNSo+3x+aeLUsO9W/e+g/rsOXOkP7ckwL0b9YSFA0LOdPZPEwmBDfEHOG3ymmjdVMjHCw2VwIcdrw19j/ARdqHnLe7mBamZiqwOo+CgPrCV4jq5SzXqbThbUDkueXG/FaMfOMC0tg3GItRIa/8lFb24brkjsadn/m1FzituYQRvFfrIz/DukQwwezA4d8aBrJMowuHmKV4/9Zllu3NOCTTeA7OL80eDyys6aN57R/p2USM7pce97LsDF3zPKDiob13kmYnmgKZrBa/yE7oZPKPrsYXrlwgXwB8gaO7dnU/bwCK/9LEc/XsX42YMB6prAg4wwqsGYRHQ7Xvi+LB/XzFJ8ko/Y+E6b5YQrAiI5OnJrppdVP3kVuRphFuvgX94LaPGDvd9xL+WgrmiiXc726rrKY/y6qdhbVhd7w8B4c/b/c/XxJaHXmaP8FUDgr6FAnC/wHnPz1sWdjbvjVIqq5Q30oddo2h+gEa0PcS/tPhjbfhA65TRhRbX1U1vhL74NPXvU0Fjg8uukzp8TilHx3XqFqCUjASBiGAgGbnjTKg9CcRMVan2272SvIpcvNo2foE9MnqsDjDoWfL6pAtsstNw8Isb5Orvh0jFY9cgxnsj1XwphKYw4rfe9iiSiLLoR3dcW4pwuqj7PKdVnG3YbXiKfSnjiizyIJ9JWaS9/WNvbTUlxSwZnNs+p7p57qX4RwSFmOaW7fWzMG+JvsdBDVM0ovw1pkz4bFX1ICg9uar4rsZm3EuWNQ33BADc8CXGu9VU1bMNMH+dg1Po2pD1Wt1nprSM6aonnZ8LLpmKfeM3Re1v0tElQzSedxeNm+MJkhetGC+GQCuYoxv9wxsYDste3fWEHWRBAAWf8D+Oq2UheRv2EUJAS8UeOxyO7AflmQpcR1cJo0eOG3vovGwJTWxS79Lay1kIvj7ehu/HIRWZrvxYg9uvajfPfMDytpLPFPqjk6ps3wmgcdKm/Ruxs6NQOesUTs4mnQBDzZpLQUjANdH/yH6PLeaVpBAOyyE9uEQ4YEFe51NWayDSL1anLrwzlk8xAm5eobtKQh6odJbRj+f2x02zpUGMf2uQgL2fkOOt6ASC7//Z5M8E1ZRipkb6QfiBsNAo+CtT9lvB6VC2ihcevxwYrYr9QizG9BP1tZ4v0fa5pDTGhwjv2Zvd9NyF8ceZCQQU58hX6s9/JpWoZbcAgCtcdfeHZ57ska9+4SLt9MqkD0o5QQOlf7XNnBC0Xlv4huVlHzwePZVS+8Wsc9OAj+626Gf7NGoTMQ6IjGBRe5AU3BlD/isyURS7G3ZwMxZ0I24wT6MYNWfF0wwj2suXwzTGDWNzTxfn9swf5ido6/+11A7yZoiDYD1AirPp3axGU9V+l5FPC1lqmJh6HRU10JyV+qAiBSw9hzy6uklbakn0xqya1HRa5n3xRir/co/hj1zR0QVbSb8bjaRdikzzP2Dk/RbMj7uvGMwvm3npdGSghXM3IWPkisUOPBhVOkhgVRaVsGfrdXqJFj/cHl8W+Pific/kmuc6XKGiaFo5Cl6WSyZ/zfSMEGz8g1VxRBG9bXvmMnnmmcAoedCpE2oF+vWEQ1bI8VOZb6XJAhTTsi5RMTsSCB4gHJ86ITs00jz+XFddZP9yb/H/fL5tu+idV0Sua6iE6HCs57HMysz2Be30py//3VJxaq4X4ZHg/Y7qcP533M2l4t0DN6RgHgIalsfWhCkP+U1raxyb26JqaxJlgKMg/yzL+PUSt0DCte99Y3UvTDPvUq/ft4q7VMBE2t40zFcOk+UQHq3xcxgMANdbGCiASBmxH19pleDWybibEYf9kw+bliJ0hNKR1zgDtEZBQAbczTK8Rfd2N1uU5rTGY69IMyfKYS6ryC8bge/k6XJdYxTOnBfEorOASosZU4m/OpanmdR34ATXwhMQ2LMsoRAWABnJ0lXHQX4GZPLWDWPDk7cGsUDynzR9N++DidRwXUq/KlhA7EGGJyMSvBJU0SKmy3AurQ0/EKeuBBhcUuOQ/Rhb0I3eSlM3H/9G4dmhFN1hKQB9k66DGh45xFSDQuvxeehVQ8vWLmriEllNQILojWWK2XxHsR8E4YBHZoLxOCQwBKBZjiSowQw3AfVnVKZvv6NQ+r3CzIxiAOavRnOIpRgV7/jmycx3G0BTd73D4/qTTgvF4zQ+Eb2CL8Vogm6U29tNkp+tE4ZiJvV84KmmG6KK0Abo8Muw2B6IUEy2g4Jlq1/INNze5mG53KDPDuVnxBHjIGzxmIyIA3+tUmyYOhfw4KQapv8aslcC9vzmT1EG6OFtmT2Lvoiue9SMpKoV5Iq64V8FZuoDBqsVSR8uC6hwKyHvks8/h0rKRH0NR712eyU/gS2c90zf0fsxBCtVObWLqNP+/vpeFKDzgyhyvZF+/x0e0BQfyphL0z/CTMFEv03A1yLkOiSCmNap0V2Ixw5LWXubDTQjkbqp+tfOJYP//5/sGz6S6RkDz/l3ztdMdDBMstHlnLzQeAwrbUY/0pV4iGHQfTbs/EOf9qO3/SqsXsj37UrX3XR1uKOfsRUtAzqPNg6/ImpxlMqZ4lrBEcSDa4XmfGvqhC73wMZot5bgkzym8iN5KnbQsOpEi2RjKnHf9dD7l82QIHGPwXzwTQ9Tlhe0PtB8RDKEcVBuBJGbHxMq6VjhWIUwKyAhbc4q62T0DQOsnpgLSjG/ezFxS7z6PG2S7J4VuOZs+RpyPG9Ko992SOEuojilqWDv8Z796AIIN8IGI5vMKPJuZO5FTXpyt3PING0W/Jm7PSLsE5dC6IF9Tg9+nXrXC8zsFvu/Jqq/JQ1EcGUxOsbm1fPug7sGz/Q+AAWbmt9y9iSl2ZWKTjKPtmLFYbvHnqPpwkKC5FTr6QOa7hZyQG9yOOZapD4k+rth9VBrHsWQ0XnizpVIyoDT61ZQD175c/T5SfzbGei9FocJw/8DXJMMQcuH/i7AslRYcLIcLZMf0p7Oj1r6Htk1+tRj+8+n4zd8Xn/de2vd9Y87cvlzTLtpYwPcrPcB8ce16s9xR8Y6O3e+cmI49ZuQ3kH4nPvbDpxcugmD9rrcCOM+UZBQkWorLht6bHeW/gmnduFR1puepUjYHqOKykjAnLBewYJSVT1ssqS2jlLNlGLKUUHvBzYkZqzwhfuz0HV0cO6ZCSIThI0yk9F1NDUZb69f+CvzOHPKAq03Mtpqor6VhV/wq/fQVZGfMxUfQia45cSJBgsV8XDA3+VbMGtHtq9jfOL8fvucM93FZVmH+Q76zPTkism/XTOCsjmW2C/4uh8Vb7tHViuVTlYN34H0USUVAANBu5sQJZcg69VKhu4NmuUnbZrlJLjZyF5RhSykW14yPjH3V0v8hEpmBt/PR1fNbytQrN0lSoE9SOz5L2jlPVIarVGKLR8X7dOANDitUNMlsgkbzrh8KWD/4yg6T+NxDQBuLAY0NUfTlDvuf3FhhOygC9cH4m72UmbVcuzbIDP42gQeBpr5toS96S5jg+CN+7bqgiZBorj8pxeY6aN57zSAGk82dij+kwsMYQ8Ejw/Tga2cN4nfkgf0zxp8vJ4dgcp2T+yp+wE/gq89pKn9DA5bCkZPTQ1+R80FOWWaYhIPXY7mqJLiMyPc1Gs3CfDFsM8o1e7EoG0G8lq9x+t7OcXtttB0Wen+saY9WP4jq1cz89zoPwEtvUYdWVwRl9Z2Aitz7Ny943nMUFGoLFPSpKEZM1bWkCnzQEeze1BIRZGLwGvb3492PuOozArngzc1n1azi9XC7o2mv2bJB9TKc/wXOWnzNKu80nbC9qEaB9SkgJHZ/WjLSMjmaRtD+Vc+w7OuTGo/21SdmXfIACJrgQhReVZkZLtJ7DR28x/PrmpmVYcsUvnEBdDiu7elIoc6VJJT0b/Zqc8QUwyapW5XYs+SBHGBVqYc8SvKNWVZID59MvbzidIVoZmVq5VNet7Cl01VpcypUrjnZsNmIy+8oZbbdsM4DFFV+72PvSzV5CIrLnn3/b6switklJ08Psuow6jroXZHmNPE7nK3uilEpYU8CrPqvPw6L5A79Rd2Po9R6Vk1VXjRYvyz1eW6ZxSjvaRNstK3JVip5teQHYBOM0NWsEnzXgR/9Iy6pGSLAZBIDRAPBAxdb+SoSLnJT0AzN8K+vd4r3E9EGRHbK88oLwX8oAlZMLy8nErGzowPnf6z1G4Ln2rJUGDW+3wicZN480deUOzsDR9bpwte6uYEjQQvQOTtFINBf5v3oiiFXE+sEwcOm5lgswV+ASQbIuqnBAat+sjOR2vOZFJRhk2kdkCPR0Ok4uaJdxEyL0dJIL+oWCzlnWCR0d+I8Zh+8sB7Sg9W7LcsSHMqmkiA+6WrjG1N8KtC5veg0DQpfQoR+7ARBdGbYIFF6VM/NaI2Q3GKJUmqgrBysn25K90fvAedMUiBsnzJRBzAtCxmUvozAsNEcnS0UeKEAPADlxvsaDc3R47hUIYZg4LwY4nds5Qec0gCHmkJpEeNXW4ARXppHwxEnCNIGR4IkDmPQXYAYWOGcvDgwTUk7BQdARqo30X1MxFjYkzrDdoNPltm54jkIvKGFM6aXTnZ7yiIBSao8PMWanZNAy0QQA2eMXwbvJ3x9uqgCIp8oelvRxoIi77wATMFn74+EqUmAb3J5Om9rTagGOV/+X40NuKo2bwcc0JPdr4zPQhxOrwR++tl/5fJ56dsmE86o71UyWv6n2UGL6+Ev4iU8nxRr61+6gRd2qND7Z8bYwLKkDN9PR+CkhbiOkfKV2rsFxIP//McQfWL8I1jlrnLm3qwkjsQ1dwUKJ9TnjMexUDtLYimJ/hRL2ePXLKqFQHgR0fu3TmddptfaaUdsRx4ONSpY8Bk+06/Zxu4jVMWTSLhvuFRk4fmvDUz3pnj9M9cupzNx6EDb/Kwqc60af++ZgSjM3DwqI9Iz6ZMxPRbDEOYdLG2d5XcZYmO5pDnJed7H2w5SRD2baJP3kqxjIUBUS2Hm7NsIq4Bsrg6nbTbOfuSgtvKQkvXzMu3Yo08M155GHKZ0D/qXZ6hLQVrzipewwdkwIBzcXJHZTHAcI/4KyvFIYvGUo5mnHOkcODQ8JGDYRQ3itspL9TDZoN2tzki5UkDRa5ypwHrgN94sJuyIyKInlJ1ZsbhLooxItmjs7PMdNs4Y+LWnawN8wtMJQIAYFXQ8dFbPgW//JqU0YQVyg7OXvLZOeXwmEo09MWSjydAb5kPNd/Mj/IvjkIa84lITRA7aG3TWnOLiEbUUMfeGKpsk+6XosU/D6lP1/v1FpzWYQPxYtnVOUvK+tZDJ3a+Ld9dkoJdEXMSipPB5afm76dzzIXUaTXQUvBqPqH3ueOtzyOMz6dKg4CNiJlNfhcRRSNrpC4fEgDFQQEWJBbeLfbTtNObEdnlDuzAHVaa0/NQ3h0VJrHC6iol6l1xbWG0ygzKRAK9aXsG1oqmh2S0RVLjPi3/uklcOixvwqRLMnLvnWyDyKhxvXU6ZGz0V250FAwwhDqHLbiHWuCBv5r1TjXxUT1s1in3HSDiMv9xyw3Y3hOUqRBezDCq01At5H5RdNWC1aNWbWOspsYO+pD9v1YZoV2DftjBWwnpm6dQEFnmWO3BX5NNprKCyI8ktDE0RP+gkRrI6e1U0ZzJLgu5Ai15XEMxGkXbQ4gk5Te/ExbZ7H+tbtGN70cJWKvK6RqeHv939edfeebVlUTwc5ED9APFzmY/G6nVai6K8ydCZCPw5p7XgMXi22vjutbPfkQyveJ2qCon8JW71WclhW/wmqp+/ub5hEa1OC9jL1+7hLS+kNaiwgk7YFFyhiVuw07J4jR1270NyrFiYV9oFijHFMvVNcD66BPBKjKyv9/BwMvgnunaSR+QFb6kSV/5Z5PbecuaAwqQAXLMnCAdWf+qe8DoehUxLMi/WOPQ/3ZqV0/Rqt6MzIzVhvcVWmmD2cvkWP1XbZgAjcIrOIWhJS91oP7IPdpF3rni/Y+v1tzTFrMHg7ueVJyvySpDC9IGfHzzTVTgn93SagUF6HsAnBF8k9Yhfs1tlMO4G+gDNx0+4XDwFQoytbUwSTWR751ejT1hApi75Yfy/ewT0kzrdzSmCduN83PNOWm1Dib3NemylmOpiojmv4L+eXcSdH9Yaw1jwKfGDUfMyJVbuSdXUthrFU8tILUp8+RoIlIgXXU+iRM6jqxWPDcKEthlBJHfw6AlN99H2AXc9nZ2nT75A8m/SvM2N+j03FYghpYUQ3KLimqjNQ5fVsEenHlsdVjM/KxQLC0GdLVfrk1aOhjlvayXsGDh8YiE1pkoCp4R85ZMJQJb2PF5MjRG4/zPEK97p+NXL7bupfnoggzaO0/JGJntVWa+LxSVJTTtYSR7O/6tp7JfEaQCd3ANNqPBEzOlY11tm0hVVJjVwQtVC47tdRwHouGvsdqgonO7WRt24jdLGA5KSJttwemmmZuOPVw/73vhHL4bWQmAN3JT8HEADo8tFYsS55fIB9NObBpJnCjuxi0v0tAp+E6nBjhpkRjuIY3aV7DL9LGnRfgXvw+0H3FRNii98ZSbM5gTMxoOoI98uKMkgPc7YxDQyhQRl4hqaqn7SB5SkCDx36oeCJh/Eg9R6rr4bxAeAXN64iocKk/dQdxj6e+dnpspAvW7DBqDcF2Oy9QVvjdE5Njp4nhPqqIdRXVERnqBCP6ft2AYmRxfiDhzIgcjCp0lcA9y5DH33nvdfNQBhQgcTvZEqkNo2a5t+wJ857TnfeO0uHAqyUmaORAWIJ4EceMnZ1/eCtNF1LVGcOw895wNA/U7SvlF5QROekxxsY2TJk/nRjowB2AzfRj3oJhftChgmq3GTJhM/OeFVMxLPPBUKvOrt+OgBGlu87k0O0f+b0sY/smXDYARAUTqrBMfhlldvznT2GWc5kausJ/lpil58PPzRW4XnDo68ARZ84Xq8OFc4JxyOEMFqDHOk4fPCn1tYTg0N1x3fCpmTEIE82GLvgY9LHPD37V1Xzbfs71RS9C+ccfvqUr69oDwqzgw+tdove1Zq9/4HnPeulN/upAWEvOg5sNXEUmZwZVZY9ST0WKh5MO/+Gnkr/D0c1/lpjoKv/95HL3j5c8WkNBbyx4YRd+c/hTCrJYKAMNTHgeGJUl7EhvGWTtIaGnKz6C7Lj59GNkHYl4a8FW8cL5GK+MYd+JVwZFoOt1i4U2j1aebDYrJwT1WCs1oAAck3dxhe6CxvS8h+RhGYvCUWtqDXjLMTrn77Snj5BU73MmiaPTqutPw/VZJ4+uru81AylHUcL8Ajc4UX/L5s6O3Y/ax1ehDkp559cLJoz1qJk4DRFzdbK9oRb2netmM5p4pX6S2XMTg59IDWoeanMgmF++BseKgyjNLD8RzVp2TLFt5+sjur2cTuovniRc3NxaECznpI4eYotckAP547cQhnS4Kru5Lvc0/gHTFF3y0pz5yx70ZILjtRnTaXOwzFcwGzWoOOVzFbiyktZK5TObmnTbXKdivYSFfbQJmsOKR0QyyB6D87RhyQuBpsGF93M1PjO9fVrWohKw5h9gd5rAoffbSh1myso0jTadVpYDfRpSwfV9iY2dlIVeufS+XkHRn/46gCjkW2Jmhqh5L4Uoa+O8WrXzTfYdHCp91HX63PAWBtjVsO9B4LeDRHofHyhOTyu+zFXGzubbbDo1lS23CdrgSDR0nx5bK60J210JOZQf0uFE++7p/Pqa46t5REgQU0wGrk6WTr9uApO81CwdageiUWsZUgosGoYMiAO2cD35+JT4dzimM9UAA8opi7EeJWQeXLO873PL+Gs5JMWW2+8QUSF5dLwdjotSus0VHdU0M74zdmT7dC5rTOvbouSogDQ4N/F4s68rSjvJyLBhIL7cziohXfjt0OTvvEtPO2i0vub0rMQibt3RZl/Kv1bBAqCfz09e/H+GVLmt+fcVAPrcx8G1BnBUWFLJab4FQnW0JuufO7EaPXiny1OkO263WYtx2fgUBBbP3A3dYrudqhnwOMLXdFkavNR4UqA/8EUbJrjupgkPVvKTi/qAWBxYGcA5ToQdDTt+zio6kgN06d3cJLbFToEPGvrleAPZj1REfkQ9A4Cec8kXp8XjrSDMteLu/H1E1WHib4uYbKiNWN6+5nXIb15PF7hl08rh9AIAafGyoIALrNY3GpgyCEaeeze6jIWbP54nba+AkAisu7UMPTgniVg2wpbPzB6oG/3lxXQ42fRTu7wVCqYjeqFSQMLKWPYbqFc0621o9F3uWgq5n7k6XHP6g2u/ISrDSFLNSzcof8DtyeUvswXO1NQAAYvt3sL38AkMARX+CqlMzQoTfjw3J2D0jpX+vjj++o1EbzL0lwxGGDGzIhm2GVgtSBjcH8gQ8KAz8ghSPB+podZT9Wfw7LlMqIi3SfF6PS8Vi7um4TdGzwNBCQCTS1SsBVGVWtO1vGzQLQNUa363GrM4f7i8jH2lTbnXhjNz/eiEcHQ3XCqZFMkmzOOdI87clFAOwJCeJznz4UQy5vxlu4AAnGcZJOzptXURMR5r7Pz8onTuenN125xs856KWtcPJd+nR2yOtyhQes8VLB5DX4OqEkU/sl5BofxUP4ySMzLve24rlOPgrkBnQDnydqGvUvQXQuXvgZQlk2AQTtvbZcgcr5xtSajSqyS5lsBVuv7itddhLArgXrJRukt2jegRfdt0HIWf40gNY6PSgp99rQLNgyRFeHBtr+hI5Tu20F3el9jm1cf1hU8NK0JfFkcBVwMq/ADPTYgwRuP4aEn+sgkgvjQmZaW6eGEJG9919UaNKVyYW7+9NCrdmdoPBQ48edP/UGW1+kRLfJpuMbnDhVzwMCZWf/wejx7F/25w59LStXpDgnQ6bwCu1fU5ivsT2OhSDhyXfBqpOuyeAwAYEmpg9VFCauPXxMPsdchLcjlLhnGUUS5UyyymRHMS3kEPEA4aWT1EQtM7P4dauTN73vZetdRNwbvNBavGpA2Eh/nAogWaY9cOLoqhg95xeiaWg2tFD0UKhvNgGkCa1G2pZTPGUgsQlr4QyO1M3e9/+Q7ecVA7e/r7LKtsckwRtIVLhIINFyuD3mSFZ0wVTArytlBSa22RDWZQ9btZ1cGC6jtzOoumnYWOc9TRZdmqug5siYNuYbd+RIBbOoFiJ1qCpm+Pmh4pCHYD25T4nVXPsjFM9T/sDWUVAUuAUJeoXoHtHJn/CM4ZEoKmEWPX2GagEiBNvEGRJEijHfscj6zlpi0u+FkTC1zHZdGuxmAMM/DkYylYYxv5tT7Nny7TrTeMh6ATXF/THmeyeKZouDLc9G8Jx8J6hiGV4eTEgRbh5m/FdjIjFuq/MUd9LRTBgazI2VoEFv1ypkPLVe9aQn3QdZaCKRsxs5Vqx0VPtQIkL38HyCJZpiZrS1NUKuLaNhcObj0kmpQmx3eJByVmMbuxNLJhNCzvwIbz6eD9ZX41qB0/7t/rZrx3+ZbqwLu+wWJTvq20/nzt4Q9Y/jHDs+W23Yr/YuOR35Wn+HJxAqrC+dGS83Plee9P/AXF1W/NXaiY6PEwK2iOhf8fNrQ0gtph1dXK9SjVnKgeDzW4+HHAp/Zi+1WWZq7On/UyOdRdo6rwvI8VhIMOi8D074gkrFTzuX/VqgbL30cLoQw2UI4+VyL1i/ejgqgdmuKgj+poVKwG2GBayZWe0SkWy3jN4VkbgrHQSQdaosQPQGg2fipM+XnGWZd5LrB++ajtCztIHm7+cD/mMxu7XjF5tsKa8vHZw5MvM7hWt+k/nT9VIGMwnQXTF0w+mFdbHsWNZuHGO07doUzS85bzUU8e8GKWSa6rTAGt3SwyOL9d87U1M/V7J9PmRdnwAKw4TdDV1ASiwKK6lLPSHot3N6kCej+1gmtvJOcgWhy1nSoWBYe66bt3Vv61gJg4K1BdQT+1nd9t0kDt0nPvR/yK73dkX+RwDgAfMrtnUfT4Qfcnn0RmYJxTdOOAU9jOno0rF1gUU9HnHLjNXDdmCO9JKqvdSP8zJQZq87PVJF3s3yzU+Qj6/HGaoRpkZu7oV4m/1qHfqz+Kv75CvB496+dmuy/EB8rrziYFHXf2ME05cXgq4MdbMgnyGgqvNWvN9kkfOOeL3PfBo2XJvrPxx9o6qJY1XokOtV3aMK2eb6tuwhnxSze4ybyNYf/rog6Rv0ZNqRDf7A4qzzDcP91tgV9JHbu8dleNKQVsmRxz0Mpc9IlqHKKfB0tHFk6x2euJ48IFQNr3ji1acJaCbVnE9r9GJpaINbkHE24sYLxtrhn020eFucb1n7yK8Gb6ntX0Rr6sd5CA58jmdsnMkSX/b8XERMzGEriG0pUDfsppsBm5rlbbVMIxF/q4n6n1yaHi5UXP3pjM6mKkbgdSpi0CNpUF7TUO+dQEUTBg1sP1CsYmtTctWEG6EHRopy/evhskjiWvOPp9/6N/l4GoSj7bRDkShv4YOU7ANoXovsXqUnk9sr4/fJ/xZpB43z9AtOMASyHjppvad7kDeXh6L2ZH28WLzZvJg4do0T5q5gWUws5+C3xcWXTXAcvxtGbIFkmQ67q+6aEY7gNCOCANH0CmYdczokVRuMWr20QFbU943jqf/PaujPUlmZpZgzFxZEOPoQKt6yYQbqT/O34dF7lmrjqCH3uGr+rbfnHR8QnwKuGZ2+tnU6HHUnUPI9CJNAJ6RXLOlaVL+VJEgTyDVPOY0ZTDMDT1tKI+pakCd52h0bpZkc6BcYaD/4LjTLsTxBMoC6GOWltMRcGNFeGvos+p2N19cq/8RPLg8QHa0QyzZBsnNU22SSCw8BButIrIewOFWcyAAWC3RKnlN/QT33E3hGANrU4NDWbSOme31ASm2TJfZkpImLJ5P6Vn0y7GbNRdYGfI/AQtxq3E67v8lGd8OyAaCDumyHpAwEmHjFvy/VplNydifLxK29oKmK/j7LtNjnHVLThjMuYwqGrkUQygyLdP64AIfMYvrM8UkYfmcmoPK/nARZUHraFYeArDvdkrapC+4HPm0pNYD/siLXPOtJARH2BqKYjdLfwbxOAkv7BVd2mqV+R3CTD5ZGcCs8ASSF/07/jtC57sE/k3Kv26AhSTVInx86GuVdvDWmZFgwuUr+PkxwWazYymAX9XNLe3tOGg5GXbO0C7uDud2lARyWGK3gDLydg42j46ai0st19V61OkwjXCQM5YO6kSphK6ksztJ25r3K9cq2i0V7qnOO3uJK4/uT19UGTwMJJBNcdOlbK7hrWECzQMDjXVL3/pnlXcv3m3uGwiNFGOit9ISPOCrTdvtk2XkRbIdqtZfZe/LEBooBIX53rB5+Ul69KGDH3XVsSxt9EsmYEBLnA9antLtCId7mn1yfCIHNPWkQ5nN3xRoiasSfqMcokLph1vzfope/1FXOL2ztAJUEyOWRg+Z8KlklesCEHZ13utJ4yRH3Rxavk8DaRQLg4CF//irEQ2mWUjDsjMGe1ezc9sJW/8C/ogKSJTqdQLXu9F0qVLiWDD/6aSpwaJvDw6JxLFcZJZ1Xv1wGL48Ml0aKbCYka1qKLkkvJvl4S6mg1uNA4C1TXChNc1gpwtYUYgBsYDh209+0z38CM8nQdGrTk8A0wYrkQ5mW16Xd7p7Qqvb/8r3MBQYwcYFeTOYIcTV2ZQ4WodQqgl/M480/Nt5j1j+7+/YzMhzWLbQS03d/IZfmD8A+f8ft91ddKRGiUQodorOGByUI+yoGcNMR4HriSs727EgoqDuAmqev4pQUepS0wNvex/7PZ9fuMN79iBkDu7tVITlgRQf+cS91+fbTIVjWaxwhB3F1M2ivYv5P/jlG45iXkZgnivZXK2ozjlXjv41TAX14M2LK3VJQDL6YymThCoxOWJOBjdMj5u3eFoBdpUSVBOgQqrQkyUKfXXXt1IdoH+EuasDs0IqhG8v/V4KPQvougaH99XDbus/jnpZaeibvp31EJh49CxOIjp9hxqgrfr1t/U+uUznTNzcuwWNkGcmGny24r+ChT0TDxOOXHR1nmCpbvOyg56Ne1B2ae8jr3dW5mMtqWfebz0v0Cg+s8MbSNf4qJNqzf/9UyKiJT5itS9ODhdf7I2kustuhF17FygI1QOU20mBvGxlUuUnjTYwqmrHVQTifxo5rvA098pHAZJDf4GjDO/4fDeVss5bqRysF9hf8rmSvAraI/DJLOxSN3Vue//b65R3UOvTI4WLbzL+CnbfZMd6wOyYhbaEealLQSyXEOGfN9PnUhwHtl82gBnfR2QE7/Bz7qZqO2cer6nZbhvyRBcwbzm3+asFzw6To0Skj/W8C9xdRxCiozdcU11dRCRhZQXOz0WvD32+NOvZTL/ecV51702bdgRZ3m0u9j/q49hsNzNUKSEKN3/21i/aQCe4bdHr0xZmxsmLd6dx+sneOiVR4wyuMc8TFVbPsKWE8zTOkuIVBhNeWFlFw+sOHZKb76F7F9M008GHDOTPjTjZjZ0F65YGSu6AK+8qGO80b2bbMSOeqLjjLn/2VKMNeyO+ubCY18cMPFNBiGCJAliu7LdtMCSYJ4WP3mp4e7Hex8sm4W8r/nhduasj+5+RPdWn9p+U86ZUu6iON3xecZxz7IXD5THz87mXbzxMwy+FwVMAR3nF1V0Bm653bLQjgHz4CxL+cEhWzMzQaEJqqpENlj0vNAo/IEFcxuUZg2oDla7Duf/fWL+UyE6v+qfd7D2y4CO8CnxylTTPRBsHKWdUbmRvt6LTz1VOAQ7ed+PuujfJchXq8eofZQ2UTa3AvoKQtr+D/hSpmwMaVbsO+JABDVmkaHf0Q9juTPbhQy/rlFrdQPr3quOtuB7Mb2urFEmsXf47KVd26rbIxrnHXPVOX1heaAOxpnAsi6y+g584dH/TqRNWdq3fO2mH3M+YXGUnxycwPb31JWKBneOA4Sla6Aw0nunpYKcu71bLatniCDt9k9yPjF6tpr0i4rvsaUuYjOSKAQzfRlM52lzn++oo5wJBh1/gZLccMQC+a4W63IYyMLvVdXNHdyIF07br+VYREdDok0w9zOKrxX6/R7RtH2jQOt7DrHGUij2iyM0rIvcNSn7M9i9Wfq9b/fP9pfTkLw4d0pErkYsHiVij81bXjgo6Pves1tzpH0KAGe/Uat9fbQSZE7bqPYA8kKx/vuIAslAYxr0+QgxHMXnpglMuE2aeqwPOZ9Ad5Xd+jIYXtuh+PFV7XGN7b8BLc7Xap9XY3oD+LsNLgQcl81KBt0HV3j7Nb7Xaa5mC85bmjOsQLKz9s6ePOiAeuv2+9STs8KVnuH6rT1csvrJ1BtDDrRKTtst3AO2hIpas+ON19P7rHeCQ6dx4CP+y8W4hVifCYbwfV6nD96UMg3lBjgp9n8w+15K4rgN2puDimjqykoYgY3UpyuGbqnkKQhB/3SzfwXHYGSuKSDaC453mWB/4Kuwet1r7iljbTUZZU+ctOZsEwKTayTtMHum02rxs1N53BjIaYqxNQDB81o0+vFL74v2HT1VvIFrgXR6a/dQCM9tUFT+oaddvYUCIdlHB9wVdhzG1SUOFQ+7bIFNGnMqrjgaEmHqV8TMPOCVMplvsFY0tH7uPtQSbWdoNAF/ifqkWpBEi+ZmYu2KIZY9BrYPFcawmAleTatGx2u3Tord8cNb80RY10tmi8cJZSWtvQ1kUhltvN+EAVbt6xrInkBfD1QMsFJS9D4OrlG+LCD+Ho/3sUxesWhORrOhf3L/cJ5OakPTncnNnp3gjAvqElFiQ4Doa9atSRfRJ5d/BPrZQ8ueCzwW0bM301jUj0pK/p7FmQLehI/EnHHBRceHaCzN5RsVDoNtUl60hi/wuFgEKgDNf1pvtPc1iLJJwuD6zFUA+M/LSYM0mAZsp0/bZoEyMk6aOdJBKBI+x483sPClSvmW9FCQkmuLWipPRHV+046J0GSw7yxUVaiLvv2Y2ktdkyt0srzPd+wVAmT6CINraB27Vo8J125R/JUlZW/BrSE1Po0lZWrlSkxfJ20zY/kQCV4e2qDT++8GbmlYhls7+HXd0HHRpX7Yzn+r3nshqei0HYv4u34OHyiwiYWiZJRwGGDUPApraRE/bBGZqORYklaVWIEizZmz7Drqe9HvFrCm+u9xCqZsocbDzxn8il6lEJy2/5ZDDE0j9lg8uUZnpQwUQlW0mRcY1MEBwfg4DeFm+mngom9QgUhYcB8KAg1JQD7gFLV6b89wDTQN4W8ONiDhkh/EkEsB/L+akyn/yV8t0E0Xnq5nA7N7pot0mX7z2uYSj0QjvcqgU4T0k+KpAIZ0ZWox+YveMLx7Xg/wklWrEa+OBGz4IyTYZxa0aFk6HN/+rNgPJoNnJMfAMjWgtDPslf6TJmvC1S03XW6MbPSUBZsSXfArHTnDWoRMoGzbfmx5bin/b393iff+5H/cJZDyXFX2OEEzbrdXXo1LW9khb06EYe19F+5Z+CFYyTSTToX+NFLwmpB37PG3i3CHVu/e3fgl7a1agNKX6fa5XGf0v0/KgRwwYVpYR9UjbPd7zHNPkYLQoFUiuWz9rV2hu+lbkvUtETV2Ijdg2AGYxDqTQzxh/JWLpCeTlMLsjnlt1oeYNcbgvmTzNoPyEEr8h2YTx0awGRLRgX32gY546gFAvTy17cPYKRuNvrTJGZ6EB7t+qY/QT+a8wmi99S+PueEYatxo3Pbnh8+S09QyqZ2k/XNFb/CEjuCtE7Vbbq66DdTClUdyKajDwlTvrdN7X+HrEDeM/WK/mzv+uLW5LyONx/MrjJC0vLheWn7oAJ0MEWpRYRNc0nDxdkr9HAY2vaN6iUQxiqdqdLX5VptPgKivwOGlrRzKvqja/kjHb6BZ3ILXLQzgQZ7NNzxOx//WNdM7HABZrxaq3X9eBsVo3hm3CrvhumYP9aXFcwEpTKR+NH3tKEV4E+ndXrQ3ENZ3a3AG5VLTWcKjLhfNj/vQFExMKeESkqvVKKz6SYrbeg99bcf20pojjDYwlxffLVdIIGnNOvxLkujBghTF2Z+f43/F2xcJLcbLARvqM0wd/kGnx/EG+mSyx9d9Hfc7VkLvVj2572Q87l+n4f474J8jiIsKomBY9gCFMpdSQMvIlZlKpdFe594r7g6DV5cBJygf3DqGsqC6tgcECPoqTtx5y1k3IpeCxo6cu9tai9brrad8UAeKxqj/Cb1eAwEPlirKcAZcvJKyRBSfKNplFxuFq7Dt3PtcUFRvdvL9tmyd5NJjk1u8yKKa/yb15F7JZIMrQCGpWO8ij3/B5/HXJmAlb5jadguEj7aA+5YaevZvvqut+JjTNB/ruulxCXKQ50mMqrHcf3uqFNVp9F7lHjRkqcpG06AJXu81qnpSXgQ3A1fWwblyXql0K3D/6G/eClrWu97FRmxULQJOxn1pVntdemdCo9LM8kFJl29DBEPmRKG4/gFm1xlu3QiIDId8Gg+4xL1PM2iYpO3vwVQinfJGDa8ZIwhGnT0Tccl/cU2hhjZ2DW/XpwGRT8mswHlWhcPDhPnwal9gVd+9KW14fpCI4VC1xcL1+24GDFlH956tytDrge1uK93p2Ad3ltBCosYxWNbfPqjLRZKWYb9X7DWQAWUkPidLtFjkuUjjfMKk9eEOt0LtswbKp+ADk+GvUVErtezsLFKvEHQ3uxtctW05f7oG00ZgB96MmGsJ17p1cDMqLxkMr49zJ985Uq2+L6oqiJzCtaZb7WaoD+sJ4SKZDNWa19kVji/tr9rGH6/qH1PI3J1wU4Wsc8MnYtZrbcS/6E7dZg7pAA06rlyksnFun2Wf10MuA3zHHwBqWwz6rbCLwtQ//ByBKNWo2dvJRIq3FA2HPrh/Gts+0mjR0205TPsdegWl87jblRrk/kXfB06ps/TMfVDk1NXrwu8sPPsOGn+sz26Y/xUB111Pl5KwYZy93D/0umDPzrf/8uE7nltZnadEJjMFvh/R7ufDEieL77n/vJimUQSFDhr1tMy2gCFvTceVGYKq8c9kpg9Jj1Dw/nD772Oqm3jZNNP2bp/xBQha7mekyoqOgeQwAK1bPcMLEftdRvKAsi5+lpN296QTTrWyaD1L+sbNRzS+ucOK0ppFf3J9VqPhu06FrxJ0PrlBTTUSp/Xt4Rl21F1YUbjULt5+55QPCsLdH8zkMWYHN/H0HojLRvw/F9buCTXa2cbjgW0bna7mCPXaWTexumnqRcGG5wdut+k6X4v2V7P9aCNQdvEtULWuWEGSDHzBtsbOLDFLqDPGKUJq6WnpaWeTSzJGA1gEVQE/kYFlGX2rvDvCyI/ZZaxp9bNNZ0+Jkbx+hzRqApcMJTHiC6/BdAcXQzaJVDIdiNWkqHnBH2eVWbNLS2yzMjXJj0RfUZgMkf+Y2L7liGTIVnem7g93FhJplsTXazM/GNz/ZyMLltmnAWrE9eg2ppZYqX+THAjQHL9iyFxFv+POFuLuyHNxY3oOaMbTM4lDQM2MXpqQ8eDNaFUDP1rvCHHbPsBd9ITGV1BFAG3zPx4Pd7nZy/CAtwcEbO7TlaYzofKyH5ZOpr2OStLNXpOlDAETIv+rU9p9R6dgVaMnUDR939bN0S+60NZAeZehXvo0PBzBDbBbV5b/mXjRdOPBIE8Gyg0r/DwhjaN3jN0eLxXI0w6c+W6HAz50EsRBMpp+75eFGqIFbFVYpSHNCkA0VSwdtnNA82aNsa1U3By3jDTNJJGKkK9rl9kcCHFkUSNTQ9aegTAmtg4UzJWQEUoxZqL0VFzM98FrdH7zIp2cMKnVB5pmyVR4TBDlvgfVox5VhRXauAf2UeSFFnMk9WWj0+ySqR4FbyiTDvewoa8XVCSAsfXB/wYuFY1oytz+8+Lv26L7WrVPvMW1qKI/U0QTsF4/h3+fHNmvF43vMDKg9wKrb4lj5Q2+NyNM5BpD04NNpwfOtz2Y+XjZjMiTPrksOg9zs3zbgJ7Xx5mM3Qw1yIXqyroL/R9GZRyWdvX/8wyKIuaIWFhoqhmKZa4FKA66g5b5rDanlUjmKmYrVgKYpISGomRFZ7hqmuaQtM1hulFu4ZGb9GCXXLKfUvjXV/Jo/7zn3j3ufe+7zfr/Oee59eFklcoBMQI04HPX3J0uBfwHHLDaSBUMQ6ihWFBlEXprdLoMeMn7Kcyqi3FN9kvL1n4kHZ5NtuJy0wRgM73v8H5UtwVGmwENICEx1RTTx69zCWqM3V9PJP0U/SRs+jFcxiwU0nYIbc+Fw7PY7fJTuZMlTHHl/Egm+FDl6+EZRLDYbkDlzHv/q/6Y2808GMECyxc9ZIhqv5z7Eax/IPFq0XtXFr1BzFLdfrVzeXVqvP4LVKimYl9BwZQoh31e/fSzC4JV/vvpdFUhRBJUdiEJBJKEduYF7hCNegvlfrUx53/H3Ee+Du4pLIc5qkcFIw14f0GxFNwOeGuHXZ8q1ckqryp67dNu/jXs+2GDXw8bArv3lomEEdn/gmwcfkIfbO65YF7B2W5/vdJjfzFlNV3tKA9b7mVcatz/fHnGqNWqQitbUaj+92Kh3lNwH6D2LdGvtCAA0pcis+ZIwbysABy/fSe+yPSYjEx1OY7Kt7WQ1jy8BVtIkU668xUq9UACnuFA6+1LHiLuqCwdTeC/n62lWCNmHQ1mCGEAUU72t+d22z9AKAwV6cvfn+NuQDq2K2uX9x0wx2rTVsCqZ84D2T6b4GnKq490l6uQ/1GMgH9qiU3nq9DbLeRa5W+qQ+HTUdXvLYXka3NDSY3qA+uo6xWDRU288TbekAzO2/lhJpYZJ11fWJbTtBFMQWT1Dn84q4AMAXW3o6qU/wkDf8QOnmoc3UQu7mm5aooBkfPXdYwVYxWmH37Dq4uz6k5aJrik2iDZN34imMozY85Gj55ue2aoOrhN9HS30PmPv/ZuOqiopc1d1uV8OsPBGEF6qj68lFR4fYXRNa4b9KI5C7s68WYBd02LmzX4w6EatBpcHtgHEOrMQwnLqB9qD0isMxPsjge2+8I1bO6I1UwSJ8YpgpblMsuUEw2MTZaDwuzDVsflKm07/jp91b05KKl4HeeAtr1L9Gs63vfNR2hHOYDThXlzzEXj5FgBkWn6arNv5I8is7mRErksTwmCj9kEuVOh3RapQbM9OKFChKAJPIi1nvGL5RWOoumAEBsxIWMAqPjdOrqnsyJet0k76LcaosnSG8R7JnLA5w1ZvFqgh3faKkyfe/CSMZs7wxS7Y9wRasmCeTK4mS3ck8ZF6tFk3ESdBgPBAI3sqJfi9mU1ONsI5Rl4bB6IpYh7FPdu1Seyz2Kc6Yn036svzZujaM+7xjt35gM1RgeOZBq9rUzF8x3+CJSxzSxFbfunn8R5lA2NmO8ZLFJqVk623Hh1P0YZmJ/tWJ4ABNd/EE9ERLYAxyqhfEi5N614KPqbIGYPXSnx3ZFcaFavXWxuvwV378D0H1dQ3ag6bS+kH2vV8DpYNq4C3FJs9Wx+oqzgnAHyhn0LN/P4u4lVKjlP3IWnOAdvtq/2xseayfv3rTw2nug3dI9lPfkovKXFL1fQXQ9Wb7KRtb9gs+NT4Np2/LqnTy4/dvpkxYtDIAPx4pLqjLUemDxU2i7VSQ2ooJnSeZ3Uc8LRHrBFP/msM+9GRczRaiCxkJSeu731k939oDm9+d/ayrW8EZ5v5E/idCF3YgVmTqrtc3uy134iuzesOJ4xfQOMcgv+yacGmiDXsVdtk87u0jErCIDpK7vztyAN/tecP6L0q+/TJ3DkNfNl+B1Ljrmc2w8avTz0gVqTldephblgTTOvgZn1TcWYmgFTBuAzmhT25gzN8hDcXeVWjGHCDFffbnTtoMhKemONKSBH5wbPfAzESPL9RwMgaIy9gv8cnZQDRnSN10R+0+gikRex7gGGhBzBTvtVT+sgDQ4BQWyhOcMmuVXffMjrHCUj2+H07uPtjrlQGeaSmCh/luEibgtLsYxVgwgcK9eAc3zFAKK5F3fTwIH8YQgEi5fw1JORdRlUI9kZiYOHDtCo/O5nyOf0gDNHtvF6lus0Ut+Il1fS0v0joe4d0GtXIh0VixFowHg27geYGpuT2ZS7a+AC5cGfOdm0uDDD9iXvfakXqqdRBwGCF2gOoKtJHUslCNNwUei6hs9t5wVnOpaPpciPAlLtdewp9NzsDGEsZZ6V88KJheTm/XEdF26qiP1fQNLAxvIVqKizoo4p1Ng3gptkDqR8vn4/fYk2Axkh2ZWJFY/lRSFtf5kEwYYUcnkdJUkZf42pr/eXVKXu6OS/EGnka1oG0onS5Z6qlWPXz9mtaZ6PLI6HcOZLFjOtPmv1dLSZ1hJkKyaYNW1StA8frkVaZWP75YrmnBM3QAvOL+J6U0dFdOVDdHEpSv8T+o4+dD3rOFJ1WGx0mry4W2C2Vf3io0Xid4nMtuX+4kOYqrjjTpNL5gXXuxG/d6bRTs68CpKwvXO0MGWq+3rJS8DDzFrP0LdTKNpUbXObXNYI9s1njjaySsHNEnHKExyBAnL+16dyR28mOeHmX+M7TPzxW5QuZ0HvCBqvtw7AkCpE3vA6xGTNaZlTiV/lwKgr6w0FPPTn0F6+znIOxwsu/RWg/LXuWOh7c2T1FOpd4c5msmOhE2Hy04RjdajF8ygfBi4J8NTVP+CSrZzqXD6bk4caqVY9VYxX/AnhKV20QlOWTcPRLcWCR6h9Ra8DCdHlE/gNjtQowZVEjaszqwguwgY+qUnd08nSVPQsinRfdwF+JynnhkHImtu3MDjIKpQjecmXvLsc6RTDpl9BMySbt80XgK6dD9QyQvhTxRhnxZNXEqvcyRd7kpDqHI3VWFbglggB0WsNn5FanZGuQrDYLEyG6w03iLC1XXJdTbdYNf6/2/Ou6icaNE2mY5FDSiOTAj6nE8iprwRlPwZsyyYMcQ0mFm19D43/vLMxafO/afaideRsUhwPffvnkLeY4uvxmjW7yQTkPhNFaieh8XOoMkgvaL/yD/F1iitV2fJ5mrqNdC77J80vXTtxSs8fAYLV31/p2d4NqoGj6VlaFMQRHQvQGdYk8bg+ez264LXFSOfJfr9zRR9DOGEu8UOALmeywP2dM/qQcwIlTWRbTR4qPlcQWa7DWe08ddAEh1c2dZ+stkW+fax91VYFkZ+jfVEWgoHTxH+0hryFPEZCc7nWHkyKIKG6y3oSaVA15q05ZTqxJ5xOJVUWXntIWRFrVvr8hjmsyNYvDHHVNTvrBbA5d37wJyXb3SQbhuMExujMHKF9U9n1VzcPG0cFC8UZSeMi0dQPsHSNeQJWYYNE6o5P6Qyv2hSPweoc9r6IFXdjPXG/QCKEuJoShupzAd5Pzp+act4/lmZFtiRvV0W1uFojgZ6Dy4/LBjNnbXt7NkIoq/zw1T3vsrseobr4697PEmAVms/CoW2pdpsI31WgwrcHsQQGWw6FhvwYjsJo0A/S4kHr4o6Maq3DonmFWQKdcHzKgiLkcKJewc19xTtqc9NNk4M/G4AjgOgP0BRPtFOGYA6Vgd6qwvDRh/37XfojDduWao3icVfrGWikCVI5A6aDgMWVUzJ1AHyt/2ixrR9q+3n7igRLqvlSRaOz1M1G7icYQx9VtczSnNNpGbBdCXWi3gQGGufuOIwz6aJu1WSCVwQvXK/jwqOCALWhQd3UcVjk+uYzAcpkBry9S/sa4maJwjzQsLpX0nVv2gAscg/ebiT7rAc38VhgW6UPVr7pbj5kjLp7Ak/UZB9Yay1MzfyImXG8PRWIVdZ91LQVDIv7ilb0NE0PUr907BIqixxSFa7olkQnzZaXVHUQX1ZUgYgiRgPk71BTbpMXMXrKW5rDfFOb58A6DcMJxtdp01HBycsLme1dt3yMluweO7PNLTrB+WbInylQfx5tICkbehNctha8WO2tS5u9I/xpl8to+k5+7quy44zNxU10czRbNSShnrqGsDeBczrEHF4R34BLMsYJZlCY88Y56LnYkZrINmKn2UTWpl4FcslgZvaq6eyHFcFJWsEVoTCwkJ6DbuG/s6/jdioyBDzwLtkrV27J61LpDYiwSgCedcLSPv/ZTQnvNLcTfF2cMwjq57P9zOKZaojqSlGgxC/0NzeScan13qpZgj9mx2wOJ2gdyDiryMjvcRHHALmIvAx+J+i674mtkqFUy8qk46GaxADTgEAPOKHBGEoYs6zIKoLocCbQXa/4aznS+mCVW71HnjWOw6DPv46FxOJiwDqsbFTfWPOzjNF/MSy0/aFS2bK42taNFPK5h05PDs7Z4KCriMsXr304bLpVN2XEve8VbmWN44xUxReVJDIo/V64sEn2S55m4wxOkBvoG//QsXPYCYQQ+nkd9MCexc0IOeX82SC/HwPR/f143R3Ojs6eIP4L6j2ra8f5o22eb+qqidh8wk7nA4bI7Pw2BN1A9MAPFP4F3qYo4w/qUPKz632/4YKB7OTlel+zhgzr93aLzsbpooaW25QgFG32tBAswyB/IAFYUq2lOJyuUWUbmOBSh6qlic6eXK9gmO1WUspjwBBO7UUGn69yIoVbNYeln9D5vD9nu+DPJ1DjJs2kDmBQy6nXR+CgZJftWB93/Jy7nixoCgiJ+rk0+H1jEi8fqsCqyisga2AWC4ueIb21BBbFivgScIewqe+QhoBndyvZgeCRIswlVv/tzObEtEl5OtX0cOrCsKEcEJtawi4TSCtcs/utFqaEv+Iop7pdch3wMI+WgS6wRuaIFwztQnEs1gBitP8zptUVNKtVTfTuKX712tTVs4qF0XhBrRFzlmLUqceWV3vPiiTHScOgnfzO48eg+z87qDgLAnNx5IWn6n8eT796F34wxkMkUyt9tIuO7fYjDGfUnDvuaJA7dWtxphS9WmOq8abr4lJsSFBc9MmxrYVaPLX2Sgru81qjJriQSNhs6BkEYMaLRrRQ4nmdK5IXpyCWRBJs1BqhB0OySKlKOlwpibUVcBmlpHTz4sE/KTAnnZXQ7TwoNnzeP+Idn7f9DrnXEhoaxP3kUC/bxjMhi7Q0Dq0Kqo1rzPdXWgdSgoA+d5cGYxv1GbyYSP2v0L9jq8DS8cVvYSwcL0r9JU8qzGg3ALJs35SHYMK/erXN8z18iJuRNEy+syFhFXHtcGfcCZml0nJmzxfxi6RQmdq7OgZbT6liwEMwFZfevNyBp/3RglOXzq2fdImNDnQkodcf9L960r85/WsvsJsAalO3R3idSNJfCNFZlDq7+RW+PFYCceAgIy9Jr2VXPLQ6FnrCklrsco59PYvGKNdJ3td0zDtYD4Niv8jf3s02jWDBf0qFIwN0AUMwJw/fLm/n7USbVzV7vzmrxPV2X4/lvadEwuIPPlqI/oQskWGJH19k9Eq+as/2oqHR7jo3DljsHvity2RgW8P5Epdy+NGx0EOBz+VpetX8N6UlVXj/NsWR0obmfm+4Tsmsh0E8hpdnFTbcvAs0u1sC0tU34B+s4Zx1hwGsv11OGKq5J6gIWjKwU4AVme7aMYlRtYUxRgM9f2wxps1VRLJq0IZCYjiMazOZZVTxshqAner7omTdMLtLe+KSEeIPJSy5b1J6GMTKqBLHZB1RR+ujPeFadSfNvHwz+CD6p/ET7o9cs5be9bk0e/wKPK/Immo7JcIa9tubsbucWyQPvc/kACicMKDr0cguaooe/A+Hhn+QGdzuLSwivkAIyYaNB1/YBUpM4N309v1NOxpULXhpcyzoN57Cj05O3QYOnRm/lmkIDvabZjgskG7+ZA7DRzA8+CWesqA22T4dppFRatrbIyFdecy9kJuqvR4Q6U490QMEZdVfrhIDLQ3aM+tk60se32ZZ8ocBf6Dvz9GnDlsSpUuyGfVTMFgEjtWi65h5wvX+Jw7E2oog9mfcbACDZ/D5IagEY4R89gT3NYeHDfUu74EJ5/Xuzy5AD49e0cxEK9MS1jKe4QSLpEZ7gZ5dN8SMlPodaUaB+ecYYqwzpijDoWMnVNUR/RX2SCAAG4JIQGTZGEA/q9u70s1sJBaYqQNO3cvdl99CLOOcVMNqAHvByh+HXzToWRKL+aqp5qdyFggFJnUeBARSP6Bz8APsRBWaAht2xFgKEoflDPkUHb0semfOl21cXxwIZvTFRyOMnY9XXLDYD2/7O7hlrCk2ApqPLr3SaRZ9I17zJAOljG2K5dd2mj+IoGBoZ+ynCm3WgTTqSPiX9alTC2PXmwdecEYeAv9T2qa4M1E4/VbU5DSnXtnUqy2d4unonvkUEcre34uGuI6bVcV2xdLi/C8TDHWkl/+kBsgtzfvrdX8/S5+CdNVFuiDe21sSbFTtPWTEuZD9pD+ODK+Z21XkWG+eBHDJjNbuMiiHu+8wiuWD8oG1mgy86rS7JT2FtMBKRh7MhYNZ8MeUJ7KTZ3ay5umU8SnSbJT6XOM2aE6huNnzsbfnEI8VPbaHnoQiYCdrPuw254yWAY3Jxn+qPc6kPN9Cc/VBXKLsYfD5p/eUckLezkNwks6IuJr53a1GmG5rPqEpe0/C+lHLOz42+hUM3qkCVfFEMnNNGLd9tlPE9HrIgBwgGzmn2lZholqbnI0OqwbcT3K/8KF6lSYmLEqBi11dpA7iNCmQmOrCZxGZjuetVMmcjd/QC8MmLjAM+Uak+GatkAxQpXgbXowto9u9tfrkEpPrIUFhdKkhDtF4tM/w6qkogArPCovEcD9oweaTdodhI1dRoHZilRM1V24uAZDteW4OHYyyHjAiwyY6Hp9g6CUcemT87jeq1AlCYjxah+AzTJcoeDXMGbelg9zCMtPzEUaHRrqsjzrylcCgTwKFqRwjK2DPVkBNIoAL806xWxNsIxRcny5/AseKEfhyX+1UtAXoao7vigrrAT6Zgnj/PMNDTdkGL7cjd0BzxuDUVwH6S9ppLDUikxUXCshZxidqPBRC9ABxYMMB+rml+Fpts46Pkqc5NltvSoL9v1F8ad/GwBn1lPs/2oMyLyMMUZSCqSDS3bCGwF3KLXOkiTRWourjtwkdrBGq+jMXVdFyv+e+T5DA6Xc6MnWfD3thSvy1dNMUwNCxjP4/YXx3Re65RmFQGx455Iau2TpOHE12AEVKng4Hsl8HtVcdIlw+vaZS0GWkkHCyc93rLIiFQO0cn78baCkDvTojW9Je61l5F8CkdQmAuW5P648/q0yz01wDh+MfEvZkz9wF/brBl2SerVO6nUCFW/VNR8HsW1GbJjwLFfIA8Cu+GGDS0iJr74Q6/A6yUISfE1VCLAqrBgbZXZwtsRJCVkL2mYLInhlueZ5cHN1wyLi344usA9f+xts9uRP8ACCq2tTjqzwf1BkQUlCN34p96LLUjdpYcC6NPXZSZFQx8O+HpRy+PUorPKHYenEwrn520R8eh/ptN0sjKSEkyuEisxSaeT9qweNxT/4KTyILBXYO807HuqtUF3YaWokmc+ltvXfEfG11puOILP8VzV5f3xX+Cpy7fxJEcA1bobuVJ1zcbq7DIBgblw+GAW49DHCBqdpw7teTSjrcXPydrpS4fIladetlHmzNq/62Z5F62o+sxmDwg29RP21cJmtK0OUj9ls+9aJDk2x4nYwzTXHzgR4qvdbBPCL3TumZSu2db3x9T74x2/Lu8Pit9M+PZ1u7V94nVD8eiZsNH+657+O6qDQkICcVdtDCl+vrk3ZlOkKQm700ix7/4HpEm23A4cINuhaLhtbAM0IeIVK8tQIUKGoCpBITs+n7RrXoqNhn/RHCJn9Kvx+fHyIDtvLdSIE7ix9ndO7XQlLhx+1gMlHeIoq2SzbIL5elnzEGqHZoP9Oy3fXeIkyJ+GIy2s4Z09SX2DB8eMCXM8rVZHdYpgcnU4tUCMGzhEWX3P3qs1A9+zj0tmPmbJwd8o34ikklnSdnZSuKHYAGYeBJ5yEf6vo+wGkK/mKXO/eTivr/i1Q7bj79hThlaHtPDs2DW5tRJezXH6GuW7y7zqoK1Xz/9bGXXhuY7BaOFfGbQIIpP666laBfd9SBX3dMoWA26lbeAm7xtQzq0C4CMtdum98Sm/RJxKttyhmrAgrP99jGsybuyGT0btS65VVge3AsWca+Av81UgA/wIBJqGptRJLzB2wHLqdE9A3FnO0CzFU902aIbiQF6RloR4teMdB3pklevFsekYCRwfPwh/v2wluQXQNgb2lkMaqZzVKIRv6bgiPqq6oMAJlZ+z5RHSjyR0bk7a/2m+lXKlhyxhaE0gOHhqOODrVuoDir5fC9ZRYPVd/ajxyEaEsuKeYvZIC0jrZOJDsexr37y8+cKhCa5u66Kbu1YfuWM3sJaw9D1XnaV1MMJBmcKUJfVfY9k1n08zMbEyJvcqsQi0EHEc9aR640Hvgl3gGSYCZmoDjjd6x8dizP9Uy8KqeuVqlQUSsSpEcjaqwaGvcfDhfqvLNe0XCMedGIY8QaiCnDq+PZH6tVzapmmX4Izo7cYE0ydx246YaFFOb1YrYDIskv9namcO1t1552N/idBg/eJS2446vHrBnptTKaAOhn6U5DVLQsrhaZGeJ6fB6Lb0M7n6v4mO+F0mT5G+OyokHXCDQiFxurckBy7q8P39Om7Qzmwrvqa3LujItYOzCUvTefjEBg4yuQ2besGAc2peJZn2rlCi99RLrJdyNaIGzHagfrQhx9qu8YKyATXlmKisdz9MeSTA6eiQM2Cc8vjLR8CYLaOIUyYqyA5cZ3R6KGq4Gn8BITwyHiCSVPP23GIDAK72Xmp8Av0c100o5C75msP/JNf4FTMshvahzjT7PHhjaRZvXO2VakS2/0u4yYo6bQKA+6g0pobXfV3uRintTNKFF0/nIcjDCMGKk4c1tpykm+dsuRxZmP1EMSoTVGLFs13jtRHr7320UoMqFLnicc7VTJN7UfVuJCipfK9dbnon6rBHMuEY9VSMHxPGKsCIjpvr0oGMEVC6sM4XP2KD1ZX/L8PtCJ+FYO50wu2K7M/IoCMgZQjAD4R0qQCcMGU/hXfiihrX+wY42f80pxPVxOgQtE/fhePVsVAkb7yYl1xJW/87RPIsOpGDZfNB/1XYpRzHmRSvI88MGCogUE508/FD2vBy612XWDYIpaWXFgU0/o5Tkg3BjTCdAdEvNe5xmEuNt0YXSrtpxAZUmtFMVgGM2AfJBagosdAMFXCikvdymR2Bhw1ZDyc8YHc+xNV5uTXmtn8BIpsReiDZQ+pWuWh1YX9hgmaZIhhguewKglUa70I9wKilersEWbADmHRiL9Xpmy9Ct7kEa8bQ4aTUpeonqi+A20/Luj0OhTgSLn2AzEMKsDNGouEcBVjzSni17l2ghRONDhjwaAfVqYJ85XfyBlOKJP1OrTsuSTF8Un1F36iUUAJZp6PRpLn5OVmDwq6CcM2HjO8rHUTFm0YDuf6IQyAtBpXpz8v7icKfkxp0/xmzhBMdz59kKYsEsofrvz1z20jzDRDvaVkc6D7R8liBcgCesPralJm2kRNFOstaNhTYrt4LHMObr9IUwWWfK+m6pDOJaCuLoMGhknLX8FBOmPoCVifzfQdyo/bdGVgRD5nFfBLCa+6/j8IzqGeUVWTpXYLhjuoiZi/0L7dyh2iJ1POVTuiWHz1mGmJNhLsWb1v2vmPuZ8Gd1qCfD34/QyD73nyT2YIlD2lJnh8wJ86DBBvNxbk/rj7vgp16wv5s2TVQdNbpGmNv3W/4F0kXyD9rG/vL3iQv2hXzi2UAzRTB+ygcTtWdLw+3azMcWKKOpUEiL83dFw8tWBcxu7iwc7BvRpP/zntyLqgfO+s5WdZ08I28Wuw1lMP6u98dbdlt9IVReGChmz7ka1dAfo+IBKibq8rzdjtFzsj/Bd/qMX2OOBsz9cx37rHirxcNlaZshruV1g0MGwnBjXuv2Je2vuSpYY4MHH1ltfXMn7xAa+WL5d/T4y4VwF+mSlva0Jwz41mlXf9VvNFrmX9Fk7oPcLHxqrTNXPavSEqBnAJIrzgLq0gD6mnHgPRp+1IZb2m1Te9JQTDBalDtq+3dGI18cIH21y+1m3pVgQTr17S9oRURzCQtllzksCDrWyR8tN67ThilX/qDWUksTwUrwrBcpgsPcCRGbQfeduLZkD44MqEvcstM8fytW422M3YFTb0C3P8Dx/+gE31l+5PHTrUFOC2WAt5U/VbSbJj+en4fQs39U6a3f1dDakb4w8AzY2bz1k3Lxos+XnqMIAl8QlKEJ7lFLwHagUY4IBghHLmC5xlje99kgtARlKCyrYumv9Rwdp6ErArf4COJkjR2sQ6ya25VIj4ifz2Aryilv6b/0XMVlx1QJEs5sbj2s4ypbnUcLnxbD/nSucoB9J5xCNrop2CAuj/jCffRPPtApRiiyrg/VZb36QJD0+r/+rPabVRJVB6cmadHc/zfHESQq2llG7t4Zv4kKMNaIGvqtk2zff5YoK65nAcR41CwSGO79sgVOuxuzZLvl3RSmBGcyKcPQBx/pu621fNTuwLltQBqWPyioIz5oAga7wmymJAbxrU6gVWgH2ZNYO+FFmtV3jVgHOgzpb9R64neniDle9N+db4YYqBc3QZYAhPKpbtTFSk2fcgD4KgDHjibTkxWk99p5wvFG0vNf/y+oV93iFwzH9tZIe6t/E21LiAp3PqoaKPCBKc4ntUvfMKdu/vXolWQJ3HYRmp8GCYifIT+V3Ao6LKrsIrJSiNHw6Skz8SYUYlJZZwGQZd3lUz/ODgSVXMGnWFXG6vzHeOXaMqQ05fqDfOMF2XWM+BW993h2I1tTByaHj2ob8hAirK/lnZZ3M68YPftGCHwJoZPIoI0CKiGiD2OrrgVHbonLHUVF4X1efKpxhtkFpLHgu7DZdwFVtO2wxEZSfeb8m/CL/hNUo3TM6AtSoLKxkIbJoe2N40BXv0YgBRX2UwVuMpccRBv/IdFpnMTJU3NUNj7K3t/tqNVSf0Jlh+4WhSGhjGPjk57g8fRNUvPrmcqAuOvLCQoWAG6QyGkP97yDMJGq3/EP4u91d4RY0djZomUwYThc9Sl1Z9swMLa9lifPgYE60uSiHnr9aqV/ukrrg/hR9+UteQItTrMkU5VFQfceYy/XbYXn+QK4SuJfYsGqS+0PdJsxkgoxe4wc/S35QdKLNPuphUywZS2C/kLGr3AE5ezOZ7+ntR15vslinMjwlywANeS6gxyoDfiAiw1vS1R+RXApCvcqFQYEch+GVijSxUFdqMeDMb1RHSv0AJfsM0O2VcHls0EhWwFatQ3w4zX+k2ffGGi16jVUKNRM9F6rqTbJbUKC+HS08+lyBFwmDkKkweIAo8ehoAMojVznMizXVkowAYzvhc9SZKDBiqGB95jHxka/fK/g3F9M7N2n0gA+nXUQScsFurYsi+IHWHKIbrlzKasroSuCXzGDR3aeyyvGb7qdF8IteKifRwdzK4/zzybs0g4/fvQRfRfMqmfr3mJYuQoyZ8mCpuV+0hlMrwW9mcvc5Gw4kz0bHqYFVS6xuWrTeSbNiYnKB996/r9yDd/TuvU0/X6UKuGH43b9HaodIyXLfDW9uH5CQXB93lavl6LSEfj4LPaGtBcGzfSEts3+KTmDpcTtAt1z63edMnAEi5PidxrowD0P+oz98vOgXQA/S38EpMelX93Ly0mvVEtIyJ52i2pxREgxqRq+KrglEB51jzD/xMMOYc26k+sl6usX+btIL3fZF6o2mdUK9dZ6D+i7pcxYyzGp0iznvwa6sr7ltr4A2K777Jx6Q/qN/uBzM2t73w0clXBw2Qck3VwUzmi+Tdu2VQaRecaEr8KqdVh3l1lwMI1Fw1Aj65QQig+LNFzx9CuPQX8WdJ0UHvdletAWi1woc20T6Kdyj1WM4Z6gn9bV19yg4y2r9NwU097L92K9f4uFEl5Kcbk/TnNekwtAgKHiMh3iH/EnFWFQ4BlyX7gLo3JJmnvZUz262Ar/N1h07tDrgQP4VO1+tb7pu2/Re4uDe35s/o8HyYX9X3jIVPdw4fD7SQokWctfVjtDk64+9Ous2M0cZ7HfaeKiQLlNGNNVqnJaTmtT7oSoR0z1YnH3RLU4z7AVRozOXh28XYZEIVPbbkWRw6+NmvD/oT89yeFPEoSwGvtMpqUsTxvuQubKU5eY5Tq04f7np34mCPmjZztiIPg4Vu3nJathR6f6x5zhXKW9MeTDa3BF2CJVAApuZ82+FxmwRNfQ/auv5g0+pvEbYL2v18u0X8/dz7wqlIVUnMblBRHs1w5VarX6lSFH13M5peUVjJ5rwsVHODpYoPBZgJPLqSE8X3GHvexdJT2Cyn+TYTQF1s7fjCYdYpz677FEpW0szIXOnX923eE77z4mpZ5REvSjrUYl3/+SvMVJjIaMJnx7GOjjy9YbLBSNTnxh46dCfFe8DoNg9FK/fOZiZbWO1HyeAGHwKJxi575/xm6H1BaCShahQ9WdV6hLZJpT3R6dwE3z/kKLe0xGYbs2C0DZKsIWStCg43K1CKa+60VewaVZ2TIBa1AkSfWp9K1+xYiUN/nC0ZwemXDx4ettbMkFC184vFnQ0drHW3VC7/XMMQ55SruD1IF/uKQsqUoPMru/shnBNuuyinFR3PB/RexcuiXw6s100clB+lQUXCkLvNVs9l/RFkL/luapjYnX7kcFvTlHNw40ozTJ7pUKo9wPCFzhe+pEX6cex2s3T5midCzIE++JJ7YZFNHgSYFPSZRBWNSNQPlRhZ56DmKzG8HAnNMlbAHJPM2aLFrL/dc0fF0McLUN3JaqwKdo5jTe7DPxxGTGv5tB+GUoytGBZ1t6nd0hH7qrnL8tt97G1FsuUErM0y1V9cTH3aKOs2KeGwBRn6LvP+OIAPktaeQag+cVb662XNxBHgOMPljjCFusBXvxL8jsv8XH308kuep69XXvgZYynxQIkTGnzOcQIxZYCA8mzI2nQdlupnB3ttGN+GCNmo8x35mPOCh39HjSGDhuHECgS136ckYvlwUYnBTOJxxjZce8DxN9664oR99u5CVjKtUdvYspOLHttKUsamhJSc4WoWQ/Q9sZsNnxxb8DugQa1UpN2wVuIII7z1hmSXlN8C8BAkfEZxA/iJUFZnfDkrFs2elGh24jiwfuvp6ssYtWpsxZ8GsKpOUcM7/6I3jVoi9ox8BjnKvGyT5xQ8NQ7AA/1dtSlCWeMWFmJYxd74CUA3etQgebbz/kNdn3QFPzlRzyjmPQ7r91oqsJ9mpWFTDxZngxcuLwTGxeMMVYKwpcS5G8NFLqdmpKD+6giL5kZzhWaK/6ubVmE8lfBjKlRTU/QY9qqZ5k12f/vuZ38c6OFNuMjJ4S9IWkYTVRXajERJxTt/aB68Aj3bVlnsaAm6HDF0Tclnaek7iP6KPGGkxXRdDOtiee1PR5ffUvY9QRdF9ADWyedLXN5a94C6l1x3KZufPVRXzBaMnY2tewbqSyxmlCn9pLNtfh8OP4EGzngcRRGJio/41bYaNwxXO6OuycSJjdZcn5pxH/Zxx4a8lV1hztbZ4JmKnNDnE6P7mBNZZXddc/pTXJE79R6sVX3iJdJGUQP+AuKIxK9ws0PBDLlw6pErpJ+ZPqpGPEb3TXygd8sdpRjfpvPOmD1ASuDLWqQkjb3Gjzxn3Ns/axa7mqsHiX29Wsw1y/pNy4dBpVGfh7ZtiXq0m3IlPcUvsoVGdc7pjSx8Ujf804rI+0xxBnD7r9nvMjw0yaghwscZlhYzicFMWYyXmhqV9J3zIqvinEVpFeLX9WQsF0TeaYNNzkq/NatTgKGrj8JU52BXigTAbHFsUbZmvG60dqrA45xFWbfsw9cgriZ1Zaac2TdMRrNXfXq6zB4YY0sgJA21/QIEwLlv//G9PgOxgP070HlrB3fLAO+JCpvwzaI6VZxR5lat56PIhY8ztxdH+Br3DXUu0lYCDjUuNdNa0C0QY0/0PxNOl3UKq/q3etOzOCk55zQT5n51+RfYjLxplBKMK8rpDTtkaxZs9jFszvCXiPm3LxbOdcX6OQplDYwVu9jS+2chJYBCbexlqzis64/a2NEIt37rerzNlaTfv64///0ECKtalFU09UJjV9MDr8YHSEZPy7/AL7lu038eO6J1NjV4u2/9pUYLUvjrfa0J6nPPVLoN3mxjnSM3fFwZoJrYPnHe+XeT2UYWD8y3GfatdkkzeEU4CwmqX2FkXn3TdLuqkNeSTVz4EvhLR/I17zo8DWt0YmT6fXRyJNFefDaXd7iZyR3b9E45/G6EfOqcIS2hhLaIv33/a42NtTPD8qItkaCeslHRZZlN08MngA++883vRsXhDFu9nA8BsVpdfBGyFtVkmbJMsO9CGYDru2G1ST/McnAnWiAVu0rOBsbHqgxeYHMhvclfFgjo01UjFfNXWl1bW17t59yCNmtw1+GioLneyeoir04og9ak9TvK/tZBlpb/imdrPu/H3q2vqi4ge+hzcP3EvdteXsBQBxfq+sh3HAaGs8ZydJ6unSs0GgItPekNqarTyFn0jLi3LV+idiVTj/7R7oiPWbRt2GVXr+N8xW9YzR9tWQ6j6SR22qtDN7lFJc4sFDJh5fb008oEqHAczQ3lVQ1yqYSBRou6IeRRtPI0sWppU/e5+PG9omaoNmjDAXP9cLIhddhGXKJMuHPEeCcRo+mR+P1PznEuX4r+POJ18dC64fOlfwbgOAyX+beXm0/jfftoAlSSbJ3R5UFTbxzlLjjUnprN5zTurjXsXlTxvuTS9eeBoph9tHvBJ5Ulc7vuS8xV5LNkHz0FZCp054kmijmc0UJKPtEkb6I/aPnN7LMt38eRLl+KjszannyjLH2+KRvMFU2exuYZNErR9PGqXUFdx5BGPxeo5/PYT5rCaUnZOg9BB+pbW5s3/+rSLTplii4/6aaCcy6/GP+TSg9Ye6vIlGNk/xdx8falalO21nBDat3pOpU/bnRlvB4VVwUxb2f/4897zpBt0+BdmJDlc7D5dMBaJWAqdNFx6uIN9sBKZBbVT8s5Nexr4ryflH7OMuVngCLMbu5N8ZQBhGXH0L2oE/+nJ2R3vGbYDfv88vXLN8uG+8mlyr+lCw65N12Ck/YakgXhqgYk1r/Ayo/ir9nT8/lQmYChQqUqF4r87aCXcfX2VmFaqdOlCva1xNJoD2aAzaB7wc8Edy9jR2hhpXCjLjbNou20Kao6S8PkmtcsmdLvcIqWNhJtuc/FPx+4kTjVGrjpN6ga7SSPKCwO2TOmAqmfb0erVgbDOyz4ZH+u5LJ/ecBjGnk5tfdX/rUus4derJYjvkzvK2bZd+YCbVQrkI4pweEFQtNylWhqfiFoMas8O6EAe+OxKB0dI/HEQ1iUjSp/Cv/QrkgcrCliGgYx5ZzdJ70H0MvHORos9UDqoQtUfTIadLCccr1zKWDIpK8TLpyu1/RJFRwCb3uGbEbBl0JNWW4VWhLP7VADwhBWeCGgh2fxLnt2xLjQ1xRX2+4XZyAzqSz/u5ovgMHBN4/HGXueX7/eV5Ro3HUvDVIdaeX10SY4WoUMGMEjSq7Fy5zVAF6mj1pON3rCpYq7WTtAieEwMdHArbktGTSn/LmOxHm4V/COIE2LuwT31+497qkWbvgdAqeQlN002ZC35QcGbWDFzdyIDFP94BKz85Qq9kEKuzdcaeQYdC3ISo8eFNDpRiCQ6k5GlrzHQkvgtRG3aa9YmbVIGpZzmmyX7WnUbtyyG/805wziwPUGPymShmbK5wy19I/M+t2wIpIWOyerQjUPX07WSsxJohqtxy6Yir5OlGlb7/bQSkRaxnpvV/EDDB1HlSZI4ojeO8XOg8HEY8/oRk4BW5UHfRi+sOps7VWhGI+xJa+UdyGhR0SjrLK9KFy1qyVX8V8MrvundsZOEDUpFcgdli0YiwX5bXfUr/2iiRPJ3rGfcrobG1yyaYrPFXuOCg88bxO3R3EVIMEhao8den0Edl39YOyMJ+RmDUts/tQcqj5nLzwwMGDoq+/IFWl2fgj/fHCYCqWn9YLxPf93vMuq68vIAVGI/EDQPspQrEdun976h9CTM6uq/UW+A6dKd+XfLzX0jLjdmDfMDCmma1PQpxuELjG/kX31ELaDtnlROgOrPgJjPN+DRGrgHNTpXGiR6CeH1i2U048NVu+A7vQql0dF7yPgikKSTD7BFI6MxMv4l+tLLqMacL8gbpy8tSaAS/nW8C3JyPlzLyVl69qOznkh2f03c6gxeueRiZTmJ6hVztDwWHZmI5/2iOFrytEOu4M9hmLBSAmTH4tPXVhjBl8tirBjD9xeWAYGiDV2/uPUTlN0Svg71WhH7UQl8kqUEVVf4ymQDmR+twijig22VBgokxN3XMC7gl7Ir0L0hILkxMFKRvo8y+QeQxWqLC9Nm+kiuQdpmhTHKnNCf5/0LHrDy4lfs8kR9wRY/4Tq7apzWMUoYhHk0DdSnyRFAOxeNbXssFhx2ap3m8puKmoZUXesy80PoaZl0EB7pFO87IFfFTQIaOjZ2rDiwsEz7BcdlrvORZj3TeVsG4E3316RhGR6fjhGdAY7BTcExKlExVGv2x0JewW5MvNyKdjK2X07NUR1zWYm+UTJCZENfb9uN3ZcI/mtL8Fooi2+qVav8WnkdY2+R8xFcrFHJcuPfrmvFfvnbtv3wz3KUuLCZGv4lHLrgD1rjkeT6CGnZB3P7jApWAz0NE7oRxp7oGyR6m/RGRdb6OkKYJm9ATSVi1+4CLMC3CS/hQ5J5SWAt55U+aWEtEfJ8Mq2WXFtNjt/gczlI6plI/pHdx8nhQpXQ/KKbCDxJOJckaft8rMg5abHUZkpToJex6Eknev78eEsjHpOOTP+BGvQg7JIHPIW+d+6uf+u9ZnSPtBIYgAXgRo5XzLWWy0FoTCfCfWmYzePJGtNVk5Xuudem3l74eS/wGn014AyLCCo3em1ckB2UtO5AvHe4vG0jbDlXGf16pXoH7WmgsgEn2SuB6H2HIdhq110mNG73cLYw/fs6aopm2ybctI9/qSG6FaYj1JQBRnj/PpuRXij+O9XhicabOpQpkseUutkmGPA5mB1DtH/6D5qLGZzNqd2WPULQ+ue1zInD0WAjwfoAXOEXrVGrXp0c7Mo54Kp2O7gvtR6YgB1lbPMAQ0QvwZ6QbrnyxtkGXbFH3GQYuKI/WsuS3Dhh/5km9czrvrnOYlHRwtA8UtddgwMDg04oiPhRcGIijEKEYB8CQ04eVN9Xx2wMcJkv8PYauuxfFF632/ZZSSgF6M138yJ/FRlq5F7a0yJR7t/pKlPhxMsRyQB5caj5YtxladIPk6BPe+BJ9pO7MAD180J3f1H8Lqn8B0ANmbX9bHxoW7J8+Mkj4zx/Cmupgbzl8ePfLwvXXrgyXh5OXlgAfMvsLHyDEFPBn1r7PhfXJrDPU7MoYYQNzyNBI/6QdfqKxa0aBhNILWskY4h+QD7/+StUkvjEfRm4xo/CP3C1qxo8GIGhO3fALw0kQxXxuPaQ44roq+Nwp4GxThvP6niVoljD3lazFBweivpAcoiETiFjCq3+/DnIwYDItA6/zBYJit1gYFIGnFLbpaHB1SfUTPQgF1Eisagte25hKrt2/fp6PmlctXG2am7UnoD76G4kFBJH4h+ws2VWezQNXhGACCw9Jh7iXdqPd+G9eTgIH92yX6cThQU/l0JTm8+gh/XeW95j+U4+iBv4E4Dkl/HZaUMn0sNCAP/nZcE6EeGMATaemIPlajcnpAGSj+aQys8GTxeBWLpB1j0cPXEntGJfRXQAuE4w3LfG+L2pTNs9vi/gNf1l95uCbtNaHo6k22zwdPamqIgnLYHArDRd+gCpSM9Em7t6Lzi4++Ss6GPxjSFcY1eVgWdKHgG+QjJPrR7kGLsQVYEP2LF3r1CgGMD/8ovEgnLeSiuYB2T7iDRo+iBYXDm1m7G/d6WdOvZxnu7k/Ezcp7n0YMF+rxZmJbXbtW0R38AMV+CWr1MjuTYixPrTEkqx2Zel/KV2Soa2aHY0qiW3cyxW6ZEHGfY7gof0ET0hoU4A5lVZe8iM6VSuIPXrNLm1Xh6LcGYkfV38CQ4TGC+gTTITuX8eeq3XHVm0aF7HbtfEqbxa6BkJ83irxotP62AZsmRdDjeMfC9mZo1KvZfAF81SJERq89nh2pn+6iE38u/pRSkrvi7VJftPxraqQYz36EtgFGXgqyaICJ1Rdp8bZco/ymvVt66udARD3rVjUJPvIoFUUyhn/wiyaiLdDKc0zYFhxSVxxgNwhCm+jfSkrfQ1eeqDyyf1Wh8EryzTJyQ9PjxhziM+scTHqinGMN/xvc9j4UfvUwJSR0fNTbItsBxKt6FiT4FRh0S6NEvRzSAjqs5lh/29np8C87f6ys5stMKZtfridQ3oNut1/voe8dVg0/ywsFWRNlqkEw2bCF/YCd81b4Pc1gKIQ1hqC3g2CRpI2pAWg1Rc1TX8soLmQYGZKs+Cle7tyPo03WjVxSfPhw6PkwZ9vUqnbTVa0WGiS2M7w4mtKdwOH9JQZTGHdJAUawmafnSt3c+yanTLG0bXI5ofVOiCpqG6EobkvuvaAy7x5urMFnnltuay16Kbgk04ga2rDl9DfpEdeX/JGF/ZHfx23MWUbt32+gFaAWOjz55ej0MDXmxSwJoOXgtIkC/uvZqdRbGH/aCQZEJH/vMuDn96O2y9rJKwHc85O5TVfgddOBB9TltF0+fxN6HLEPJWEvVA9fsZbvVoPFOU/gNJqxjHyVQusic2FL1ytj0vbgk2sK31JZoWG/2fVZs46rjb2b+P2e1ToCuqtw+VETFLhSFrFabuQjl5VOoZ3UlkRi67vTNwm+1SqRWxJ94uAtiRd46pR+NWOrdUzZmr3cRfdqkfpiN5muRLDbla6EY8a2qYnhg0YAyQKUS/4oQfiCa7AyQEueA56L126M0vrjMoVL3A9eoc/b6415/voeHTajOkx7V1d6Q66onc7qr2hne5iRzWN5TlvcoPxMmcZE2PR8PxEGeQT+6U9TL+KmsjF7QfWcCH/Eeb2EVovJGquXDHE/fb/NEy1+smIR+LmT0383pxkli1JI8H+T3mO/Zb2/l4EdRpSyUD5UvifLi5ohAcDpfmzz3pgLHXcBN3jeFXsZXhx9alim7oqlwozIHXarvU5rpHVKD8+ZAL4D+ezhztq2de3GrQd/v25N8TZvr/2rLpOIR3Quc5/fkW7h3V4Hs1ABl6ds+ZGmBwYHIP/GIfqK+baRTUS42RnLaOqHZo+d+qUyh+bhpt82tv7SBrJCkhkhD68e096nNi5+eAuZSo4voc3ahge4vjVAK3q0OV+soJNWQOFvCo0pxOGyIT2ucm3VKZHH02E2ulQKleas2Mr44ZzuLMkCoZ31phnn+ngjz+8uT+MF/eKjUyDLW4blrLAux0muuEMD9R+RXBDRMigfZYNXr3aS9XDtFOkyyYKJ563EY0CQr2UZUvpcxHqByaIj9Ql6TdYb68dl4Mlkxbh4emWzqYH8F6Xhh4Bd/ufBPynSPGc1ZEVNtr5kiFNcU8xELwvEATViKbIm8B4VU7X+0a4u6ZuUjK5Cz0TlzBeTFHa8YqjUTNJpKY7OHzYcpwNw9+wuANdEeQvWzEU7n9SkIGA5Zdaf1QjsKEIDms9261TNQen1o9fQVX6drIkWANhyr3NTrvulE16rGDDN89WLROUVk6J0DD/125eK4wpHEC9mDTjpLAToi3viguijlg4txr/oxYjdJAy3kigLzn0DE69p27C8Tr/mzORCBh28E99Y+hL8wIBvComFHg9DZdl6rSMXVYIlJsg9AXG+8D5xzOtLW5SENAVjMnF5PVhVAWA2MjPROTdv5UmbFRUgVqZP1tM/EBv+Qqc8JAP02CMT6pTqyA2D3ucdNb83aEa3UfcstWonoSFTFiB+Ze31wHRK0xof3xRBWg9hfWA619u436TDCSnjM22IL5YKhxVSx2WqLajhtSaqvUa6D5lKwxnMvOI9S+Kw4+1dpoDCd7KeZ1ac8R+ftWYceDocaFH/3bD/xqmJPJ1JV/3qN+b8AlStQLVaGjNtA/RDK53XX3KdAOrxvqaEmZkcxPF+HkANUA0h7BEb169/c422RyNjDOWbfXJNBDOqGQ228bRXf7sWB9jLZg8BoGNnnd91/gUkJNeNeXwak2n59x2H1Q/5Tw2BFdtbmvITau0cX7hxypiJ8HtAELayELrjuEncSjJlfx0/jp02Ew2b0ys7uxsmQ5UocN1UUcuY6RM/u/kefrR18vXuyPt+IPdGRi6FXpyNZtjZFnAd6sU0zyuATYftlD37KTw245+ocp61N/6sOrcO8Q9Mu+Dnj9fniu39syr7hT5ze8k8fydHvnmZuWXSwSw/w+pAr6XFTkFHWfMH7Hn87MKJf/6LD+4+0kSPj+xx0KTfEkcRa0tM6qeH9+daYYmsckZRrYcaer5lr/ufZc3QcVLlmaT2jy0L8lhIogzyVantN5J/MI0tHksy95p4b745OV7lRJIYzJ3gvETIUNvDmTxSOwRkVt1IDnDVr6hfdB2r8dgCxaiwtkeb8jXnF24Ywlwdbj7Kn5NTYfDDgeDnCsLmKXbQSkJlI6V4ZZU5EsqSrBtIVTjR+oKcFyziXiOF9ZD36nuiyA2NU0/SK0pxkKnxz4WIWYntmDPwOM8s6GCtiBpYBiKHATj4ylAjpiO8UdOlJBD6p5SfpdsAv2y9jucGX4jkagzDfal//qWZrwM9axTZA30cLV+28ViUC8KIxOB1G1ntlYYJkfHHmnKY2TdFTRDmHZLvJBrDb3Vu14yTYnoPAFna2irsdq4qBqC3KxTlrtruEvyyAVywd1OZl7MrXuXSFBMyWNf2qBqM0jta598HiqeloSVE2oa4pFtB+yDnL06GZHihxE/Q042BCaM6O/7qWebWr6Rss+kbkvQTxjTKW8f8APmQwCxUJiNYbGAS+QIv0v3qrYxA1rckGmAoLEP4fmI901yn6e4qRuFyjCcxW5tnmEJQb9VezjbGfOPSQ62spM2ngW4U5+2Z+ZgFBHPZj1njHc1j0Qt2SC/lNbk+wGoz447RgQF8VrSu/UqGcIB5T74ewks3p/MnoTJwD47l6ilKZ/Qv+jlpls0afJk2/AuiH88a7CxngreiQszyqbM4hUSF8vG7oHmzZyU1dpe720GHb7nWoTDiwMe2hWmOiwlWP4dyuPfaS7EOG6/WOTgGdr149ChT8sofnyeza8Y3Fq7nqvMttBMsrq3DTGbB7wblflAfw3GNtiNIBUj/zz1NOKtMzgVT44VdH0+tWh+Is9c7qcsWAhNH9IsF5+7Ou/KoK3tVdwpmqqJCZitjz/9EtyH9g5RD7sdj3V+Z1KWahyZyZezsuO/iuXflDtFcF70l5re2XOOI3fGQoATNaFpa35BaQIjIqqz+FrsNnDh1YO46ZkkFM9X22mZA9JQiNbU2wt0DcWt3RX/d8Gs8aVwrsgpSMHRDn7aHj7i+p8QPo4/XawQUknntk4SXMrkYfonTOXpzjOfg5dFc6Vshdbzg5R4CAi27gUNKNGtGCJOmWoOX2vPJ9D6ZurmjpECAmZQUohP2EesWlLDBlozZLu31LlmeJtA++fCJxzNOmz0DaTXKauLQjWG0nWnzV0NItOyz1RuJCvf873lNU2p5wvWQsFYyBbtSyYNu6VlZ9TeGYUS0X8m30NZJ5gP9LjT4APskHa2pmOI99BMnQZzZvsqDiWyVDJ/OEnSJITi8BbLfEKwZ7rRralW9j0d6ncFBybZvufhRaDqQIuUbwR+aQG0w/WLLjmaqt42Qfar/eBYENm5NChM4VvSn3SKb9P0XnHs/0/sfx72xsE8NQG6OxZW45rrW5dDYym3K/5FZHKJdKs0VM9Rsi1prZUGmtyf0ahah0ptzLJbckdRaLJJSo0+Wc36/f/9/H5/v+3F7v1/Px+Hw+b/u+SHNr0vdnvQwVhikJ9e+pWnKE1ggblGiS7q81TFEkV0BEQmuzdrxAWWkbIN6UKqmgFscKzcANELYk3Y+hpj0a80P1mBJtoKtGa1DpcXXln8PM9O++StYoSAH3GOBDQK1RDlG9gXKsEDWvY7RqhlYU8EaTRtgIpY1lChqjBtq/Px4VsW5Ho//qLX/j/gAEA5r26wX1eSq3d40Tlz1huAYziARYuDaAN7TxSjDJQgXwfSoc7nAc9U7jpENG+HW27z5UP70fx78pqAGLuafdCobjhtm8z1PXX+yE5xcaaiSkeOB//WhLscy+owsH3R4W1coxhAPzU/Uzr4ei9sm6wqF43qegDKBAok6sNg8UgjDPokkWZc8f6LJ2fr0wFZ92RkD/0njvqZYJAmpgMbJHb/bO0uWtH2habYHRvO3LhzKO//UA5RAfHt1b32By8bNmddLS2B1VDXtMjCjsxKCAmlpr5HEFcD5at++qkRqlHA01WPq0140EHKbg7BfxuyadRdyK+kPX9MFI3pDZjNSwsAWM8+Gcvf1WIKwYIUxIjkX05fh9mzxoC4Zo5WwnobFfHJLy7ITpkkJ4A72MTEP1ORz1+9EE3c/iZmLpfu8SuvtUfaS1YOS26OqITRmg9l/gRkBYscI+xvDRbfnhLxeFUCcO4WONvKhYzrteT/o+ZjoyAQv9LrCbCFKohLvvlxd06V6rS1T+6M3qSQip2ZWr4AlUzHZId0v/lqr6W1uXNfiYCx85LBSR3Qfex3/SEvbWpOVpP95WeAVH6DzQ0Q4UQbln7hrpfB4Ndn4OKic4+85ALlpYH4VIlOk7nqMCuMOXhmkq1wdc4A47i2I80pjdJ9TzI4I0P8zGQj4F7M9WOBsmpLu4lEe+ZOps2o+1rwq3n9Ba701zOEe0MQwBBUe3hcgIKmVFGcQA2Yq7cMf9glrIUvDO8TKtLF/qlja78caE99WqgDxg713GaRx+Xdm/2HdFkjVV72OK9vt78tfI9+moG8GsyOBfJqj55k1l0gibO6NUG475Plmvaevucv4rGndFhGsIih9w5i027Dn96q+loC3zr4t6I7Ji+FusyHX7XfkIjYqAiyAKkJlmvw7Xzxg2e91vuWvuuAkUv1m/QDrR1+ljFvWNWHkCrUjeKG9FvTOeZfGVw/0yNm8SJ3Eg+qZxjlGgME0KazwCUkKo+0bCCQ74ejpeEUhxa/L1CTuAdniwd9dc6gfzRTLDrLmvBXAMeHXeT/RXq43uYqHyCyF8mVv+Nwl3o8HRdR/Sx6QsGy5gpGwS7AUfQtrOg+5Xnk2YAjASp3GWDNXrGMjsV4rGay+5RXrYZ0zX4AGGubIrzZf9pbQpDT9XmYN7HJs1JqQ0R5m2mWKQaVW0Rw74z+R+NMEhLG03Rm3+dQ7slpGtjYuNf3hv6F21pKkyhQBKcGDjVaXRko2p3OheAPIpaDXEDoAD7NM1BMbFidixWrGoq98+87FIzVVCWTmAxHJAstovn9ZD+OlBjReFqVX/50Q1UNfXWoRsl0aDl1POQC9ticsn/uxDD9sN2TcqX4wBYg0Sxq0DFR+VbQ7EAQinCdYeEKA4rbPLSEgiZE3latohKdC7ne7Xh/LD7utlk4FFHXU+luFi4fiWxzrpJ/rHgnogZCJr4qPFHp8rm+XTFsm/TT/dAYi6MMGCN2SVJqyKUYt21lBC156/P/pYdH2tvOJQY9BNpj+QaITVxnY5UWQNaCDZnMoK5UvCi7BZL12WlNz7FwdzysVpzdqS9EBNTNsYGdoZ7gv8G9hVh65oE8AUQS1R/fARzwZLdzxBbNh7Xb9In95frp9/5aRv0lhZ9pftt7aHXfemyHoOEBAs3iLXzZKkYqtP7DlaM939ZShOobvUpUsNNMp1Vlsoifwj+BWKBP1FntbdCHU6hFM5qgHVuazK0MA8m9hlcFzRxxOy/PeDIjLEybVfFDitgpHPdanKSZIWyc3Ywb0KMf+sWT6/j3vO2uMW24DJjvwevFRMla7JP4XdO0NRQKH8yZIyyI+SmbF50MWti5joTrP7Ro9D8YlYAFBRsfGRRUQuCABcwPi4y1J7FAUPGtft3ozt8DRz14ACosykAi9LGKDGHvuY1ciid6G6BtaWPHsHSpOKsNF/2Rt04ERcBBG9NJUpE0LBUxwgTYaCdlooQ1g3KnajZVDA0Itu5A34dQ2pxRdwQKil14Wa4ag+dBlWSP5SjsJKzp8qVW+mQKX25z9Cl6jeTAp4yXuwYDRrmaaN5qehNsqaN6ViJGtDBwCGzWZRZUZJvKMijHyU1ucdh/n1lWY7gcNQNpnFKBbE1mRUV+WzJphTflgE0obrVQWs/nJv+iQopCQSNY8aQstk2HGmD+pXtKq8/P1+kQ9vZlawRnTG6ERn8DKtlpEm2ywjkXoABCBPWfNworxXR0M2FN/Hb7sKlCF16gQprirJKxJu0Nfgckdytccu0xaRtjhToq0dD+F0c+y8ogBoqzOHygSt0cjY7+nj+EgIRjRVyLTjkJe9u5zVztlfyAZjFkus1MhkUp/3RowuEQUZhYJ1RuFRNhyzmyFJ4n8LI9so+CjxA0O2ql0XThB/E8/e/Rg5RjmtyZMDFNyf7LU330z8WeK59t+yrWLSO+vJMyoavh5hG7oAXTShNzWD67316fa3t95nzbk/bxtSoZ4PbKP7cQWBMKdhKNtwAXZ9V+Y4CaSDpC9FzNlMbrKcVDR7Uw1bT0fcsw6vqBXuv4LX8Ey5CrTdJqDwsa/P36r+rp2t5C+LRBTmIuZ8CK3mBS0FtPIT+OQeLIFzfYB//XNwJZZKH/Gs0bBsl38P6uBoIX38gkYllfjty4lA18CC0HXA2LbNmunRYPvi01lm+SdOUrDJhaFLngokA1YxXVd0MnL3ZZhUoN9ocQQbfuyIP6Bqrby1uE71AusyODM9MOy8/A1lvhPxhPL/Cpp5OAjIH8714LdeGfnM9/JpL+gLu8Z/dHB/mC1F8Sn0bf+8S0L3ezKGkQBC9w8M+3iGtQX33zmhrTvrsae3AfJI6PTJp+18IQAW/m4uoWVGGt68ftWySredVYzCTom10jxt+h3UzDpyPHRZgKGGUsNOeKKC1RT41YEmOddqub7KVP3oqMe1t5qG+EWGb905CtDRJlVRSoomwB9Q4qQHarfjEgrIOwfHSJY+x5/pUOn/dz69kGg0yYEJGPuSB1zi3DoOA5SMsatJpu4yImGj8iqjfLFkuMT/gzestKlpkfli4GfNqHtHXh946ualLWKNRy1aquoPNMJUsPvVWH77f6g8E/8IKnb6lWiL1hXiTKI0WG9EyJIkhGjj7SK/BwKXsQC8LhfAxPg1IWOlYF3v94fbb0quJ6Qd0SoliGbuhOZFyZJJJkVd2KM7ZaQvdW0CzfuDclHQiZvxOyBK5IU2XZu+Vvuc6Yxt6H5dz1XfENNe5dDrmUbA51Btz32aDFMIRywG/f9RPukph+BXv5pLNVA+5DfLG0NdUC0XBV5d717cU+YQ9faxQW3ScuBIv61U6PNLWPcWvJ01RW/Wvb8CNnB5r39qpgOrxJ5YXBXGf9iVWymKklB9PKv/SPpq4O54ekceJmOvJ4avcjY+xHIPRMVLFtUggJ5r4WaQAdA/CWZvtaoh4u8BWwTeb14CG2v7UAMAJmvqZr+lTZfD0Vc2wsdZY4LG0CBALbnaCpPBX6hHasYIlP2LnjQnfpvL6W3FHQDkCsWXOgEWvOfPiqBLW/ptYX2klQPPR5N1Rq1PCrQl5qLBfRhMvucdy/M/O34tp8qxkIxlD78Qic7rN58yzadRaIJhEYYGAEncM7cBaeRRiSygnTnEU4KyeUrdoOedSO0HAqZ5t6qNiKYc17Vf4wEUVS0tLC+TPNie0MIAEXXFR7oXsczU8rt6HxIzd/E+F3TVfjVVLcbhmWbFY+LCaBFfPRSvi50v4JaG9R6ikfAZB05MO8aSHKi+Xf2ETkc4Wt+gM97EKS68/eCAmIlwP9qSfQRMBFc3qESlfwo9vRd/gSD+WnGWYvzzZDvg9Ix5X0UO6q+2nCUCXxwSFWBNbNKYRPbV+NIdVLVVnisi1f4dTI0ad793NOn5nxUEaTI6zjskFo2u01aKJrmQaoOHgyO0ulB1ikRXG4H7NrDzHpQ1umspzFfQD9OlCHIUkbHc1hOmpAjWjDBy8tn6IM8w/kNPPxgAcfNCJBonE4pUfMLeNb0Erh7uObG0F0FGG1AWbjOocEhsZ3z8aqZveTaeY80q8T9A2RbLSr5xzrYdWqoDwSqRNmtctfUEcBcqNCGQjuE0k6APLfj7DmocupQ8KDLu9TZF4Tkw3FSj1Q1mRNYWNQkMbb8xdgvPfOjrbyeWvG651Pkg/aoiGoNZKIESeOnBj96J+BExhpKi377oSOVFEXxrFjfFaO7w7OMZGnbxdaEyVlGQ0dd54jpoQtlOqZvFPcOGmYOJvY6Im3zf7xNOV7CfZP0GXmrecDDuT91Rq/O7bT5/dATxcy58/Pet6lFV+qLSZdOziQbD/8FXD58rPH9HDbCFhr37zxtDc0AbPAzbUzjyt4cYg74nVvAnvh3fcfECC4q59FgcVXTbFsBrJLw+iaCR+GTZV0KF+z8ZTHrXcj9xycPCLEr6/crLVCJ0RsBgay+HQ13vT7s29b+nVetTO2fO+dLeQ9nBO6OwX46m2L4ifpFmcDw82+yXJ/33q9HmM3rjhWGetVu63/tEOT0bHAy6+b0oD4itQPf/0oDSUT5Kk7Jq9tK18V+G41hcq/33goyueZVM2DzJpaYPv0j8adbxgTIEt6kxAcEJySbWv3hzjt77uzaNBolkxm3JpdoM0yoVhtRzhfOSx/yNKYgawqPBHmsJg0I0XeKhYCm4pjRDBiTxW8Zs2wl/si31OWAhE9qpRpFhxj5zqiD+AJU8d5H7yAatz+JvnL/ry/IIRkH4G6VUDcj2BhsXlWZL0Ahh7AYPQNjGA/pNZuQBFE4HFg8tncvGYdljBTldK16mq2T3HXlA0vOSuMETeHb+o9bcfxoKyGjg34PH7glMC4ucs0IeKn38+iU4xyrm4J1B2xcb75VP7CdfaVpN020bwHXXWcW3XZTNqX0aq5VuuUftnYSIJ4YfD4Ixc7cdXla2NVk3uj3hnCu0s+eN271nl+161rRLxcUiTUbLBGfxExovxSrCcXfVPBwshw9FeTTox2kktXenblY2uuqdKs8EfsYHHkGkb5aqCWd/ygxdzCdlxsaOc7V7yUfWhg6esrWyy3h9RbLoclLfwD/CTDVQKV3JwldLE8AsXGcgAV3Hr3taaYOhXb9moyI9bmsHkz6wlsGLupNY/m2kZjmYblIzm9WuRHSwLM/dbSADDTiUYWJ42llBRuSYLX8vtMy7tYh9izmvuKJHdHCji/k+J5MU5QsGabqOUku4QhRmXQ3nJPXZj+0YuI3N09mbCdL1GmD+Up2NmlVxbCJro3pFcHW34Y3hBiPjVM2bPH48odC4gO/lJXCc13VVrAkEbENlwLq916avtG7qfaZRL/y9l3/OziGhBmZylAb4U5KO7tCUSINZTVE+rIGaxh0DM6gfkyl4cTRpQ7o1q9R/lT6sHAbkV1hqQSjL3kwlZFqly+C42BT4HJT7ZYi2InrO3XvwA/B7WPgl7XAp+DQreF+MfJyq5coHKvdh3fe0bGFaXO3/Rhk2F3mG3327t5FOqLF/F8BSijexPRYzc/9aTR0O8101/pf1XRwrLfG6yJPf8DyRofxk9Zcaq5QFWbryN5QiFLx/jlEHX4Rr8BCPhH/5vTJO35ekE8mwC9gzCRH566o+7L2z1rgrkxP51cHrIrNhtmI6m2hYJA6SkG26XOJNWPff4kXPS5qP6cfu7KHv2+ujd4Jsbbb6RvsWocIJFSFOCjQRpUcagpZokpv25SIBzOD9vlOfaWc0bb5N+Gk4cAELV9T5pNpbCSkGfRn8yUMLEQZlJJeEx4Ja9tljJHExadFlaReoXcRfaAzv1UGqwJdLGiAxTfikA2Qilu17niiAOrgeOBoVEiuBtnolmQCH/hkie1M15HF6o8b56SAhQJpr0VED8bN0lR+44wZI+IXKnU0xG7pkd8abX3z1PejcA94/ZjEMheTKTZ3XciFZ1+mS09ZSV51Y3mZVsVYNfqPiEMK8c1zAQCTNXLzItDOZFyJ8wkp0dtyNxWE0zaU7ppXxMd+DuWZ7QT5TJUoU2UjS69oIz4h8vz6lCqGb3qcBhwOMqLSFnFW4GrmXDMU5T76NAABZ9eGLccMarfv/+P8BKxUPuyJfBKn+22izWnu//Y88SD0Nn4IZC8+JhA+7/Bj7DMlbWdCyjh5wOVu3LxWrSekfiqGjXeGYFIeomchnmj7GF7Mb950CAVlZgYcOlhteWQt+S7qUt6h0u/yEQokdOBuv98QIm5TpoXu1Wq3f7XRdU1s0lETsCb6X26xGJm2uuM1u5R2VvI0BFg3swj7HvJTAN+rjmDyQHBzu8fvRkTNHa79OGL415eOdA1Ypqe0fWH7UJGsoug4JPGsigHVcKIU6K5Gs3vTgwhi5IWfq0K7dg3Bww69UbQojzVdsHVWJUNInzl0FF4pwWa/rI4BnYkMPB5oSaY1uZGikkfHbFiPhex2ImBcL/j516c/Mnb5zx+S0f9/LNZ43hG9rfAzcUXIx/XyUweCBlgqmbtjf8L+2/4yjyiUV3zJP+HYbAvdP3RxRQtdcawTgQRGtBZZyP1S+QYNd6EqFPck3rs+7Ox+5hq5c/Z6nd8ylZa9uHvk9CK2z8IC3662qdHMECA7Yu3XX78cu8ssctt+I00x7ngA3gIbxw4tSTpz9E1KERRJxndavtz1GMlMJDrkOLlbG5YPrkfKC0YDwg2Mi/IXDE2rPBl4oD/3VmpMP+kjptfMUCctzIAjH57//F4BblUTviHTeVL4fgP+UzIvMXVl/fL2qwmHbtNWpmt9RBMOcitDR9ZDYKt3+fLQrdNezH/Odpp/EZtnhMTiS/bftkR3Tlhf7d2bdCBPb7gIlo9HOz5Gv7an+7reFPuCxKw9/45lGq2Zq2HegGk8nBGBPojZdaoO0mgHrw9NZETafeFauuYVqp6BcxqdT+jIY0GutvicYmnp4huxfLpFt1Gx9kduvSD8A/hVoRPhdM+z3xYaQ/B55tkmwrzfROYD+Zcv10dsCJRh2s/Ia9RAM3efr+NxuGy+IZiIXUOHO8qA380Tu2yMHDNbb7RsUO72CW/DaWRvVr2c1waZYxPmg1J9/nDSbwVFlKz20mVf3N3Mz2ZhPbrT45vzDCe+CSg91EAzOtXq1OIXqNNqIRNw/v/wNwypikkp8WlynzeXa0yWXdcJqdtyxeftxgmwgFDiBh3wvP75LexyHVHJUXbqoQMJkUs8Xv3JjoV99ku62gNxrPh0c2xZLwLlgps42UonhdLRT43DSZyz2O2+h9Mbeux28y3cj5jNVbP61F3vNXzo25/xzBaJE/6rTiyagvzTW/ni8j/NMqRGE6vsjKcR26XLb0zOTBzs+IJI8hwxsuh+5OwO2v+z9pW+qBZxfZKrhN2T0siW6MfVreWJ5yT39zMDI/AYnHosbL1+3NlMVjUYVHFAhYHngFXr7fKlhixRgqGiw/QQapO/j2qCXYl/ENhzaRCQEwBA9X8SbEXvNabn0lsvZY6xHjmEJD7F3OaWR9VsMH79uDqW50oEUh/d/qFpGac2+anqSo4riJ3HHVD8ouoefuRjTpvSTlAClasxZi60Bn8VZXT3H7S4fxU45v+GdFxJd6oLTtk206iG18omN7O9HJ864Y8LdjGMJTX0B3w94QouixpplfsPHxKMXrv0niXUXt4Oatib6V9fF7QjrRD9Xs0ysFhSX8ZvQlrLiP7vrGwwNpNwEXIXsjYr721zhA7ZIa5eaT/mzevxDMYT2ucq7yvNYROWV7+p+o/zehpb2fBw38wzV9dahjZ4Tg6Shbepo5XGhTEgh1VJdMVrLBxIFOtDRSdhkhSgOmuV6IPq3LIFdX4MbVp2AZQcp7loYhiTxW5EyPQq/r2RndUS4k6X6MGi75x3rQNCBKrZYSycNJWeYF9YfEURnJjSMXnuVf5f8R9LSUrCCkRtfgA0CNqutKkGZGWOXzlP3pIyQTBpqT/gS5xuCObF4vrmcobPxdQhsdL0Z1QV2oAyMgE3qn74ZwHEcA+PRsRBDZfC7MA7IkIb5WsFU0i5JGdVRi+ZWsaysy/CIiSsFYHEzscfxte16jABYuBIiBNBDYXm7qDDnr6XGV62JGPGPyfQL6JmquyYVKdPlEp/jQdsYIYpRLNbQ8cdCZY7xRSHTp8E1ayfH7oCKa2a8cjcBbFIb8UQIuDgF5V0nk4gjntLHlvQuqWY0EYeXTDJ1VNtxkImtz1REJKxGWAsVbtBZMx0dko1frPAtuthB6q9ZFEF/dVkLjkf8Y9ravQdLB5QoxIb2QA9UXwTTvCK7OchSniwPqtrB1ktpunfRuRRn5Q2shWw7TXmR13X8+8T37AH1Fm3+z6lgyDpGjXvtVXFRHtbN4gJentKTQFXNJ59NQB2GSdmIIstGpLMCPHMhMStxnhBlC8IEqUBscH+GFYiLZzVc/i18N/8Zgzm17Dq794uAc/+KmiRhxNsx43VBIEgmq17Fr4+LMlNLmzp01gU0qLEU6EChh8ybnJGI9MmLcUrNUUwn8L7qQ93PsJfIxD0TCwwufYlv40kz8HAITkvrSwDOP/wpem7/TmfQ2wO8KbWaL1qbaXDNwIEBw41RDfCWTKZ5yyoZa+g0sU7Tov8az91OeSTnsUjrS9PgGodz9jNS7ZGIyRDtBTXKXCMjjoz4oSkAGVfTflwRskuK01TmHKNbqdURHFO90ZLX1ueibyS06McpkrzIWlCSQc1l5Dc/IfVsdbsL7ejlNKLz0dKDvWRAtub1W0dTWVbwYQAjGlh2XVWuHt4Gycp4XXdIq6WaiI+RP7Ms1Wx2Nvxdb6iYucKhD21rx6tSRHHDCT9TfVU83gRFkXVsMBLzg4MxeweeaBLLf+gey5/YofVYtZGOFwWt7FAe3DApnYy4xtHl68xv9zxSahJRDYks2cegTRZ8bPhgfcys4zjiaoMS3G0krDIA6pxccZZ8P061J8vfUSXgvfmW013mrKEIMKagLyxddHb/o902Birs4NvIqfJo59P1L3IGhqHQktG7pLtYsebvjg2jLySYPMZjokMyKGkCxN/0dD0dE6mZPjmdZ66B+e7LqV5q7keRFso58vmmqlnTH7Jol09Bk1eIJNmQPigVQSOSatdNprB880fW5rAundtYc4QdhZD1ZK6C8uOKls0ERz3gP7qvtTjz0HYMd+GJItZ53I0t2mgI1PJeGF/+6v10/1NW/0Ltk9qI9m+ViQjaUGzxwHB8x6/gEj5w2k7uwL55Ca1UtxsWZO5rNlyQIogyaRuRdFNG28FgwHtZU5lrAgr+NGQcGjFmp8kAEb6VRP6eNvBBIwE9PY/6am/+0JYysOJplEKEnSsPbPP32tBOGS/ITzj4rV9m8G7r+i4yRG2+YvvRy6kg+siZUzffnclvshAkCcx2CxhphoX/BW7vR6QgXZLcwp7CBpEabkvuox3bD5dy0EB+byGNhv9EaS1U76J/6fNM6LKw0aehKk5h8pseRiPhJHAFkZb6WBO0VBK9V46pIW7oZGMAV0n8KqbhFGGbFVy1WzXofpEPgpHam/AQBcAWG0y8oRhfCz2z6uELW4wAROf7R8eeH544iTddLun5LcecmVqBgCoVXT4ceh2ZWvIWNkCAZk217Py5v8cGC5GkvrfIV5dcvzd6u8mF6uSf5HbAaeMTsgiEqdMICPNdlps6FUrkz6+kXcgQakQsVO17YYxG0MGdBISM/epWbqklWALvArcmOybWRTtmx5MNyM4lH+OS430zhDBMyWjbFGxLG9UfQR3nSqjZpRtqNZUDmuaU/gHs52/BO1ayH5Rn4wzLk784LO46R7gCuhcR3bwWnpRaTNJ1s9vqnDxXUflVb/Sy3+ibwuIg/SbmWY8K1umwY7Ly7ONmi8b3CifAbVuUNJxLPIqO+osjeUjqsd36LghucoUBAlN1Rm9/QReK2Mj9uk8da2Mwj8arBVt+EVKf0gizXG8X7/epuU9cq7t80zXC4PgvVWramXYegPiWQY1+VZIUyeKlBxZktJstEkoS4ZGgZf8PUQxH/sZAYv+LLJ9QqSowIFss+bJdPf5Jxd9s1CNlpu00RvT+2FNn/aqHVQ3k7KtlvNVIRzX28zueuxpl/3/afEorPmI9Keg3C+MtaftUoJLWCE7IYkFJ8V8MPP+nXrzrvsjIhfq3uKlKm7hGaxpOSuwf+S/QWBOXp1hKmEYdb+5j+2g9pd7AEJ9o5Q/fiHnofU3NI1PFx8ElcdtoWtQfuM4IHicLBwSFZNgCUKWGjm8wWelx40LeFmRZx9DBO75Nl4n4dZda/tBaRsFfDinIM03SjSXq4yMWVcYBvT53E07c2QoxZKTWWAXYrlv7sO+cQJbvFZjh9Y0f9B9kkBeuHzsOferRSmOsA47gYEy9H+JqbZjq2zSxRqF2Rs8+HTdQc2baUBB4WFTw+lai1t6kUdWUUVgjploGzDe4HcuL2EU0qLWzsEN8c0g0zXnGy3p9PuNhliIyt+8h8Ut9746XzgpJwk9FdDyhpA6TKjgNbgWdgM/717oo73GFpA3DV/bx5IhHtRGYNtCwmfWsRyR9UTIZNav5YN0rwN1SBhZJWAdk0zayHoD0Ekbr8xwWQUR/TVW0F8ZUE78HMV7Mk0rfw5Gu1wYSpYbqEb1M+qKu7j3Nh1drrkD8fYwziqx24Fc2loNoeIYXTXEHw/NDapvAiGvU+dGSV6rVJpVRjillKADsO/wWAAvjdAc/kyypKuZYa4bT/2/2e8c/K53VqLDIsvRYxwIs2kjTVgKEPX475LPv091tww9vSubdk//CnxcbpjboHyOvguR8n1b3k4maWS2Z7OD6+GY4ET/edA3ztzsQDR67vdZ43pPBOGveM/FDh/f899OMGJZIfMr+GsZP7U5LPaVrw4E5ZmkaZcueTKdtud4n3WygjccBqsJrBjLIL1dGn6YlvWyusSonqj5AKIJc54n2MPcIawMmw8LV9JEV0LXmF4592XGBNO8QbS/zJ/vTe38PG75ymUBw3qipvJxCJva4Zf5NXPaUt8Dm1MiLujelyn2t7mrhgbENtG4EXSY1LDNhcGkkQqsf6agL7WtN5ZlmGepDAjFnwcibNXPpUXeb9G3eoQvg142R0fbdgOnm2v7iP8zoyyWR7vb3r8WRlK5oSqAOW93EWVlLwSfclK3OJmXR4GVe1TpnvZDIPEHaRg0cNascWOz/AXDmHo66T2+/EXYn8U+rVYpLrXqpQs5UP+g+I9XKNFMXIqWssTsLhU5iTNZYxb3LcUB0QeDoeupIpZm6cSrudU8+Nugy8BtY5aqmaVZVpxuLFIRlem3bkkBJtsYjOOkTvqVptlSPiIkYNEojrE1KlcZWmHzYk/WiaBuh1SNyxeUlPf9VL5zwWlpyQlHtD/pap+r/eB8W9NBNtsZ1PJjh+rG4ENGBn5+qD6kO7mXA6h+9XQyOAu3MGDr2Us3Tbrm/Yltl6ejDXAarv083OIS7L0OcPrkJxjC8PE4BgFxNVZkp8bQmyjbrZM29tK5atbfrQH9dQUwv6IM5J4ehxikYhjowlZxLe1OrK3masJXX5RcMDzlKCgnSU6Y+N6w/2khaj04+pgLDlF5zp9yPCknhNB4mTyGgK69swyvPmwmApcAQ1oGJrOcNwUVK/eGNbF+jL093rcjZQU3ERWKtljVV7ZUH5cBkHsCFnKn6En+Fg8NrLwWYFKXO5w6DFAUz90FqRy4CIDDfbHonJ1xg43H3A3uf8qxinHq9a4c3MGwzUzt0fNRmtlzrYKWsNiVL9Lr6j+n6jzWAko6Cv2He0OnubM4dfasNWWx3SCBq5R3F5ydk0krMVCVXe+iYck34XFvnF2LF1utXK9TLoWo6zQbMY+zhJ95C6zBlBHv+7ljHcloGqpf03iuuK2XnQBQz6dvE/U5ICfXGdEMUPjdLI8n3WlyT0s38M34nqy/eyUb3scUCRFJBCL39vmGxobmnYs9eckFTusBsjnj5phl0Rkz1pvwXWB5npALzU6X9HwIvR67njN2nwodtPA+72rRES+eK6H3O45c5VGsvk+l/hO/JJ56BACufVq2X3dUUd7yEblDrTxzo2W1gy1DHPHUp/MPV5gQsKhQEnbp5jGhNy+d9CvbWINPKsLxoVGV59zuPZvrGO0yMKaG9Z++M+31wu+7I/tMNuop1WA+ESXZmlySc7Lj2uGfDVn9vrjiH1EvSPdiym2QxmtzwT3mbsvPbc/7K/nXGhsjfSgf35Du7MQb8U1HLQW/vXNWPd4Wj0brPdzHI8zOZYEGICjaaUFIRumlbrH6K2CQ0fWI2VxLCpy/3eS4r2rL/juPgv8zVzMb73rtex0+FtsbVNlY5N4nCMR+Pn3KJf/dY4G23FGYXN9b7AKGBzQpdD3t6PrOdNP+6gb6nUrvMdDUP1xFJgWQS0S4J/zysfqYJ74di2Xr9kWQF00l1dyJY4GLWcvWal0ER/0HonXYrEsmg7ubtiZsS66AMQmvaGeZtm0hvWl9rXOj7EzocTKZTlp+pVZZ3X114lqDW1ka8eXN5f86qba1SM0aQ2hjt+bwfhOaraJjca7cqK8ZSsAXfgr3s/UVhZRfvtW4da4kVluc3HOgldxFm7iZ3w00hNdHjBse0PIbam1SdAsMWkx1nEmDnRZkqpIWykrfG/iD9TxzWxGR6p0/UlVJs1kDlu7Dk4T8bX740/0jDf0cstGTv2jya3OwYavjs458ewj7asRddn2OdcjwoM/dfcPAIqM6QVX9I/CgZOkv+xQEuMquz+bp1425PmSfa+p8e9tXqcjiE+zGHcJy8GhFj+jMBpokO2cS1+viGY1YbvV53YEB031mNQ9DNhm36IaYYEHcYfVJrAIfJHgCPO5TTd4qZXrSBhglDtpa/J8w/1aQApJU1+5kb3YH/9LLCCegP5Kx6uGX4hxt6s7NK2PIwTRU4ibhZOVOafBTY7PNMuY8SeSwMwj7ER3yLjvV8xp3GH5nmTK8FPcjfFVDQG1+9obvqDsFbrTtuVFvt+M0oIlJ19KpafPbP2vzigx3Oi79AGhm+Vylmc4We8lMZeiPhyqWLYgwo8OrFDsIUZyvssTU+6b350rdAkRColrpvkSwI336xAuFcTI8bKhBvZxdrlvy724d9whovWNrC62pLm7lkm7wgvF65QiQOui8MVF6RuAcOz23TkdTDG8rkzcDRCsEb+nDcJVcqQNLVUVT3NYAmyv9OwWOOXoccH1ObN6BXbBHaqiRMWBcefCEfvZCuXQVGDZujy0ee3GigDTXTDRLOX7D0sbcOywBiFh2OKj9SYIJi9HNRa0MREOUVV0pkdJbkUfWQFZ3AlaS5UplpLhbOT4Ss10VdKj8LeulzDd3ZKuatD8j9+viMmZZ5XrNMZ0ylX0Yc0KnRxDejHSKlGK0RtpB4O7XXrNxC2IUsVPMASx0wnyEQcJ/nmdXqdgKqft9LYWmm4m6kuvp0vO7mlvq3thQHSW5sJIAHDyGGLCIz4Zt1X9q6NA1Z3OyOihZCBgAgAJ1vR7Sy+J3VECrMOX2Szl/3jsPz+l/yvZkJcVFIWv25dy7muq4haslrYVpYd3D72n4oRCaP5vLjlagw7HY3/2Ig5qPFnjddgnWGh04jXAsJt/TBT95P/YpMV61SRaPUFIaTlblaSe4XYmidsnndsDnKpY4BXYv2Syye3s21YvzX93GaSIbPybfBK6WwLV8PB71xXRFaQ/8T9ueNQoBoYEOVmWHN8POYqeNj2wSYGMTVugMareQRQmuAHOFzqBDwMFwcZkm84mqzfaGfqyMvRmUy6F+W/Le+FL5SBjzsM6igrtpyIUAooSusuv8NJNcPw9HAZqm68dBtzd3WXQ5OxJABAqr8WxAZMmlR4239u7nVVlwxWSFgrfnc9SVH991l30JZykAFkoQXgFoGx8n3VYHrAJZ8Fqg1+cNa/vVm2uNds3INT2NeJmpdw5NjckmXmjTkbn8tL2hlYmzIqCvIeTJqDjLbjUxHxLXjfdSOLARiJFVLvu93b9khz/N2tdpa/8i94c6g7GoFCvgvAKstIN+y+tp/ePjsu84NEHK6JeEtlTLi0vleQYBEzhss9cB5tTyA9LVaqzeJX/j8sMU1P2RgZCx/wjNj3pzqE+37YqDIQrQWfKeLZGDamj0xiC3FBl3ziHWtB7A3ugOR1UgMRpAQglHZwm9Z3RXGSBEVcGligGkdv9LtQexa86XKRK4TlFO7qSGG7r4YTVYmqWHXwfcUIiSl1tBPjQL57Kp3ZHogeQTtYJ9705Y2AObmvNSyQsCN6xVN8+Lx4/uHmKeRCUNlb5NEBfuLAKYL2w/0Eote7lGVpc7rQqvGRGUxbBYVuqMDXF3eb6kk1LhVwdq+7zCznNWbQAA40kyzHxTljC6dMRBaNnI8wLu7vTLqvWNSslVdvlvIDgN4MIa7cmjnpwKRZDLjP5X9I/ccBjYauclbn8q7D6/VUhM8/ai05YO/XXiw8+ycGbg8Y2dGV/TzpZBY7yLcrBw8e+APecNZ+6u41sJCnijTx9/bK0FxD4NQT+TXnlQJm36RkWhnzKe7eDHH9z4bfCergZbe8qPPd5yn8VSb+huj/xgrJse6kw6lGhwrib/LOr4z8cDgMBmjJiGXFsYYJs0G8nkUYi/JcHIrAmGxK90mvjTkzAsDJ1UYfrEBTOzSSXppz/V8RwYd3z516YFcK/8tFUGBEsZ4gjR7hOybKtA3JQDYJRF82/TxJhgBt6dQCTXtYrcpZdq85tP7lC5DP0r1AJjirNk0JNZ5IhaLOS3FgJ6bZKgy6JBT1R81qnXNMz2OL2Ry1BZKtNEtSBVvZZwJSM0btOLp7Zi85oVzFn/2sglVtxAjaQYZlV56jtcHraGYyH+Tzbqc150CPIshyF9yfhXJjXtyzTt7OFBcIFoKvauX3t1zeXWzv/HCSRzuv8AtWj8KIHet8Fvrjw6bFxoP718dgESriPkUOWgt7G5JqtGMNW3VJvTILgxGkdJQKPKAvBnc3Pky4oG/kj42pfEGbeogzLYDu/Gl0UUfmsVP+OeOpm05QPoZV5jIW012bJTeeSin4JP4kxms02a8ve1gIW25JHqQPtsntE6wdfto1xdWpMO9bxzSdXZofKrzmHzh0pfr1PD1G/eDHgl/d1zvH91nLP3dRq7B/h4tu7efvS27NAh12jdkXkgbOmbQGO13p+y6TI54EFUKqCHja/ffTl7bZ3Hcn0mq/mznHryjPHrN73FhbORZ74QjvY+Sgl78mWwE5mjoWpazvnRcDpAEo8AcynLYs8Yv4IaYpWqlO0o0fIFofKatIVDUbljYelvfUq6mpBx4+KGrT6L5xAOjqLRaP+0FIR37ecihDuyK+tqrA9iS6gq6q5VuAcwkPzL0spDk4NTBRU4PbNS25iV+yHzvH2L6/egNmOp5oW2aSe0jPQ9LKsXFfF/ert+gkGdt0la0veyhXY9WD4fWNRTke2h/gYQ9+eBNqnN0A+DGnJYHhXDSSHPFB6z6CKU1DeNbxOACWsVNk2+Bp+SISc+0Lf20Jb75xLAWwlEy6QG6glCMKR1LxiPTJ3mFkA373Awy+EYA3emEr1OJpXKwiIX0jj9MXhFoGCzxygt6bRM2bFb8SujK3diMkgqznSY+2FN1Y82BvUQH908Ssw+wkAk7UAG3RQXQeZLa/mo5wEYV3ucJut3QLVWvavAfpg/UEJgffMAu5iDhY95nvpn61jdkEI63OeS8QSqnZINRlYNdvoIkcrLZLPIDFQbmBSUHW6nYTQeJV6M0jBtevMzTJy6Nzp3PmE5uaNNJyvr5/rv0EqvXJ6wIF/J8J9/8wXrigL+NpMj7Ffy9Q+6rguH4ISzfhndUqt6UmNiZHdDejhEvTlXcFrYffK1ZRdwzmefc66EujhxvjLX1pJINaoo/XsU7Y8B/dXoNbc2+SNsnWC1nB5eYgh0w9Nakb34WHyJiYsbbr6GdTqJGdCMUmFhjsff8c+4p2sGmxxz22OzeqU/Abi0JseZypQ0ZxD5V6WUa8tHuxlu3LQXe34j+xNq/1aheRsNUb3hNZO6AEApugFk929lipCInOcQIQIS79hP6KqC5svYr5XsB0uZNeZAkaiRr1L8PlboOI7iY39eczRIFW85FbmFlDW1VmjX1Syl4ad+AvUR3Zgfc1gjIWg4iXE6PbvonDkL+EPI2d8gSdogipGE2KguEwGbdaGM3oOVzWKgGQP/YP5l+1bESpGvJ16L/nu13FNGdtVlzfG86PBKEHlk6MOd6MQc1dKCNlxnC+x5UydgmMW3vrzqbxb/yixSHfUhVQzi0BskgGx8XepsKLLn3FlhqFaE3V/xe0d5ZV6GX/Z8Qis+LRg4HbnlQvkoa2se+pL4X2QGtWQt4gs1VDhAibKj+sA6csdQZ+YG0p8WF6tw0E5rvUvPl07Y9Z+rWNe5psPxeuj43Ko/Onfgsmmq4fzU0VbXWGvj3aMYuD7O0GKtFXFMfZYkGQKIr6DK50COhgWXV1YqgD5+tbi+wmK2PTtjEQSbt8XuosFVla2Q360YDHWV86ADwdbMy447nYDBSTRFzrqi6jFF//5TTZG6vhm49Ry2dN87Ou329p/3ATomGw1bGPPhT3enoU5G8j2k9fv0Q9VmuiiTnfPmWc9fdj/ZZ7QA2TVp2kFqgUGJ9k61MQlrILoNccsB/9h32bLLIpNn/HaID7qT1N8IOTzDihcEID5e+sA5tFV8qi5+Q8S2Eo9FRt4tHN/cxiKMdLz61ww3UX/sY+LwctveINTRMKq8TkCF64dZhEmuaucd+fuGo7QM1vSRsSi8VVP4qq2//AYf8qv3aYJLC0IZq98HRF/7BkUVj0gbkQcaH5q9g1DRhlScg8+DX4iQJZWg3h2bYshMy2UtH3l4BYjt6ol+FO/tv3a/kuN1zhiASUpRulvzuQJMNYIJ6vewkDTvwiam/dT/lhB406Ntu9iubHux8BA3IKnS59zzPUxg6fLvGqOx4psbSoatvtmuZ1CUaFXlceWDt4nV8cvKZIjArq8MtZExC0KZqFNtaW2h+l7yqe7bWUFhHpWHzB9sb9nkfo1rCttzwnhzZERt9f0vuvTt2gVn9KCiX6pdpV7Dig1WGYERLXv4wIs64KJ/uVMr51OdHRaRWHblNR5Wje5OmLvK8iV3ojUp+VeXZ+NniAdQvr0oGY3hcSydOF46ooz1SXfG7BcKRv8GjAv3bPcnTYgFZpfBU/3snVfi7bb+H6cQUSDxKK7MPg2ZhhJONpkYUwGZg1cyTAwdDxsm9DLt/TF3jADDA12hQo86qYU6Vg83ddnmz/W8iNbbfqLDnzQpRFBcVL4dCkOTfIgaZpjasydaaurD1k6mJe6SHPztgXwD6OS/4rfV5gZLQhxJwkaqq5+rL7w4KdUiV4/cy/+l/97vecPukVSOqiemk/d4iCI5h9VjldN9NCf5oe3v1KASZrvfWyrOlvNHay8dkkcSkORzMgUNJK2G9u0hH/Abeu2fC6oIVJ9b6HJRqhlMdTCGAR9ifxnrbLYQM6J7KKwZd36jnCj0VfJVjHvtagvWnMdolxWNkUWL/xMdzF00q5sIdCnV5TaS+0qGzu7jIV0Z+HCnC5Vj/Q/SLByWiYW0bj/Us/vmvt6L29j1NH5XkJOtezyQ+MvFQKb0CNaIvT5Wf/tbGN7e1MyJIpU+Pc4yzDczPy7akweWAd8LjJw9dO+Sna0/HVJS3d+EjYx8mhLeP2Z7qMdlNQll6u5Aa7icrWUo2L1Qh4SgZoeIkVsk5tsRNNHHk6TXy/6tISRHd87jXZR0nhlqYZ5XjX4Sdz00EnH61fPNeXucWTSneUMYq4c6RQ6qdDZW9nGA42ft01VuJlcFWZNxUdcHgwzDFL5ek6/nmbr9P4qOGV0R3Ix+TGuM7TfZ3jxjTNLOH7SRmd5Hf3FAjY/UK85ikntinodNCWyf/deX2yT8cbncmfIiO7Iu0CVq56dzmU2n+5G7xBb6XOvjIvqrZv/vAnTsehEb13fAErGZZB6IjsED01PnMuWi0g3fK69RF3YSjgO5m7Xkkw3Qd1TbYc1um9S7hb5IB1JOLh0lPl1//QmUwfDxRd7ES15DPsrk6UEfz2hBp9pT9377Ws7SRBPfjeUVfTFHvzPUvcnTmyrFAksTCduXFDYAD9VumZ59PgUSWCF+gHs6LU2oHywtetiZQ0O6A2jiISpGfSw6eZ8Ugsqrr/n6k+I951iBEcbrUyORADpIGQfpUnOhS7dIcBvVQTsJ4KidlAVYmUalEcOuux8y0G0LK3J0X63S0fMI2gnRC+g/Lr+WC1LmkeJB2ZhyZ5ny658jBCAulWqYHGlqxz/mHbZUwtVaNtx6TVFK8+sTzsb+dBfALdY/CXKlQA5KDejlIZ+v23QkPrOvEaqqoa6huY9FMzVYrJiOtTlvzH0d2EMOGQyJVJEUwrUKs/l81lsJRSR83Il8U7jk+UYXP+jZO3tT8yQ3ZULqzcHYROzH+RFztHLs9rN5OoL5Hug9m5dok/7pRt6zXC2z/914mrEkqQZif7Y4mlmY/osI0wAWhtzvi4cc12aolC/6LwC9o46gQUWs0Za7mGieJT9OV3g8EyjCBSSZdPET8hxSzKPa5FpBu9008AUfglj4QesevP42Jbo9+OVZScBWjljQ7eqHZpf64nIRhBz2NFvU4HEjIxoC8rn+pBvhnTY+7h1d9a1doDNaVxhaCZAQTyfzO/LBmiLKmJonAtfQzHVQDaIZFYasBLRyGh9+y/4AZRZj2tX4JHouX0BcEeEdcJ1fI4k32mAMQHl+yqWOqyyQvlBX7qkxivn/3j5490mXVZ3DP3xjiPzSgkydOZIn97ZD7rGUr9E6AJ2CuwgwuNOxSPnZnYb3ptwieXsiz1aOmKppqv9QnOOWjZpLeBrjTaJa1ZxOut8I7ZfC7XkRkjFZfQhDAUKbYS422dBHQlUYm7YBuwAi7EuHtTbOvp5NwpCp3fafo7abLZEQm8gMD8ez1rQHMsSa5WkpFNgwAccxDH6Wl4SCn5upKf/Oj+IKgeyZTzE5bjbGDQ/AIa/Me0eG/SKTSkGCrQTpvfux278p8RmaaQ91dnETZLwZuBMTEksqqx3/T/UdmQMFMBXLdMAio5/NhowimTejnmtmQjxoJqNHifA5os67f1m45tN9TwI5qWRl+JxvR2SG9wax/Jvj3VQIxtJhBnnf+PNNipVm4JDDPg5LAOqOJ8XwPA1jtc1OwCqEqrBiqssfHWChPzJ2vLu8urrqg1Qv/3dPd1QendKNdq2CCS4YtQmcP7KkaV4H1u/wYh1qCFAHTCsA6nmc3zo+XzqbNIOCKcdVFDptFky1KCVPlfhyXuHQlVNqwx1gOKBcCAAsSHbgtu8ANoMIWJ/ySdo9WnE68ZTgK2qivC10cu3X+4y/C5HHYvI2GdWmmxpuSkQctyEjpQmuVU9yw40Zg0dRiVdy25uV7bM/bNUmP1RRZa9SyKnjQTYbdqsXTFoOog2C/11typznLEo1O9kZAZXOMFXZmFvx8o7bwt5oFe/mG8/r6+AfmtxhtIePVw6KDkZZwv9VjtyYtt6bO6oJkctBYR6jOY5wZJDqf3VOZH6ARfjV0lZxS8zimgMZIPWQbP0y1ZfOLUP0k7A1PUbNTViTCY5HSa2vHRYSkVMiAyE1peQ6zWy0aMyafF581hQKZjqfsY0mL0iFwk42s19rjPwlkACqBzeVgOe4mcLCLOuSiMBW35HblGZM+sOwdoZbpfdYLX2B0KYfpsz9gv38n97/Aybv+HgCfNXWNVY8reGsUzafNO1w8rZWXB8glDwtfhlcL3nYNoIZOUeF1Ege2yD9utP2hJJpX5GutHGS6kvnU21GJxQ29deJzIcE5uXaE7Rajea7o5iEPu6KvO5J97/MB6A12Xrkv4lkfuwr/IUTYrdhY2Yd8UAWuTHNIWaXH0TAxho5nzdFwvGjI80CkTIGYK8MLqUAPXrb3EEtgTilYNQP6AYQy8aONTKr5aAtNqvZ59IBHNHwfQ2MQ3nt2WaUXt/OZcxG44dQoTqAZici8c22qd6Ns4suNHDbTrfQqZeAoCR/t/J/N5ZYSr1z3I38nzDhtVw/rlsZIo1z60XVHLvbDoSUPiz12eqTtsrU9mOeydBeZOxct6Xw/3o3jtZH2FBXUbF1v0jiURH/He3botfxJUouSinn4ulcZWMDq0vV8zBALSX1vgzfB16J+ee6XroN6cVhxxnN0w03gkB23ZxywpLKGEgFvnViJsn0L9HBxW9eqcy8G1NfREOMLOtoP7nRXoyg1kvpMilcGPZrpP82Lxoy7bbemMayDy+dM14k9bomIpwKW170ropYASOPgHSfaIq7mZ+2E5ge/AjG/NQxi1S3qOZgGOZbR1adyMVT9C/Z6oXr794l4GHPX/GyA+MKiS0JIGczWLHHnhV97hWETlKgp4vEQk1FpSjxEq1+EE0u8IBh776gD5OCWgncr+9N7rLU4jkHHrjJ2LXL1t0Tw49EDuJKzTVEvRzyr2leXS+5r6/rC+jqNNnaeBDCTWy4cYIKW/L3/jlhsjd3mlF+VoA/J+95kwAp21fHL4FYlov8i4MEHbvdlxocc59JTSvHBSRQLG0hN3ecTSS2Z1ml7WmHnG2lACXCiRX0hFsgYa8VdCon8aFY8qskRg/lX6g678qJNqos3LQbbQb68iQIyWR3bpbPJM7PsI9Z+vZzwAHwjzJCTuTAPjSMq3TG5kYQ1TCA1MmkjYY3lxYSp0jt7876B8bySzNAUM0IjseI0DL6TA3VwFw9O4+UTd5lCo6MpWJHo9a3QR3A12Y+z8UZtCJnEPR4fqQaomH0weQyIv1ZXCjJaMEfLBYVuPO3AfUgm3R52cFqOmZj6tNUpF2zYiklCvkDhGiL8OMCSK5nI/8fc7O20NXykacnfLspOxJdNolFreNEIalPqpqrYJDmPy3OFdAN1WPZ0pDzW5JY5QMSoak5fwCIm1W4LYP0DNdczzaJUXJZJ0/e34mPGjyM1VfxJBOfPwYe9pqNsnQIZlxahBSX3AD+ODQ2VjEEU+c+daZvEZQ2bp1VoGS2KQv/GC22GAPSAc8xkvyiBp6YdtDLndNsDXXcVOF16KfcDgG8j1vp70jG/lsHOCY5YCdYT4NfR/Nyl5pC84LDKOmxRpQG+y5QgXfLtLQWAqJuSI6R8lzsl+np7D2h/q/e24R439UbL+ircUYgfTCapbv9eukhmWNiGEnn623ESbuakzLK4x5yeWFHw2mP1xkjXqCJZPGm+SdrXjlxFOmtL/gtkb0OWq5K7BCnvoFN11HwWNpYQqZB/jC9Xbr+OTto269KvGF/XUOJwa115Sb5e1u7yzy9VRKOuI0Se5oPvk1RLBUbM9lcZwIsVEx+7IzLtsp7PZFd/hzDgLyhRAFYRtHnJ9yMI1UPSdc3gWFvDylNgDyTKTtyvBu3Gb/kq5i3Cy0SInG9utuOzigdWDzfrbSOI83wTNWFzMkLUS6orfhNN2qz9lFmTyTD70Y9R40bZ5/b/j4Lz8Et6//74h6HgwoUFhoZK7rzuwBVqIphb3NZ15SAzR1lS3YszMyKGmhGSlRPF1DK18l4tB5orRTOzrilpao5KW3d8f/3+gfN+nPfjnPN8vR6P9/ugtkWhwB2uZ0S7wj4QTmjqmB/akwI4+G/LVX4bjcFswcDlMW/g+B1kszBvogkKgNPHqnd12Mejtnzfdjfs+qS8PgZp2z989jcYlGoFxsHwPUsFp3bb+mFzxqfQBqAOO7qLJy1XpizfvSi27/VQ0kqln5vc2PdyD0AiL4hsb+1Jn1es+dzVJ0HpeewfIn9qJUiggZgNgDcGfnDin4P1UdGuybiLt6JrgX99jlzrcfhGlBf8fWmU3N04RQj7Mm14MyQThVVz/Vo5r5xxYS31JGJ1erh/aYjKRDRWxf9IrE6w3QcogwnOKka72veH5L0sZXTLNHnfg7qhua4oDLVm/0WdMa/UORMnDYfFtsMJxZQrimQo8++JRBzzJ4wFYo50fpI8CGXRA3WZccwcllTL/w7287SwF5QLHJxgs382t3Myd2r4+N+xTeEkG4ndn/P/AzTGqqMGlIe10fAgXq7zalWLeafy2X5C4+XLJ01aCT2SvhMKR8IF+OLdU7pT56ChcIvYGMmozXTnSJBnZNFwMfjhZ0Y6/9b8pvq8uHTtYlQMxan4wy/qcfrBTw/R6YoZV0bhQ1RZ9o1DQ4od33NWfHQLHx5J9A73nP15CWWQW03RaqHGr5rJi9MtJRGJd91a+ZhQLBfeZ5szabtAASzxzslVyurCi3n+rPs9Hd0Ql/9KjKE8Kd8llmTFcAwoc+0n7NSAo6Nln1e8iN2Yn4VtmEGEGP3/XiWhB2DLIo4Y+uJh+gIy2kgwGSUHxOf62OqLtw+bn1WEnV+0G4lyGyenuQS8ebg06ztOGYOGHNsp5/jCDGq7TviGZOHTbf9fpTipYoQ+DnbKZMJitQYpYEhoRUZY5fFXInW9eb7D2hrWh5Wz+vxOaJKsM/PGbL9RydnoAZx28+qbcLNujP9Mo5tsY54ZmAKVPRemEQerY4Hq6A4gIw2vs2pkHmYMlS0W60jcc0l+tLbaWdvWDSPUUuGHpgHkq1Y727+PFVuGp/m1pcwcuvs7eL7FwvJOx0gwM4YKEr42O/fkwf+A5I/7WtlpqHiWpUL/caV2g/ZrZUadM/0eBa0cJkkB0q6VHeNv7Wn7bV7t0GVWsZw1hfg223ntzK13D17pVfTIua6EvRi5qOgZENGjkIBb7opbRZ1j/EQqsX1PvICLl1RJi3b1ke2cO2aJKFmWaPYZR6MODbkpPuxx2ixpNcI+ukp5p6lsVLmOzfDFj8S+F+Hao5QTeUf0t7SoaoBYX1yvmmbwTK5IZL6UnDmjLfyUyWB8umBq7L+Ii55sezKrmqHhtFydYPWLEYxgl7DyqY90tk48vkvZQ682djhaX7XWLiL5AC9vss0v7Q01/sd0csavLjXVq4679Aajydjgu7b5TouQ4itwOAiyFhCFV2cjVFTem9Hcbd/NJFTAsZqsLtOHVyZAwrazhs9zJlh52iMtFOfOxsFj+/UIWM2J+xaqg3nS6fNsrrXq28N12ILwv7Dx9Kn/iIMyaRa7hEge9aQ3DzIoKN37KXJmNTJQMMlmUuxneq/FyNYdlOwJzRlRUEnySblBHDi6k5LDFOKrWVh5ctWNnPsZPvb6iFpoPPXLl6ERbhrMiF9AsuKExKUwlf/mk5V+Ne4GADxyYsZZZN3jGVGfnqUfSIF+WbqRpRG6N/tsC4ka59J20W4wNpvgXH/tgDBO978dMHidq6C1f+65Bw4vz37XAZmoGZ0arAaAdE4AuZcJ4QRkFE9IjhRhQL45Sq1sBSPmRNElwsa5kHy1lIBJXFaN4WAskaGsLL3CUDC8zrURmprEv37y+S+khrt59WhG+kpAAW7+tK1aJsOBf++kGmC1tkK0dzH+p9lxWUw+qytdHDAUjRlEi1iOSxU96j4mWVhdWPUhazIaJ2RMgF0Jsh/F7SdQ/WTojwmdRgd4sUX2YAMayEgnHv23IFR4DJI0P6mu1ftoENhSBTc0E2Yd+Nl6Vz/VzxNJS5gfE6aLC0Xm0emCzOJ0PWSZE6jPC4BM1EcNK8yoIu31TXBvenM4r2ZvoBJ4ANjUhp12h2BHfw1NzyUp7FSmnIUCVqOme66fb5tn8q+Xy+GYIeeZhzUoPeuUXGw4YoFsZEdDSc/PPNXdlsy/yYD3+aZdHoMitlOK9zjd3jeIX7jXfjLNatAptrrjd9vFulpXEOQMBiGHg5fZUv3J6D53cxZFYawpOZ7NIhgW8dBGXYZgTzUiBSO8fzhNP7CeMdCgfWz479DYduex6qAi21a1+Xnl5elqbNxt5mjfDQGGfW5qm3jnHUb3NteOilF9qoW5V94DzyBvN/xJpOd/1QMBsu0fwWA0QzJm+yGXMmbUREvSTw47gYfwOF4vlGbi02yaDappniiP7jWWFOdK8AcZ8LOjK3n9DpPjPnOk6MvcbJHY5Br2Zow3n8TmCZ3rW5jNkPr3xmpbzEpjtPzdyFcp6JOPPZGR3a9c00DOsOqoYEV5P6/qyiPsh7J/5xRjTOVhWoTz94x7UKI+ihPLJlDuVYihix9hJcg7v5+yPlF5H4exwmw3NLoyrwb4PkmpVirFOz+aem6cBm/sVAjBxsc2zmq4wlD96T406OSV53/ncahSRi9/PEaQi2/83j+ATUQ2Ws+d5DClZ3DlY1hFMabaL6g4N5JnW2NL0LFxl2pIrzzFO2akH4pLtbY+NyWZ17d0XOQzmvoJ65RUe7rlpdvAoSLGKUWgxvaz3nfp4lbtswx9KPugdt1ssZXpGuPsyClHlN7EKFNhttFKgg09KDqb6SrtSV6HZuxdvApcXfkR8vitVScc+5na8xlVk11X9tB68jg1Y/f/AKXH75kPfT51EvQSVg+qRyWI356I9IQeedlaOT8EMv0tX/HLWlhV0ZUq1netOs/raIq/A0cSw/5d8ejo/j1PtfDOY+VoYjQIIwjyZ6OWoZrbd8+8+E33/Y/7KVvE/am+ac+Z4AsD30JLvuU93U3H/G3k1iLUGsBO21Qtipy1UR1jnncI7T7fcHHOJmCdrnTWUnVmcylWmf61bmZXCoP4QSXhjOF1lJNWivDswm3hvlN6rtAdu5gSVofEub6qXgf+xdYoQcWwMdZ6MNmSa99z1HO66+ATFwMfT79Isyow0dL67MF/6fMWWI1cVM5NrztaU/0VlkkKgVXqVyPeM5sas8uLjUSv5e9VLKQpe5YaVWc6dPHMnznFweeiEWZ1zzeiP7qU7Mpw2vFHQcZ/TCndOHwjdjrTgmh0XDc/q14QSXhPPfUuISNslozjEpDDGA7z84T4r0ifE4TEQNDBX7SOEKFleMMW2sA9XxrFluR/axE/Rgti5ghf2mH3mhCWbQuyd+pJ9e9JAJDjhdTwpV8d5UG5NpNvrkEtfwRp0+HzagqYL/rlZJzs8yvbL9gthNU0nwRy9rE9HKfIsJEi7ucra5BcMZDDhYpW4+PycOgFkxpvbtLgn83DCR5RicW9LCPN72exX3Ch0YvDgVW6DiHxWzhvsoz3PdSDsJKQjecnO96+jb2UxT5wpkbSmwbvI89DOGNit5lBXOz9CEEKk4266eXmh35P9/dVBTDbNVYGjIxzk229DrbJ8fA7WKHPKXv7JXghEfjqfNzRJ4yaOwDdGWzKJ55vM23s3gYS7QSbrQ4m4TTJ05jWqmjdirX2b78n3V2AciTGorCr6WF8z4LTJyLi7bNGcrMtqlSb6KE13072tOvqBKVnDX2m9IOc0idKsJOPTMXBz+KzgqJg5yE9qMUuUtGoL2hAbP1GfybWiv+wgxkvlKM9HnORZRiTx2I9YrwfNSlgp7ue2t7JY04lPMCmxgxq7VdxRC48ESBU/KfDcxxbgWVI1xFTj+4ogWI8W+mRzO0AaBD1wQTneHu0AOIZzeoGP8WGPKwoohBGPNpcqa4F/gCkTdOrzp6XN3vfKCsk1vAa6/VqeDryUN6ocUFomQEveBPXA2Q4TpysRD57NDhJaKi7gUQsNRCvE5ZqSrcsfQwdt7GdJZrtzqYPPf/wS/nsJbNa5oXEMPVz6XyKyvuLoui4Oi2S7F0Ls/iRzXoUGGRH/meYsOkuJUcmzXTilLMaugECvqbqHDVu7dCwliVdWPKm6BzHp+0VeiUAfgDfszlCykC4NqjJyx5cEIVUhrsyQBBwZUVzlepySGYOL/wT9xOGPkn7oaAuWwYg/M4TaophOyMhxdafAFWvCbhBwCMGzHZfvH0vkMPF12Fy/cQOyWOxVsHe8wLIGN0n173/cBwaXP35UHSBgfMqxKIPm8mvN58HnwFUxWYzybsMH87WGn1qjGy4Z4WSAP+d1hl5RcBqEHbWgp9HkBQ7e+ofHaty0mPz8lg7WfhuILEN558/jxHumD28LRDoPinsecTx/eZ2Jy9Y2hzDmS7hLnNGDmvsSud0r/Epyi3Ksd72cOyWaTdqbZYD+NtvGXOJl8cIK769c8XJAFRZwyNo7uXgMv9UwWWeVDts8lz0Eh96Sc9nk3tW6wTJagSX3JIGQ34uCKQg4ZQoOSfm1aM7rjPNEqdE/qmJXSl/fwyoS8RCBqs7EFcUUpjzwVPexgNgLj7XOEh6Bvk5H7psMHHTlcn3L87IXg9fN/xE+Wf1+EWLV4Xpk/K3XnUw5JNVwk55HclZhIh/9QcARRYqlwToLpX+FbuMr4y85NSg/cnXz2uMLdMgfK2l6JVKXO7rX8OCutc8LjZH9g+U7fV62AsaXPhpaSBsU6Va4z9NoDcnLhfKDmg+8Mq1NJU7kwXkfEguuITH8kL0iZWa09fqJlqN/LVIb1RCOkuENv8DXtQnXBARsRr4kUA9WYqaw2dKLjzg+iAOFDS0YIe5+qRErtiS0qPbhlbSG5To1CuTczIoTtrHpA3aH0hPz2C/1PgdLKmmyhbbQq5ERNmAKYQ+o5msXXBB8xtKIMGl7TTQfxZQnciHQCDAqYUbtm+pcpvSyRlvyrGZjkBr+hQp1pUwaqJzCW+E2651V+qEtKzxd1Xi1G3HBOlrEZzb/YC/590unBW829+Bml+Adgpq+UWSyZangOtHTDILDHRWEkoI/XgDZG8UJrYcZweJw8OEcr/mzuySKzyIKCmbfvtHrKqO3FEqoCa3R67nLKrGxzh41trXMXC4RxO4MlBr562B8CM4r8hd3vXyM5vXgyfUG4JQi6g6cY81hAVaCzqamxYKuTpaaFGV7qXePZpxnKIQ8+JqRP+h7zlGKKfprj/g6AFpsF6rUjnVPi17e9OHmY9lma73yB9Mn2h9LcEtdu2BP58DRrNFZ+LVUKe/1npizXIzfi8N6WQTZjpsb2h7ECo+IdVAa8Xcl4d8UQDFaUkwromK4yarAfLZ23di/nL3UIhhWwUvEzFqlJHw/F2uo/iaOWXjAZdtPoS+FmhBkRg069fZVkuwHNZUyYt9NryOxOojDzjxQB6/6Xjr/jg3hcHvfmu+TxVc/R2k6Vc6cNS6brJqyrZdqNR7tq0cikZJ+o6EBlqrJBJzurECBE3mVZmIm27JwpYKELCIW/Ur0/w+XuSR3sZGOJTlutNw3T+Tw3eSwjaVJ+kbCvc3rsp/PFOwNG5RZLW7Pe7vdoDtfCVjNB9jNVartV3WUvPyOP98WTug9vRd6vwXwl3Fj/J59gW/ffkMXhP0z5/WbXsWuOuM59383r9e8whbTJATRppKjOn3JTRY4KGQvBV/VP9CGsW5AVFbdR0Fcb606hHw8MGQLM75OBlLwu7o89XDfectTaWNG0UCZOl1d/cXhuM7OL5TqRGiE6/fdUH3r18n7wg1Dqj36P5R+Dj2x4uYIS5oW3xV4Rv/iPb6/ndZ9h/SXuLWx9KPKE548o7yLjs8euRu+jgDrGtNUo2LmmuxJgcewrJyu7Q3nv+y3veuQR6vnPUJFfpL/YztRycOxrsLpFWy4GR3ZvfQF8sbsb1pLimZwaML7hhMcelTs9KU1H5y3Q2Du0YdjX5HNfwCwIiKHxNqVI3fvc5iMVxiZZMv5f3vDioWhwCM8N8kJXYanVpuhN2uUpRHYZjbtelW+WpEHZjt5KjCKKW7HqUxAyTO3io7zVTeIs5rJ0f1V3toZeE+FV0z61m5Sh/k/mp1ibA3oozSesbe15d2j93Nmew65WbvyQlpuPHJYP+gRFJH2VfUjd2u1ykxgeQIdxSiURjZT3BjFiMV8bcds43S1MPK8Cg07kfQbkN/69+fdPHe/pr/fP3Ptl9uy1GGo1lWa8HnaIYfmmK/+b11aWgs2ji5+8NWItaSYPBi7+LRkdvnXZ6fOnvt/K9JbMRdyV7XyKwX6rffkoMDunVMux+qlkmA04T6hwnnh/n7CmctOaSWSowcEB1y6tP1d4OEgPGEO4+lofvUZKdwwacrgjP8dK/fktj90mDuRfjHWDneSdfM/HVZCqSfHvwqG9xEWaM4u97ezppn9wZY+lcBCqIJmmkeIAtOz+7aUnGsrWz8oNc++AvDjxZ51qkmWfVNqulwKupElDYq9UQlw3WJ75peiQwcsPMKzq6G6oIazuDgX3gjoQ+UrSOrHcG4RHUSDIPw8S/trVWS8vkfL6GOVqwqnZp7id06Ww+WJgUA2DgdmtJ1+TRgoC3izExtR18i5WJK3uA6paXKwbi9w1m0RQRJ3psqxRsLtmiUI27RGG17186I83jd1ybsJ94MTjf61s1MkIDfpta9kvcmX9X1VQvLIfjwNeU53ULxYcYfOx4v9gv4e7SPkBhRzDMNH28pypui9LGpBi6lJ5Ccifz8WbMoG/23dKGch9b91vPDVZC1CDfjwbk5Nh55xbRu4CTtOPHFLcxxpBJXPn1aNPe6LFbearK48NOmhds8qKdxxULVO36pemgxwPzxayKhJhcYXPwoeu8HnbwE1aArXi5jt/rdV+dNFo92XBtFDULszD+EsRGmwPV55nKX2ZxYrbeoE4j+PJLkkapOz/R4rIdMHwnHIijr3j4c9RYKfkHk1U+SXTBNlu0v1XGgKlrDewxLGeooAajfYWqGF8vIholxVlpALtzuIJCIQvaiQA451AT2I4yuHMWpMxC0GUzBxSOSwGGjbxmIc1Mz8wAY5tznSrsONPesyh1BKOBtP+xG/Uak4LUism2ecD180ubrFQk6Hv5GMBjBOTmK2KuZEzKfLwdl0VC337h2dzcMWQLgnIuuY7T69AP4X3v/prZbf/CGjFUn5g4QNtc8GOcwTcTlidr2y0p/Np3TndJ67CExqvtgunEWAFQAvbGYHdGBQNh3VwMtZ+mN3XmDC/VNOByv2D1CBdhArdK24erpf3W5IwGrOKED9Z0E5iynkifVmUJy0467JB944Gq7sgGxgmIUCy33pV9tksNt2F7SY3LD/1SsqAigLOa8uQb84ltBKx1uMDau5UwX/gCH6v/yh0+38Bw9+D5gbJTHlIY8t1DC0BXPX+0J7rMoM+21UbVlIIg1ToV2IPrkK1NLq29UFQG3N3oCVKBAcOIN1o8zHn8svoxFZH6Tpn7HH5VTmfEpi79hGuwL2jBthmI0BZN3DlpKJA0BkfJP44qTFb/os16NYBkkgt1vOCBaOdqfA8VDF6q6g3Efc4LjlfckoVfWgg15OJGgODwBVwDJCxBp+FVWukEhOCYvdP/6U3YYJuAkbYT720aG85qHmj4DD778HmwKAMiXUfqLeKPKeiWRiRF6u/F71dx326PzZbet9hsuZHh6T04ftGTmjdjbWgsSgTMNLZWuOZI70ZhKAAAR38s5xCMYgjSTJjcWLez3c4Czr3FzSkA0TCtjuOJRJie4iinvWEBRWo+2tPJJUg2cKzclYmJbjRwxOZyI1MWTsJ/n3eAqX4TxfXIPZRwpvxN9B8dyrj+1nbhPoEEe9QmxbE7hjYS3Z7CAUVUYsti2PNbaYUGkBholNhTLW9OzRJmVquyf2h5admKO7UpA/yNKRiIJEi3f17kuqr/TnsOPpKX/Z+faclWfgAWynRvcppQDQLkqDm+cZZiEpiJkncFPFWvsw9QsIcLHFoP0NOqw81PJi2ZoIzYs4nA4AOQJPlPvptukKlQggV41h6Xa3b4w3H9aKlUtZIYahLpkOwDpSnqgx7R5pLtHVypvVO0EhWz8d2qi+yNT+4w61sJPkexSemlhTLWprdoybKwCtY+Mme5g18+zf2vLUMgxMFeN4/sYNg4FpiffWd5TpD3rWXjo2NlROFYWbIgDA7jlia6LC7ACOalK/UylhvGzur1nQ7lzDQbz9aOE7vlQ88WhsUylI9QrwncJkgDOi+nb0e5xgqBRSs/BCjznXs6gMy1gegfLUS6i/vdbKee0Uv8wVc3Z40TdsaOPgxJccWdnQZt9UccSMqdyufb/qC4s0tZqjxzYuAofaNm2m6almWSeVhiywjHMJPso+2sQlyQEyV3SlrB9/7+XHnQWtfz6sDfDs/rk8YY7g/WI0FMBUrHWVUExyIgtFzeorpxhNUI/cTe/zWxFyQMII0us0w//8uTGy8v4jgIFp1wKlK7qdZHSxSrGt8klZJ8pswY5/0ujXj7PgAwudEH/wUmfH97fq9ydprB6XH/z7X9dtf1hs9eRmCVrhX8KElYoNk342ZOHBYL3sbg08pp/jiA6faLpdYSfMqtdTVJ1Wo7crXXT7smAApwIqxXvg2XUXrrSVO6XrqxIxA3OfGm8xrm5lOD0HNe4vC/7vYoNDNDsXmr3b3WaLY36i4O5LsFLBryK3ZnK62MR56/cZ1CgX0RNvos8gfK/tAnLkwE8y5UXmKWyN9Pho+8kR6V/H/fsvGYOP/pyM/J5pHlAnT8MM3+62qT6VpuDb8Q9iwEv/mZI7kv/lgSIQbvd9h83U2y7EEpJUlMRkHbQ4eNd+EuPg8XmM1yvZsl/wesvHuvXGWHjYG1GZndMm99lmV0uVGD4IT/Sl/RB2B/BpwIpKMmmDzvFeYu2Jxld1aRgaa1BGXTiHZrU6YBe7b8d7SpZ8Y57nOn1IetQi9/n00a6NeK2l+pcBP7DcbSg92XPdh+hdh95cImVsMu7+QUrkuvrh5maqcaCEZTGg5Yme67S555HHwjcwH0/Lp1yW89rJb0W5ecT5vkVgId59pjtldweoFunwP7dk4E2X4RV5AdmEU4/ZKDLy20ALQs+q1Y2uHD5Ovy7p5ffIQWthLSxbkKDukUvlOXjqv4s/pNcVKJ//vbCNaLpnMSKkS36mDvGo5jsaz3Hb4O6Uq0wnDelhYOhirW1XvVpr2YWmcGXfCVjEMN6buaky31n1zO74DMP/LAZKkf8Lf28g06Mfz+fS9nWSjd/eY1L3UtLVlg9NtxrL+/X5mJ2JuX6bsgLuwu3c+d4jLHNkaAyGTft7DayguO1rqnDsdgtz8avTYgaNM5o9pkNW+XwQ5V2HQ1g8sK/Hog5oPJUtw35NUZeKXPintG13yi2Nzq9DN7d/B2bx0+Jbtn3ULsQf7mZ0FBU4Ak7GMEVx7jJYht8TPYao/oOm5cH/v/fllSXHYsPEEcJLC8k+jJG6Nll/wZMNlfoO6LoAPLRs8cSSZ6oOsMS1RKwX139vrTLL6DbIlYvNzlXmxg32E87i+2ZI5kaU8t60D0NK4xKNavZfJViq3HQZLW7I7tj7xUXT3hVDvegV9XE7oNWy851Ssy3l/RrivX0oFswOo10mHEH+zm0zDIPUMxSYgRD8iZ36mQl+rK9Q9WxoiqB8m9tN20rWwyqwVrVcq2qBrdq9RVQaoRNf2PzdFbbb0j1Ogxv06PQGYnthvp/yg8awXP+Kr5j3tsCjeVB7UMtDuu6rgQMoLNQ/yQ/4/2UDnX++ssYvtrMdgDq/9fYcfHBRvhbc3GCKXT1966L4ByV0meC0+haD7QFANO937dH0jPmNPVNaoz1BwPIOILuVEQ2cejuYtDw21B0j51rjxGT2kU61Os4f2ExRN/DQ4IRbrvDo+4BfpW3Q+EdptkrY14OSPvsJyoNLzpFH28/ApPReCMtNd1TVbq54piYqC0FLQexq15UkbQAP4AW3TWBsSi1m6kZeLu9jvcGB2h+HQMm30HOfhGXWNOglu2ax69IoO4q4rEULvnOhZz36FhfokHbLyWRcp6GjeYwPEpf7J7i/8/AXPC+uTIJtg0/16t8GtZ1pNsf2PQzllfx0IMIfnoDvUXFKqFVcPy17O69+1XMNJnpOzVx3HS2I+K+XjFSwxqvlfAGPIBLS24mHsmJYfge9yD6/yRpn33BOZYHADggSlgLdrhFpG0xg9tND1aoScQlsqSM8H0WGY5SmjAZSDs3YWpbC0Ft0LYt4d1AkPxFDzUPIM7ZhzxaV8WbKDxGvEC70xJLdgrsyOf6rLN9nc1Iw3nwRnEVG9iMsJ/3RC/f7Qqkq56y3zKdz5uuQzOcBAB96saACnoZ5hSyf5gJADfdg9KrjtwICOzRyjEQm5st6Qz8KY7vQyeoMKNlP6Z3muXtnD+OKKi8d02rMu6eP1PHSeu5lxehcUjXWnWvVw0W7JpLcgAnrZrxrdj+Gb7nFu4IsZYzTjv1YimqGybcMeckGHwwvXQyyEV/F5G4GZEuYFw4bmsCBRNGkiKOlSy32TYpi4+ZYaHM4slwTrNN3goVqlwOoiDn4VBOUMv+19c+wQ2wV+kitzvxgInog3wmX0FDFse3sHF7qQA0ZYa4e1/cc1a+PmI0NrqasneoLY7zK7DlvBa2WnQy0MBRy0lZahgKfA79p+imEfYmjXXYlaV92TICzdoUbBgg3yemzfFGfPY1w9CG+TlUGeu+uG4jIly5KJhFZaplo+6afnxx8c97qXJ9rXnQu5L/VuzWQj7qoQYibjUkTf8oISkMqgsRjnsjAouTJko9fSl3lldisfHFtJx2DiMb3LU38FviaU2nBwdMrJVLSXj9jiue3o/ud4RVPTiGnc+Fj010vj6QOV17+XJEa3EvfNDgY/3+hezEMP38ZwYYIM9OmqSr+MfU0KM+mTtbIX1QR6K1GuFZcL8CDMQWHI21jGLyvk1zar4m2LVcStYcO6VaMLFqLe6veYL3VS1xuBl7fNJ2HUKZAHskJ6PM+snQqfJ3MLyzA2i26DrfnSc8K57itjoNjgadSRkPgZ7vcgb6TcTm5LSRERBibhmGbrxwyH7BXbPPflZPm/TfHCYV0m5n+mzPvNmisxn32SVrypLY01EeI+ALj5cO0f5ayQp9H7g6a3LRYB/Jc/Fo5sLegpB2N8r9wes42XdfaxfGi/P3/rBGyeiTE5kmelti1u2rlj43rWh8j9GraV/aA6wdeLmeUHpeeOBQHYGwfZf2rfS2/a3aG+X+12/h3pFcdXfevgC+34DrXTxJ19/sFJ05ZPNIzTfjXPTnoNnkT37YBBRqPqHxZTIpHDKWwyJqtdapk/0tHdKDTKpvOyQ9X5pi96W2kH4agzlqDhmqKTi1VJEn4HqgCEYY+gvHE/fGmRohDn9eLIYVVVwnvbuKXeyiN/5dndG7l/7pJkiyeCQVrocHTkMX764dfaXCLTD0QB8sPSF3OnO4L9lA33iI5cAXn4X3WzofD/lil89VjRguyb4IMyxsI4RmtMaMc/y3z58eiVT74M6ytAlGpma+N9Vd1HhHGvd1pqFiAytUFwP9yqKRmoFFxZ5sVXB+U+Ax9P6IyPxLDpqjjqEnamerS4tvK9vPYXbsrlTO7O48fh2GgkLWI99dHiJiICMn4TOjgY+a6+ByNz6LAv+8oQcjjER2lJie2BGN9x/e5TT/McRnEJzvnjdWHVDmFiWL1wy1qCJ2pDBP9wVSrclwDHWjJyks1/IOYW32+qmneC2r76GEfrlAzmWyXy0dNS7JyYJgQhj+SOCslsp9D4ke5Sv4LpxqEclEbIf5ZTpkHPnCoHww2QqzmW8HdmDiCLBtLJj51c7Ay41h7C69FnsIADCKuee6GQwyamfN/5kLkpvd+PLYHGWwakZK+ekAwh5Q6g7sMhI6izRepiienU+oatCwmY/WNX38wjQPJ3tunkPlpofzCBxWNnqhuqXKPvzljPB1gQMuGY6LDsR5fIPctbuFjEQCxnuytIuQ0aA+M7WG9z5kqimvuGlDoR+OVHx3xs2Hohz5CmARbOerODlsmizdVJlVK1aAxN6OBuVcpcXnY3HbWibYeGEpaSGwt87Jv4fmaXAtNrNn3Ru4dwJdJUPg7RLgWwoxzG3D/ELz5PvRiiVvqVxiHx7Ab5iKhy8awXJeTVf02lMgAmaON9WoAG07RZAta6WiBkEF2L1grQBh12oUg7BCxOi+FE0+u1qie24yhXz4orll7f+Au9ShFoJO8rsiLML1p47y4CpgENLSbr2ixHTMQuMWLCIYQMh52JSMWvF85z2dunUqPzlMkfZdhQilVWUEZ0rtgKYN2BPMfr5fpAFKw39pgAF/+1vKO8Te5h8REZ34e1QkFhgegyg6/0j5v2Azewq+1lXNKDOevjdC7cNhqCsIl+GpZdPhgVMjmdRi0zKp70o0Qid40aW93EDZcm0bzpgyl61b0uf2AXH2S4P7O0xWdfMHA7ViMtql1C0rmUzALnf5OJbFWvWf7VPvVni2t589oWGcT9SwEWYGdFofcIZ5cUMSHUMZDhx/R0YvIp3S7LbolFVXW07KZ52LDsDNoGB5waNHtkgevotYla5m35+Gvpshf0FkfOInQbM3I8bdOExW5RlR8YMF3l5lrzv4f1b7iai6PBZgh3yxB/AnbXrd9hxzqOyeX6hHKwmWt7ZrBH9QCEZifVLvW5LPLp2LmGuLN2ldUOL5kZ4PxoXqaNWelDjhlMsZcJrrnRjAiQmaFnw2hQjTg2UdVByCLPqFgOs0Eu/WNuRmrPPWuqsOJSsY4KtY9uWF2Jy1CCsiEYgtTzG3LPAndvd5b7TUjx19wiwaoN01OInTPqC10Zv4hmKEvgPDZJJ3G0G2GuBgi0j0uvt4iDaH0Rkz4rl/4lBnAnBqLWDuTSNx/p83pQW267Y3XbIJkDbDIa8l3qiFfCjuHLXwlVUhHpdZfNWPSISqebpGkCxDUbZvejLNn1CgacfdRtIAOyXSKhmjKJxTWzTC/fBn3zgmzs/L4Yskh/LVv0/froRmBjex5V8L6UFt+eVltdBcfMMjFzdH7ZFLDLb6thibdsco12Rb3S0Fd8PXuf7LREwRTGz/QWU+7xs1AEOG2+4fitQesln5FthqEqVmmp9prV6I3wyRk5iVoV2kTR4XUUgw9fNKMCeCQDFgTlVfj2QQjdpMguPW+DHndjfGUhi4TNZU1X6kMfY/rauputaKvJC/Ak51x3XrOAY34Nx9WhMK7uDqJXVlb/PUuqOD4xpUZFaSnRHLo43XoZD3SQ91rtMoOVgGzQYPg4jdEJRZCrIaYe1p2yTX0UR2ihP2VydP9UCjf0wlxcSSYL9GlCWh/QVBoc0avY0u8Sl7vSjr+1O/3HgUJjtNgLIKRR5WgSRfT9r9a1VpazfpEKpjHAAlyulcBAK9wzxzEbTeQFdjiZ5fU3og6q+DJiHbMMGk10Jn4Oyu+P15zMwQPcYtXK585kjkZT2iMZL1tJrAMICmBw/tNp2L+p6UxZrKOU0Pb/al2HWe0y6SGOjuPDvKFpdCF+7daAnwKJojjP1Kv89QA0HWwh58Vd4DZdJD8s/sZ5WPaSnMnNDm1EGgqmJzjgGmDrtQd/k68efwLE0VWPjFjE/N3dBKzcMSILBcVTcz7tQfOskP5/o/9QUq/VEN/476D3O1rumPt9Nv4dhcT7SO6QXT/liIFUS3sNqsS9FH7Kc1dd6q7v1nhyMR60cnsPv8FsOYN44ZE372vf4fFcJRpYZMudkqTnOPss3Rkwu/A64JuK7JNH+wt6fggrNpIqJu/dYlyqxnibUllsNKttf4mR/9LYDDz1B6oJn845HlW3NqJBBmqfWeY9ftto1ft6p4TxcOmyuTRrU6VxXuVnovDgUiKDrHl8U67454vSFT36ISDcTnSvMej/8cNzlHkJvP4oZ7B71CD4UWCARc0llRC4kyCM2M4Pbc49qMBGdo4piZ7p7Wx7IZMyS5YLLUBA+VXkPoFCKANTJsY0DsfoR0HUk+sKt74Fb9c+XPRSUQYUcNqNX6gpkf5YHj+S8owvsLpovqB2I/kR5s3ZbrGcBvJK/akyJvVUmyIM1VHSUFs3hIF60oovR1WcjPGM0GUT+1BCb986OPVSWde4IpLk8uztBTgjqvZWrzpdEQJn1CyeTIf8eU5pbuuoObQP2watyjvA8e5j7YJxaU2/v1HlwsfYEehIiPalRld8NeFFefvtADbDk+vy2XQUksfpnVD8KeEnHnbDvR8ztoEdcrTFkje82XKZBJHwxR9Ic2gkczLqzcNVb0o8ewc0YCOsvVAGf6Ai+OHHk59yXkY+MXTk73YK2G63zQHW8B503Nj5L7e1F4KFPTL64PD/ZwNwMsHSaiQyt6HD0jrugPYpad619lZNCnyvXnXiM8FCBxty4RZdHSHuIqvv6Qp46pCasn50VXSO+bd+EywiuW6SMTp7xR0+f+A8KS9+sHXCg4Vfru8g3rN/q7zV1Kk9hyylrygOizTzMG4aO3nzRm+WsJRsP0crwgbwTfEUsZHHGwNX8KYW0/LDE3DpOx/pmaS1810bDcjd2ukbxCfp5ldDy7lGUByKacylBGhFrHXXinSa7zXBw/Sa5Q75ejeeIjgDGQJoc73EIcQBIAzT6wRjj4Vr8NNXIZJ/Qxb92V8gUp/V4OEJzrQM/19kvEUP+GXKsVb9Yv5nk9O/XlzPhlJPxKEYQAFI+V+XzwtP37EiVVAb9dd+/xvPLeCHc5tw0Q/ut2Q0udx8BagIf63nO8tSBNRkYaUBmHixX5IhyDDfRiKcs/jQxPJjy7HhBnbs/InM65pa4k9NRKJgbPOvhXij6u8LzLoovJey3fG6O1pKuVgCdGzbTIMHTQGZEcX+I1x8ycrSk0V57HfK0+1qFPfk6NjxfuYD5tBSNU6eHHwqTgND+vputnjNDodeLEXrVErCUO0YarhcpVx7UgJgc/0O5//lfoPEpacKQ+sCbUhjV3ypj8qhfYFnTPzo6o3ebeAypTKC3r5oKw/LGQgdhPJk7Ci13hrNcVHShIl4tSSLQSGEZ72NAMWpkQm+mnkjhy3Qa16UHKypkDdCVjNE6x3u6Z5RMQgzBAV7i3j3+kOEswv6NF1VhOX00GzXVAETJq85P4VTiwIyJOFbCsZRaqRgSI1ml9uE0uueYW3NJBMb1cWTZ/ps+wHy/859xUeGo6u3anLtVCiSsiR+TaxqaBRpT8ybxz+DHavRM0r9yXBJki980MAIIY3tewrFT1ylLi9Mn/5X3BNPCtgs7KcLeysmLO9+VbSJxh/z1umq+HHWkhnTTRG1dDi961z6heX1hEBtSj2QpfRWd257wsRWng8c6mZmtPevXBjvFZouky2WEu3sjISIxrGmrRj3xclUsZI9j+1Qq/sc/VpSpkiCSqBGATtzoYLcq/K6YQiqfroAwZwwEUIamc548e6oEKj/uCtS3PTT7Ib91TACRiigsPAHmhFmqofht+JRG1yCcnTV7pIQ7U1200x0ERrpve7eebLDPwtc86BvoO1InrPdNhOcVdmmWuPIHimJMubadFXm8i55WrBVILBpuZon6Ph7JAS03DmWid9PFgNZSAMwIk3Yhi1teUD7FcG4pXSa4/AuctezDjpRLrT2cSUQNeFYmmoPo3cjiB8lT2LWw0PaD5mfrrun4UZOd2JJsEh9mxhwOuAosttbgPGXsgQuMU81w3d4xmbnJ0BafIiCV95C44U/0JpUuoKv9i2/gOsQhbNUvA9/iTLI/feGBov5wnNEudJc3KU0aSrmvsL4TP4CCB2Tk5oBytijTfDYURUmszatRkruSy9ZNd/vMX0kMOUUzzBJrBgYGeTv/SpKaovMkJRlLizFCz8Uvdi9O15I1rcq71vRqFsFxn2rgEoIdckusnxStdt9osjr+3Dv1lOUidMwbpCro+BZLFrblnETnXf8+a1xlOD8ugLOVS5qer/zarh8g3x/++v2g96hOdj3PBZ3SzOsXGlRwJCvVj+kTj/IPM4peFHt3PlG/SNTsqBickpeho53uBds0QIM9tiMF8cGFl4Wyzq9OPqfeUikzNQ67Ozh6/3vszbB7A7P01Iv7VEV9yT92JE3ktinShyf7tvW6nHpVFVirpdC4b1rw4UeXgfVdTw41L3LDyPmfPgPkjHPMCzcfSU7d4bFdo0IOy6IqK5+90kVurqz/+blvYzXLxEuZfjdh+dlMpSRhGambIMgvQtcnaVO2Ykl6F7D04zjg9ZLDd09cPL7Fd4LqXvFqNf/kt6NADplOWei7CdcA9As7GPfIHHBXVJMh+BLHmcMqb8NNOrPQ1quREV+/j7qCczah/J+91RrFVvf7KtxtSl+blmllsDHKDOMVlTbbPBXVhWy73v4KQkJCQfUR5wgZN3POsAFZf1+52tz52VtMMkHe1a8/BxGgRUQOLwafeKwfAsPHbDUXanoMw3baqYI7Ka0YA8lhL3ia1qIxC2m1gVyPBnMAFcTQAhLynOKzozkW4UppjceZjKzAR+kO6+wAWkpcTftdlgeRLi/xge/numc5mq7zDfzIyR6gF1koYmbTpFSnd64tOPj/BP410nPBSIBAIt78vmT/FRafRwLJmnQxaZEoygugKIfyYYn7sQfa6Mr+63McP0N3RZvNp2SLzXh5n5LCZBtlulwJ+jayp3XIt2maA/qBOXt4haKHIWKKT/He6R6G7oX9CfXNCCr9Tby7NpEHdKMeN6IqBduDSJ9o05Ij2LOmM3ssXnJWgTiBxtj7lcBwmP6jfGt/4HZ5Qb2GI7nE2vZVaTqhftS0Y3J8T4v8hgNWmTHb5uOY7R7ogZ98/vpwm75Po+1+cxtkBr8gbDAqgedV3Cu7YwhFI3yx6PZEz786wCY1h1sDki2KNrYnLbX4MeR/LFGtkPNu0qim8RWjyAkEBNDzcEL7puecC1cZr07px2n8iXQGn7U3vXDDiU4ZjMIuyyI82BNB9gRWfZoK662uvJc06TAUN4sbhCUqaOSEnbmNTsRCfQvN5VmkSGKZj7Nr8gQH7PeKu08xQXp9D8iGaQyb1eh6XrlvD1hNzJmvpwjd7F2PTZ4L0nv3EVkqaVb8xqorhMBW+tEcxr2fTT+hTWddPXqhzWXxRV5kMkU91lTRY3oKYq3oVv87o7IHMBTNZghyvRR2DDxGjfFIW7ma6X2d583cf992bYcxPDnyQ3lYvujUzyGrmMQAg3ylezpGIeN5HfSqZiH4ePfeQBg/HUE4d04qhFMCcnmtDHYvQH5InrPHPdEsOjB/LNoJXzwkWmdP7pJuONgSJE/DTEqyx19vIA0TTkrTHVYAlaNluT+t0UeoTIhA/XVNx7HOe/vxp24je+n8MsNP3jdN5VG4EV+Z7B0hkOFAzhkS+ZOh2zWGXngKnr19ErTqLhJE9XPtkCmE9QMYiGrmU7Lj9A8B3GtIiREBk2UF2pYWHSssvPzNdCwW6Zx0UEfIZJNPHL/SsNbmeQe4xnbh7+iboQZFhoMyerFuKNtpXzuO3nEyZ1PWd2itWsFcJS0l3EjMQDtNM+9VieYIzLSwWDgQwTPtfP/7YZ1fZ1GMAlzdOHCUulH+SRes61+cZcOmTap1mbwRqXmcPRmgpxesK7y+EqKXnsLYf6DRZgE0gdas0wcS1oV8i7maen7AMu4ruscuCF4HKM30sGvfHWR/OohywMpiRfrSAO8mEpVlnD1VilIsvBQEQlipyIOMfbAkauVYgb8XIMDlRZAwi2C73QHXzulTUpSM9q370P1N77ujQ8lkQdeFO7EQgYs6/8Bk3oyrOKSROYK+AX4/wfonaafzejyNg/BVmhC8L4c5+Xs2upkT5euI8fsPnyC9zZyoVNVTLmdHS6adQ5qfsPneCvhtlNClnjuyQSRyRD2qHiAP2Fw7g8sZojwlRiYYir3Jnwk6l+rHwi9j5oP/GVzMcpWPgPAZ8xG16A2SwBM71FEtOPoa7bDvmIhC0BnnYElQ7Z+kYLHmJ14HoIM4tQ4MVwmrdGY5TbWwJ4kNCwxHPjvTJCV7H1MXIqItGTtGs40ct96Kwxcvr7MJutM7xoy+vg56qC6UTSL7t4oMQLFuFFvkKuC5/74QRlPH0k7ho2T8vydmMzNkvkbUHDKJF1vqyj8WddpJ+P8jEvXed3rmUWzMaau88oQzTvq5B9zGDDlEh9bza6ws062WB2m8lPB0Wf3bjANHmapSwFNfO7lUwh+t8jmp+dAo1d2FA7GE3ie9xCs6cQfqc60o1ZzehTqGcElos7Hazy1S4DqdFw0NkHIQ5aQ9OZ5kdsH/W6v5mZQ7C/V377oHRqq/12gCSPfevqTm7w5m2p0NLffBaElT9Tdv6Jeyxq7o7JMsa71L5++ux3oi5JdH+MHTsgVE6/4bwe58DDp4hnxkiDx+VC//FrYTlJUgsPt04uuddinoI3+4YlnFQcZS9J1sBw9wyjrAyyDB5V6bf9P8PVLrXT5xyj8/zbvuTKP8h568uv9O4QBLK0ik+9sYFjzgPL6s5K95m0IlfGKo6a4L2h7HvXH8WytbQN0ADvyO63CGOlXKKrmX97tCUmDCU5VKq9czbn62wQahJnmjINHqje/9r7DmkrOuE/d9fG0MOoGHN4p+IX7JE5pKheyOuBj8o/m/qVjcuL4/l2nhiL1ka7OU9T6p9NzgqhxM+9YkcbnPSwO5DtteYlnZdGW4PP1vkvWMkCCVVRoIGcQgfchOGa8VHpvQciC4EYQ4L0hyoQXPm0QXABVPHy7cZ9XgdEVfTkU1HbL/5Ae/c07Ln0gCddS7XFffxsEE+8Q4MfK9pHwGr2/X+5C2KAq7vqo6Kel3cWESudQYsiN9x6X7mdLUVF2EpR+28CUnCCcvrq3jRXxtX9mTyhD6GG1bMORlfCKegjVxKNQ7FxwhLf4/xAE737Wq2t42r9abakGGwrsN6oMyJ+haL7Kq+dHHuz4C54N8SIPJc43J2Jpv2w3Ac2BuRDIlziwbk3B2B9PGpa/ioryJr9geKbHxc36Dn4Kj4lV40artOXUmQZdikD/W/zXXvNAFATOpuawY8CsJKKku7nNejY2ax8Pb6TK6likqum+RpxZx2PC2zQ5Cb3KCXWbjUGEOcZ8BooTp5Z2KCE0uYDA/zTynQT6acLAJOdm4C5LURtxb06gnlmbL6xHXFk6lmbrYgYj+8hv0KUwkaqLZOAABV21arKxStYAGXIguIQcDMrUE6fV778yrW2M6mD+uzAEzCXawxMIacQNVXVIKKWZ5PBOp8TjlAEVn/4evp5abPGYyljJpICiRYDRUbuXLIXxNNfbuGId/Hr6W5LxJFQNWZGQXn+mGqct5VWq1jGQ6cPnt5Bm6Y0avOdf47yEA5c/xH7DWVDtAbcd8upEZ2VaG5F5iRHB8touiYjOUIPQI6S3jMLUf/1wOxBIXE10LVCH1SFuG9iUib9OTrWqiWm/KZAVtxDKsfCdCDw5fhWTx+WXKIndPn8IkD/Jc6Nl4voMZuMkb2KK033RScPkbXI8rTMUEJJfqLTs9/y6l7aQQxVUXOLA7OedpKJs/Fb3+tjz9RKUf4UrWNanIFwIBWRZ1v0Nf0HQOu6fAElMnI8DO8Jz15oc/vAS2yk5zrmNKctefq+anyBYCh0OfVLYdyTnqjhgHdjAiVWjgBl3ndm0FVb+/oKfzgj5UFyvImqi9iVSo5c4rJDwaTmnvX+11xn31zDQyUt/64L7uYpQS2mZlqIzbkdGvFX2HZuTJUv02+fGJitF1XVYJ1uS0aNCC7DqJWTVJtKebVow4gf6QRDKM5KywKz4EY3BIbn2AAQr8ak9meU6EP7hOU59UcgyXj8vNxM9Qcon6hnutAwCw/NnVh3gi3iJwuserzMOBm+MrZZRMwfHOLqmrLTKHJx4E/oTLFU+RhhZiczUOt8Be4eZBHP6GaCo2Dtbcd+3XQgFGXprAWcuaGoGQQ+MwJ7Kr7dOkVr5hw9EPyzFAxlqssVD14JeVVxQpvu3HTOIcz+KXhS9Kh6NM7C3zvPePNq4pqFxymTNBEQBA9tezmCr63zw2VC4vQlt4oWzcKYmdyJsQbEqzyUut84L5uJ/4ENK/PvpExduMilpU5XQaLMbS0WjucZd/u7OdNTWuxvuv8/ZbyBHTHqbghQ4FndEsrSZnJKoX+D9ADrlarwAv12vp9TX9wcorHgv4epS1oMvkOiN5QYqL+nSKVbukLCFaX1izByua1j7j1FwO7Gubi1Ue8r7ARmf6vNchY/x7to3TdquLfXDHaYyl5LKnoQ56ZO65jXv0zcNx6AbCmRge3deL3FF5YNYmy3Ed2Kb/VTDr67/XBgWkh+ZiKoLhw+20nNqEeN4wDrLqXxeSJzj+T4ellAaG7JjH1/6w23XQo2CMVTN/2QesK+8W4w26zEVbR9L3ipPvelxgKA9X2r9kMV9QPKXfUMs21YfwG+oVvdyJa67rZqUHCSLIPFsfI5IuxgRlpNK8I5JEi2PiOaDOD+s7XObuBR6qtgTWZMreAs6ldGaZ7TGj9XWtMocK23Z6/2HKHnmNkcRO3/ra9K+mHwYx4QRlcjxw6BWrhKY4qDI7FO02fyhpjdzQ8J/lHs5JndB7uus7ORX5+Tyt4voelsNjlg8VqjtmFF6W5EurjSxc640sgefwXD7oC3daXp1uUU/ZiE+3oL1GWQzcj0qNHc1K7UUpjYufUsbbE2x1orFTEOtsX7rD7t+lsKNjZtG34sh4MVXlo8Rs9OFvKIuvfiA7LOZCTaxNSZjhLhE67HYVHgRE2g+Jzx2cEylzQqo/CnM9pA5bmnmXUcnXyU7wpgij63KrOdpWsmjwIEZvtIij6uVPbm++3vTw3grC0zhxAvheD9hUZ/ImhfuwtAgGAs0m7Ju9T/cDE3UN+lfWMNKD2Gf4QNo3OL0BhnykX16frlTLQBrbZIH3vo96a3/hCTyoM9mkzuPIqBEoNteawEXLOhW0K+z5HJqOW80LiitxRRhim1L4uqjDaajX5qwYDGIXRdIvMgztKcrPxIu/MUVq4QkYG/dwk+Fi/w5nG6cbbh882H8ZwQmxYnqgqv9L02TsVQ/WQ+u2aL+oqTzdxiKnIZAlq7U0Vjsf7Lt16QhlElr1DtF9Mggr4gjoIzzcY8gBfV/3/Hz1TbrwurUE7YaQu4TjQiHc2wXk1bFHHL0KjY+PS/kV45df6SxA+AGTONozZD+cw/bc1pMWJ0B2RTLYoHR9VMJq+qRGf62uZYZJqd8s8OYc3N/myGz0KRzK/rXOoG4mgn9R7U/jBtig1FXSiVhy0n5vmMHnkstV7FRfk4CDMWYSm9bY0yS9OCz6oxS/z3Xqof2eJuJJwBhrMi4nBZXG2/JCyq7/JmyB1AR3azuMYUthpZG8fy5IByNNOzIP9UHsrjFCSFf/ReaZibHwgIcMVp8gEI+R9k6CLQnKDWr/fsOdbKpRdGcAl1JN3VkgAkOdPwUObsqtmCv0swnImpyuxO2v8EKyAVfKNrSmQBTYPPFWH4UD8m5VrXiR8XXwJ1inTo7twKdDFP1NY02DGTaMHdkJ3UJvrvgUHlLnwMXn2+i3bgDQVcoaKqUy12sOWAQYtI8PUVXrnKypZDlPWFCfZ58Om3AxP3JfayN7espjuFY9io2L9yx3xQVUXGjr4mVZKL4CQ0083Yw+os15fMezRa+3MGnRKuKkcHt2bzs/FWf9fR18elnTaf/1FUNQUVwoKDQUV0Ro0NXAp1FBwBbfcanArJccU0lyqB3BJiQxBrYjMBVzTbLG0ZQbKtXLJbRzHcUwpM1NLs6Zmnnl+vu/f932d6/pc59yfc85ftwOEmTvxuiBgkTcpSdDBauusvcO3Bdwq61+jrr11AdyrKvCFhTrDR8e5IV4/AImfGLJuRb8CetDhoGf4yeM/FCCBnZW9h16uP48hmRVqVmjRVHBEhrEYb3NMJJ5L6LD+biGnjoqpwMZoOcnM93UIxRBtNNATHUMOeru0NHvDds9yfGlvOVeQsxbtQjcFJJJgbQzA1DvVE2yk6xiEF5On1rXIS++DWfyop4Z1T7BjxtSjmt4PMojLPvPthL3pbE4Q9ciU5u5oKWJbmaRwNfBoZIXpHPP7hFWckbdGda9WcGgoL7/HCQWj+GxwYYQUkJMYB4F1hMsksjGwOGctpPky8b+2cj0K+v6McfBBvw7TSKTHWdtP3XWiJ3nSPNfGPu/guMjUUmNHWk9Sf1LXGbYpymg52jw01gFK/LLk+9ukPUiUN3KZnvbsJlNXkQ1t/dFIQ85ETVAJdzRg0NxXjLKqP5q/mhzjdDdSdaFOfxnyye7mE9hXot/bc2r3bYCFIdTT5qEad9PQVndAJOd7pmUyvQn/glQ+GenRmFy+uY9ZUhlOxJid8I0D22jUhFvcCYafgHCD/fbvws10BxnAowyhKvTOkYfkMFQi+Fu4A1fJGy3sHBvp5P60xhiKoovqMONhy/kItHrMxvONMW1A3jM+tJdmwztcHXcvMXG+yZS0JHYN/z2juDdFHrqNn/URaD5udT7ucD26LSMMcb0PCHmv/Yv280/T1w4CTAEa4mPgPrpVDUSB1vzvUhMvg9SJrAcDT280Op9c0V2AcJYD4hue7LB8OXwV6ajdE5ZldCqt4xZ6AVq2FnX5tjCNwde0dpT9VXEuThI+336s3NGkdG708WsfhOFZ1uo1YgrQ76H8LK+qu0t5x0yuA6f8g6dTVehLrVGwdKipWcMaEBiFOTdqRIZ8GgeHqx9y+uM9SE3YEm0sDn6k2oafo8goTotlU4nyvyMH7IlfnFFlrjKQlE9nuKK+x0viatxie0l7hH+HGRBs8iVhSSLeMDqruU196bGPW9gf5WW1sbDHYWWvL0GFx24/K8sXZ6xFGPugDbtNQq5PTbtU02PQ4SPNZE3fJ8eiHzWLae6ZLSWZfZathq55pzL6IOc6KtKrQk1K7WJf3uxa2rz59yasoeazXFmL2gcW2YW8VPMdejjsLm9hWfTOzDEjPq0n4MhvgcmZ28QgrC6j78endyvfdEI9bAM+kHeV2h3q77iYiC4Njk58v5u/lZCP3VxTzrDi2M/4ng15hW2hnVz5VXB+SEyLhdrYIAh/OgM9AHbecxsBRd/ws/wOzt2+UrOR9ZFsxokxatQ1TTeAw8XAVSWWJ3hoFGac+wV+j3EtcR+h6EBeeOQDv57iA703cClXhGK38UY+TrXgTMtkUtw0vbSbR6qz7GG+ikAH4/szx2flpT/YegIgAS1Tv4iaZatSajQVv1wHtDjj4SU38n5ak54hIC7nvMupe5llpCza81gwLI4f5rPxgzOKddA/rEsh+F3jKcluJCJYElFHNjUmbTYyL2ClD5SIXugTnchdlqLCkP/gFZjVVNmn0Yar61NQdJi7ef6B8dhk6tgZriG55bUXr/QPFi5u2vEZ3I4ILPIEWSbx1Ne+5hWUqdsDzlhxpbu5B54gF2k5kPdAlYoS7On51jsX61AJrQ6mljz/zgTJpdZt5NyL4iMCz/cnXGmnD+jMK6SxslJfv+Ycolmg/+kkqxpL65gmdPjNQlRGjzdS9/HGcoA4lh0MMNKpUQ3aDTbSwUqm+nb9TFBU8QodnfIjUvlvpv7MvZIEzSljR9eJm0zUThbas5T4WV72lAuNDtBexaI1GcMcOjfIgOM314X63MQsHBhYmi7gf8E+8NLGnsXPqT8r5dsKwaPSdYj5f5sL/ugpUyLMzuLvXn/2p9O1AafqnC2rNX97g6Gju10iE+HX2wAtaUm7Hn2FJxtL1Xr++nCy+4SOzpb4bZ7Q7K9iZeOsbfdB6vGLyf4aia+7EMsRE3AowrJOYFkHbfVD4N8UV3snZoKrnjQX3BKns/F5fBrE0LcjvD/NYIkKCdurhF1//x5HmSaaV6AYXEe8DxEiofQ60uA7moZZtcd2ldjIPgVUnX3p65Fd71Pvizq9LHDeOXXbfDdE0CFqyR+tO6TtdpblVjKx45bpFctdVz9mccnNNo5E4LjTlzjbhaalCIti9EBvxkBtzx6oD88UvDQYXsXubhyCRldG3f+nWj2e/v9djQT3SIPcf0dAnk+zdTxS0geMXb9wf0cVqZ5mU4EEQO853kzH+Thjw06omZ3dkD0NkK3TVhhHh7Hr8Ah0Xm5YxnnorrvvHUIqnlNvZNgAid/DG5k5uUAeJ+juvZR+exde74ljxO1olw1BW9gDq+e/w1daIf6inGFnJqjfPT8IzSxTNVp30l0aFxUaExevTv5wje+Btyp/zvYEsuDbxLliygF9ZdkD7GdlvajvvhZtKCM0hhybVKJaE1TZJfYu7rp00u8OAE4GQiO8TlYXc/cCS34vd0gCc1z0FhAr4eYcCxXin5Sj89QzD5BYWLDfeQwKlgI5ntHLGt9+9dkBhyn6414KSusYWg2aqbLzIVYSgHdQ60uVzmCu29uW4HQq/rws03RtKkb8x4+UtIJK8Mhp52s/Zaet5pPw+54uNm42/5q17rdfRDNrfgzpQ8/xPZJj3ruUPtFt5joIEqeIHs0Vra+yy8UZgvZ1vsxEmiIeeafco1qKJojoqM83rSryDQ20bk3Hri3UmLEKXtVZQn9MxzeSdYCvTZOBzzRqbPTyQjsviAwPQxZRDCdyPq+HkjZHHEA4Zxdi2lJW9foykeh0Vrc2koyxlncWhj8wGBUTws/H0dA/F3B61lGnbs5fxUYsH0JwhDvr9txHfHSYvhYB6a/+u7PH9ZQVTJOmEXe+IffeKw25Ea2lcJOgd1Jm3sH6A/bSvMP+Y/sZWPly8sd06j/J1LNaLwwdJEthVKQSFfGip2IuIlUkWgQ3yUes9/xiN7AUEtQlnMuq/U3bLTCGkGiYSx9ZDQ/xVCcsBw/YtOHJnwIcSQcKQpxvAxUr0zXGzgrlNy5msmnmTgVRZd4rLzeELXA1j/upUaC+aCQNeTrxqh+P67rzp8s70OpPKuBzy7pmqnH1v6YvYpKFc1xPG1lYX8afXbWX9+o8Q+m2750CIsE9lC8HfZYDsq1CtBw9LoYm2mRFxyjiBlTVLwvEiLN2xKYIFVRqyg/iSA8nRfeWuGvoe6IH3CdOOpTPmfDWAk48QCIgsKs17e3fjDLEdevNYk9kf6+OIm8UhmQbKA59ZVGJGBRq3MVJ4xWgHMJn3+RBbN3HU9IL5nazRh4k4XdhnEZcBizuJ10qTbdVIFCiE16WunOGKVRoo1aTZcAiBOY5GCJqP8MPOnuCRR3PL7ukOH5E6aI2p+jr73N8a8Vm+wSH4PO2peKmfTiDEZXeu5hNw60/jjV4kXr3zdak7c/baZvavf4f19DU9Bxl06vxjc6MKem5w/WU5DLNxPuLt5w2jFQ97oY0VROdn/2Wa0vA5eVLKyddUnpdzetvUkEh2lBnjv99vWdgNDu4ejAsovanyF/vFd9kVuVPyivWp3YH2XZfrIbZhuyT/Q9wne2OTcyAQMom6zpTF1FvFZVkLeBttXbsohQowg35G/5nZ5SVNiEY7mZoglSH24IqPkLRr85x/75EzRf990nKr/sgIW5hXeu1aJEd/n2Iek59TPFzD9bXOqpkyKPptkWWaikQEAPu0i49JpDR30RNmMjSEySuczt7A/0xml40uOeVu8ZBFA1qHFZ8lpVsKDS2NUarExpbmECnWTICXDbQvPELESqISsQR8JL+yM2a21gn4135PbFcmJzNuslYSy0rWztMBvSY8eJd45ff9EUr2H/NnWpKLMehRfrHBwikP1SbNe3UEwcb/E4dR9qgxllgVOnZlJdkhEb9m6kyWUK+YLir0503Wzmvxs9lHqioiu1Sui9uNKWmGEDuFWTC2din66RBykkAjBUFszoBBHaE/+4EyhY93yLpvMHi9B8RLGgUIok25uWRh3c2dXIdScuH5y8xe2n1z7Yrt8FY6RQn/3gHIFHaZFfEduUFXR2w8nxb3WtAGnQT0nWIyJZ0tG4wULVp9jgBLRG0A6islUBgfu4HjLTBvQ4LHmvDRymer0DOsi6gpCAYxEiYuPO2nhssBurOtxX1ag8M4UcwCDkQmTDbPBNg0O+LUI8tnv3l1NvGdvvfSNB2+ZSx/ZVdngtLIc80xJEbVRWmVJqaGd5OIGJM9XSAhWqz99fH5U26wWYOIbF+wDTxQMVhTFf/sF9AUrqiFP/BASLMHcWSRdSGLu0CmUGry2eQVXoxbRh+3e4b9yu0wzXKXyKby6p/ZmRjw4Vx/MdTIs8+dsvp1VmSio/jusxyd54qNfKF0ysr2hvQVRza7VX7hLyk86M33atxFOB4qW2NFwCNDUm/ksBPcQH+czp/XDr0S9c6o1xP7MF6uX6n92U3U0/QQ/+VXYkV57xVvHdIgLBdJYMpMVHG3gSlR9NkJRdGHnCuL9mK7XWdLkZocPIWt0M9WFmGVEA7dEZ2fLTF/eaKKLh9JTxP5G//DxOmH+ZBQ2LHrvZb0EhN8Tw5ugo6KvWONuozStXb/bHlo5chnx3kNlamwQXgaBXRPZ5nsPuUZORzY9IVS7G2zdQojfDalFPVcUSlL/b8UmNXWDx7XMTnSKYLfOwJ+1ZC8SdRzN1+d3emMmSJmV8a2lftCYW7Sv7Rt/9qZzjABJDOR2MmkGHoqvNmmhEOjz9VdX/+LF/VLloMkUa4wUzGulq+GDndLorjn2U1R2mi24c8TgS9hBNt3nyuF0NPJEeeiLvHh1resb6v4V2oNj9RC8BR4XbFXAmxl+KYduz3ohBPM/yf9LyMAHzzb8BG6AcIzCBgtN00kS6vIjvbG39wNw80uVSOQpVO0I0jAbJqNTmw5vP+hXJDnbnvDDvZIi/qE9WvlCOomKqwGTnVkBF5F1Vt6Kky32zQVyaiNpZiF694LkqfnODkC//N9CO/um0Bcw2DktRjh+Y23cfZfqdh6fpukgSvHRAgx/I6Hkr3ja4xLSAgiZst/UouRzYWXePY+PQ+lBExcp7ue6AD0m8qhkZTk3AZVTiqq0FXwe4remXhdE0mJ/rQ2tHrLGExo7jXgVJ0NSkMDjkNj0j+OV55Du7xSFxtEvIwiTNd1GZ39dWZW2JSC++0XhU3zBgDIy9F1FhdhnxRxMnUjhXuxh7LQW6PuQjwWuz6UCif7cGa2Y/mDXF67bAvkidEdRtcz88386YqHPvz1vEfmWGOsoXG5sMGT+6LPOW0q4uG6dkt2yVoUeLGVHjKfFI8ub8h2toGufA99ML4T0fMjAmZNeeRcKAfudyzn7OX0G1ee9V2e5bkGQ5t4HdxrqTYjYzOhO+eTgTU/EDz7CQVwuMdSByDI0UseLwXfnK9rYTkRZTgc/QMOg69jiwlroUwLjiSJKuyhFus4iIsv8HyfiLFA4b/AQfjckJGO7/4pJ54pOnrPXuvBsIleDbFFxuCGJdiwxtXJCQInyUeCSyTC+uAslCrF4sQPYPJSv+EUoN51kGrcSPh3wJ5QeQOfLo2+mtjmhkSNkZ3dFzn0F8SHpuUPqbPchmPhOJINjSOxtRGqpaHWHRlvmTIYTDm3kVtJFgyXXOSfS2rveYjoPrnPf0D+b0HqcV61hpYaFw03fMwATB3Nd88ba1GojNJHksJFSPqLtI/hdGGe0nq8ZOp2s9voz5Xm4znznTFGup8sKsdoyseJjLv6/wP0F38qfrl8iMEfHLa2lSDaGYXuVdOq31qw+ZIt7ZH8DmHwNO6dWV/hbP/Hg6yC/baXkfbm+7o2xrQSVkE5svooKpNvdEFYMSRJLcqhkpPaYelxQ0fTbn99MhXh7lTtatzPo9AZoTkXIuplpz0fdzcyXM0yKKN0xfNKdnibHGCW5eZndsfFXes+e5bxXX0poRLs5RqvWL4o8FI1UrQFxs26YW5Z39jWBoTN6DH5kTUhNtgmaNBb1IPOAPpgFObV5ONaQM4f2myeaYLbObboT8VYVHxQjJbF2Z1W+DleaDopveYTWvgc++FQIEm7LVW8vHd0YrMdJDyYKHLBx2jYZd5mjP9eh9y0Gd1m6Hb+G0AZF1zZ9TqqCmI8YJIIZml3AkwNZFFpN65J6R5vI/p3ON7F0mz+3VUXqQBmz9w70Uy4n7usXt0pqbHw5F7Om4aenup9dRvytDgiqd7AYj55o9N/UuBxjhANl8vQMnalR9wvG3txPm2nwBQafmIRilphfF8zhZ8i8XpJAdjJ3YTxLQhnWp7vUhRsM2kgvrCMJiewj05lzjRHShwPZvCnSPsE+5mlR4HpRs4fU1v5gzSK70+5IFGLxQWHIfKLvVWOtmT3UcEiAWMcxJmytWgVRuKLwzRdDms/SRHsRd42xz0rd8Ml2qMWE8qDaJYtn1BDCAbv1xOw6sZBUevyOmb9B3gxvqAf6MTc/8NW0wX5DSHulE5+Zc8aSWWNuyhGJL1De0NVyEoIAyrhuFHa7Zt5XDDvo+HgTleWNtxCBx7wzu4ipl/kjPZNNf/OsykavwapICSg9Igun86TNa+gsoQsKy7lwRFOeeYpsauxyRJ+qLLqRopn6op+svLfgLyjPKYdMj3ZTqUtRd8hVc5xNJQXdtzva5jlzTEgOyBdytC/xS7O5QM3+sf6xfGNzz12Tl+1rAOAPEmi0eEqMSJCrwBVu+Lon22p7gs7LhHl2KfcAXFmWymObjbKteo8nb1gtOk/B7NUdwHxUxeQ/zUDbrhJyVebdfeas/Rkfw5nqqBaVH6+24n7vaVlYiwjPzRchjJGXXX/tCCGGpZZHfHl5nvHEG7OtCnUbc3Vi3mTEtB/YAJeeTRlDAT88QDs/fZg6YGeRQYA/Vg7X90KL5pAAr5UkOwv0w1vO+JaXiS8Mf70CEF5mnjgeusrB/20jxyMxhnL3+9QcAyHo3DRYMutth+zgBpuPUU/dBtroNkOWpEQ6yHA0/eNwKj0XPzTR9s2DrlGsS5Vwg0XwvfXXZRznfUjNhwENlGP3VKeIHDSAWvQSHBjIAOmaxpSSa48wy9aOOcEqtXjw8CLTrHab3pC52tllqK28EYUtPKiJgGtRR7Ie1P3FMnzt9RgCIX0G8fmhh6+Ng5rk6tYg2eS7wDWsH6M4vShw2l529ED9GfL2AUyXupUCePIm+8iDYcHWmF6y7NkcuMGzrhUT9CQKKzzWnb929PUC3Mlli5m4yEI9TYY3JHsDnQ8NLOpFVldlB35L6sArgx1F7xMceZvU2sjZqwtr5YefbFsOKwpufcRqBJkg+1LwivgwVdOujXwmuCdNH1aTg9xxP4Xdw2kPvu6FdR+3ljpkfV9w7BnubGt2JWwVBBK06XjRMEEKzabauTq8JUg4dKDXlVHUlf7mwOUUJFmsS+0YqiUtukIY5qKRSXZHFZ2uJu/5gf7NHIn2spYFOHcxeDQ8Obnea70Lnx1+yv9cf1uo7ttMIjg9/Qb6MnfvSKtoK1qizbomNaCFjwWuTot2LVr2Xjl6Jfjf1wjnnTYbM6cNcvSSFdZuT5mjyv7H7i24bSJSTZBqowcFQz+fg22nV7WP4bZLOagIWrWg+nU9050yLLB3GDO0GSB8C65/eJlCPj3LZs943JB+avUMZk6HSTf8M6FX1MQsHsWTwjCtIx07eZRuGQi5MNlQM8m6zsVbzB3YNE5Jcm/5ALLr9GHSQMZbcSGxgqyLE71fcrgnRvPG9rJiDQwvCpfF/2L17aim1CZkQcFrXR5x1ytlUE6Nh0aNsfzdR/hmse/b13ji/Pyw8o/R9ANN4b3Oi8/8a2j7ugsxXcnq4HDrcxZcuzF2KKLhYBB49OKAgR2ESj8O1TaUTSorPrj4zK0ZWM/oEvSyHbuiGAts1k8zd7raxPKwFMbz7nW/g765Rv730ftKKv66iIb5s0vISyeC5NzXYIZGFOBns6vT6P1n1XXkAGqTRuO8Vk6P+8TsIIv+8cyaGd0dtsjRB0+7Mj4le4uWHFvByb/IBiDRBGWjYF+lX66J3FneeA0v1z83v3RRVUgEAimG/r6ZZefaWuIzcYBeLWh0w9YQL8grtiStS9Mdrw+OFs91bKIRhsk43vzwqJMEPaz5xzzgEAZni2pUq/NDDyGMAhX9u1rzA2f7PZwBYrtl1/7m/E4HXOjT+JfIW1e1JE/NoiMN3r0N+YQK5OIG02PCpEfV0Kjss0pukKM5th6tskokfTmH+l+5dGRxrAZkXRjGvTSEuhi8lguLFZvmSyZLcuLMfJxUEyxKAurUU5Dj8ZyuWFHPEDYQ4ywvmXmRk93knyMuwJifhcB0ZUIuPRKijqOViHT15tTDLSDB9j/tqp53fkwrex1xfyjD17sxsXPO1QMJB6Uk7XpLMNTEdXrUc9d+IQYEEZl9GnOAiAhaea1+/H5Adc7HUYUNXQu57K4gshMtBg9EWNW0GBTlw2jk4gpHyY05N4EuHRUbS5zIYMBZuUaB+k03iHNnesXJxjI5ls4KPTqVvFzsLpAATYjoFMiH1I9UwYXkcxnW5gtuHNdExh+/GUjdo2aPMntjHi4GgxBKuu4ijlDq8opcFQOBGrZ+LnyhkPM/HbIm3M8Dc1SvNgdONvpDXvg4PD3iFeBe1osYdtmsOI9av+tw17eL922Cq3xmh1l5u1/CXd1f6B4t6VegrRKPY6R3fcN9zhUJIgO+7sjgv3NhrO9bYu0YDpu6SkN0COFaVfELMKxtLiSQhFXmEbBXvRjq2DeRJ1/yLXqsiAEchH0xKUTTayQ+eBnbvu7BZJSEo6J/AiCFvVW3fB+LqSCQ7d1yyEjXMj0l1lujffJ6UeR0s5JrYA26MpyCKkL9+f6Z1oZ5oNvhEwrltTGrllLOwPkWKfbMUe/v/7bCrgpSkzay1gKO9ztXVO/5Dt0rZHQpi2atAt9hDZmO2p3mzJ+qiF7sRmvW0QTOF2tWdEaHBddVn9gfxqBhemaUtELpeOX7KsVm+EJ14RkZcp3f728v/OaoadtmrPG/1W8En4d+hCwcDA3GmnyOSLYBOlcrPFLcJKb+pt83Am/G5qxEz3XHztfuMgdl/pFUVn71EW7EhdCfVogbRB24I3gP3+tUVy6IgP1GPQKIY3lJv7tb6iqiZvB7MYruep3GzCBl9Oh4ytpCdM5xyoSEVnYhDEHhf/Y6lMGaosuvJSOVBWFhZtXJqz4B42QvRdGSTk1oUCTQvOfskf1bye2IvP2qAI+VUawPV4Z2U638/0XHiSUp+V/yfcPxksxs8EIclmRaRmjW3F655g00PacZstjlx6FQ3umwMVXmpFd9XxSnOaHzA05DxhZlNcuaOeKMPfQq9BONYuvPzAjNMPt/fT5c0WpaXvgNuDIUJYSmTtjuIVDORT/82+I8Igt8mNvl7f3OcPLySUlT55H70TCa5M1cj93GKvjVgKWwi5o6HTmzuxSULlU7jNCycyDgWpeDa/mN7ldyWIDBQRBkWoxJBozbZU+8d6qFcO+vmy+Gavbyqws93+59lOq6rqw2rD7gTFiZjgK8ph9OEDWLTYF5j4O2qdkP25OSBw5+rfv2I3wieUWImU5d9r4Nc2FF48nHsafvFKoibZvPxOY+ZwiJ3j5BkCZO64bFJURlWSmt/ZRc4vVCRCGgeG9L2xfjQm8KVW8MYZ+6Ccb3QJqgi2hGK5WmdxtU2p1uH48GL03PeJa+GB/8jy/n5FcdhHPqR8g2J+8XivI0/+/YQt5KsZrraxDHNVpfkj5k9ph9kSwO8yH2dQdSjzKA1t67L6kH2dRpu1Am9KjjxgTsR2C0vmtlsKbPcoR3hebdkHNh1KYkGXbpkyIgq8rcTtJKwBi/eBANJzdGVQHOCzo4ewmv2bjQLXrTpHMdWj6SjdheZkjxTMFS3kkhR3c2pQ+w9UIkFhQZsDb13o/ooySgcxQika28OnScsUeMaMfufVEHR1QoeHqUTGoLCEA1MFR6mN7s8slFvH/un2Xte03oJ5o01//iGEm3lomjL2FAmL4oNYeaew/OTaGr1Ogpamp1NBIoOi58+uXHh0Y+hmn3FZ2cDWSFZYg2j+PEMIHhXYEmLKze7eiD4TBcX+G8bwTPit15F1cbAf0rj4LrlWwcdtYIxZmRaHb2kI8LqUnHo9KhSu0RvFRToxvJCKkwBl6dfWGF1fIqCLa7ZY9Xb7ZwaVUIq3X+QTOBTTke0/zUPSPHxZV7bKjqDGMHAvCNwarlZLJgV4H389z357IjwdeAwrZwQcCvXDEN03BApMGtb8fIdpCMTVecYnG55CZnC3kIDfEvGPMwdDRXc12LhaXq2TT/mcULezunpBgKtOTRw1NEjNhNOmCIv5Vb0CPPkUI0Oc3aJZNCPU08XV99I7y8W+yBWGPLXbGFcrepFUgcGWlU03Ezdi8sukODnWDyghIzata5lHimavv6sVzySM2297hM6b2NZyfVWbhFyhmF7ptVvM71MEYfoRUCcGLc0l+gH3UZwK+Hyg/hZkKh34WisYOd/5iesqC9sX5JPx1xapDnuer77p9SStBHrFJiCcGAGJA9qMrmLEcvja3iMmqUe0F7UE+EgM+lDPCwf7YHfZfMceSTZ9Cz0Ik/TmASgod9zCRY36RDEdyJOoKjJ4qveByRDSv6cYXlPiXcWPttz3L2BOGC+wFY7wVAzhp1CRWZABC1dfEHFsKgctPWVy7iNoVmBrcZk2o+0ejqzDq/NVKxS4lxkY9Kdk+mYlhJlZKzB0FH7wNwRMyYOPNYhbene9VFP3AIPlha1WQz7uk+KqKS5cuwwxPtO7nZm1pR2ke1Sx2I7QG17K2cKyT76bnFH183yroUtZ1dbrMX8TBUCRDeQMnHpeYFvtwye6q8M47YgD/22svWLUZzHjmBE9uc6vsyHOC/CVT4//77f/A1BLBwhH9b8Fp5wCAKGlAgBQSwMEFAAIAAgAvXEiRAAAAAAAAAAAAAAAABYAAABnZW9nZWJyYV90aHVtYm5haWwucG5nAcoHNfiJUE5HDQoaCgAAAA1JSERSAAAAyAAAAFkIBgAAAHtia3gAAAeRSURBVHja7Z19TBNnHMf7R/+DZYk27s+RkiXzZZhgMkrTKIlQExNmwjKzhShki8riS4hjShAmU9gIvowl/mHZxIJmJosujDBxQ2GJ/rMV0YlCUSZDXqVs8lbZ5OW3ex56512vRSiVtL3vJ/nl7rl77jl6z/PJ3Y/e9XQEAPCLDocAAAgCAAQBAIIAAEEAgCAgiEy73TxACAkyOuGmkYnx+e1o57pFrZ8vcUfeD1pbiz64S/h3DNntPECICMI6P+v8F7TrfLFUFgeEfN7fYJHXFaeusSeK9fJtjv9yTrUPOZbSjxTLvcvey5O/+lixH3l7/j6LOO/d9nw+k7i/YNKke959TrOZx4vqzactECRBMs4epkx7IS+bSjJ9DirHX/cUg8a7rM96Wyob897xKwibX3X4vaAJYti/UVou/9u99+3rc3m3PZ/PJO4vEGw2GxUWFlL9L1d4+X5ysmJQOy0WaomN5SEf8JMul9/BLy6TT8X6IEiXWOP/PuWxGOKL0pfkMmcpL3eC/Zmqqqpo+/bt1HLnFi/fNhhUgvQVllDv4S8VArQYjSpB3A6HYtlNvV5VHyBJDyuuXK4l+9kz5HrcO0cOMsRjobTGx+MAQ5DIpEnXJMtBnDwC2TaYdSEIWHLUOch9xcB1WpxC/tHCQxLG4lTUYVNf85OuSb9CyKe+6kEQEBKwHIQx8uRvTw5yWyVIf3E/9RX1+RWkzdTmU5AWY4ssP3ErtrmpvymV5fUgCAgpfq77icbHRoQcpM9vHbd7mkcwaY1vRQ6C4RcZ2IUE3R5Akg4gSMTlIFLnyZJns5Cgm2VJurhOt8AEW6fhhByChCmVlZW0YcMGuvNHMy8ne5J0cTBbhHzD+KaDhy9BxHmXj0TbWyQ2dWk0IYcgYZyDWK0pNDTYz8sGT5IuF+Td418LUTanIEZZou3wJOTiOr0nIWdlo0YTcggSaZ1ne9595mozj0CJ90rI5W1DEBBWOUhybbJiEFt+tFDshVge3gOcTV0Ts/dYiVNfg19e33s7CAJCGvY9CMtBxHuxDJUGlSDFzcVU1FwkbaP/Ri/VMV6YvcdKnMoFcQw6FMt8bQdBQOjnICkpL/gexM1DumS6FNg9VoFuB0FASGO323kACKL5HETqPNlt7GazmQeAIJpD/T1IskIQi0VI0mNjeYi4PA8/iXV0Xg9NsTILtq2v9QCChFcOovgexKASpLhYSNKLnifpRs/DT96CODwPTJlMJggCQQAGPgQBAIKAwM8QOItAkIgc+OLATkxMVJRnZmYUdVjExMTwZdHR0X7rFBQUSMvYdya+6sjzGnHf8vYgCAgpQVgkJCSoBrD32SE1NVUqT05O+qwzMDBATqeToqKiqL293ee+xKirq+Pr2L5xBnnJjE6N0sjUiHLHTXBzqbFarTgIoSaIa9JFWV1ZtKtrl0IMuSBsHsK8fGpqanAQQk0QY4uRMjozKLMzUyWIw+2AIEvI1NQUDkIoXmKNT4/zwKUVgCBerExfSYlHEqmwrzCgqH5SjV4CkStIZnYm9Qz34EgDCAIABAEAggAAIAgAEAQACAIABAEAgngoKJh93Rj7KUz2s/4avdsaQBDfDAw8I6dzgqKimqm9fQI9BSCIHKv1PnoHQBB/1NQM8+ndu5N04sS36CkAQeRMTc0mHVu35tPy5Sa6ceNP9BaAIL5YtWoHmc25tHlzMY2N/YdeAxBEzqZNn1NVVYdwqfWbIMuHdPJkI3oOQBCR0tIrlJFxjhobR3mkpZUJSXyOcDYZQw8CCNLVNUzr1n3C5Sgvd9HBgz3U0/OYcnNzqboaD1QBjQvCiIvbQ/n5vVRfP6pYfvXqVcrJyaHu7m70JtCuIOxs4Y+JiQkqKSmhU6dOqX4TCgBNCFJWVib9pL8/2traKDs7W/oFcwA0I8j169eptrZ2XnXZm5bYC2eQxAPNCMIGu/z9Fy+CnW2QxAPNCMLIz89f8DZI4oFmBJkrUZ8LJPFAE4LMJ1FHEg80K8hCEnUk8UBzgjzIy6NPTSZ6tGcPPdq3j0YuX5bWNel0PPiZIjFRUfb1OCKSeBBxgvQVFdGB9HQabWzkMXDsGD3avZumnz6VhGDRlpCgKCOJB5oQxH3rFu1NSpIEYfHPpUvUuW0bzSwi+UYSDyJCEMZnwuVTp3BZJJdkqLKS+o4eDai9mO887/ariKZ7rfdo7da1dLHhIkYGCE9BfhDOFt8LCbZcEBbdwmXSs/7+BbeXesXzbj+bjs60naHS26W0MW8jrd+xngaHBzFCIEh48aD2V0p54y2VIKPXrvEcZTHsvbGXGnsbeZT/Xk6rP1hNB04foNLS07j0giDhQVpaPr0WFUf7LRZV5Fit/N+3gUbSziSy7LAo4pXXDRT9auqCbnMBEAQACAIABAEAQBAAIEgEc+jQIX57TENDg7oTdTpFyJfLGRwcVNQXWbFihaJtcZ1Oh+GBIxAGdHR0UEVFBen1etXg37Jli0oQcdmaNWsUMixbtozP19fXS8tY22zeZrNJ7bH1Dx8+VIkEQUDY09zcjIMAQQCAIABAEAAgCAAQBAAIAgAEAQBAEAAgCAAQBAAIAsDS8z+cA/EH8QBvxAAAAABJRU5ErkJgglBLBwj+TS0+zwcAAMoHAABQSwMEFAAIAAgAvXEiRAAAAAAAAAAAAAAAABYAAABnZW9nZWJyYV9qYXZhc2NyaXB0LmpzSyvNSy7JzM9TSE9P8s/zzMss0dBUqK7lAgBQSwcIRczeXRoAAAAYAAAAUEsDBBQACAAIAL1xIkQAAAAAAAAAAAAAAAAMAAAAZ2VvZ2VicmEueG1s3VxZcttGGn5OTtHFh5Q9DqVesSRSpix5iRI5USRPKjMvKRBoUrBAgAZALakcYOYU8zJV85rtBDlADpGTzN/dAAmQIEWIlMxx2SK2Rv/9f//afze599frYYQuZZqFSbzfITu4g2TsJ0EYD/Y747zfdTp//ezDvYFMBrKXeqifpEMv3+9w1TIM4BWLBwQ7ftdyfbfLLS/oOrgvu9SjPrP6xPYc3kHoOgs/iZOvvKHMRp4vz/xzOfSOE9/LNeHzPB99srt7dXW1U5LaSdLB7mDQ27nOgg6CYcbZfqc4+QS6q710xXRzijHZ/e7Vsem+G8ZZ7sW+7CDFwjj87MMP9q7COEiu0FUY5OcweuoAH+cyHJwDU7agHbSrWo0AkZH08/BSZvBu5VIznQ9HHd3Mi9XzD8wZiib8dFAQXoaBTPc7eIdaji06KElDGedFA1IQ2i272LsM5ZXpS51pMgBcniRRz1PdoB9/RBRTjD5WB2IOFA6WZR5hcw8zc6DmwM1BmDbcvM5NU27acNOGsw66DLOwF8n9Tt+LMsAtjPspyGxyneU3kdTjKW5MWSYfA09Z+AM0ZhhANUDDfYw/Vn8W/HH1YLfOJKlQzdNxS6IlSUJtZ3WadC1O2YRPzudpUrGAT2sJUcP4SoyKCrZASv/Xf3MU2TI2Zyma6/UIWvxBWNzbLW1lrzAPlJ2rtoX65HKYKYNhLhKu0nuCBBiHZYOaC0RcONgUgTkgIhAXcEkcZKmjjZgNDzhiyEGqHWFIW4dw4IPbujMLCehM3bXBKBEBQhwJhog2Ko7AlJA2TDBSyqCFEEjAS4o8oaoLZiFuwRVzEIcxKpu0CTRk8CJcA3mKGEFMvUxsRC1kqf4IV7ZuOWro0CVFFkYWUR2CWYNJG3OG9g5iihurgCuMR+O8BpE/DMrTPBlNZAGtwSFNfZ1xUDVX+MFe5PVkBOHhTEkSoUsvUvakCfWTOEeFECk29wapNzoP/exM5jm8laE33qV37OXy+gW0zkrauq2fxNlJmuSHSTQexhlCfhLhyZiTiFTO6WTUcMEqD3j1gag8sCrndiPdBJ6gcSaBfpJmZXMvCI5Ui6lrACS/jqObg1R6F6MkrLOxt6sjzZ4c+1EYhF78LSiroqJwQdPAo/xVGXiEzcuRJGlwdpOBCqPrf8g0ASCZtWNhAi7f5YI4FKR6Y54wLnYEZUJwQYkjGLVhbL6njI+KHdvGrsUd7hIIa456a8Ez15CWlxMReddyyu0gVaZduTjKDpJoeksDcOiN8nGqkwZwOqni6mk8iKRWEm3aEJH9i15yfWZMnJm+Xt+M4KpQld5AA49SNUYImIPi2DNH3UYNbdIK6zZYt5ioWxhMnhOX6hb62DNH3Qr01wytYJWVbBJckgkz7dJwpzCc0l0p7VfxfRyH+XF5kYf+xZRV9cJX42FPTnVINXgWmmzEpFl1MuReySjeICHJ8u+KFE+d/71y/vpc5p5KVZQ6uY5tC/ikruMYhZ5R5b0LmcYyKiwHVGacjDPjCCpGFUg/HMKleVAyrJTib8CTuRvIQSqL9l6k0z4jFv2UVG1ierva1Ys0GR7Fl69B42YGsLdbjnIv89NwpDQb9SDaXMip7gLvHgSroPqeMnVA01dBCQDNFdrgBMb5eZLqxA58FxyVhUdyCBkdyrUSazuYSO5Q54dKRCjpvQH3OYmw5nkFKHjeqNFa971odK4lU3AdeTcyreGgO3yVBLPoAPiaBfAlI9WB0piRlEbZzJDhZAQdarOtuUMAPEPXhYLcFMcfKhqlmVWmbIjy6t0ZSYH6GJzmEIvHQ5mG/gSTWGMGb47L90tyi3HUFwtghJS2cA1TGMmKMLKCcKSSeDQMY93N0LvWzsLrZRCicpjGgPrG02mMGVrp4rEav4ZRuAWQlFN11g+vK1oIihX+AIbk1fiZ+qgc4ucFzBKMo8oLl6lPPg+DQMYTU1lJ6niB1MGFqzc1+/IamoTxrPz8ZDj04gDFOqM76nem6YUHgfoRRn/+6z8ofoz+/Od/0aMYfRTlnyLyGAAjSrzIo5OhJuO8fO3EkCk6v1VNThaqSQtLasMVmeFKXdGSKdRFZBFj37Rj7JtZxsj9MnZSyMdwgg0X38xxcdqOi9OHFg9tEA+riIcuEs9ZO8bOHlg8p03iOZvj4nU7Ll5vWjzLouDT9yIK0sJ5d/m9hME6ZM/eC8jcTUNWt5VvAZcknbGXZ8ZQns5ZyHi5hVyazkqAx/MCqCflK0gA3x3/KYZduwARFxhO+7pDalDJojMzhfC9NJcZZPVFqpPD9YmSA4Lor+Cc1drrUQqUlGoUSLzsFE3RE/Qa/QWN4Tju1NV69xZ9f7kBuNdS+Hdk5wfvmu/NGLpVYsbuxdCPQdNnzPzQmPmzOTPvLTdzZTQTcHvbYuSiwM8p4OsSto6Vy7dxzcbD4SgK/TBvjfJTg/LhHMp+C5T9bUG5W8LcLWey1sOjrAtizcr81CR38zr9x8/L4dZFkAmc0HomueM7gnDXZZxiwbiD3Yb5dF0k0wmon8RBaByEKngWrRPIr/+NmqfdesLdKDkqloru634/k7n2wbSQk2iU7Fz9riI0fsvcOPWn3og5ZdEpSq5OZT+S11o8c0WkFiazMP/otzCZ/raYDC4txi49E3Uewmbms4zns1lGywzj+buOtPeYFs+j9aJA6/COaL3YHrQ2XX283R2/MCb83Ljjl/Pu+JdW7viX+bm2EI4Af0zAGzNhUb62P3478ce6/uHpy6UyAtp3989d5hZuYbv9c+MM8XCRh75sNUO83BYfXRqISW8efIZ4uFwEp0nu5Qvyykcn4JqIgx///pOxtflE84vlMql7rS+2x2ttfBa5AqrPVkb1qA2qR9uD6gNEzuNK5LwEIE9bRs7j7UFr4+t2c2C9KsA6uiNYr7YHrHuuVTblGV8Yez02VvpqPs/4tVWe8et8nuEQmO0RLoilPpm4Nc+ob4dpSDRGrRONQkpqUniHRIPbRWGJNorxHWYa89bw9HtS2EOajOPg0R8/P24ygbrY1EszciM7tkVthwoOkuPULvfmrDW4g9nB/bLC4A7mB2eSVyyYhS3mEGeyJWedwR1OBgdx6/efUBcBLPCpB33bIA+bBulQzDC3ucOZzRi/g3hrFHtJEknIgEqaySzFaYLedpfC4nLJcl82NRLLNq5LNGfjpaurruzrQaYyQAbKVryPNsf7Yg/RlndSFrVWZb6nhn8H7t9umvumiVhr7hlvx73acBXfhf3sfoS/FvPW8hA/x7x8O9ZLHss5n1mgKpzMFi3VrLNQ496S5LBVU8IlkH3+fkHmPABkR9sH2XoLgvaGQKsn0ydJdDNI4parKCN4q9hGE3xf7Nby9QmDlOJ7ctuc2NCcREHd28Lkky5PPlvv7NBRAtAWZL3C0WJNzORAXU0GEjTpYttNKBtdHS3nsd3ly3bi7ksQWl8ipddHcS7TTOr9v/O7mi+kHKlN61/Hr1MvztTX4erRcHWY/a2BGc/Y7C0rPf9fMHtbA/N0FXoSUZYv9m8b0HVffFYAXffFLxfV2OVyLzsrNrklQittY7VNWNsmsfkJdy6vc7XIrufcH70dJ/mnL3//6Yk5Q0/09PsJMpfTu4eVu/t6pm7Om+boikJnhtzKsmyuPWX12lNSv5ypTL2dVqbWWRJrqTH6u2+ZTMP+9Hti5qtOVqcUd9G0so5ighyh3BWUuA5lxBVc6xvfEZi7xOIWpswh1KlmU6vP2rzZWVsFh/XqFevN2h3WbuYGtpGFwYJ5e9t9Ng0Lu78t904zBdff5gt3zGYcY9uyXC4wyHxlhJs13lt5m02r+urm66e8nD00FthW90mk7pMaPU8Ln0PW9jmbqXe39CKzS6zHjUbU1V8CVbuk6Irgshq4p1WHf7B5hw/k7sPhT116o8dfTVR3Lbpu1OFj1+EWdTC3GHMYLRw+tzGjmNkEM0IcsdDhN4tY1ER8cLuIn64lYvEQMX0q8fbbXDZgjevFdGpzob5PS21By5jOHfhHMCEEC5vYLUVs1UR8sihtay9Ma8PC9BrtdVaaK1nouxMgpF82dpSYXLfY9QQCdJlNHcY5tV1VkWklP2exF35kbBTc7uM15Ojcs99dPSt5V5k0wZYLbtXGnDLMxCSVFkRYlqM/VfBcJZWeqWlvW3n2Tt9kY7M7xjZb04YRDqaIjELflF76IbxvknPsYOYTEVjCJxbgQbGPMfao+rUB6rvu7hASyfDCS9+M4503o4EZRhgfeP7FQK9fz09jpkoQ659D0HBrQ/t8YYty1fnLhkR9jc185B6kipukuqrafvleqK3YuNo2O2i7eQ7SXBO5j8TZfgeVkvZJ1RrOfcZjE0u5bM6IEA4RtvoJshvjxy3HoY6NhRBuyyjrNguxKcJuKn9y7yV/apDiQ8oFE4thyF5dLqglSsFgSH+oII5DKLNbT1Jqonl+ncs09iJT1EH76Gw8REkfJaNRkoW5RKEqhIbAp26QFRJZRSDrFI8JNr8WpNK7DcHZLVdFycyOzBVqtfVp3Q2qBEgALAgVYjdeMAjT1fFpURy5B11bmOB1b0vwiA0KaFmMY5haYReLMipYQhDm2JYF0y6XsIUZ3m71133Udflrk5/9D1BLBwg2aiPshw0AAApTAABQSwECFAAUAAgACAC9cSJER/W/BaecAgChpQIAMAAAAAAAAAAAAAAAAAAAAAAAMDgwM2MxNWQ2NWMxNjI1NTIwYzAwMGEyODI5ODJjOTkvbWFsbGlrYXJqdW4uanBnUEsBAhQAFAAIAAgAvXEiRP5NLT7PBwAAygcAABYAAAAAAAAAAAAAAAAABZ0CAGdlb2dlYnJhX3RodW1ibmFpbC5wbmdQSwECFAAUAAgACAC9cSJERczeXRoAAAAYAAAAFgAAAAAAAAAAAAAAAAAYpQIAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc1BLAQIUABQACAAIAL1xIkQ2aiPshw0AAApTAAAMAAAAAAAAAAAAAAAAAHalAgBnZW9nZWJyYS54bWxQSwUGAAAAAAQABAAgAQAAN7MCAAAA" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" />
 * Estimated Time: 40 minutes
 * Materials/ Resources needed: Laptop, geogebra file, projector and a pointer.
 * Prerequisites/Instructions, if any:
 * 1) Basics of triangles should have been taught.
 * Multimedia resources: Laptop
 * Website interactives/ links/ Geogebra Applets:


 * Process (How to do the activity):
 * 1) The teacher can move the 'explain slider' to show how the sum of opposite interior angles equals to external angle.
 * Developmental Questions (What discussion questions):
 * 1) Identify the interior angles of this triangle.
 * 2) What are exterior angles ?
 * 3) Name the exterior angle from the figure.
 * 4) Name its two opposite interior angles.
 * 5) What is the measure of the marked exterior angle?
 * 6) What is the sum of two opposite interior angles?
 * 7) What can you infer ?
 * Evaluation :
 * 1) Reason out as to why external angle is equal to sum of opposite interior angles of a triangle.
 * Question Corner:
 * 1) Try to prove external angle theorem using linear pair concept and angle sum property of a triangle

Learning objectives

 * 1) Triangles are classified into different types depending on their measures of sides and angles.
 * 2) Based on sides they can be scalene if all sides are of different lengths, isosceles if two sides are equal and equilateral if all 3 sides are of same length.
 * 3) Based on angles, the triangles are classified as Acute angled triangle if all of its angles are acute angled, Obtuse angled if any one of its angles is obtuse, right angled if one of its angles is 90 degrees and as equiangular if all its 3 angles are equal to 60 degrees.
 * 4) An equilateral triangle is equiangular as well.

Notes for teachers
[These are short notes that the teacher wants to share about the concept, any locally relevant information, specific instructions on what kind of methodology used and common misconceptions/mistakes.]

Activity No # 1. Types of triangles

 * Estimated Time: 40 minutes.
 * Materials/ Resources needed:Laptop, geogebra file, projector and a pointer.
 * Prerequisites/Instructions, if any:
 * 1) Basic knowledge about plane figures, types of angles and triangles should have been covered.
 * Multimedia resources:Laptop
 * Website interactives/ links/ Geogebra Applets:
 * Process (How to do the activity):
 * 1) Begin a discussion like : “ All triangles have ....”.
 * 2) Show them different triangles by moving the vertices.
 * 3) Let  students  discuss what they noticed about these different triangles (e.g. different side lengths).
 * 4) The teacher will lead the discussion with the questions: “What did you notice about the length of the sides?”, “Do they all have the same length?”
 * 5) Through this discussion help the students develop vocabulary and definitions for the following: equilateral triangle, isosceles triangle, and scalene triangle.
 * Developmental Questions (What discussion questions):
 * 1) What did you notice about the sides of the triangles ?
 * 2) How many different side lengths can a triangle have? (hint: all 3 sides equal or 2 sides equal all different )
 * 3) What type of a triangle is this ? Why ?
 * Evaluation (Questions for assessment of the child):
 * 1) Identify the different types of triangles from the following images:


 * Question Corner:
 * 1) What does the term side of a triangle mean ?
 * 2) If it is an equilateral triangle, then it has ___ sides that are of the same length.
 * 3) If it is an isosceles triangle, then it has ___ sides that are of the same length.
 * 4) If it is a scalene triangle, then it has ___ sides that are of the same length
 * 5) Can a scalene triangle also be a right-angled triangle ? If yes can you draw one ?

Learning objectives

 * 1) If two sides of a triangle are congruent, then the angles opposite the sides are congruent. This is called isosceles triangle theorem.
 * 2) Conversely if two angles of a triangle are congruent then the sides opposite the congruent angles are congruent.
 * 3) An equilateral triangle is also equiangular.
 * 4) The pythogoras theorem which states that the square of the hypotenuse of a right angled triangle is equal to the sum of the squares of the other two sides.
 * 5) Thales theorem states that a line drawn parallel to any side of the triangle divides the other two sides proportionally.

Notes for teachers

 * 1) The GeoGebra file below verifies the Thales theorem


 * 1) Discovered by Pythagoras, a Greek mathematician and philosopher who lived between approximately 569 BC and 500 BC. Pythagoras' Theorem states that: In any right-angled triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides. That is:

Pythagoras' Theorem in Three Dimensions A three-dimensional object can be described by three measurements - length, width and height. We can use Pythagoras' Theorem to find the length of the longest straw that will fit inside the box or cylinder.

Activity No # 1. Thales theorem
<ggb_applet width="1282" height="601" version="4.0" ggbBase64="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" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" />
 * Estimated Time:40 minutes
 * Materials/ Resources needed:Laptop, geogebra file, projector and a pointer.
 * Prerequisites/Instructions, if any:
 * 1) The students should have knowledge about a triangle and its elements.
 * 2) They should parallel lines.
 * 3) They should have knowledge about ratio and proportionality.
 * 4) They should know the angle relationships when a transversal cuts parallel lines.
 * Multimedia resources:Laptop
 * Website interactives/ links/ Geogebra Applets:
 * Process (How to do the activity):
 * 1) The teacher can reiterate a triangle and its elements.
 * 2) Show them the geogebra file and explain the thales theorm or the basic proportionality theorm which states that a line segment drawn parallel to one side of a triangle divides the other two sides proportionally.
 * 3) She can prove the theorm for different measurements by moving the vertices of the triangle and also by moving D, to change the position of parallel line.
 * 4) Also she can use the same file to explain the converse theorm which states that a line segment that divides any two sides of a triangle proportionally is parallel to the third side.
 * 5) While proving converse theorm, she can show that since the corresponding angles <ADE = <ABC and <AED = <ACB, the line DE that divides AB and AC proportionally is infact parallel to BC.
 * Developmental Questions (What discussion questions);
 * 1) Name the sides of the triangle.
 * 2) What is a parallel line ?
 * 3) What does the basic proportonality theorm state ?
 * 4) Name the parallel line from file ?
 * 5) DE is parallel to which side of the triangle ?
 * 6) What are the lengths of AD and DB ?
 * 7) What are the measures of AE and EC ?
 * 8) What is the ratio AD/DB ? and that of AE/EC ?
 * 9) Are the two proportioanal ?
 * 10) What are the areas of triangles ADE and ABC ?
 * 11) What is their ratio ?
 * 12) Is AD/DB = AE/EC = (area ADE)/(area ABC).
 * 13) Recall thales theorm.

Part B:
 * 1) What does the converse of thales theorm state ?
 * 2) Name the line that divides the two sides AB and AC sides of the triangle proportionally.
 * 3) How can we prove that DE is parallel to BC ?
 * 4) Recall transversal and parallel lines concepts /
 * 5) Identify the transversal ?
 * 6) Identify the corresponding angles.
 * 7) What are the measures of corresponding angles ?
 * 8) Are <ADE and <ABc equal ?
 * 9) Also are <AED = <ACB ?
 * 10) What does equality of correspondng angles indicate ?
 * 11) What is your inference ?
 * Evaluation (Questions for assessment of the child):
 * 1) Recall the basic proportionality theorm and its converse.
 * Question Corner:
 * 1) Formulate any three of your own questions which can be solved using the above theorems.

Activity No # 2. Pythogoras theorem

 * Estimated Time:
 * Materials/ Resources needed:
 * Prerequisites/Instructions, if any:
 * Multimedia resources:
 * Website interactives/ links/ Geogebra Applets:
 * Process (How to do the activity):
 * Developmental Questions (What discussion questions):
 * Evaluation (Questions for assessment of the child):
 * Question Corner:

Activity No # 3. Isosceles triangle theorem

 * Estimated Time:
 * Materials/ Resources needed:
 * Prerequisites/Instructions, if any:
 * Multimedia resources:
 * Website interactives/ links/ Geogebra Applets:
 * Process (How to do the activity):
 * Developmental Questions (What discussion questions):
 * Evaluation (Questions for assessment of the child):
 * Question Corner:

= Hints for difficult problems =

= Project Ideas =

= Math Fun =

Usage

Create a new page and type to use this template