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4.1 stakeholder mapping.htm
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4.1 stakeholder mapping.htm
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font-family: "QHMAKJ+EuclidFlexLight";
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line-height: 1.969253em;
}
@font-face {
font-family:"REKGPG+EuclidFlexBold";
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font-family: "REKGPG+EuclidFlexBold";
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VyIDMjm1gAAAADgIIlCjdXE+9xo0F+JCfi4kGN02JiapJMkZ8px/a/iVa2uAQAAgPskCjJGYcYo0JiafJMkZ9Qm+3HSWanx0rjV9YkHmtsIAAAAgDvRtJY+Nxq3K91doJEkyW13bUWt7hkrUS8s6oY1txUAAAAA09RZLwv9l6Pw4mQiPd2ulCTJ25qqCzYofiI7BgAAAGiIffx1h6NJ1ksUXpzqhkGS5N1a3Uuqx/mt7Up17ZhB8UoE/JvbDwAAADA7rA96j1YT4/OTCbOsF5LkYbkdjOmv1VuVFPIFAADALDBc6D9bTYQv75gcT31MkuRhuSvgfz7eEGhuTwAAAEB3iD35o8Xig5j47upmQZLkkZkI/F+ONwia2xUAAACQJ1vFdpf6HzYT3816wpsqnkiS5DE4VTfmg3jDoLmFAQAAAHlQXuw9tLnUf62a2K5MT3BJkmydzRsDw8WifqMgivjGGwiK+AIAAKDVNMV2z00mtortkiRzcyszJt5IWOq/Fm8sNLc5AAAA4PgZLhVPVhPWSzsmsVMfkySZnUs7Pj+niC8AAACOldg7vzko3osJqi1HJMmumXhD4dJwoXe6uQ0CAAAAh8u42G7xUjUx/a/NBFWxXZLkTLj1hsOgeE8RXwAAABwaEXypJp2vjAbF6o6JKEmSM+Z2Ed/5XwrGAAAA4MAoL594YBx8GXc6UmyXJMmxk2xQwRgAAADcFxF8abYd/XNMMAVfSJJMKxgDAACAe2Ir+LLU/zAmlIIvJEnuw8F0MKb/T8OF/rPNrRUAAADYye7gi5ovJEneg4PtmjFRwFcwBgAAADuI1OnRpNuR4AtJkvevYAwAAACmGQdf5n8ZE0TBF5IkD8fRJBiz2H93uNA73dyGAQAAMAvsCL40+9dJkuThOhpsBWMuD5eKJ5vbMgAAALpIpELvCL4M9k4QSZLk4TqVfSoYAwAA0DUi+BL70euJn+ALSZLHa9yHlwRjAAAAOsXO4MtWCjRJkmyDk2DM1tbg4sL6oPdocxsHAABADkTRP8EXkiQzsQnGbD8nGAMAANB6yoX+I9Xk7VJM4ARfSJLM0fntjwfF2fJi76HmNg8AAIA2UF4+8+DmYvHqjkmcui8kSWbpKB6bzJjRoFgZLfRfbm75AAAAOE6qidqLo6X+hzFRuzmZuJEkyU44Kd47Wiw+iO3Gze0fAAAAR0l0UZjqeDTprkCSJLvmoA7CTLYZX4rtx810AAAAAIdJeenMw1GwLyZiU60tSZJkl929zXip/1psR26mBwAAADhIJnVfRoP++i0nZCRJstPurRdTvNRMFQAAAHAQqPtCkiR3q14MAADAAaLuC0mSvK3qxQAAANwf5cXeQzvqvjRpxyRJkntULwYAAODuKS+feGBzULwyHBTbdV9IkiT3YWxXjm3L9cdL/Q9jO3MzxQAAAMA0o0Hxiem6L9OTKpIkybtxtNgfb1EaFO/F9uZmugEAADDbbCzOP7Y56P10x4SJJEnyAJwU741tzuWlMw830w8AAIDZYtxyun9ua4Kk7gtJkjxop+rFjLc7F6/G9udmOgIAANB9RoP5FyZbjwRfSJLkYbujXsxi8UFk4jbTEgAAgG4y7nrUv1RPgAaFltMkSfJoHbe0Ho0/Ls7qogQAADrJaKH/8mhQrI4nQfN7J0UkSZJHYWxRajJxR4vFh8OF3ulmugIAAJA35UL/kanCuzen92aTJEkep8PFYtIU4Hxk7DbTFwAAgLyIondR/G5roqP2C0mSbKXjDN3RoFiJunXNVAYAACAPotjdaND/eUxoogheFMPbOdkhSZJskXWtmP4kK+ZSZPI20xoAAIB2sqfttK1HJEkyJ7dqxfTXop5dM8UBAABoF1HUTttpkiSZu00G7zgrZtD76fqg92gz3QEAADhetJ0mSZKdNLYoRWZv/XnxatS7a6Y/AAAAR08Ur9tuOz2erGx9TJIk2QUnW5QG/Z8Pl4onm2kQAADA0aDtNEmSnDVH2+2sz0UdvGZaBAAAcHhEkbrRoL9eT0LUfiFJkrPi1JtOUQdvuNB/tpkeAQAAHCzTbafryUfzSJIkOVNGrZjpdtYXew810yUAAID7Z3NQvBITDW2nSZIkdzoaFCuyYgAAwH1TXjrz8KT2y81dEw6SJMlZNzKDp7Ji1IoBAAD3xo7OR7JfSJIkb+N8/Rhbt2MLdzOdAgAAuD3xDk41iTgXE4nhoH9T7ReSJMn9ORqMOyhFI4NmagUAAJCmLr671P9wPJEYv6NDkiTJ/bu1hXtQ/ETRXgAAkGRzsXg1JgyjxfE7OCRJkrw/Y2t3bPFuplsAAGDWKRf6j0yK724uVar/QpIked+Oi/YWo+ZzRXsBAJh1JsV3tZ4mSZI8LJuivYvzv1S0FwCAGaQpvns+JgSK75IkSR6+21u+i1ebKRkAAOg6iu+SJEkeg5F1HFu/6497P40t4c30DAAAdI3y8okHtorvDoqbOyYFJEmSPBoHdb2YTUV7AQDoKIrvkiRJtsfYCh5bwsefFxcU7QUAoCPEOyzDQbGu+C5JkmTbnBTtLT4cLhVPNtM3AACQG+Piu8WFuLErvkuSJNlS6+1J20V7Ywt5M50DAAA5sLP4LkmSJFvt7qK9l8483EzrAABAmxktFC/FDbwuvmv7EUmSZD42c7fRoL8yXOg/20zvAABA2xh3P+qf33EjJ0mSZHZudbIcFK80Uz0AANAWovvRaND/+e4bOEkelcM3i3Lj9X7t+tl+ef0rxU5fLsrV5+/s8jO98qMnD87lXi/576S89oXtv3ftG9v/n43vpv/PJHloDvrlze3PL+meBABAS4hU1dGgWJ3csLdu3iR5j24FHypvfH07MBFBiumgxfLJqWDHxypPV89VrpzeGQjJx7mtj6f/P7sDQ9OvgcANyaNwtDj/y/VB79Fm+gcAAI6DqKA/vjH3m4r6JHl7JxkrETCIwMGV32gCKlOBhq3gQ/j0dABiO0jBiXcO3KzMjwM3Vz/fBGu+NT4Gwx+kjxFJ7nY06N8cDor10WD+hWYaCAAAjopx++n+5bgp16mqMmBINo7eGmdirH9nvOCPhX8EACIQsCNQUD2OgwQCK0ftyjM7A1y3CtLEsUwdY5Kz5ygc9Cd1Ys5qYw0AwBFRt59enP/l7pszydlx4/xU3ZWm1srKs80i/1QTZDng2io8OidBmjiW9efVsY1jPNn6FAG2OAdS5wbJjrvVxrr4SXmx91AzPQQAAIfBaLH/4mjQX996J4Rkp51ktVx/pSivvDheiMeiPAIs+dZd4b07zlqK4z8Jsk0yaG58TfYMOWuOBsXKcKl4spkmAgCAg6JuPz0ozo5vuP2bkZK6+0ZMMm/Xz40Lu04yWz56qlpkT7Japgrgkkmf2s6eiQBNnENbW5sUCSY76WixqGsCjhb6LzdTRgAAcL+Ul848vDko3qtvuJMUVJLZOr2VaPUzU7VaTldu1WkhD8Z6a9Mka+a5cUZVZFYpDEx2w+FWdnRxQRtrAADuk0gxHQ36K7tvuCTzMDoRRSbCpDhuLIRtJeJxG5lVW4WBn9rOmongoO1MZL6OFosPyoX+I800EgAA3A2bg+KV+oY6KNR/ITMxtn1EbY5o+7zcG2e2RCZCaiFMts06OHiqeny2VwcOY3ucAsBkJjadMkeL/bVq7viJZjoJAADuxLj9dHEhbqR1+2mSrXT0TlM0N7YVfarJLohtH09F0EXbZ+Zv3c68OqfrGjOfKeptTFG7KHU9kGyHo8V+XSdmc6n/WjO1BAAAt2J90Ht0NOj/fPcNleTxG/UzojVwtAmO2hqTLR2pxSvZRcfn/PjjegvTy+N22bYwkS1yMPUmnjbWAADcmkgdjRTSyQ10xw2V5JEb2zBufH1cyDSK50b9jHGBU1ku5MT6mogtTNU1EtdKXDO2MJHtcbRYfLixOP9YM90EAADB5mLx6vhGqf00eVzGu/lRRDcWkpMtGHXh0sTCk2TaSbAyjGsprimZMuTxORr0bw4HxfpoMP9CM+0EAGB2KS+feKC6QZ6vb5TRfloGDHmkRn2L2FIR24vqd/MV0SUP1Pqaqq6tuMbq1tjfTV+LJA/PSZ2Y0UL/5WYKCgDA7DEuwNu/PH2TJHm4Rl2X6PgS3YuiNe+kvgXJw3dSvFqWDHkMDopxwd7F/rlmKgoAwOxQXjrz8FYB3siAmb5JkjxQ6w5GLxd12916q8THYkGorgt53MqSIY/NS/FmYDMtBQCg2zQdkFa2WgiSPFCHbxZ1cdBoqauDEZmHsmTII3Ly5t+geC/eFGympwAAdJPhQv/Zujja4lZKKMkDMLJdonV03cXoY5UK6pJZuydLRscl8sAdLc7/Mt4cbKapAAB0i9FC8dL4htff1AGJvH8j8HL188X43fM628UWI7KLTrJkIsh6/Q+LOtstNSaQvAsH485JkZ09XOidbqarAAB0g81BcTZueDebm96eGyHJfRk1IyLjZbk3CbykF20ku2kdkPlYr67xdONrAjLk/RhvCg4Xi00trAEAnWHcgrq4kLrxkdyfOwIvz8RCTMYLycqnqnFhOiDzg/QYQvKONtvki1ebKSwAAPlRXuw9FEXP6puaDkjkXRn1H65/SeCF5D6NgMzTvXL1+XFhbgEZ8i7dnqueizcRm+ksAAB5UC70H4liZ/XNzPYjcl/WgZc/bIrrRuDl5K5FFknuw7oVvYAMeQ/OTz6+rIU1ACAbhkvFk6NBsRrFznbe2EjudnfgJeo9pBZVJHkvbgVkPlOUa9/Q9pq8o82bh6PF4gMtrAEArSeKmo0G/XUdkMhbG4ugeHda4IXkURr1Y6Lt9ZXfKMr1s+nxieTY8Vy2+FALawBAaxkt9F9ublxNcTOS066fK8orL26/M51aJJHk4TtXrpyuxqGeltfk7RwNinhTcU0LawBAqxh3QOqfq29YCvCSO4xaDFtZL9WiJ70gIsnjcdLyevVTvXLtW4Ix5G4jI6Z5fLGZ+gIAcHxE0bLNpf4/jm9UW8XMyJk3Uv0j5V/WC8lcXHmmGrOe6dWd2WTHkI3jGjHjLO+l/mvNFBgAgKMnipVVN6b/99QNipxpI+vl2r8ft5WOVH9tpUlm6SQ75vmmmO876TGPnFHPa2ENADhyIgATLagnKZrkLBsp/FtZL08lFjQkmakRjAmvfr6ou7mlxkBydtzK+r4kEAMAODLKhf4jo8X+/1m3oJYBwxk1UvUjZT9S9yOFX9YLya4b493qc7JjyMZLsS2/mR4DAHA4RJu+0aC/IgDDWTWyXqKAZd3qVWtpkjNoPf491au7vW18Nz1WkjPhoHhPIAYAcGiMAzDFatOuL30zIjtovOMbHY7qWi911sveRQlJzqJ1dsynenUx8tT4SXZegRgAwGEwXOidHg6K9dGguCkAw1kxCu1e//1iXBNBhyOSvKVRjDxa8duqxFm0mhv/U9RLbKbNAADcH1sBmMW+DBjOhFHvJdLs4x1ehXZJcv/WQeu5Xt0pbvRWeowlu2g0rBCIAQDcN6PB/AujxX4dgEndcMguufF6v1z9zDjzJbW4IEnuzwhgRwZhdFWKwHZqzCW75PjNyuLD2L7fTKMBALg7IgBT31SiCO+uGw3ZJetiu88V5fJp9V5I8qCNwHa08V8/JxjDDjtoAjGD/opADADgrqluIi82NxUZMOykiu2S5FE6Vy6fblpcf0swhh01AjGD/s0IxGwszj/WTKsBALg9m4PilbiR3Nx9YyE7oGK7JHm8RuA7AuARCFfEl11zFI47ia5FXcVmeg0AQJpJAGZzae9NhcxZxXZJsl1GIDwC4te/VNQB8tTYTeZoE4i5GY0tBGIAALekummcq28eAjDskFvBF8V2SbKdnhwHyK++JBjD7lgHYppt/VFnsZluAwAwprpBCMCwUwq+kGReLp+cK1fmevWWUe2t2RUFYgAAOygvn3hgc7G4ML5RzO+5cZC5Ge+iXv232kyTZK7W7a1PC8awO046jY4W+i83U3AAwCwyDsD0L41vEAIwzNs6+PJSUae0R2p7amJPkszHrWDMVxXwZeYO6sdxx9FB8UozFQcAzBLl5TMPVjeCy/XNwBYkZux08CVS2VMTeZJkvi4/XY3xsU1JMIaZu9V5dKn/WjMlBwDMAnUAZlC8t/vGQOZkpKjXraYFX0hyJpwOxqTuC2QObgViFvvnmqk5AKDLCMAwd7eCL6erCblW0yQ5c9bBmF6vXPuGYAwzdTsLXSAGALrMzhowZF5GCrrgC0lyYhRgF4xhtk4CMWrEAEA3EYBhrtbBl6+OU9AFX0iSu41gzMqzvXL9O4IxzMutrUkCMQDQPbShZo6ufasJvjxdJCfeJElOjBphq88V5fo5wRhmZd01abRQvNRM2wEAuVMN7OfGg7wADPMwJtAxkV55RvCFJHl3xrbVK79R1N3zUvcYsoWOAzGD+Rea6TsAIFeqAX0cgNGGmhkYE+aYOMcEOjWxJklyf87VmTFRS0xba+bgaNC/OX4UiAGAbNlcLF6tB3YBGLbcraK71YQ5Js7pCTVJkndn1BKLba2xvTV1/yHb5KjJiBku9E4303kAQC5Ega96QBeAYcvdqvui6C5J8pCM7a3qxTAHIxAzHBTrAjEAkBGjhf7LMYhvVVwnW6i6LyTJo1a9GLbdUTgoblaPa8Ol4slmeg8AaCuxjzQGcAEYtlV1X0iSx6t6MWy3TSBmczTor6wPeo8203wAQNuYBGCGTWEvsk2q+0KSbJPqxbDNjgMx/ZsCMQDQUoYL/WfrAVsAhi1U3ReSZFtVL4atdTAJxBTL5aUzDzfTfgDAcROFu6oBel0Ahm1T3ReSZC6qF8NWGoGYxf7maHH+lwIxANACIgATFdSjgFdy4CaPwdFb/fLKb6v7QpLMzblyZa5XXvsjWTFsnwIxAHDMxP7Q0aBYbSqoJwdr8qhdP9svV3q9cvlkanJLkmT7Xf5Yr87k3DifvteRx+ageK+8fObBZjkAADgqxgGY/ooADNtipG+vfqpXrsh+IUl2xKhndu3f6aLElikQAwBHS6QhjgMwasCwHd74s6JO305NYEmSzNqneuXKx3sK97IdDiaPvZ+Wl0880CwPAACHRR2AWez/n3UAZjIIk8dkpGlHuva47TRJkt016pxd/bdFXfcsdU8kj8FLAjEAcIhE2uFo0P+5AAyP20jLjqKFkaadmqiSJNlJT/bqumdR/yx1fySPwfPNUgEAcJBElHtzqf+PiYGXPFIjHTvSsqNoYXKCSpJkx436Z6uf0c6ax+zS5OPi1WbJAAA4KKoB9nw9yMqA4TEZ6ddRnFDbaZIkx0Y9tKiLlrpvkkdiE4gZLfZfbJYNAID7JaLbewZc8gidtJ2O4oSpSShJkrNq1EVbfV47ax6rm/E4XOidbpYPAIB7JaLa9eC6lW5IHp2RZn3lNwptp0mSvIN1O+s/khXDY3BQZ8JsVq6tD3qPNssIAMDdEtHsZnCto9vkUbrddnpuz0STJEnuNeqlRddA7ax5HI4GxeZosfgwuqk2ywkAwH6JKPZwUKxHVFsdGB6lkf2y+qlxenVqgkmSJG9v1E+TFcPjcJwRU3wQXVWbZQUA4E5E9LoaQP95HM1OD7DkYRi1X5b76QklSZLcv5OsGB2UeExeju6qzfICAHArImo9GvR/LgOGR+nonX559XfVfiFJ8qCtOyh9U1YMj8XzzRIDAJAiotXVYHlp1+BJHqrRzWHl471y+Sm1X0iSPAxXThflld8uytFb6XsxefDOjx8HxSvNUgMAsJtqoDy3c/AkD9frrxR1N4fUhJEkSR6cyycr53uK9vLobLqrjgbzLzTLDQDAhIhS7xk4yUNyu/hukZwokiTJw7Eu2vtlgRgejcNB/2Y0+4iuq82yAwAQ0el6oGyi1eRhqvguSZLH61bR3jcFY3j4DheLzdGgvxLdV5vlBwDMLhGVrgbF9YhSpwZN8qBUfJckyXa53OuVN/5MIIaHa3RbrdYbN0eL87+MLqzNMgQAZo+IRkdUuu6EtGuwJA/Sje8qvkuSZBtdfqanaC8P30nX1UHxXnRjbZYjADA7RBQ6otHjqPTUAEkesNf+qKjbY6YmfiRJ8vhVtJdH4iQQs9i/FF1Zm2UJAHSfuhX1oHhvx6BIHrBbxXc/lp7wkSTJdqloLw/dSQ3KQXG2WZoAQPepBr5L48GvGQTJAzaK78p+IUkyPxXt5VE5Wui/3CxPAKC7RNS5Hvh0QuIhGe+gKb5LkmTeRtHejdfT93ryvh0UdU3K0aD4RLNMAYDuMVooXtozAJIHZBT0s/2IJMnuuHy6qGu7pe775P0azUEq1zYW5x9rlisA0B1icItW1FGINzUIkvdjdD+Kgn6pCRxJkszXenvSp3VP4sG73bq6/086JgHoFOXF3kPV4PZfdULiYXjjm7ofkSTZZZdP9cqVZ3vlxvn0XIC8Z6c6JjVLFwDIn2pQu7w10JEH5Oidfnn1c1H/pUhO2EiSZLdcKXr1my+peQF5786PHwfFK83yBQDyZXOp/9regY68P6P99MqvFeVHT6cnaSRJspvGmy9Xf1cghgduXah3uNB/tlnGAEB+xCAWg9nNnQMceV+unyvK5X56YkaSJLvv8lNz5erz6sTwYB0tFpujQbFSXjrzcLOcAYB8KBf6j0S18co6qkwehNdfKcpl7adJkmTlSq9XvzmTmjOQd21TH2a0WHxQXj7xQLOsAYD2E4NWDF57BjbyHo36L1c+W5TLz6j/QpIkt13uFeX1PxGI4YF7rlnaAED72VwsLtSD13a1cfKejU4IK/+6mmidmktOvkiS5Gy7crpXF+uPN21ScwnyXhwtFC81yxsAaC8xWKUGMfJeXPtPRd0JITXhIkmS3PLpXv2mzfBNWTG8f0eD/s3hoFjfWJx/rFnmAED7GC4VT6YGMfJevPblolyes/2IJEnu3+Ver9x4PT23IO/GCMSMFosPy4u9h5rlDgC0hxicRov9f46q4qlBjNyvkUq8+umiXP5YenJFkiR5O5dPqxPDA/Vys+QBgHYQhXg3B72fJgYs8q6MVpORSrx8Kj2pIkmS3I91nZjfFYjhfbq09fhas/QBgOMnBqUdgxR5D0YB3uX59ESKJEnybl1+aq7OrlWwl/dls8YZLvSfbZY/AHB8jAbzL0wPTuS9GHu3FeAlSZIHbWTXRpZtZNum5iDkHR30y9Fif7NyrVzoP9IsgwDg6Fkf9B4dDfrrUbQqOWCR+/DGq0W50ktPnEiSJA/CyLaNrNvUXIS8k6Oxm6PF4oPy8pkHm+UQABwdMfiMFud/Oa4anh6syDt57QvVpGguPVkiSZI8SCPrVuck3rODycfFhWZJBABHRww+ewYmcp/G3uwrv6kDEkmSPFoj+zaycFPzE/LOztePo4XipWZZBACHz+ageGXvgETuz9iTvfpveuXy0+nJEUmS5GEaWbiRjZuap5D7cDMeh0vFk83yCAAOjxhsYtC5uXMgIvfl8M2iXHk2PSEiSZI8KiMbN7JydU7ivThaLDZHS/0Py4u9h5plEgAcPDHIjBb7/xxFqVKDEXk7188V5bICvCRJsiVGVm5k5+qcxLt2qz5M/3KzVAKAg6caZC5tDTzkXXjjmxGAKZITIJIkyeM0snQjWzc1hyHv5Gih/3KzXAKAgyOKT9UDzdLegYe8nddfKcqV0wIwJEmyvUa2bmTtpuYy5C0dFJujQX99Y3H+sWbZBAD3T7nQfyQGl2qgsQ2Jd+XVzxXl8jMCMCTv3Wgpu/rp/bn8VPp3kOR+jKzdyN5NzWnIW1mtk26OFosPyssnHmiWTwBw78RgEoNKDC6pQYdMWbeg/mQ1odEBiZw5Vz9ZbAVFrv5eUV77ytgbX++XG9/dtrqv7Mvhjyvf2p+jS3t/PuXw4s6/ZfI3hlc/tx3UWXku/X8k2V0je1cLa96j55olFADcO5tL/dcSAwx5SyMAs/qpovzoVHpyQzJPIyhx5bO9cUDlq8VWAGP4vV0BjumgyI+nnp/6nja74+8Pp742+T+vv9EEbn5/HHBaeT79mpHM07qF9R8IxPDuHS70n22WUQBw90zaUasDw/0aC5boMiAAQ+ZnBBIioBCBhQgwRKAhAg67gxP1x81zM++lncGaSYbN2l+NgzSRCVQHac7Ylknm5vIz1Xj4xV5yvkOmHGpbDeB+2NGOuppYpgYactpYhKw8Z6FBttnl09uBlvW/aDJZ3m4CCpMgyz639HAfNlupRhfn68+H/zB+zWNr1iRAkzpOJNthBGKu/q6MGN612lYDuHs2F4sL9SBSTRp3DSrkHgVgyPYZC/yrn9/eOhRZGpP6KnWgZaFyOmDAQ3eSQVQ/To5FfPzD7S1OV36rsL2JbJHLT82VV35TIIb7tNlBEJ1lm2UVANyZ0WL/xelBhLydwzeLcnk+PXEhefhG8dhYuNdbiP66qLMt6oV+k4Fh61Be1setCc5snB9nLMWxrbc1FelzgOThuvx0Nc7+ZlHXvUvNhcgdDorN4aBYXx/0Hm2WVwBwaybtqKtJu25IvKMRgFHrgDw6owVzvZ2oWpTX9Voio6VasG9lVMQivnlkB4xspSZjKY5xncn0dr8Otl39YnUufNL4Sx6VEYiJxgMCMdyP1bitbTWAOxODxOageC8GjdRgQk4bC0ABGPJwjWssWiZHDZG6C9GkEOzuxTpnz2ohODkXYjyutzJ9tloonk6fSyQPwFMCMbxLB8XZZqkFAHvZakddTej2DCDklDHhX+4LwJAHbdQCiQyH6K4TdULq7USRATG9+CZv4Va2zPf65do3i7omkGA5ecCeqsbqf92rsxBTcyRyt9pWA0iiHTX3qwAMeXBG0CU6FU1vLYp3WFMLbPJurAN30ZUpAnmTLUy/JyhDHpTRkEAghndS22oASep21NXgoB017+TaX/bLlbn0ZITknY2tIrG9KIqt1q2hI+iiJTSPyh9XRlDmH8ZtsmP7Uuo8Jbk/V57t1fXxUnMmcpfaVgPYRjtq7scIwCzrzEHetVvZLueL7RbR2kPzGI0smdomCChLhrx347oRiOFt1bYawDSjwfwLewYKcpc3vlkIwJD79JbZLgIvbLOyZMh7NgIxsa00NYciGzdHi/216ETbLMMAzCLaUXM/3ni1KFdOe3eUvJ0rzzVto2W7MHNvmSUjEE/e1qiXJxDD21mNsdpWA7PMuB1176fjwSA9UJARgFlWA4ZMGoGX639c1JkDdbZLLGIFXthFI7BYGQtMARny1grEcF8u9V9rlmQAZonNxeLVehCoJld7Bgaycu0/RQBGBgw57e7Ay/DSOGsguXAlu6iADHlbl3uK9fLODhd6p5tlGYBZYGNx/rF6ANCOmrdQEV5yW4EX8hYKyJBJFevlLa3Gzq221ZfPPNgszwB0mdiGVE2cfj6qLn5ZMEwpAEMKvJB3rYAMucOVj/fK4Q/Scy2y8VyzRAPQZTYHxSuJAYCsjcnzihownFFj0XjtDwVeyPt2OiDz+aJcfip9zZFdd+W5or6fpOZcnHGbHQnDpeLJZpkGoIusD3qPVpOjdduQmDImy1FQLjWJILtstOJd+6vxorFePKYWlSTvzWh7/Xa/XPtmUWeYpa5BsssKxPBWVmNkNEj5J92SgA4z6YaUGgQ4226c70sd50w5yXoZ/bA/bsWbWjySPDDr4GZ1rUUbd9kxnDVX/02vHL2TnoNxhq3GxfHHxavNcg1AlxgtFC/tvNjJsVE4LgrIpSYNZNe88lvFjqyX1GKR5CEabdxlx3DWPNUrVz9VCMRwjzebx9ix0CzbAHSB8tKZh4eDYr26wDenL3pSAIazYJzjN75W1Is+WS9ke5Qdw5nyVK+88slecj7G2XUUxk6FQfGebUlAh6gu8EuTi3z6oudsGxPf5fnEJIHsiFc/1yvX36jO9XjX/VI9ySHZRmXHcEZcfrpXXvlNrauZthoLX26WbwByZjSYf6G+sBXj5ZQRgIlCcakJApmzy6ebDkeyXsgs3ZEd87n0dU7mrEAMU1Zj383YuVAu9B9plnEAcqS82HtotNj/52pSoxgvtxSAYReNLUdrfzY+v9V6ITvgQhNI/WG/vPblcYA1de2TObr8TK+89kVbk7jt1I6Fy81SDkCOVBfx+cmFTYZREC4Kw8W+5NSkgMzNled75fpfVOe2LUdkd71Y+Va/ru2kkx+7okAMb+Vosf9is5wDkBPDhf6z4wt5fs+FzdlUAIZd8spne+XGd8cLs7qeRGrhRrJTRqA1OptF4DUCsKmxgczJ5WeK8vortiZx29Fi/2blWuxoaJZ1AHKgvHzmwdFS/8PqAtYNiVtGRX4BGOZudFAZ/kOzTSGxSCM5A0bgtRoDIhAbbedTYwWZi8tzvfLGqwIxbKzGuObjS83SDkAObA6KszsuZs68Vz9XTVKfTt/8ybY7XWy33na0e0FGcmad1I25+ntaXDNfIxCz9pfpORxn19Gg+ESzvAPQZoZLxZOpi5iz67U/qCamz6Rv+mSbjeDL9f9QKLZL8s7GGPGjpoivYAwzdGVuvM02NZfjjFmNacPFYjN2NtiWBLSc8vKJB6qJyM9H1UU7lcrGGXbtPxXl8pxUbebldPAl6j/sWWyR5K2MIr6CMczUlfleOXzT1iTu8Fyz1APQRjYXi1cTFy5n1PVzRbncE4BhPgq+kDwwp4IxqfGGbKsrz/bq+2BqbscZc2n8OFzonW6WewDaxPqg92g16VifXKycbeNdlOVe+uZOts14tzoWSsMLgi8kD9gIxkTNmM97U4KZeKpXd7OMrpapOR5ny2oci25J/xQ7HpplH4C2sDko3ouLNHXxcraMd0+W5xM3dbJlToIv8W51vVBKLaBI8iC8OC8Yw2xcfrpXXvlN25JYWY1f9eNS/7Vm2QegDYwW+i/vuEg5s8a7Jqv/Jn1DJ9uk4AvJY7EJxmhtzbYbTRWufbGXnO9xtrzZPG4szj/WLP8AHCflpTMPDwfFenVhbk5frJxNr3y2mlSemkvezMk2GO9CxwJI8IXkcRqtrYffE4xhu43W1TdelREz647C2PEwKN6zLQloAdWFeWlycU5frJw9r32hull/LH0TJ4/bK5/tlcN/qMaqeBc6sSAiyeMwgjEb54ty9ZOCMWyny0WvXPvL9NyPs2fsgGiWgQCOg+FC/9n6glSMd+a9/idFuXI6ffMmj9OV53rl+hvNu86JBRBJHrsL4zFq/dv9cqVa8KbGMvI4Xe4X5cZ303NAzpSbo8X+Wnmx91CzHARwlEQqWjVx+PlosdhUC2a2jXdH4l2S1E2bPC6j3fTan1WLm2phs2fBQ5Jt9J3KH/bLa18p6sLhqbGNPC5XzhR198vUXJAzYjVONR+fa5aEAI6S0ULx0q6LkTNovCsS746kbtbkcVkX3Y3Ml0u7FjgkmYMXq/HrB+rFsH2uPFfU99fUnJCz5fqg92izLARwFEQKWqSiDbWknmnj3ZB4VyR1kyaPw+26L7sWNCSZoXW9mO/2y5Xn02MeeeSequ61n9Qxadat1oHRkOXdZmkI4CjYHBRnd1+MnC0jZXrlXyduzuQxqO4LyU5bjW1r/7N6MWyJT/fKq5+zLWmmbeqBjgbFJ5rlIYDDJFLPpi8+zqbxLki8G5K8OZNHpLovJGfFoXoxbJHLz/TKa38gEDPLDheLzdFi8X9pWQ0cAZtL/X+MFDQtqWfXq78bE8C55E2ZPCpjIaLuC8mZM+rFvNmvt1+mxkbyqFyeK8q1/yQQM/MOileaZSKAw0BLasbNNm66qZsxeRTG1qON84W6LyRn1th2OWlpHRmBqbGSPAqXez0dk2ZbLauBw6RuSb3Y/6+ReqYj0my6cb6a7M2lb8LkYRvp99f/Q1Gn448W9i5KSHLmfKdfDi/oosTjdeXjvfpcTM0dOTOeb5aMAA6SatHzcn2RVTf9XRcdZ8DY9rHybPrmSx62q58s6vT74Y93LUBIkuOsmDcU7uUxeWquvPJZ2TCz7sbi/GPNshHAQRApZsNBsV5dYNGOLHnhsduufroolxXi5REbafY3/rTQ9Ygk92MU7v1dWTE8epefKcrrrwjEzKpaVgOHQHVRnZu+0DhbRvX7qIKfuumSh2UUnYw0e9kvJHkXvjVfbny3X9fPSo2t5GG50uuVG6+n55LsuFstq+dfaJaPAO6HrZbUnEnjZrp82rtqPDojnT6KTUb2S3KBQZK8s00769Q4Sx6Wy/1eOfxBek7Jbtu0rP5Qy2rgANgc9H5a3cxvpi42dtuodh9V71M3WfIwjDT6uvDuO7sWEyTJu/diFNUvypXn02MueRiu/Fp1L1eod4YtXm2WkQDuBS2pZ9e4ecZNNHVzJQ/aOvvljeq8e2s+vZAgSd6b0U3urX5dXys1/pIH7fJTc+XV31UfZkbVshq4H+qW1Ev9D5tCS6mLjB32ym8X5fLJ9M2VPEiv/k6T/ZJaPJAkD8Sor1VnxagVwyMwagne+DOBmFmzWjc2HxcXmiUlgLthc1C8Ul9E1Y17+uJi973+J9Uk7XT6pkoelMtPNbVffrR3sUCSPAQjK0YHJR6RK3O9ukh0aq7J7jtcKp5slpUA9sOkJfXNxAXFbrt+LurAmJzxcF39ZFEO36wWA2q/kOTR+9Z8vQV02RsuPGSX53v1drjUnJMdNcaY2EkxKN5rlpYA9kN1AZ2fXEQ7Lip22qhmv/Lx9E2UPCijW0d0PhpOLwhIkkfu8EK/vPLZ9FhNHoineuWVT/aS80522EnL6sX+i83yEsDt0JJ6dl19XgYMD88ovhv1CKJbR2oxQJI8eiMovvbn/XqLaGrsJu/X5Y/1ymtfVh9m1qxbVi/1tawG9kOkjlU3ZS2pZ8yoYh/V7FM3T/J+3Wo9HfUIEosAkuTxObxY+WZfK2semstzRbn2nwRiZtKl/mvNMhNACi2pZ9O4KcbNMXXTJO/HqDcQxXe1nibJdhtbRIdRtPcr5gM8HJd7vXL4pkDMjLkZdUa1rAZuQ2TBROpY4gJiR63rwMylb5bk/VgX3/37anKv+C5J5uPFft3RJraQpsZ28n5cfU4QZpbcalktGwZIMxoUn6gvkuoGPH3xsNuqA8PD8Nrv9+o6A8kJPkmy/f6wmiN8Oj3Gk/eq+jCzaZ0Nc+nMw82yE0AQBZOicNJoUS2YWfLaHxX1zTB1kyTvxdh+tHa2mry/vWsyT5LMzgim257Eg7beqnxOIGZW3MqGWSwuNEtPAMFooXipvjiqG+70RcPuGje/5Z6JFQ/Oled65fD7RTm8tHciT5LM1IvVnOH1fr1wTo395L24PN8rR2+l56jsrtGFt1l+ArONLJjZM2p0rHw8fVMk78Wrv1OUwwuVqQk8STJrh9W8IYLsEWxP3QPIu3X5ZK+88tuyYWZF2TDALmTBzJ5x04ubX+qmSN6tN/60KIc/2jtpJ0l2x7p70oWivPr59L2AvFuXn6nmEH8mEDNryobBzLOVBTOQBTMrakfNgzJS06ODxvDH6Qk7SbJ7RtB97c/7yfsCebdqWz07RjZM5aZsGMw8W1kwnAm1o+ZBufJ8NWmK9tOJCTpJstsOmzbW6sTwINS2eoZcGj/KhsHMMsmCqS6EzR0XBzurdtQ8CK9+qSiHP0xPzEmSs+PwQjW3+KS5Be9PbatnyBg7ZMNglpEFM1tqR837dfmpXrn2raLuZpCajJMkZ88IykdwPnXfIPerttUzpGwYzCp1Fsxi/5+rC0AWzAwYKcO2IfF+rOu//O04BT01CSdJzrBv9esgfer+Qe7XlaJXd/BMzWXZIWPMkA2DWWS00H85eVGwc2pHzfs1WpLW9V8Wmsk2SZK7jCD9+v+iTgzvXW2rZ8gmG2Zjcf6xZnkKdJvyYu+h4aBYv7n7YmAnvfpvi/Ij7ah5j65+ule3JE1NuEmSnHb4TrWo+rt+uXJGVgzvzZXTRXnjmwIxnTfGjPGOjHebJSrQbTaX+q/tuRDYSbWj5v149fM9BXhJknftxvf7dRe91L2FvJPaVs+ITTbMcKH/bLNMBbqJLJjZMdpRL/fTNzfyTl7/46Ic/ig9uSZJ8k7GPOTKb6bvMeSdjI6eqfktO2SMFbJhMAtsZcFUJ/2Oi4CdUztq3ovRAWn9L6ubog5IJMn7NIL5OifxXtS2ekaUDYOuM8mC2XPys3Ne/4/Rjtqkh3dn3R7yjaIcvZ2eTJMkede+1S9vvGpOwrs3OntGh8/UXJfdcbhYbG4OiveaJSvQLSZZMKNdJz67ZaT/akfNuzWKKEYxxSiqmJxEkyR5j2683S/XzvbrbMvUPYi8lavPyYbpvNUYEY+yYdA5ZMHMjquf8W4T784onjj8Bx2QSJKH5/BSv9z4Wy2seXcuP12U178qENN1ZcOgk8iCmQ2jpV+09kvdxMiUV3+n0AGJJHk0LlSLrb/Xwpp3ZwTudEvquNX4EI+yYdAZxlkw/Y09Jzs7Zey5Xumlb15kymtf0AGJJHn0Di9oYc27c/VTveT8l91RNgw6hSyY2fDKbxfl8sn0jYvcbQRgRj+aT06OSZI8bOsadgIx3KeR6R0Z36k5MDtiNS7Eo2wYZE9kwYwW+2rBdNz1s9VExh5r7tPrfywAQ5I8fiMQc+U30/cqcrfL/V59zqTmwuyGsmHQCWTBdN/RO/1ypUjfrMjdXv9aUW9dS02GSZI8agViuF8j4zsyv1PzYXbEakyIR9kwyJby8pkH645IS7tObnbKqy/FNqS55M2KnHbtz6ubmgAMSbJlRiDm6ufT9y5y2sj8jgzw1JyY3XC02I9smJ80S1ogL0YLxUupE5vdcf1codUj9+X6X1aT3It7J74kSbbBKBQf9cpS9zBy2sgAj0zw1NyYHbBJIFgf9B5tlrVAHpSXTzwwWup/WJ3AmztOanbGehvSv07fnMiJy0+NAzCjt3dOdkmSbJ0/mi+vfkkghrc3MsAjEzw1P2YHjLGgXsMWF5qlLZAHo8H8C8mTmp3x2peLcvlj6ZsTGdYBmDcKARiSZD6+1a/rl6Xua+TEyASPjPDUHJndsbx05uFmeQu0n6gqPY4gpk9o5u3G+X65PJe+KZHhJAAzfCcxwSVJssVG/TKBGN7JyAi3LambbjWVWeq/1ixvgXYT1aTrk7a6iU2fzOyOq8+ZmPDWxrtDw/8iAEOSzNcIxMR22tR9jgwjI/zaH8mG6bKjxf5aebH3ULPMBdrL5lL/H6ub101BmG56/T/GNiRBGKaNAMzG3+2dzJIkmZ1vC8Tw9kZmeGSIp+bM7IiD4pVmmQu0k6giXZ+s2lJ30mjhuPxM+iZECsCQJLtmdPZb+5Y3n3hrV5+XDdNhN6PZTDSdaZa7QPuIKtL1CVvdtHadwOyAq59K33xINWBIkl1VjRjezsgQj0zx1NyZ3XC0ULzULHeBdhH75VInLbvh+ncKWTBMKgBDkuy6AjG8ncv9Xp0xnppDM2+Hi8XmaLH4oFnyAu0iqkfHibpVTZqdMSq/rxTpmw65/np1gxKAIUl23bf65dUvCcRwr8sn58qrL8mG6aTVtR+P0XymWfYC7SCyYIaDYv3m7pOWnfD6V4ty+WmTDu41ChZG4cLkZJUkya75o/ny2hfMibjXlSjS+930XJp5O1rsb1aP7zZLX6AdjBb6L+8+WdkNFePlrRSAIUnOosMf9curvyMQw71G/cTUfJqZ2zSd2Vicf6xZ/gLHS1SLjqrR1YkZEcK9Jy2z9spvF+XyyfSNhrPrjVeLckMAhiQ5o8abVFd+M32P5Owab1xGHcXUnJoZG9d9vdYtLjRLYOB4iWrRk5NzzwnLrI2USlkw3G0UJowChalJKUmSs6JADFOufLxX11NMza2Zv+uD3qPNMhg4PjYHxXtRNTp1kjJvV5+TasudCsCQJLltBGJWnk/fMzmbRh3FqKeYmlszX7eazyz1X2uWwcDxEFWi65OxuglNn6TM3xvfLMqV04Iw3DYKEUZBwtQklOThufH9ou5Cth+jVkXqd5A8PAViuNvIJI/zIjXHZsYuVdf8Yn8tmtI0y2Hg6KlOxnerm89NQZhuGSmUy3Ppmwpn06ufryYTFnfkPbn+xnYQ5fofFVuufqaoFm5jbzfmLn+s8nT1Pfvwo1Pp3xGuPLf97139/Pbfcf3rU0Gev0v/H0je3uE/VNfWGW9esfFkNXf6t7JhOqtsGBwXsR+uOQnTJyez9dqXq8l8NelP3lQ4c65+ulcOf5iedJLslxt/0wRYvtYEVz7VGwdWmqLmy6e3gyi7r682uPz0VJCnqQMWj/F/uPLr4//TjT8fB2oiKyf1GpCz7jCsro+43ndfY5xNYxzVsrqTbkZTmmhO0yyLgaMjqkMnTkpmbqROKsbLiSvP9crhBYsuMqwDLV8v6kB1BCg+emp8ncSYWQdYnuriu+Bz9eNWNk4ToI/MnQg21QGa14o6EJV6zchZc+M/V/OoZmwgo75iar7N/I3mNM2yGDgatrJg2DkjPT51E+HsGe/mDf9+7wST7LqxJWft21NZLf3JNVHUWSO7r5VZd+WZ7Qya2PI0yZ6pM2d+kH6Nyc76djWG/GV/z3XC2TTGRi2ru2c0pRktFv9XszQGjobYB5c6IZm36+ek0XJsvIu38bfVZHJh1+SS7KARLLj2yjjgEtktdWaLjMD7sMmeaYJW8VrWgZmvFXV9nNQxILtkdBGM833vtcFZNDIHtazuptGkplkeA4dL7H+LfXDDKMibOBmZryvPpm8enD1jUTqsJgypySWZs1Fgeu3suPZVvaWoOt/rYEFTv4WH5Vy9Xauuj1O91vHaR7ZMHIvhj9PHiszaH83XXQXT1wNnydjGGfec1NybmVpd4+OPiwvNEhk4XEaD4hM7Tz52wev/sZocf8xkgb3yxqtFufF2YkJJZmgs8GOhf7VaDNWB5lMRdNl73vN43ArKVMcmjlEcq9RxJHM0itpHcfvUuc/ZMjICtazumE1zGu2qcSRUJ9vl6saiLXWH1JKaE69+qShHb+2dSJI5GTVdYitAbC+KBf446DLeIsM2O7cVlIn6ZFEEWTcm5m4Ut48i9+lznjPjqbnyymdlw3TSQfFKs0wGDofy0pmHkycfs/bqS5GKb4Ey6175zV69VSM1iSTbbJy30aHnyovjdxvrei6d7FQ0W9b1ZD42LowsS4Y5O/z7olwp0uc5Z8cIMkf9xdRcnHk6LtDb/6dmqQwcDpuLxav1SVfdUHafhMxTLakZrjzfq9OmU5NHso1G4CUyJeq6Lqeqc/gZQZduu50lE0V+I+imlgxzcvhfCq2rWW+9TM3HmanNlqThQu90s1wGDpZJQd7qRqIgb4eUBcOVM5Hyn540km2yznj582LcSj9qu2gXPaPOjYNu1YJ2EpBJnS9km4xi91H0Pn1Oc1aMNz61rO6iCvTikIgWXPVJVt1I9p54zNHhm+NOFambBGfDeFcu3p1LTRjJNhjZDvVWo2qxPdmekjqXOatOBWRe7JVr3zaesb0OL/bLtT8XiJl1ZcN0zKXq+l7srynQi0MhInz1iVbdRPacfMzS+t3kxM2Bs6NW1GyrUf8jAi+xuB5vNZKxxzs7rgc0DsisvyEgw/YZGX1XP7/33OXsKBumm44WipeaZTNwMERkL3WyMV83vqsWzKx77fd75UgrarbIjR/0y2v/vqi7teloxPs1zqEo6hu1gxQdZ5uMGmxRiy113nI2lA3TLccFeosPmqUzcDBE663UCcd8lQUz265+ulcOtaJmS9yx3eip9DlL3qv1eVUpO4Ztcvj3fVvCZ1jZMB1zUqB3qXiyWT4D989osfhwtKggb1eUBTPbRiHe4YX0pJA8Kje+X5TXvljUY5HtRjwqZcewLdaFev8X9WFmWdkwnfR8s3wG7o9ouZU4wZixsmBm18gy2PjbagK4sHdCSB6FUYcoxqC6wO7JvecoeRROZ8dEQDB1rpKHbRTqvf5Vc7JZVTZMt7xZWRfovXzmwWYZDdw7WwV52Qllwcy269+ubhAK8fIYjC1H8a7f8mkLDrbLCAhGYDAChKlzlzxM60K9v2NcnFWjBlrMy1JzduapAr24b6Igb3WDWJ/sc2P+yoKZXa9+qShH6sDwCI320vEub0wyx1uO0ucm2QYjQBiBwht/LjOGR+vwQnXuPZc+L9ltl58u6vtkas7O/BwtFpvV47vNUhq4N0YL/Zd3n1zMV1kws+vqJ4u6G0Nq8kcetHWXo6j38rHxBDN1TpJttT5vq3tlLIzUjeFROAzfrOZoCpPPpLJhOmSTuLCxOP9Ys5wG7p5otaUgb3eUBTObrhS9clgtilMTP/IgjeDL1ZfGxXbVe2HuRgAxCvlee1kwhodvXaj3dYV6Z1HZMN2xWjePPx4UZ5vlNHB3RIut+iSyFakTyoKZTetCvP9572SPPEingy/LJ3U5YreMcVQwhkfiW/3y+h97w2wWlQ3TKTfHBXpPPNAsq4H9U51A53edUMzY2OeeGvTZbdf+vF93X0hO9sj7VPCFs+RWMOaPirreUeqaIO/X4Vv9cvXT6XOQ3VU2TPccLfZfbJbVwP6I1lrDQaEgb0eM9neyYGbPq5/vedeWh6LgC2fZur31XFMzRjCGh2BsIY6txKnzj91VNkx3rK7jm5uD4ifN0hrYH9FaK3VCMU9lwcyeMXkbKcTLA7ZupSr4QtbWNWOaYEzqeiHvx9hGnjrv2F1lw3TP9UHv0WZ5DdyZzUHx3mixHy22kicU81EWzGwak7fUpI68V2NiGFsxBF/IncbCaaXfK9fOpq8d8p58u19e+/30OcfuKhumG24V6F3qv9Ysr4HbEy21mpNmzwnF/JQFM3te+0pRjtSB4QEZC8tYYMZCM3W+kRwbQcrVT/XK9b9LX0vkXfvDavx9Ln2+sZvKhumUm6NBsaJAL/ZFdcKcixNnK4LHbJUFM3uufrIoh7Yh8QCMhWQsKGNhmTrXSKaN+25s21OTi/frMHyzXxeFTp1r7KayYTpidf3G42gw/0KzzAbSRKSuGvRXbu4+iZilq89753qWjElaTNZi0rZ7Ikfu11g4Xvt3Arjk/Rjb9iKAef1P1Yvh/RkdDqPTYeo8YzeVDdMdq2v4ZvV4qVlqA2mGC73T9UlTDfrTJxDzM2qCWETNlmv/czVZe2fvBI7cr7FgXO5V55N3XckDcfljRb0teP319DVH7sdoW33ls+lzjN005vCp+T0zc6m6hhf7a9F5uFluA3upTpZ6KxLzd/UzsmBmyau/I/Wd925sPVp5rqgXjKnzi+T9uXy6KK/8lnGa96621bNlBGGirEBqjs/8tCUJt6TeirTYX1OQN3/jRr38dHpQZ/eMSVkc89Skjbydwx83W4/m0ucWyYNz+WRlr1fe+DNblHhvrr9hW9IsGVl0qXk+87K6dmNL0uVmyQ3sZDQoPrH7pGGeRkFAbWRnR+2oeS+uv1GNEx+vziFbj8gjNd7hjqLXG4LnvFvfruZ4/w8Zi7NiZNBtvJ6e6zM/y4u9h5plN7BNdXKcr0+SapCfPmGYl3UWjFowM+O13+/Vk7LkZI1MGNshYluErkfk8Rr36mt/JCuGd6m21TNllBdIzfeZn6PF/ovNshsYYytSd4xq6lFVPTWQs1uuPN/Tjpp35dq3q/GhN94WkTqnSB6tsXU46jFt/E36miVTDv9LNZbLYpwJI1gbGc+pOT/zsbpubUnCXmxF6oajd/pqO8yIdTvqahK2e2JGpozsl9VPV5N2WXJkK62zYr5sTOf+jHpeN/7UG26z4tXPy4bpirYkYQfVSWErUge88fXIgkkP4OyWkfE0vJienJHTRmvcOvvlVPpcItkOt7Jivi8Yw334Vr/OiE2dS+yWEaSNcgOpuT/z0pYkbFFvRRr0121Fyt+oop4avNktYy947AnfMyEjp9zqfHTau6VkTuqgxP1qW9JsGM02oulGau7PfBwNis3q0ZYkjIm+5btPEubn+ndsNZgVN85Xk/OFvZMxcuL63/XLlV8rdD4iMzXu51FAO7YSpq5xsvZiv7z2FYH2WTDKDUTZgdQagLk4Xz+Wl8483CzDMctUJ8OlaiCPYkG7ThTm5OrzbsKzYLSm1A2JtzPeQVcbiszfKKC9PN+r28mnrnWyVrekmTCabsRW9NQagJlYXa/xOFrov9wswzGrlJfPPFgN4LYiZW5UTZcF031XCtuQeGsV3yW7abSTV7SXtzPmgalzh90y7u+pdQDzcbRYbG4Oip80S3HMKrYidcPVz8iCmQXX/9oknGnjnfJ4x1zxXbKb1kV7n7c9ibfw7X6dKZs6d9gdIwgT5QdSawHmoi1JqKhOAluRMjeqpeuI1H2vfr5n8s2k1/+kKJd7Jt/kLBhFe21PYtLYllSkzxt2x2jCkVoPMBOrazUebUmaYba2Iu0+OZiVUS09qqanBmp2w0hFH17YNdnizBvdj6Jw50p1fqTOG5LdNIKuEXxNjQucbdffsC2p60bHw43X02sC5uHQlqTZxlak/K2zYNR/6Lzr364mV+/snWxxdt34flGu/E/VZOxk+pwh2W0j+Hrls0UdjE2NEZxNI2M2MmdT5wy7Y5QhSK0LmJe2JM0o1cG/XA3YtiJlbFRJj2rpqQGa3XD1071y+FZ6ssXZ9Ma3YvtR+nwhOUOemquDsdGSPjVWcDaNN+hsS+q28Qbsxvn02oAZOSheaZblmBXKi72HkicDs9JCrNsuP9Urh29WE6rEJIuzaXRIWZ4TeCW5bSy4IzibGjM4g77TrzNoU+cKu2GUIYhyBKm1AfMwtiSNFosPmqU5ZoXRYv/F1AnBfIz9oLEvNDU4sxve+FOp5hwb58HqJ6uJlyLcJBNGcPbqHwjEcGxk0F75bPpcYTdcnuvVAbfUGoH5WC70H2mW55gFqoNuK1LmXvmNCMAoyNtVV56rbq4/TE+uOFvGHv/Vf1OdF9pPk7yNsUXh6u8KxHCcQRuZtJFRmzpXmL8rzxTl2rdkw2SvLUmzg61I+asgb/dd/2sTafbLjdjb/5yMN5L7c/mpufLKb8qiZOXF2MKaPk/YDVc/pV11zo4W+7YkzRJbW5GqAXr3ycA8VJC320YKsWK8rDsgfTx9jpDkrYxti6ufEohh5Q8V6e2yyx+L2oGyYbJ1afxoS9KMUB3wfxwNCluRMnbl2fRgzG44/F5iIsWZcuNvFN4meR+e6tWdk2I7Y2qM4Ww4vNQv1/5Mkd7OerJXXv+SIEyujiYf25LUfcrLZx4cH/j5HScB83H9XFEun04MxOyEkTocKcSpyRRnwxvf6ZfLfZluJO/feNMmsupSYw1nxLf65crz6fOD+RvlCVLrBeZhbEnaHBTvNUt1dJXRYP6F1AnAfLzyYnoQZv5GynDU+0lOojgTXv9mUS5LHSd5gK6cKersutSYw9lw47uyYbpqBGHWvyMbJlsnW5IunXm4Wa6ji1QH+Vw1GNuKlKnRiu4jle47a6QMR+rw7skTZ8PrfxJZbjJgSB68kV23/oaMmFm1bln9W+4vXXX1M4Iw2Vpdn/EYiRLNch1dpBqIVyYRN+bnja9HQd70AMy8jVThoZbUM+u1L1bngG2GJA/R5V5Rb3dMjUHsvnVnTW/kddJYG8TxTa0d2H7rLUmLxYVmuY6usbE4/1h9sKuBePfBZx4qyNtdtaSeXaOdrJbzJI/C5bleeeM/ut/MpFpWd9YIrl3797JhsnWpvkZXyssnHmiW7egSUXk5DvRWJWZmZezntVDrppEirCX17BntY1c/LbuN5NEagZirfyAQM5O+Pa9ldUeNjoqp9QMzsLo243G4VDzZLNvRJTYHvZ9WA7B6MJl69aVqsXZyLjnwMl/j3Yvhm9XAu3uixE4bbWNXP1Vd06fS5wVJHqbxps61L/SS4xM77Dv9cv3bivR20djSvH42vYZgLhavNst2dAWtqfM2bprLH0sPusxbLalnzwjArDxXlB8JwJA8RmNeEdshU+MUO6yW1R11rrzyG7Yk5apW1R1Fa+q8XftGIQjTQSMleKQY70y58f3qWp5Pnw8kedTGdsjVT/bq7ZGpMYsddKG6F53XKamLRoabAr2ZqlV1N6kOqtbUGbv6vJtlF9WSerbcqCZGKx9PnwskeWyeGgdiUuMWu6mW1d10+emivP5V2TBZWl2X8ahVdceoBlytqTN147yCvF20zoJ5e37PxIjddGsLUuJcIMnjNjJibE2aLYffUxumi67MK9Cbq1pVdwytqfNWQd5uKgtmdqy7IP2b9HlAkm2xLtb7RRkxs6JsmG66HAV6z8mGyVKtqruF1tT5WhfknUsPssxXWTCzZd2GWhFekhm4/ExRXv9jGTGzomyYbnrlRdkwWVpdk/GoVXVH0Jo6X6PVXLScSw2wzFdZMLNjpPdHmn/qPCDJNrp8uiivf1MgZhaUDdNNo5lHvJGbWlswB7Wqzh6tqfM2ItmpwZX5Kgtmdoy0fvWcSObocnWvuvGd9NjGbikbpnvG3GP9O7Yk5ahW1R1Ba+p8rbciaUvdOWXBzIaRzh9p/alzgCRzcLlflBt/kx7j2B1lw3TRufLKbwjCZKlW1d2gOohaU2eqrUjdc+VMUY5+lJ4EsTtGGn+k86fOAZLMyeVer9z4vq1JXXf4X6r71lPpc4CZWh1PW5IytLoe41Gr6sypBlatqTPVVqTuuf7XJrJdN9L3I40/dfxJMkdXPt4rN36QHvPYES/2y2tfTh9/5unKM0W59i3ZMDmqVXXmaE2dr7Yidc+V53vl6K2pCQ87Z6Ttr+hmRrKDrjxXlEOZnN22Or6yYbqkLUnZqlV13mhNna8RuY4IdnpQZY7Kgum2ka4fafupY0+S2XuqV65+qiiHP06PgeyAsmE6Z3RnjDcAU2sNttjqeoxHraozRWvqfI3IdUSwUwMq81MWTLeNAEzU+0kde5LsissRiPm0NxQ6rWyYThlZ9WvfkA2Tr1pVZ4fW1PkaW5GimFZqMGWeyoLprpGeH2n6qeNOkp3z6V559XPuaZ1VNkznXP1UL7neYLvVqjpTtKbOV1uRuqUsmO4aafkrv+ZaJTlbLj/TK699sbq3JcZFdkDZMJ3SlqRM1ao6T6qDpjV1ptqK1C3X/6Ka0CzsmuCwE65+sjrGp/Yec5Lsuiune+X1P5ER00WH1YL96ufSx535GUGYG1+3JSk7q2sxHrWqzoxqENWaOkNtReqWK0WvHL09v2eCw/y9+rtFufyUYCnJ2XWl1yvXX0+Pkczb4feq+WjimDNPV58XhMlRraozY33QezR1INl+o3iW1tTdce3PqonMpb2TG+btjW9V1+mcbUgkuTLfq4uTp8ZK5mtkw1z5Lfe5rhjZMMMfpNcebLF1q+piuVnio+2MFvsvJg8kW28Uz0oNnszP2E+tlWf3XP+7frk8lz7mJDmLRm0s97vuGU0FUseb+WlLUt6WC/1HmmU+2kx1sM6N05fSB5LtNIpmxSCZGjyZn9FdILoMpCY2zNPohLQ8nz7eJDmzVnMXHZM6aDUvjeYCyWPO7Fx9ThAmV9WFyYTR4vwvbyYOINutrUjdMbJgortAclLDbF39dHWNKsRLkntUqLebrv2V2jBdMdYYwzcFYjL1XLPMR1spL595sD5YivJmp61I3fHq56uJ6EUFebvktS8XMtVI8jYu94py/Q2BmE759nzdZCB1vJmX8QbhtX8vCJOhm5uD4r1mqY+2MlzoP5s4eGy5tiJ1y+gqkJzMMEsV4iXJ/bny8V658YP0WMr8jOYC0WQgdayZn7YkZWiTWBGJFs1yH22kOlCv1QesGjh3HEC2WluRumN0E4iuAqnJDPMzCvF6F5Ak9+/K87JhumQUXY4sitSxZl7akpSvkWjRLPfRRjYHvZ9WA+bN1MFje139jHfZu+LGd9OTGOZnTDyj60fqOJMk00Zmb2zhTI2rzNCLsSU3fayZmU8V5Y2vCcLkafFqs9xH2ygvn3igGizXNxfnEweObXX0Tr8aFBMDJbMzugjE1rI9Exhm6bV/V7g2SfIeXD7dUx+mS0Z3QPfDTrj6vCBMbo4W+6Pq8XKz5EfbGC4VT+4+aGy/G69XN7bT3m3vgut/bcLZFdddlyR5X0ZL/2jtnxpjmZexzfrq59LHmZn5VK9+Azi1JmF7HS321yLholn2o02MFvovNwcpefDYTq99IRZ6c3sHSWblynOyYLpiLBqWe+njTJLcn8snx3XSUuMs8zOaDqSOM/Ny+Zleuf4d2TBZWV1/8bixOP9Ys+xHm9hcLC6MBoV6MJm5Mp8eJJmXscc2ugikJi7My9VPF+XyqfRxJknu31jw3fgzgZguGNkwq5+UIdoFr35eECYnJwkWo4XipWbZjzZRDZAruw8a221UKNcVKX9jn3Tsl949YWF+xmIhFg2p40ySvHsjs3Dj+wIx2bvQL9f/QjZMF4xrMrUuYXsdDYpRJFw0y360hXKh/0jqgLHd3vh6teB7Oj1AMh+1pe6G0Y56eS59jEmS9+7Kc4IwXXB4MeqlpY8x8zHebNo4n16bsKUuVdfgYvFhs/RHWxgN5l9IHjC2Wq2pu+H6G3snKsxL7ahJ8vDUtrojalfdDbWqztby0pmHm+U/2kB1UM6NFvubuw8U26vW1N1wpejVC/jkZIXZeO2PZKWR5GG6MtcrN/4mPQYzHxXo7YZaVedpJF40y3+0gWpQ/PnNxIFie9Wauhte/2MFeXPXNiSSPBpXnu0lx2Fm5Fv9cuX59PFlRmpVnaeD4myz/MdxU14+82B9UJZ2HSS22utfKsqPTiYGRWbl8O3EBIVZufK8YChJHoXLTxfl9a/alpSzw8q1b7pv5u7K6V65fja9RmFr3dwcFO81IQAcN8OF/rOJg8SWG+8GpQZF5uOVz/YU5M1c3ZBI8miNwq66JeVtbMOOzpCp48tcnCuvfcGWpKxsEi4iAaMJA+A4qQ7Ia3sOElut1tTdcP2vTSJzduMH/bpGQerYkiQPz9VP2ZaUtT/ul1d/TzZM7mpVnaeRgNGEAXCcbC71/7EaEG+mDhLb6do3BGFyNwryjt6eT09OmIVXPltNIE/NJY8vSfLwjJp417/pjYycVaA3f2MtEm8Mp9YqbLGD4pUmDIDjorx84oHhoFjfXJxPHyS2Uq2p8/faH1aTR12RsnXtbBTGTh9bkuThu1z06ozE1BjNDFSgN3+1qs7O0WJ/VD1ebkIBOC42Fucfqw9KNRhOHyC216hELgsmf4f/MC5Ol5yYsNXWe9ltQyLJY3X5ZK+88luyYXJVgd5uGFsDU+sVttfRYn+tCQXguBgtFC81ByN5kNg+tabO39VPK8ibs1dfKqrJv21IJHncxnxovZoXpcZqtl8FejugVtV5WV138bg+6D3ahANwHGwuFhdGi8XmngPE1qo1df6u/VV6MsL2u/53smBIsk1Gt8jUeM0MvDhfXv28NxZzVqvqvJwkXkQiRhMOwHEwWup/OGlXxTzUmjpv4x2feOcnORlh61WPiSTb5fLHivL6n9qWlKsb31WgN2+1qs7N0WI/EjDON+EAHDXRI7w+GIIw2ag1df5e/ZytSLm69u3q+nsmfVxJksdnZCh6gyNP47hFx8jUcWUealWdnRGEebcJCeCoGS4VT+46IGy5a98qypVnvBOfs7Yi5Wk9Sfyf0seUJHm8Rp2uqNeVGr/Zcqv769XfM7fN2lO9uttVau3CdhrdkaNLchMWwFGiKG9+RrpfpP0lB0C2XluR8vX6V4ty+WmTRJJsq5ENE3W7UmM4260tSXkbWcLr37ElKRuray4eFec9JjYHxdk9B4WtVj2YvLUVKU83ftAvl6VKk2TrjbpdqXGc7daWpNxVFyYrq2suHkeD4hNNWABHyeag99Obuw8KW2uk+UW6X3rwYw7aipSnWlIzF6P9fXQaufaVnd74+vid5v24+2fDK5/tlSvPp/9Nsk0un67utWfTYzlbrC1J2bv6nCBMfhavNmEBHCWxFyx9QNhGo/1btIFLDXxsv7Yi5enG3/QV42WrjHeL62DLF3tbwZXh2+Pztc60uzi/5zwe7vr8bq1/b5PFN/yH6n70xjhYEwGf+FtifEv9reRxqGV1nsZYljqezMTqPjB6J72GYfscLhZRnPdSExbAUVEu9B+pD0I16E0fELbX638Y78YnBj1mYSxWUosjtlstqXmcRnAjslBufLWoFyhxTkYwtw6KVJPd+w2u3Is7/s1qTKv/lkvV8xeb4MzvF+XqJ103PD6jflfU8Zo+b9l+bUnK2+XT1X3q9fQahi10qbruFosPm9AAjorhQv/Z5AFha1193qQ2Z2Nxkpp0sL3KguFRuyPocr5aREZw463jCbbcs83fHI8x7kXGjq1MPGq1rM5QW5Ly9qmivPE1W5KycWn8WF4+82ATHsBREHvA6gNQDXo7DghbqyyYfI096vEucXLSwdYqC4ZHYWSNJIMuC3vPySx9pzL+T5Ep89fFOCjj3W4esrJh8tSWpLyNeVNqDcP2OlzonW7CAzgKNheLC6PxXrDkAWG7jJuSd+Tz1Vak/JQFw8N05UxRXvvDoq6v0rmgy52MbVQ/brJkqrFRPRkelrJh8tOWpMytxvPUOobtczR5XCheasIDOApGi8X/MUlDYvuN9L5I80sOeGy9tiLl58pzrjcerJERF0GHurZLBGWrxUZW24wOw6gpEwGZv+jX27BSrxt5r8qGydBqPLAlKV/jzauN8+m1DNvnaLG/uTkozjbhARw2sferfvEFYbLRtoh8tRUpP9e+XciC4YEZwYUIMtTjgIy4tAvV6xMZQW/3645PK8+lX0vybpUNk5+2JOXr8sd65do3bEnKyNgV824TIsBhs7E4/9iuA8CWa0GYr7Yi5We0N00dS3K/xhab+tr/4Ti4MDNbjQ7AOjuoes1iIRbtr1OvL7lfZcPkpy1JeXvlRVuScnK02F9rQgQ4bKoX+8XmRU8eDLbL4ZtFHVlODXRsv7Yi5aUsGN6PEXy59uVeOfpRdT4Jvt63dXbM9/rlld+SDcp7VzZMZlZjZwSxU8eS7TfeyEqtZ9hCq+stHsuF/iNNmACHSez92nMQ2FojrU8QJk9jQWbil5eyYHgvxrbDKLQ7Dr7sPa94fwrG8H6UDZOf0UktdSyZgad6dTZjak3Dlllda/E4GhSfaMIEOEw2B8VPhoP+zT0Hgq000vqSgxxbb9SCqLci7JpcsJ3KguHdGsGX6/+hWtzFdS7geujWwZh/GHdVSh0P8lbKhsnLqA+lc1qexjxq/TvqwmRhda2NPy5ebcIEOExGg2J1z0Fga/XOfL5GgcmZ736SkQpgc7/W246+Mg6+WNgdrfWYGlu9fqijEvevbJi8jICrmlD5ev1lQZhcHC0Wo83F4kITJsBhUV4683D9olcD3O6DwPYZE/xI60sNcGy/sUhITS7YPjf+RgFs7s86w+3N6ryx7ejYjYVa1N1aOSOAyjsbY3zqPGL7HF7qlze+5rrO1dXnBWGycam65hb7/9SECnBYDBf6zyYPAFtppPNZGOZpLAoU5sxH2/54J6NbR9QpqLfEJM4hHqM/6tfbwmxf4O2M+VRsO02eQ2ydUQcqdRyZgdVYPHonvbZhy1waP5aXzzzYhAtwGIwW+i/vefHZWq99Id4FmNs7uLH1Xv3i+AaUmliwXW78QBYMb+3W1qO3BVXbbGwLG1bXsi1KvJ2xxTt1/rCFXpyX5ZapMafa+G56bcN2urE4/1gTLsBhUL3I50eLxebuF57tNNL5UoMb26/W1Pl49aWiXD4p2Mm92nqUn7Yo8XYuny7K9dfT5w5bplbV+fpUUW8nS61t2C5H248vNuECHAbVoPbzm1MvPNttpPMlBze2Wq2p8zGOU3TNSB1Hzq7R9Wj92+MFva1Hmfqjfnn1SxZw3GsUYU+eM2ydWlXn6lx55TcEYbJyUJxtwgU4aMrLJx5IvuhspRvnbZHIVa2p8zG6ZUTXjNRx5Gy68nx1/X6/WqTZTpi/1Ti8dra6l55OH2vOpvVWib9JnC9snVpV52ts/Uutb9g+6w5Jg+InTcgAB836oPdo/WJXg9ruF5/tU1HefNWaOh9lwXDayJwY/tD12yWjy0oE1SK4ljrmnE1jm0vqfGG7jDe0tKrO0+WTgjA5ORoUK03IAAdN7PWqX+RdLzrb6fU/jDoV6YGN7VZr6jyMLhkCnQwjUyIyJiJzInWuMG8jqBbBNduTOLHOhvlB+nxhe9SqOl/ra0xx3jysrrV4LBf6jzRhAxwkm4vFq3tedLbW2LOcGtTYbrWmzkfXGMPJ9qOY7KfOE3ZI25PYGNtQYztq8jxhq9SqOk9XninKtW+pC5OTw4Xe6SZsgIOkenF1RsrIlfn0oMZ2qzV1HtZtqZ9OH0POjrYfzZ62J3GidtWZqFV1tl5/WRAmJ3VIOiQ2B72f6oyUh7GItxUpT6OSf3ISwVZ57Q9s95t11/+yOhdsP5pJt7Yn/Y6F3Sxbd0F7wz279WpVna2rn1IXJi+LV5uwAQ6S0aBYTb/gbJvr56oFonTpLB1eTEwg2DrVgpldo9PG+uvVefD23vOCs+VQG+uZV4HeDFyo5sV/YUtSjsZcK7XOYWs934QNcFCUl888WL+4S3tebLbQG18vbJXI0Ehv9856+1WQd3aN4PbGf64W37YMcmI1Zl9X+HN2fapXDn+cOC/YLn8oCJOlp8bz4tRah+2yus5ualN9CGhPnZfXvhATwrm9gxlbrXoweagg72waNQU2/i59TnC2jTa4sT0tdd6w28YbXte/Lhum9aoLk6XLp6v77uvptQ5b5lJ1nS31P2xCBzgohgv9Z+sXuBrI9rzobJ2rz7nR5Giky0babHICwVaoIO9suvJcr9z4fvqcIGvf7tfb1GK7WuocYnddqeZcyXOCrTECpVc/lz5+bLFPFXWL8dRah+00ds804QMcBKOF4qXUC812GumxycGMrTbSZVOTB7ZHBXlnz7oF9QWLLN7Z2Ka28bd9NdlmzNieuvE36XOC7TCKad/4umy1HI26S6m1DltmdY3FY+yeacIHOAg2l/qv7Xmx2UqH3qnP0kiTjXTZ1OSB7VEtmNnyym/26i44qXOBTLrQr7etCcTMjssn58qrLwnUtt3h9wRhcjRawafWO2ynsXumCR/gIKhe1Eujxf7m7hea7XP9O4qG5uiV3yrqdNnUxIHtsN5qcNpWv1lx9dMCMLx3BWJmy5h3pc4DtscooOyazM/IPk6td9guR5PHheKlJnyAg6AavH5+c+qFZnu9/ortEjkaabKRLrt70sD2GCmxqWPH7llvQfpB+jwg92t00lIjZjaMAH3duj5xHrAdxhtdVz6bPn5sr/V2v/PpNQ9bZHWN1Y9L/dea8AEOguGgWN/zYrOVXvmNWCjqjJSbkSabmjSwPcowmw3rLkiK8PIAjBoxsTBPnWfsnhGoT50HbIfDS/3y+h97MyU3Y+4VWf6pNQ/bZXWd3dxcLC404QPcL+XF3kP1i7u098Vm+1yZTw9ibK/xTmmkye6eMLA92oo0G0aq+vD7haw0HpzRNUn76plwec69vO1ufNe1mKPXXxaEych3mxAC7peNxfnHEi8wW+jonWqhaCtSdta1J9SDabVXXkwfO3bHCIZGZxtt4nnQxvh+/WuCuF03grhrZ9PnANthXRfGFsHsXP2MIEwuVtfZShNCwP0yGsy/kHqR2T4jwm/LRH5Gemykye6eLLAd1pO2j6WPHbthTMrX36iuw3fS5wB5377VL69+SSCm60bAPnn82QojILr6Sddhbi73FOfNwmbXTOyiacIIuB82B8Ure15kttK1bxQWixm6/tf2kbfZeGdTR4VuG9tFYttI6viTB+XwR/3y6u9YAHbZmIPZktRi36muwS+mjx1b7KleHchOrX3YIqtrLB5jF00TRsD9UL2Y53a8wGytsWcyOXix1Q4vJiYKbI22InXb618tXIM8MqPtuXfiu2tkI6992xsrbTbe+EodO7bXeCNs/ZwtSbk4GhSfaMIIuB+qF/NyNWjd3P0Cs33qjJSf0Qo3ovu7Jwlsh7YidVv1mHgcDv9edl13nSuv/LogTJuNoHv62LGtrjxTlGvfEoRpu6PJ40L/5SaMgPthtNT/UGekPFx5Nj14sb1e/ZxFYJuNdzTVWeqmK0V17f0gfdzJw1Tr6o6r42GrjWMT43/y2LGVRtOR668IwmTjoDjbhBFwr5SXTzwwfkHn977AbJ1x408NXmyvN2IrRGKSwHZ49Quyy7pqFDJPHXPySHy7X177/fS5ybxdPl3UQbbkceexG298Xfls+tixvV79vCBMDo4Wi83q8VITSsC9Ui70H6lf1GrQmn6B2T5jS0sUrkoNXGyv62/snBywXS7PpY8b81YdGLZB9WG66lwdwE8dc7ZAxXmzdPV5QZgcvFk5Wiw+aEIJuFeGC73TqReY7VN76jwd6sjSWje+r9tYF1UHhm1SfZhuutLXqrrNrv2V7YC5qU11Po4W+2tNKAH3SvUivti8mMkXme1x/TtqV+RmTLztG2+v179eXVNPp48d81QdGLZN9WG6aQTwI5CfOuY8foffc83laGr9w5bZ1JEtL515uAkn4F6oXsjX6he0GrB2vMBsnTe+VpQfPSWtOSdjT7J35Nvr6mdcT11y+alqUfSf08eaPFbVh+mcEcCPQH7yePP4vSQIk5sR2By+aUtSLg6XiiebcALuhc3F4kI1WGlPnYHXFBDNztiTHHuT90wOeOxGhpJC193y2per600dGLbVH/bLlefS5y7zNAL5yWPN4/ct11tuRsHrjdfTayC2yOr6isfRYP6FJpyAe6F6Ed/d8cKytXrXPj/X/6IapBamJgVsjbE9IG74qePG/IxtSKO355PHmmyLUag9df4yU7Wqbq2RhXz1c4ljxtYamTBr35AJk42D4pUmnIB7YbTY/+fJ3i6225Vn04MW22vsSU5NDnj8XvtiUX50Mn3cmJ9rZ6tJ96X0sSbbYt0697cEf7uiVtXtdVh546uutdy8/hVBmIw814QTcC/UL6IgTBYuWzBmZ+xJTk0OePwKanZH3ZCYlT+q7ue2QnZErarb7PpfC8Lk5Vx55TcEYXKwur5uRkmTJpyAu6W8fObB8Ys5v+fFZbuMbh+6uOTlyvO9ek/y7kkBj99htQj66FT6uDEvYzE7/C8WQczH2L5y408tDrtiBPRTx5kt8Ie2/+Xm6nOCMDk4WuxvVo+Xm5AC7pZoLVW/mDJhWu/6uaJud5wasNhOYy+yd+fb6dq3tXvviorxMksV6e2Op6p7/Y8Sx5jHbgQ8zZ3zMuZmqXUQ2+XNytFi8X4TUsDdEq2lUi8s2+fat4py5RnvnOVk7EWOPcmpiQGP10gf12ksfxXjZc4q0tsN1YVpr/FG2OonzZ1zMkovRFfR1FqILXKpusYW+//chBRwtwwXeqeTLyxb5/VXCjVhMjMm2KlJAY/fledMyrqgYrzMWUV6u2HMza79gS2RrfTH/fLq77nGcjIyYTbOp9dCbJPjUiZNSAF3S/T33vuiso1e/bybSG4O305MCHjsRnpytBVNHTPmo5pL7ISK9HbClecFYdpo3SHp6zLOcnLldK9cP5teC7FFNqVMyou9h5qwAu6G0UL/5T0vKlvp6qfSgxXbaUyqdUZqp5E2HunjqePGfIyuF6njS2blxX5d1yh1jjMj456fOr48dm37y8toQnLj64rz5mK50H+kCSvgbthcLF5NvaBsnyvz6cGK7TQKLnqXvp1G2ritfXkrC4ZdMd6pH/6DRWLu1lso/iZ9jHl8ur7y9PrLgjC5GPVlm7AC7obqxTtXv4jVIDX9grJ9pgYpttcrn9UZqa3KKstfWTDskmrDdMCnivL614xLrfSSOXRurn5GECYXhwv9Z5uwAu6GzcXiQuoFZbscvlmUyx9LD1Rsp1e/2KuruycnBDxW1YPJW1kw7KLD71ko5u1ceeXXBWHaaNSBi0566ePGNrryrDbVuRj1ZZuwAu6G6sW7PFrs39z9grJdbqhhkZ1RCE576vYZ6eKRNp46ZsxDWTDsorJh8nd5Tl2YNlq3qf50+pixnS73BGGycVC80oQVcDeMFvu/mLSYYnuNKuFRLTw1ULGdWii20+tfL+qib6ljxvar1hK7rGyYvI17y8YP0seWx+jFeR1GMzS1HmILXeq/1oQVcDeMFvv/PGkxxfa69g3bkXIzJtPJyQCP1atfiInY3J7jxTxc+7NqoarrGDuqbJi8XT5djVFn08eWx+u1r7iusvLU+A2X1JqIrfNcE1bA3ZB4IdlCr7+im0tuDi+mJwI8XleeMxHL1djTP3p7Pnlcya4oGyZjFedtpwv9cv0vXFc5GW88Rz3M1JqI7XE0KDarx8tNWAH7pbzYe2j8ItqO1Havi+BnZbwbFoXgkpMBHquK8ubrjWpxIwuGXbeuX/FJ9/xcjW0vqePK43Xju4IwORnz6PVzgjBtt7q2bm4Oip80oQXsl/LSmYfrF9F2pNZ75cX0IMV2qntLO429+urB5Ovoh+njSnbJCDTGtrvUNcD2G11dUseVx2x1/0gdL7bTqIMZ9TBTayK2x5uVUV+2CS1gvwyXiifrF7EanHa/qGyX0S8/NUixnV79XK9+NzM5EeCxGXv1492V1DFju43OFq4pzow/qsYqWXtZGlvHk8eUx+sl11ROxnakqIeZWhOxRS5V19Zif60JLWC/DBf6zyZfULbO1ecFYXLy2u8X9Q0/ORHgsXlNbaVsjf38sa8/dVzJrlkX6P1s+lpgu11+phqv/i59XHmMVtdUdNdLHTO20KeKegtyak3ENjkuaVJePvFAE17AfhgN5l/Y+2Kyja7MJwYotta1bxblMDUJ4LF65dcjmKkzUm7Gu5fDt9PHlOyqa39l+0SORhBm7dvqwrRNgc38jHqYqTURW2RT0iRKnDThBeyHzUHxyp4Xk600buqpAYrtdP2N9CSAx2vs1U8dL7Zb2/s4i0aHPdsn8zOyLa/9gSBM6/xxv7z6e7LKczLqYabWRGyfG4vzjzXhBeyHzcXi1dQLyfaZGpzYXof/UE2gU5MAHqu2IuWpoCZnUovGbI06fsljymMz5mQ3vup6yse58spvyITJxagz24QXsB+qF+3c7heR7TP2sX50KjVAsa2qB9M+Y4++jLL8XCmq6+nt+eQxJbuutrp5utJXnLd1LlTzgL9wPeVk1MNMrYvYPqPESRNewH6oXrRLu19Ets/hm0VdJTw1QLF9Rv0KQZj2qTNSnl77cnU9XUwfU7LzXpwvV8549z43dUhqp4KaeRn1MFPrIrbP0ULxUhNewH6oXrTLo8X+zd0vJNvlxuuxeDQJy8WYMMfEOTUB4PF5/etFufx0+pixvcakOXU8yZnwnX559Yvpa4PtNe41Gz9IHE8enwvVfPq8uXROLvcEYbJxULzShBewH0aL/X9KvpBsletn++WKd/CzceX5Xr2FLDkJ4LF57csmX7lZd0X6cfp4krNi1ERKXR9sr5F1uf6GujCt84eupdxMrYvYIqvrqvn4XBNewH6oBqSVSWsptte1b9iOlJOrn9bJpY1qT52fV36rcC1x5o1AZAQkU9cI2+nKM0V54zVBmNZ5SRAmK0+N39RMrY3YNosLTXgB+6F+0QRhWu/1VwpdXTJSO912uvKcTJjcvPF1XcbIuJ9EcD91jbCd1m2qq7lb6njyeE0dL7bTeAM66mKm1kZsnZeb8AL2Q/2iCcK03utfsXjMyWgpGq1FUzd/Hp86I+Xn8HvpY0nOksNL1Tzgj80DcvPq5wVhWqdC11lZb+s7JwiTiYIwd8P4RZvf/SKyZV55MT04sZ1e+4qJV9us0/llk2VlTL7UgyHH6uqSn6uf0iGpdb7Vr+v2pY4X22fUw4y6mKm1EdtjdW0Nq0dBmLth/OIJwrTd1c+I2uekLRTtc/3vZMLkpnow5LbqwuTnSl8Qpm3a2peXsR0p6mKm1kZsj9W1JQhzN5SXzzw4fvEEYdru6vOCMDm5/hfVgLSw88bP43XtbLWA0WEsKwUzyW0tHvMzsi9Tx5LHZ1xHUbcvdbzYQp8qyhtfE4Rpu6PF/mb1+G4TYsCdKC+deXj84gnCtN2V+cTAxNYaaeOpmz+Pz+vVTTxu5qnjxXYarURTx5KcRaMuTCxGUtcK2+ny09V84Afp48lj8uJ8XasndbzYTqMuZmptxDY5H4GYXzQhBtwJQZh8XO6lBya2043zhUyYlnn9j0y6cjIKJ8ZkOXUsyVk1ClWnrhe209gCu/E36WPJ4zPq9qWOF9upIEwOCsLcFdtBGLZdQZi89A5++/TOV16qB0MmvCQIk5PLp4ty/fXEceSxGVtcY6tr6nixjc6V174gCNN6l6rrSxBm/wjC5KMgTF4OL+698fN4vfLrEYSZ23Os2E6vfrFXjt5JH0tyZn2rX648l75m2D6jqOiNP9ctsVUu9Ou6fanjxXYaHWJTayO2SEGYu6Nc6D+SfCHZOgVh8jJ54+exuqK4dVaufbNQlJfcZWSHRZZY6pph+4yaMNe/LgjTNtffEITJSUGYDIwgzFL/wybEgDsxXCqeTL6QbJ2pQYntVC2LdrrybPp4sZ2qq0QmfKdfZ4mlrhm206hHljyWPDajeULqWLGdCsJk4NL4sQkx4E5sBWGqAWnHC8nWmRqU2E4FYdrp8lz6eLGd2tJH7jWywyJLLHXNsJ1GPbLUseQx+kPz6pwUhMlAQZi7QyZMPqYGJbZTQZh2mjpWbKfLp3vl8Mfp40jOtAv9Okssdd2wncYCMnkseXwKwmTl6qcEYdrvuNNyE2LAnRCEycfUoMR2uvpJXV3aZizol0+mjxfbp2uIvLWRJZa6bthOox5Z6jjyGBWEycrV6hpKrY3YJgVh7orhQu/03heRbTP2gFtA5uPqp3sWkC1z4/tF3aUidbzYPq/+XrVokQlDJq2DyqfT1w7bZ9QjSx1HHqOCMFkpCJOD4yBMefnEA02YAbdjNJh/Ye+LyLY5fNMCMicFYdrn+hvVNWTRko03vj6ufZE6luSsG/eXyBZLXTtsn1GPLHUceXzKJstLQZgcbIIwl8483IQZcDsEYfJQECYvBWHa5/rr8c6xRUsurv+19H3ylv64X2eLpa4dts/IZE4eRx6rqWPFdioIk4+CMPtEECYPBWHy8spnBWHapiBMXkb70NRxJDn22leMZzmZOoY8XlPHie10uacwby4KwuwTQZg8FITJy7odpe5IrfLGa0W58oxFSy7Gfv3UcSQ5VhAmL1PHkMdr6jixnQrC5KMgzD4ZLfZfTL2AbJfxrvDyM+mBie1TEKZ93vhzgcycFIQhb23US4q6Salrh+00dRx5vKaOE9upIEw+lgv9R5owA27H5qB4JfUCsl1u2EqRlYIw7VMQJi+Hb6ePI8nKhX65/hcWkdl4qhrTfpQ4jjw+qznayhnz6lwUhMnH4VLxZBNmwO2YBGFGu15AtktBmLwUhGmfgjB5mTqGJBsFYbIy7j0b31dsvFUKwmRl7AZIrY/YIqvrKh4FYfaJTJg8FITJy2u/X022LiVu+jw2r3+tun6ecg3lYuoYktw2timnrh22T0GYFioIk52p9RHbpyDMPhGEyUNBmLyMgonJmz6Pzet/5PrJxZWiVw5/nD6OJMcKwuSjIEwLFYTJztT6iO1TEGafbC4Wr6ZeQLbLtW/p7JKTgjDtUxAmH2NibDsfeXuH3xOEycXYSrH+d+njyGPyrX658nz6eLGdptZHbJ/Dhd7pJsyA21G9WOfqF21p74vI9rj2DfUsclIQpn0KwuTjynO9eoKcOo4kG38oCJOLkcm8/nriGPLYHFb3mNVPp48X22lqfcT2ORrMv9CEGXA7qhdrHIRhq13/jgVkTtZBmB/P1zd5tsNrX6quoafiHcmCLffKr1fXzzsyYchbGQUQRz+cT14/bJ/RHWntL9P3Jh6TP+6Xq580t87FeCM6tT5i+xSE2SfRyzv2bpE8SOf7GwvFS2yPa/+5+MrVrxXfYfu99v8sXl/72+L/RfLWrr9R/K+p64ftNHVf4jE66H8uPX8jeT+WF3sPNWEGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAED2/G//w4mH3v+Xp5783//lU481T92W9//HEw/H94fNU7flFydOPDD5/urjB5unAQAAAAAAZoMIpvzs8ZM/+dkTp97/+eOnzv3siZOXP3j81EcfPP6vXm6+ZQdT3/+L5vsvVd9/o/r81Qi0NN+2RTwXX4vfX3nhgydOnY+P42cFYwAAAAAAwEzwweMnHvnZE6d+8f4TJ19onqqJrJgIrkSgpHmqpg7ATH1/ZM1EkCWCKRFcCetvbIivffD4yXern3ktPm6erokgT/yu3c8DAAAAAAB0jjqj5fGTn2g+3UEER+Lr09uNIjAz/f0/e+LUqxHIaT6tf98Hj598tvm0+vzUK5NATgRs6p+PTJvHTr40+XoEaOJjAAAAAACAThLBk8hSiY8jmDIOjpw6Pfn4Z088/WgEVCZBksiOmXx/EIGU8fedvPyLZltRfP909kx8f/xcfL36Pb+Kr8X3xPaleKwDPdXzzbcDAAAAAAB0j8hoiaDIeOvRqfcjIPL/+b+f+r9FNkt8HIGT8fajk5fi+yMjZjrAEh9XP1eG8X3xXDzuCNQ8fuqjeIyAznSwpvqZC5PfNQnUxMcAAAAAAACdYxwYOXUhAi4RCKk+fu3/ePzkr00+nnQyiu/Z/v6Tl+sfrohMlupr5c7gyvh31t9QEUGY+P11oOfxU69Mvq/5N16Nj6vHX02eBwAAAAAA6BwRHPnZuDDug2HTOroOmEzqwESgJIIn9Q9UxPdPZ61Un5c7vh41XnZ8/8lLscVp/PGpX0TwZbwlKbovxXao7S1RAAAAAAAAneX9J06++LMmG6Z5aotxId1xkKZ5qvn+OvOl/v7pIEyTBbPj+yfPxTaleL7uiFR9/+TzupBvE6QBAAAAAADoND974tRrk2DIJAumeu7VCJ5EIKb5ti2aWjDvx/dHMCW+Z9JuOvX9TaDnV9HWOoIydVvsx09+Ip6bzpoBAAAAAADoPBFQGQdXxt2OIqgyndGym7v+/gi8RLCn+f6fPX7qbCpgAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcHs+OtF79KMTxZMkSZIkSZL34ocneg81YQbcil+cOPHAR0/OXfrvT/YukyRJkiRJ3pMnei83oQYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC28tGJuVdu47PNt9V8dKJ4cufXe482X8KsESfH+CQ4/dL/78Tpx5qnD5zxv3HmweZTAAAAAACy5aMne+Wt/O9Pzp1rvq3mFydOPPDRk3OXpr7+kUDMjBInx39/sveLysvVx+9WJ8b793oyxO+oTqizzac7qE+2E8883HwKAAAAAEC2TAIqKXcHYQKBGNTEyRFZKs2n/+K/nZh7MQIxcYI0T+2b/++J/iO3CrTUJ5ogDAAAAACgA0yCKdPr6TtR7xCZ/NyTvRv/7UTvdPMlzAq7gzBBndFyYu7ZJlL3ah2he3Lu/ciYqU+aE8WT4+yZuXfD+N7xz41/V/xc9fUL1c/8KrY5xdfiJBtnysRz+z9JAQAAAABoG1vBlH2ub+u1tAAM0kGYuXP//UTv5bA6OX4SGSxRL6Z6/qP6xImiQtWJEydN9fmzEVgZB17Gvyuei4DLhyd6D8XviN8Z318991pky1Tf9278jvofAwAAAAAgM5pgyo4gTLMertfEzVM1saae+lplej08/r4o4hvu3Kq0/fzOr99ux8l0XdY6yaL6udj9srse7PS/u/trk5+bNp6LtX3zLbgbUkGYyHqpX9zYr3ai90Lz9Nb3jr/W+0nzdPV8ZMhEdsyOTJjIeql+z3YmzOQgTU68+BgAAAAAgNxIBmGa52Jt3Dx1V9Rr5cnvHf+ed2N9XX9t6vnx13qX4/n4nlQTnPG6exzsGSdDxI6X0y81a/1XY70fiROT7/1vJ05/okm0qP6GiAWMfzYCNOO1/s4gzL3+H2ee8Ys5PmniwFUH82y84OOv9V6bfDz+2ngrUbzokwMeVB/vCMKMo2jPPFzXiHmydyMObH2iNBG68fcIwgAAAAAA8mQSDJle206eu9cARb1Wrn4+AiLNzpTq948TI5rfW+8qGdtkwsTulSd75yfBmiB+ZvK98fw4qLIzUDMOrvQujD8er+PrLzTE1yZr+9T6/V7/jzNPHThpTpTKG5VnJwenCZ5UB3TuV+Ov7TcI03u0+vijOOiT76t/vyAMAAAAAABJ6rVytXaOIMzk451BmEmd1u319HgdXq/RX4vPJx/Hz8XHY8c7VHYz/r5xkGV3ECbW9ZPnp/+9CfHvNh/ioBm/+HvTm25HRNvsEQMAAAAAYH/UQY9xgkSTURNbiMZr8ennw/oHKibBkDpwU+9s6Z2Pz7eDML0XblUEeGt7UjIIc+bBcYCnzpj5Rfwt479nHBQShAEAAAAAAK0iCt1GoGM6SSH1XDAJwvz3uttwr5zOYBk/v70dqXl6RzAkAiSTbUmTIEzdZKdpmLObCNrUO2ASQZjJz8mEOWDqyNb4YEYb6ksRPWu+tG/GJ9B2Ad97odn6dD62PEWUrf74LrNvAAAAAABoE836NtbcW0GL1HPBJAjT1FeNWi83JgGX8fdvb0e6U0bKJAhTf5xYX1dff7R6/uz4451BmHEdmd75cYBGEOZAiRcuHEfT6nbT71e+2nx5X9RFg5r9Z/fC+ABH8GXyd1RWJ0P1O7fqzuyHcZTu/oJBAAAAAAAcFPcShInAxzhRIeqzzv2qSVrYsR1psl7e/TsmTAdh4ufH6+1xF6RYv1e/Y6sebDxfP1cHY+qPL0Syxfhr9Xaky5OvjY2tSruf25lJg1swORDNp9ULPO6CNEmLql/wE72Xp9Ok4gBGb/GtqNq4YM9WH/SmiNCz4/1l1e+rD/7cs+Of2Xtg6gPWdGGapg7OVD8fPze9h238u8e/f/vvrAsD14WAx1+Lfzf+/fh4HJiJ3zH+G2TYAAAAAADuj1izxpo61qFj587Fc82Xa1Jbj6rvvUUQJrJOxh2Npj/ffpx23B1p+vdOM85i2Z39Mv498bXmqZqdv3/nz8Tfsv21sfHc5P+1rXX2vtgdhAmqk+H8OIAx7nIUEbLq8d14jK9PPq5PnCbIMTl5qud/Uj1/IYIq1cd1BK85GeP31NuN4mfieyfE13c/F8SBjX8jft/YcY/0+Lfi98Rz4983jvDF1ye/qz6Jmuhg3ev8yblXq4/jd0Xb7epntvfQAQAAAABwN8TatFpbjte947VntT7eXzZI/b2JIAxmgDqgsSsIU50QF+rARhM0qT6/XH0c+9HKiG41wY5oeTXuS94EYSICFydTPDc+IWP/2nbqUjzfpD7VvcgnxOfxO5pPt6izVqrfET9f/4769809O/0311k3TRbN9PPjf3fuo/g7mr8lTvA6SFNZB3bi+wAAAAAAuFuqNWa1Xt7aHlSvfZsv7WBvxkhlJAYIwswm04GLIAIpcUKM94zVmSavTp8sEdAYpzXVW4iaLJRxECYCNOOTL1pgRQBl7lfxO+sAShNkid8Rn8fHE+rf8eTc+/G7m6dq6myciCxO/fvjvyv+rb2/b/r/0gR/6oDQ5O+qM2K2ftc4gAQAAAAAwN0Sa8pqDRo7PppMmHRAJdalk+/Z7a1+Bh0mDvo4SNIU4nly7leRXRJfa7JM3m+yV14LI1ASJ9Eko6XZtjS9HWk7GtgERKrvu20QJqi/J4oCR3CnchwwGWezjGvC1FkxPxl/bzoI0/wd744jjdtBmKAO5lR/23hrUu8nkyJDAAAAAADcC/sJxMS6dPL13aa+Hx3no7p+yjjwMekB3nypZrLdpzpxXpsU2qmDHE/2zsf311t9qhNv/HuiDktkxzzz8Dijpnej+XpkyzRbl6Lgz96tR0ETaDkfJ2IES+K5rX9rHHhpfkddh2bP76sDRPF/qLN3xoV54/lgnA1TPV9n1qT/fQAAAAAA7obxmnR798Zk3TwhuR2p8VZFdYF9UQdBnpz7aHySzdXtrpsvAQAAAAAA4CAZB1+iiO+4lkvzNAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOGL+xb/4/wOlgLWMaejHVwAAAABJRU5ErkJggg==" alt="" class="stl_04">
</div>
<div class="stl_view">
<div class="stl_05 stl_06">
<div class="stl_01" style="top: 2.2em; left:2.3622em;z-index:334; "><span class="stl_07">4</span></div>
<div class="stl_01" style="top: 2.2em; left:3.0494em;z-index:336; "><span class="stl_07">.1 </span></div>
<div class="stl_01" style="top: 3.5171em; left:2.3622em;"><span class="stl_08 stl_09" style="word-spacing:0.02em;">STAKEHOLDER </span><span class="stl_07 stl_09" style="word-spacing:0.01em;">MAPPING </span></div>
<div class="stl_01" style="top: 34.6917em; left:2.7014em;z-index:375; "><span class="stl_10 stl_11">EXTERNA<span class="stl_12">L </span></span></div>
<div class="stl_01" style="top: 34.6917em; left:9.4927em;z-index:391; "><span class="stl_13 stl_14">PEER </span></div>
<div class="stl_01" style="top: 34.6917em; left:16.2823em;z-index:606; "><span class="stl_10 stl_14">PEER </span></div>
<div class="stl_01" style="top: 34.6918em; left:29.5905em;"><span class="stl_10 stl_15">COMMUNI<span class="stl_09">TY </span></span></div>
<div class="stl_01" style="top: 35.525em; left:29.5905em;z-index:855; "><span class="stl_10 stl_11">OWNERS </span></div>
<div class="stl_01" style="top: 35.5249em; left:2.7014em;"><span class="stl_10 stl_16">STAKEHO<span class="stl_11">LDERS </span></span></div>
<div class="stl_01" style="top: 35.5249em; left:9.4927em;"><span class="stl_13 stl_17">CONSUMER<span class="stl_18">S </span></span></div>
<div class="stl_01" style="top: 35.5249em; left:16.2823em;"><span class="stl_10 stl_17">PRODUCE<span class="stl_18">RS </span></span></div>
<div class="stl_01" style="top: 35.525em; left:22.5787em;"><span class="stl_13 stl_16">PARTNER<span class="stl_11">S </span></span></div>
<div class="stl_01" style="top: 37.3626em; left:2.7014em;"><span class="stl_19 stl_09" style="word-spacing:0.03em;">Entities that have a </span></div>
<div class="stl_01" style="top: 37.3632em; left:9.3269em;"><span class="stl_19 stl_09" style="word-spacing:0.06em;">Entities interested in </span></div>
<div class="stl_01" style="top: 37.452em; left:15.923em;"><span class="stl_19 stl_09" style="word-spacing:0.06em;">Entities interested in </span></div>
<div class="stl_01" style="top: 38.0773em; left:15.923em;z-index:441; "><span class="stl_20 stl_09" style="word-spacing:0.03em;">providing value </span><span class="stl_19 stl_09" style="word-spacing:0.01em;">on </span></div>
<div class="stl_01" style="top: 38.7855em; left:15.923em;z-index:460; "><span class="stl_19 stl_09" style="word-spacing:0.04em;">the supply side of </span></div>
<div class="stl_01" style="top: 39.4523em; left:15.923em;z-index:475; "><span class="stl_19 stl_09" style="word-spacing:0.06em;">the ecosystem/ </span></div>
<div class="stl_01" style="top: 40.119em; left:15.923em;z-index:487; "><span class="stl_19 stl_09">marketplace<span class="stl_18">, </span></span></div>
<div class="stl_01" style="top: 37.3626em; left:22.5787em;z-index:635; "><span class="stl_19 stl_09" style="word-spacing:0.06em;">Entities that create </span></div>
<div class="stl_01" style="top: 38.0294em; left:22.5787em;"><span class="stl_19 stl_09" style="word-spacing:0.05em;">additional value and </span></div>
<div class="stl_01" style="top: 38.6547em; left:22.5787em;z-index:673; "><span class="stl_20 stl_09" style="word-spacing:0.08em;">collaborate </span><span class="stl_19" style="word-spacing:0em;">with </span></div>
<div class="stl_01" style="top: 39.3629em; left:22.5787em;z-index:683; "><span class="stl_19 stl_09">commun<span class="stl_15">ity </span></span></div>
<div class="stl_01" style="top: 37.3626em; left:29.369em;"><span class="stl_19 stl_09" style="word-spacing:0.04em;">Entities that own the </span></div>
<div class="stl_01" style="top: 38.0294em; left:2.7014em;z-index:74; "><span class="stl_19 stl_09" style="word-spacing:0.06em;">specific interest in </span></div>
<div class="stl_01" style="top: 38.0218em; left:9.3269em;z-index:257; "><span class="stl_20 stl_15">consumin<span class="stl_09">g, </span></span></div>
<div class="stl_01" style="top: 38.0294em; left:29.369em;z-index:894; "><span class="stl_19" style="word-spacing:-0.02em;">vision behind the </span></div>
<div class="stl_01" style="top: 38.6547em; left:2.7014em;z-index:268; "><span class="stl_19 stl_09" style="word-spacing:0.04em;">the success or failure,</span><span class="stl_19 stl_09" style="word-spacing:1.23em;"> </span><span class="stl_20 stl_15" style="word-spacing:1.23em;">utiliz<span class="stl_09">ing,</span></span><span class="stl_20 stl_09" style="word-spacing:0.05em;"> accessing </span></div>
<div class="stl_01" style="top: 38.6961em; left:29.369em;z-index:914; "><span class="stl_19 stl_09" style="word-spacing:0.02em;">market opport<span class="stl_18">unity, </span></span></div>
<div class="stl_01" style="top: 39.3629em; left:29.369em;"><span class="stl_19 stl_09" style="word-spacing:0.06em;">responsible to ensure </span></div>
<div class="stl_01" style="top: 40.0296em; left:29.369em;z-index:955; "><span class="stl_19 stl_09" style="word-spacing:0.05em;">that the community </span></div>
<div class="stl_01" style="top: 40.6964em; left:29.369em;z-index:973; "><span class="stl_19 stl_18" style="word-spacing:0.07em;">exist and evolves </span></div>
<div class="stl_01" style="top: 39.3629em; left:2.7014em;z-index:117; "><span class="stl_19 stl_09" style="word-spacing:0.05em;">in controlling the </span></div>
<div class="stl_01" style="top: 40.0296em; left:2.7014em;z-index:127; "><span class="stl_19 stl_09">commun<span class="stl_15">ity </span></span></div>
<div class="stl_01" style="top: 39.4218em; left:9.3269em;z-index:296; "><span class="stl_20 stl_09" style="word-spacing:0.03em;">the value </span><span class="stl_19 stl_09" style="word-spacing:0.03em;">that is </span></div>
<div class="stl_01" style="top: 40.1632em; left:9.3269em;z-index:312; "><span class="stl_19 stl_09" style="word-spacing:0.07em;">created through </span></div>
<div class="stl_01" style="top: 40.8632em; left:9.3269em;z-index:323; "><span class="stl_19 stl_09" style="word-spacing:0.03em;">and in the </span></div>
<div class="stl_01" style="top: 40.0296em; left:22.5787em;z-index:697; "><span class="stl_19 stl_09" style="word-spacing:0.03em;">owners with a </span></div>
<div class="stl_01" style="top: 40.6964em; left:2.7014em;"><span class="stl_19 stl_09" style="word-spacing:0.07em;">externalities and </span></div>
<div class="stl_01" style="top: 41.3631em; left:2.7014em;z-index:158; "><span class="stl_19 stl_09" style="word-spacing:0.06em;">outcomes, in </span></div>
<div class="stl_01" style="top: 40.7858em; left:15.923em;z-index:499; "><span class="stl_19 stl_09" style="word-spacing:0.06em;">seeking for </span></div>
<div class="stl_01" style="top: 40.6964em; left:22.5787em;z-index:714; "><span class="stl_19 stl_09" style="word-spacing:0.09em;">deeper relation. </span></div>
<div class="stl_01" style="top: 41.4525em; left:15.923em;z-index:513; "><span class="stl_19 stl_15">opportunit<span class="stl_09">ies </span></span></div>
<div class="stl_01" style="top: 41.3217em; left:22.5787em;z-index:733; "><span class="stl_20 stl_09" style="word-spacing:0.09em;">Professional value </span></div>
<div class="stl_01" style="top: 41.9884em; left:22.5787em;z-index:755; "><span class="stl_20" style="word-spacing:-0.01em;">creators </span><span class="stl_19" style="word-spacing:-0.01em;">that tend to </span></div>
<div class="stl_01" style="top: 42.6552em; left:22.5787em;z-index:777; "><span class="stl_20 stl_09" style="word-spacing:0.06em;">specialize </span><span class="stl_19 stl_09" style="word-spacing:0.03em;">in a niche </span></div>
<div class="stl_01" style="top: 43.3634em; left:22.5787em;z-index:797; "><span class="stl_19 stl_09" style="word-spacing:0.04em;">product/service and </span></div>
<div class="stl_01" style="top: 44.0301em; left:22.5787em;z-index:814; "><span class="stl_19 stl_09" style="word-spacing:0.04em;">become bet er and </span></div>
<div class="stl_01" style="top: 44.6969em; left:22.5787em;z-index:832; "><span class="stl_19 stl_09" style="word-spacing:0.05em;">bet er within time </span></div>
<div class="stl_01" style="top: 41.5632em; left:9.3269em;"><span class="stl_19 stl_09">commun<span class="stl_15">ity </span></span></div>
<div class="stl_01" style="top: 42.0299em; left:2.7014em;"><span class="stl_19 stl_09" style="word-spacing:0.04em;">regulating it or in </span></div>
<div class="stl_01" style="top: 42.6966em; left:2.7014em;z-index:196; "><span class="stl_19 stl_09" style="word-spacing:0.01em;">exercising rights </span></div>
<div class="stl_01" style="top: 43.3634em; left:2.7014em;"><span class="stl_19 stl_09" style="word-spacing:0.05em;">in the community </span></div>
<div class="stl_01" style="top: 44.0301em; left:2.7014em;z-index:224; "><span class="stl_19 stl_09">governanc<span class="stl_18">e </span></span></div>
<div class="stl_01" style="top: 42.1193em; left:15.923em;z-index:530; "><span class="stl_19 stl_09" style="word-spacing:0.02em;">to improve their </span></div>
<div class="stl_01" style="top: 42.786em; left:15.923em;"><span class="stl_19 stl_09" style="word-spacing:0.1em;">professionalism and </span></div>
<div class="stl_01" style="top: 43.4528em; left:15.923em;z-index:563; "><span class="stl_19" style="word-spacing:-0.03em;">honing their </span></div>
<div class="stl_01" style="top: 44.1195em; left:15.923em;z-index:584; "><span class="stl_19 stl_09" style="word-spacing:0.07em;">capabilities towards </span></div>
<div class="stl_01" style="top: 44.7863em; left:15.923em;z-index:602; "><span class="stl_19 stl_09" style="word-spacing:0.05em;">bet er performance </span></div>
<div class="stl_01" style="top: 44.586em; left:44.1732em;"><span class="stl_21 stl_18" style="word-spacing:0.04em;">This tool is a revision of the Plat</span><span class="stl_21 stl_18" style="word-spacing:0.04em;"> orm</span><span class="stl_21 stl_18" style="word-spacing:0.03em;"> Design Toolkit by Simone</span><span class="stl_21 stl_18" style="word-spacing:0.03em;"> Cicero </span></div>
</div>
</div>
</div>
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