Question
In the given diagram, m∠1 ≅ m∠3
Prove that ∠POR ≅ ∠QOS.
![](data:image/png;base64,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)
Hint:
given m∠1 ≅ m∠3 , adding common angle 2 to both sides proves the statement.
The correct answer is: Hence proved
Aim :- To prove ∠POR ≅ ∠QOS.
Given , m∠1 ≅ m∠3
Adding angle 2 to both sides by the addition property of equality both sides remain equal.
m∠1 + m∠2 ≅ m∠2 + m∠3
We know that ∠1 +∠2 = ∠ POR and ∠2 + ∠3 = ∠QOS
Substituting the angle POR and QOS ,
∠POR ≅ ∠QOS
Hence proved
Related Questions to study
When a new laptop became available in a store, the number sold in the first week was high. Sales decreased over the next two weeks and then they remained steady over the next two weeks. The following week, the total number sold by the store increased slightly. Sketch the graph that represents this function over the six weeks.
When a new laptop became available in a store, the number sold in the first week was high. Sales decreased over the next two weeks and then they remained steady over the next two weeks. The following week, the total number sold by the store increased slightly. Sketch the graph that represents this function over the six weeks.
Graph the following functions by filling out the
chart using the inputs ( x values) that you think are appropriate.
Y = 0.25x + 1
X |
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Y |
Graph the following functions by filling out the
chart using the inputs ( x values) that you think are appropriate.
Y = 0.25x + 1
X |
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Y |
Graph the following functions by filling out the x / y chart using the inputs (x values) that you think are appropriate.
Y= x2 + 2
X |
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Y |
Graph the following functions by filling out the x / y chart using the inputs (x values) that you think are appropriate.
Y= x2 + 2
X |
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Y |
Is the relation shown in the table a function ? Explain
![](data:image/png;base64,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)
All functions are relations but all relations are not functions.
Is the relation shown in the table a function ? Explain
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)
All functions are relations but all relations are not functions.
What relationship between money (in$) and time (in M) does this graph show. Write a description of the given graph .
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAikAAAFwCAYAAAB9+uu8AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAP+lSURBVHhe7L0FgF7VuTV8/+/7rlUoHjxAgGAtWkqxUqQFWkppKQ4JcSEuxN3d3Z24hyTEExLi7u4yk3F5Z96Z9a/1nHdPTqbhliTAHZK9kmfOec/ZZ/t5nrX1/Bs8PDw8PDw8PAogPEnx8PDw8PDwKJDwJMXDw8PDw8OjQMKTFA8PDw8PD48CCU9SPDw8PDw8PAokPEnx8PDw8PDwKJDwJMXDw8PDw8OjQMKTFA8PDw8PD48CCU9SPDw8PDw8PAokLhuSkpubmydh6Hc0GkVOTs5Z93Sua+HrOoZFz2VnZ9vRuRF0nt8/Dw8PDw8Pj/PDZUVSRBwcIXHQdRENSf7rchsmIDqGRfeysrLsWedGcOGEr3l4eHh4eHicHy6r4R5HHvITCJ3rnsRd1zHsNixhfNtrHh4eHh4eHueHy4qkiDi4XpNzEQsREkdUJI7UOAITJjH54Z7x8PDw8PDw+G7gSUoM+h0mKWGEf+s8TFoc3HXnh4eHh4eHh8fF4bIjKSIRIik65icfTv4VREI0F0XiCEl+vz08PDw8PDwuDpcdSTlXb4e7HiYoOo9EIkhNTTXJzMyM3QnuiaDoftgf+atrIioeHh4eHh4eF4fLkqSci6DkvyZScurUKezYsQMbN27EgQMHkJGREXOBvGEjT1I8PDw8PDy+H1w2JMURkfxk5FzXRTISEhKwe/dufPnllxg7dizmzZuHw4cP5xEQuc9PUs51zcPDw8PDw+PCcFmQFJERkQcN0ai3w5ETN+yj3xL9lshtfHw81qxZgwEDBqBJkybo378/Nm3aZEM/7pnw8y4c/Xbi7jtxCLt3w0Zymx+6HxYPDw8PD4/LCZcFSRFBCJMBnWvoRkM6uicCoGN6erpd1/nJkycxc+ZMVK1aFW+88Qbq16+PFStWICkpyZ53/jryEyYRCkNh6boLT+7kxv3WUZKSkoLExERzH4b8zi+OrDjx8PDw8PC4lHHZDPeEjbvIgQiKROTBibuv3hL1mqgXRQTlgQcewEcffYQ5c+YYSXEQ2ZBbkRv5qWdFJnTt9OnTdtR1RzB01DMKV8+48HUtLS3Nhpgkes7FxxEU50dYPDw8PDw8LmVcNsM9ruci/+9zGf3k5GR89dVXaNGiBZ5++mncdttteOWVVzBw4EDs378/5upMD40jGiIXBw8exOLFizF69GgMGjQIkydPtom3IjeOaOioZ0RMNKwkQqR5Lz169MCoUaOwbt0662Fx8CTFw8PDw+NyxGXTkyJC4giFzmX0HWTwdV1DPerh0KqeqVOn4sMPP8Qtt9yCa6+9Fo8++qgN/XzxxRdGLPKTBPkn0rF161YMHjwYZcuWxR/+8AeUKFEC48aNMz/zP6PeFk3IbdiwofXY/OMf/0D79u2xevVqIzwOnqR4eHh4eFyOuKyGe2ToXQ+KIyq67giMhl/i4uKsJ6NDhw546qmn8JOf/AQ/+9nPrDflz3/+M3r16oWdO3faM4KOIjiC/NPzEydORPHixXHvvffipZdeMtISJjY6ag6KeliaN2+OF154wXpsqlWrZkNKIi/yV+5cvD1J8fDw8PC43HDZzUkRZPBFSkQUXM+Ku3fs2DFbyaOejSJFiuAXv/gFrrjiClx55ZV48MEHUbFiRZtQKzIi6Hn5Iz8F+aWhourVq+P+++/Hb37zG3Tv3t38dcRGENHp3bs33nzzTTz//PPm7/Tp03HixImYizM9KE5cGsJp8fDw8PDwuFRx2cxJEZmQOIMvYiERcdBvQcRFQy3qBbn++uuNmBQqVAjXXXcdfv7zn9tRpKNBgwb4+uuvzyId7lxzSeSHekgef/xxPPzww2jUqBG2bdtmbhQX9aqod+Vvf/sbnnzySZQqVcqGhI4cOZK3ukjuXFydOHLixMPDw8PD41LGZTdxVsZeR9eD4iByoAms6vX461//ioceesgIho4atlEvigiKhmW00mfYsGG2C62IjSMMOoqkaF6KemPkj4aMKlWqhCVLlth8Fw3laDjonXfeMf9FVOSXJtw6yJ/8BEWi62Hx8PDw8PC4lHHZDPcIMvTqPREhCQ/RCBq+UW9Gs2bN0LlzZwwfPtzmn1SuXBl///vfUaVKFfute3LTr18/LFu2zHo/NJfFQX4eOnTI/Prkk0+MpOh5+ScioqGg8uXLG/nRiqGePXvadRcXkQ9HpvKLJykeHh4eHpcTLuuJs44M6J6IhsiCtsLXvJDjx49j/vz5tonbu+++i8aNG2P58uW2Nb5IiETzTDR0ox4S+eOga9pOv06dOrbCR1K3bl2MHDnShn6eeOIJ/P73v7clxwrPEQ71ykgUL0dEwuLh4eHh4XE54bIjKc7YhwnLuQiA9jUR0ahdu7YtDRa50FwTDRM56Fk3bBT2Q700WiGkeSkiKJp38uKLL+K1117DM888g+eee8780/BSmNy4eTOekHh4eHh4eHiSchbBCJMD9YbMnTvXSMrbb79tPSmaLKuN3lyPh8hI2L/wPJd9+/aha9eu+OMf/4j77rvPJuJqpZAm0+pbQKtWrcrbC8XFLUxYPDw8PDw8LndcViQlTELCxMBdD993QzY1a9a0CbAartG3ezQx1hGbsHtdc+RF0Pd4xo8fbxNk77jjDlvGXLRoUfNPHy50PTJ6TkNNei7sn4eHh4eHx+UOT1K+gaRoFU5+kqKeFO0q6xD2Iz/cKp7333/f9lvRSh7NURHRcRNt9bwm8UocaXF+enh4eHh4XO7wJCVEUsJwJOWzzz6z4R7tjSKCEd6uXsM9mjSrYxiaz7J06VKbd6IdZ7XCR1vqL1y40NwLClO9J+E5KIqL/JJ4ouLh4eHhcbnjsiEp34T8xMVBXyPWd3U0J0U9KepRWbBggQ3jOIRJjoZt1MuiDxBqVVDLli1t0qz2VdHus+FnRUzyL4OWH84/d83Dw8PDw+Nyhicp30BSXE+Khnnee+89mzi7cuXKvJ4UEQmRDLnbvHlz3h4r+iihNn3TBnCPPfaY7bMi0iJS4iCSol4UERuJ6z3x81I8PDw8PDzOwJOUbyAp4Z6Ut956y0iKlhWrt8QN0eioibRaqdO2bVv7Do+WGOuDgeXKlbMN39auXWs9KCI1ci8yojkpIifyI0xSdC53nqh4eHh4eHhc5iRFZCBMCMLnjqTUqFEDf/nLX2xuSnh1j+Dcy632UJk8ebKJNn3TZnBu2EZHt4InTEhc+E6E8LmHh4eHh8flDD9xNtRzEb4fnjirzdy086y2tA9PnHVEw8PDw8PDw+O7hycpnqR4eHh4eHgUSHiS8h2RlHP55+Hh4eHh4XHh8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJDwJMWTFA8PDw8PjwIJT1I8SfHw8PDw8CiQ8CTFkxQPDw8PD48CCU9SPEnx8PDw8PAokPAkxZMUDw8PDw+PAglPUjxJ8fDw8PDwKJC4KJIiY/xdGORv8sP5f7FhnMsfnXuS8uOGcjm/BNBZzgVK4EvYz7B4/IAIZ3r+AjjXb4fzcevh4VGgccEkRQY6EokgKyvrLGOdH7ruJD9k0PVsdnb2P5EFXZffEt3Xbydy+20Q9kd+hOOg8/ykInzfk5SCC+WuakD0HMLc5z+WC1jeyMonkXyS/76e0bMsRzvL73cQtsf3BGXuDy0eHh4FGhdMUsJGWZKfRJzLUOu6CENGRoZJZmbmPxEUh/z+63dYHJw7+ePITH73YT8cznU9fN+TlIIL5e43kZSAYuQnKSIkmZQMSnpIdC1MVjxJ+V+FMveHFg8PjwKNiyIpYWIiguB6LMJkIWy4dXRuw+70nAiLiIt6Z+QuDBdW/usOzl8n8vdcfoTJg4uPxF0P3/ckpWBDOawS/mcJSApIOALJokQomZSMc4juyc3ZJIW1JeTnGfH4HqFC/aHFw8OjQOOCSYqMsSMazjifS2Sw8xvt/NfkTuTEERUd9TvstyMp7tn8fjjomnMXRn73zl3Ybfi+Jyk/Diinz85tlnNe34cjKWGikl/ORVLcv7PhS/V7hivMH1I8PDwKNC56uEfHb2OU5UZGPS0tDfHx8Sbp6enmx7kgt44E5Bc94+5/0/PCuZ510LmedWlw1xw8SflxQDl9dm7rl+v3OFePSpisOILi3EiC+vTP/np873CZ/kOKh4dHgcZF9aQ4kpDfKOu3ekKSk5Nx7Ngx7Nq1C+vWrTMjP3/+fMyYMQPTpk3D7NmzsXDhQnz99dfYvHkz9u3bh1OnThkRyD/sIz9dODoq7Pw9OeF4nMtN/vv5nwvf9yTlRwZluWW7/uQnKa435Zvkn0lKHvL89fje4fL6hxQPD48CjQsmKTL8IhIy1A4y0ImJidi5c6eRkaFDh6JVq1aoUqUKihUrhrfffht/+9vf8MYbb+DPf/4zXn31Vfzxj3/En/70JyMCZcqUQYMGDdCzZ09MmjQJq1atwqFDh6zH5ZsgQqC4aF6LRHEI45vIw7muh+97kvIjgLL5m+SfelIk5yIlTuSWz6js8vsVFo/vD+fK7+9bPDw8CjS+k+EezSE5fvy49ZZMnDgRrVu3xieffILnn38e9913H2688UZce+21uOaaa+x49dVX46qrrrLf119/vd13ctNNN+GOO+7AE088gffffx9t27Y1snDw4EGkpKQYYREpCUPxcD0mYeIQhq6Fr7v4h0lF+L4nKQUYyt7/UfRHJCW/ONISIyTnEj17ll/fIB4eHh4e3zsumKQIMsgaztGQTffu3VGyZEk8/fTTuOWWW3DllVcaGSlcuDAefvhhvPDCC9aDIvJSq1YtNGzY0AhApUqV7Dn1srz00kv45S9/iUKFCuGnP/2pEZmiRYvas6VKlUL//v2xceNGIxCa25K/F8cRlTBJkJtzkZdzkYrwfU9SCjCUvU4cvwhfM+EfK4czN1lCFEdQ8hyeEXsm3+Vv8t/Dw8PD43vHOUmKjOz/JGEcOHAAAwcOxCuvvGKkRD0l6gX5+OOP0aJFCwwZMgQzZ87E4sWLsXz5cmzatAlHjx41EiCCs3fvXmzbtg3r16/HsmXLzK2eadKkCd577z08/vjj5ucNN9yAv/71rxg2bBi2b99uw0qOEIiEhFcD6ZoIhIZ/3JBUfvKg8/ykInzfk5QCDGWvExGIKE9yQqLrTvQndoklY2KXCZ2d+RWDOeSfKD2Wv+Z37HpYPL5z6L35V++OcyNx75uD3sf8DRXdd42UMHTtXMPDHh4eBQvfiqQ4ZeBE1/TSa5jnyJEjmDJlCipXrox3330XjRs3xty5c42IXAykQLZu3Ypx48ahUaNGKF++vPXAiKRokq2WKguKj841DBRWRCInuqajg+LtEE6Xux6+70lKAYay14kjKUYqKI6kxKDbjnNk8UQLjV1fCkvPROcqMis2iR7Ipqts3vEk5QeD3pt/9e44N3rP9P6FJSsSNEoc+ZA7u87fEp3bdUokM2J6Q2TFw8Oj4OK8SYr7rZdbc0ROnDiBPXv2GHHQhFnNTdFQjO4795IwdF1u1JMiIqIJsitXrrRelv379xtBCCsP9ZooDM15UTgK0/kpv0SWJDp3cMpJR4dwPFw6XBzdNQdPUgowlL3KY5EJlbkdY8L/EtUE8YssSoSSyXsZEj53ZmeUQHQ/iw+Ik+SG/cqTUBj870nK9wO9N//q3XFu3LumdzDC9zwzkplHTpw7IyfZvMZzuTM9IXfULdIv4ffXw8OjYOKCelIkesElOpcbnR8+fBhLliyxIRstK1ZvSv6Win5rEuycOXPQtWtXVKhQweajqBdG81OaNm1qwz0iBCdPnjT/BSkcEQSRG507KGxTRiEFJbi4O5zrt0uLux6+70lKAYayV2UdZd3KIQnN5bnyPJbtOmTzT4SXMykZlHT+duJ2SDHR75i7CElIlP5Y+fF/IPyjMKKscyxv++3xvYBvjkle1p9DnJsoy1ySzbKJkIhIsvU+yh3LSEQkLT0daRnp5ibK+pJBgpKemYHMrIhdk1sPD4+CjQvqSZFxFlnQPigiByIeIigjRoywSbAffPCBLSPesmXLWYRCEHEZNGiQERNNktV8k5/97Gd5k2y1Gujll182UjBv3jzrRREUtrpyFb4QjpcjTBL9DsOlwYlD+Hl3PXzfk5SCDXXZ55Ck5OaIBJ8pc7Was3gvk3xC5ESDgm7rNkl4Q/yzhM9l8DkNCanD5Az4I5flzHByebTfHt8LHAFRDn+TODeOoBgB4bnKXfdFRkRQREhEUDI1J011JfRMFuuNc+/h4VGwccE9KSImrpdE3agarqlZsyYefPBBPPbYY2jZsqUN5TjIjSbZjho1yibAaunxddddZyt/NOlW15577jncfvvttjroD3/4g60Y0kZw+aFw8489u3g6oqLfQjj+7ppwruvh+56kFGzk0uCcIQ4BSVG+Z7FM0lk/0qI5SI+RlLCkkoHEZ0ZwIj0T8ZFsJPN3Gq9rJ550Pp9JUS/MGdqjstQvJx7fF1iiJsrxbxLnJtyTEiYqOoqEuGvqXRFRUU+L81v3InRjZIXvq4eHR8HFBfWkSAQZbK20mTx5sk1uffHFF41giKhoyXDHjh0xYMAA29RNvSft27e3VT9aVvyf//mfuOKKK4yk/P3vf0fp0qWNDDz00ENGXrRXijZ+0zMTJkywIST1zGiym+LhSJKLi6Dz/CRF5/mvCTrXtfD18H1PUgo2HElRL4cjDzJSGTQ8qawXqSIpLAZHTkRCREZOkthuPXIMq3fvw9ajx3E0JR2J2XQbc6chINc3EyvZ2K8zVzy+H7BETZTL3yTOTZikiGyIhBjpMFdnkEM3GTYXJXKmt4XXjKSwnuh99fDwKLi4KJKiibMiDuodkTHXPiciF/fffz/eeustIy49evSw/U1k5HVfm7WJhNx77734/e9/b+REvS6ah9K3b1+bo/LII4/YRm8a+tF9XRdJ2bFjh/XICOF4OLhr4Xjmj7tD+J67Hr7vSUrBhkhKjpGUgFIoxzVJNp35L4KSRttjvSMUkZNkSiLLZcepeExfthwjZ8zCzOVfY9OBwziWkoYU3lPN0uCkfAz1z8TOPEn5vqFSDORMjucXvnEm2SIolCz1isTmpGhYR4iSgCQmnsbBQ/tx6MghJKelBA0VvaPOH51TfIl6eBRsXNBwT/iehl00z2TRokW2QduTTz5pc0ueeeYZIxxt2rRBu3btbBO3e+65B//n//wf26RNJEbLibWiR6t81EOi4SD1uLz22mtGZERW9KyGfMJLicNQfKSAnChODi6O+c8FnYfT4645eJJSsJFDIqKetByWAXPfrulMS4wzaIbyhncoCbx9gpbpCNnH8t0H0XXUeNTv0hO9xk7E/I1bsCvuNE5nB884kqLBgWz6mKP5KHkSGEGP7wt8R/lPREVlGZY8cmH3cklISVAomSyXdBKVTJ7rvrTE0cREzCUR7T5gMEZOmIQD1C8OgR9yq1BUb/y76uFRkHFRc1JkpB0SEhLsw4H6/o56SUREtGvsz3/+cxvW+cUvfmG9I5pz8uyzzxp50XJjB/mlOSwdOnQwgqMJtep5GT9+fN6eKIKLkztXPGxpIcUN/4TdOOS/pnOXFnc9fN+TlIIL5W6UJCWLEs1RuTLfsyOUNOa/KApb1vybTpeadn2KD+wj81iTEMGwrzajXKcBeKtOK9TsNQxjV6zHplMJiIvmGqHRBFrNS4nQ+GXnas4TJaql7G5owJftN0E5cyEiiARGoxmUdP6I8Dp/83oWyyLbJjPnubTzrJxsZLBs0ugqlddUzkf5Pq5KSMGQVTtQuvs4PF++BSp1GIzVew+bX6or2XyGtIa1Q0+phojW+HL18Cio+DcZ1AsREQJHCgQd9RXjsWPH2lJibY9/6623Wo/IzTffbL0o6hnRLrJ9+vSxuSx63j2blJRkk2+bN29uw0BuXouWNH8TwqTAiYiDW3Gk386du++g8/Dz7pqDJykFD0Ees4xpU2z/Nl2j5GSzJZ18GukJxxDNiOeVdNKULCTT8J3gryOUdZk5GLTxAEoOnIWnanXBE5Va4+12Q9Br4VqsT0qDnkqgJLFM07WclcbMJuWaMECV6WVTrJarITk74fqVX+TKiMB5ip4TolE2NFJPIzMtjtmdwivqEwvmjmRG2CDKomt7gFd5nhnJQGpWBpLpRuW2g6Rl4pEjqD7va/y22zRcU3Ukri0/Ah/2X4Z5+xORyICS06LISE9jUSbS75P06hQliaI9loJ5a+F32ImHh8f/Hi6YpDjRCy1CoOEY9XiIbGjuyNSpU23Sq3aJrVatms07GT58OJYuXWrDOlrCrOcFHWXwNeyjrydrDotW9mgeiq6dD1x8nKI5F2kRXNydO3fNwZOUggfLY4pIijZesw3YaLiy+SMni63jzNPIzTjFG0m8n21tZRGUtZnAiL2pqDRlHZ5pOQp3VeqEB6p0wp/bjkCH+WvxdWIaTRbLnJJEY6UWejRXAz/0XGWp4nRyWUAJFX1wcnbCw9mhu+IO+UXND8k3/Q4LNQmzmaQkmk4hQcnVLKIMXs1iefN9Um9ZFiU9B1ESjewMEheWuXq84uhyU3oKRh3Yg+qLl+C5gVNwZcNx+LdyY/H/lZuMP/Vdg8m7UhDHwNMyWHeop3JzE5AVPYyM7MM8xjMMTao9Q1DcO+zEw8Pjfw8XTFL0Isvwa5glLi7OiIl6R3QuUiDSoj1ORDLUw6KhHe0UKyMv4x5+3i0n1rkm44roSLStvfZi0ZwX7Warb/zILxEIPSu4uDjFoqP8l5zrvsO5rofve5JS8KB8DfKZBo/FG4nkIpJJoxWhgSOxQE4aDVgCIhnJJBpRmzCrAcXJ++NRjQTl+faTcHeN3ri5XHsUrdwRL7ccgmazvsbiU6kQFVaLnLWTxk8zUmIkxUyo/gZy+eCbUx2+IwnTGSeOgHzT77AEIeiv9EIGsiIpyM4ixTSiyOu6pVGZNJZ9unpxg2XjpKPYkBrB0G07UH7qZDzbsy8KN+uDf68xGP9Wejj+reRI/KHTUoxdl4T4DIZlgWmmUQoycuOQlnMKkZxkEhQN6wXvbvgdduLh4fG/h/MmKQ46F4kQgdDusc2aNbPv92jZsb7dE55vciEQAdi9e7ctb9bkWU3KVc/MpEmTbO6KSIyLU1ip6FwE5lw9J/l/hxWSu+bgSUrBg/LVJEpDFYkiKyOC7EzNRWHrOEeiLc8zkRbNRjzdqXdkA7ls5+U78HL7z1GkWi/c8mk33EiSUqRCezzbqC8+m7gYcw6dxmG6TaJk0IRl21BDQFIYmhlX+4QPxZdskAffJA46dwQkfO4QPhf0ykRJLLOiEUSyNDdFa62U8zHolGWpkTfNULNJ0Kcy0X/NbpQZPQW/bdUBN9dsiF9Ua4X/qNwL/1+ZAfiPT/rh5RbTMGz+PhyPI8tRJPiHIZDkZJiwiWTlbRu+hSSvriliHh4e/2u4YJIiiAiop2TMmDG214mWHz/wwAO2Oqds2bJo27YtRo4ciS+++MLmlqxZs8Z6Q/QdHm2Nf+jQIfsKslb46AvJGuqZPXu2TZbVcI9WB2l+iibb3nXXXXjnnXdsRZBW+4SHi8KQglGvjMT1pgj546/zsEJy1xw8SSl4UL6aMN9zskhKIhoeUBNZX7omQaGB0xCAlhtrmGdjVi7GHkxGqTFLcU/N3ri6TEcU+rQ7ClXohFvLtcVjtbvh0+GzMGXnUewnCxFJCWZCiKAEJEU0RWfaPl+bvPmSDfLg3MK/sR86uL8B7G7ovv0JhAgmw5JAkKhoabFW4NgeKNQxkSxe03tFd3qjj5GgLDycgc6L9uLjATPxeMMuJJ/1cGX5z/CLyi3wc5LR/6zQF78o0Q0v1huCXhOXYc++kzavRX4E81hyeNTUWZEWTcD2JMXDoyDivEmKExloiYZq9NG/Tp062eZrWoKsSbI33HCDyd1332070IpsvPnmmyhevDiqVKlie6i0aNHCjL/2QnnjjTdsx9lHH33UNnvTZFv3vPzUt306d+5sHyPUkFAY+ePmFI3il1/xOITduevh+56kFDwoX/N2mhU5iabRukkyaNwiSOV114OykzLxcCKqTl2N3zQfg+vLd8VPSnbAL8p2wbXlO+NGkpT7q3RA8b4TMGbjHuzOiBpJoc80WUZLeJZtv9Vyt2/+UEJt+0saqsHfJGcjfCeHBx7NkbotmFvq+rD3Qb9j99zvPLfB3SDXY58v4HNpJCgpmRFKFjL5XqkcTtDRgn3JaDVzK97sPB0Pf9YXt1RogRs/bYJba7ZC4frdcHO9Abi6cm/cWLoT/vBZT3QaMR2bt+xCRF89ph9xDPQERXOQpEkUpicpHh4FExfUk6KXWJNkNdyjc/VaqGdEvSXqVRH5eP/9941cqHflyiuvxE9+8hP893//t8l//dd/2RLl2267ze7feOONtjxZ1/QNH/3WMubXX3/d/FqwYIENKylMt9RYUHx07ua0KC5huPuuV8XFX9B5WCG5aw6epBQ8KF/1zZ7gY3/prIjJPCbZZMtIbrYtQz1I2UYnC9Jy0HTRVjzdYgQKleuMayr0wFUVelJ64LqK3XBD2Xa4q0IbvNN1JAav2optKZn2vPYsVdtagwo6anaKNoRTqeuomnc5lK7S+E1yBvqld+5c4sZnYkTlnG6ciBgGJMXymuWcLInmkHiqtyPYkO8AmeKcHQloMmEdXm0+DkXKdcXNZdrj7prd8FS7IXi1/wS82HcyHm4zGrdU64PC5TrhlTo90HbweKxatxEpqSkWhsiJiKxWdHmS8v0hnIfnKx4eDhfck3IuY6xrIgSaPLtixQpbpaNek1dffRVPPPGEfVDwV7/6lR21K616TNRToiEi7Z2i3hKtBtJQj1YHbdiwAfHx8f8UjqBrCktESeRF5+dyJyIhouJJyo8fylbbUC2HZiWX5ZCbgJxoHMs3kcYskteDMjcpGx1XH8EbveegcOUeuJIt6ltqDcY9TcbinsZjcPtng0hc2uO2Mi3w1w5D0eerTdiUlG7GSz0nURKUKP3PztWchWACroyZjpcTSRFxENUIaMQZOYOYK+stERkRKYmJ0QFK+No3CUOhVjGyIHISz/dKop4t5ftJBrMlMRfj1sXhs5HL8YcGI3BvuW64uUQnFK3eF3/pMxOfLdiMthsOoDqPL/WagVur9sbNpdvh+dpd0KDfKMxftQankpKCMCgq62CitCcp3xfCeXi+4uHhcFEkRUY6v/F3EGnQypzjx4/bihxtny/isnDhwry5J7NmzbJekvXr19s8E81R0RwXkZzwBm4OYQUiuHiElYriE+45cW7cuYO7nt8/B09SCh6UrXkkJUoTFj1FiUMkJ4Wt4izrRdlIGbz3FN4bMg9Faw7ATRV74qaqffFA87H4fb9FeGnAEvyq5ThcX7Y9birRDH9qOwTdl27C2sQMWy2i+QmkviQoKfSXBJjGV4YyiWGnUWRSL+XSVdocOXHyTyTlrJN85MRE5CS/hO87X8+EwLfGaI0+TxAXzcEpHfn7KGVlfDb6LN2LYl1n4rFPe6Dwx21wF0nKo3WG4S/dZqL54h2YcjqCRVk56LsrEX8fPB83fNoVv/i4GR6u3AbluwzC+MXLsOdUHMsymLMkAiTRMJ4+p+De3fA77MTjwhDOw/MVDw+Hc+44+22giqSX2fVS6Nzh+6hk+ZXHN8G5C8dHyP+czsN+umsOnqScH5TmC5FvwrncmsgwyuhpqCc7DlmUlNxUGrQcbMzIxvBdJ1F6wgo80ngYri3TETdV7oHHWo3HP8asRpXFR1Fmzl4832M2yUtnFPqkGZ5v0g8ttAz5WCKO5ej7PZqJIqqShmhuBs9iJIWikpchvZRLV2lz9IF0IkYhgutOzj6hCxEPWwIekBEtHY5G0pCdmYqcbLdKhzpCK3cy05GZmUG9oZ7P4F3J1oZt/K2t7eVaJOI4A93KDJ97KBVdFu3BO12m476yXVHo/Ra4o3RnPNN4ND4Z+hXaLT2EmScysZnPqBdtwuF0FB/zFW6r2Q8/L9EGd1RohTdb9kKvOYuwKS7B/FY5pjDqKSzvCMOx9OWrZx7/M/Ln17nEuZOelJ1w14TwML3To05/Oh36r8Tj8sAFkxQHVRZVKlcRHWHJL/+qUrmKJ7equKrAmn+ic/mr6xcD57+DCysct/B9T1LOD0rzhUh+nMvNWWImRVSB5aBNuUhWkvlbq3m+iMtAzVkb8WTLcbi1Sk9cVaotClfvib8OXoQW6xPR70gOmqw5hb8MnI/CVbvj+hLN8WT9Pqg9YTFm7T+JA2zBa/6DdqsNtkzPpKEOhntU6sE9Bku5VKG0KYcdSXFERdedBCfOpXpGHEmJ8DTDNtYTSYnymEtioj1sojxmZ+l9Dt7pPMNESef7nZqlbe61/0kuTvD3ttQoZu5LQfMZm/BG2wl4oFJP3PRJBxvi+W3D0Sg3ejX6bzyNhQk52MVoaJ8b1YFZR1NQdsJK3FlvOH5ajmVcoT2ea9IDLWctwOrTqivBEubMKEs3W6t6LEUe54n876XTfWHRdZWzdLkbknf2QTo9bC+cW7kJ6/ywhMOTeFweuGiSIoQrmCqkq2CuMoXvOfYsN65C6r6rdHpO10RQwiQl7OeFwMXFQefhyu+uOXiScn5Qmi9GHM5172xh/sZIhL6/QnWH03x8VVoUXdYfw5sD5uGOar1xTck2Njn2ty2Go+68TZhMR1+ymd5jWwLeH74YRWv1wg2lW+Kxun3w6ZiFGL/rOHbQaKnHhOqU/mvHU81IiVrrXobN5i4ojpRLFUrbtycpMVduGIckJZqZiqz0ZOSQrOi+VmJlRTKQlpZqhsp9g8foDU8zSBZStTkbyYLerJMs3/XxSRi/cR8aTViGPzUbhntKt8X17zfHHeW747mWE1F50iYM2ZaIFXxAuzEFZRYQyaUnUlFx4ioUrj8S/16hN35aoTMebtQDn01bgCXxKTYPRURTH6jU5xRsAxyP80b+99LpvrBIP0rCut6J7ochP5xbic7z+5c/TI/LAxdNUlzFcpVIR8ecdXQVSm50TfubaLKrCIh+O4Ydft5V7vA1V3H1+0Lg4uHg/HVhuGsOnqScH5TmC5Fwnn1b4RM0NFk0TKxnDHt3Zg6GbjqGj0Ysw8ONR5GgtMfVHzfDIyQgFcYuwfgDJ204QDJq72mUG7sMj9Tvj1vKtcUvSVY+GjQHgzYdxMZI1CZUal1PMPAQbM3O2m2G7VInKILSd/EkJSUgKbl8h/mOZGZGkJqWgXQes0hGNAcknYEkMIvjKck811t1nH6uP52MMWu3ovqgifhd9Q6444P6uPWjJihStiNebj8Z9RfsxcQTUawlY9QcJJEOlU8QKZDgpKHG1DW4o9EY/N/K/fH/KnRBkbpdSVy+xJenkm2ei8oSJCm2bbFISvCox3ngn97J2HsclrAOl+i39HhY37tn8+t3dz0szr0Tj8sDF0VSVFFENkQ6VMkcVAm1l4kIiSrXuXCuyia3IjbyT8+KwFwMMQkjf1g6D1d+d83Bk5Tzg9J8IRLOs7D8T5BpzKRhSqQc5rNzDieg2qQVeLTJSNxcuQ+uL9MZRat0xUcDZ2DotmPYQqukoYA9LK8pe4+ixsQleKrJIBQu3x53V+6B17tORdeVe7A6M9uWpWpYJ1iGrDOFlMUwqXAvA2umFOqN/dckxZ3wbh5JyUJuloZ7KFEZIuYaSYm+YqxeE/mlXE3jIwk8OZEGnCRJUU/YEV5bfjwB/ZauQ4W+Y/C7ai1x9wc1cdvbNfHrqp1QfPBcdF13BDNPZ2MD3WuH4HiGn6yemhwRSqMe2J6QjvqzNqBoiwn4j+qD8X8/7YpbP+uEEuNmYtqJeBsWkusgkfToDL/xOA/kf1/dexyW/CTFERQdnRv9dis0dV3unP/OjRPnjxOPywMX3ZOiiiVikb+CqYJqdY9W6xw+fDhvxU64cp2rsrlr4UoZvn6hyP+8zsOV311z8CTl/KA0X4x8W8ilM3Yn+GPp0Ti0/XINXuk4ATd92gs/L9kVRar3x197TEW3r7djVVrEekc0JHA0Mx1f7jmAxlOX4MWWw3BHhc64pWxXPNdiHJov2obl6VlGUtQ7EyyIje3QkZuO3BzVXRsosLuXKpSyCyIpeRNn9U6wxUzjE6FkRWms6Eo554ZkkvmYVktJVDYHmNXzDySj3azVeKfDUDxeuTmKvF8N9xf7DC/X6Yoao7/EmN1HsZakYh/di3CeYtinSYSSI6mIZLJ0tbEfsTclEy0WbMPDHWbgp58Nxf+r1Am31GmHj8ZMwrhDR3CAblSqeYn0JOWCkP/9dbovLNKPTkfq6BqfshUOIimyC7IhcqN7Ep3n9y9/mB6XBy6YpIQrjo6qaBKdO+j7PRMmTECTJk1Qs2ZN2yZf3/nRhwYdXEWWnKviyT9V5PxE6HyRv2K7eLs0uGsOnqScH5TmC5FvDblnizzKo1rCWnGznU3ygcu34P2e4/Fg3UG4ukIf/Lx0D/y2zSS0WLwbixIjZtT00cAsPpWclYBV+/eh46xleL3daNzFVva1n3TEQ3VGoPYXG7CYhEbDAUFPisyqCArLO4ehRXWUmZWCPVPHLzWoRMIkJWzHnZx9EiMpJnLNa/wfzc5BJDuKCMtMO/Wm0ZNE3j7NYwJ/u1U2hyI5+HLXcTQeuxgvN+qHIqWboXDJJrivTDO80rAHmk5ajNmHErGDZEfkROVzkuTkWLo+GniaYaQiN4s+RURScnAoLYvk9ACe670AV9cfgf+o3AG31mmD94aPwbCdO7EjK9PCNYQT53FeyP8eO90XlvB96W81WtXDHiYpchflb/eMmwYgnZ/f37B/Eo/LAxdMUmSgVdlc5XHDPvrtoA8Barv8P/zhD7jzzjtt8zadlyhRAg0aNEDv3r0xY8YM21ZfpEB+OoQroo4unAtF2D/B+Rn2N3zfk5Tzg9J8IRKzaTwPJD/oKnDLvM6JsoVFN6mU/amZmL7tIGqPmo2nG/TDLVX64LrqI3Bnw8koPm4dph5JtVbzcUSQkiuTqE/yx2H3iQMYuHAl3ukyHkUr9cAVH7TDHZUHofzk1ZhLP0WfVcJnSAqfzWFLXUuec/VbvQXniOglAqVMb7DexAshKW5ZsSbIaojHhnd4FEGJpxMN7ahXSz1WuxMzMGv9ATQb8SVeqdub5KQlri7RGkVr98ffe81Em7mbMPtAAnaQ5WgPm3jm/cmsRJzIPIWEzHhkRkVVSRw1/yUiApmDoxkkrptP4bVhX6NQwxH4z09bonCdpnh70CD0XbsaG5ISbcM4gxLmScoFIfwOW3nHdF9YdD3mOBjWSUtDpnrTdY/vs37Hx8Uh7tQp2o7gW2zSqa5Bei7/wuJxeeCie1LC4kiGKpAqpbbK14ZtzZs3N0P/+OOPo3Dhwrj22mvtuzzadfaFF17ARx99ZCSgb9++RlpWr15tvTAJCQlnse6LQf6KrXMXb3c9fN+TlG8DpVOiNOeXsxWKjFZ+idKd5i1ITHFReCMQ3tfRvnjMVnlmVjbS1aPG0GTglh44gTZTl+DdTqPxaO3euK5UZ9xSfTheGbAKXTcmYR2Nldwl0Ihl5GpQQWYuAUeTT2DM1xtRrNcUPFClJ376divcWKYnSo5bjtkpmSQ1MZJiZCSdQkNowqu5mRQZY6X50oRSJlEROIISJil2zpOgjuvX2SRFc1Gi2cHESN21Xi86TeQPG+Lh7xM8X3cqAyOWbkf1nhPxao3OuPeTpripRBsUrTMMbw5ahg6rj2N+fBR76e1xktPEaBpSsuORnHUUadknWHeSGYd0voNpyBFBYd0QTkRyMXpnAt4evRK3NBiI/y7XEHfUboy/9euPzl8tw4pTJ0mUFPcYLEHB6SUNpTG/xPBPl/NOHNwFl1l6f1m+Jixz1gGd23uvd5aSExPNT9Zk6QhPMtXQiOV9cloGtu7eiwXLlmPxshXYs/8gssRqCdMZMV0a6IfYua47oZ88CdxTzsTM41LDRc9JkaEWIXEERVAl0jV124loaMfZpUuXYvjw4WjVqhWqV6+OYsWK4U9/+pNth68t8x9++GH7EOGLL75o9/QBwn79+tn2+NqpdseOHTZMlP/rx64Ch68JuqY46Si4yu2g8/zPhu97kvJtoHSq3PUxPq2EiUmuVnVpaC7IC/V+uFa12rtOtHlXVg5bTFHekWRTZGwilExaJxINjRVE+XAqldxJymH6sz4tG31XbMe7Xcfh1zV64sFPu+CBCp3wl7bj0X7RPnyVABxisWvlRzLjkSljhjTwDPvSUjBi9XaU6Dsdj9Xshavfa4qbS7TFx0PnYtrxFPNfAwc2/4SkRHNTTPhbcy2CNEsuYTDvLPkxPqbU6i1S6kUFSEGYIxpCy7a/+qVBuNzcDJYV81lfp2bjQs+qzLWrq/o89G2k/fRzzr5ktJm1AR90m4KnavfEHSWa4I6SzfFU/QEoNXQxuq44jPknItjDAEVqtNg8I5pEonqMxkl9XcGG9pFoKtIjqciKMGy+d4rfUZKU6fuS8Omklfhlg764okQD3Fa1Bf7YbSiazF+B+cdO2W62+se3lXFUYvngpQwVHvPdllWpQFSIsap8drkGzmT/LU90U5LnQVDO+myE1tZpCFUSkeRQsngtI5OkkW7pKbkq0slS+bpab5r6M9Vc2Eu7MHPTNrT7fApqdh2ATsMn4KuN2/jKK1BC8cxi2agOaTK2IyoqN1UqMR82XKRYVHyKv5IlQqw0WJQ9LhlcFElRhVFPR/7uORlvRxDyG2z9TkxMtO/yTJw4ET179kTjxo3xzjvv2Dd91MuiDxIWKlTIelpEWvSxQhGbHj16YN68ebZ9vsI0AxgKy4mu674b23QIx0XnYffumoMnKd8GSicVCRWWPnwfrLdJ4m/lUdDroBaWSkCkRMZfikrGSqJdTjJJaKKa66EPBlLJgUoObGUhhcdU+p3BsqQHmseg+SVL07PRb9sRFB+9CA/XGYAbi7XCg2Xb4d3mg9B7+lKsPXiKrXbFSIaRdY3nasW7cDenRTBw9W6UGjgLz9Tvi9uKN6KRbIx3e0zAqC3HsYcK0iZWUvWRajN1wTofidT05VCyIidaMEPOYYlWdXaGQFvcie6RGvAo8yRDJRLI0sxNYf1P5fMkqtl8J2Wo+KyMh8jGzswcTNqVjJoTVuH3LUeiSPVeuKFyD9xQqQuebj4EtScsxfiNh7DqaDIOpmZZmQX5zndK/mad4g9KjupZOg0jQ9ZOtXznVMdU6zQJd8nxDLSesx4vNO6H6z5qhBvLtceTrT9H1WlrMONAPE7QPbUGbSHrLevfJV2qSpoKz00M0lipypXJdgZeeacyil22RoWpMFl767FQJdCdNLpPplv1TyZSSByZ6xm5acjISUN6RgoyklOQlUoiw/Ay+UgqRUvM1Y+5k3ViHhutPdatx0cDR+DXNZvj0YpNUbbrSMxatwNpFjD/i9VkMFZZjJVtBig9IloZi5OWjosIRahvWcHEaVT2qi/SMbxzKZfoZYcLJinOKOvoRL9FDjQ3RRImCLoX7l3Zvn27De2IeIiA6COE+tjgFVdcYV9J/ulPf4pbb73ViIu+iKwvJj/66KMoW7YshgwZYt/70SQsB/nvJl2JMCksR57CcXRw8XVpcNccPEn5NpDi0PLcdCqGZB5lPEQFYnMFqNw0pCP1JsOvnJOxUjs46OXgkyQo2dE05Gp1hkiKml7JPCbzmE5TwodP8+dhKqetfGbMoRMoO2khHm02GIUrdUeRCj3wSqMhaDR4OuasWIfjJ09auIL0chKf02RNDf1IUW6i8hux6RAqj1qIl5oORJGSjXBXyfr4R6fhGLR6J7ZRqwYlTALOf1qALMWn+CsdUuqXfOmaIaDo9eVRHUgyBKKiqVbSZpqYLyQK/CvKEhDTIJfUO5HF58gn7apazztIUMZsPoxKI+bh+aaDcXe1LriiZEtcW6kTnuw4AbXnbMSk3SexPTETcZGoGSwZTosCjVRuhHUqk6WYRd9yFZ7qXVAmMq4qI9Wto4znhuRs9F68BX9q2h+F3m+A60t2xK+ajEWJz1di3M5TOKaWOZ/PZj3Nsafl0yUK6SL1PDD/bXMadWkoycw4lat4wTeSFBP9oAtjrMqvJOZbAt3F85nTPGq/Z73/ERIJ6sMs5iwLI13Cx1T+6vtaS9I5avdB1Jm3CH8ZMBT3NWiFQuUb4rZyzfFmu1EYumQHyE2Dd0sRUDeM5hpF+QYyfDUZVC2NNGUxlpm8RxakDfkijKM0jspf4Sk95o/HJYELJimOCMhQCzLM5+rVEHHQcI8+KqjhnjZt2qBChQpm+P/85z/j97//PR555BHcdddduP32222CrYZ+XnrpJZQqVcp6WTTJVr0pcifC8pe//MUm3e7Zs8fCFvKTBB0Vv/Aa/DDORSrcUfAk5dtAJEVd/sxfqoksqgm1tNTWNrUX60lRzksJyoQ5ZZIUM3iaZZKbwzsR5muGNBtdUqGpF0UsQ61xEY29zNIFSRE0Wboez7YdgOtKN7XP9D9ZbxgqDV6IMV9tw84jJ6i3FLapMwtXpSXa5GalbKcSnbTnFOpNWYk/tx2Oe8s2xd2lGuIvbQai66K1WB2XRBVso+yMmzq1A5KSp8Apl3TpKnHKPiVUGUjRq5PBFmu6ei5orERR1M+RbaWYyEfUho0RFP6TPUxgEZ6gH4d4dRUJ54A1e1Bq4Az8pnZn3FisLgoVr4e7qrbDn3pOQtNle/BFXDb20DglMnzVFWc002lgM9iizk5nKWbEMQiWZJQkRQQ45k4hq4xUt7T6R8NEI9bsx19bDEKhd+vhmuLtULTucLwzaCEJ6mEciar3T30p6stTKPLpUgUz1LpMKBoisaEUXlaSVc4Uqizr8dLlWJHn3eYbyL+6ow8W6N0O3l4d9TsnN42icqfeiz2jkdoUPqJaoW8wrWErYcjGo6g8aT6e79gDhWs3xJUVWS6VW6Jw9S54pf1YdJ6zFZuPUZO4oiDhyTGCol46fZ5C/Wm8KcKUzdKO0HfqjNzsCJMUvKMqf9UFxV9x8bg08J2RFCFsnNXLsXPnTptToiXIMvRPPfUU7rvvPtx44402pPOLX/wC11xzjRGUV155BXXq1MGwYcOMHKxcudJWB2ny7ZEjR7Bs2TJbxvzQQw/h17/+tc1ZWbNmjcVDxEDkQfNVRIrCxCFMnMLx03l+UhG+70nKt0Og7CNUDOlUZVrsKwNCVaHuYRoStapVQ2TgZQ6UexqGSeFVjWrrWe1xkZNBg5dKxZNOV9RUORm5yKDjVFohKbv1ySnosmIT3ug9BvfUbItrPmmIuyt1xlvdZqDn4j1YfyKNvEYhSWLhshxkxBSmem5kwHbz9uwjKWj55Sb8vfPnuL9CS9xdugleatIHTaYuwcJDJxBncQ7ol2alSPHJn8uGpEhoXNQhpZ6siIQGTvOHVGoqPdIJOjhNWxJPu3EaOVmknHwXM/iciMZJyk6ezz+ViQ5Ld+Pv3Sfi/iptcXOJerj+w+r4ZbVWKDFsJgZvPY7laVEbygtmmrAK8FmNTKQwfG2Zn8FWdTSbpZBNA0nJjbL20IBlksGm8n1LZetaz0lUV7Rh24Sth/BWa5GUurimWGvcWXMg3ug1C4PW7MUh6QymIJumjc0oumZglyxEG6mXWHL6lx17L0xHKdmxV4aXTdRRYR0ZvOyonPpCs3NSWAdOIzsquh+jA2xcZLNRkJGWjrT0LKSRAOkdl6hhcJD1ZumRHPRddhhlh87DMy164+aq9fHTcjXwk4qNcG2trihcrz9+32Eims3cgq8OZiKezwQcimFrB2OGw1rFa8EsqCBc1oOsWK8aCYt6cGJ3LOxL/h29zHBRwz0SR1ZEDnR0BlpDLVparOGcN99804Zr/s//+T82jPPAAw/YHJR69eqhT58+mDx5shEAkRpt+ia/8kObwqkXRs/ecccdKFeuHBYsWJBHSnR0wzsOuh4mDi5uQv577pqDJynfBoECpOrjP7ZoqCLMiBlBoapgXkjraTxZSkeKRD0TahuJ0kT4zwaDqOxys2j40qj8NB8lk65ZjGm8paWrIhezDpxAsYETUKRyc9xcoRmKVGmP37cYgc8mr8PMfWk4Rs8t17UChy1tfX03SiPGGmmKS8ZL6nUfo7SIhrPzku14r9s4/LJiK9xVqgmeqtMNVUfMwswdB0lSlC4pS02ZDQjKZUNSCBkqG/ZngiV8rVmUyhO9WzIFzM1cmqEc5mhWIvkoW9T6cCDLW1MeVF76ps4Xp7JRf+5mPN/2cxSu3B5XFa+Lm8s0wG8bd0Olz2dj/O6j2BErX0dQNBqRwjJK5vUUikYoslUeNuTA9rLmplCyoxkkKaQZvJcqiT0vkX9TWY7vthuEm94nKSreBndWH4DXuk5Dn5W7sE86i240oyaoIZduiQalpv4ifc1b/Zx692KpVrJVoQNGEgh/630NpkMHb7W9qczzzOwE5rvIqeoAfWA+ZqfxrU/JYtuC/pLdKP9FUPYyg788kIH2X+zGu52m46GqnVGIZX9F+Tr4aeWG+K+qrShdcEW1nnis9eeoPW0jvjyYgcN8ThRI75rC14Cr9Ip0hc7tbg4JSvQE43uSovhIjwT6RcIq43EJ4aImzgoyyiInIgiOpOiahli2bduG0aNHo2HDhihfvrxJy5YtMX78eGzcuBGnTqkD/mzkJxoOmseiSbPt2rWznpmRI0favBaF5aBz13MiPyTut+IVJg/nIhXh+56kfBtIBQatLakTqTNTf0ZQmAchUZ4EQyhSfLF/JBRZ0TTmYxoNj1YFsLVEpRclSdFjqgUnmZ9fnUhgS+trPNWwB67+uDZuLNsUTzYdhPKjl2DQxpNYx4aVdjE1FaXWdmYC/dIkToUWEA2Vmgyhhh9WJkXRd+UefNxzPB6q3BpFSjelEu2A4j3HYty6HTjBuMo7KTw9e7mRFLWkWQTIYAFEeNRvWwWj2bTam0SGyno1eG7zBuiQ95VfMlDbmVGTD6Wg5sxNeIJE8helm+NnJIK3Vm2L59sPQr05yzH9SBx2Z+dAW9un27MBBVIeW08KReRSv2WAzATlkKQwfM1fymErW4bUlY3MpsSRlJk7D6N4lxG4s3gT3FSqA4pUH4g/dpmGrst3MX7qQ5H/bhjh0i1RpU3zqhJZc09STjC9pBpMP99alamGgTQEFIkJyySH5C94SzOZp/ynibG5qXSmXguWinYWJovN1cRVVQn9ZFjK/6P0bl1SFsZuPolGE9bgjWajcU/x1rjmvbooVK4J7mrWHfd2Gowbmg/A/6nSBf9Wtj3uajwM5el28p5U7GDBnKIfKh/FO2jKaHp2mKTQbkSPMtBjPJKwKF5KD9N6ObyflxsumqScyzjrXLsLHjhwAJs2bcLXX39tq3nc9vh79+61ZcUiAXPnzrVhG/WUiFSIpOhZrQDS8I2IQH7oWniuiQtfz7oeHUdQwgiTh3PFO3zfk5RvB6VUykGqXkZDRMTSfxZJkYFTXgWuNMQjycrJQAbJRCQi5cfyotuMrBykZQezWtT7sfpEMlpOXowXG/RG0U9b42YSlKI1OuHtfjPRY/URLEnIwkEWs4ZlbHKf5ixkxNlES1sVwOsynlKgNKtU0sA2Wr5Rm4+gdP8peLRaOxQp0xz3lGuFv7QejIFfbcRhKm7VHBlIiVSjjlLETMklDeaipVOTjl26WatJDJiLmSyVdOZiGksmkzkadLFYEcv9cT64LiWKIZtPocSIJfhVvf64vkJ7XFW+NQrX6oxX+0xAi+Wb8WV8MvbSXxs4EJFU7xdD5RvEssrXe0V/NUSRE2XZZtFARZKQmyWSIgIaxE8zIrScXUeVM80W5uw+hk/7TcCvKrbDbeW64A6SlBc7TkGbRduwOjGdbjQnSoZPqbt0ofqv3svTrNFHmdqjTPMpimaQZecyt1WuWimjiSSSiK6pd1rzzKhjSU5SoslIiwYzyIy+S9eR2GSzcLLJYPV+6V3dx9/zD6eh++IdKNtvOl6s3RsPftIKd3zQBL+s2gUv95iAYrPXoMTibXh21AJcUX8ASUpH3NZgCN4fvgQD1x7DylNZOEIP5V9AUkRTgsXO+mtTZHNJQ3NEUEhUcnjOOGrmm/SQypIx9LiEcNEkRYbaDfc4wiAj5Qy17h8/ftxIydixY9GiRQt8/PHHePnll20eyieffGK70orIiMSIsIwaNcrmpixatCivt0X+OtKho0iKyIxIg8LXfUdMdJ4f4TgJOpc7F193zcGTlG8HpVSlIoPhREbLsiBEUEDCEHzbRaYkkKj1pGRQR5Jc0k0GH1LuUg3ZvIL1idnos3g7/tpsAO4sVg93lm+JB+v0wovtx6D+7A2YezLLhhVk7MxkqaXtxqq1pFnEiPcUJ7XKRXzU0tfH6abvPYHKw2bg1yQ8Rcq2wm0lmuH5hr3QZf5q7CFRkoHUM85QSxErnfLvUobeHJHNYEhOc3LU4mYOZjMn2GhAMktIy8M1+USXKfpY4AFm1pITOei+4iDeHfAF7q/dA9eVbYGbq3TAYy0H460hs9Bu9U4sTI3YTsB6qwOzp0XNNDIsu2wax+yoWvFnelUyWIcyGUg2SVFuJk1XJBm52drZWr13QblEWMci/K0JlHpGPWaLDpxE3ZEz8VSt7rijYnfcVrU/nms7EY2+WIcFx07jCNOkRfMK61IuU0dSEliOx5naY8yxOOYSmwZGDkVIrGwjEpF8iub/aAhWk1Z5jLBsMrUPSmzuhwipW82s91WkcDsvTNkRh+bTVuIfHUbiyartcf/HjfFo6TZ4tdEQVBy9FO03HMGguGz0OJWD9+dtxY3NhpOkdMBNtfvhtR7T0W7BFiw5moxjfNHkryhJMOyk91FH1Q3FiyWce5JxZJND5+YyIMuXkeq9bHDRc1LCIgPtiIJEPRvqTZk2bZotM9YSYu2DoomzmldSpEgRPPPMM6hRo4Z900e9LVpe/MEHH+C1115D06ZNsWXLlliIUohnSIgLz51LdD/sxt0TnBsHnZ/LjYMnKd8OSum/JCnMJxsSyKEJsfkqMiUiKkFPR0Y0B4lszSVkaRFzQCS2sVU3Ys0ulO45Ho9/2hq3fVwXd1dog+dajULZscswbPtRbGNrTipK5EOEx7auj/KKJtZJAWuFAMOPUmTANOVTpafhgPlHTqLWmC/w28+64c5ybVCoWBM8UbsrWn+xAtsztfVb4K8jKpcPSRF91BToNBqyVKZdsxlkyJgDaRRNFpF14qlG9ZJZlDtZYHMPZqHLsgP4R+9pKFqzMwpXa4f763fHky364+Nhs9Brw0F8lZpjpFJGTWWsKZHabUW7x2ZFk9jY0ORbmiP1nPC+6pJ6UrRjqXaxdUtStcKDb7OVB/kkIqxfWVH1DARGVH5/dSQeLSYuwEuN+uOuSj1xc6U+jMvnqDHla0zfdxz7srQ2KShXhXWpQuUpA6+5KKeZo/FMcSJLWCWruR62sk6kJCJhjdcqOx2zYtetV0XkgMSV5ZLAsjjFjD/FchHR1PeU1pC0jth4ADXHzMefW/bHr8o3w30lGuDXZVri3RbD0WLSKozfeRpLMnKxnO4nsBjLzNuCm+v1w7993BTXVuqC51qPQuNpK7D0cLy903rnRIbcSJTeQ72/wSCfmjFsiORqqEc9K4wQC5HRC/SOxyWFi+pJkTF2IsggiJi4axrC0fwT7SCr/U4efPBB/O1vfzNSov1Ofve739mOs7Vr1zYCcPToUdtGX9vka8+Ut956y3aqdVBvjcL4JuSPTxj5r+s8P6kI3/ck5dtBKVWJyGA4ieUI/0triJzQFNiOslQ9MjISXrOdJOlOCkjKL575xvaRLSGdvj8eNUZ+gedqtTeld3+FVni4Whd8MPALDNh2EmtJaqQg1S2slmKONoTLpnpTT4rmS0TZ4iIxCspEvQEytcFSRfW8LDsRjyZTF+H5Rn1RuEwb/OK9RnioWlcqyq+xnoZYBkwlHSjHQFHa3Aye/9ig+hgWV09dXT3rHkswQvqQQlOWRJOWRpORpXkg2mSPJMMxN/HMFB73MqNm7Y2i3tQt+F3zYbipXDPcUKEJ7m/QCX/pMwa1py/ByE0HsC4pYmWrPBVF1fBMBslGOj0TEcoiqRTRdLsVa76ECIQkIL4yRPwlosujTcZmYeieyIn20lDcVf9UdquPJ6DrnJV4s/0oFK3SCzeU7YGHGwxDmZELMXrTfuxg5GXq7HnKj7Fcvx1UpkFvhJu0roGcYP6YSoKFaESFBetEBEXDeRlpLHeSVBI6EUWVnYjJQYrI5iZem3UiAW2WrsO7vUfhic/a4cFKTXGfJkdXbo0SHUaj35wNWHU4CYeYyXpuB2Uhi7HWvA0oUqcH/v2jRrilShc802Qwao3+EnP3HLVGhEgK2yzWvhER1Tuoqqd3WCkI+lslqoysx3TD6mzHS7gwL0t8JxNnw8pOhlvQueajtG7d2pYe/+pXv0KlSpVsRY72N/n888/x7rvvWk+KlhavWrXKCMC6detQuXJlIynaK0W9MG4yreagyN8LgYufg87DcXfXHDxJ+fZQaqUbnATgVWmM/CRFu0hqLkO2FEswni3lo9aTyIOGAhacSET7+WvxdqdhePTTpihSvDYe+rQ13ujwOdou2Y6FKVmm8IIhA3pHI2WbwWXTBxvuyU9SeGQ8NBNGys+M2KlEtPtiBf7YcihuL9cBP3uXhrVyN9Se8DW+ioua3zEVaC26bAqj+6OE6mNYXD11dTUsMvMiKaksjRSai3SRFC3z1Cxa2i1liBrbWoR1hMepm0/j06HL8ET9obijSidcV74p7qrdBq/0GIbG81dg+sET2JMZtYnNWv0jg5dLUdgynBrySSIx0e61KiGjMCIcLFORB9UPHfOTlCCuwT1t9qY5K9qvQ/VP5bbxVAoGLdmID7tPxAM1+uK6Mt3xYN0h+HjwXAxevQubE1PzelLkz4+0aL8FlDKWs0TvCfM2ynzKziUxJDnJ1ko4SjAhWkcWst5R+zQFJcJn+K6mMZNOMrOP0jftTrWC94ceOIbqc5fiD10G4J5qjXBDscq4vURNPFe3Iz4dMBWD5m/Fyj0JOJURzBXS+61vY21mlNqv2ITHm/TBFSWaonDlTvhtvd6oPGgGpm05ZMM9qgnW+UoRSdHzetf5VrPMNEinN1miOsG6q+pB8STl0sN30pMSVngOOtc8E/WSiKDo+zwdOnTASe0ISixcuNC+hvz888/b/igiKZpUq03fNGdFu82qp0VkRj0oIgSOAF0IXFwdzhXv8H1PUs4TSrITA0/UwnEkRcZFPSgiKGoi8TJ1H1J5msCjWk9SgKuoDXut2oZifcfguQYd8WD5Bij8QRX8rk4XNP1iHebHp2MXlZJqkYyMuoCldBFNpociKRKtAGGLnE1tTcYVScnVahDGhaGbstt4OgU9Fm7AXzuNw92Ve+Bn7zfHXZ92Q/kRS/HFwTQcZryCXhqqQsZPuu/HCtXHsLh66upqWERSNAyQjkQkRE8gLusEkrOSaczolnmiVzCJmbL5cDZGLD6Msj0X4vHqA3B9iVa4sUIb3Fu/C17vNwYNF32N6UdOYB/LWqbE6gPf41ztEq25LbRAKgvNCznJsomnwczQkJ3K0kjIuUiK6pIkeO9UJtabkk2jS+aUI2LKfyqzXYnpGLd2F8oNnIWHPxtoJOW+zwbj3X6z0Xv5Dqxl+WvYyYwhJa/aXnII3kMT5Z29F5lG6rKZ59EcTUJmedjyblIB945G6F6Zz8xhVttqK63c2cYM/5J522PbXpSYPAuPtuyIa0pXxs8+KINbS1XHi027ov7kRZi64zi2J2Qiju+z5uWqDDVKqAaJ3vPhG3fiTx2H48ZyLXFbhVZ4tHpHlOs9CePXHMABRkMNA6kOPSh14b79EzQcNFCsXljWA5EvJS9WPTxJufRwwSRFCk5GOqzo3LmDelK05FgERRu2vf322xgxYoRt1KajyIi2wxcR0LCQ9kupW7eubdimuSvaWXbmzJkXRU4cXBwdXHzDcQ7f9yTlPKEkxyRIvfJB+UPNkUdSeNQGHNksCx7UONfmTVpyqFU3mzIjGL79MCqM+QLPNOqIouXr4L5ydfBEtWaoOHgSpu89ZUM8apGJoEjhqe2cI+OmlqD2TDDRNvuqm7zMyAQkRS1Ija0HrbKtyekY+PUufNB3Fu6vOQA/+7AtCpfvgQ/7zcPnW05iV3qwt6YMrMbFgzT9OKH6GBZXT11dDUtAUrT0NBmno3E4nhWHkyQAKXYvMBIbjmag65Qd+EudsbiveDfcXa47binfHndV64C/DZiIrpt3Y25CEnayDIK3RYXAsk/nrxSamjQeWRc0s0R5fIqVIZ4tfH3HKUxSFJ7KS6LhHStQNZd51IZkuq/erWhWBqIZSTRqil1Afg6lZ2PuruOo/flSPF5vCK4u2dWWIf+1xwx0WrQZy08mGdFV+cr/H3P5/s9gymS5bcdZ5lg2U6v3UO+jUTTlQHBu2wCQ8OVkZiMng3WDzvSYXIggaMO9GceS0GjhGrwxYAweaNgSV5WuhJ99VIZEoyb+2m0Quny1HstOpeAQg9J7ZvmqP3wRtSGgykxlPnX7PnzYdzyKVGmDW8o2wYOVWqJ4tzEY9tUu7GCrRT030hEqHEdS9JxEa3k07BMM8AXJk1vF14jNpVuYlyUumKTIQLtJqg5Sem6vFEE9I5pjom3wNSflpptust1iNcyj+Sb66rEIiYjKe++9Z19F1mZtzp32Q3ETZ+Wn/L9QOCXs4Pxzitpdc/Ak5Tyg5IaEOUFRS0fdsqoPUorSeNQg6j6RnmS1SafE8bKMxX4+N+PASdSeMh8vte6F+yo3wG0lquDXNZqhzKAJGLVpN3akBfMIpLAkUp4KRdPpgj00qEqt2zrDykFDNKqdrhXuDJ/Izfa0CEZuPISSwxbjl/VH4GfFO+Pm8r3wZtdZ6L9iPzYlZppils6TorYilfwIofoYFldPXV0Ni/JTUyqT2V5N5Jn21DhFJqBv4hyMRLHscALaT12DPzcYgbs/aIUb325EktIBv20yGMWGzUX/zQewjvmlFVQaMsugQczRhFdNzNQSZn1zhaRCPV1akZNCf5XP6gOxVUS2D0cmDY+G6HSNZUBhVFWQvK84B21olY1dkn/aJj1bPin2OTY0sep4OlpM34An6w/HFR93xK2V+uKVjpPRcvZaLD562oixzLP8oTeXKII8s48paQhHvSR6F/VOxkhKLkm+iH5WdiYyIpnIzIzSqUhF0Ouo93NbZg6mH0hE49mr8Mf2A1C4Ql1cVbwibi5bHc+26IQKY6djyNbdWJuRZfkqMqEQFLTGa3JJfKLykJCfs3cfQulh03BvrQ70ozHu/bQZ3us8HL0WbsC6E2lIUtT0svIRcauzSYpmpYjkBv0pFoa8VoA6XrqFeVniO+lJcdBvt0+JFJ5w4sQJ+5CgJstq+EZzTbT7rL5y/JOf/AQ/+9nP7PyWW26x69o2Xz0o6oHRpFktMxYcKXL+ni+cEnbQeVhRu2sOnqR8SyipZkBiYmkPCIra5BK1edSjkmutOZYDFYlaRxl0qtI9wme+Op2Njku2440uw1C0ckPcVqYm7qlQG2916Y++q7ZiS2awkkfPZESoQKlEZcBEiILWt7qqaQR51NCOWtrSWZK8oQIepcMU5vaMKMbvPIVPx63GY03H4+cle+KG8n3wh7ZT0OHLLVh1ItkUovSkdls1Tai08f+PTQmqPobF1VNXV8+6R/fqTtenIuN4lIGyXi6Sy1FbDqDS8Nl4vkEvFC3bHHeWaoKi5Vvhdw36osb4pZi0Lwk7mMEauhOZTGV5Z2SkIysthUaKZaMPSMYmTmt/jiy+P1rJHNgjGRueaU4ESaZ6vs4mKfoTiOYy6bpEl4L5TnwvcxSqzJfmucA2BuuyaCd+23AEfvJ+W9xYtieebzkWDaaswJeHTtn8CBFdM6aUSxasu7lZEeREmK+ab2K9KEy1yAnzOzsrje9TOjLoJo0NCdvFly5U/0U2VyRko//qfSg/bBZ+37QnCUUT3FCsKoqUr4vX2vZFiy9XYO7JJOymWw3lqPz1vEaMoiw865kRSdL7H7s37+AJVJk4Hw817oWbKjbDXZ82xZsdBqHtF8uxZH8c4lQx5JwvoHSFhooCkqKdUrQQWdu7aeUZdYsqgV5sT1IuSVz0xFmn3AQpPU1y1QRXERVB92Tw165da/NLmjVrZnNRRET+8Ic/2ORY9aRo1U+ZMmVsoq2+96Mt8vX9H+e3KVD6f6EIx1Nw/jlF7a45eJLyLaGkmvGQUqHEmjUiJpqCqcmQ1jFLgmC3Y3xBisd1I29OysDglbuDD9DV64SbStXA7RU+w+9bdUOjLxZi/vE4a5VL/+TQWOakUzFprMgslITnRlToI1uIQY+J9a/kGcDgaZEU++oMdvDG9EOpqD1zO55sMx1Xlu2L68r2wVONP0ejyauw5FC8KUU9aUMNirj1JeuKwvzxQPUxLK6euroaFqbSdL1quZaZ7uaPlak5GL7zCMqOmYlH6rXFTWVrUz7DvdWb4y9dR6Lll+sw/2iSdfFbTxePKt+gOtBfvidGJEROaCBtCJD5qFy07fa1e6lNqCZB0eoSERUb8snfkyKhe8pZJEU9AzavQvoiFRGGw18kv8CA1XvxbNMR+K93W+P6Ut3xVJNRqDluCWbtO2578Vz6JMUyiHnFRoMRP+W9hOfZJCgZqeSOPGaT2jGTNZ9H9V7kVBNkvyT5aLtwA97uPhaP1uiAmz6qjVs+/gyPVW+HT/pNQo9l27H4RBoOsIjViFD5s/QsT7NISrJYttrwzeoXr0n0/i06mYwGC9fjqc6jcEv1Nri1YmO83LIn6k2Yi1nbD+Joqt5cgmWuibOqj3ou+JylhiO100uwyb/ed0uSHlHAqieXboFedvhOSYqO6u1Qb4qb7OoghSjyop6VHTt22KZty5cvx+LFi23TNk2y1Tb3mlgrouMg/y6mB8UhHE9B52FF7a45eJLybaB0SiOwnKX8bFDY1BOvqj2rXQ1EVDQfhMSBTjWlQNVCS3pFUDRJbvrWU6g9ch5+37AnilZuisKfNsCTLbqi0tR5GLP/GLbQ4klBKSSzfumsH5kUsR0zqwqbv02CYQLFQgpXRkiEJXCn/h19bB7YS8/mxeWg8aKDeLbTHFxZfgCuLt0bD9UaimojFmLenmPmTsgxa6gwXHg/rvJVfQyLq6euruYJ/ymPlXf6ZtJ+VvX5LKC2czfg771G4Tetu6Jok9a4sWYdFGnQBK8PGo6OqzdiRWKaTUKVcbLRHBas5mFaVhHyU1Q1jfmXStESWCOODNP68vXla81TyaSJs632RVQ0R+JcJIWPUb6RpOSkIiNby5oDozlm4z680HI0fvJ+O1xfugd+02AYKrOuTdl9xD6RoDqiUr1UoTJVXusDAPpeVtDPJKrOVJPM5WjFpPStelvoXiRjfySK5fGpGLPrCD6bvgQvthmAe6q0xl2VKRVa4rd1eqLisAUYs+kkNqdE7UvH8SwCDdGorFxNUm9mNkX1SXksoRNrcHyVGkX7zUfxx2FzcXPdzri6XD38umE7VBgxCeM37sTBVA0ABjibpGjPlzSmRTu+xLH8+ZaqcSJH8lyBuAc9LglcMEkJKzcHnbthGR2lBHUMD/+cC99k2HUtTFL+Jz/+FfI/r/OwonbXHDxJ+ZZQWk1i1oNkRApQ3bDBhtZBb4qIijZUM8PCx6S4TlChLD+Sia5zd+GdDuNwb/lmuLlUXTxYty0+Hj0NfXfux9dUPposmyKDpeWQ+uqgSIrGt5nXgW80dCJHMlYMXyRF+koG6IwRUpkoZsGW++qWXk5j2m7FUbzcdS6uLdcXV35CI1ypL8oO+AKzdhw2I6enooy05kj8r5GUIOpnI+9acBL8Y/075z+ZKf0NjL56L5zY07om4blSqPw5xIxbtDcTnWdvw1udxuCuKo3w81IVUahaLTzasSM+mTUTPfbtw2IauQN8Vh8D5GtKo0f/9IqIsbAQlG36/k8KA05k+ScxFM0psAnPKj8NA6TRcSrNo3aUzeLDtokYS0plTr+NpFDyqlrsd3BNf1T2fIZEJTeqYQt96yUwuBM27cUrrUbiig/b4Iay3fBY/cEoTcM4Zvth7OajcqM0BxkRE4d/9fsCkd/LPDj//yc5B8KXdS66EStZ+6cl+snRDCQwX1NJ5EXUdT2HrYYo3y8bkqFr1WwjEHFJ6PbVRhQbOB6P122HW8vWx83lGuKhet3wZo9JaDhjA8bvTMRmVhSRU+W1yjgjgw1UlmU264S1Rgjlre7re0z2TSaea/hwDW8POJSMdyYtw+0NuuInJWuhaK3m+HjQWIzYsAN70zSUE0DT2FSdVFYa6kljDcpkyFEbWCJ10QcP1fLRDHc9pKR7XDK4qDkpIg/5jbLOHVHRuUTDNocOHbIPDi5btsxW8mhnWW19r1U+Q4cOxeDBgzFo0CAMGDAAPXv2REcqQrnTVvkO4XDOFy4uDjrPTyrC9z1J+ZZQUmMaThxBhipC66HZ92q9RahAstja0fdXs3mekpGKxAztw5GLHWxNDVpxCB/1nI/HavTHTZ80RxG21l7vORrtVm7BoqQ0GxNXjmdR6WmvjtxUBqBP49ruarHwld/WRXOGpPDMCIqUm5SklKVE5EWKUiuEdtBR/9X78RcSpJtLtEOhYm1wd7mu+KDHVIzdfMCGA+SPusGDr/BK6ItanQzj+5YgbRTlr7MiTuyauymzo/axPsYWbI4W/pdm/zSKT6rIRyQyKuJ61inFJKkhKuhwiMRh2o7jaDDpa7zRfiTur9ISN5WqjptKV8HTLTqg2sx5GHv0FDbQrciezRWiP+rIsgxWhpvwnWA5ZdPKZPJdSWcZBZuJiaSoZ43vj1UYPqRt2TVnRXvp6BoNqEiKkiiiopRKLNkSXdMFXWWZW+VTz4A+sZAdLHtWT92M7QfwQbexuL10G9xSpi0erNMP7w2Zi95bj5ihdBuHmWfy1HnM/9+pxKBTpoypd9Qxpi+CG0HZqqI6UQUMi67FysrBPab+y+CrWMFsMNUIDXxms85mMm/SI3zv9M2zTA3tqJeDaefDekf0Puxjec3eH4/mM5bjjXaD8HC1FihcqjZuL1MHv67XEcUGT0bP1buw5HQEexkPzelJ1PMUI78s46yMTApjwAplryTvaW6KwtGyYvWPaK6ThpJmns5ExamLULR2a/y0eHXcWbsN/tp/PLqv3o6NKdrmL8iWbEZUe+wE2/KrJ0g1KJVFlcy8IzHle6ldirWztM1d0kMelwwuiqSEjbI7l+F2JEVDPtpF1n29WN/peeGFF2znWS1Jvueee1C0aFHbHv/2229H4cKFceedd+Lmm2/GVVddhddff932TZF/8lt+XijyFH8M4Ti76+H7nqR8SyipVEBSntSDLHOSAJ6LCKhb3z5llnuSzk5SkSQgKT0Jx9JSsT8zihm741Bx+DI8UG0oCpXsilvLd8PzbUfjsy9WY8rhROyl5tNyQ+1Cap7LssqiSHvJGEozK2wpJpaFbd2uFjiVmWqKnEoBKy5hUQnqKCU7bt1OvNt2IO4uVh+3f9wY95Rpj791noj+G/ZhV8ydlH8QIOWHJCmWNorSKVGinFjalfk6Ub+EVrWIimgz++TYvxQk8d9p0ohE/tKGaRGWhFKilVX6BI+2tRfvk6i7/kBSNqZsP4xqY+fi6eY9UaRKE9xYsgYeqNwQf+s4AG3mrMAXB+Owi1bHhnjoj17LPIIisdnNjLg+pWwTJikkEfooYLAMPPaP5xoG1I7A2n2YJ3QrUdopSh6hgyScFTqP3Y7d5PtHMmSEiDcVDbW8F+49gmqDp+LxKm1xR+lmKFqjO14fOAetNh7FQqZfvXSqTkEdoujowv4uJQadipwEJEIUgr9cWSthzCqLvCqvq+sS91v35Ibu7TH+kQHXt6/SciJIy9V8jeCDfOrH1D+ZdiPwJCdZqbyfFkEyMymZfohgioyvSc3FkPVHUWHofPyuXm8ULd0YRUrWxcNVmuPVVn1QfdwcDN64G6uS0y3PNBQqSSSBSLY8Z53lb4GvhxW5piFZJ5eKn9eoHS02mkkicqjt9BtN/ZJkqDF+UbwGbq/bCS/0mYgmSzdjWXya+W9FIsKj3njnod5B6V6+71HNeWEeBFnFeDBwZaXHpYPvbLhHxlnDOvpysc4FzT+ZNGmSTZQVKfnP//xP/PznP7dVPI888gh+85vf2B4qWoqsDd+0TFlHkRidlyxZ0naodfNbXO/MhSAcV0Hn+UlF+L4nKd8SSipFikkcQascreXEi5lUmBH1ouRq7JgiwkIFdZQKbf6BeNSfsAJPNRiGa4t3wo3leuGJZp+jzOhlGLiJrdxUfWtEBIEealv2TAlNrLoBnJKmUle4EjNu1gLX0KLUf8wYUxwxkdHSUdd0T0Z2+ubdKN11GB4u3Qh3FWuIe9ji/ktHteb2YSP9lxJXr5BIgFZD2ColBqgy/r7F0mjC30qjRGmXMFusKax00wpI/QebsAXf3Ek0gqIVSvqXyCspLA9t4EVyQP/Uc+KyUnlymJm0ZE8a+s7fiTL9p+PpRt1we6UGuKNyfTxSpzXe7TEcbb9chS8PxmMfyaJ6KZSPmk4SYcZqYZVlqjwVOVH3jC155cVsiuaYaDmy4mrkRCSF5pMJs68cK09FDpTGfCxEB3fZia7ZbXdCBzKMGgUUP1L2KEpfHTiKBiNn4LlaHXBPuWa4q3pnvNx3JhquPoQvmHDtcPxPJEV5Lz+/SwlBtSmgJ/lIiktkrHxljy1PLV9j10OZIF4nUhZRg5AvXybzWHvNBNQkICfqYVNeZzFjslku2uBQXD+O5XaIfm5nZi08noGeS/fhg+5T8XCl9ijySSMjKQ9XaoF/dB6K9gvX4IvDcViXGsFB5o/eG3ufWGYp0vksY/U2Glx6+ZPBBtPElBY+p8nzipPmxaj+bE1LR4cvFuLZuq1wbanPcFPtDvhNt7GoPW895h1LQZzKUf5YZaUnVo94VJ1XfvCnOtBU5YL3XBv5qZeKz1A8Lg1cMEmRgXbiIBIhI65rMtba40SrdbTniTZn0x4oIixt27a1oZ5x48Zh4sSJmDBhgg3tSHRtzJgxJiIo+oLyd4E8xR+Dzj1JuXgopVQZphjM6FHsGjVoVkTLG9Ulq/6QdOoU1g/eW8/WWIcvV+KFJv1xQ/EWuLpYG/yy7jB8OHQpun59EEtOZdjKDLWOZNDs0/zaUZStchETBaAsZlabmHFTPZQCi60ecSRFBsiMKUVGS+JIikjQ7J0HUHXABPvWyD0lmuDuUq3xWpuxaLd4D1ZQk2qVgzqXozTwuTkUxYeB/xDCmsSQg9anRP8srTEFnSfKdGaE2uYZvJDCv0kxsqLxe+0uE8lNoRFnHmayvZlBX1lYssny6iiNycJDqWgzewv+2mEMipZvius/rorCZWvhmSYdUWr4ZHRfsRkLTybZN1tE3FSO6jAxHpJOv5Sp8oxG03pPRE7CBEXlYr0pLBuJykhGi4Yu6KZXYSod9MMJfwo66KeKXhK6FZwwr/SsJjjbqjH+VFQUx1VHTqHV5IV4pXEv3FexJUlXBzzXdRJqLt2PqawA2qDMSIo8svBjwv/fm8TCOFd5m/C20ilOYjw0JkqmntdR2aW5JBpWsaX9Ls4G/hZDUN6rt4H3M+g2hZfUe6IeCtXrzWwITNx6DE0mLcdbrYfhl2Wa4pZ3q+P2D2vh6Vod8Un/iei9aiuWJwfDrnpGZS+CkcpyS2d5al+VCBuROZoArfBVOIo4C0AERXNaRSSs3rK8RZo0HKX3cCcrT6/FK/Fqy+64uWJD3FCzLX7VdggqTlmBqXsTcZTPi+9qW35joPJIYg2SWBg8Su+InKTTdzWOlHd5WeHxo8dF96Q4ouLOtYJHCkdHrd6pV6+e9Zpo0zZ9CVl7n2iTN63gUc+LiE1YdC18T/5+F3DxddB5flIRvu9JyreDUiqlQH1hesMUBPNA1is3g5ZLn35XK5n/pBy3p0cxdON+vNN7PI1gU1xTrDHurdUTf+09Ey0X7casQ+nYQ+UkRSh9x8ykp1JMsSWpvCTF7QiRggpa4LxjSuwMSVGcRHQcUVHJSTnqt+5J4S7Yz5b2mNl4sU5X3F+6Oe4q2RIvNRuJRl9sw5fHsnGE3qonxaZ6/sA9KVLpInYiHhqh13TQbKWR74XNyVHinMggMK7B1561koOtav5TuzWaS/UdZTvTvnRLh8w8OjOjtY9Wa86eBLSdtwVv9piAIpVa4qr3SVBK18aLLbqh+oQvMHz7fqxMz8JBBukMlXqlFKwZTxWKWrvqxpDIYDmjYs1olh1jomnLyskzon9BWgPDTX/CwkuCDvqpYCShW8FJ7Hn1EgR5ENRFlfX6k4noNmcV/t5mKB78tDVuKd8aT7QdjUpf7sT4EznYQ89+eJJCCSVGPSlBfdWwRdAboLkb6hlwomssueAdk3vpHhlrFYAuhsUqPu/xXdPOsSKSmrQqUq4y3MFba1gVxm8/jrpj5+EP9bvi3uKf4fb3quGhco1J6Hqixpi5GL3jMDaQ9Wl4R70nWl2jfUpEULRJX1ZWMAfI5hW5uKi4WTFsArV70SydSrjKX/VSA5P6kGgOhqzZjHe6D8VdNVuhUPU2KNq0L4qNWoDRm05gL5WAho5VvEGm6QdFL30snblUAgFJCYgKY2PB2SMelwQumKQIUi4iFOnpVIk86sWRkRZ0rqXG/fv3t+3wtSeKDL6WGyclyVx9O8g/R1ic3xcCp/gddJ6fVITve5Ly7aCUmk60o/KYKkItOM3w15dzqeScm/1UKGO2HUaJ4XPxYJ0euK50E9xauQ1e6DQKtWaswvi9p7CDylUGUDrIWuUaO1L/tAwQPXJhBeEFejE/SdHwh8pAJEaKPVBgZ3pRnMKXsf3qaBzaTF+G15sPwINl2dL+pDmebTiExnk1Ju9JtsmECkstQPVp6MiYmP/fr8iMu6mwmmicyr9p5CYkHEqj9VgwYi4zlCD+Nh3OhKtXQWRRH1m0Hg2RExkT+i3om0lbTqVj3Jq9+GzsfPyx/VDcWb0trixVD3dWaY43ugxB89lfYcKuw1ifmmUTZGWkTvPxOBKkBOZLusKSdxKGZT0osXlBATmRyQgIisu7/CRFaTVPTORPTORnDOY9RcZHctZtnYRE5EvZouzQm7r5dCr6L92CD7uOxa8qt8UNpZri4SaDUWb6Bnx+OIJdjKrqhiEvHvKIv78PcQlRJCXKKl5TrcrkjRQ60DLbBJ6f5tXTdJRASaJosNQ2McshWdUuu+5DgPaO0C/VA1fR9RKlsQ6o6BmuSL/KUPt3z4pPRcevNqJEv3H4ff2OuK/kZ7i7WA08WrEx3u00FO3mr8ecYynYwTqkfmyRmwT5wXxJ43sWIUGJqtFg7xsToPKmLswjTAxT4Vqc9NsKTYlXmWtad6aVzX7WmXHb9qDssEl4uGEX3MD6d3u9bnhrwHT0X74XW05GbM6UsiyAPKKHqmuxU1M39FpBKfkK7ox7j0sB3xlJyb8viqBVPepN0fb2r732mm3cpi8ca2WPVvmsX78emzdvxtatW43QaAM3iX7ruz/6WnJiYqL5e7HG3yl/B517knKxYJ7ynzPfGo4wkhChlsygsFUtBaxhAS03nnc4HdXGr8Cv6vXDteXb4ZZqHfFo0z74aPh0dF+9A1/ToKjFZrmnPyQsuWkse4rG0yNseWlinM134W3p+LNJijQahQZSBlC1UW6c7g5ErVKtMAl2sF1zKhk9F27Eux1H46EK7VC4WHM8Uac/Sg1bhOEbj2JnqnoypPikYH9okhLQFE2F1IRYidbq6Eow6ZTxkFZWIp2WdgnNO2feaJKGSA0h51qRsSU+AyNX7USlwZPwVN12uLFUHVxZsg5urdoCf+k1Gh2XbcL8E6nYzNa4epNEUGT7tPNnMpuuKSIpNI5ZJKFa1aEeJouMiYiJJvNK1KvlRISVcTYJ0snDGVEU80iCLpy5rLJ0ot/BXcI50JGix2S0lHwZ5u0pmRi9bh/K9p+GR6u2x3XFGuC+Or1RbNwKjNiXgp3MO2WTwYVt4fP39yGuUqq8JMouxl85lsabiTyLo5zkzRNMxUnGLp4ln8C7mvqs8tcqOX0g0FZDqSGQRkmhpyn06AwTD/xnmDoVQVnF3+OOJaD+vJV4tX1f3F2qFm77oBKKlqqNl0gSyg+dhj5f78CyhEybq6NeM72PykdVI+WrhuhsZ2BHUPJICn+rB031zBzyIV4+U2BKvAYtgxVnWt13mAn/Yt9R1Jk8D8+07keS0gY31WyPV7uNRacvN2HNoWQjw3pckKYx0qt3Pea/SIqKS0EpW3VZIXlcOrgokiLIKIdJhETnIi8a1tFmbQ0aNMBvf/tbXH/99fZ1Y02Y1Q6zH330kc1RKV26tO02W7ZsWZQrV85+S7QMWWTFwZTaBcLFzcHFM0wqwvc9Sfk2kKmRwZHykEakstQMSn1HRdugU2lpFOAQTxccTEfrubvxQptJuLZsZ1xZriMebDoIfx8wCS0WrMKMQ8exN1ODEzEoCzUsQe0YVZc1SUp6FluSVIpB+zxQSlJO/4qkSGKxo4jkZNs1Kd8tiZkYumoPSvSagscqd8JtxZrhkZq98F6fL9B7xR5sTlQ/hpSfzG3gr6WZZfy9i4XFMHMVY63ZUDtaZko7qiqvmBciM6xzxtbUZFZkVUXVkhazMAsTZI82aNtF0jXvUAJ6Lt+MssMn46mGJGZla+Gm0rXxcN2O+Eff8SQom7EkLtWGBvTZ/DhmsuYyaK6Hszs2+daGZtWq1zCYclh3A0OivNK/7Ni/4Ey5aBaLEjuERbesLHnC9Av6q/DCEvIhcKdnNNzAo36GScpeEt1pO0+gxsgv8esaHXDV+5/hjmqd8PbwBRi0Ix7bmKi8OidfLXwK/38vogSo8gWV0bIsTFLUaxLH2nqSN0/yyikW5mkWpiZBqz8tmM3BGGssRcu1tfZby7S0NEskRYmRnwxL+aDqcIi3FpGUdlu/H8VHf4Enm3bF3Z82wO0lauCB8vXwavOe+Gz8fIzdfgQb0nOM0Gi/FDesp5JVbQxyXp7zilbbiSRJtN1+bMt9Df1YD55z7oQXgr4i1V4NXuYYCVpG0tRm3ir8ocsI3FCtLa6t1BrPtxmG5tNWYtmeOJzKsKaPeWEzs/h+255Fuqio8Kji4qmJLitoj0sHF01SwkrV/ZahVu+KdpDVHijFixe3VTvXXXcdrrzyShOd33jjjbbcWEd9v+eGG26wb/jo/Oqrr8Zf//pXmzzroCGfC0U4joKLpycpF4uY4pLG1bdTIrSMEu0aSu0rvbmaGq/zwoN4s8ts3F19MK4p3xtXV+iOp9uNQaN5azHnWBx2sUWYxHyzJalsJUZtvFsKj95SbGkpjaJWMUSY79l060iKxvSDJaxUnrFWnvVEsBgcSQnETD6fkbEMFPiutGyM23QY5QfOwq+rdsGtHzfFr6r2wN+6TkGXRduwPl6TT6WoA3KjXiOpW5Xx9y1B4pkuptdarLmB6U9lbJIYmySqem1rpZ4Vyw21ZJUoWWcRFDeRgI/Kdm3jvTG7TqP2rBV4pftg3F+vJW4oXxN3VKqP55p3R9UxczB83T6sjU/HcWp+GahURkHb3OsrBFm0elbnY5Jj3f4sJ0kOzQ7JVNQIVUBQNPdAvyTBdn4yOEH+GXRQQThhOFZoKnCln9BfuxwSOQ38oCiPpBdYNyz9vCQ3Km+9qYd460u2yBtMXIona3fGFe/UwM3lW+ON/l+g7+bj2EKjrCwT8vw0+RYIO/+24iIngiLhuZLgSEoS8+k0b6j3JJ4lkMDC1D99lVr7DeVGk+gHC1jvl4Z7MuiB1o9rNz11d/AgcqIP8p3grV1M3FxNil6wEX/tMQp3V22G67UnSbm6eL5JV5QaPAkdF6/HtH0nsSk9GNYTOVG1SWUZRGI6zfWQ5U04yWbuqjGipV2RVN5KZxVl+fPds8nQDN8eU5FQAr2oeprGFIpea1gLWBefhh5fbcHrPcfjxqrtcEWZZvhN435oMH4pFu46geNsnCi7JBH6ncW6ponXlo+KkvxmWDw10WX+9LiEcNHDPW6y67kmuR48eBCTJ0+27/Wol+Tjjz82wqL9UkqVKmW9JuXLl7delLC8//77tkeKiIGGgwT5rd6Z/GF8W+i58LM6z08qwvc9Sfk2UDqlKdSySqeiotLKpBLVrqG8JqWxny3ZsduSUWr413iw1jBcU6onbvh0AIrWGY6Phy3E+D2n8vaq0JBATk4adW8CMtOTEKESdspHpCSb+Z2dxfoWCeqblLEpQ8q5SIrIi9r1EpYUhdfsr64Exknxm7E7HtVGLsBvqnfDTR80wX0VuuC1tuPQZu4GrDwVfGjQhomoEV1fisr4+5ZA+1KcluZ5NtOptmgSY59EM6ylxVrPkyMqpX0k2PI06yyiQtH29Gl8diePEw6koersjXiq03BczZb0f5eqhkKf1sXv2/dGncnzMXXbARxI0xyYWHAUhm5Qb5W+YptNMhnV5Hi1mtXlb66YKzRcWawDkRz1+JwhKTJHkoCoBAM+zk87EeOQZTHhBesRkXULXOlv3u2YBDRHD8odf5G45jqSwkvyxgw1XRzj7yXHM9Fs6go8/VlnXEmScku51vhzTw0xHsT65GASp8IxX83AqozPILh3Drgb5yPyWNnGogqTFNXIoJ8h+AK1yjaF/0RO9I2abEpONJEc4TTLmDQig+RAmxJpYlAa84BkS6+AvFbxH+b5irhMjNp6GA2nL8Gf2vfHvZWa4LZSdVC0YhM816grPh39BYZuPYhVZKF7+YzeQ/WcJVDSWQYZzM8I81VlbT0nIicmfHOiDIWSy/c1R8NPMRqqv0qH6IhW5lixULS7bTCbNljppxxWFd2eGsHQDQfwj/5TcWPltvjpJ43waP1eqDV6AeZsO4ojrM+qj8ou9aJmsI7rHbCKoKrHo6qLfkqUvcpmj0sH3xlJkXF20HX91jwVGXvtGrt3717s3r3b5pyoh0XzTrREeePGjdiwYYPNSRGpkTh3R44csVVC8k9hSEx5XwD0XPhZF8cwqQjfvxxJiuJ9fiLFIy1ENZIlI0khOREdkP44yWyYfSAeNSauxG+bj2OrvRf+4922uI0k5f3BqzByexp2xbrbRSWCbgB9JC7YnVbGTbktkT63/SRiFkgrOaT3NJykoYccGxd3ipRHa/nRHZ87I/qrehrMkUhmWR3iz6WnstF42mo8Vasnrn27Hm4r0Qa/azoMDWeswoLjidYtrZhJUQb0xqX/+5VYVIPEK5MoImkZuW4XWc1R0SyGBMaI7dIc5pQmyZJ4mbUiNMSz5ngu+nwdhxKfr8avWo3EL6q0xb+Xro+ba7XGq31Go81XG7D4RAJOZqnkCKftTRQPnrCuGwnImxwry8OwJCKplMBQaaqv60W5AJKisFSvYq70N+92TIK7sTsqZ2tZ85xxVctaC4zE1WQEtQX716ey0HLa13imdifc8FFd3F2lE17rPgWtF23DshOpNhlY/mrYTD11GRStknKxyFsmrXLhbyt/OwtBP7+NyFOVqcpHoiSo/vJfYOTVL6b1XOpx4LtgqRDbpERJTNQASOcxhccUVgiSlNwI9SP9FdlSL8gBxnNpYip6rN2Oj4eMx2N1WuKWT6rjztJ18Jva7fF+z7FoOmslxu0+jrXpUVterM3V9KyG9dKyNdeIDQY310Tvld5xvd/28Uee29IdDdqolBVnrUCL8F1VzDUwGUU6y1Pb5ahoxKByskm0shOYj9rcPtgrRVsNzDycjhKj5uOmSm3xk+KN8HDdXqg0dA4mr9uPvSSRev/1/qmnSXVJzYxwPoqzWDVlbv1TuXj86PGdDPfIMLtzGW6RE23qpp6P/BDxmDt3Lrp27WqGv1KlSqhWrRrat2+PadOmGVnRhNv8yFPcF4j8z+vck5SzoXifn0hZUEPYpLmYwaKqkO49QQW1PC4VXZbvwN/6zMTt1frgik862Jdo/9BuJtotPoxVtKtaOaDeDfv+hj4WRtWlr7uoPa8ReHUJ66qWUJqyk+eaq0KiYiSF17MZF+2/8c8kRfUyLPIg0GwyCTIBIiBrqXtbz12PZ+r0Jkmpj5uKtcJv6g1EzQnLMPtwvO3IKQMgrqBueTO0/5QX371YlBWoqpxeCdkGGpCcXPVTaH5KIuUUz08yTvF0nsJ8yDLSJqUuo7MhNYo+Kw/jH30WokitAfiv0m3w80874N4Wg/HOmHnouGE/FifJhyA4Wy2SxoBk6ZXByvS8iZESntuRZa2emxhJcRNltVQ7MLZnD/doLpBcKffz3g6duGKRmKXhiZWdXAZmx90OJDDo+mtX5E7xsSY7r/OS7ZXC28o229n0dA7af7EWL9TvgVuKN8A9VTvij51pqOesx8IjSYhjsOY360uYpCgGuq7N5r4zkiJxadZRxIr+29J25leQS+q30/sgUsBUSLIp+gCjvnGkbx1lKs1Kr4ZkguqheSSbeX3S/qNoOHcp/tJrMB6s1wJ3VKqLO8vVwdOftUfJPhPRfckWzDmagm18h9R7ojyyd4xi5aN0qpz1qQItW9e3lFwPir1bZ8pa/0RONJ1bfXpJlGSmw2bPMG0ii6pGVq728Ui+8SRcIjcqH5HIL49FUH78UtxevQt+VrIpflm7O0r3nYpRy3diS3ym1WOlT/1J0gwaNszLQ0ZTZW6vuvLW45LDd0JSZKxlnHVUz4rIiY66Jmhr/C+++MK2xteQz7PPPot7773XtsLXHBRNptV2+E8++aQNBfXt2xfr1q1DcrK4dhCG/PTDPd8vFO/zFTMs0kLW1R4odhGPNUnp6LN6J0qMnIsnmg/FVaVa48pibfBUk3FoMmsX5h3NtK5luTcto1ZajnZhkIpTL4GGNLQU81+TFIk2jwta9jGSoh4eM3h6yIk9bCJzKVOgGqZ9I7ou2YDfNeiLa99rhELFWuKhmr1RYeR8TNl3ylqaUpL02Z42fXiOvPiuRUpXnRTqINFHfqmfg2TIGGsJaoSt0qxTTHscDawWqWpCbbAj6E4+OzcuDe1W7MZf+8zCbZW74v++2xA/LdEKj7QcjTJT1qH/ttNYnppj6ZPXDJQJZN7ZpGflIUvH8pGSR1IoIgRGCijWo0KxFT0ysjIhoinBPJSg61/mTHcCwsFQAuhEmemK55wkRRQ2IIaBszBJoRhJkTGlyLDykqsXMrqqixtZeD0WbcGfWwzEnaWb4q7K7W1yZr1pyzF3f5ytPFNo8jvCNGdSghoSXNfkZO2o+l2RFDuYX9IVSoNLs/KSJSGybb0XFJWHkQUJ75GEaDM+TSbXHCE+Yek8Tk/XJKVhyOZdqDxhJp5t3RWFq9bBlaUq4daKn+H5Zt1QbeRsDFm5H8tPZGI/g8vb+4T5nkrCo9VzQex4FAnNZMXTsFKWyAl/i4wyjirfoGw1nVsf/BN50BJpEZRAUnWdeXaGpDBAzaWJMlTNraEbxVvkeOGJCKpPXYX7G/TD1eVa474aXfB+17HoO28DVh9JxUn6oXgm0k9pBxFeVVWrECogHV3UnXhcMrhgkiID7eaiOOMsCRtu3dOHBUeNGmXzTERI/u///b/4r//6Lzu///77bVt87Uh7xx134IorrrBt87X526effmo9K9paX/7JL4nz+3xhSiH0rM7zk4rwfU9Svp0EJIXnMdKQzJ87M3MxdudxfDpuHp5q1h+3V+6Iqz9pgfuq90SlMcsx+2CGLWuV0acnfF7GTuPb+qqHpoJqj9RsKqVgmbCIhM0JlDKSVpYup3Kirbaf0lPacvtskqLzmENnAGTxJVSQMpkaN1cctItq3+Wb8VKTwSj0UQsUKt4aD1TtiU8GzbZ07GPYUpJSqgrP9GG+fPh+hOEwWXk224mW2aQyNinMGbWumd4sOkhmeg7x9gY+OP5kAmp8uRJPtR+KGyq1wRVsod5Qrh2eaf05qk7ZiFG7UrCWVVnd7adZdumZbBlbq5kExXq1mIeWZzFxJEXHMEkJExXmTkBUZMZsLYYRlKAX5QxJUf4ZGLb90DCPJExQjFyKDsg3kV9HGoIrjrKY2zBJoTfKN91V2ar+aMLwwBU78U7HkbivYmvcXak9nmo6ANXGLcDUHYdwWF/vDXyzuEoUln7rKJJiq6gs7CBW+ncW9PNfSeyEWoJ+BblkKVMdzSOCrJ/qzVJPicZKTBgTdZewnPgAMln+CWlRnCaxEAnTXiZfJ6Sh99cb8XG/kfh1nRYoXKEWbq1UB7dXbYBnW3ZHg5mL8cXBeGwTKaV3yhfxXuWRvruTzUZGjpUlwzeSFKsL6kWJEVblueKtvh5tNuckjdcCohL0qEjUu5LOMtTHRlW0wbvI5kbOGZKisNWLsywuC42+3Izfth2NG6t0wt1VO+KN1kPRYepyLNkbj8N8VOkkJWeDJdg+QGqHp4xb7KiCCbI3EI9LBhdMUkRQNF9ExMFBilWG20Fb2mvirCbDinjo+z36wKCGeLp06WJfPh47dqxJ7969jZg8/fTT1sOib/fUqFEDq1atMn8Fd7wQOMXvoHNPUs6G4n2+otZllBpDY+JUZzgYycXcwyloNmcDXukwCndUaI2bSpGgVOuG93pPw/D1B7CPSkdupRyDHhApwTQqa41m276qpvjciLx1IjBL5dSUEkXn0tn0yi59M0mJiSMoMr5Uc2GSIsM+eOV2/Ln1aBQu2RE3l+qA+0lSPuo/C8O3HMZOBqBWp+Kh8Ewf5suH70cYDsPKg8hgJutXKutdMk1FKkXGhbfU07OPdW9eYgr67zmISrMX4bFW3fGLUrXYmv4MD9bvhr/3msxy2YLJJChbWY01zKEeKu13kp6Wjoy0JDbWk0j+NBmSuWMEhYmXWEs4Jnrnw+KuGyFUIbFcKTLqMm1Br0Tw+4yBV+IosjZGUpiKPELp/JHrMEkJJKALdKPSkFsZVjOw8iPwWgeVl4zbDhb5yHX7UKL3RDxavTOKkqQ8Ub8PKgyfhbEbdmFvinrugl4Jm/AZO1cIEkdSgjQwGB4Vs7Ogn/9K7E9ATtRXE0wzZRmqrjoSKPKnoTYRE41ZiZDytiKkzkp90DGBFf84X7iDvLwpEsXMI3FoO28F3u06EL+s+Blu/KA863F1PN20K4oPn4ZOK7SkPMmGdpQfcczz0yy3FIq+Lq7UBAEwx2zFDsmEhmb0LikHWBaaUGx5QdFVvb9ORBqC3rIgPUEfC4VlY/PFVM56ModUP0RS9CbqvVqZEEX7Ffvwap+ZuKN2L9zxaXu83KAPmo6Zjy93HMd+OhSZCYZ+g8EwVRmrIoqUjkpCrOxNPC4ZXDBJkTEWQZGhlmgoRnNRwqRFK3PatGljxEO9JtoXRd/p0URaKeH82LVrF7p162abvqlnReRA81ec2zABOl84xe+gc09SzobifT4i5eMUlwyCJsouP5mBrkt34Z2eM/BgtR4oVKwp7i7fDn/tPAGdF2/Hmrg0UzZqb2dmZ9CuUOVpEh4lmGuhlreMxRmh+gyUUkwR6ajfCjemv/ks60YeSZHwyTBJcS1Euxfs2iplJyUrkjJywz68230a7qvcG4XLdcH91Xrh3d7T0W/NHmxIDeZsGFmiqBaeKz++ewmMdGAomAYasdwMClvRuWQXdol3ReT06fzZJ5LR8qtN+MewSfhVk474RcmquLJEFTzcoC1KjpiKHsu2YMGBJOxJyUUSvc17U5mXUZKM9KwMJEdSkJKVSvsoY6OWsygCU6z8tTymyFrmiTyKiZEESqz668BfIWGc812xwtQz8jePoEgC46l/AUk5I2eTFFe+/K3wraLwwLtMphk37So7YdsRVB4+G0/V7YV7K3XAo7W6oUS/SRi+cjN2JCQhmWG6+qQ6pyN9NclPUoKj0hKCfnyTxJLKAuVPxV70RPuuarAknZdVJxmikRSGoF4TsfJYJJTtIuTqpTzBcy0T1mqcFenZGLx1Hyp9Ph3PN2qPomVq4vaPKuGBMnXwxya9UWvsIozbeQJb+Ywz8qorScynxEgG0vRtLSMiEuq1bJKTSEIg2XRpk2OV+47ABS4ljqC491NugnLjFfXE2XvGumr6ULnG37mMQa5oiaiGGiMBaVrHguqz+STeGbkM9zYYjNvK0WbU6Iw6g2dgxqZD2JMe7Kni4m+xUnDyVtVARxNeFOnlf49LBxc9J0VGWT0qmj8iA+6IhJSsekFq166NokWL2hyUunXrYtu2bXb/XNDeKvpq8t///nfbO0W9LvrtiI8nKd8vFO/zEX1DRHpUSkOT9jYmZWHI2oMoNXg+Hqs9gK25TihSpjNeajIMjaeuwfzDqThO/Ru0hNJo4zTTX5PotBZArS+p7zOtWNM5dC87xqBMdE33w8ZEbk0R/hNJ0W+KtbT521YoUIFGU2kTM5BBj1WaapFO2Hkc5YYvxeP1huOOit1RtEov/K3rJHRetAlfnUxkvPVNnCA81cJz5cd3K0q0UqZQ2aqVgrf9MZQWJsvyMegN2Uz2NHlfBpou2IM3+83APZ91wlUlP8M1n1TD4/XboPTw8RiwejNWnkzAcRpATWgMNoALRKtLshimFocm0ugn0rikMD/Vla8+p2BVjlkBxoOi91AERd1nblKQRJY0RhIcdHpG9JfPOLE0SuQvEyXCIYnVgHOTlOBXQFJizziSIgMvssT0KCrao0cmcT+Ps/adRN0JS/Bi00EkKe3xYJX2eL/baAxYsgabT8VZmjWMofJVvXJ1y34zjo6kmOic+UVv+SuQvJNziRyaY+VAMKNDWwRqjZbmX+WaUVf9ZDqUpy5gJY1JUmeKjLPSovlDG1l2U+NT0WbVZrw/dCzLuBVuK1kNtxeviqdqtkGpXhPQY/52zN+Xjj2sG6f4vHYZTmS+aO8TNRDUkxjUIL0BJCe5JCY5pAx8J21YJld7wmrgS/HV2Rli4kTXlM8qQlWNgGDxqn0jSu9akAANZ6mX1MLImwmjFUzBcO5mOh2+LxWlp23CQ81H4aZSLfFw+Zao2GMsxq/ZjR1sJGiCrdyGSYqFGasGJp6kXJK4aJIiSKnmN9Ay4GvWrLEt8TXvRB8Y1CoebYfvtrqXuJVAEi1T1teRtYmbdqfVLrXDhw8/52qf84VT/g7ninP4vicp3yz8Y0f1pEhRUaVhJ43dxN1HUWPsYjzXcBgJSlcUKd0LLzQaj1qjV2HKtlPYRwUcKBjRFM04iaeeSaSy0koVdRAHBMXsnBSfFI8u0ADakmNel+6WH1KSOip8OVF3dGCweCVMUtwERIm2EtcEXbYSc3nMMkMcKP5Zh5JQh0ryuRbjUbh8N9xRoStebTcGzWYsx9x9R3E4ouW0QVjSjfnz5LsV+c/0GMmiWs5hOziHappGRK1uZYt6dTSfZAUzfzBZSvWpO/FaV30TaTAKlW6N28q2wPPNeqP2+DkYvWEr1sfHI4GGXKbWZuHGNuLKyUpFFvMmlcYkkf7JfKg8JTIIMlUiKyob6z1Q5GQIVBjKDGdQJfqtyKnseNskhuCn/upmTPLISUyCwo6JTKOM6bclKRRNLNV8DtZFRU8b0Sk9GuZYcOQ0y3IVXmk1HEU/bYt7aAT/3m4wes1bjvXHTyCeeaA0KhmsKSYuWd8dSaFuYNo0ZVtr1zTzStNN9ZVwq7NKgyMpPFX2OIKiRoDI9EqGO/jgYVSY+SWe6dQTd9ZsiJsr1MK91RrjpeY9UWPUfIxaexybTufYTsH6QF8ii/s0GVtiRjbSSYQ0MBO8QdKrIiQkDjkMIVf9LQEVCLaW0/os/dWvgM5IziIoehkYV/NSs2S1RT91uX0WQ0NX1JHa9C9Hc87ySIqWzGvWii2cx3Y+O+F4FFXn7cGv247H9Z80xd3F6uPjtoMx/KvN2JyUYb1H6nWRe4Wv8mXUgvrmjucgyR4/flwwSZGyym+Q9VvDPu76sWPHMH78eLz33nu4++67rUfljTfeMMOv+SgiAeptWbJkCUaOHGm9Ln/84x9xzz332LyUYsWK2VeTXU+K/L1QBMr/TFxd/MNpCN//MZIUhaoc0jsrMb3orsroKV76mU90CD8jVSoVHFAGaR9KrJWrHgsZULlTqSg3ZAQWJ2aj7dIteL3TGNxdrjNu+qg9Hq48CKX7LsPwVfHYmhRM8kulUUxNP0n9dYL+x9MPbV2ldqV1fJ9RfhYAT0KtdBW/YiQ3jqQ44mAxMmPFuBop4bm1TGO/baiH6jaaboY5OyuNhidQ12qlLTmZjjYLduKP7SeicLkOuLlsGzzffBBqjZ+Padv240B6MNFPYZmCtIziyf8gqgcuJyUy8qZLQ6Jr7r79VcKVUDWhLS00JFlU7hHmXpbmi2SaaVGef51Cg7U9CeUnbsYzbSbjtsq9SFA64KbSbfBMkwFoMH0lvjyaiv003ElmIOlnNkssIx65GTRIImtsxUdzI0hh2cYzzHhGXaZEJEXhaK6GIykBbVDaeEOVRQlQhjgJEhTcpzOTGIKf+msZF4jVST5g4n67B2NuYrnmKMpZBEUicmPzZVg32YrP1QZn2TSM9ELzbWRcZeC/Op6EtnPW4U9tR+Oeiu1we+nmeK3lAHSa/RVWHTuJE6wrqlP5k6LQVE8yGY56IDQBWITa7fmiGCq29udfibmW2c/g32A9TFQ9FiKNItUiKbHZ4K4HReUgs64hyUWJKeiwfgc+njgbT3fqh5srN8CVn1TFreXr4ZV2g9Bg2gpM3XUaW1jEp+hNKv1Rdtj3Jfn+ZLJeaRgvksOwo0nkciQL6qEz089St+EYhShqGszbUs8mvbB8dKL3QKNR6ojL45aKrJEUBmZLpCkkKdqZOJrN3GK908R4V7NEB0VS9GsXH5sZl4P6i/fi2faf4/qPG+LW92rhzab90XvhRqw5nYHD9F76Q+4VH6smKmS9jMpWiQpMR93zuGRwUT0pUsKaQOuWHOu3M9zunjZl69evn5GTa6+91lb3aMt79ay8+OKL+POf/2xfSH744YdtW/z//u//tvkoWqqs+SsnT2o0MoD8vFC4ODno/FIiKQpR76iMrjPgUjBqhxrBMAVIjZLXRc/L0u+8rZ9aPaOXX8Yogze0mVqwMXoi03MaWZknkJVxylpEWfQnOSMHyXxeXcmrUrLRc8NxfDhiAX75WU8U+qgpipbpgLfaT0GPhbux6iQNIN1JwaVGSFLS4lk3pHK0mkctKq3nkZEIeloUD/ETZmWQKCnCmMieKc66r7TKrXSkTc7TAywT23DMJh8GR30J2JZOytCImDAvMnnNzUmREVufmIWBq/bi3Z7jcWfFpri2RG08Vr8LKgyfjfGbDmJPWtCTojAVRDhOFhmbl6GIUVQvKJoUrL03AuOmcslFMuOZwGsSnTvDaKaYpCQ7QlqgzbrsA418SmmxdEjhB4ZS8V2dHEGfdQdRbMRcPNy4N26o3Ao/L9UAt1RqiVd7j0fb1Xuw4HSarVySYlfcrV7axEyGqo9AirgFJW4lkJKrreEyWSqauBy0oBU3JVFJ5tMm9kdl801ijr4JzheK4iPheUDRgnDOeKEzhe5KWscgRmcoE//pnYvlufI/l3kWZX5lsq6LqMjIb0pW+e7HOz2m4fZy7XDlBw3xZIPeaDhtCRYePoUjfM7Kgu7ljfiS4ha8QcoLLavVsnjljwZpzuSP5Y0irGcoelanuq5ytVjqopExvZWiOiQBmqCcxbLWUl8t+7byVg9zkFpRB5GTjZRZiZlovmI7Xuk5FrdXa4vrSzfGjZ80wuM1uuLjntPRY/EuLD6SioPMLpFMvbkp9CglKwNp2STkJEFBSpg3JKU56s3UMJPVDIWmozt3eWy01n4p58OiUhFHUJICR/xhvUBBXbV6Fht6s/Lhu6B3UPPOFAflgkITbVEalyVG0Omr7WzkjEDhT+rj5vc/wwsNBqDJ9HX4kunaxzBsoIheimwFxJQxkVg9isUnOPW4hHBRPSluuCb/Kp8wdE9fM1aPSvXq1fH888/bvihahvxv//ZvJv/+7/9uy48LFy5se6jUrFnTCEJCQgJfZFZIQuFdjPHP/7zOLzWSohIQEdCLL7G5H7qqYQPb/4JHfYQlnXlK/aTFLio2fSRX3/pQytSGSqMxj6gLWmoh9zgVzGEazwPIzjxGpZRCPRpFUiQHp/ncLuqiETtOodjoZXioyTDcXKE9CpduiZcbD0Kj8csxe3ccDmQGW9AzOBoOUpKMdOhT84qAFLbapTICGsgQUXEtdylHUzyqAkqc05Y8SjmqEaVLzp39MfbCB9Sqk0TU3Ry0v6V+jShRFB8nokt7mAmTth5C6UHjcHelz3BV8QokXG1QcsgXGLHhMLaRpEjxyw9Nf8gLWGKTHBmWCIVEmaqhFSpSkSJ9ddl9gv80ExPH+hHH42keNYUwlefWUqfCjWYx9bY/BWOmspImZ5r1Gijux3lpxclM9Fy2HR8PmIwnmnRli7ouri5fA3fUaYrXB41Guy27sYhR0uRKbUQnYycSKnJn+WjCC0qIDb1pVwvtXqvv7Oo7MVpEKkMq8/o9Qp7HAggXsY76bQVvK7JUV5gfOsaMqEy/3Eg0NyrKymD1REaRdSyHeicrk0SF/sto7+JjY7eeRLH+c3Bb2Q74r7cbsHx7oerExZh+8CT2x0iKOKYtALOI0EMxBpafZqwkMl9OUeJ5rj181MvknNorH4uQykpPBdVD76CoivKav/gu2reOslnD9WkBzeGw5ca8xzoUZZiKs+qohiGXp5Nc7T2BynNW4XedRuHWT9viFx82wK2l2uD5+kNRY+hXGL3yFDbyVVWDweWQZnnpm8nJuUlIzkngO67t1ZSzsQw36NxJLPJnXYvdYeL+SXhHei5PlO8mIiTKgFgmOG8p9mpSgvideRfVk7kxOQ2DVm7ER92G4P4yTN9H9fHb+oNRdfxaTNqbZJOfRVISeMzU+xXbml89o+rddfmtYxBzj0sFF01SRE7CvSf6rR6U/AZc81C0m+zs2bPRp08fM/76ArKGdCpWrIg6deqgU6dOmD59um2LL/IjnMu/C4GLn4POLy+SQvWVSdEHyc5BUuwT/BQdgzaXHJxCbvYhtvbYHo8e5W+ZWZGKYIz6KJ/78lgmak1bi0cbDcJVJVvi5nKt8XSjfqg8Yj6GrT6INacybEWCSlPxy2ZZZrFsczQB1HxSy0q7SGpJsEiKQlY7M5gfYEpHSk4PSwvJI9ktJYtxNT8pUpzBBYo0YR5JIVlgOakHQkbFWpgUxV+KUmGoRLVh1PwDp1Fp+ETcVbEGflGsLB6s0xrFBs3AoDUHsD4lYmRGz6jBKINvDWPKP/WkUFxPiiMpan1rUmqwE0wQpkb+E5mQRBqr1Agpmnq7pM2VYPqXoy9AM71Kjtxr6fbs/SloOXMt3mw3BA9Xa4aiVRvivtpN8FjzdvhgzCR0374X8zMysYXu1ULVLAOlVdFj8EGCdVScjaSIDmqwTXMkgi8Cab6EiKNM0Q8FhRSOnoWcR1JUF5mKvJa/TH8QO2V/fpISjG+wjpEwKpl6F3bT8k/YfgolB81j+XbFT99rggdr90KFcQswYe8x7GI9UR7bEEasjllB6wVhGTqSoi8T6yvFAUkJpp8qDha2RSY412lQN0WmWB9iqctVj4bipl4T1RXFl/9l18WtFQcZ44M8/yoxA3027EOxETPxUL1OuKbYZ7juo3p4oHInvNVpElpO34xpWxKxha2FU/Te1WdFP9i3JJ11XcRT26xpkbDFlHJ+kD47X7F0nckEe1/F40WWVYJqiKhBpPSqjm5PTcfodZtRvt8oPF6pOe74pAl+XWcQyo1agdH6WjXLQvmiVWnqCbV5VWww5WqlnpVPkHYFd/4p9CjIuOjhHquQMehcPSduS/zwvfyQgRcR0LyVU6dOISlJezSomp0N+SeR+4vBueJ6KZIUKQAZJYmZGVlRzdXQvAzNuLdWm9704HLeFuIxUfe4FKvNRIjGITv9ECJpB9nCJ2Gh7/JTylCtnxWnMtFp4U78uf043Fq6Ja54vy4eqN4JH/Wfjl4r9mLh8Qj2MgwZdylO+Wofg9PcAa20UU8KRSSFVNT+yqB/ZyRFwyQkRerRUChu7xWVoDN3CkNHXVtzOoJa46ajSIXq+NmHpXF/rRZ4r88k9F6+CysT9On8wOCZMVBQjJdEPTo2NE4LJ8nVkfVAQz2a6KmpkplMZwYNVCaZQtB3xLTyPI3XRFDSSdwiNJTiDerJlqjXXCtUlNdbs3IxdV8KGk5bidda9sV9ZeqwtVkJd5WtgT+2647aXyzEiH1HsTgtih10H+5BsVfH5V0s/6x7XgaYBDaYjKuZQWlMm9rfIi1Bd/8PBRWxomhRi/22gv8WJEV7cWRbnqsQlC76IKKi95H3RUr389K03Yn4dORSPFCtJ37xYTPcV7M7SoyYjeHbD2BzpogHH1WSFQETPm15FNRO9THp68QJ/JXCkFVXLZf0jEUkJjy3qFgcRVB4UQxRaVGDQfETG6IjPatHlDK9J+o92URCNetIMjou2YqPB07Fo7Xb44aPaqLQ+9XwWNU2+LjnBHSdtwWLDqXgAMtT8dbzrniD+qwp6fpwgohKsPcQaTPjcv6QPjtfsQxweaKkUzQSpAaR6mRAUkT0gnTvZuNp0rY9qDVqKn5XpxPuKdMSD9foiw/7zUP/dYexge+zyIzevyzLSz6pr66TpAR9VUGRKbgLSaNHwcVFkRRBytj1dohouA8EHjhwwHab3b9/vw336Ld2j42Pj7dN3nRP+6XoutzonpYxa4hH2+g7965HRbDKf4HIe3li0Hl+UhG+/2Oek+KUlV7awHjzjlofUtwsp0D5Kv50H1MaEnUz20tuxIaqLjuB3OY4uc0JZGVrJYJ6Omg06W51ShS9V+7FBz2n4KEqnXBHmea4u0IrvNZuBJrPWY8vDqdgOw2hDGzeZDeKWWHb0j2NiotiY+UBSZEileLXlD033KM05ZEUJU7CGxbFWHwlOg8UIx0b85IorCxe0soh9WAEJEWK0Zk7l1fydkt6JupNnmE9KT/9oDSKVm+Gv3X7nERsK5acSrfJqjL8agE6IuX8sGgpPrEosBrERHWCpkyK1VwxvVSwUbYEg1VOGqfnO0SWk0EP0lgI+nSOPm4rhSyjtSwpir4bD6Pi2Pl4qU1/PFStKe4qXRO//LQ+XmnZDU1IUOaeOo3tdKuN5w4yGLU4Vcwic7FggwRL8iLLm2KqMaKof1pnpaG3C211XygYVStvi1rs97cmKfxjSdEPqwP8ofrO55UCvbGHeG/2gRTUnLASj9YZgKuLtcQ91brinf5T0Hv9TqxipqulrrCtQllkGILqEj1W/VRfUwJF36dRT4VyyVaVuYqoZyR8xIY+FD4rqr7LY/kcE32xWZvwqQdIzhU/GeA9lBUpuRi5LR51pqzCn9oOw4OVW+H2EvXwQLkmeK1pX9QZ8yVGrtmHr4+zPvJhETDVojT6lU5x9VmEXNvIn2YISTzqnVL2XEiJSp+drwTlwIclTL6ywF5LXg6qoghKsGmjhuP2RqKYtfcImk6Zj9ea98X9Fdvhvsrd8HrHyeiweAdWxL4vpXdCZZGfpCj7Xd25kDR6FFx8JyRFhlukQka9e/fuaNSokS091lFGvkqVKrabrI6al6I5J9ozRfclDRo0yHtGwz4VKlSwXWq1sZsIj4PIkL0AF4C8lycGnecnFeH7PzaSIihU0w0UHS0a0uT6Yc1zvsZSlFTiau2ri1yGTL0CernNKdMUte5oppPERHNQcqgI1NZWytXq2ZQawaCNB1B88Cw8UrMzbvukAe6v1BIvNOmDqp9/iTHbjllrUNt1J9DvZCknivS5GRASlJyMZIaTbH6LpKi/QQM/IidO0UrpSMdZOmLKziLK478kKepbVtNNJEUTZflg0AUejSl0KkqKlGZg9rQzaSaazpiDB6rXxxUfl0eRKk3wp/bD0XL2elslc4Bugtac5pgErWkZCeVLmPhYLwuFVYHxZDw0uY/p1N4TplijpG1ZpDu2q6dSHBgQPZfGZxIZba3OOEBZdDodHVftxBsDJuDu2i1xc4W6uK9GEzxRrzXe6T4M7ReuxaKTyTjIZ1U2p5mQZEZCU5Bs2EIRUsRMlFiKus5U8MamlJEytioBURUNYQQE4IeEwlMZOENj4YdJSiiHjdjxryt7683iiT7NYGkykqJ08Z2PPXmUJwuOZaLh9A14uvEwFCrVhuXbEa+ThLb/aiOWJqaYEVTYeZGx3jiesP6ojuotUG+KZu+oT9EGGWR9FZZInyLvEqCX0OLPe3kkJZsHEoY0+kXJ4HNKkSZCb6eTOSez0GPtUZQZvQS/bdgft5ZohJs+qINHKrXBO+1HoN3M1Zi3NwH7MzTxOghKvZ6Z2ZkkuJocK7IfDEHJXw0n2pwnitwyJhcE6bPzFXsXlY88SHRJWWIdnbykxkiwS0zUGjH6GvnCw3HoOPdr/KPjCDxUtTOKlO+AZ5sMRYMZa7HgZKb1Dupds2no7l1iY8q9P8xCEwXpcengouakuKN6UNauXYu2bdvaxFhtxKbJsVp2fN9999lGbjrXqh1NjpVoiXGRIkXsuo76lo/2RpFoEu1//Md/2KqfRYsWWTiCC/NCkPfyxKDzS42k2NspvSjloLdWonNTGFKWMj8UHoNJnXzdeUsip4q2jeOnpSOaRgWgeSxSrHxKqVZLU/McZh1LQLUpS/DrRr1xc+lGuLF4bTxRsy0+6TMOfb7agq9Pp5lCkfLRPJc0aqZMDWVomEd+arJbVL0oPKo3wVryAUnRcJKU2LlJCk/MEAVpVLKcYtK5/clPUrKzaMS0Mkct4YCkWIuTzkzoTFN0FN6OjAjaz1uKJxu3QaEy1XFH5UZ4oUV/1J38NabuS7bJezIoWv2iUX59X0gtO4kjK+IB8tfmgCjOFh+mOYOkJJ0UJ8JcjPKckpvNtm5WMqOrvotgGE09Nfqu0RZa1rlHMtF2yQ683nssbq3ZDD8vXQ3XlK6Oxxu0RfEhE9F75VbLa5FB5bUmP9s0ByVGkVGkzLbzhs1D4s3wd2AUP6sbwbuhlr1dVtx564cEg2QJBWWuo34HRp6/bMKsckfyzyTFSLnSohNHUkTKWQCu7iqPlsVF0frLbXi5zee4jQawSOUOeKn9UDSZtxJzTybZXhzKOqtv8tjmNTFG2aJumtitL/dqQEwr0oJ6a+Eo05WnrptACdDzlre8bkRQceJRDQNWjkzGU/VQ9WkTnxm/PwkN52wgaRqP+2t0wfXFG+G2ks1sh9xyA75Ar4U7sPhgCg4zSOWG5Y+VknoKtaSYNTInzYYU01ifUpgHKQxfdUJRsujokQuA6sb5SpB2PRyILqmIXBlnsmzSSarSSeD0/qh8VpxKQV/qj0/6TsLjtXvgllKt8FD1nvh09FLMOJRuukdV2miYLdsOSIrqiYreOogVFt14XDq4YJKiXg2JoDko+mqxekIefPBB/L//9/9w1VVXGTl55pln8Prrr9sHBkuWLIlSpUrZ8mL9lmgPFZEAuZF8+OGHtn3+3/72N9SrVw8bN2oBHis4CYHvSfkXULDSBBIVjUTnpiyUfnXia9AmmKjq5kaIHFi3tdJDkpKTSaWcTrOZyfzmWy9vZAT3U7kuPJlCw7kVr3an4azSFjeUbYz7Kjdn62cIOs9bg6XHUnCICljGVvZRCjWbYWdF2PZMT7LekzPd9lSfto22jI5mQQSrcJwik5hyZboUvcAISYLfuu4uKcst32UUZDREVLTShq3gbBoTtXy1M4V6U9TVbMZYQmc25EXvd6Rlo9eK9fhT1/4oUr0RSUpDtmi7o9KoBRi15SQ2M9oyKkE3tb44LOIT8AGJ4wNGUpTvVgb8oblAKSQnKVTFmfQhR3tSMC9IVDIiiUgjiZGiVre3ekRWns7BqM2JaDhjM17rPBZ3VGuFayrWRZG6LfFEy274eMh4DFq/A5tYRjacxiAUptJimSerpCxWt4zGjTRZWmKkTXnC62EjoiPF8pR+GLnS9R8QioKyS9HXUb8DksJf1iXkSIp6ngLiLHdn3FKULmW80hgiKSoX9ZKsSsxB58U78XqnCbircmfcWak9nm3RD7VnLMb0o6dtszSFYK+vPLaVcKyFJCmizqpF6fwXzNmJkRQbRqU7FYAqkSSv4jpRXgeig9Ko+nKUUV15Ooqhm4+j0vil+F2LAbiJpP/qYnVxx6et8eeOY9Fw2npM2paATYnZ9rXmVD6TwQqbFSGxz1Ycgtkd6tPLyElGSlYSkvmOpeh9YyVXHVeY/H/B0Ht1IcI/etqOOlWWqMNJ6be9Z0hS9MVplY8aQBuSIxi1YR8qDZ+DJ+v1QaFizXBn2bYoNmA2Ju5Jwn4+q/fEmjI2cZa5KEbOemL5quJXcHTjcenggkmKjLGMtCDDrd1lNWyjjdi0rPjKK6+0Dwo+/vjjRj403NO+fXv7IrJW+KjnRTvM7tu3D9u3bzcysmnTJjvX1vkbNmywPVbUS+PC8iTlX0DBqkikBZzwtxkfnmqnTJEStds18yCYfRBsTZWrIQmbs0JVQsOqBkoWm2GaEiTFLZKyPi0TPZdvw9u9p+CBej1xVfmmuOnT5vh9y35oMmUx5h+Isy+satjhFLVFAolCOo1GDg1NbnY6opmJ1On0ySmYbCkZBqQeHhkUxs+RFIkjEqZklQBjFYFozF/XnSjLLd/1w0gK02HzEgIqpravej9EMIJ2OKE/sUdkW3am5mDIhl34aOgE/KpRO9xRpTEe+awTivefgX4r92NdYtSWeSrHtK+IiI9MhIiJWqx5IykM3lr20srWwmYmZlC9ZlIVZ6snRXKa9SeJjfU0pFJRK89kJFewcTh4UzwqjPoaTzcdilvKNce1perhliqN8Gy73qg+bR7G7zmEnemaH8F3j2GmS0+bHecPWbE0imYo2iRppsy+bkwHGu6L5XWQ+OBgeau4mhWJHXXtB4SCc1mmowWviJ0XSeGf/CSFdUJ5pGG6dck56LFsF/7WZSLurdoFRSq3x1PN+qLqlIWYeCjelmyrpW45I49JUnK1gyrfC5EUERN9b0elblsPykDae0PHbtxQIpISy+KgXlIYSUVP2atUHObvhUfS0WXRHtavWfh13a64pXQDXPNxLRSt1hpv9PgcrRZuxpwjaTb5XKRfuaCkZaZlIT0llUWbwndEAybp9DeVdTCFRZ9sdSpbE9SVBhMGrEp+gdB7dSESlAxLii9DlJLFONhUKF7NZtlkMf+yctRYCvTLDjaKJu84ilpjF+PpRgNw9YeNUKh4E7zdayrG7j6NfXSjfNAT2mMm6E1hrjBzLX9jeWxBe1wyuCiSItKgo1bfaO7I0KFDrRdEG7PdeeedKFSokJGV6667zoZ99C0eLTlWD8nAgQOxYMECIySaSBueIJsfYTJwoTjz4gTQeX5SEb7/oycpevN15G9FJ7isiZ6BSgsmSAZTVW0KqLaMj0ghU4VQqWkIXUWSQn/i+PA+WuDp+06i2tj5eKJhH9ysz/+z1Xd3rXYoO2ompu8+gkPpWmIbtHbiqY0SqHTSNUnQddlH1T0rYkLlYjupUhRuiKQonnnCeJ9NQKiFTFiWFN1zErjhQ9KL1qJmOmyjp/wkJYuKkeVmvQl0q2cIZdU+GvZxOw6h7LhZeKRpJ9z8aQPcX70d3icp67FsN1bHRWxvGPVHafaM6I7y1FqHEt1jxJV3SrKVgYnylOnUDq9Z8ZQ42tAEckENHAQEZY96qeLS0GvdQZQbtwxPkqDcULoFW9X1cV+1NnitwxDUnboIsw4esQm86j1JoN8Z0tEKQ8YxhYEn84IMqy1x5dG+VSQqpZLXzJxgWE1kUHlsead8kOVwcdZR135AKDjFR9HQuRWLIvYNJIUlaNGUWDrMKd891V+RbSv7oFEjAimSsj4lBwPWHERxtswf+awXbq/QGr+q3Qmlx8zCuIMnzQgGLfXYHzLOXPWmyOAzYwKSoj1kRHVjJEWTf6ynihFweUfRAh7N29YIm8irLitt8n9veg5m7k5A8+kb8Ubbcbi/YlvcWPwzFKnQGM8264nSI2eg68rtmHciCXuZJhlw+WG9cwwmJ0IDz4KPMGyVqN5nxUqreEScRfVF0KxC2l47FGPOlqvnDeXhhQifpFAnshyy+c5pBZY1PHhVk9mz2HCxDQz5WyW7nwmcte8U6k9Zgd81G4JrijXBdZ80xV+6jcfATUewiYRfPWIaHM5V40afuNAafelcemrcVJ5fWDI9CigumKRoNY/IiRvy0VG7w6oHZMqUKejatatNkBVp0dwSfb/ngQcesHkpmneieSu//OUv8ac//QmVK1dG586dMXbsWJuDoh4Vrf5RL4rrPXEE4EJx5sUJEPbTXQ/f/9GRFAWp7FFxSCNKYeqc13RLp2oPhkmKuq/1S7MhbLv4TB617lU9FTEv1LLUV0hnSanOWIc3O36O+6q3x40VW6BwjfZ4rcdo9Fu7HfupgBRsYEaCZwN94UIXGaFScWK9Kbxmk3lVxspLKTT+zC/0g3diboI8N/tFyXMT+215oB82L4F+h0hKqoS/M7VNt8iTsaDgGZ7hOH/PPHQCVabNx0NNOuLa0rVwV6WW+EfPSeiyeAdWnsiwHS8tZTKcxkbO+GGiRCsjlAkiDhLNj1FrPJJC4xKPjIg219KwQbCyYTcT8MXROLRdsgbv9h+PRxr1wk2ftkGhsi3xUO1u+KjPFPRbsQtrE4NlmGpNxrMasoraZqV55S2LmMIA0ynah4Zp1TRkkRP1mAWGTPNyzmxEZmWkxLt4S1RcdoPyA0DBuKzLi48Jr56DpMgIi2QpyVbX6FajalH12mlnXpFt6zlSYmyapQ0nbEzOwefb41F94ko83XgQbirRGDeXqo+3+43GmANHrCdL9V2G1CKifJCI1NIXEZNg31nlIt8VscNMEvxk5ibZfC6ZhC6JH2mUKJFRiNeRcZO/LD5sTsjEyFWHUHnwMrzUaBTuKtUahd7/DHeXa4zXOwxG4znLMWH/cawjw9HKLpEadcZZx1CobJQ16rwxf01y6Vbvt4g+HSoS6kGzTQEZEdZ3I+9K2w8FRtIaH4yR3l/1almxUjSZPSuTZI9Ei7GyMjrCQpx/MB7NZq3By21H46aybXBTmVb4Q4dRaLt4MxbGp1kZqcwto7OpQ2yOG/1nnripSD9oGj2+d1zUxFlnlCXa40RfMRZxEYHRb81V0T4oGtqZPHmyrdbR93k++OADvPLKK3j66adx//332yRbiUjL7373O7z55psoV64cBg0aZEuaHfxwz/8ABam3XS+plJnENH5wkBIIbKYoSdAmVPvLphWSNOTyhc/OSGPDhEqDadDjUoAyimvYZO+5aAve7fQ5HqnSHreVboR7arTDn/pOQKsV27CYykNzIxSGJKZH6bcipTP5RtWSn6TEhnrOsI3YqfvphE8zZ/lP3fxBr0uws2XgPu9xirI++P6NNBZjQ2WmtT1aPprMowx1tsKUVpM1UtQkhLbuX3AyAXXnrcATrXvi2rJ1ULhiM/yp42g0n70Oiw8lIl7WUDFSz4jmmtgKIj6oRIfFJZktbO0kqkSpRZnO1ncC0x1HB8qzXYzrlyfj0HHp13in91D8smYLkpP6Noz2SKPeKDn8SwxddwibE7PNGJnXDN52UY+NnOVlfCrzJonlqQ+8Me3KK6VdhFS9SEn8lcjy0EZkWoqt+iD/rLrqRH7IAijuQQH+IFAwylUFacHqggmvfguSouhaVFUB1GhST4ob3qKPSprybiuzZdLO0/hs8ko822QgbvykIQqVqIO/9ByJwbsPY1fMnYrTImJ1gz9o/XIZB0dSgjUpepPov1bCkRhGE1mvkqKIpDJfGbT2HHIEQvOY9qblYNn+0+g9byNKdp+CJ6r1RpGSbXF7CRLRqh3wVpdRaDl3JWYcOoWtrC9uuW0WiUWOekFcF4SyI/ZTRS//RcAkOleTw1KsBoAYbDp9yWBMbBK85S7l+4bCYL1nPOx9NdG5rgXQfknWKFJPFKEyOspGwqIjiWj15Ua81mk8bqvYATeVa43nWg1Bw1lfk8ifxgH6oHprea9eQvuyOTNbFcjJD5FEjx8MF0xSREJksEVEREr+lXEWwdDXjEVatmzZgsWLF2PMmDFo2LChzVn51a9+ldfL8vOf/9wm3mpi7cqVK2M+sP7Jel0gFLdw/M5FKsL3f7TDPcoi6SJJ7IXVqdS1Xm6pBLWtNQ0wKnJiS/l4pFLLZis0i61RuZWC1QodKfZxW06jypD5+HXl9rjhnRq47ZN6eKntQDRfshYL2IrUx7+kINWilZ1QmEEW6I9Cj1lsiwFFK3poqLVFuClOp1wojnQYz4j5J+UWEJTA8No5Azi3W/62C9Lmcq+UOpKiKY9aTB0LVwYoFiU9qDSsZIu4zaqt+H3Xwbi+fF0ShoZ4rvlA1JywFF/sOo6TIhyCTZikP86ASMuaUaPoPCZq3WkCo7rrZVT0/dfjlD2UNekZmLT/IFp8uQhvdeuH+yp9hhuKV8LtlRrh9x2H4tMpyzBq+zHsTJdJDNKWV5jyTFUxsNtMgwJgYNpkReSJREzDUeo102632oDsNK+cpgeKgwyg/FQ0+eSZYpLfOuq33fj+oWCUNgV5Jlj+PYugKMFBYmWEg17BIOl5aZAnVhZMgBkv3qVF133V5z1M24x9CWgwdRWebzaIJKUerilWCy8zr7tvPIiNfF6kXMm3iCgvWKlzqbuirK9ZuaJ7bk5KMOykVry5Yf5rh2AbIqUHWiIs4qChuU3JmZiy8RBaTViEfzQfgPtKNEGht+vijpKt8HyTQSg7bDZ6rtiBhSdSsJ+G2t4l+p6To14hplm9IdbDyQjyvzoAlXYNAykMkaBzkpQIU51OV5oP9b9AUkTK7TtBzFHFKniPg3vW0yemHSMpitlxXv7qZBo6Ld2Fv/WegSLVu+OmCm3xWMPeqPj5HEzccxj7+W6rWKQDgt4U5RHzP1xnf4gkevxguOg5KSIoOkpEXCQ6zw8Z9Li4OJu7op6V+fPnY/jw4daz8vLLL9skW81d0QcG9RHCn/70p3jrrbfsC8nfBUQcwuThXKQifP/HS1L4x0nw35S0XmypAx3NzPOtzlFPhg27UAlKmTDeWqkaz5ddrfwdVPiTd8Wh7vhV+HOLkbivVHPc/G5NPFGzA2pMnI9pbPVpAyoZPJkP6VDpHxMRBdMaCl0aRGrXCVufCk/DPMyvvGcojnQYz3BJ4T8pXtEniSk9Oji3W/42j9T6VRd9MMU1hTGU6DzoDmfc1I+uCQuyf4ymDNlmprnntkN4rd8YFKpQH9eUqotfS0mOmo8p247guCMpylnFXYlW74omDIiw2MQUCv/LiWxmCiWOItIno6U8W56ejWHb9zMfZ+HFph1wd5lquPmjcnioeiP8vTdb1cs2YurxROykf8pf85IFmCPPNBNUcVaBninUIGzFw4yRUqmVE1riqV6YbJITEZRg5ZXSqkdVOvQtiK8rKh3lhd34/qFgFHwQaxcs/zqSctY+KWeTFImibK+cecIT60mhW9VvulWvi57UVvNz2FJvMms1Xmyp4Z56uOqjGniuzQC0WbELK+lIBl/Jt4hYnrI2UcdlRdOQSVIvmqsalcW6FSWJsB2GFU26V3XQEEwSRcuZdzAai09mYMjqfag9YjZerdcF93xYC4Xeqop7yrbAn9qNRMNZazB29ymsTcvCIT3L5yJWt+Wh0kEyn5GKnNQUJocUhOEpfkqP3Go+kwiKhg1dmdou0yJo+oikTdimiLTpeix3v19Q17IwVE4qKdXEoGEhfck46IUVyRcBU1mx8JQmTUpfq40L1x7BB0Pm4d46fXFjxbYoWqM93uszBsM37MAB5ktQRZXprAVZ1Askhza1TZ6oDvwQSfT4wXBRc1I02dX1oggyzrqmnWO11f2uXbvw9ddfY9asWRgyZAhatmyJ0qVL449//COefPJJ/PrXv8ajjz5qE21/85vf2NyVt99+G2XLlrXN3caNG2dzU74LKG5h8nAuUhG+/+MjKQqTYkogpjVNUQQTDJ0ds6uMnylBKTIpcylCPiO3soH6Jo+20FsYn4MWczbh1RbD8atPO+D+si3xeOV2KNlvEkZuPoQtmVEzvNq6XXbagpSiMGWhuKhe6IdaUpKApIhk6IvE2jZeVUfOnFgEKToPkxQpOSm8YO9YESrF/xzu+VOupfYUlga2ZFhSaOQkOo+q2SVjrsmOzuDzkg47KYP2xeGNwZNQqGJDXFWiLh6r3wtlR8zD2M1syZFcKEV8in/4V2RHLXf1XtCYIJ2ibuwo3fG+zKRIgfaB2E/ZRlmYRkW85RDKjJqJ39Rrhxs/qIBbP6iIJ2s2Q1ntf7JmBxYnZthEThki+SH+Y1N4ZJ1kiVSYQdaeOVfilQeMUxbjFCEJ1OCItsvTzp7uWylKp/xUnVD2GZQg/XAS8+uHgIJRcC7oIFj+tXocIykmQaz/R5IiVqg5KbYZIVNKQ696rSwTcVhwLAkt567Hq22G4bbSDXFtsZp4umVfNFmwEUtOZ+MkH5c3gV8SGkAa0kgWSQoJfbAAOZNEgsSFdTBCEpNJZqLtVLStivJWRGcrf886nIFOi3ei1MCZeL5ed9z+US3c8l5VPFK1JT7qOwFtF23ErCNJbAwEPTgq65QIa2w6ibQ+Bqq6xfdUQyI5rFdR1iutklG5qRqIlIjASlSuLi/0ftuz1tPHqyIosaGvHwoiKWoIqRdTf42osDwD8sXMVUPWyknp1Nuda4RL+TZi+2mU+nwZftlwEG4gSbm5QjO80rYv+q5Yi/1qENOdtJU1rEhStAqRxRP0pqgeSDwuGVz0xFnXc6KhHJESERJ9QLBp06a2a6yGcp577jkjIrfddhtuuOEG27xNBEVk5ZNPPkHz5s2NxMycOROrVq2ybfS1fX54fovCcGToQiDiECYP5yIV4fs/TpIiJaQ3VV3RMk8B8Qheat6lkzwiIFZhLU4pMbqnQZPil8KzpbA0pP03xuGjgV/i/kodaUjrk6i0xbudx6LX0q02T0Xj5on0U4sHZE8saBeYwrFsCAiGlFTQExKsLdFyaPswHN2pWBWvvLhJ/+g6nz9DUtQvoKGaoKv9m0hK8DMIMyApgVkJSIoGfdIYJpWjVoE4kiKNz7hLyWtX2dFHE/H2yGm4qXITXF2yPh6p3xslhs/DsA2HsCklO2jtUqycFQ8ZgCzWi3S2ZyUR7dJLw8b7qi1SvjKQmyhT49LRYvku/K3fFNxbtQ2u/7AGbqWhfKFRV9T8fC5Gbz6I9ckRI38iNzJ6Cktlp3wK8lRH1meWYTSTeUuyaLutxu5n09BFaDWzyGxCWfRPEvbOTsIi5N38fqFgFBcnQbD8exZJYenY0M8/kxTlj8reEuVISiZNuIY7WL9FWeVGRHHpiRR0WLAFb3Yag3sqNMcNJevgt817o87MlZh7NNkmTysO9ifmXw7fE61EySRDFM3VBOxg0JBvGd2lk6iksf64HrMtLPSJO5PQYNpavN5+JN+fNrZ77K2lGuKZxj1QecIcDN1+AIsSUrEjK8cIiqqg4hjhy5SVwvqdSg/V06cXxMiKeiI0gBd8jkHDOppRpnPlinv1rFyVF3xM3zLSijnrdbQE6cYPA4VnJEXDZIyhGgbWc2ppiaWJul0kRb0hWazPqu97GcXJh1NQaeoaPNZiJAp92h7XlmyAp5t0QsfFy7GT5F9ptZpNP20oLp16JPYO5yXzh0uqx/eMCyYpYYigaJ6JyIkMulbxaAmy5phoQ7dnn30Wf//731G8eHFbfqy5KCtWrLBVPPpuj57/JogIaN6LJuWKsFwoAdBz4Wd1fumRFBlmKWVN7NP+qmrFyLzz/eVt6YZA8cYu2HJNqjhtVsWbes+lMDdHohi18wQqTViOZ5qPwO3l2+Gm4k3wu0YD0GTGWiw8loIjVOYyEOI6tojCNCxF5/I/piyY66ZQpFo0hTUwMYwT80j2xIyv3NG9xOIXE7umfOWPYMmvCMo3kxT5FSjqgKToC0BaLqp/wbdgZWJEUhhzKUiRlFi3Ahtlts2IyMSU+GQUnzgbt9dshWvLNsKD9XrgvYGz0Gv1XqxMzjJj54iK4mZnuazDURIUCUOSWZQRkzvN2VlD4zPqQDxqzlmP5/7/9s4DQKvi3Pv3u9/Nl3vVlJuoMfZYo7ElmhiTWBJNTOzGGruCgohI7703laaCoCKgKGJDEKQJShNQFEWlSC/Slu27b9l9vuc3532W4c27uIuAu+z8l4fznjkzc6adef7zzJw5vUfLEXW6y//8q6UcW7e7/L33i9L+7YXy5srt8oUmgs7a1HGxKiaolglUjb+YKuwiHSUXFukIn8XOzpSlgTjEtMxYsEsdkzx1c2LlhT+TFKJT+9u/KEuO/ucenbITrc1ySAo0nPZKG3RKGu8uf/qD0TmWFFYWJwqcoqZZQqrnKUkcMHuZ3PbUG3Jmk95y1ANt5bftB2lbnyHjVm6R9dr2Kaoy0q3xscgzmSzWuqD1FGtb4mOD0VtS3J92gGzXMIu3xGT0gg3SaNQM+WPrJ+Rnd7eWg29tJsc1eFQuHfCqtHh3sby6abt8qsnERkya6FG4ncs3eSBSNw2p7VjrMalExe0OrRchR5HaZ1E0LlgV9bl3ZFnT6kTj0+BEY2VEVsjX/gJPbVzrC2LHEZISTY9pH65kxa0ZcxZIfUqK9VnRvpQBEtOhk7cVSIupS+SCvq/JkQ0flx/f01J+06qHdJoyUxZpW6e8aAMuVxAf1qTwCCI4uwpUCTggsFdICq8Ks8C1Q4cOzkLColesJueee66zpKDoR4wYITNmzJCFCxe6NSnIxx9/7HaqRSAs7JkC2eEciwrntpkbBAVryp4SAML5YZ3ySyMV/vXqSFKwmUA12H2SlQgsm6Qbo4Oi06Lz0tOox9IH272Z4vbwYJQWmY1X6ek767KkzdsfyCU9hsuxD/VS6S3nth4idUa9K6OXbZXlGgel4HLplIIKmiLSIVGPm+ooSBXdPvaT1ESN/lYVrtecDlV/WmROwURKZqeQXleuelIuSeFeKvhNJymE4X2efJUclX8jKd4uoUylsA8aBOSdnDypN2G6nNrmUTm8Xic5tVk/uWrgWOk163N5P7vYWZqYFoioSFTmUelBUKIVH6gSvvHD2p6FBQkZ+slque+FqfK7LsPl8Lq95KA7OsmR9frL3/qNlw7Tv5Lx64vdtvuExvrlCiWptaedfHFpvsuDratBckqUeOnwsSChedR2GH0BWMvBWRI0kt1JVEi7dObaal25RUKt7T9wLyf6n3t0yk6o2BRJcRUFNaHE00iKemU5DkXmGrJTfso+WYvBRyy1rZBlCPjCrCIZMv8rqfXc23Jeq35yTJ12cnbLx6TWiIny0pJ18pXWlYtPywml58oIK0ZJRLF5onhLLFuVbq7GSxrguVs00Acrc2TwpE/kvsfGyPkN+8rP72olh97TVk5q8aRc/dy70nHR1/KGJgmL2kZNf7bGyL49tCDXZ1B37tlU0YyR7VgRVpoSycVarUqe+7s1MRqSd7QcOWbvIRqw+uGB4lngUYQgY8WjTZFOqlzvsF/AU+uItLZfjs6CyvSMlmMp61F4RZo3sNhssEgpl6adcmSq7P3sIun4/nL584DxckyTAfIjJSlnNO0qzd+cLO9n5bg1OPQnrrBoIxBJotTo3ICJOgs4YLBXSArTMuw4C0n59a9/LQcddJDbxI03ddjQjW/1sJkbrxjzyjGLZE899VQ5++yznWBtQfDDVBBTQoS79dZb3VtAewN0Aj55cMovjVT416srSTFlHnWnkQp1+ksfXLcvCAI7wJSMoKi1c7ROfN6OQuk390u59smxclzDHnLwPc3kpCY95dahr8mQD5fLhznRTqdE40Yt9Oi8WWIEhU4CdzoK/OjBuATkpEz0An0y8ZA+R0gIg+eURCTFCAd5icaRjCmj15D/3X+kq1G55BzFwmSPvyZFSQqjcl678ZQCU/e5+tt1krn50nzybDm382A58uEeckLjx+TPvUdJp6kfy3tbi2SDBtui98vWzjZf44opiShBWegdmOAhjdnaIa9WTfdRYUxeWLZe7h/9jvyq1QA59IGu8pP7e8qJjQfLFf0nS/spq2Tc2mJZquXnrDPadkrdWgJVK4l8zaf7JKLGGI3i+bgdwu9oyiGy5WiSVJcq0ShWmkGdWl1wpG6sfszdqyNAiUFQKDVICpf2N0jKTtH/HUmxDEQJj9o46aQdpbKiiaU6Hckl4TR23h6JaVtRRcjUIv5Qbp+oAhzx8Wqp/8IkuajtQDmxdgc5u+GjcufgCfLcR2vkszzegoraAvw9KgnuTbtjwayWu2pEhgLaZBxZX63sdvLnm6TLy+/JVW2HyEl3t5HDb2smv6jXVS7qOVLqvLlQBi7ZLlOVoPClavY/2ao5oFZ5Vl38ZMD/kBQJ1lOej2JtE/mah3wtDzZro027nW4cQcGCp6lwa8s0kEdSjDbTrvY/SdFcKbkrctOe1JnWmjKIUrcOTvMLQSHNxdrGi5SqadpJI+mdn1MsfeaukCuffFtOajrQfSbg9IZd5OGX35aJG7a5T0dQ7jznbpG4I6ZRU4Gs7LdMBuwX7DFJMYUMIClYRnr37i1XXHGF2xrfPh6I8DHBo446yn1EEGEjN86ZDkJwM2KC/OhHP3Jv+Vx11VVuV9q9AYiDTx4ykQr/enUjKdwR5ULnXUwXph1EoQrrPtwXj4vjqvdUgRbm6Wgj6tBKC1Ul5Sd01BhNS3ypkQxesl6uGTxOjmrSR370SDv5WdM2cmn/J6TnjBkyf+tm2aE9YEIZRnGO0qFsDQ9B0Q7C9YA0BxOvCPjpX/LF8xYBB5MymAqNJPrN/3pF/bniNiljZPRaKDVIW7R4lj/Im9vjglEdpmcW0KpyZxCKJQVFtiCvWB6b9blc1f9VOVE7yaMaPi6/7/q8tB03X2atyRbNerSZp5KJvGKNVTvdmMZXWFIkuSXFsk215WpNx/tZuTJowWdyx/BX5ZwOSlDqdZEf1u4kp7Z4Wm4d9p48tWCTzM9KfZNFO1cW/5UUav5gTKWqYkojFYPNgJEoXT0jSITfjoDqVbINKAeIaERG1aE8yVD4/EQy1sl+gqUhEv7IXURHoiNC/Ud5dqL/RfnWExQUbRHR8i/RckjoEYXNU+veWFNiPmHlZun42nS5qv0TcnatbvK7egPl9kcnyBOzVsncHTE35cDakmwlJPmlOdo8tB5Ks7Xs9CmJqVJlOkmBNfDLr/Pl+RnLpO6Qd+T3LQfLz2t1lp/c116V62Ny1ZA3pON7X8j4TQXyhaaNqR12LGahOTSDyTuItEswzMLVG6JOqYrQf+6UrOE7av9kEBfCoplV9FmP2r06KQjOVfLOkThSl/YLonSn1RiEAiJF+2a36TiWLi3TRL4+T0zMRpafT/T5e/qjlXL38ElyXusn5Mh72sipSvju0PIcvnitfFrAm2pRviCgJVhlID8cKQd1c+tw6PsqIQFVE3tMUlDQCGAqZs2aNTJp0iQZOHCgs6jwscHu3btLjx493MJYzrt27So9e/Z0wm/c8QO54QvKuPN9H8KwfwqbufF9H0Aj8klBZZHeEPl9IJEUQMdEjWDcyNfOrpCFlTjSYatCTRblSLKQbdm1w8WMTvpVQWNQ+UoDjVmZL7XGfiyntHtOvvdAe/lh4zZydt8+Un/Cq/L6io9lffFWvYeGi2ndZ2snu0PzakM07rOfQOnqnV0HiPDblTkEhQzTLp2ZB8HWwAw+Y1CE6aIi1QVKXpRQQFQ0sOvf4VuMPpcoY3hm/kq5bfAkObXl0/KzRx6Xczo+I01eelemfbpOshlmcwsNxFx6vt4zR8t7h56zBwnTQe9s3CwdJs6Qqx4bJr9q1k2OeLCdHP1IT/lt1+FS+6V5MvTj7fJRbokjRRSdMxjQS7NOhg53l3EwY/ZdC5gy0FxHJwcIyI/9oY7520lN7ZerbSuASCga2iBl6DSXOqsbFhaeBYqVUmQqb6X6m7Fuq/QZN0Nu7vSUXFCnt5z/wEC5tv0Y6TrhU5m6JXqrioXLXyfzZEt8i9bvZm1aEBV99h0ZUKKhTOOjZdtkyFuL5M6eY+VXD/aT/72rq/xU4zuj43D55/Cp0nnuSnlzc5F8lUoDrysnipVaKsONuogor1EmKgMLky67ovwr+x7c0z2OKhxdfnk2HUnRTgOCktAyVSlV8hfTjgSbIS3+i8K4vKSDpYajp8sl7QfL8fd2kFPrdJPrHhsrj89aLnO3F7u65Alh9V2SbRRK9MwRe40bi02qH66MBFRNfCuSYm/cUMEs3uONHHaI5aOBHDdu3Ohk/fr1TvjNd3oQXi1mzxT8cr5582a30Rtb6/P6Mn458mYP98Jag3C/PUF6Q+R3Oqnwr1dHksJdXV+tP3gdkm+HOJLi0qMniTzlJllSUpytHSb7hURmcEYvU9fnS8Oxi+TcjmPkiEcGyiF1OsgJrbvLrS+NkWHLl8hHBdtke0mehoDcaFzoUYoC4feeVcsegdxoKWuOGI1GqivawE3FSArKhDy78SdTRdFnACApEJYE8+QqLDqkfCgi9BucawWLXBetk3uenSa/av2MHFq/r5zW+kmp++wEefODL2XzNs203oJ0sBN9lkaxWU9YCPm5Mr7xG7dJywnT5cKOj8pRtRrLz+9tIifWbS//6Pm8tJ+4WMatzpPP9UaEcRREj7a9CVaQEj5RwHd+6Hhdiqgl7nZgQ2tB/6jZnQTF6tjqmT+uuwpzogFpe5SdViDcm2qnOfDatq2NppyxpKzW81kbsqT/xFlyW8+h8of6Sipq9ZQ/NHxSmr00U6ZuznUEhanPbUpityf4ACS7zURTp7l6z5VZufLWwhXSfuQ0ubrNM3L6fT3ksJvby7G1+spFXV6Vh1/9RIYu3iIztsdkmaaF54u2lUxoXxYrVP4MMVaHAxhetURZdSf6XxlJwYICScnSNp+tfRZrxyILyQolcRNWb5d24+bJ3zs/IyfX7iy/rNNd/tb1Benw9kcyZWO2GwhQR9la0XHWmDH15UgKhCWQlAMJ32q6B5LiE5XKAgsMit7gK30f+IOgQFj2tDGlN0R+p5MK/3p1JSmI6w/0B6buhGo/VtW7GXxVfqXFuVLCHLASDfbN2KT+5ufEpe97y+XS7i/Jzx/oJUc+1FtOa/aYXDNgpDw2b5HMLyp2b72wpXpxKQvgEtGUAgoBHUoPzE33E6I8ppEUEqBlv5Ok0K7KJynREt5UwrW+qDKoAFlaHUvK619skYdGz5FftxsuP63bQ37RqK/c/dSrMvaDz+XrbO1O1X8h5ETzv0WjgKDMyY/Jk4tZIDtBLug0QE5+pIOSlKZy5kMd5ZZeI2TgxI9l7toCt7Om8Tte4WbzL35jLynWdBcW5ktRfq4qNDpf8qEBXK4PbGgtuHpE+KNe04U/V9dOtEwoFkSLKSIpelIOSWG9EetB5m/Nk8EzFspd/Z6T8xp2k2PvaSOnP9RdGrwwUWZu2eEUJSuMqBOat/Hx9VrpM9Zvlb5T5sgt/UbIuY17y9H3tJdj7ukiZ9d/Qm7u/bb0GL9CJq4olGUaEHLi4tDEFOkzU1iSr/Wbp8/Pv1vGDjRQJWZJcd0h2c1EUpI7tK52WlIos9Xqf8a2Yun17qdyTa+Rclrdbo6k/LHFYKk/coq8vnyDs3YxfbZdo4zxjMBOISiULf2Tljn9cGUkoGriWy2cpWJR1JmIiilsc0f4jX87+koeN0iIWU7MDYKCfFtYGgyWHsTc/evVkaQ40BkgmoQSVXgx7RBice0YbWdZXjnW3pvROyPGWUpQBixYLTcPeVtOadRPDr+vs5zepL/c0O8V6fH2Qpm+bnvZh8745ksOc8fJ4qiO0NTuFZ3ofvsL3EpL+d9JCprJkRQVrYdIwe+OpGi7IozWF1UGpYG2rNeR3MSVO6T56x/J+Z1Gyv/W7ipH1u0itw54UV5a8KWszimSbPW8XYNv0ABrNOzcnJg8rqPr659+XU5p2kuOuL+1nKoK8KIOg+TBoW/KqFlfytJNhe4jxa6v1h68SNOYp5Kjv1GilHGu1lleYZGSlCLha7dka3+W7XcJrQVXjwh/Pjkx4c/VtRMtGMoGgZgoQeFbSbRJqtVN96hANChbFCCKbXF2kTz/wWKpNXiEnNOkkxx2TxM5sX4HefCF8TJl0w5nccGvEZUsjZ9Xw99ctU3aTJwrl/UZJkc80FoOvqOJHH5/Z/eafv1RH8izs7+WD9bGZaM+aljYeESSTKcmtOUllXiW8D6PPova/qIVVQdwxVI1WvY8hu5RVHEFwqLZNJLCVA0Lknmlm3KH8M/Xgh847yu54bGXlOT3kNOUpJxTv6/cPmCMjFq8QlgE4EiK3ofSZDPK6FMbkJWoX66sBFRNfCuSAjJVMAqM6R/EXhtG+I0be564vR209dq19Dg4J55va60xpN+D3+mkwr9eLUkKt0XTItofsHFSXAlKLJalx2w9187BKe5oZLlYO/UhX26TW0dNk1OaD5BDa3eQox/oIpd0GCodxs6RaV9myQbNbq7Gy2iUL61uL0lIjpKUOOsmlLBEaz+Ik15o/+Sbu6CqdiUp6soFhm67kJTIF4sUeYXUJyqQFGcWVm8YXvANHd6oP95dny8dJn0mF3Z7QX5cSxVZ7fZybd/nZejsz+TjrQWyVrOOMlumt3lnS7F0fn+p/P2JV+X4Zn3l8Hqd5egHu8gf2j0hj4yaKq8tXi/rWMdCEVFcbv8LJU4JTYuO/HhTB/XFd3VYJuuWpWgaKFqXhf1TrN85qMM9Iimu4jSsFlwZSVE3ptAcSVE/PLW0eZTg0sK4jFn8hdQbPlrOad5Bfnz3Q3JMvZZy7/Nvypurs9yGYuxtgxJcq3HM3RyXIfPXS52XZ8ofez8vxzXvKwfX7SA/ebiH/K73aGk4YbG8tDRXPlV9u03bhXZt7msTpTw4+dr/xQqlpJQX0rFF5mrKjaQc2KAb5DF0j6Izq2iDdm/1aOEklDayELlEW3wp2+PFtY60f9FwLFz+RL0O+3i13DboFfnNw73k9Ae6ymm1Oss13Z6VoR8skeUaHdM9+KdvYvffhPZJJUpS3Jt/evPKSkDVxLcmKZmAosb6YQTFgLsRFa5zzQgNFhSuA9zxhx8jKpniqwwI54fldzqp8K9XS5JCZ4BxQPsBp221UyiN52q/sE1ixdu1/NhbIXp1k7n5NzblycNTFsvZvUbJDx7oKD++t5Wc2biP3PPkqzJ63nJZmwVBFK0bHa1on8rIMtoFROtEO9rIhS6C32jf/ZNv7kI+MpOUlNCWnIb/d5LC3im88IiFBWtTUpUa/Setj1xs1h9zNsek1/Sl8tc+L8thOlo+tFZ7ubTbM9J7yocyb0uuG8l9pvLCmlyp/9Y8Oa/rMPlp3c7yg1pt5ReN+shfeoyUxqNnyutLNsga1ZROJRE5Q2y+4+/e4GHP0HxVojmyQzvsLB0JUkN61b09xDflMCK6UWgNAHX4TSQF4a+MqFA4kNK4PovsvIv1KaHx6AGix5SPLZ6NrIEiK+MJGbd0hTR6cayc17Kj/OiOOvKz+5vKLc9ou1+z3X26gO8rfaHRTt4Ul97vrpDr+70pJzR4VH5cu6P8vFFfOav7cLlmxBRpPWeljNkUk0+1nlCabn2RVm1JjqaBeTxnUuGBRAXnqvDM8Lyou54dyHC8hOrRrPKmFZ+KcGXxbySF5xGSEpFIyOFSlZe+WC+1n35DLmj8uJyhg6eT72gtf2s9UAZMX+S2z6e8bWquSNtBXAdQbldb7X/3RAKqJr7VmhQTH1bh6cqa30Y4fOXObwiKERcLh7v5Q9LjqywsHoPF6cfrX6+2lhQYiJEU93ptvpRgSSlWSfLVkUgJv7s1Lp3nfiV/GTZejmg1UA56oIOOJjvJNX1GSL+pn8jijexkShwarfapbE6L2ZwOIXohFiXPuyxZrvONbrh/8s1dtJR3UVrOlQv0/Qg9ZGRjdr6gKdF2XEz7RG/4sDEY3xIp5W0Lpq3UOzyCD519uC0pA99fKdf2e0WOebCLKrEOcmGnZ6T1Wwtk4uYCmaWKcNiqTXLL6KlyStuBckitVnLQ3S3k+Aa95B+PviRdJn0iU1blyAam1kiFdtIJXi/mIy9oMebPXbecp/WyQ4riO6Q4GW3tZVVYoOlxVpVU1moG9DnVP79+ESOkCH/4cBWG6DPn5nZ4TQ125xQiZa6nKpAU2m5U2iJrtQ96Z8VKaf3KOLmobU859M6H5dB7m8mVg8fKkyuzhE+aTlcZsSFfmk1ZLlcMmCgnNRggP7ytnRx2Xxf5fdcR8tBbH8rQ5TtkZn5Slmn8KFaeggK9H6SeWQe3gt09g3riFLOmgkWerpVpOg9wZCYpmn9t55LUmkhqiZXkqj+2BmCNXEQ6ICpMMb+9cpM0GTFJLm3xhJyjA4WTbmkqf9FBVO/x82WR8hs33UMY7W/z9GbsYm1thz64shJQNbHHJCW9ctPPDZz7lhCUOOCImxETxCclRlLM/7dFetr4bfc1d/96tSUp2iG4PhBNR4etCrE0lqMD9xwp1g6Sh3qxar6hn2+Wm16YLsd1GCyHNOwtP3m4m5zdoq80G/22zFm3zX2Px8XFsF77FfpZ3FCc0Z6vedr5b9ERzCbtHLbrremV90++uYspsZ0KS10t/4hzinzuJCkIVIUdMNmzVAuJeR63tiYKQ1D2yPgku1SGzFslNw58RU6o302OqtdVLuk9Wh5562Pp8cE6aTljidwwarKc3uVpObRhN/lxnTZy3MOd5Zp+o+WxmUvlg22FslXjg2QUFJZKoYr7lk5S27uSxaR20iXaSZc6yZNSVWKl2oGzI2exalhsLNAYU2nkpCZBn1ZXc1Ht7UpSOI9UEZWsQj3D5GjvsBIUov5EOeJkJIXyRNZrPzR1xWrp8to7cnW3J+X4+9vIT+9pJRf2GyNtF2+RYao7u60qkBtenS8nd3heDq/fT45+6HE5rdEg+XuvV6T5ax/JGCUon+qzwZQfijVb77NDiVJuTFsW/ZwjyCqM7nkrMV+fwyJtZGht0lsDKrSMpFAMerKTpGhtsAEdG9GVsBEiU7B8yCNVlioQkBlrN0t7HQRc1fop+e39HeWkGx+Ri/RZ7PrqLJm/NdrNmTUp2/T5zdZBBuMMitWNT7SMKysBVRN7bbqnvMrmPBPh4LdZVdJBmHSFnynuyiA9PL8z3cNQXUkKfSNv37qdFxldslCtuEBihfmSo2njlcix67Lk4bfnya97PS8HP9Rdvnd/Bzm93RNS7+Wp8sbSNbJWO1M6Fqcd4R7ar/D1XWYomKkoUEVbWJqt8rUUKEmJKUmJFgPurN99CUoXFaWl7478aaHjqJWSEn67eojIDBugsa0bdhT+dySllC266TjVXyoMBxZKLsktlZGL1sv9wyfKb1r3l2Mb9JRftRsqF/cfJxcPmCBndh4pxzQbID9r2FOObdJTzu/0hNzDrryzP5cPt8ddZ8tAmm/dFalmRD9RlNw5pkQkDiGBQGJVcSNtLViV0qRe03RFe+uSShSzy+GBj6i6UiDPEUX5903stEZLIQKY9mnsWms0WAgKwnSPnmpzd6fMuOTrbyN9m/W5nbV6o/R5a6b8s8ez8st6PZWE9pZzeo2RK19dKP98Z5lc8Px7cmjbofIftTvLDx/sIed2el7ufnaa9H9vuby7Nk/WFEUTNyhGdgkuUrKbnyxWKXSb+kGFXXo1bcmYprVA0wpj5ZnSQ02o0DKSokdIW9l0D50J4l4XZr0OpcUeutF0HM8O+6DM2bhD+r39gdzW7Rn5fa22cvL19eTiBztJ2xGTZPqKbbJeK5dlP7l6g1ytczbrdYY0FfdxxVR/XFH5zvrtgN1in6xJqYqgAfqNMBOp8K9XS5KiKCMp2jFHypcnl3VAcVmnQ8pJm/Ok9YyP5aIBo+SIpr3lBw92liMe6Sk3PztOXlm5XVZrsK0avgCNCtHBksJv7d2Z9kGnFsdSJEXHO0WyVb24l5OdUtkfoHS5E1nk6Erbd9zlAqdM7LDDC/RElUcpG7kpBVCiEH1HhHJSjxqGYCwlWJZXKq9+vlmav/qeXNLtaTmmQXf5X1VmP2k0QH6kI+qDH+orh9zfRY5+uLtc1HmINFaCN/bjtbI0K+7e/HFLI1SDsVke7YFiRKkxJcAXbFFs7ns7zoqjd2UPdubU2AWX9KmvaJEvpIocpDJzIIMslmWTHNOidiUp0XSY/q+KDeVWyuJtV4dadkytlGlFF4Vz4gvF+XoZgkKTztJn9MON22TQlPlyU2++Utxfjqk/SI5tPVyO7TZajug2Sg7R0ft/PtxLDmnYR87qMUJqj50tw5S0LtxeJNu4DenkPx1oOZKpCrdEa5cv+/Cd5OgDDNSijvBpV+rNNQISQFsry+eBC7pBmnhk2UgVgltsT3ntFCyaWMioH54RLCm8ebhoe6GMnPO5PPj4SPnjvS3kl9fUlj/f31oaDxwtry9YKsuz+T5WZCWjV4aI8mWBQFIOLASS4jVO/3p1JSmu8zOho6Zz1N9M0yzclid95y2RK4e+Ise17C0/rNtWftG8r1z11Fjpq53B/B2F0Wp5fdDdB9Y0rLPI0LnSgyDar5Rox1xcypdwtjkp1vFPlSEpvrgL+DOSQirjOuotcus/EjrqdSQFokA5aYQEoYZXa883fuk2af3ae/LnroPl6Ppd5If1u8sPmw2Q7zXsJ9+r20OObvCYXNV3tHQZN08mfrFRvsoqllx0potP24LGncRqooXIzph0wAgjRt46oTN1meDeDMmxKrpOnPU+bJyH8JtKwPMBDgofSYGf+jRp8ewkKVC2ckmKKz8tJ56/VFyUMZsaYk3RpuuKOlv9fLI5S4a9t1juGvSmnNVkiBz+QD/5QZ3+csjDA+RgiGjT/nJkmyflDwNfkYcmfygjVm2TD/UhYo+bAo0kAQvFTBbTGo3p2D+5TW+7TdObpanj60pQlWjazn2OR72nOKibYXTpO8BBNexCUqxD0XrzxScpPHs8I1hTVuQVy/iPV0mn4ePl1hZ95LJaLeSWZj2l07BXZcKHy5SkFLr1K2XPlIp7jPRWgaQcOAgkxWuc/vVqa0nxRR9WyAYd5HpVuq98sV7ufXGCnNy2j/yobks57ME2cmmf56TL9E9kxuYC2URHquHoVNzAVE+YhUAPuB7A9QJ6rvlmh8gC7UrytZvgk3eokP012ucumjW9Z3R0d/UdTThP/YyywKZakJRCiTkzs2bITRVoYDwgGobOcpPm893VudJ94jy5svcw+cUjXeSguh3kew16yH890keOavmkXN3/Dek/9TNZuC5Hcuh/SQOKkr1omMpxc+0Fku++Ysxy3VIXN2skWONJZ+r67pRE/1EDjA2N0vDb1YrKAQ7KzxMO5JrpLqYD0kmK+6ouSo5P3/okxWnGKA5+2roUqld9uV1jv8zKl5EfLJX7hkyQ37R8Vo5++En5Ya2+8r3bOsr372gvJyhJuf65idJ70Sp5R0fsSzTMWpUsJZ8Jdw/qWMf8sa16gy36e7PeX3+XZGm98xVs7GDRFIZTvHp/vtkDYWEakOQd6IgsYSpabruSlJ3CdB3WsmggEbV2ygwLySZ9SD7ZlCvjFy6XYRNmyeMvTZJh496Ttxd8KZ9/nS1btWIpW/zzXPGUOKMo1RNIygGDQFK8xulf/65JCnHsmUQdoCnmbH1yVdfK9FX50mnSR3KJkpLDH+4gRzRoL7/r2F8avTJZXl++SVaqPx52S7kbgWokvHrMvL4zV9ML6JE8svgUclKo3Umx/o9RXu/uwu5rcBfLI0d3V99xlws7ywKlgZJDgaRe9FU/ejWhdaej5GS+jtl1hMwV1qUsUOI2YOYiuWXgKDm9aXf5wQMt5eD6HeX4jk/JDSOnyKD5a+TjLQnhw4TuXlhQWLRTyOianUUhcrmqFLOlQH+zOJCRnhNNn1syxG8Nyj0pQdddO/KkteG+SaLdr+vQydABDrJo9abCgaKF/vokJVrvEf1yJMV99l/LyEiK01Qq+tM9D3q0cqYZ8wSvyo/Jq5+skgefnSS/azVUTqg/QI68v7ccc38v+U3zJ+XeZybK05+slgVaUezbsUnLf11BnmzJz9HngSdFY+F7PhATJLFNZbuKEhcsdNquuCe8Ht/QTRQv98bNmsyBDPoDR1JSEu0CG1HOnRKRlMg1VV5aMDlaZztUtms9bipOaB8WkxVKFlfnFssWPedtHggNe+C4t+D0SN3qz9S9Ki8BVROBpHikwr9eXUkKpmT3woo+rTzEbHs/c1OB9J7+hVw74DU5teljckS9DvLrdo/L/c+/LiM//EIW7yhwSplOgrBseZ/UToARHyNQlCodvesB9LfeyXUrvM4LWWFsS0fjLu4HcBeSwh1TSdrV0buAM6eQACwpqLbI6kNuVRjdaWGVKtNI5uo1ZWWmyCiXp+csltufeEEVVzf5RYM2cl6X/nL3K1NkyGfrZVEuqxBS0MIijlLtREu1jSSLcyWWyNVOVEVVFOPqpJINty+LFiYKzC2s1aCMAqmraDRIO9IUO1OWilO85AI5wEGdWYWqcKDuotrKTFKcNSWhNRtnEbKWJmzarROh7KJI9LFwpJvyptbdc6GN+p2lG6TpqElyQdN+csJ9neSch/vKvx5/RR6b9olMXbdDvlRluEHD8AZJttZBjhKh/HihEvc8rT/2PMnRyFPC67TutVqlJG76SduD3jOdqBhJIZsHOugnIAw7hT/6TKUkZcKy9siSojXm6ofyyddyQ6grzhGeFRNISYEWbr6SyAKVGJYTdQeZ+sWKSEDVRCApHqnwr3+XJMWPqzLidk/VBxe9i15DgX6hvfzQJVvk5qHvyImP9JMj2BTpkZ5yQ/9RMmDGQvnw6yzJ0g6VhZwJXglnJ9RYSpFqeOsU6Dw4Z8Tjxj7auSBudKR/mmqV/QPuRIeEAuPo7uw7ehdw5pQ8QFKgVG4EjosqOD5G5lZXFmo+dEhWqpqMoHSOS3IL5bn5S+TeIaPlkra95MpeA6T1W1Pl1ZUbZbGSGdu8K6ZMLp6vdeAWPiCqQgvzpaAgW4ri7DTKm09KXrCKlGgqSlCwTsU66w7TQCgxSAplrEUf/bBCJwMukwc4yHeq3hCrOyMplJctfo4WFEckJaHEIVGc74iKq894TOtR65Z6TT2LkO5iRM8p5x3q/P6qr6XNyLfk0ma95aLGPaXOk6/JqHlfyRd5Mbcmgucnq7hE8vSZov2gSFk9UVRSoMKKE2qOtViqQrF2QZAglZAjEq554fZUIeG5L8qW8yhVBy7IH/0CvQPlFok+I/yCmLi+A8GNP/MTNXvKiwESa7d4KapQy7RIhTpkqjRGn6USV/aZ0DJPatknldxH00oaOOCAQSApKPaUu3+9WpIUhoupDpIDW7e/vqFQ6rz1mZzabqT8zz3d5eh6feXS7iOk3RuzZPKyjbJZSQkdBJ17SXGBJFS5JrSD90kKnWu0N6qOWrRjKVLhut8Z709QutzSbs35Lo7eBZw5dZ2eOkZ2H/KMYlFxJEVzSm+IJz0lDHleVhCTsZ+vkTZvTJO6z46WnhOmyPtrN8gWzbsz3WuHmK1lkKXEJkeFztPdVm+YKFQVmqd3Y/M2lJe7l7adUqaB8vQ2+ZoC3gHRkbnemNeNnRWF8PxH4dNbcyQDLpMHOMi3K4BIrO4qRFKK0khKsZY7K1VdYWo8WmdFSloK9RmJ2rPIok3bpP8bU6ThoFHS7aV3ZPziNbIyl8WuqfaidRtTgkJYFGpSCWYsWaRNpVgVaNSKIgtPZBlzzY50pySqM1Q16hlqH0mkjt3FAxZR9neSlLLBjSfR9I/2XSl/kd+oHF29QyoTWl9xfVohiiq40fWo1xT4obFB/LX+2YfIuxhwACCQFNcBRe7+9e+epOyUpJ5HspOQRMLDqfdzoveENHBv/cenYt5fXyCtpiyRs3u9It+v+5j893295NwOI6ThK/Pktc+3yIqcmBSgoJ1FoRDNKuzbwRsv7GtAdDzyWBX44ggvGudoV8NXXRmZuov05ihSPd1f4Fb0U04ppM53cfQu4MwpyeQ9AhRdND2lLmWWFM0AO9UxZFOyQREy4l0XT8qsrXny8tL18uKny2XOmvWyo1BVHOUTK9SyK3a7Xdo3RHZogeWj2DRKonba0NmrNW6nQHlbh6/07NBLWXqJY44jK1Ga6KYVfj4o27JMHuAgn5ZXFQ4UwU6SEhEU9rrxSUpcSUrckZQU6XSrxVUcSYkKjsWukJSCFEmhfjfkF8rspatk8qJl8uGa7bKpMLrmil//K4n+0zhMCep9tB7Z+4SmTxxUr4nFa1W2Mwe40m8w4QMF4hz3KG0HIsiZkZSIoOwqEBeulSdUG31MXOuML7nTD6qzExbuJ93moEoT9VksdQtwtYW4b/dQM1HpBxwYCCQFBZ9y96/vHZKC2uFxjB7J6OHRa1zmJ/2UL3ZZRaNxiyuZR6dLQ4qUHPAp/4QjJxqnjtBLWTCIaZsOmfCKAo3gs63FMmDGUrn80THy07o95eBaXeWkxgPl1qfGy7D5q9xmZWycFCMO2wXS7eUddbHkgT6a9Sh0vlhRmLjAyI3JnPS5nhplTBDytB/B7Uwc+EGaTFIXOVC0JDHqIK1O1MXNi+lVFvAwTcN0TYyyjbKVpcfVmscvtVhWaEVsU9KShIEU5ktpQa4qLBYPR+qHNQvbNI6sIlWE6tcN6BBnq9YfvK7KG0WqqBJakuwtw6vbMXfOpA+e1W96PpBUXg54WD5TwoHsW71Fq4lSb/ek/ljnw4flEloXScimq089uvd9CR0BklKsz2uRulG3CK2ddQ8s0szRYCzAxCLCfd1DqM9WKXugJJXealvhuzBMKTBg0NijZ1LFJygIcUd3JiaNGFcWQpdiScM3vnB3dzpgkU5Sol4ws9Df+GIoO085MRiL67NUVJgnhfoMxooLtMopccqTWuFI6R/YZVuTEEiKirn71/eMpERx2jxrNGaPRnwoITo614nSedIbWk/pCSNwjdaRA8ZcbCzG1EKexp+TVPWmHWeRjhaI3T2U+pBKXrb2lPiOovy8MCGD56+Wfw54S06q10eOvLu9nNukn9zWf4z0HD9Xpq/8WjZq0OjR1huQLjenjvBb49Y8kKdInTOSxQoRHTlnYOP6gqrSH5AGX9Kwy2WXN8oPURcc0/LCFcqHUqXGEQhjZLHSq1oXzKtHZRP55TrVSvXqLaJInKgjzMfdQMv330oTT97NOfhSw7Frcdhf9Nsqjrbq6iaDuGs8n+rfxKqG2igT9U7dUVX4d5XIs1FWPxH0ijuzONKFa/jZ1ad/J/NVM0ApROWxd2D1ufM5pixN9uadAqoCAknZiySFTtLFqQ8PIz/oSbRnqH0rRlUZJICRu5lIGIKZ6Dl7kriBvV6GoGzT37xdgNWD/R3yNO5C7TgT6tHtDxHTgAWaJh1JoihXa/QvryqS2i8vlN+0GS4n1+0jZz/YQ65s+4S0Hz1Z3v5iraxSEkN8BZrWQiU9LDpzHacjURonhIWH3+vkUz93iubGhL/qBFdXrt7KT7f5oS7d1JdrK5FbuWJ/Ga4F7FtkKvOKiPUB6eL7CQgI+O4QSEqqQzI3w94kKcX6hzWFedOy6QVICqzCiIpZUVIcBmesJ9t1aLdd483W34zqHZ/ROIriGm+xkh/3yVUNoMpxm4adtDpLmr75ifypyxg5oe7jcmqdXnJR8wFSa8BLMnzWYlmaW+jiQXI0bE5hocSYMtL0VoakuPx6Up1QkTSbH9c+qFOt63TlVRkJ2LfIVOYVEesD0sX3ExAQ8N0hkJRUh2Ruhr1HUljoF82kR9M9sBAlAGULTlQ4xjV8olQJSql75x+Swuw1mxblKFHJ0zDuNWF1iydLpShWIgXF6qbXoBjMrX+4JVf6vPORXNnjRTn94QFyfK0ecmrtrnJt9+elz5TFMlevb9Y4HEFR/znxhBQoUUnAjBwpgURBUDhPlQv5UoGY+OLy60l1QkXSbH6sjVDX1lb2RAL2LTKVeUXE6jddfD8BAQHfHQJJSXVI5mb49iSFyR3eFuBl14i0uPlTR1JUWNjH9z846jlfCGXaBUJToCTBveqrcUBW3H4ASmpKlMRo1M4Yw/foWOgHkeH7FZ/lFcrwhV9IrSGvyW8b9ZOT7+8hpz/YRy5s8YQ0Gz1dJq/NcTtnbk35h6SwWyPLJZjbdZGSNoR0pkhKtKU1R73kicuvk53lV11gad8dzI+1kUBSqjYylXlFxOo3XXw/AQEB3x0CSUl1SOZm2DOSkurk9LeqeiZ4yogG525hHyvzHEmJqzC/o1dLiiVRWqT++HIqX/Yskjw9L1TConfQ6xoYc0lKHM9RNywiEI4v9GTMirXS+JVJ8tfOg+W0Ot3kmNtay/mN+8sjo6bJG0s3yPLiuHtVdosKG1VBbrDMuD0guEEZUYGg+CRFnf5NKEuuI5QBCaw+cHWlsjuYH2sjgaRUbWQq84qI1W+6+H4CAgK+OwSSkuqQzM2wd0hK2XKTFEnR/zBdMN3DOhBHUPjOR4Fyj3wlDvmSp5Kr9IOv4rDk1r2HQDiLkCAalFPe+lkWL5U31m+TlpNny98fHSpnNe4hJ9XuKL+4o7Vc3+1ZGbV4laxUf5tV2CJ/s8aVrcciTSPrWoqKiyRZtiZFRdMfMRHylPrpi6M0Rk5M1HM1gqsrMrcbmB9rI4GkVG1kKvOKiNVvuvh+AgICvjsEkpLqkMzNsM9JChtpsC+JEpRSpSQxydH/c9xfnv7xqXf3qTsWsWJ9IbLUhgxYUohzo0Y1dUuedJnzqVzx9Evyy5Y95JgHWsmZD3WRKzoOka6vvydzv85yBAXZoLfdqmH5Gmtc0xhzi28LJckeHrYuxREVjVgPZO2bSEpZmGoEV1dkbjcwP9ZGAkmp2shU5hURq9908f0EBAR8dwgkJdUhmZthb5IUjqrK1Y/+h6bXcNGWpLAOtkfLU9KRq7+y9f9sZ0vhy8LxkiK3w2UJG4jBSlKv98BZsKJ8qb+f/3Kz3DN2mpzRbZAcXr+tHHZ3Y7m45aPS/a158v7mfFmphGiT+mVH1O0abkeCXVEj0sTamZLShKZbz9xUT0RQSOcuxMQXJSnQlIicQGw0bRxx0yvVAa6uXGWUD/NjbSSQlKqNTGVeEbH6TRffT0BAwHeHQFJSHZK5GfaEpPjxQUoykhT+cwo+Iil8ESfhLCc5ykGy9ZdKqRKVkhwpThboPeLqVQmA8pmSPCUXGiEbo64pSMrbK7ZL0zc/kN/3elZ+0qCTHP5wBzm3zePS8IWJMn7FZlmtd2ANCotl2ReFlPNBPDaKc6nWtPprUKK0cSE6IFAP0m4UREtR/3CBmCBMFVUvklIZUJe+WB1XVggbUPWQXr8mAQEBVQOBpHgKxL/+bUkKruxgCRVBjaPWI6/8BynAlSmdaD0Ky2ULHFFR4fP+JflKJgit/tH/+jNWIJKnJGWr/p63vkD6vvOJXNH7BTm2YQ85qHZrOaF5H7l9+HgZ/vFqWZwbcwQFiwtrUPgQXl6ixH2gK4JGyloUvnfipnrUnUupyxyMoPgkhf93JSnIrj4OVPh1XFnx21ZAQEBAQMUQSIqnQPzre4OkwAdYgmIq3NS4+lTxd1IplGJHVJj24Qu5vLjsXlqOwqekUPnAFiUoS7ISMmr+Grl/yDg5u1EfObJuJzmqQQ/5y2OjpPO7n8jMLQWyUW/K58yYUMpRcpJVGJecQj7GRpo1JUzRJPQ+cfXB+hjyESXOHUgr6TbZSUH4H5dAUiojftsKCAgICKgYAknxFIh//duSlMhR/8EHOOqpqXS+vMPLxdEWb0oclJQklE4gyRIlDqXqQwOxvpaP8+bpEYsI8lUsKW98sUGajJoif241QI6/t7Wc8GBXuaTnC9Jy4iIZt26HrFD/TO9AUNxSFo0ot7BYCos0bvflO/VQEpdSt96FLx+rG4yKRKYO30xSiMeEXAWSsjvx21ZAQEBAQMUQSIqnQPzr35qk4GyaXo9wANQ5pCES9k+JbCluN1o+2gOBiLMGRd3YTTZe6jZsY8Eri1/XqczcniNdJr4vl3UYIL+8v62cWKutXNh2sDR+bb68tqZAlihf+Fr9kUru4za1ZVfaeCJ61dgtdlXhPWamenizx5EUvQlpTks69MMEt8hGVDNJCqBu90QCAgICAiqPQFL2JUkxLa/620hK9D5P2Ys60BNnNXELWNgin5WtheqmR7gD/nkzZ4XKzJwC6b/wM7l58Eg5+cFWcuSdj8ivG/SU2oMnyIhF6+QzDe82a9MoeIOnOFkq8URS05l6g8e9iaOkBOH1Z/ZpSUCO9FrKkkJS0smJyU6SwpmGcznQOFzOuHrgg7rdEwkICAgIqDwCSdlXJAWdjS5Hf6vWhwOg1gnNtA3rRSAquGmQ6AeMBEcEDqHh8c8eJ/MTCem/eIncMvxFObdDDzm2blM5vnYzubLLMOk76TOZvaHI7YOCf0d+9IbJEk2fMp3SJEREE5LUKwmNPK6+WIuS4Cbq7l4/1gTyTyWQlICAgICAqoBAUvYpSdEj7/umOAAq3b1to8KaESMpvAHsLsJcjMHAHzSOLJXPYwl5Ye16uXPsq/LLdh3kqEbN5OTm7eVPXftLk5fflXGfZ8lKjTBLuQLGGKJzi2Pd/ieQEEiKRgg5KVKPSEx/B5ISEBAQEFCFEUjKfiQpqHP4BwQFLgJJQb07ksJFouYCR+UAxLxJ45n89XZpNX2W/LHfIPlpg8ZySN36cmbn3nL/2Mky6vOvZbEymWwNz55vjm840bRBQNwUDxc0wkShetIUOIKid0/GIktLXI9xpoQoI/Wq900nKpz/O0kh0RzJRXQ1ICAgICBgbyGQlH1FUnDmvWGIimp4nDiFs2DtQL0jqPekkoNkPCnJoqSU6EW4BV85Zvbny4JSeWLeF3L1wBfkxOa95ND67eTwR9rJX58aJY998pUsUK6xWf3HiTiuRCGmaVBJKungTZ5SLCm2WNYIiyMtkTtfXy6NKUlBNO1AY3LCmYm57bwCUTGBwuz0ERAQEBAQsDcQSMq+IikGfiK+Xk+RlsipRIpKY5KfLHBSqMTBLZbVi8vzkvLGkm3y0HPvypkNBspP7uoixzboJ3/q+7I0m75Y3tyWL6vUb66mo6SoSFkPlhI9unUoto07NzM7iIp7JzolZW4kRoV0euDUZFfg4oXP4CMgICAgIODbIpCUfU1SDOhyCEo8deRc/+P1Y6Umqb1m2Ry/xE0JrdMo3vpinTR9/h35a7vn5YyHn5Kf3/uonNn8Oak1ZqE8vypf5mtcGzR8bnGuJIqyNN5cTRRTOcXOQmJpyZgeDxXxExAQEBAQsL8RSMq+Iik4+8YGE2fYUD+8eVPKdm7F7q/QkZUSt15lk4ads7VAuo6bLRc37ycn3NtFTqnXX37V6Gm5fuDbMuDD9bJACQr7puwoTUhRokCSEJQSSEpBiqTs+kG83aEifgICAgICAvY3AknZlySFWRYT58RfiSSVWCRKYpJIFutviAqbupW6aZ5tKgu258ugWZ/JLf1ektPrdpVDb24uJz7QW67o+4Z0m75cpm4pkjXqb4cKnyiMaxzxeK4UF26XeHG2EhQlKUqCAkkJCAgICKjOCCRlX5EUrCZuekd/J/TeXFO2wmb4bIUfKy2SeLJIkiUJx2F4mZfXjZcVlMqoRWvknqffkHOaPibH1+0sP7+7nfy2+SBp/sYCmbSxWJbGRLZo3IUaNWGJN5bMl4LiLCmO5Wi6WAQbSEpAQEBAQPVGIClGKlJuhr1GUtiXPqb+EkpGUtM7MaUksdJC5S9KUkoT7iXeLPW7dEepTFyaLe1eny8Xdxwmh93XTg6t1U7OaNZP7ntukrz45UZZpv6cBUXZifvwYFJjjBVIYSJfikuIs1gSybjbyC2QlICAgICA6oxAUvYlScHMEdf7OpKixEEJRNKtPil0JCWmhIUPDeaq969ylKB8niO9xi+Wm/u9Lmc2GyQ/ure9HPlgN7nuqTdkyMfr5KOCuGzVKOE+DiWlUlxYKDm5WZJXlCsJJTzYaxJYZwJJCQgICAio5ggkZV+RFJw5JFN7oMRjeq1InQocUWG6p8jRlVLZrIRm4Za4PDljpdzZ/y0565EBcuyDfd3rxhf3Gi0d310i72UnZaNGyZs/SV4f5hPJGmeiWOMpKpBCPcaScSUoSSeBpAQEBAQEVHcEkrKvSEoKfDwwrv7irBMpZWkstAQLSlzypcRN3ayIiUxYlSstxy6UP7QaJj/5Vzs57O6u8ofOo6Xp+MXy+tpcWaq8xE3zKEGJFxdKsjBXSouVshCvxl9YFJPcvHwpKCxKpWtnWvz0ZEJF/AQEBAQEBOxvBJLyDSSlefPmcuONN0qrVq1k9uzZkpeHLSNCIpHYJSzkAHHxcl2FbVHiei2WiEuMKZliJRclvMtT6qwiq2MlMnHVVmn31gdyWdeRcuKDfeXn93aXs5oMkTovzJYxX+XKkkSpbFK/+CdkiYYviedJsniHlMQKlAmVSFL9xIuTkojvSpICAgICAgKqKwJJ2QckJQlpUDe2vcd2wps7RUpSCvJyJJYPSVE/6va1MpnZm3PksRmL5Lr+o+WEh3rIYfd0ktMeGSi3DHpbnvpgtSwqKHGvJfNJn2KlPkpDlKYwdZQnsdgOJSb5Uppg+kc9RDvdBwQEBAQEHBAIJGUfkRS4AiSFyaFcJRe5yYSbkknGWEBb6kjHp7kJGf7RCrn/uTflvNb95Gf3t5cjaneSv/YYLT0mL5VZmwplo/qF6PC9n4TGkSwpkpLSAkmU5ksskSvxeGFEUux7f5hudmYjICAgICCg2iKQlH1MUvKUMbDVfW5piRQrl8A77mv0ZNyybdJ87Ey5uMMTcnzdDnJsvU7yuw5PSuPXZsuEVXmyXiOB5MQ0UHE8IbHiIr1nvpIcXjUulOJkgRIV1qSkSArCjXdmIyAgICAgoNoikJR9QlJKlSvw4cCE5JXGVUoc2ShQgaDwGvH7G7Kl28QP5coeI+SUup3lqHtbyW9b95P7X5gkIz9bK58VxJ21xa1pUYJSXKSEpEgJSqJQSkpjSlLiUpSMSYyvHfOlZedRhXmkndkICAgICAiotggkZR+QFN6sYZO2wmSB5CbyJa8kIhxbVPhw4Py8Unli7gq5sd9Y+eWDPeSYu1rrsZPcMuBFGTTnc5mfXey+38NaFo1NkvEiSRTnSUlcaY6SE1x5DTmu5CQR03zhhAUFglKisjMbAQEBAQEB1RaBpOwDklKiBKK0lP1KitwusIVKWLLUz1cqs/OS8sySrVJrxEw5p+mT8vO7OipB6Sn/6PqMdBk/R6auy5INGqWb5lHmkSgp0DTy4UB1KVXawspYvZdGLyX6U/lPJPxWN721/qcSEBAQEBBQzRFIyr4gKRpnZNaIK19gK/ykbNezRUoknl2xXWq/MkfO6zBSjqvXT46v+5hc1vkFaTV2nkxYulVWFJU4qwsEJVaaL/HkdkmWQHG4b3HERNgPH8tJanoHYsKyFNbPcmlnLgICAgICAqovagZJQWtDJoyEOEWuJIVpGSUUTKk4WuFpd0jKNCUpLZWk3HTjDdKmZUuZM2uW5Ofl6FV8l7hv5JRg0iC2FEkpUeFjgu4mKkpjJKekVNbq2SzlGB1mL5PzOj8jP7mvsxxd51E5u8kQufupiTLqo7XyVVGp27AtX8MUS5EUluyQ/MTXUpTYrOnk68YFUhpXZqJExs0FsVA2un2UotTRy0ZAQEBAQEC1Rc0gKWhu9zU+/eE0uRIKVeVKMVTXlzphQatyBOcV7FCSMmPyFGnbpKncdv110rlVS/lo7mwpLtjhQvF2TVEyX48x980ctqSPK4EoiStRSZRKTCPK0/iwoKxXeX9HnvSd/YVcP+AV+eXD3eWIO1rIGfV6yA29R8ujUz6WeVty3YJarCi8DVSgKSoozZP8kiwlK1kSL8lVAqQkJaEkhchJMCQFawpWFchKirAElhIQEBAQcCCghpAU1dpxVewx1eKJEmfpYCKGDeojUhCRAwSdD7K3Z8n7kyZLh4aN5K5rrpZerVrI5/NnS7IoSylEnhSX5iiByJZCJSuFJUoo4oVSXFysJKVEkkoacvVWrC1ZpnF9qL8Hf7pWru07Uk6r1UHOfqCD/LZOe7mq9WPS5ZXpMm31NlmjYSA02U7YjTapRCWudIjPELKNPlu5sd+sesR6A+GK6w34yjKExUgLRMWYVkBAQEBAQDVGDSApqsSZfomr9k6RFNaMoO6ZVoGgQAw4Iuh5kLPNIylXXyk9WzSVz+a9J8lCqARf3VGi4gSSUiQFCaUTcfYsYRopWkGyTmWung9fWyz13/xELmo/TE65q6WcfW9LuaJ5H2k+7DV5eeFS+XRHkWzRMNyfcAhp41OEET2J6f8xPYvpfZVGsXiWtSnuI4Mpq4pPUjSugICAgICA6o6aQVLcytKUUk9ZUlgrwjQPb9FEpCDaxwQdD7CkzHxnsrRt3Fhuv/Ya6dqqmXw8b6bECtikHp9FShiKHHEoSipdiRVJkZKUaI+UiPjwNs8b2/KlyTuL5JKuI+S0ul3lxNubygX1OsqDg16WUfOWyqIsdpWN/JMOYo620mcKKqmUhD+3jDZlSclAUiAngaQEBAQEBBxgqDkkxb0Vo4JVRc+Vqqi6h6h439dRQccDFs5OnzJZWjVrIv+64Trp3Ka5fDR3phTnQ1LwycQQq1rYDyUu2cVFkqckBXIB0WAdyty8Uun34Rq5ZuCrcsIDHeTo2xvLWbVby43dhsiAKQtkwbYi+VqTx2LZMoKi50Wl7us8GjN/cUeEIoKSRlIc8dL8REnR3yp6qp4CAgICAgKqPWoGSUFzu41FoCBo8ei1Y76h49bTIuqKnucq2Jq1XSZPmyzNWzaVW26+Xjq0ay4L5s6QonymezBZKCMojd7uiSnxyU+qcNQr+Pg4PyHDl6yX2i+8I79p9bgccWdjOf6uxvLXto9L+1eny+SVm2Wd3pQpnh16/3wVvs/Dmti4mzKCSLFvLUQoepXZJNorJZUf9+5xlByXCTKg8QQEBAQEBFR31AiSwgvG0YvG0cvG7oXjEjZEQ9SLnvJ2MkYWw9c7tsvE6ZOlcesmcsMt10mbds1krpKUgnz2LEnRmZKEmzqC5DDbgn2FaZtViRKZsPJrafbaFPlTh35yYr02cuIDLeX3zbrLQ8+Pk5c/3yBfFifc142zNZpsja4QzqHxkA7SFb2JFBEhkzKi4kgKiUZIeJQcJ3oaEBAQEBBwIKBGkJTIJpF0ktTfRlLEvnljVgiOKWzckSXj350iDZSkXHPrtdJcScr782ZKXr7SEMgBYKpFwxAVthWmbNZoPDM2Zcmj0+fKdX0Hyyn1Wsgv6jSTP7btI7WeGStPL1wqC/MS8rX6ZZonR/3naRri3BuCgRChs5CoY1IvIiW7khRnaVGC4oQgKSF4QEBAQEDAgYAaQVIgJrwbU6yMAqKCgndEwL3Cq14QIyspQFLenDFVHmrTVK647Xpp0qG5vPfB+5Kbn1tGJkqLNYgKLw0xzQPxmL8jJk/N+0zufXqU/L55JznxgUZy6oPN5J/9h0n/eYtlzo4CWathISi88lygv/k6Mq8tu/s7UUdHgHYlKTstKi4X+r/Rlp3Jh6gEBAQEBAQcCDjgSQqTPazsgKAUqSrnL+n2GVEiADmxt2JM06ewMVtJysypUq9tM7n8X9dL446t5L2FcyW/iOWtCo0iXlgqRUVKNJQdbFd28GVRqby2fJM0fOltuahtdzmtbmM546GmcmGbLtJ47DiZsGmLrNagfGjQNrrn1iSlhA8FspMsC1MgT7wyjXmFzdt2ISlQk2jyqjySoqEDAgICajRYd2hi57FYTLKzs2Xr1q3u5Ygi7cDt0yjR50wicM4nULZs2SKbN2+W7du3S0FBwS6fQgnYPwgkBZJiRAVJYZOSlHFKUuq2biJ/vflaadSptcz5eKEUJtSTBsWCUliQlKJE9DbPOmUI09fvkB6T58uVvQbLyXWayLF3PSAXtekojce8JmNWrJLFsbjbO2WTCutReKtIU6LMQiMs1l8sTIGkwDacNYV06olbm+IcXQjypFddWHONrgSSEhAQEACR4DMlkBKOgN/Lly+XESNGuG+xdevWTd5++21ZvXq1FBYWlhEW/H/22WcyePBgady4sbRp00aeffZZWbhwoSMrFl/A/kGNISnsNMLGaO5zf1gjeDPG7TGCqFo3c0QKm7J3yLgZ06Ruq6ZKUq6TZl3ayQeffexeM1auIUVKUgo0HG/lbNMoPtwekyFzvpQ7n3pZzmrUUU58oLGc27i11Hr6WRkyf6HMVfa+Wh8crCgQFN7qgRs57k6bx4riSIoeSVc6QXEkBY+sqYnCcZYuuAeSEhAQUNNh1hGzfLAj+JdffimDBg2Sm266Sf72t785EjJ+/HjZsYMJeO2bt21z5w0aNJBLL73USdOmTeWtt96SjRs3Rp8+0TiJy0hNwL5FjVmTAjlh31aOrObYdTO0FEmBB6SwWRvt+HenSf2WzeUfN/9TmnduL3M/WSTZRTHJV7+5iAaFbCzLK5bRH62SOsPGyXlNe8pR9zSRMxt2kFsHDZP+782RacYa/VIAAEixSURBVBu/lmWJhCMoPAq8AcQaFm7pnh/YBeSkSH9Amv7NgoIHJFr0y/87XXaVQFACAgJqKrByMCXDEQLBb4iFERbIyIQJE6RevXpy/vnnO6LSp08f+fDDD+Xzzz+XkSNHym233SZnn322XHzxxdKwYUN5/fXXZf369WVkh7hzc3OdEH/AvkWNICmRYmexabT5WhlJwWznFqhq40PDo/VT2KaN+Z1p06RRixZyzc03SJM2rWX63LmyJa9A8tUvrw5jEWGx7LQ1W6XZqIlyfpPecsw9LeWY2q3lsm5PSfsJ78rENRtlaTwiKBCaXL1VbkmpFCRL3a3di0LclzQ4C4oKaSuznhhJMYISkRSCmQQEBAQEaH/oEROEKZ50IsH0DmTkzjvvlEsuucQdW7du7awn11xzjbOe3H777TJgwACZN2+eW78CMUEsTtanBEvK/kGNICmRKo+WmUZHFj8lndDIYMjOl9fedmzfIdOmTJMWLVrJDTfdJI2aNZcJU6fLhqwdbg0Ki143aLgFOUXy+PSP5G8dBsnRdzaXY2t3lN+2fUJqj5woz33ylSzKK3JrUCAohMtXgpKvpKUoRqPX+7IeBWGNjNsbRQnJLmtQSC+2oOgv+hWl12SXE+cQEBAQUHNBvw6pcH27ihEXs7BAVIYMGSLXXXeds5qccsop8otf/EL+8pe/SPv27eWdd96RVatWuWkdgxEUPx7THwH7DjWHpDjLhM3pYE3BrpKUWGm0n6tz9drajm1ZMmPyNGnbrLXccsMt0qxpS5k0dYasV5LCVA2yOL9IBs9ZLLc8NlxOq9tejryrlZzVbJDc9PQk6fn+cpnydZ6sVvLB9E6B3oPmXqyNujipLD8RVz4CKUkJv3mo7C2eMoISpRVyYmIkxSGVvV0kPDMBAQE1EBCGdALBOVYPFseaVWXTpk3y3HPPyRVXXCGHHXaYfP/735cjjjhCatWqJTNmzJD8/HwXxn3Znv45A4gXwkKcgajsO9QskuIIAA0q2i+FD/gV6rXoY37iv9wj2Vt3yHuTpkn7xi3ltutuknYt2sn7sz+Qr/MLZZs2yDVKKsYuXyv3DXlBflWvjRxfu7X8stFj8rfHX5dm7yyVl1cXyacaKVvk8ylC9mmJ6AYPDtM5COnypnY0fSXJmD4UMfUTTU0RKvrfJqo8kmIEhdkgk0BSAgICaiggDJALxKZ6IBMGzleuXCkvvviiIyTnnHOOHHfccXLUUUfJscce66Z+3n333TIyY+FNfMLCOSQGCSRl36FmkBRnqdBG5/YbUTWvhADSUKCSq1o9T/0wFcO29tbUcjfvkNlvT5MODVrIbVfdJJ1bd5KFHy6WrbESWVYYkwkr10qLsePlj626yVH3NpITH+4iF/Z+WR544xN5anmOzFKCwuvGxB1XwpF0xIOGzwOzk5SIukuJei6N3oEu1WNShQ8LRot9o7TyiUFbUbMLSUlFVyaBpAQEBNRQQBYQ35JiYB3JRx99JI899pjccMMNcsEFF8jf//53ueeee+SWW25x0z7nnXeetGjRQubMmeOIDiAOCA9khCPkxO4BiUH8+wTsXdQgkqLaPPXGTERS4kpMEkpSkkokSqRQ/SkfToURydmSLe+/PUPaNmgtN131L2nbpofM/WS5Wyg7JytfOk+cLn/p2EdOe7iNnFCvtZzRvLfc8PTb0mvBJpmSXSor1B9v8hSUMr1TJPF4gZQk9Q623iSphCRepDylUKVI3SEpTPNARaAn9v3jiKBEJCV6q6cslfzwSQq/A0kJCAio4Ui3erCBGxYS9keBnJx11lly7733yquvvipLliyRN99805GVI488Uo4//nj32vGyZctSoVEhEelBmOKxqSDuE7BvUQNIigKWa+s/WDCr2hwKoM1MiUqxHu3lZEhCpOF3bM2Rae/MliaNu8qV1z8gjToPkTcXbZKpm2PSe86XclX/kfKLem3l2Adbya+adpHLez8tnd6ZJzO25st6bbcQlEKNijUo8STzljRoJSBKUhxRwaqjUgpZ4Yg7Uz+aNrdQVolMQs8TSnJ84cvNfK8H5s6iW/cxQrfxW/TbCe7mJ0i5YuC3dTyIPzLiSMdkYYJUPaF+UBYm5u6f+7DrQaquGPjN88jzac8h5IDnlLo1P/4zam4AdzZwGzZsmLOWYCm56KKLpFmzZm5xbE4OrzSIfP31127ztj/84Q/y4x//2L2ezNs9K1ascHEAjlhSWNtCGkiXf989kYBvRs0gKYB2htA49Ae2CWwpMclXSpCvbthS2AM2apDbt+XKxCnz5eGWj8tltzWXB3q9JIPnbZa+C7bLTc/PkDM7DJWf1esoRytR+VPn/tJk7GQZt2K9rEuwIDeyiTjjhrZDvhVU6iTVMPW3E0eIdkrUaFO/NR38n/HP4uGtIBefJ6m3hcxPkH+XdOBGh0PHY52P+eP4bTuiIPtWqB8Tzg2co8g4lof0uIJ89+KDc55HxABh8a0Y+Emvf36z+HXdunVun5NHHnlE/vrXv8r111/v9kVZtGiRu25h+f3JJ5/Io48+6l5DvvDCC6V+/fpuR1ojMviDpCD8NjeEePZEAr4ZNYek0B5SvCAiAMX6f74Kn/lD8vXCTpKyNStXxk9bIPXaDZSL7mwlN7R/Rpq9tkjuH7NAft/jRTm20WNyxIMd5bQm3eWeZ1+RFz5fJUvy47JZ2Qn7srn7qdCWS5Q0fFNDTkcmP0H2XAz8pnOjk+PbHMxTW2cH7LrVlw+LK0jVEgO/UWD+Fue4oeCoUz9MkKot/vPHb4gBz6r/ho7B/NtzC/DDFA+LZGfPni1vvPGGvPLKKzJlyhRZunSpi8eAX/oD3LgGqRk6dKi89tprjriwaZuBe3Ef2plv3dkduF6eBHwzagxJoT3sbBPakN3H+grVzV4o1kbLZ41TJGXTjjx5490FUqfDIPntbY3l/Dqd5YquI+SPHYbJsXW6yE/vaiUn1e8q1zw2UvrN+lg+yi90b/KwyRuf4XGGEhUjKN8k6Y03k58gey7WIdAh8WExzLh0QMw705nZdfziB/HDhTqpugI4QjoZOX/66aeuXhkB444ysdGvKRir3yBVU6gfI5YQCF4ZxvrBzrBsT+8D//j1n1tAWJ9Q8NtgYTjiz/xyL4R4AO4WrwltCRLsW1QqAruPLwHfjBpBUmgKqVmQlIGDE22ESSUlSSUnJSmCwts2KazfkStjZy6Q+7s/Kb++q5GcfHtjObNeFzlFycpRd7eSE2q3lyt7DZde0xfLzK0FskbbKnyb9eAJvZFt1EY7DA2z6oDOBYLCiGrMmDEydepUt7ETnZjBOjaOfn2Fuqu6QGFAUN577z0ZPXq02/p87dq17hqKBOVC/XG0dUcBVR/UGVvZ81bO888/79aWzJ8/f5fn1QfPbDr5SH9uuY7VhCkeCEn6dR9ch+xiTaGNWdwmdl4R+Omx8Lu7d0CEGkFSaEJ0STRrjpAV919cz7ThSVzFvaIcMW3+X5WdK6NnLZB7eg2S0+98WI68oY4cf2cTOfaOpnJKrTZyecch0vGtOTJ1ww5Zo1Ft1TA5enTfCCxWtl2kbFwfJGuM5YnfcH3J5DfInouB0TadHF81ZW6a7bEZeWcy//ojpfT4glQN4VkBTAUsXrzY1WfHjh3liSeecF+yNZhf6pU2wNGQHmeQ71asTgEkAPLJR//4GnHz5s3dx/6ob2D9pQ/O/bhM/HsQL0THiIcP82O/uW5khDDWN0B2SQfn5n938NNiEvDNqDEkBYLCS75lJIV2ycf8ivVKTF3j6sAbQAr8Llfm/Pyc+fKvXv3lxNvryGH/vFeOv+sROfGuxnJhk17S6qUZ8s6qbPkqUeLe5HETRkSn53GNq0RJDw03NMiqBUZPkBTmnLt37+5GZ3xYjE7HQF1Rd+kdT6jDqgvqD5LyzDPPOEXGXhg+STGgZIIlpfqAZw6LGGtKmjRp4j74h5UsnVgY8G8ExKxnBtwhFEY0+CYPrx+zw+yCBQvKvoQMCOvfg3hwo50RnmsIbun9fGUk4JtxwJOUMj6iwtgJAuJ0Dz+K9SpfHmalK19CTvVbTNl8kZsjz86bJ/96fICcdv9DcvTtteWMB5vJHxt3lvsHjpKXP1opKzVS1qHkaxRl6swRndD4qiroZLCcvPTSS+4VQ/ZJYLondBjVG9Qf61CY6unSpYsjoV999VXqakB1xubNm2XSpEnumzpt27aVmTNnpq7sRKbnFzeIRCYrB9d47Xjy5MnO8sbus7wBNHDgQEeCGLiwVs0H5ASLK8d0cA8jLjbASRfuaRJQcdQIkgL3gKBAPnYlKTiqD45mZlHgb0lOjgydO1vuGDRQfvNIQzn2jnvkrDoN5Yau/aTPuHdlxlebZVVuUjbuiMv27crM85Vl5xVKXlaW5GzfKrk7tkluTpbk5eyQXCU8zGua2Ge+MTunCyN9+23+gnx7wSzLCJrR0wcffCDDhw+X3r17y6hRo+SLL75wo6jt27e7+mGUhV/qwsJbfYR6qVpCfaA4qLuFCxe677GgdJ588klHRqlLrqNwEGsHhKPOccsUb5DvTqgbxOqOD/3xpg0brDVu3Ni9FkwdQhZ4XnmmqX/rO6lTjtQ1dYzYtIw909YmsKB069bNvXLMN3yOOeYY96oyrx/jzrQwBIk1MZBgBjQs3CUscSDEa5YXjulixCWQlD1DjSQpztjBD3Zby1fhCEnBIqI/s7VRfaJk47n5H0itp5+ScxvUlyNuuFFOvPUO+WujVtLg0SHSfdjL0v+ZMfLUkBflmcEjZdSwUTJy6HB59qnBMnTQAHn6iQEydPAT8sywp2XYsKFuwVcmwTydLrgzEnz66af3SAhbEyRT3ssTypQOh7UKHTp0cCMntsauXbu2m/Z56qmnnGLjy6j4Q7gH54RPr5sgVUPsGRo0aJAjJ/fff7/885//lLvvvtspGa5Rf9QvR6tbc2MDr0zx7kvh3nsqmeKrqpIp/RURnjnqhbqjrvr37++mef72t7/JZZdd5ogKZPSFF15wfql7nmsLS71yJA0ciYe1SgxM8NevXz/nhwEK8bMLLXHzFeSf/OQn8tOf/lR+9KMfycEHHyyHH3642wCOjeAgSV27dnXpYZqYV5WnTZvmrC68MQhxQrDWGjnJZFkJJKVyqDEkxZ/uYYM19xmdAmUrucpM8vSIBz3ElaVsLCqWj7ZnyZtLl0qHN16Ta7p2kgsaPCwX1W8gl9apL3+9s45cftM9csW1t8nVV9wo111+ndxw+dVy49+vkpuuvEpuvuYqufHaq+SfKtdde7Vce+01KtdWWNhMaE8lU3wVFT5bXl2E9GbKf3liebzyyivlkksukd/97nfym9/8xh3//Oc/y9VXX+1ICwoO/1dddZUT/HONe7IRVHo6Kip2/z2RTPFVRDLFVVHJFF9VFaszPrP/29/+1n2DhSPn1B35oW5vvPFG54/vtVCvFj4971VV/DxXByHN9vxVVAhDnVE/PH+48ZtdYs844ww5/fTT5Y9//KPzd9NNN7l65V744YvG/MaNOC6//HLnTvvAL8/vP/7xD+dO3LjjhuXk3HPPlRNOOEEOPfRQ+cEPfiAHHXSQHHLIIY608PHBk046yd2f/sK+98NCXsjO9OnTnYUFqw4WHEgKZMQAKYGsYPmBvASiUjnUGJKCFYX3NxwXwZGFKrAWHLmYsqTgnK0NaHUsIR/u2CFvrVguz34wV56Y8a4Mnv6uDJ00RZ57c5KMGPuWjH7pTRnz4mvy6qhX5PVRL8mbL7wk415+WcaNHSNvvjpGXhv7srwy5iUZM+Zl97prRYVNh5CxY8fukbDOYk/E7lsdJFO+dyeYi1l8x+iLt3pYhPfwww+7joaR2Mtab3y/gzcHGCFRHpnqZE+FNKSXd0WEcJniq4j4+a+sZIqvqgn1QlqpM8qKES51+q9//UsefPBBdz5u3Di3/TnCGyKEoQ0QnmvUteXXz/++EtJpbbGyQjji8MugKgt5pXwrI+SR55B1IUzrEAfWEJ5T6hWLBmtTWFNGfVL36fXINeqYLx1T3xYvwu+JEye6rQcIT9yNGjVylpSTTz5Zfvazn8nRRx/tyNCf/vQnR2KwzrGNfufOnZ0VBisK6WPPljVr1jgrCtNINu3jExTAuU0F+VM/ARXDAU9SAE2GjwcWqbg1KbQPHDkxgcmoG20H7sKSqa+1Ma3WhrVCmfEyla+0Ea5V+bqwWLbnF0luXpEUqhTlFUpRbqEU5xZIcX5KmPtWKVRhPrQywjynmQ73p9gca3WQTOn/JqETYf6aD41h9u3Ro4frcJhvZk6beBkF4c/CpN93T8VPR2UlU3wVkUxxVVQyxVcVhbRSZygKlMaIESOcSZ7pgo8//rjM9E6d4p/1CLZmgbBW1xbX/hI/DxWVbxO2Ogp1Rz2xrxHEhUWzTM1AEKhHrtNfQhAQK5v0fpSjrUXhSHvAqsHaEggL8WJVwcICKWEqGCLEVCLklk0fecNo27ZtZW2HOCEcBkhHecTDSEogKHuGGkFSaBIJR1BKHBdhuseRFNqYHVX4vp+2IefH1rDkqUBYeDmNzdowvHA9NLPqCTon20+D73Qw0mI0FFC9gQLgbR4sDn379nXrD9gSPaB6wlfkEFBeE2bNUevWrd30ig9T/pUBRGXLli0yb948t76FN/2wvLAZIDvb0nYYuEBid4dM5IRz0pMumfwGfDNqAEmhUWjjUDaifFYJihKVEj2mGk3qshO3CW1MG3BcjyrqTf2KezuZt5WZEUIi4wuER2NUZkOcJUmNjxW5cQJoQJVSDYxbpgZbFcUeouoimfJQnuAfMMKCpLBojmkfOibeHkj3y9E3z5r7norFsSeSKb4gOwVQV+x5wUJIpvKoW84N5tcvU999f8q3Qab4qqrsKQhLHRmweGBJYSqvXr16bhrIgD+IBMKzamE551nHkkLb8NODPywhWFawjrBZ3IYNG5yVJRMIy+DGrHLWfjia+Of4MbFrAXuOGkJSaPCYS5RalMaVeMSVSyQkruQCV67SjiAlJcpC3C75qc/52FqViMjow6e++YurozZZJS/Ek9Q4tTE6kqKeUxJIyr6VTHkoT/APMNUyLYAy69WrlyMrfFSMTo2OyDo6i9/CGexaZSU9PZWRTPEF2SmAuuOVY0z0rB9gMzfeuvCBXxSH1bO57W+hTrl/ZaW6tYdvk08D8WDpZG0K5BNhCgZ/AL+QB8R3o4598mIgPtqAEQ4fFg7/+AMcOcc/cREm/boJ4RGuI/wuD+Y34JtRg0gKDTKmjUkbWqk2aiUXxdqwMOaV8RC88gNHSEqeOtgrynw1EPKh5KZUiQ5/RU40HkdatJFaeG6F6G8+NEi8fmP+JvmukCktVVn2BHQ0y5cvd9/uYaEd61PWr1//b52TD7/jset+Oioi3waZ4guyq1CvjIjnzp3rpnyoVzbr4hr1Rv2aYkivZz+e/SHWlvZEMsVXVcV/biorfl2xjoyBhS2MZY0I9Q3wY8QB2H05+jB3i9PC2L1oH7a+BesL7hYHx3Qxd4uzMrBw/j0CykcNISmwhbgKDRtKoSRF3VhIW/bWj3pzJCPiMpEjC1JytAFmq2Oehi9UkhOHmStD17gK1GOB0pMCF5c2dBqwhVfhliUJOqXKPaw0YHsY9qfYA+ff33fLJOWFL08q4/ebxL93ZYQOCVMvO1ky78y5wfdn51y3RXjUD26Z0rM78eOtrKTH4ce7p0I86fi28e/N9FVGbGSM4qKe7FVQ3BFbRIlfSyNieU6Pb2+I3SPTOcc9gR+fL37cFZVMYcytsnGVJ8SzJyAs9WnEkjqEPDA1A2Fh8Sp1zTWDpdvaAs+pAXfrWy1N5h8hHruWSSystSff757Ajzvgm1EzSIpbEausoUQpSWlM6URCqUWJIymFKgXKToqS2sBp15AMdBYkxVlTOOrDwId5WGuSZAmuNlb9K3aSVCl1vISgrt1ZPBw1mN8oKyp7ikxxVVQM5blnwu78ledWnv/vGtY50gHSERmsE+O4p+n+tnm28Jni2JO49yTM7mDx7c04Kwr/3ojVlV3z647f6UpsX8DS4v/OdO5LefgmPxUJn45MYcwtk3/D7q7tTfjpoO4gB+bG8wnxxM1AfUJqcPOfU9wzkQv84B9JbwsWxvwDP5x/nfPdwcKYWHwBFUcNIClAG4abd4mYgzYbuIPjEfCRhF52G7zRfhD/oomRDueJ8NpYVSLKEgXhioPFUeZQOdiDYA9BesO26wauc24PKb/twbTwFp8Bt0wKGXfCce2bOnPi5p744+inld+WFoN/T65VNZA+0u3nY2+AuNLLvzxw70ygvCg3ytlg6eUaUl5YgF/8cESwJPE2DK9f2yuWdPxWj5WFnz7i/y5hecwE3Pd2/WaCPRPch7LBCufXHW3BfxbKSw91Ql1ZWPz5fsmLxZPevvBn7cOvU36THsL47rhhsfDTaSAua8OEsTTYPUz2BbiH3Q9wH9Lhu1k6fDdgYU0M/LY0++4gk38f/vXy/PiojN+Af0cNISnlY7fNxi5yNHHY6bCL814Cjdl/gBA6Ir5BwatxKBb2gGAtBWZs828dCJLeceGH33RYdEImFsbgx2XXrJOls0ToyIjf/Jg/whrsfv59AEfi44gfP8yBDPKJwtm0aZNbqMsiT8gBX+rlLRQ75/VHjtQvwptHNlXhKxvi47cvVrZW9zbNYeE4GnibgY2w7LVOPszHvQhn9UK9ERdHwpq7xeXXK+785lpNAOXCVCE7jVKHfDeIumO9E1MSPC+UhZUL5Up5AXOjDBG7znQGe4JQ/6zB4C004uNVWQuLf+K254+4/HisbuwagptdMzfiQ/jNNX6TBoTwuAOO6fHbNZAeN+CY7i8gYE9R40lKdQAPO3sF0AmyWVWnTp2kZ8+eTskwAqYDMfCbDgzxOxvAuY2g6FgM+KGTsjB+ZwbwSxjIiS0ss7gR66is4+PcYPdEWRK/XbNwdo+aAJQNu1xCDOrWreu+L3PXXXfJnXfeKbfffrs74saRnTU5shsu5AFQVpQvZerXn4HytLrHH+WOmF8ra/zx5gtvwLB1/O9//3u3eRXKlnDA7pXpflzjHHe7xj3TFdyBDF6L5cNzlCHflaHe2JmU70KxcJfnknKhrK2crKw42nMAIJOUPUSRtsFrtmy73rx5c7efD9dYYwMIR50ShjL3QdxWX/ijHhB+c628erFwliYLY+Et7XY9Henxcm55Dwj4tggkpZqA0RmfFW/ZsqX7dgTfqGDTKkZdKAdA58BvU0ycm6KxTsM6HM5NoXGOH1NuFja98wHpcfjxmqLiiDuwNNCpmgXG4iZcpnscqODtEzaQu/jii93HzE488UT3jRm+JcT3Q/jeCN8q4RskfE+IIx/Jg1BYeVF+Jn7dGvBjAiyc1SkgDCN/FCL3P+ecc9y24yhD4s0E4iBcev0CfuNuirMm1ClfzoagUEfUJR+lYzt1yhKSwWuyDCz8Z8V+I1ZGHCE8bON+8803l23Nzjdj+LbUI4884uLi+TcQF3VBPAbcGAiY1c1A/FxDcLf7+274MX8Wr6XPB25++HQ/xOVLpjgCAiqLQFKqKNIfcKZ66KwaNGjgvsrJdyVQMpiFISWAjoEOxIeRlvT4OOcanRodE+cmBn6ndzb8RhER1nf3QRpMkZkfc+NInFzjd3lxHIhgDQjf/0D5HH/88e57IWzhzvdE+JrqrFmznPD6LNt1I3xKnreQrNz88qRejZDuDlb2hLdzyG3v3r0dGeKDbaTryy+/3G1ctBOICEL9W3oIY3HXFEBSKD8+fAep4CN0p5xyiqtXyhQymk76KCOrRwNlybRely5d3HN92GGHyc9//nP3obvTTjvNbdGOZcYnKeWV9e7qgHry2wz1R9rS08d5+jPJud/uLKx/P4t/dyQnIGBPEEhKFYb/oGPuZTtoPobFlzjpHFEsrE+h0wEoC4RwdBZYLphiYDMk1rIgjOZxY22JdZiEsc7FfvMaJ/tMsO4F/2YF4V7MxRMPJm1GgQiKlDRax2UdnikzA7+Jn2vpHd2BDiwi7dq1c19TPeaYY+TWW291U3YQ0PROnXowZUIZcU55UUcGflOPrHOhLqgT6oy6YH2DvYabCaQFJfuHP/xBfv3rX7vpHtbKcA+IK+GJEyFOXvvMZCnhnDRwrSbVJYSOj81hAYNMQDipT8oTawrTP3zojrU/Vl5Wh7R/A88mGwrin2m3Cy+80H2pl6/yIkwLMkVoe75Qxgi/aR9Ya+zVXOodwS/xQopx9+uL3yakhXql/RCGZ5y0UZ8894SnTbAuBj+0Cz884oN0WR+Sfi0gYE8RSEoVhiknQMcBSWncuLFccMEFcumll7oP5DEipvMAdAx0MnSM+OULn4zU2aXxvvvuK/t0+r333uumirDMsN6Bzs46He6J0mQhJwr0mWeekaFDhzpzNLs+0vHynQvmy1lPgYmaI9MFzJ8zKiStlh46QsQ6VvJTUzsyFlmyXfv555/vRtx81ZUtvm29we5gbYGygxCgNLCyUC9Y1PjqL/X6wAMPuN8tWrRw61n45gkkMx1YAmg/KEKmGAjD12RZZ8Hn561+77jjDhcn5Ap3NsFDAZqiNaVW00gKi53ZsRiLJqQTksGzxroUiAqDiKZNmzqrGM8T9UZ754gAngssaHXq1HFhICf169d3a1yYAoTssBU8X+ylvnlOCUN4BhGsUWMdC88y08DcmzbFMwlhYqqINWzUNWSE8H4d0S5IH+EhqXzHis3wCENY4qPvePzxx11fQfvl/sDPSyAlAfsSgaRUYfDg28OPImBNCtM9jLgYuaHwIBNGUgAd4syZM90CPr7oeeWVV8ptt93mOsLatWu7r32yJoJOkfl0/PGRLb/zYXQ2e/ZsZ7ImLIsrL7vsMtf5EQdx0SlzjbUxkCY6VPzQ2aEYSQegU8QagDLjN50a50a+ahKWLVvmFjxTXieddJIrT0gfI1WIJaNeFAejYeoAxY8y4pz6p/yoJ5QOH0V76KGHHPFkLQsLbVlsyWJb6p26YFSOe//+/d20oE+GsATY+hjSQh0ztUB4FByEhzomfuJiCgNizHXWYtBmiI/2YuSpJoGpnO7duzvC+ctf/tI9F3xRm88tUC+U5w033OC+xkx9QRCAPdOUGWQPIolfptwgJ/iH7GCh4ZnieX///fcdySAMbYB2gSWMjyhiWaWeqC8EYsGRNsF6o7POOsulgwELbw759QTpYBBCH0EeCAM5JTxpIg3EjcWWb+cQnmfX0m+kySc+AQF7G4GkVEHQCfDg+w8/plhGuZh/6XwgKTbvTadlYCqGRZEvv/yy+44JoyM6OTpKzLdco2OkY2Lum6kjzhmpGVCMjLD4LDqd8JFHHunm21F4TBEw4mbtBHEx8nriiSfctbPPPtspM4jKnDlzXDzA8kK+6ORQbumjupoAOnkUG2sPWMfAkfrkbS0UAQSG8uU3igrFQj0wnUZ5IViqGNlCHiCaEArqD2LKK6tYVwjz9NNPOxLEKB8iQty0AQPtBksA7eiEE06QY4891vlDKTL9AAlhpE49sh05dYpflB4jftJAfD7ZNAVcE8A0CGSNOoDk8XYW5QQZhEAyGIAkYonguYVo+mXDc8o0DlYqnjHqEcKAZQ3LxlVXXeWecyygEASmdAwQA6b2sJZiSeMZp865N4QXIW6sMljJeH5vvPFGlz7/OScPkCL6Ahb90iZJMwt/sZpNmDDB1T8DIQiVEWXyYYMNn/SYG+mrKe0gYN8jkJQqCB5w6wwMKHxMrph/IRaMcugk6UCwWpjCp4MwEmDhOXJOHIzYWZBJB3bqqac6wSyNcsMPwDLDJ8vZP4MOlI4OqwvTPCjC9FEzcTKKpGNFKWJyxkLAegbLB0cEiwr3IZ02MuS6yYEMygMFhPI55JBDnFJgugAlQflSfkzHMaLFQoUCGzlyZNl0DYqKckbhMMrGP+si/AWvlC+/GSUPHDjQWUFYM4HViwWY1i4gIEzhQExOP/10t5gXgkK921SOD5vewJpy5plnOqXM9B/K1uqNuqRtWJ0arG5xtzqvTrD0+3nCKoaFCqUOyTMSgDLHCskzZdZKBhNYPvznBoLANB3PMmSVuuAZhDxC+iGhPHtMuTHg4BkzWDogBAxejCzw3Jr1jfTRVrCqQaJoc5Bfnl+DkRTaG35soe5rr722y0JdH1bHtBGOfpngRhpIj+8eEPBtEEjKPoR1bCaVhR8O8z/rAZgrZqEjysUsKTbCMaCIrLOk43zyySfdCJ5OEeKBMkIZYh0xUzWjJu4BIBCMoPDP3DjTE4Rhugml5AOlAyliVMf6BeIkbua1SQPpQtI7NcLhhpjiQipSTn65VCdQHjb6hqBANLCkUI9YQ1B69hsr2IsvvujqwabOWMwIyWG677jjjnNtALJJOPyjcAiLBQbyQtwoQd48gQxBMlg8TT1AOrDgkBYICtMEjL79EbtfH7Qp1kZAnKhj2gTWFNY0UX8Av8TNeXr9cI471y3edKlK8NNlbRMx8NzZwmNIPFYrSBtWLwgi7R9rCmt+mD5hYEA9Eh+KnLKG2EAOIAl8OI/nj/DUny2ehTRgufTXFREHzw11BenAUoP1hrZBnbI+DCso9U+9U/8850wnYf00YFmFyLJ+hjVSEBoIEe2MegJ+OVj92bPslwfAD272PHMeEPBtEUjKPoT/gFf0gfX9W6cAGCFh0sWSwkiWzhGlwyja/EAuUIR0aozk2E+FTgqicfnll7tOkRE1UzOMiOlcf/WrX7lOlNdgjaSgkLgXhMbWIrB2Zf78+btMLQHSyX2Z/iEeLDNMC7DYls7OQMdGvKSVMJwz4qppJIVpF0bIKCdM/CgnTPesOYAAMmKm3FBWKCHK2/KKP6Zd2Jfj4IMPdmQBosKoG4Vo61OwwiDUOWsdIDXUOQqJ0TPlDlmBZHCNNsBaBBQeCtTuR71Qt4AjU3soOuqY0T/hUcjUoQ+rH6vTTPXKOfGbVLTu9xcsD4ifDwNlxZQcZA1LFJYlLFVM62DJYLoMssCzgzWLV4yxejKg4DmiHBlsYImBXFAflCNTgpQr4Zg+5ZliAbs/OIDsEAekFNLI80Y9QzYgN5CNm266yVlxmJ5jKgeSwloZ0mWApGAdJQ3s2YPVBiJq07QGK4N0YmLuVoecA/OLW0DAt0UgKfsQ1smZ7A6Z/KEYUCiAI0SgWbNmrmOEPGAdobM0JYHCYFRNB8caA0ZijLRZY0BYTMAIC1shOCg0SAyjNUaBNorGhIzVhtEY00pYRsxkbUqLjsg6LNKMqZqRGwqPMMxpkx4D6UfhWloJw2/rzCw+P//lIb2cqgtQQJAMyohXkLE8McKmvCsCyEvbtm0duYQoYAGDDEIoIRDUK/Vm51hhWI/EkbfAqA8zx1OXKEcIE3GhNHmd3eoXmLIBhCEuFB0kCeuLrWXKpIwIByk1oa4z+bO6rGr16afL2iZigHDw/EEOICnUpe1nQhgIPwQUksFUC4tXsWpigcHKxbPJM8rCVOrH4qZeeNYgNvhJt3ISN/UAqYRcQDIZeFCXTNNQh7QTSA1EBgsoVhLaG29wYV01QFKoQwYxtEmstEwDWp37IH32nBpIC+2C9suzTdvBza4FBOwNBJKyD8GDWpGHFT/WCSJ2TsdOJwAYPWHtYCEdJnxGTBANlA8dBP4gIoysmApgnhzSwMgo3foBUWHaAaLDGhI6OTpUm4em0+HVSBQi1hhGZrZQ0pSYEQxAeiEp3Jt5bUbwLNy07dyBnzcfuNUUksJoGXM8Zc7oltEu5JDRN+VJnigLyxtHyphrABKJMmIEDlGhLaAYTYERlrqGFOwOxItFBQXFaJv0sC6GaQbWzWQCBIc3V/B3xBFHOOXMFIPdm7qjDaYrKqtfy0cmRYdbuvt3DdJlQrpMDLYmBesFVjGmeyAJ/rQMzyaWM54ziArbBxAGwkL9M9iAsGA1M2AZZXqW9UYQSJ5hFtPaAIL6ZQDANRbEEheLZ6k3rDTWVgDtDYsq90IgLBAiA9e5F4Ma2hSDEtqF1ZfVC78RysJHevmYX36n+w0I2FMEkrIPYQ9xefAfcuukER50OnuOdDp0TMwls7iOaR5buMgriCgPrtM5ovDotBihYY5nHwxW+hsYRTPK4m0BCAUmXkZYTAXQwZpJGX+sMcFczYgORUZcvFnCNZDeETFq4xVYRm2EgaT4lhT8QrQY6dHpIsTHPf1y8OMsD+a/uoHyYIoAMz51ZOsYqDvqP70MOFL/RlRpE9QLygaiipLDUgZ5xUpjC6ZpN4C4aBuQIAioxQMgnLzCjpJlS3d2OmU60J9+Ii7qm3RjBUBhMnLn3oy6WWRr9yKdhGOkzhoJLDm0NbsneSGP+COMX3+4W/uvKiB9JqTLxGBWCMqD9UVYGykjn6SwQRpTr1hDqHOmXiArrBGBGPJ88Tz49UI9QhYZHOAfSwzrV2wAQX2yFoZnl11peSWce1BfBsqXZ4v6hSDxFh+klqnidEsKpAlrKoMLSBSWHurI2iNH2p3ln/tApHibjLaIJRcChT/AvdPrNyDg2yCQlH0I6+TKg13n4bdOAWGEg7JglEVHwwJW5ovptFBumGcZoX3wwQeu0yIsCooOCKXFWgVGTox6UYqMtEaOHOk6P84ZgaPg6LwYBfI2Dq8x2miNuLDAsCYFwoHVhjl1rCXlTU34JIU9Fhjt+ZYURnmkD+sM1yFbbECFedlAOeyuvAxWTtUNjL6xpLBglno0S4qVu8EUAiCf1C+CMkMJYuXC3A/BYARM/TBdw5oT6hplycJNrGWsJaLOuQ8kwoAywh2l+eMf/9iNyhlRs4CWNBIXlhIW5BIHaYX4ck/uxToJ1s+QTogMcePGdBBthjbGRmPk2Sw75AUFZgrNUBXr09KEWH1YnQAUNc8m5X/44Ye7NUBYtfy6JN/kn7UjEH2I4P/9v/9XDjroILeGiIXovtWLezGo4O0eyAXPsb2VZeQHAsE5gxT6Ayxa9A1Y2Hijjnrm2aMfoJ+AzDA9h19IJuTCwL1syo9+gOv0Kelpsvoi/5BbrC/cn+liiA2DHuqf61ZeAQF7C4Gk7ENYJ1ce7IFG/I6bURCKgk6AhZGMXJmftvlnRj8QBn/0BCACrEdg3QNhISIoFcgKo2RGXSgPrCiM7jiHWEAWGI1bRwgRYYEdI0XmsenwUFbMl6d3YAgjLUaEEBDuxRoXOkzfjE1aWTOB+Zn8MAeOQiMfBuvkvgl23+oGFs5SjtQhU2Ioe9akoNgsPxxRRIifRwgKZQghsIWTEAnKmlE3ApGgPhl985sFldQHI2iIi+2RAVGApEBa8Y9f2gAKizRxTnuBvLK4lzggMChiCAvrXmgr1DvtFqLMqByiS5uCzGDRI6/cx6xvIFPdZXL7rmFpQuwZRQxMi6CsySflDGnEspT+TJJ32jiDCp5J2j7+ITgMRnwQP+UIwaRemWZl52DK26yclDfPFQSH9WmQGZ5z4oY4IFjoeM4hEOx5Qh3ixmAHEmKgPfKaMiQHSxB9Dhbb8uqLI2+FMXhikTZrYghLekm3T2b47ZdXQMCeIpCU7wB+58fDjJiJFDfM86wv4eGHkLCQDoUCkUA5+WZ0YPEhKDfMzMw9Ex7Fw5d0GVUzMmYRHh0VFgwsG3R2jMxRJqzq5/7EQUfI5lD4RyBOKEfSyn0s3QjEhTlxSAgWIPzTmUF2LI8oNOJkJEe6mKrCXIzitLTjl+M3wfxXJ5BeLFQQPaa6sDIwLcJolnKycqUMzGSOm/2mjPFHOQKu0U6oIywYWMpYRMsonLqmzfAbcoKSpJxRPsTFkZEvCom00AawDNCuaF+8hkp7480PBGWMhcb8oYi5P2k1kDasBsRHWhhd06ZYs2J+/TqzOrQ8V7Tu9xcypc/SiDD9QvkxTQo5o11TppRtel4gdJQr0zLUB9M3PH+Uje+X3xBWnjXIK2XIoAMCABEElCXgnHqFZDCYoI4QrCi4QZggQbQ3SA7WF9yoY8A9eZ6pI+qMvoU+h2eU59/8cD+7J+ekmbSTNtowYbkHbduAf9opbS0g4NsikJTvADzsCJ2SdQLpSomHHMsInSGdCaTEwtGJ2CjWQFy40Vkg+MHNRuCMxCAh1gFxDX8WN+dcQ7gH4Einiz9TjsDvhMwvsPQRFwLwQxz4x41z7kcc5pffFsaPrzzYfaoLSCt5tHxyhHRYuVs5IAZ+U2YoI4Tf5o8yJA4fXKOcUSKQF5Qd9W3thjDUI2TC6g0hHurc3ABuFhfxEM7SxpFz2hR5MHfC8tvi9eMmDRw596+bVEX46SNf6WLpJk+UnblxjnBuoJyoC8rUwHVrA/g3lBef3S8d+PPrnf7CJ72AI/7MzeL16zwd5md398adOKxu/TwHBOwtBJJShcBDX16HkI5Mfjm3zm1PUZGwdu+97fdAxp7knzDUZ3qd7mlZWlzfFtx/d8orHfjb0zQfCCgv799ludTk+gioXggkJSAgICAgIKBKIpCUgICAgICAgCqJQFICAgICAgICqiQCSQkICAgICAiokggkJSAgICAgIKBKIpCUgICAgICAgCqJQFICAgICAgICqiQCSQkICAgICAiokggkJaBGwjbSKm+zNNtJ09+Vkw3MbKddH4S33TkrsskZ1/Fn90XS0+DD/FQU5r8yYfYW/Hvb/Tla2ZDPqgbSRb3arr6ZgLu1Cdth1QfnXPfzRxjOq2KeAwKqCwJJCaiRMMWJYklXLsCucTTFxbm/lbkf3sT3D3xFhdh9bat4u+5vLc5vrhOfhfHj/CaY/8qE2Vuw+1q6DVZWHBHLI8SA8+8SpIut5W2bf9KNG2nkaHniN+m1ugKWV64h/DbYNfxaHAEBAZVDICkBNQ6mMEyBIPy2c1M4vnv6dRt5m5LNpIBwM78oNsLjhn9zs7TYvTiivFGafpjKwOKsbLi9Db+8/PK0/PNNIogB175LUE6WPn6TRtJnRBJ3SzPCdQPuPmnJBPxb/AEBAZVDICkBNQ4ojXQFbooEpQlBQExJ4Y6YcjK/pngsLlNwuHE0f0Y2zI8pNnPHzRcLy28LY78rAvNfmTB7C6Tb8s+R8oSMGOnyy+a7SF86SEN6eqzs7JxrtAU+EsjHFalTA7+5Rr4sLsujgd/WXizOgICAiiGQlIAaBZQESsSUig/OKyIoHYTfBs6N4KC0fIXkH/GHssZPOglKV3Sm7Pz7VAT4N9mf4H6UAYqcvJkbQj7II5YIysgsKP51jvsT3I8y9usKWJoM/Cbd5AvChX8f5t/yh/CbPPmwevXjDggI2D0CSQmocfCVilk0MikPzrnmW1f4bUrI/KN8zB/K2Ve4HDlPV1g+zI8pTI7+792FzQTiM9nfoBwoH9JtSE+H5dd+Zwqzv+CXE0fSQFqMaPrp5Hd5dWFhCWP15tefXbe2FhAQUDEEkhJQY4Hy8JWJ/UZBQTiMdJhiQUzhpCOTAsNfugLGLVN4gLvFn0kqij0JszfBfSlHys/WnRgoj+zsbNm+fXuZO3nGPb389jcs3dQX6UE498uRNG/dulXWrVsnX3/9teTn55dd5+iLtSerU86J09pCQEDANyOQlIAaBZQFSigTcUCZmCLhOgqmIsikXC0eHyi05cuXy5w5c2TGjBkye/ZsWbJkiWzZsqXsXoQjPkuL/a4MLD/I/oalm/xYOeIG2Vu2bJm89tpr0rdvX+nfv7+88847smHDhjI/+xt+nXO0MrPfuPvXyM+aNWvk3XfflVGjRsnzzz8v48aNk8WLFzvi5cOP18rDJywBAQEVQyApATUKKAiUIkoT5WFAeZgSMXAdAvHRRx85ZTRy5EgZMWKEvPTSSzJmzBinqIYNGyZPP/20c3/llVfctaFDh8rAgQPl2WefdYp45cqV7n6bN2+Wl19+WR544AG54oor5IYbbpAOHTo4pceiTLunr9w4+mmqCMijyf4GaU4vR6wPX3zxhQwYMMDl+4QTTpBLLrlEHn/8cfnqq69c2XxXIJ2k18raB25m+aAs+b1ixQpX1/fee69cdNFF8o9//EN69uzpyKaB+MwCRzjyD4nBqhQQEFA5BJISUOOQrsD5jWLxrSsgNzfXEYjWrVs7hfSzn/1MfvSjH7njcccdJ8ccc4wcccQRctRRR8kvfvELp3z5jZ+DDz7Y+bnqqqvkiSeekNWrVzurwXPPPSdXX321nHnmmfK73/3OEZY33njDTX+kg7SYgqwI8IeizeSfeMgj4sPcMxGh9Hgyxe8redzTw7DYdNGiRTJo0CCn0I888kg58cQTXb4hcJRxOvw4+J2pHPhdXl4NXEu/bm6EtXjT4wZch2Qg/Dbs2LFDpk+f7tJP/f/whz90+YKsYmWxNgQxISxlQxls27bNHdPvExAQsHsEkhJQo4CS8JWquXGOUvHdmZ6ZP3++m5q466675E9/+pP85je/kQsuuEDOP/98R0wOOeQQp6h+/vOfu3MjH8jFF1/sRtzPPPOMm+bBKjNv3jw3TfDkk0/KkCFD5NVXX3XTBZlG2aQzXUkaLM3+NdxMsfp5A8RFfhB+mzsj/vQ3VkyBmx+DKW6uGQhHeOJJ94/CZooHy9I///lPR+4gKXXr1nVTXVgXWIzsxwe4jx+XlYP54xq/08Olg+uENb8Wh0l6vAbLp1+2PihDLGt33HGHq3Pkb3/7m7MMffnll2XhOFIG/ttMAQEBlUMgKQE1Cig4lAeKyVeEnKNQbATMOf5QvijTjRs3OkvIpk2bZO3atTJp0iR58MEHnfXkpz/9qSMljzzyiLz55ptueodFlevXr3dhCE+cxM+UD4SF6Y/PP//c/WaUjQJDmPYhLP6wMkAACI8f3IgTqwxCWhidk07ygjLEDUX58ccfy6effupG9yhV/PhK059iIW34ISzTFp988olLF/finqQJP1ZeVobpYu7kg/sQfvz48a5cIHdYnf74xz86gkZ+LC7yyX0oY45Ylbgn7hzxyzXKnTg5p54ISz1lZWW5MqdMSTf+sHiQDq5ThlaWRhQsLG4shCUM4T/77DNZunSpu5+RKO6VTsJWrVrlpvkuv/xyR76OPfZYufPOO2Xs2LGuHCkHwJH7WNlYuwoICKgYAkkJqFEw5WQKzBSPKRETriHlASXFepJTTjnFTe9gWeGc9SvlAaU3c+ZMN/XRsWNH6datm1vXAjFAGaOAIT9YboiLtQ4vvPCCTJgwwVlfmjRpItdcc42bQmK64amnnnILcCEkHPFDvPfdd5/cfPPNcvfdd0v79u3lxRdfdNYaiIjl3/KJwsdaNHr0aOnSpYuL95ZbbnFCPC1btnT3YdoL8mSAhJBmSJKVJwrfSB7uCxYscItk//KXvzhFDqGrVauWTJ482fkBHCFVpJG0IlheWPPDkXK4//77XX6wSnXu3NkRQfJMnt566y3p1auXs87cdtttLs1NmzZ164EgHEZM/PrGDZJHnvDHPerVq+fyfN1117l4mjdv7tYVMRVHPqgbSzPxkH/IXKNGjeSwww6T//qv/3JErF27djJ37lx3DwP3REgDZIdjQEBAxRBISkCNgxESUzZIuuIwZY5i4popddwBI3fWqhx99NHy/e9/X3772986BfX+++87SwBhff8ARccUD2sYTjrpJDn77LOlfv368t577zmFT5xYGZgaOeuss1ycEBKU5q233upG7eeee66cdtppcsYZZ7jFpyhWFD+EhN+sd8GduBndcx/CMRWBlcFAniBaLPTFIvTnP//ZxY2i/cMf/uCmqrB6QL44v/32213asTZARMgbCpeys7KxskIogylTpjglfuqpp7o1OsQPocCCZOWCFWPatGmOgJFmpk4uvfRSN72GZeLaa6+V3//+947gUNbkG7eHH37YhYG4sAD5r3/9qwvPmiAsNuSHe7EexrcaQRQ/+OADV86UGfkjTixhrDtiSo/7cc7xyiuvlMaNGzvSRP34bQVrDSTs+OOPl//4j/9w96aeWBzN1J7ByBFHa0sBAQEVQyApATUWKA6URjoR8QmGuSE+GIkzjYHy/T//5/84pda9e3dZuHChU14WxicpkAKsEpdddpkcfvjhbh0LxAJLCcqTvTdQnqxvOPTQQ52g2Fn70Lt3b/dWCQtvsRRwP+590EEHOUKDnz59+jhrCmtgIAf4Yb0MShsLA2TIwL14W4n7QyJQ1JAh4mCKBisDVhziQZHjBysOUxyQHcoIkD+/nACKnOkS1ttABFDepAPCxXQI5WPA38SJE50l4+STT3b54YjlpGvXrs7CQr6xsEC2iOsHP/iBW5RMOUJWSBNpxcqC1YbpN8oO4oKlxAgD1g0ICmXJNeLgXlhPsCLxevTbb7/tyrBhw4aOpFBHED3IEPlhKsfqlPgoa9YosTYJvxDExx57zNW1wcoqICCg8ggkJaBGAQUDIUF8AgE4R6FAWnziYiNgRuQ2KoekMMJGYX7ve99z1gYUPFMATKsAC2vAkgIxuPHGG51lgLdDsJowpQBJYT0GJARl/uMf/9gpPn4zMuca98bywKieV3n/3//7f86Kg2J+9NFH3bQRVg7WX0AyICaQIeJBEaNkSRvC9BAE5Fe/+pVT/MTRo0cPZ/1gsStKlv1cmJrCcsG0FlYWCBKWD9LrkxO/TCEplA/K/vrrr5ef/OQnLj8QKYiSkRnAdBPxQfhIC34hRUxbMQ1FXKSXaTKIAwuTITyUH9NAkApID2tH8N+mTRs577zz5H//93/dW0SQG9blAI6k6V//+pdbwItg+YAIkWcD95w1a5ab6oIkQnqIs23btq5MsHoB6gPSRR6xpmDpwT8WNSxOBmtnHE0CAgIqhkBSAmoUUJAoIUiIKUuUhilbBGJhxATBvyl/BP8oYZQRRON//ud/HElhNM5I3RS4xWFgTQdWASwShGM6BoXJq7goYkbpgwcPdhYDlDXkgekgFsAaUMYQCRQ+I3f83HTTTe4VWPYcMTA1AQnBovDf//3fjtRgVUBRQ5ZY1wGJQZFDZM455xxHmJjWMcHKQrjTTz/drbuAGODOOhry7+fNB+5ch3BBjiAMrNvBUgM58okbi17Jz0MPPeSmsSgXlD5kgkXHgPUtvPbL9A4EhnLDyoHlysgF9cY6FaZ4mC4ySxRTWTa9BImDSHKdPP/6179264JsMzZrDwBSCKlj2okpKMs702NGevDPWz6QTvyQdqxXECzW2fjw24N/n4CAgN0jkJSAGgcUhgkKA8JixAVFkn7dP0cAhICRNlMp//mf/+nWQ3DOCBylCnz/gDdIbLoHgoHigyhg9WB0zlslWDNYF8FCU6wGLOr0R/mkkdd3CYdShGRgUcAag5XFgJJkCgUrAFYMFL8RGcgSC3RZJEsaIBBMabAmg+kKCBfrUTi/8MILneJlfQzpbtCggVtky5SPWZX8PALKDIKBBQglTzohKhAW0mmWCECame6CTDBtxbRT7dq1nYXCSAqKnbUlTOdATiBMEAxIob/OBjKHRYk1P5QfRO+ee+5xxJF6xbpB+ZI36o38sUjZz4uBqRyIEeSJMsI/5BKCZguIyTfnxEMZM33EGhbW7jCdZrB2QD6sjQUEBFQMgaQE1DigMFAUKIxMxMQUCtYTBAKDmw9IQLNmzZyJn3UUKE9G0ChErB3A7mHAUoI1wzY1Q6lhEeFtFyw0WDiwpLD4lWtMfzB94VsLUJ4QISMprKlAwaPo/Q3hICNYYSApWA2wivC2DAoZf0yxEI7wTFVAIFjbwdtJWEGwFjDlQzxYZXCDZJEHrA5WJkbyKC8DbpAP1ppgzYFsQRqwEA0fPryMfADimjp1qns7B8IFWapTp44jM2axoByxdnTq1MlZfJjuYeqJRauUmYG0Q0JYb2JWJuLFwkJaIReQEqwx1JmVL+uI/LdxSD/3xmrC4l2sJJQRliCsK/b6NPVMfJQh65JIPwSLNT1YiIC1AWtXxJ3elgICAspHICkBNQ4VURhcQ8EgmfyhvFu0aOHIBtM9kBTWP2Dl8C0phDewSJQpEKZQIA6MzlkTwXQPSpLrEAUIAySFdSAQIZs6ID7IDASDBalMe7CgFUWMUvdfEYZYMD2Combag6kc2xWVOHitlukqLCT4QfljCWJdhw/yzsJT8gtRgeD4pI0jfnBDaRspwzKB8mdKBssMJIX1GhA5SANhAGQGiwVkhmklW6TKuhtbfAoBYq0PlhTSC/EiLqZujKQQH/GyKJb1NVg2EKxFTPcALDhYkFhsaxYkFr1ikWGtDOUCbKoHwoF1BzJInCzkZTM+24OFMoY4kWbWJWFNa9WqlVu3YnFZ+QQEBOwZAkkJCKgkUDxMLTCdwqie109RZhAKFniaggKmzAFWCN4GYaTP9AfTFlg4UJyEgQTwfRumDCAOjN5ZUOp/FwZFC6lhVI8fmzJiasW3KvCNGSwpLJolfbxSzKgfdwgFipZpJqaTUMDEhTJmKoTpIwgXChjygDUBhY3lAisORAXFi6CsTRH7VimOWG0gZbZmA2FdB4TKiJxZXGzqyTZF4ztINmUC4WHvEUgUZAryASFgPQlEAVidQFKYomJRMXuXEBdWGED6sAaxjoRpKxbDkm/WwmDdoj4hdqTl73//u/zyl790aWI6B4uLLRgmz6whovwoF+IgTZBPLGFYvvzpIyunQFYCAiqPQFICAioJFCIbhTGyZ/0I6yMgG/369ZMPP/ywbLoH+CSFETrKF8VGOMgBipeRN8oPawUkBiXJ+g/e7MFa4K+7gGBgBUFpsgAUxQjRYMrI35sDBc8iUkgHBIq1IUw1EZdZd5jKwsrAFAzWGNKEYsaiwZQIyp7wHLH4sN6De6OgAUqfvPrWIvJrJAUihOXBpmAgIEzTsL8MUzMobtJAnFhYIAZMCUGQIAA2fUWesaRQvryaTHo4Mn0F6QDck/Lj7SlIFhYSBGuRv4iVe2Jxgmzx5hJ1QVljmYGsMHXD9BTEhHU8kBnWmJAPS4/VP/kiHASFMuZekCnfkgYoJ/JpVqaAgICKI5CUgIAKAqXDaJgjCov1J5AOFpJiDWFxJ0TERs1mWTBgLWHxJpYQ1jswpcD0EBYWRt6sdUB5s6aB6Q52UyVO3O2+AOsDb8mgkLk/ChRSgiLED4LFhekPrBakD2sFipW1EsRl8ZFGyA3WBksXyh+LDlYBwvImEFMyWHRIC6SBPJJmxOJLzy+AfJFWyBjWD6xHkAfIFwSJ8KQVcvf666+7BbMQCKxKkCHLD4QHSwn5IE34pWwIy3WzDrH4mDUu+MG6ZNMz+CGNBqbXKDPKiHzz1hWWJvY4sW8qQZQoF8qH/ALuA9HDLySRqSem5Vjfw325F7Dy4L5WVoTlPCAgoOIIJCUgoIJA8aCETdnZuYmRExQRSokRtU8cylNQhLFwwOLzz1F4xI8bflGykB7uY+C6+cMPwD9upjANnGca3XMvrCOQGeL3wxgIY0TFQDhTxJYfA5YLyBI747JYlTUcvHrNmzFYQswvR0sr8RCf5dmAH9zJP0fOuTf+OQLCcI14uG5lxrn58YF/K0+IEf6AxW3358iaHsgP00i8iYTVxdYEQVDNn6Xf7k88xJuen4CAgN0jkJSAgEoCJZNJ0fjuKCkUnyltlBNKKj0cbpACBD8+fCW5OyULuM69KjqtYGlKj8/u5QM3/KW7+7D4LA2moAHurJfBMsQ6F6az+DYO00z+5nfp8BV7efmuCAhLHKTHL3/Lq+/mw/Jj+SBPWMLY/I21K0wVMeXHPi/kzy93KzMrN8RPR0BAQMUQSEpAQCWBkjHFaWIKjaMpP7sGfIXoXzPxlRd+THCzcL6gEFGaFo44ylPo+Med6wjX7V4+/PgBfvBvpMOPFz+ck2eL08L6aTZwztQPC3eZ2uHNHxQ+1gcjAhx9UgD8+5AOyJyf7/R74M51i4ew6aQJZEqn72bnli+AOxYmpql4G4ipOvJDmqyc/PRzTC9zuxYQEFAxBJISEFBBoKx2JyggU0ac+/CvcUSZobwsrClD+40AzjMRDyMdfjgEZDrnvibmDjg3RWr3QfzffjiOpB3FbErZ0uCDc+LgenkEx+Iuz80HbsRn6bL0IPw2sTgQu8b9/bL2w1ne0899WNwAf1w3omTgfpSHxQU4WnrNLSAgoHIIJCUgoIJAUaFwTGH5Ss1XRL5C4jfXzJ8pPH6jwPzrFod/bkKY9Gs+uGZx+4I/rllYU/RcAxzNjeuIhfOF8L5/yIfFY2J+gPkjrX7eDJYmhGv4N3c/PX6Y8uDH5Qtxcm+fEFq6OCJcQ+wcf0Zq7P6WD87TgTvTVZA2wts9zHrj58Gu2XlAQMA3I5CUgIAKwlcyCAoIJWUKO5PyMX8IYQ1+PPy265ncfNg9Ofrww6THYecW1pT0N8HC+HFkAnEh/vXy/OOGXyMhvlgYftt1P45M8aXD4kDsPn5ciP87XSyMlbG58TtTeiAikBTagAF/u5ti8uMICAjYPQJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiSCCQlICAgICAgoEoikJSAgICAgICAKolAUgICAgICAgKqJAJJCQgICAgICKiCEPn/XysY4KMg9+IAAAAASUVORK5CYII=)
What relationship between money (in$) and time (in M) does this graph show. Write a description of the given graph .
![](data:image/png;base64,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For any real numbers a and b, if a = b and b = c, then a = c.
What is the name of the given property?
For any real numbers a and b, if a = b and b = c, then a = c.
What is the name of the given property?
Jack’s Mother brings him a bowl of carrots as a snack. At first he does not eat any. Then he eats one at a time until half of the carrots are gone. Then he does not eat anymore. Sketch a graph that shows the number of carrots in the bowl over time ?
Jack’s Mother brings him a bowl of carrots as a snack. At first he does not eat any. Then he eats one at a time until half of the carrots are gone. Then he does not eat anymore. Sketch a graph that shows the number of carrots in the bowl over time ?
A baseball team scores the same number pf runs in each of the first four innings. After that the team did not score a run for the rest of the game which lasts 9 innings. Let X represents the innings of the game , and y represents total number of runs. Sketch the graph of the situation above. And How would the graph change if the innings in which the team scores runs changes ?
A baseball team scores the same number pf runs in each of the first four innings. After that the team did not score a run for the rest of the game which lasts 9 innings. Let X represents the innings of the game , and y represents total number of runs. Sketch the graph of the situation above. And How would the graph change if the innings in which the team scores runs changes ?
Does the relation { (-5,-3)(7,2)(3,8)(3,-8)(5,10)} represent a function ? Use the arrow diagram . Then explain your answer
Note: All functions are relations but all relations are not functions.
Does the relation { (-5,-3)(7,2)(3,8)(3,-8)(5,10)} represent a function ? Use the arrow diagram . Then explain your answer
Note: All functions are relations but all relations are not functions.
For any real numbers a and b, if a = b, then b = a.
What is the name of the given property?
For any real numbers a and b, if a = b, then b = a.
What is the name of the given property?
An air cannon launches a T- shirt upward toward basketball fans. It reaches a maximum height and then descends for a couple seconds until a fan grabs it. Sketch the graph that represents this situation .
An air cannon launches a T- shirt upward toward basketball fans. It reaches a maximum height and then descends for a couple seconds until a fan grabs it. Sketch the graph that represents this situation .
An airplane takes 15 minutes to reach its cruising altitude. The plane cruises at that altitude for 90 minutes , and then descend for 20 min before it lands. Sketch the graph of the height of the plane over the time
An airplane takes 15 minutes to reach its cruising altitude. The plane cruises at that altitude for 90 minutes , and then descend for 20 min before it lands. Sketch the graph of the height of the plane over the time
Find the GCF (GCD) of terms of the given polynomial.
![negative 18 y to the power of 4 plus 6 y cubed plus 24 y squared](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJQAAAATCAYAAAB2iSS0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAxVJREFUeNrtWVGEVFEYPsYYK1mSlfQwjKy11ookY6ws6WFlrUjWGskyMpLeekpPkaSH9LKyD0kvKytZo5ckK2tZK8lK9JCktx7GWmvE7f/5huM4986de865c+64Px9z7z33nu8/5//P/50zQmTXlgiB5xwDoEP4TLgkhsNkvz4RTmfdoSk4EmSI8wThpxguKxCahN0sO3GMsEU4lbGA4sH/K4bTDrNM/jWhKi29WbDjhGeEG0MYTBcIH21+cJxwDxohzI4QnhL2Ec3vsML0a3cJdaWWu7JzhDVCG5zfYvCS6o26I541JFlb0mpLMd67bGH8TkJ6VGw69JLQ6EFulfCAUCSUCA8J2waTo8K2NRBA47gexSRtJvzeKPxvOODKq8Mi4SiuJzHJixHvcNs9w7HjsdlAUDlT/nFrbAHZ5LLPpG15QnY80Bomk10mfIl4vkJYNuiDg6iFRBGDCKh9KYO6AfVLs4pd07x7B9mdVkCt9MjupHxn+gzUwFHwcol8H9FHHL9a2LWKQQUU66fb0jWL6sdKm+uERxrt9R2iNq2A+hZzGY/Dt1uSu7qxnFJAVVH2VCth5SpH9NGPXy5lR+RHp1HiOqj5f5Cxss1BBMt2H4LfNT81s1kfrBMOwHlHI3R94avaCPRpTfOMteutHn1Y8yuIgSQDwNnwCllfwr2zhB8INHlr/VW6HkObEYMJSeIP39/FwBZRnmvI0KaHfGXjM7o3Qn8iP61ZtYKQIw6bflnPqHUlcLo2S/ig3DuQfj9B3RYpZ3w75EjjDOG3h3y7VkEwhf0Nsq15FtaHS7+MB+CwD+G4iYGpICsKA5igVkS/HQ/5Cgjk59A6SVfAtPwyHoC9kKyZhJaS7QVhHiWynhI/1Zohu5wJzdmZD3xPQPMULfbh0i9jclcQVLOI9AJ+c+Tf1GxNV3ucobieoBI2DsvSJJ0Hp4se8t0w2MKH9eHSr0RiUrWrELodlDmesAVNuwW8Py8Ga2MoIXx+9g98ZzzlayLiw9r4Mg/Gxg5s5Xxzv2wZC+Jqzjf3y4ZNQQ/kfDPs13/blxS+BIFh6AAAAOd0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4MjIxMjs8L21vPjxtbj4xODwvbW4+PG1zdXA+PG1pPnk8L21pPjxtbj40PC9tbj48L21zdXA+PG1vPis8L21vPjxtbj42PC9tbj48bXN1cD48bWk+eTwvbWk+PG1uPjM8L21uPjwvbXN1cD48bW8+KzwvbW8+PG1uPjI0PC9tbj48bXN1cD48bWk+eTwvbWk+PG1uPjI8L21uPjwvbXN1cD48L21hdGg+UXLG+wAAAABJRU5ErkJggg==)
Find the GCF (GCD) of terms of the given polynomial.
![negative 18 y to the power of 4 plus 6 y cubed plus 24 y squared](data:image/png;base64,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)
A baker has already made 10 cakes . She can make the same number of cakes each hour , which she does for 5 hours. Sketch the graph of the relationship between the number of cakes made and time
A baker has already made 10 cakes . She can make the same number of cakes each hour , which she does for 5 hours. Sketch the graph of the relationship between the number of cakes made and time
How can you determine whether a relation is a function ?
Note:- Each value in the domain is also known as an input value, or independent variable. Each value in the range is also known as an output value, or dependent variable.
How can you determine whether a relation is a function ?
Note:- Each value in the domain is also known as an input value, or independent variable. Each value in the range is also known as an output value, or dependent variable.