Multiplikation

★☆☆[br]Beschreibe, wie Potenzen mit gleicher Basis multipliziert werden können.[br]Verwende für deine Antwort die Begriffe der Wortwolke.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAEsCAYAAAAfPc2WAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAHYcAAB2HAY/l8WUAAIrMSURBVHhe7N13eBRFA8fx7156L4RAEgiE3nuRXpWidKnSm4B0QWkCgogiIFUElA7SpAmCghRBkN57SSBAeiC93s77B9l77w5QwARS5vM898Dt7d1tbmdnfzs7O6sIIQSSJEmSJElSutGZT5AkSZIkSZL+GxmwJEmSJEmS0pkMWJIkSZIkSelMBixJkiRJkqR0JgOWJEmSJElSOpMBS5IkSZIkKZ3JgCVJkiRJkpTOZMCSJEmSJElKZzJgSZIkSZIkpTMZsCRJkiRJktKZDFiSJEmSJEnpTAYsSZIkSZKkdCYDliRJkiRJUjqTAUuSJEmSJCmdyYAlSZIkSZKUzmTAkiRJkiRJSmcyYEmSJEmSJKUzGbAkSZIkSZLSmSKEEOYTpezln1axoijmkyRJkiRJ+o9kwMpuhABFQVVVSAtQQghUVTX8C2BhYWH4VysCiqIY5pfBS5IkSZJenQxY2YDxKhRCoNfrCQ0NJSgoiNDQUMJCQgkOCSEhIZ74+AQURcHJyRF7O3u8vL3x8PDAx8cHL28vXF1dTQKWDFqSJEmS9PJkwMqitNUmhCApKYn7gYFcvXqNEyeOc/nSZSIiIkBRsLO1xdbODjdXV6xtbLC1tUWvTyUlJZW4uFiio2OIj4sjJSUFS0tLChQsyFtvvUXVqlUoXLgITs5OMmxJkiRJ0kuSASuLEUIghCA1JYXQsDCOHD7CH3/s4+aNmyQnJ1OsWDHKVyhP6dJl8Pb2xtXNFQcHB2xt7bCw0GFpaYmqqqiqSkpKComJiURHRxMREcGd23c4ffo0586dIzoqCt8CBWjcuBHvNGmCt7c3lpaWMmRJkiRJ0guQASuL0IKVqqpcuXyFnzdvZvfu3aiqSt369WjcqDEVK1Ukb968hlN82nu0vlXPYrz6tfckJCRw4cIF9u3bx+5dv5KamkqbNm3o8sEH5PfN/4+fJ0mSJEmSDFiZnrZ6UlNTOXv2LOvWruWvI39RoGBBWrZsScNGDfHw8MDa2hrMTuO9TAgyLgbGYS4sLIy9v//OhvUbiIqOpnPnznTq1BH3XLlk0JIkSZKk55ABKxMTQpCamkqAvz8//vgjh/88TKHChenWrRtVqlbBxcXlqf5R6RF4tCJh/G9ISAi/7PiF9T/9hIeHB8NGDKdatWpYWVmly3dKkiRJUnYiA1YmpLUgpSSnsG7dWpYuWYqjkxPDhw+nQcMG2NjYQDqHqucxD1u3b9/m21mz+euvvxgydAhdu3bFxsYWRZdxyyBJ2cWzqtuM3H4lSXpzZMDKZLRwde3aNWZ89TXXr12nY+dOdO/RHVdXV3hNwcqccdBKSEhg3dp1LF2yhAaNGjJ2zFhcXP/fmiZJ0tMHJwDJSUmkpKaSmpqKoihYW1tjbW2NTvfkpho6nQ4hx6GTpGxBBqzneNbPok17VsDRgpE2XUnrMG4+3z8RQpCUmMTuX39l4cKF5MqVi1GfjKZcuXLP7GP1uhnvMFJTUzl04CDTpk2jdOnSjP9sAl5eXm90+STpTdO2EVVVCQsN5V5gINevXePmzZsEB4cQHh5OamoqIm3AX0srS5ycnPHMnZtixYtTsmRJ/Ar5kTdvXsNgwHKbkqSsSQYsM8ZBSa/Xk5qaSnx8PBERETy4/4BHjyKJi4sjKiqK+Ph4QMHBwQFnZyccnZxwc3MjX758eHh4YGNjg6WlJZYWFoi0o9PnEUIQHx/Pou8WsXbNGt5v354BAwfg5uYGzwl1b4px0Dp//jyDPxpMxQoVmPT5ZDxyecjThVKOYrw93Lt7j2PHjrL/j/3cu3cPG1sbfH0LUKhQIQoU8MUjtycODvbY2dmRmJhESkoK4WFhBN4P5M7tO9y6dYu4uFjy5ctPs2ZNqVW7Nl5eXpBJtn1Jkl6cDFhmFWRCQgJ37tzh6tWrnDt7jsuXLnEvMJDEhATs7OxwdHLEztYOnU6HpZU18GRMKr1eT0JiIrExMSQmJuLk5EjBgn6UL1+eipUqUaJkCfLnz4+FhcVTYUlVVR4/fswXU6ey/4/9jJ8wgdZtWj9z3szC+De7evUqH/brT40aNZgydSq2draZbnklKb1p20BycjLH/z7Oxo0buXrlCgUKFqB+/fpUq1aNPHny4uTsZDi4etZ2YVwFx8bGEhISwtGjR9m3dx/BQUE0bNiQjp074efnB8/5DEmSMp8cG7CM/+yIiAiuXbvGwf0HOH78OFHR0djZ2lLQryDFixenSNGiFPAtgKurK9Y21lhaWqJTdIaWGu0+f6mpqSQlJRERHoF/gD83rl/n2tVr3H/wgNTUFHzz+9L47cbUqlUL3wIFsLa2RqiCh0EP+XzSZALu3mXCZxOoWbMmlpaWhuXLrBWqccg6eOAAn034jA+6dqVvv77y6kIpW9O294MHDrJkyWKio6Np/u67NG/enPz582NtbW1S/l9kWzCuk4SqkpiUxLWrV1m7dh2nT5+mdevW9OjZA1dX1xf6PEmS3qwcF7CEEJBWOT58+JDdu/ew9/ffCQwMxNfXl3r16lG1ejUKFCiAh4fHU/0g/u3nUoz6XgEkJSURHBzMrZu3OHDwAEf/OkpqSgpVq1Xl/ffb4+3jzdhPxxAbF8e0L6dRpkwZk1OJmb0i1f7W1NRU1q1bx7ezZjNr9mzqN6hv+O0kKbsQaV0ILl26xIyvvyY4KJhefXrTrFmzp4LPf9l2jQ9eUlJSuHTpEvPnzeNR5CPGfzaBKlWqoMhx6CQpU8tRAUsIgVAF9wLvsf6nn/h502ZsbG2fHHm+25zSpUubhALzysv8+fOYHIma/byPHj3i0KFDrP9pPZcvXcLRyQkXZ2fmzZ9P0WJF//FUQmal/Y0JCQlMGD+Ba1ev8sOyH2WndylbEUIQGxvLksWL2bRxE506dzZc3auV8/Qu78ZBKz4+no0bNrJi+XL69e9Hx06dZEuxJGViOSJgaX9iUFAQmzZuYtPGjbjnykW7du14p8k7z2ypSu9Ky7iiJK2vxfHjx9m3dy+9e/ehcJHCTy1DVqId2T988JBePXvSoEEDPh3zKTqjfmSSlNGMtzPzbVkro9q0lymXqqpy8+ZNxn46Bls7OyZOmkjRoq/vgEhbbr1ez+lTp/n0009o0aIFg4cMeep0pCRJmUO2D1hCCBITE/nryF8smD+f6OhounXvRrPmzcmdO/dT485kdEVlHrQ0r+v7M4rx37Vp02bmz53LwkXfUbZs2X+8elKS/gvzQJWUlER4eDihISHExMYSEx1DQkI8FhYWOLu44OjggKubG95e3jg6OcK/bHva5+/+dTeTJ03ig65d6de/H7a2/7+Q41nvyyhaSLx79y4D+n9Io8aNGT5iuGzJkqRMKFsHLFVViY6OZt7ceaxbu5ZWrVvx0UeDyZc/H/xLxZrRtB2C8c//JpYjPWmVf2xsLP379Sdv3jx8PWOGPMKW0pVxqAoLC+PkiRMcPXqUc+fOEXgvEEVRcM+VC1cXF6zSBvLUp6aSkppCXFw84eHhxMXG4uHhQenSpalVuzY1a9agoJ+fSYuUSLsf54rlK1iyeDHTv/qKuvXqvtGWZuO//cGDB3T7oCtdPviAPn36YGEp+zxKUmaSLQOWEAKhqgTcvcvnkycT4B/AqNGjadSoIbZ2dm80WGV3Wsjas2cPo0Z+zE8b1lOuXDn5W0v/mVBVVCGIjIzk112/sn3bNm7evEnRokWpWasmlSpVpkjRIuTNmxcrKyuTgxeMDmoURSEyMhJ/f38uXrjAn3/+yflz58mVKxdt2rShRauWeHt7o09NZd68efy661e+nTuXsmXLZIq6wzhkXblyhT69ejNz9ixq1679RpdLkiRT2S5gCSHQ6/VcuHCBcWPH4eriwphxYylXrhykVYyyEso4WnF69OgRvXv2olz58kz4bMJTpzC0nZ0k/RuRdtXvjevXWfbjMg4cOECZsmVp164ttWrXxt3dHUUBrSYzL1daa5Qx7UBAmzchIYG///6bTRs3ceL4cerWq4e9vT2nT51i4aJFFCrkl6nqDuOQtXXrVuZ+O4eNmzeRJ0+eTLOMkpTTZbuApepVzpw9w4jhIyherBifT51icjWbrHwynkg7tbJm9RpWrFjOipUryZcvn0lfLK3YmYcubZpcT5JWju7cvsO8uXM5fvw4rdu0oXPnzhQoWMAw33/Zto2DiiYwMJAVy1dw4cJ5vv56BoUKF8qUZdJ42T8e+TFWVpZ8OX26yRh6kiS9OdkmYGlHpDdu3GDIR4MpUrQIX8+YgYODw2u70kf6P1VVCQsL571332XI0CFUqliRR48eExoaSlJSItHR0VhZW2NnZ4e9nR0eHrlxdnbGM48n7u7uWFpamqwvue5yFiEEMdEx/Pjjj2xYv54WLVvSr38/PDw84D+Gqud5Vtgikwd+IZ6M6xccEkKbVq2Zt2A+VatWzbTLK0k5SbYKWOHh4QwcMBAHe3u+/mYGnp6eGVIRS//uSeuDYNjQoRw7ehQnZ+cntxeytMTOzg4hBIoCCIiLj0fV69GrKlaWlnjkftL5uErlKhQrUZy8efNib29v+Gy5LrMv7UDp2tWrTJw4CWtra8aPH0/JUiUhg4KVuSdl88lpxYz8nvSi/WZLlizh0MGDrF6zRrZiSVImkC0ClhCCuLg4vpgylZMnT7HguwUUL178tVTG0rNpxcrf359LFy/j7e2Fe65cODo6YGdnZzJffHw88XHxRERGEhQUxNXLlzl/4Tw3rt/AxtaWkiVL0LBhQ+o3aICHh8dT/bmk7EGk9Z/c/8d+vpo+nRYtW/Lhh/3lhSn/QgtYMTExNHn7HRZ+9x2VKleSv5UkvWHZJmDt2rmTT0Z/woKFC6nfoL6skN8w82Kl7QTM14s2XZumtRyItEvwjx8/zv4/9vP3sWMkJyfTqnVr2rRtY3JLIbmOsz4tXG3dspWFCxbw8ahRNGve7I0OiZCVaNvMt7O/5d7du3w7d84L/WYvMo8kSa8mywcsIQRBQUEM6P8hFSpWYPz48ViljbskK4/MwThY/Rvj4qj9Xxs88tDBQ/zyyy/cv3+fihUq0KNnT8qVL4e1tTXInUWWptfr2fnLTubOncPnU6ZQo0ZNLCxkgH5RWsAKDAzkvXffZeeuXaiqSkxMDAkJCcTFxmFnb4e1lRXOLi7Y29vj6upqaE02P/CRJOm/y9IBS1v0pUuW8tO6dSxbsZwCBQrIcJUNmActrWUrKiqKE8dPsGLFCgL8/Wn8dmN69+6DbwFfdDqdXO9ZkBCCkydOMmbMGMaOHUPDRo1k6+Qr0EJWh/YdiImOftL6pyhP+jyqKopOR3JyMvrUVADsHRwo5OdH5SpVKF+hPAUKFMDW1hbk7y5J6SLLB6zY2FhatWzJu+++y4iRI2W4yqa0Yqr9m5yczG979vDdd4uIevyYj0eN4r0W75ncwkTK/IQQBAcHM/DDAbRo2ZLuPbobOmjL9fhytG0j8F4gYeFheHp64uDgYLJNpKSkEB8fT0x0DA8fPuTixYucPXuW+/cDcXVxpVHjxjRu3IiCfplr3C9JyoqydMBSVZVfd+1i+pfT+WHZj4aO7bJSyL6Mi6teryc8PJzly5azdesWateuw6jRo8ibJw+KbM3K9ETaAKJfTf+KoKAgZs6a+dQpK+nlvGx1rq2D0NBQzp45w65dv3Lzxg0qValM165dKVu2rKxTJekVZdmAJdJu4vzpJ5+QmJjEt3O+xS7taiNZGWR/xi1aqampHDlyhNkzZ6MoChMnTaRixQpYWlmZv03KRIQQXLx4kRHDhjN/wQJKlCwht9/XzLj6F0KQmpLKHf87/Lz5Z/b+/htVqlRl0EcfUdCvoFw3kvSS/j+0dhYUExPDmdNnqFWrlgxXOYy2rhVFwcrKivr16/Pdou/I7enBR4MGsX//foTRFYpS5qPX61m3dh1169WlWPFicvt9A4y3I0VRsLK2olixYowZO4blK1Zia2tLt65dWb5sOQkJCXJ7kqSXkKUDVmhICGGhoZQrX978JSmH0HbIiqLgk8+H+QsW8M477zB50mR++eUXGbIyKSEEwUFBnD59irbt2skLFDIB46Cl0+ko6FeQSZ9P5tu5c/hlxw4GfjiAwMBAVFU1f6skSc+QZQOWEIJ79wKxs7cnf/588ug3B9PWu06nw87OjjHjxtKseXOmTf2C3377jdTUVBmyMhkhBCdPnsLDIzfFij1pvZIyB+O61NLSkipVqrBi1UoKFS5M967d+PvY33J7kqQXkGUDFkIQERGOh4cH1lZPxkGSci7jliwHBwdGfjySd5o0YdJnEzl9+rTcIWRCp06epGrVqnJk/kzKuEXLxcWFMWPHMOijj/h45Ej27N4jtylJ+hdZN2ChIAALS0uQdbNkduWZnZ0d48aPo0KFCnwxdSrBwcFyh5BJiLQLVPwDAihfvpwMV5mctn6sra1p9347pkydyueTJ7NnjwxZkvRPsnDASiMEiLR/pRzPuCXL2tqacRPGo6Awe+YskpOT5Q4hk0hKTCQ+Lg4Pj9xynWQBxqfhGzVuxJQvpvL5pMmcOHECIftkSdIzZd2ApYC9nR2PHz9Gr+pBHgVLaYx3Br6+vgwfMYL9+/fz22+/yZ15JiHS1pOF5ZN7DUqZn/HBS+PGjflo8GAmjBsvW4cl6TmyZMDSNmbfAgV4/PgxEeERCHm1mGTE+LRTzVq1aNqsGQvmzSc8LEyWk0xCpA0WLGUdxttV+w7tKV+hAtO/nE5yUpLcriTJTJYJWFqAUlUVvV5PaGgojx8/RlVVbt66KTdu6SlaB10bG2v69uvLo0eP2blzpywrmYCNjQ22tjZERkTIPlhZzP+3Kxs+/vhjrl+/zoGDB81nk6QcL1MHLONQlZKSQnBQEHt272Hc2HH0692HyZMmUaBAAXzz+xo2ekkyppWL/Pnz06Fje37Z8QsREU9aPKXXSwiBUJ9sz6mpqbi7u3P58hW5LrIgra7NkzcPvfr05selPxAdHS3XpSQZybQBS9tQU1JSOHniBFOnTKFtm7aM+fRTgoODafN+O75btIjtO3ZQslRJGa6kf2RhYcF7LVoQFBTEubNnzV+WMoh2kKTX64mMjOTgoYNMnjSZbh905dLFS3h7e5m/RcoitIOXpk2bkpySwrGjx8xnkaQcLdPdi1BbnEePHvHXkSOsW7uO27dvU7hIEZo0aUK9+vXw9PTE1tYWjDZy7f+S9Cwi7Z6FfXv3wSefD9OmTQPZ6plhjA+Qbt64wbZt2zhy+Ag6nY7adepQt25dipcojru7u2x9zuJUVeWHpUs5c+YM8+bPx9rKSl50JEmZKWBpR7rR0dEc3H+AdevW8eDBA2rUrEm7dm0pVbo0jo6OT4UpWTFLL0I7PbVkyRK2btnC9l92YGNjI8tPBhBCkJyczLmz51i5YgWXL1+mVu1atGrdmrJlyz51cCSEkOshCxOq4PqN6wwbMpRlK5bj7e0t16ckZZaApZ1COHPmDHPnzOXypUs0f/ddunbrStGiRbGweHIptwxV0qvSivmxo8cYOXIka9etxc/PD50u054lz3JEWn/JK5evsGTxYq5cuULL1q1o06YN+fI9uZ2VMfPnUtYkhCAhIYFOHTvxyaefUKtWLbluJelN98HSKuTw8HC+mfEN/fr0xdbWhmUrljP588mUKFECS0tLlLSbj8pTCdKr0lpK3HO5Y21pSUhwsPks0n8ghCAqKor58+YxZPBgfPL5sHL1KoYMGWISrrRtWG7H2YutrS358+cnwN/fcDAjSTndGwtYWqvVqZMnGTRgIH/88QcTPvuMWbNnU6FCBcP9yWRlLKUnezt7rG1tCQ+PMH9JegXaqf1Lly4x8MMBnDp5im/nzGH0J58YThXJg6PsTVuvnrlzExISav6yJOVYbyRgibRhF7Zt3cpHgz7C1c2NhQsX0u79djg7O5sc7UpSerK0ssTK0vLJ6P/Sf6K1QP+2Zw8jhg2nWvVqLFi4kPIVyqPT6QzBSsretJCts7BACDlwrCRpXnvAEqogJSWFxd9/zxdTv+D9Du2ZO28uRYoWMWmxkhWzlN6EEMTFxREfH4+To5P5y9JLEGlXZa7/aT0zvp7B0OHDGDxkCM4uTw6Q5PabsyiKQlhYGB4euc1fkqQc67UGLCEEsXGxzJw5k/U/rWfU6NEMHToUOzs7Q2djWTFLGUGkXakWGxNLSkoqefLmMZ9FekHa6f31P61n+bJlTPvyS5o3b46lpaVstcqhEhOTuHv3Ln6F/OT6l6Q0ry1gCSFIiI9n0XeL2LxpM2PHjaNDxw7Y2NiA2XhWkpRRrl69ipWVJb7588vy9h/s2bOHZct+ZNr0L6lWvRoWFhby98yhhBD4+98hISGeIkWKmL8sSTnWawlY2lUla9etY93atXw+dQpNmjYxXCEoK2bpdRBCcOjQIcqXL4+zi4v5y9ILEEJw8cIFZs+cyejRn1ClShXZapWDaXX7jh07KFu2LJ6enrIsSFKaDA9YWkfYP/btY8Wy5Qwa/BFNmjQxHPHKjVHKaFon3GvXrnHh/HmaNmsKcnDLlybSBgKeNm0ardu05Z0m78hwlYNp29X169f5bfceunbtiqWlpflskpRjZXjAAggMDOSLL76gbr16fPDBByZDMEhSRtJ2AolJSSxfvhxf3/xUf+steSuPVyCEYMP69SCgV+9eWS5cPX78mPj4ePPJz6SqKklJSeaT/5UQgvDwcFJSUkymJyQkmDz/J6/63a+T1nIVExPDlM+n0LRZU8qWK5elyoMkZbQMDVgibYTfBfPnY2Njy9BhTzq0IzuzS6+BthMA2L/vD3bu+IV+/fsb7n8nvTghBEEPH7Ju3U8MHznC5LZVWUXz5s2ZNWuW+eRn6tGjBwULFiQ1NdX8pX+UlJRE7ty5+fvvvw3TfvjhB1xcXDh37pzJvM/zqt/9umjbVWxsLOPGjsPe3o5BgwYZ7rghSdITGR6wjv/9N3/s+4NRo0bJ8/PSa6O1XAkhOHH8BF9Nn07nLp2pWauW+azSCxBCsOXnLRQvXpxq1aqZv5xlrVy5ks2bN5tPpkGDBrRv3z5dQkO5cuVo27YtXl5e5i89U3p+d0a5dPESHd5vT0J8PDNnzcLJaPxCSZKeyLCAJYQgPj6e5cuXU6t2LerWqyuHYpBeq+TkZI4dO8akSZOoWKkiw0eMwM7OTpa/lyTS+l7t2bOHLl26GH6/7PA7rlmzhhMnTphPpnfv3sybNy9d/sZq1aqxfv168uR5saFB0vO7M4qiKMTHx1PQz89wJbgkSaYyLGAhBKdPnebWzVt079EDKysr8zkkKUNop6a/nT2bwYM+onTpUnz++RSTuwRIL+fatWukpKRQuUpllAzoP3n9+nUGDhxIXFwc48ePp2HDhnTq1IlLly6hqioLFy6kSZMmNG3alLVr15q89+uvv2br1q0m0yIjI+nduzcPHz40ma65efMmPXv25MqVK+zevZuePXvSs2dPzp49C8D27duZPn26Yf7r16/Tu3dvkpKSmD9/Pk2bNqVZs2bMnj2bxMREo09+mvZe7ZTfrFmzDN9n/Dh9+jQ847tJ68M1b9483nvvPRo0aMCoUaOe+tt69+7N7du3WbhwIR07dmTSpEmG1x49esS0adNo1qwZjRs3ZtKkSTx+/Njwuvb7JyUlMW3aNBo3bkyzZs1YvHixyal2TekypVm+ciWnT5/m66++JjEh4ZnzSVJOliEBSwiBXlXZtnUrJUqUoFy5cpDFx7rS6/UsWrTI5LFq1SrOnDkjK5ZMKiEhgYSEBMqULoOjk6P5y9JLOP7331SqXBl7e3vzl9JFcHAwK1as4IMPPsDCwoI+ffoQHR1NixYt+Pjjj/nrr7/o0aMHpUuXpmvXrvz555+G9+7evdsQTjRa67lxiDDm6OhI9erVcXZ2xsvLi+rVq1O9enVcXV0BOHv2LLt27TLMHxwczPLly+natSsnT56kY8eOvPXWW0ybNo1OnToZffLTtPeq6pPbyBQvXtzwfdWrV8fBwYFVq1YZOsabf3dycjLvvPMOq1evpkOHDgwaNIjr169TvXp1IiL+f0/N5cuXM3LkSHbs2EGRIkUMpxgfPXrEW2+9xaFDh+jevTt9+vRh7969NGjQgOTkZEhbxpUrV9KjRw+Cg4Pp27cvNWrUYNiwYSxbtszwHRi1XBYsWIAFCxZw7uxZFi36PtP2GZOkN0ZkAFVVRVBQkKhapYrYuGGj0Ov1QlVV89mylKSkJAGISpUqiaZNm4qmTZuKOnXqCDs7O9GqVSuRmJho/pZ/deTIEfH111+bT5bSgaqqIjo6WsyfN1+8Va26WPz9YpGUlJTly+GbkJSUJD7s119s3LBRqKqaIb/hwYMHBSAWLVpkmBYaGioA8d5775nMW6lSJTF+/HjD83r16pk8F0KIwMBAAYjLly8bptWoUUNMmTLFZL7GjRuL0aNHm0wTQohJkyaJWrVqGZ5ryzdixAiT+Q4fPiwAcezYMSGEEAkJCQIQf/75p2Ee7b1JSUlG73wiLi5OlC1bVowcOdIwzfy7Fy9eLHLnzi2ioqIM05KTk0XhwoXF7NmzDdMA0bRp06fWz9ixY0WZMmVEcnKyYdrjx4+Fk5OT2LJlixBGy/jFF18YvVOIPn36iGbNmplM06iqKvR6vbhy5Yp4u3FjseXnLUKfqjefTZJyrAxrwTp16hSWFpZUqlzJ/OUs7bPPPmP37t3s3r2bP//8kwsXLnDo0CG+/fZb81n/1cGDB9myZYv5ZCmdODg40K9/P/oP+JDvFy1i3bp1pKSkyBbHl5SSkkJERAQ++Xwgg/tetWrVyvD/3LlzY2NjQ7t27Uzm8fb2Jjo62mTa69K3b1+T57Vr16Zw4cIcPHjQZPqLGjZsGA4ODk+dEjS2a9cu6tatS3JyMuHh4YSHhxMVFUXFihW5cOGCybwdO3Z8av3s3r2bxo0bExUVZXh/SkoKpUuXfur9H3zwgcnzIkWKEB4ebjJNo52RKF68OKNGj2bhggX4B/jL7UuS0qR7wNI2rvPnzlOgQAE8PDwggyvlN6lIkSI0bdqU33//3WT66dOn6d27N3Xr1qVFixYsXbrUcIoAoE+fPvz888/cuXPH0Adj3bp1htf/rc9EeHg4vXv35vHjxyxcuJCmTZvy9ttv89VXX5mMwdO/f/+n+nr07NmT2NhYwzynT5+mf//+NGjQgLZt27Jp0ybDa6T1CZkzZw4PHz5k8ODB1K9fn3bt2nHgwAGT+TITrfK3srKiS5cu9Ovfn2++nsGhg4fMZ5X+hV6vJyYmFltb2wzfebq7u5tPMtQhLyOjltPX19d8Et7e3oSEhJhP/lerV69my5YtrF+/Hmtra/OXDUJCQti6dSve3t4mj+3bt5vP+swrFYODg5k/f/5T7zc/rQqQN29ek+c6nc6k3jKnbWcNGjSgdp06zP12DkmJmXsML0l6XdI9YJHW/+HmzRsUKVo0S46X87IsLS3R6/WG57/++iu1a9dGCEHv3r2pWbMmEydOpFu3boZ5qlatSv78+Q19QapXr26ovF+kz0RsbCzLly/no48+4tixY/To0YNmzZrx9ddfM3XqVMP3VKlSxaS/x8OHD/nll18MV3Tu2LGDevXqkStXLoYNG0bt2rXp378/M2bMMHzG2bNnWb9+Pa1bt8bb25sBAwbg7OxM06ZNuXbtmmG+zMY4ZHXr3o0OHTvyzYwZXLx48R93GtLTXtcm/Ky6QiurLyMuLs58UrqIiYkxn0RcXByOji/Xx+/q1at89NFHLF++nAIFCpi/bMLZ2Zn+/fuTnJz81GP58uUm8z7rt3J2dmb69OlPvTc5OdmkIzzPef+LsLCwoP+H/bl27RrHTxzPsIArSVnJq21N/yI5KYmIiAjy54Ab6oaGhrJ3717q1KkDaaMwf/TRRwwfPpzly5fTs2dPxo4dy4EDB9i4cSP79u0DYMCAAVSrVg1PT08GDhzIwIEDqV27NgDffPMN1tbW7Nq1i86dO9O5c2d2797N7du3TTq/knYabM2aNXTu3JmRI0cyatQok9OO/fv3N3x+/fr1OX78OMuXL8fe3p7U1FQGDx7MhAkTmD59Oq1bt2bkyJHMnj2br776yqTT6vHjx5k9ezbjxo2jU6dOLFu2jIIFC7Jjxw7DPJmRFrIcHBwYNnwYHrlzPznKTkqSO4EXZGFhgaOjIwkJCZlye7a2tn7qlOHJkydNnj+PoigmB0f/Zv/+/SbPIyIiuHLlChUrVjSZ/k/i4uLo0KED/fv3p2XLluYvP6VixYr89ddfT5XX69evv9CI7xUqVODQoadbbi9duvRSf/vzaNtY3rx5eb99e1avXPWvV1ZKUk6QMQErJYXYmFgcHByeqhSyugULFtC7d2969+5Np06dKFOmDAULFuSTTz6BtEorICCAnj17mryvRIkSVK9enZ07d5pMf5b/0meicOHChIWFmUwjrVWxY8eO9OvXz1CpX7x4kcDAQBo0aGD4nvDwcEqXLs2jR4+4f/++4f2FChUyBEDSKtWCBQsSGhpqmJZZaaHA2dmZj0d9zOXLl9m4fgN6vT7blc+MYGVlRS6PXATeCzR/KVOoXLkyW7Zs4caNG5AWrr7//nvz2bC3t8ff39/kFLqXlxeHDx8mOjqagICAp4Y+MPfZZ59x8OBB9Ho9gYGB9OrVCx8fH5o1awZpv5W1tTUBAQFP3S5HM3z4cCwsLBg3bhyxsbGGx/Pm79OnD7du3WLkyJFERESQmprKoUOHqF+//gsd4AwaNIjdu3czY8YMYmJiSE5OZtu2bdSsWZNTp06Zz/5KtJDVslVLbt+5zc0bN+W2JeV4GRKwVFUlJSXllZubMzMXFxc8PT3x9PSkTJky/Pjjjxw+fBhnZ2dI6+8A4OPzpEOwMR8fn3+twHnJPhPmgxc+r8/E0KFDcXR05MsvvzRM05a1Tp06Jt9Tu3ZtrKysTD7H/Hv4h+/KrBRFoXz58nTu0pklS5aYBEjp+aysrChTpgwnT55EpI2On5mMGjWKggULUrx4cezt7enWrRvz5883n40PP/yQtWvXYmNjQ2RkJACjR4/m4cOHuLq6UrhwYXbv3m3+NhNLly6ld+/eWFtb4+vrS3BwMDt37jTcAszCwoKBAwfSvXt3qlevbv52AHbu3Mn58+fJlSsXTk5OhseaNWvMZwWgWLFi7Nixg3379uHh4YGNjQ3vvvsuH330Ee+//7757E+pV68ea9as4fvvv8fZ2RlbW1v69OnD7Nmzn7uMr8rT05OaNWvx2297Ml05kaTXzvyywv9KVVURGhoq3m7cWKxcuVKkpqaaz5IlacM0bN261fwlE3/99ZcARFBQkPlLonnz5qJXr16G51988YWoXr26yTxCCFGsWDExY8YM88km/P39BSCuX79uMn3Dhg3Cw8PDZNqqVauEu7u7CAgIMJl+5MgRAYjg4GCT6ebMLxvXNG3a9KnL1jMz7bLyB/cfiPr16otvZnwjUlJSnrqsXTKlqqo4c/qMaFi/gYiMjMy0v9f9+/eFv7+/0OufP1RARESE8Pf3N5mWnJwsbt68KcLDw02mGzMeakGv1wt/f/9nbuOawMBAERISYj75PwsODhY3btwQCQkJ5i/9K71eL+7fvy9u3bplMmRDetG2rwMHDojWrVqL2JgY81kkKUfJkCYmKysrnBydeBQRiU6ny1FHMmXKlMHW1pYjR46YTE9MTOTkyZMmR4zP6/+Rnn0mtM60K1aseKozbenSpbGxsXlqWVNTU7l8+bLJtOxCURQ883jSrVtX9uzezQPZivWvFBSKFC2Ci6srhw8fzpStWKS1EBcsWPAfW87d3d0pWLCgyTQrKyuKFClCrly5TKY/j06no2DBgk9dcWcsX758eHp6mk/+z/LkyUPRokWxtbU1f+lf6XQ6fHx8KFy4cIbcWUM7FV+mTBnCw8IIj4jIlOVEkl6X59dE/4GtrS1e3l7cun2b5OTkHLWROTs78+GHHzJy5EiOHDmCqqoEBQXRt29fbGxs6Nixo2FeHx8frl27xs2bN4mKiuLSpUuQjn0mEhIS6NChA507d6ZBgwYm/T1UVcXV1ZWuXbsyYsQIDh8+jKqqhIWFMWzYMDp27JilTv+9CK2fiE6no/m775GcnMzhw4efvJiDyuhLU55cTPH++++zasVKEtJui5KTtmvpxSiKgru7O3ny5uHWTdkPS8rZ0j1gKYqCtbU1ZcqW5ebNm8+9VUV2NmPGDN5//33eeecdrKys8Pb25vbt2+zbt89wKw6Adu3aUb58eYoVK4abm5thaIT06jPh7+/PpUuXWLJkiUlfDycnJ+7cuQPAvHnzaN68OU2bNsXKygpPT0+OHz/O1q1b/7ElIKsSQjxpxfLMTd169fhtz29POrubzyiZUBSFZs2boapqjhwct2DBgkyZMsVw+xnpn/n5+eHv729o1ZKknEgRGXCIoaoqFy5coHfPXny/eDFVqlYxtB7kJAkJCQQGBuLi4vLMTuKk7fADAwNRFIX8+fObvKa1fiUmJuLr65shzfqaxMREHjx4gL29/TMHK8xOtCJ/8MBBPpswgRWrVlKoUKFsGSjTk6qqHD58mImfTeS7Rd9RsmTJHLldS/9MVVVmfvMNoDD6k9GyfEg5VobsURRFoWTJkuTL58Nvv+0xfznHsLOzo1ixYs8NV6T9Vr6+vk+FK15Dnwljtra2FC5cONuHK9J+c1VVKVK0CHZ2dly6dEnuBF6ATqejVq1atGnTmrGfjiEyMlKeKpSeyc7OjvDw8GzXzUCSXkaGBCzSOo62aduOA/sPcO/ePVkRS5nKk9OEnhQoUIBzZ8/KexS+oCcjdn9I0WJFGTRwII8fP5bbtvQUIf7f6V2ScqoMCVjahvVOkyd9kH7evNlwJCMrYikzUNJuoVOkaFFuXL/x3EEeJVOKomBnZ8fkzz/H29ubXj16cvfuXVRVlUFLMoiPj8cjt4c87S7laBlW+nU6HV5eXnzQtStrVq/h+rXrhspXVsJSZiCEwM/Pj3v37smA9RIURcHR0ZHp07+i+ltv0b1rN/b+vtfQCiiDVs6lrffg4CDc3dzMX5akHCXDAhZpFfG7775LhQoVmDplCmGhYTJkSZmC1jnbI7cHcbFxpKSkyFMaL0FRFGztbBkzdgxjx43jy2nT+PSTT7kbcNdwCyIZtHImIQQB/gEULlxErn8pR8vwgOWey51PPv2Ee/fusWjRInmTXSlTsbG2IT4hnri4OFkuX5KSNqZYs+bNWL9xA3Z2tnTr2pVvZnxDQEAAqampMmjlMEIIQkPDCAsPp2jRovKgRcrRMjRgaYoVL87nUz7nlx07WPz9YhRFkRWvlClYWlmi1+vlKcL/QFEUvLy8mPbllyz6fhGhISH06N6DT0aN5sD+A4YbFKtmLVty289+FEXhwvnz+Hh74+rmKgOWlKNZTJ48ebL5xPSknYopULAgzs5OLFm8mLi4OCpUrIClpaVhA5QbovS6CSHw9/fn112/0rNXL1xcXGQ5fEXadu7p6UmTpk2pU7cOYWHhrF61ik0bN3HmzBkiIx+BAJQnv72FhYXc/rMRIQSqqrJgwQIqVChPrVq15HqVcrQMGWj0WYQQJCUlsW3rVmZ+M5N3mjRh8JDB5M2bV1ay0huhqip79+5l7Kdj+H3fXjw8PMxnkV6R1kKVnJzM9evXOXH8BCeOH+fevUB0OgV7e3ty5cpFlapV6dO3DzqdTm7/WZi2vu/dvUuPHj1YuvQHihaTpwilnO21BSzSNkK9Xs+Rw0eY+Nln5M6dm4mTJ1G6dGmTClZulFJG0462V69azYrly9n+yw6cnZ1l2Utn5tVLdHQ0ISEhhIeFs3//H5w/f4G169ZiZWUlf/ss7Mn2JJg58xsePnjAjG++wcbaBuQqlXKw19IHS6MoChYWFtSpW4dly5fj7u5O967dWTB/AWFhT64wNH9IUkZRFIWAgAAKFSqU4SPl51TaqUPt4ezsTNGiRXmrxlsUK1YcT8/cJl0FpKxHq6tv3bzJnt176NmrF9bW1jJcSTneaw1YGF15VLhIYb6eMYMRI0ewc+cv9O3Tl00bNxIaGiov85YynBCC+PgEbly/TslSJZ/sEKQMpwUtgLi4OCwsLM1nkbIQrY5OTExkzpw5NGrUkDJlysjALElvImBhVMm6ubvRvUd3lixdSvXq1fhmxjf06dWb5cuWERIcYhi40HiUaBm4pPQSFBREUFAQFSpWNOlwLb0eNjY2cnvOwrR1J4Rg3bp1BAcF0advXywtZWiWJN5UwNJorVl+fn6MGz+eTZs3U6t2LVauWEnz5s359JNP2LN7Dw8fPERVVcPtdrT/mwcvWVlLL0IIgaIoXLp0iVS9ntKlSpnPIr0Gjo6OxMbEyG03CzIOV/v372fN6jWMGTfW5KIlScrpXmsn93+iLUZqairBwcH8fexv9v7+O7du3SIlJYXCRYpQsUIFypQri4+PDy4uLjg6OmJraysv95ZemLYz1+v1DP5oMFaWVsydP1dexfaaCSE4c+YMEyd8xvoNG3B0cpS/fxZhHK7+/PNPJn82kWEjRtCyZQssZOuVJBlkmoClMd54U1NTuXfvHlevXOH48ROcP3+OsNAwrKyscHBwIFeuXDi7uNC8eTPefe89k/4dkvQsWsC6du0avXr2YvLnk2natKksN6+ZEIKHDx/Sp1dv5i9cQJEiReQ6yAKMD4R/2/MbX3/1FUOHDaVN27by1KAkmcl0AcuYEAKEgLSR31VVJSQ4BP8Af+4HBhIYGMiO7TsoVaY08+bNw9raWlbS0nNpRT0lJYUvv5jGhQsXWPLDUnLlyiXLzWsmhCApMYl+/frSpk1bWrdpjU73RnssZAtCCBTlSbWpSY+ybXzgGx8fz8IFC/l11y7GT5hAw0YNZbiSpGfI1DWaoigoaaduFEXB0tISL28vatasSceOHRkwcCAFChSgYIGC8jJ76YUIIbh+/QZbt22jY6dOuLu5pcsOSHo5iqJgbWNNrVq12bdvn+HKYem/E4KnrsR+1d/W+P2qqnLyxEk+6PIB586d5YdlP9K4cSMZriTpOTJ1wDKm7QR1Ot2TI11FQVVV4uPjsbe3N59dkkxoO5i42Di+X7SI4sWK8fY7b6PIVpM3RlEUGr/dmOvXrhHgH/DKIUB6QgtC58+f561q1flmxgyCg4NNAtK/hS3zQCWEQKgq586dY+CAgQwbOpTWrVvx44/LKFKkCDoLC/OPkCQpTZbeu+j1epKSk1F0sgVCej5th6KqKjt37uTY0aOM/Phj3GTr1RulKAoFCxakXPlybNq0CYzWlfRytN9NCMFnEz6j+bvNuXv3Lu+8/Q79+/Zj9+7dPH70+KkApdfr0ev1Jldpa6/fv3+flStX0rJFS/r27kOpkiXZ+esuevTsiZ29ndx2JOlfZOo+WP9ECEF0dDR9evemTp26DBk6xHAqUZI0xuHq8uXLDB70Ea1at2L48OHo5NhXb5wQgvPnzjF0yFCW/vD/+9fJ9fJytFC0YvkK1v/0E7/s2omVlRVBQUH8suMXdu3aSYB/APnz56dU6dIUL1Gc3B4e5MrlgaWVJQkJCURGRvLgwQOuXrnKlStXiIyIoErVqrRt25ZGjRsZzhTIdSNJLyZLB6y4uDgGDRxI0aLFGD9hvKyYJRPGR/X3799n0MBBeHl58fWMr2XrVSaiT01l6tSphIaGMXPWTOzsZOvIy9DC1c2bN+nQvgOrV6+ibLlyKGkXB2nzhIeFc/nyJa5dvcYdf3+Cg4OJjopCFSoWOgs8cnuQJ08eipcoQcmSJSlVqpTJupDrRJJeTpYOWCnJyYwfP4GoqCjmzX9yFaG8EknCLFwFBwczYvhwHj+OYtH3iyhYsKAsJ5mIEILQ0FB69ejJB1270qlzJzku2QvSwlVUVDTdunalWbNmDBw08Jnl27iq/6dqXwtm8oBVkv6bp7fCLEJRFKysrSlevBgP7t8nKirKfBYpB9J2ONr/g4KCGDFsBFGPo5g7d64MV5mQoih45vZk3PhxLFm8hL//Pm7oYC09n/b7pKSkMHnSJLy9venXv99zQ5EWmJS0O2g876G9/rzPkSTpxWTpPY0QgtJlyhAZGUloaKhhmiSlpKRw8sRJPuzXH72qZ+asmRQrXkyGq0xK0SnUql2b/h/25/NJk7h27fobD1laWFdVldTU1De+PMa05UhOTmbWzJncvRvAF9O+wMrKSgYjScoksvTeRlEUSpcujaWVJWdOn8k0lZ/0xJP18f+rljJy/Rh/R1xcHOvWrmP4sGF4+/gwc9ZMSpUuLcNVFtCxY0datGzJxyNHcvny5RcaWiAjCSE4fvw407/8kkePHr3RZdFo35+UlMSC+Qv466+jzJkzh9y5c8twJUmZiMXkyZMnm0/MSqytrbl25SqXLl/mvRbvyabtTEjbSWp9OzT/dT1pn6X9q9fruXrlKpMmTmTLz1vo0bMHn038DHd3dxmusgBFUVB0CpUqVSQxMYFZ38zE19eXAgULmMyT0YzL1YULFxj76RjuB97n3NlzVK1WDQcHB3hNy2JOC3gJCQl8O/tb/jpyhG+/nU2hwoXfyPJIkvR8WXqvo/UnaP7uu9y6eYsrl6+APE2YKWg7gpCQEAZ8OIBPRo3mwoULJCYmGtbPy7ZOGO/4jN+bnJzM+fMXmDxpMn379kVVVRYvXcKHAwbICx+yGEVRsLSyom+/fgwZOoQpn3/O4u8XExcX91Jl5b9S00YtHz1qNG3btWPNurVYWVszZPAQbt269dJl978y/q7g4GDGjR3L+fPn+XbuHIoUfTK0hSRJmUuWb8ECcHVz5eDBg4SHhVGnTl10Fk92qLLSeTOMg9CyH39k3969xMfH8/PmzZw7dx4BuLq6YGFhgaWl5QvvpLRgRVrfk4iICI4cPsL8ufNYvmwZCQmJDBkymAEDB1KoUCEs5DhXWZJ24FSiZEkqVKjA6tWr2P3rbvwK+ZEnTx6T+dKTFmKSkpLYuHET38z4mq7dutGzR0+cnJyoU7cOgYH3mDd3Hh65clGocCFDeE/vZTGmbR96vZ5TJ08xbuw4XF3dmPrFVHx9fTP0uyVJenVZdpgGY6qqsnnTZqZ8/jmbNm+meInihkpaev20HdWN6zfo0qULQ4YMpmOnThz+8zDbt2/n8J9/Ym9vT8VKlahRowYlS5akoF9BXF1dn3tfM71eT1RUFAEBAVy7do0Tx49z+tRpomNiqPHWW7Rp25Z69ethZ2cHGbzDk14foapERUezatUqft60mdq1a9O9Zw+KFCliWMf/dVs3DjBXr15l0XeLCAwMZNSoUdSqXcsQ1IUQpKamsnfvXmbNnEWVKlUYPGQwPj4+JsuSXoxbrcLDw1m1chW//vorH3zQhc5dusjxwiQpk8sWAUsIQXh4OAM/HICXtxfTv/rqjfaTyMm04vT48WOGDhmChc6CWbNn4+7uhgASExMJCQnh2NGj/P3339y+dZuIiAhQFNzd3XBxccHNzR1nZ2dQntw7MDIigujoaMLCw0EI3Nzc8PPz462aNahVsyZe3t7Y2tpmyE5OevO0MnXz5k2W/fgjx/8+TuUqVWjXrh1ly5XD3v5JqMYobIm0Pn/mtM/S/lUUhZSUFK5dvcbGjRs5+tdfNGrciF69e+Pl5WWYx/z9gffuMXfuPM6cPk3nLp1p3aYNHh4ehvmf9d0vwrg6Fml3q/htz2+sXrWKvF5eDBs2jFKlS8m+ppKUBWSLgEVaK9bBgwf5ZNRoxn82gZYtW8pK6DXTjrhTU1NZsmQJy374kR+XL6NChQqG9WC8g0tJSSEyMpKIiAge3H9AUNBDQkPDCAsNJVWfCmk3986dOze5c+fGy9ubfPny4ZHLg1weuUwuSZfrOfsTQqBPTeXW7dts27aNw4f+xMLCgho1a1Grdk2KFi2Kh0duLNK6CPCccAQQHx/P3YC7nDx5kr179xISEkzNmjXp1LkzxYoV+9fTy1r5PX3qFEuXLOVe4D3effdd3nuvBX6F/J46dfi8z3pW4BNC5X7gA/bu/Z1tW7dhZ2dH9x7dadCwIfb29s/9LEmSMpdsE7BEWv+caVO/4MDBg/zw4w/4+fn9awUnpQ+tGKmqyqFDhxg7ZgyDBw+hc5fOz91ZCSFAAGkv/VtRNHxG2nue9ZlS9qcF+ciICC5evMj+/fu5dPESjx8/xtXNDV9f3ydBPLcHLs4uoICqVwkJDSE8LJy7d+8SeO8eKAqFCxeiQYOG1K5dmzx582BhYQEvWF9o5TUxMZFzZ8/x008/cfHCBfL75qdBg4ZUqVKFgn4FDa3pGvODDdKGXLh79y7nz51n//4/uHb1GkWLFeX999tTs1ZNHB0dUf5Dy5gkSa9ftglYpO3cQ0NDGTZ0GFZWVsybPw9XV1cZsjKY8VF4QEAAfXv3oWq1qkz9Qg58KGUc41AfFxfHo8hI7vj7c+f2bUJCQggODiElJcWQyJ2dnMiTNw++vr4ULVYMHx8fnJ2dsbS0/E/hRVuO1NRUgoODOXL4CIf//JMbN2+SmpKCTz4f8uf3NbTE2trakpKSTGhoGJGRkdwNCOD+/fsIIfDz86N2ndrUq18fHx8fbGxsQNZdkpQlZauARVpld/78eUYOH0GVqlUZN24czi7OmTpkGa8CYdR3JDMu67Noy3/v3j2GDx2Go6MjX834Gm8vbxRd1vgbpCxOgEgb1Ja0bUev15tsW9qtYIy3MW3e9CKMTpPHxcURFBTEndu3uXcvkIjwcCIiIlCFioKCm7sbuT1y45PPh0KFC5MvXz4cHBywtrY2fF56LpskSa9XtgxYqqpy9OhRhg0dStu27Rg+YgT29pn3rvBapRwbG0tSUpLJwJiZbVnNacUnOOjJ2DwhISHMnT+PIoULo8jxp6QcTtu2lbSO99owI6QFPm36f2lBkyQpc8p2e0Al7UalNWvU4KuvvuaXHTv4avp0YmJiDGEgM2VKrQKOjo5m5IiRdO3yATeu3zBUxJlpWY1pyy3SruAcN24cDx8+ZPacb59cQi/DlSQZ6iPtX0tLS8PDeLoMV5KU/WTLvaCiKOgsLGjYsCFfTJvG0b/+YtTHowgICMg0Ics4oMTExPDF1C+4euUKzs7OfPrpJ5w5fcZkvszE+Df0v+PP0MFDeRQZydczZlC8+JMxyCRJkiQpJ8uWAYu0kGVhaUHDRg2ZOWsmDx8+ZNiQoRz96ygpKSkmAed1075TVVWioqKY+NlnnDh+nC+mfcF3ixbh4+3DqFEfs3///je+rMaMlyE1NZWTJ08yZMgQEhMT+PKr6ZSvUN78LZIkSZKUI2WLW+U8j9avwcvLi4aNGnLh/HkWLVpEUnISJUqUwNbW9qn5M5Jxyw/AjRs3GfXxKC5fvsz0r6ZTr3597B3sqVW7Ng8ePOSbr2dgZWVFqVKlnroaL6OX1ZzxsquqyqZNm/hswmcUL16MmbNm4efnB29guSRJkiQpM8p2ndyfR6gqsXFx7Ni+naVLluLs4kK/fv2oV7+eYYwZY+bP/wvzYBUbG8uvv/7Kku8XkydvXiZ8NoHixYsbbhMj0jq8b9u2jaVLllC0SFFGjBxJiZIlTPprKADpuJzmjIuG1np169Ytvl+0iCOHj9Cte3e69+iOi7OLvFpQkiRJkozkmIBFWkjQ6/XcDbjLD0uXcujQIQoVKkTX7t2oWrWqYcwsQ4D5j+HFPKDEx8dz9uxZflz6A9euXaNN2zb06dsXd3d3k+/V5hdCcOrkSebOmUfA3QA6d+lMu3bt8PT0TNflfB5tGYQQREVFsWPHDtasWo2joyPDhw+nZu1aT7WsSZIkSZKUwwIWRqFHr9dz7tw5Vq1cxb69eylcuDCtWrfmnSbv4OPtbbgKTjzjEurnBQrts7VQos2XkJDAsaPH+Omnnzj+999Uq16NQR99RIUKFZ47yjlGnxMbG8umDRtZsmQJrq6u9OjZk/davIejo6Nh3meN7/OyjJeftL8zPj6e33/7neXLlnH33j169epFj549cHVxlaOpS5IkSdJz5LiApdHCS1JSErdu3WLrli0cOXyER48eUbZsOerUrUP58uXxyeeDu7u74RYaLyI5OZmw0DD8A/w5cvgwhw79yaNHkVSqVJkOHdrzVo0ahpsTv0hAEWktb/cDA1mzeg27d+/GycmJ1m3a0LBRQ/z8/AxBzTxkPe/zjVe7caDSvuve3XscPnKYLZt/Jiw8jHr16tOjR3cKFykiW60kSZIk6V/k2ICl0YKWqqoEBQVx8cJFDuz/gwsXLpKQkIC9vT358uWnoF9BfH198cjtgZubG3Z2dobPiIuL49GjR4SGhHL37l3u3LlD0MOHJKck4+npSd269ajfoD6FCxfG3t4e/iH4PI+2mlJTUrjj78+O7TvYu/d3khKTKFW6NPXr16dCxQrkzp0bR0dHLC0tTcKW8fcZt1QpaSNex8TE8igyknPnz3Ho4CEuXrgACjRs0JBWrVtRvEQJQ7B62WWXJEmSpJwmxwcsjfHPoKoq0dHR+N/x58aNG1y7do1bN2/y4MFDoqIfk5CQiM4ssNjb2+Pi6oJvfl+KlyhO2bJlKVy4CAUKFsDGxuaZQedVGIejsLAwTp06xe97fuPosWOkpqSQ39eXEiVKUKJEcfLn98XbxxsHBwecnZ3R6SxQVT3R0dHEx8cTFBTEvbv3uH79OteuXSPw3j30qkqNGm/RpGlTqlevTp48edJt2SVJkiQpp5AB6xmMQwxp/bVUvYpe1ZOYmGgyKjxp/Z+cHJ2wsbXBwsLC8NBaiDIqmGitb6mpqURHR3PxwkXOnjnD1atXefjwIRERESQlJaHX67G2sUan6FBVlaSkZKysLLG2tsHd3Q0vb29KlChBxYoVKV+hPC7OzljK1ipJkiRJemUyYL2AV/mJXmcwMQ+EiYmJxMXGEhsXR1JiIo8ePSYhIR4BKCjY2trg7u6Oja0tDg4OODg4GE55ytYqSZIkSfrvZMDKhp61So2naS1T5tMkSZIkSUofMmBJkiRJkiSlMxmwJEmSJOk10PrN8owru591FiGj+/FKGUsGLEmSJEnKAMa7V5E2HFBYWBihoaE8fvSIoIdBxMbFER0djRACW1tbHBzs8fTMg3sud/LkyYOnpyd2dnYmIUsGrqxBBixJkiRJSifaLlWkXeEd9DCI69evcfz4cS5dvERkZCSqqmJra4uNrQ2urm5YWFhgbWVFQmIiSUlJxERHk5CYgKoK7O3sKFGiBDVq1qRCxQrky5cPS0tL2bKVBciAJUmSJEn/kbYrVVWV8LBwTpw4we+//861q1fRq3pKlihJhQoVKFmqFJ55PHF1dcXOzg4bGxt0Oh06nY7UVD16vZ6kxESioqOJjIzg5s2bnDp5ivPnzpGSmkLJkiVp3bo1VapUxdXNFWSLVqYlA5YkSZIkvSoBgietVffv32fL5p/5/fffSUhIoG69ujRu/Daly5TGw8PD0KfqWf2wjD1rtxwdHc3ly5fZ+ctODh08iI+PD527dOGdJu9gb28vW7QyIRmwJEmSJOkViLRO6w8fPmT5smX8vPlnChYsSPcePajfoD6urk9amDALUy8ahMz7cClP8hzBwcFs2riJNatX4+vry9jx46hQoYLhnrRS5iADliRJkiS9BG23GRsby/qffmLJ4iUU9PNj4KCB1KlTBwsLCzAKUukVeoz7dwkhCA4O5rsFC9m+fTs9evZgwMCBODg4oNPpzN8qvQEyYEmSJEnSCxJCoNfrOXXyJF999TWJCQn07dePJk2b4ODgkO6h6lmMg1ZKSgrH/z7Ol9OmkSdvHiZ89hmFCxeWISsTkAFLkiRJyvKetSszDjn/9vqLEEIQ9TiKVatWsnbtWpo1a07fvn3x8vYyBJqX/cz/QmvJAggICODr6V8RGBjIF9OmUaFiBRmy3jAZsCRJkqQsx7gVR5OcnEx8fDzJycno9XpSUlJQ9SqKTsHKygoLCwusrKyws7PD1tb2qdam54Uj7Tvu3LnD19O/wj8ggI8/Hkmjxo1N+j097/0Zyfh3iIqKYuY33/D3sb/5ZtZMKlSQIetNkgFLkiRJyhKMw0RycjKxsbHcu3ePK1eucOvmTe7dC+RRZCTx8fGkJCcTn5j4JGApYGtri7W1NXZ2dri4uuLt5UXRYsUoXboUhYsUwcnJCRsbGxSzq/G0VqKLFy4wYfwE3Nzd+XzK5/j6+r6RVqtnMd6NJyQk8NX0rziwfz9Lf/iBYsWLyZD1hsiAJUmSJGVq2m5Kr9cTHBzMwQMH+fPQIS5cuEBcfDz58+enePFiFCtWDJ98+XB3z4WDgz2WFpZYWlmi1+tJTU0lKTGRR48fExwczLVr17hx7Tr+/v5YWFhQtmxZ6tWvT+O3G5M3b150Oh2KoqCqKieOH2fkyI+pX78+Y8aOwcnJ6Y22Wj2LefgcOWIkAf7+rFy9Cg8Pj0yznDmJDFiSJElSpiSEACGIiYnh8JEjbN60mRMnTpA/Xz5q16lDrVq1KFO2DK6urugUHYpOh6KY9k1SjMad0p5rwUlVVeJi47h85TJ/HT7CgYMHuB94n5o1a9K+Ywdq1KjB0b/+YuSIkfTp15d+/fpjZ/f0qcXMwjhkxcbG0q1rN4oWLcKUKVOxsze93Y6U8WTAkiRJkjKVJ8EKwsLD+GXHDjas34CqqtRrUJ93332XwoULmwxHYBwcXiREGO/2jMNYXFwc165dY/vWbRw6dAgXFxdCw0Lp3bsPPXv1fOYpxMxI+5uuXb1G3759GDp0KB07dcr0y53dyIAlSZIkZQra7igqKoo9u3ezfNlybGxsaPf++zRq3Mhw6o4X6Jj+MswDV2pqKgEBAWzbupVcuXLRtVs3rKysskS40mgha8XyFWxYv55F3y/Cr1ChLLP82YEMWJL0gow3FVlJSVL60oLNxYsXmTtnDncD7tKte3datGzxzD5E5s/Tg3nQ0qRnmHtdhHZ6NTaWgQMGUqRIYT6bOFGO9v4ayUsLJMmMEMLQP0M7CjSveI0fxvNKkvTyhBAkJSWxZvVqhgweQq5cuVi5ehW9evcyCVdaC1JGBQTjzzf/roz6zoyiKAooCo6OjvTt15d9e/dx/do189mkDCRbsKQcT9sERNqNWOPi4oiMjCQyIoLo6BiCg4NISEgkOjoaIVSsra1xdHTExdWV3Llz4+riioeHB65uroYrjzRZrVKWpNdNVVUSEhKY+vkUDh48yCeffkqLFu9hYWmZZcNNZqHVbQkJCQz5aDA++XyY/PnnctiG10QGLClHMm6ViomJITQ0lAvnL3DmzGlu37rNo0ePiE9IQKcoWFpa4uDoiIVOh5WVNUlJiaTq9cTGxiKEQKdTcHJ0Il/+/FSsVJFqVaviW6AALi4uTx0FS5L0f0IVRD6KZMSw4QQHBzNz1kzKlC0rg1U60uq6/fv3M+bTMezZs5tcaa2Cz9r9y988/ciAJeUohmAlBAF377Jv717279/PlctXsLKypmzZMlSsWJHiJUuQN09ePHJ74OjoiK2tHTrdk7CVnJyCqqrEx8USFR1NcHAw/v7+nD1zltOnThEaGkqxYsVo2KghLVu1wtfXF0AeNUqSESEEYWFhfDzyY+JiY/l27hzy5cv3VCd26b/R6rxHjx7RvVt3OnfuROcuXVCMhqpITEzE2toanU6HpaWl4b2yNf6/kQFLyhG0SiY2NpZTJ08axtNxc3PjrRpvUa9efSpUrICDgwNWVlbodDrD0Z350bTxJiPSTisCpKSkkJSUxNUrV/njjz84sH8/j6OieLtxYzp26kSZsmVki5YkpW03MTExTBg/gXv37rHo+0XkyZPnqW1NSh8ira/onG/nsHfv79SpXYcHDx4QHBJCcnISSYlJWFlbYaGzwNnZGc88nuTPn5+ixYpRyM8PL29vXF1d4Rn1ofR8MmBJ2ZoWrKKjovjzzz9Zt+4n7t69S9myZWnZsiWVKlcid+7chitrjEPVy1Qg2vdoVFUlLDSMo8eOsmnDRu4FBvJ248Z0694Nv0KFnuqrJUk5hRCClJQUFi5cyK87dzFvwXyKFy8ud9wZTFVVbly/wfjx48mbNy9+Bf3InSc3bm7uKAAKpCSnEBoaSkhoKIH37nE/MJCkpCRcXFwoVboUdevVo1y5cnh6emJhYQFyff0jGbCk7EmA4MktI44dPcqSJUu4euUq7zRpQqfOnShVqhRWVlaG2bUWq/9aWZi3bpHWx+uPP/7g++8WodfrGTBwAC1atjQ0yUtSTiKE4NChQ4wfN56Jkybx9tuNZbh6DbT6KCUlxeQ04D+JiYnlwYP7XLlyhcOH/uTs2bNYW1tTs2ZN2r7fjuLFimNrNLK9ZEoGLCnbEUIgVMGDhw9YMH8+e3bvoWbNmgz8aBClSpdGZ9Y6lVGVg7Zpaf9GRkayZPESflq3jhYtWzB8xAg8PDxkyJJyDCEE0dHRdOvalarVqjF27FjZEvKa/NOuXvvttYNM87pLm/b48WNOHD/Bxg0bOHnyJNWrV6dnr55Uf+stLI2u+pSekAFLyla0Dpt7du9m4YKFODs58+GgAdSpUwc7u//fi+t1VgTGlVVycjKHDh1i1jczcc/lzsSJkyhRsoQMWVKOIIRgzZo1rFqxghUrV+Hl7YXykqfjpdfLOCIY12U3b95kxfIV/LZ7N1WqVWP4iOGUKlkKlNdbv2ZmMmBJGcL8yMe4mJlXqM96/Vn//zeqqhIRHsH8+fP59ddfad2mNb179SavV95X/sz0Yvz3qarKndt3+GzCBB5HRTFjxgxKlyltOJKXpOxICEFCQgIt3n2Pzl0606t3b9kXMQsyDlmpqancuHGDH5Ys5ciRI3T5oAs9evbE3d0d3lBdm5nIgCWlK6EKnvSY/P+GGBcXR0R4OJGPHhEXG0tiUhIx0TGoqh5LS0scnZyws7XD0dERj9weuLm5YWtrC9oGKgT8w1Gu9j03btxg3JixhIWHMXbcOJo0aQJGG/nz3v86GVdOERERfDL6E27dvMnC7xZSpmxZ2ZIlZVuqqvLHH3/w+aTJrN+4AW9v76cOtqSsw7guS0xM5PDhw8yZ/S2Ojk6MGz+WcuXKocvht+WRAUv6T4w3MiEEkRGR3L9/n2vXr3Hp4kVu3bpFcFAwqampWFhaYmm0wSk6HaqqoqCgCpXU1FRUvR47Ozvy+/pSokQJylcoT5HChfH28cHW9v+dKbV/te/966+/mDL5czxyezBp8mSKFClicnScmTbyZ4Ws8LAwZs2eTZGiT5ZbkrITkXbl4KeffIqFhQXTvpyGtbV1ptoupVej1WeqqhIWFsasmbM4dfIkHw3+yHAxT05dzzJgSa9ECzZ6vZ7IyEjOnz/PwQMHuXTxIhEREVjb2FDIz49ixYvj5+dH/vz5cXJ2ws7ODgsLC8OwCNpAdykpKcTHxxP1OAp//zvcvHmLGzeu8+DBQ6ytrMjvm586depQv34DfPL9P2zpU1PZ+/tevp4xgwoVKjB23Fhy584NzzgVmZkYh6zQ0FA+GvQRjo4OzF+wACcnp0y73JL0KkTauFfNmjbj0zGf8t5772Xq7VN6OcYxIjExkZ/W/cSSxUvo0bMHvfv0zrEhSwYs6aUI8WQUdFVVuXr1Ktu37+C3PXt49OgR5cqVo0GjhlSsUJHCRQrj7OxseJ9i1hfLuAXKeB5tPgC9Xk9ISAhXLl/h8OHDHDx4kKhHj6lZqybt3m9HzZo1+X3vXiZNnEiHDh0ZNnwYDg4OmbLV6lmMQ9bly5f5aOAgmjRpwsejR2FjY5Ppl1+SXpQQAv87/jRr2pTf9v6Or6+vbKnNhozrtH179zF+3Dg6d+nMkKFDc+RVhjJgSS9EKyZJSUmcOX2atWvXcurkKby8vWnatCmNGjXE29sHW7v/950y3phedMMyL46qqqIoCqmpqURFRXH87+Ns3baVC+fOkzdvXh4+fEj7Dh0Y9NEgHB0dn/rezM44TO7auYuxY8YwZ+4c3n7nnSz1d0jSP1FVlUOHDjH641EcOvwn9vb2snxnU8Yh68jhIwz+6CMGDhpEn759sLKyylHrXQYs6V+JtP4TV69e5ccffuTEiROULl2KDh06ULlKVdzcXJ8KU+m5EQmzqwwTExO5cP4CGzZsIF++fPT/sH+Warkyp/1tCQkJTJ40mVs3bzJ/4QJDJ2BJyupUvcruPbv5dtZsftm106Q/pZT9aHWaqqocOniQ4cOGM+nzybRu3TpHXTkqA5b0j1RVJTY2lh+W/sC6tWspVLgwgz4axFtvvYW1tTWYBZqM3HCMj4yMva7vzyjGf9fDh0F06dyZ9u3f56PBg9M9rErSm6AFrDmzv2XHzl9kwMohRFp3klUrV7Ji+QrmzZ9PufLlcsy6lyfBpWfSWo3OnjlLn1692bRpE0OGDOGHH36gbt26hk6L5o+MZP5dxt/5Or4/oxj/Dd7eXnTt1pWNGzYSGBj4VJiUpKxKp+hISk6WZTqHURSFTp07U6FiRWbO/IbHjx/nmDIgA5b0FJE24vjWLVsYPWoUzi7OLF++nC5dP8DR6Uk/J62Z902EGvOA9SaWIb0Z/w3vvvsuTk5ObP15C3q9PsdURlI2pkDevHmIjIggMTHR/FUpm9LqZxsbG0aMHEHQwyB2bN+RY+o0GbAkE0II4uPj+fGHH5k6ZQpNmzZl9rezKVa8mGFoBSljaJWRl5cXLVu3YuPGjTyKjDSfTZKyDO0UkaqqeHrmITU1ldu3b+eYHaz0/3rN19eX7j16sHr1KsLCwnJEGZABSzIQQpCUmMT3i75n0cKFjBr9CcOGD8fJyTnbtRhldk2bNiUpKYmDhw6hqipCfXLK9rkPVX3yyAGVlpS5aWVSVVXCw8PZs3sP48eOo3OnTqiqioUcniHHata8Gba2dvy661fzl7Il2cldgrRKMTU1lcXff8+6tev45NNPaf5uc8PYJTJUvT5CCJKSkhjz6RiioqKYNGkSSclJxMTEEBMdQ1JyEgnx8Ti7uGBpYYGLqysO9vY4OTvj4uKCjY0NmPXtkqSMpu1KYmJiOHHiBDu2befEiRM4OTtTsWJFatasQYWKFcmfP3+OupJMekIL3T8s/YFtW7ey/Zcd2X7YBhmwJEPB37ZtG19O+5LhI4bTuXNnw82Hs/MGkBlpLQB7du9hzKef4uXlRXxCAklJSYbTtEIIdDod+tRUBGBrY4OjkxN5PD0pXrw4FStVokyZMri4umBnZwdZ/EIAKfPSdiEPHz5kz+7dbN2ylfj4eKpVr07Tpk0oWaoUbu7uWJj125RlMedRVZXbt2/TvWs3vl/8PeXKlUPJxi2aMmBJqKrK+XPn6dOnDx07dmTosKGGkcRlJfj6aZtkfHw8639aj62tLX6F/MiVKxdubm5YWFgCoCiQkJBI1OPHhIaF8eD+fa5dvcbly5e4c/s2AqhStQqNGjWiTt26+Pj4yJ2blG60A4Hw8HC2btnKtm3bsLK0pGWrlrz99jv45PMxGa1d1ieSNuxP/779ePvtt+nVp3e2HtFfBqwcTgjB48ePGT50GAKYO28eLi7/73MlvX7Gm6T2f+3fZ60T49dSU1NJSEjg0aNHnDt7jiNHjnDu3Dni4mKpVbMWbdq1pUKFCtjb2xveI0kvRYDgycUw+/fvZ9F3i1D1erp1707TZk1xc3MDeYpaegbtbMmXX35JWGgos2bPzta30JEBKwfTjkBXrVrFD0uWsuj77yldprQMV5mAEALF6L6MpO2otOnmzEOZNq9er+fhw4ecOnmKrVu3cufOHUqWKEHXbl2pUrUqjo6OIHeC0ktQ9Sr3H9xn5oxv+PPPP+ndpw9du3XF1dUVZLCS/oVer2f1qlVs37adnzasz9b3Xc2+bXPSC4mMiGTl8hW0at3KEK6kN894J2UceJ+3foznM57XwsKC/Pnz07ZdW35c9iOzZs/GxtaWAR8O4OORH3PhwgUwC2iS9CzaAdn+/X/QuVMnwsLD2bR5M4OHDMbV9cntsszLoCQZE0KgoOCZJy8RkZHZvt6RASuH0ppqt+/YDkDbdu0Mr8nKMWsz3skZX61lZWVF9erVmDlrJstWLCchIZ4+vfswd+5cw7g02b3Ck16NMLrKeML4CXTo2JHvF39P4SKFZbCSXorgyb1tc8JwHdn/L5SeKzo6mh3bt9OgUUN8fX1BhqtsyXwHaGtrS40aNZg7bx5Dhw5hy+afGTZ0GGdOn0GVI8dLZoQQxMXGMn3al6xZs5bxn01g4MCBODk5yWAlvTRFUQgLDSV37tzZuoM7MmDlbHdu3+b6tes0a9ZMjtKeA5gHLVdXV7p88AHLVizHxsaGIYMHs337DpKT5P3ipCeEEMTExDDj6xn8sX8/s2bNpGnTpobxi2SdIb0MwZN+oTdv3qRQ4UKGoYCyKxmwcighBMeO/U1+X1+KFCkiK8ocxDhkWVhYUKhQIebMnUPrNm0YN3YcPyxdSnx8vAxZOZxIG/B20XeLOHToEAsWLqBK1apYWmrDhMg6Q3pxQggQ8PjxYy5cuED16tUNY6NlVzJg5UBaf4pLly5Svnx57OzsnnQ+zMYFXXqacdBydnZmyNAhTJo8idWrVzNvzlzi4uJkyMrBhKqyedNmtm3dyrTp0ylVqpThlI6sK6RXdeH8BcLDw6hRo4b5S9mODFg5kNbsHxwcQqlSpbC2tpYVZg6npN3xvlPnTowZO5bt27ezcMFCEhMTZcjKgVRV5cyZMyyYP4/hI0ZQs2YNGa6kV6ZdQBMfH8/KlStp0qQJnnnyZOtR3JEBK+eKj4sjIT6ePHnyyAozh9PWv/Zvq9atGDN2LCtXrGDVqlUkJ8s+WTmJEIK4uDi++uorGjV+m9ZtWj9VRiTpRWl1h6Io/Pzzz9y7d5devXrniLIkA1YOJdIKvJW1ldx5SoZThaRViM3fbc7oTz5h8feLObB/v/nsUnaV1tKwedMmYqJj6Ne/P1ZWViDDlfQKtH2LEIKDBw/yw5KlfPjhh/gV8ssR5UkGrJxOZivJiBa0LC0t6dylM02bNmXe3HncuX0HVVXNZ5eyGZE2+PAPS3+gR6+e5M+fzyR85zTh4eEkJyebT053MTExxMTEmE9+yuPHj4mPjzefnKklJSVx8MBBPp/8Oa3btKFN27Y5pjzJgJVDacMyxMbG5JjCLr04RVGwtrZm+Ijh6HQWLJg/39CPQsq+VFVl27atODk50aRJk0wxTtHevXv59ddfzScDcP36dZYsWWI+Od3kzp2bQ4cOmU9Od0OGDGHAgAHmk5/SvHlzZs2aZT45UxJCkJyczKyZsxg2bBitWrVk4KCB2Nra5ph9zpvfeqQ3wtnZGRcXF+7evSdbJiQTWouFoih4eHgwdNhQDv35JwcPHJQBKxvT+l79vPln2rZr99S9Bd+UFStWsHjxYvPJAJw8eZIRI0aYT5YyCZ1OR758+RCqiq2tHYrZ/VWzOxmwcgit9UFVVZKTk4mNjcXZ2ZnLly/JK8Wk51IUhVq1a1GrVi2W/fgDUVFRsqxkY7dv3yYg4C7N322eo08NSv+d1tWga7euzJk7l6VLl7Jk8RJSUlJyTB0iA1Y2p4UqVVUJDgpiy89b+GT0aDp37MThI0fw9vbB0tJSVqTSU7QyYWdnR6/evTh37jznzp4zn03KRv4+dozSpUvj6emZpeuE06dP07t3b+rWrUuLFi1YunTpM1vqjx8/Tvfu3albty6tWrVi9erVz9z5b9iwgRYtWtCwYUPGjx9PbGys4bVx48bRs2fPpx53794FQK/Xs2LFCtq0aUO9evXo2bMnly9fNvr0/7tx4wZ9+vShXr16fPDBB5w9e9Z8lqcYf379+vUZMGAAN27cMJnn008/5dSpU/z++++0bduW+vXrM2zYMEJCQkzmywg6nY76Deoze/ZsNmzYwIrly3NMdwMZsLIhrfAKIYiMjGTf3r0MHzqMli1aMnfOHBITk+jRqycbNm5g3PhxhtteSNKzKIpCyZIlqVqtGlu3bkEv71eY7Qjx5Aa8ly9fpvpb1QyjtWdFv/76K7Vr10YIQe/evalZsyYTJ06kW7duJvNt3LiRevXqPTmA6NWLsmXLMnjwYCZPnmwy36xZs1izZg0dOnSgffv2rFq1ikGDBhleL1u2LNWrVzc8kpKSWL9+vaFObdu2LVOnTqVu3boMGDCAlJQU6tevT3R0tNG3wM2bN+nUqRPlypVjwIABxMTE0LBhQyIiIkzmMyaE4IMPPmDatGk0b96cYcOGkZiYSLVq1bh165Zhvs2bN/Ptt98yZcoU3nvvPbp3786+ffto3769yeelN+03sLCwoFbtWnw65lPWrF7D77/9Zj5r9iSkbENVVaGqqkhJSRF3A+6K7xYuFC3efU/UrllLfNj/Q7F582Zx584dERcXJ1JTU4Verze8R1VV84+TJCHSypVerxc/b94sGjdsJAICAoRerzefTcrCVFUVkZGRol2bNmLrlq2Zqk7o0qWLcHNzE9WrV3/qUaRIEWFvb2+YV6/Xi4IFC4oxY8aYfMbVq1eFpaWl2Lt3rxBCiKioKOHm5ia++uork/n2798vli5dangOiCZNmpj8FmvXrhUODg7P3AaCg4OFl5eXmDdvnmHahg0bREREhOF5XFycAMSBAwcM03r06CFsbGyEv7+/YVpCQoJwcnISGzduNEyrUaOGmDJliuH5b7/9JqytrUVAQIBhmhBC1K1bVwwZMsTwvFChQqJ06dIiMTHRMO3w4cMCEMHBwYZpGUVVVaFXVZGYmCgWzJ8v6tauI/z9/TNNGcsosgUrm9BOBYYEh7BwwUK6de3K2rXrqFe/Hkt+WMr8BfNp06YNBQoUwNbWFl3aPaCMH5L0LFrH1PIVKpCYmMitW7dkecmGUlJSiIuLx83dDVVVM9U6Lly4MMOHD3/q0bRpU5P5Ll26REBAAD179jSZXqJECapXr87OnTsBOHToEFFRUXz44Ycm8zVo0IC+ffuaTPvggw9Mfgs/Pz/i4uKIi4szmU+v19O9e3dq1arF4MGDDdM7dOiAu7s7iYmJ/P333wwdOhTShi8wVrNmTQoWLGh4bmtri4+PD2FhYSbzGdu1axcVKlTAwcGB8PBww6Ny5cpcunTJZN727dtjY2NjeF6oUCGAf/z89KIoCgpgbW1N9+49KFa8ON98PSPb9/+VASuL004FxsXGsXHDRjp26MCWn3+mY6eObN22leEjRlC8eHFDPytFUUzClSS9CEVRyJcvH7lz5+bypSf9R7JzxZgTpaSkEB+fkClPD3p7e9OpU6enHtWrVzeZLzg4GAAfHx+T6dq0hw8fAvDgwQPc3d0NV0r+E09PT5Pn2tAV5uX/yy+/5NatWyxdutSkbj19+jRNmjTB3d2drl274uzsjJ2dncl7AfLkyWM+CZ1O99T3GAsKCuLUqVN4e3ubPBYsWGA+K97e3ibPtb/jWX3TMoL2mzg4OjD6k9H8+eefHDhw4B//vqxOBqwsTGu1OnXqFB99NIh5c+fy7nvvsWLVSvr170+uXLlkS5WULhRFwcrKinz583Hv3r1sXSnmVBYWFtjYWKPqX88ONyM4OjoCmHRC18TGxhped3BwIDY2Fr1ebz7bU15kLLCDBw/y9ddfs2HDBpPQ9ujRIxo1akTZsmW5f/8+t27dYvbs2c+sh1/ke8y5uLjQpEkTkpOTn3rsN7sDw6t8fnrT9kF+fn706t2bRd99l62vTH7zv7j0SoQQxMbEsHLFCkYMG44QsHDRd4z8eCQFChQwuTLwWRuzJL0sIQQeHrkJDgqSZSobsra2xt7enpiYrDv4cJkyZbC1teXIkSMm0xMTEzl58qShxUvrjH7w4EGT+QICApgzZ47JtH8TEhJCly5dmD59OlWqVDF57eLFi0RFRTF+/Hjc3d0BuHfvXrqNxl65cmVOnjxJQkKCyXR/f/+nOtFnJhYWFnTv0YOwsHAO//mn+cvZhgxYWU1aq1VEeDiff/45M2Z8Q5cPPuC7776jQoUKhhHaMTpakKT04uziQkpqivlkKRuws7Mjl4cHt2/fhmecAssKnJ2d+fDDDxk5ciRHjhxBVVWCgoLo27cvNjY2dOzYEYBixYrRrVs3+vXrx/Hjx9Hr9Vy/fp2uXbty9OhR8499LlVV6datG+XLl6dnz57ExsYaHnq9nnz5ntxq6Le0q+ZiY2MZPXo0dnZ2PH78+IVa0IzZ29vj7+9PSsqTbbB9+/YoikKfPn14+PAhqqpy9uxZmjdvzvfff2/+9kxB2y+5u7vRunVrtmzZQlxcXJYsb/9GBqwsRDslGBAQwNAhQ7l08RKLlyyhb7++2DvYy2AlZbiw0FAcHByyZWWYkymKgo2NDaVKleLEieOkpqaaz5JlzJgxg/fff5933nkHKysrvL29uX37Nvv27TM5fff999/TtGlT6tWrh5WVFaVKlcLT0/O5o8Y/S2JiInv37mXPnj04Ozvj5ORkeBw8eJBChQoxefJkevbsSYECBShSpAgNGzZk9OjRdOnShXnz5pl/5D/68MMPWbt2LTY2NkRGRpIrVy5+++03/P398fHxwcrKirfeeou33347S4xw/16LFty+fYe7AQHmL2ULipA1ZZaghatrV6/xyejRODk5MWHiZ5QqVUqeCpQynFb+Bg4YSJ48efh8yucyyGczqqpy/O+/GfDhAH7b+zuenp6Zot/Oq0pISCAwMBAXF5dndiDXxMbG8vDhQ3Lnzo2bm5v5y+kiOjqa0NBQvL29sbe3h7RwZmNj89LbUGRkJNHR0SZXHAJEREQQGRmJl5eXoa9ZZqaqKqmpqXTu2ImmzZvRp0+fLF3eniV7/TXZmBCCO7fvMGL4cJxdXJj17WxKliwpw5X0WgghiI6O5s6dOxQvVkyWt2xIURRKlSpNrly5+P333yGLnibU2NnZUaxYsX8MV6R1jC9WrFiGhSvSTl0WKVLEEK5IG4bhVbYjd3f3p8IVQK5cuShatGiWCFeklTcLCwveqlGDE8ePv7arGV8nGbCyACEEISEhjB83jly5cjFn7hzy5s1rSPuvspFK0ovSdrJXrlwhKTGRMmXLgix32Y6iKDg6OdK2XTvWrl5juLorK4csKXPT6XRUrlyZ+4H3iYyMzHZlTQasTE4IQUxMDNOnfUlCYiKTPv8cDw8PGa6k10Kr8FJTU9mxbTu+BXwpUqSw+WxSNqHT6ejcuTMx0dHs2L7dsP6z245PevOUtAGM83rlJSUlhfCwcPNZsjwZsDIxIQSpqamsWb2GI0eOMHbcWIoWLSLDlfRaCSG4dvUqu3bt4v3322Pv4CDLXjalKApu7m4MGTqU5T8u49rVazJcSRnK3d0dS0vLTD2sxKuSASuTu3D+Ast+/JGPBg+mWrVqMlw9w9q1a1m+fLn55KecPHmS8ePHG56HhIQwfvx4goKCTOaTntB2rFFRUXwzcyYVK1akfoP6suxlc4qi0LptG0qWLs3MmTN59OiRPFUoZQgl7epVnU4nA5b0+gghiI+PZ8mSxZQsWZL2HdpjYWEBMlw95Y8//jB0yv0n169fZ8WKFYbnR48e5csvv+TQoUMm8/0Xqqry6NEj88lZivHOND4+nu8WfsftW7f5ePQoXFxcZPnL5hRFwdbWlk/HfEpoSAizZ80mKSnJUC5k0JLSk4WFBYpOkQFLeo2E4MiRI1y8cJFBgwcbrgyRO7f007p1ay5dukSHDh3MX3plAwcOZMCAAeaTsxwt4H+3cCG7du5k3LixlCtXTpa/HEJRFHx9fZnyxVSOHDnM9C+/JDU1VYYrKd0JVSBUsLR80oCQnciAlQkJIVCFYM2q1VSuUoWqVavkiB2bqqqcP3+e/fv34+/vb/6ygb+/P4cOHSLgXwanCw8P5/Dhw1y4cOGZOwa9Xo+Tk9MzR1O+ffs2Bw8e5OrVq0+9VxtvBuDu3bvcvn2b1NRUAgICiIqKIi4ujoCAAAICArLsUdm1q9cYNGAgP637iVGjR/Pue++hyHGvchSdTkelSpWYOWsW+/buY+SIkSZXFppvF5L0KlL1qQihZugwGW+KDFiZkBCCc+fOce3aNd5v/36O6Hf1xx9/GEY5HjhwICVKlGDQoEEm88TGxtKmTRuKFClC9+7dKVeuHP369Xvm+CkTJ04kf/78tG/fnsaNG/PWW28RFhZmMs/9+/cpUKCASZh78OAB9evXp0qVKowYMYK33nqLevXqmbz3448/Zty4cbRv356CBQtSpEgR9uzZQ/Xq1dmxYwd//PEH1atXp3r16mzYsMHwvqxCCMHDoIecOXOGEiVKUKtWTYQQ2br8Sc+mKAqVK1dm2YrlBPj706Nbd86eOYuqqjJoSf+ZSLtKPiUlBQeHrDF+18uQASuTEUKg1+vZs3s3+fLnp0yZMuazZEtTp05l2LBhhISEcP36df7++28WLVrE5cuXDfOMGzeOU6dOceHCBe7evUtYWBiOjo789NNPJp+1ZcsWvvrqK9auXUtQUBAhISEMGzaMCRMmmMxnTghBx44dcXd358GDB5w9e5bAwEBSUlL4+OOPTebduHEjpUuXJi4ujrt379K8eXPDTV9btmxJSEgIISEh9OvXz+R9WYGiKNStW5fZs2dz9+5dvpz2JZGRkc8MslL2p9PpKFasGCtWraRs2bIMGTyEuXPnERYWZhKyZNCSXoZWXsLDw1EUhVy5cpnPkuXJgJUJRUdHc+zoUWrXro2rq2uOODWzZ88ehg0bhqWlJaSNckxaixJASkoKa9eu5bPPPqN06dIA2NjYMHPmTLy8vIw+CZYvX067du1o27at4bfr0qULrVu3NpnP3OnTp/nrr7+YMWOGYcRlZ2dnRowYwa5du0zmdXNzY+LEidjb2+Pr65vtbvFgaWlJw8aNmDt/HufOnWPypMkkJCTInWgOpdPpyJUrFxMmfsbY8WM5dOAAfXv3YdPGTURERBjCtwxa0su6eeMmjk6OeOT2MH8py8tee4VsQFEUHj9+jH/AXapVq2b+crZla2vLsWPH+Pzzz2nWrBm1atVCp9MZKuuHDx8SGRlJ5cqVTd5nYWHx1O909erVp6YB1KlTx3ySiUuXLmFhYcGcOXMYPHiw4bFhwwYiIyNJTk42zFu2bNlsF6o0WijV6XRUqFCBadO/5OzZs8yaOYvExES5A82hlLSrC9977z0WL11C83ebs/j77+nVoyfLf1zGvbv3DFcbGp9ClKTnEQKOHz9O6dKlcciG4+tlzz1EFqaqKv7+/ugUhSJGg4pmZ0IIunXrRuvWrXn06BEffPABV69eNbmnVmJiIqS1WpnTWrs0iYmJT03jGfOZS01NxcbGBi8vL5NHpUqVmD59OlZWVoZ5je8plh1pFZ2FhQXVq1dn3PhxbNu2jZ83b0av18sdZw6lhe88efIwYMAA1m9Yz/vt27N582Y6derEiOHD2fLzFh48eEBCQgJ6vR5VVdGrT/6VpxMljRCCx48fcfbsWWrVqp3twhUyYGVOwUFBeHp64ujoiMgBnYsvXLjAmjVr2LdvH3PmzKFr1664ubkRFxdnmEe79+Ldu3dN3kvaFX/GvLy8npoGcPPmTfNJJnx8fEhMTGTw4MGMHz/e5DFmzBiT9ZDd1wlGf6OlpSXvvPMOvXv35rvvFnH92nXzWaUcRlEUFJ2O3J6e9OjZg+2/7GD2t7PJkycP8+bO5Z3Gb9Ph/fZMnjSJTRs3cfbMWYKDgmULqARG/a+OHT2KjbU15cqXM58lW5ABKxN69OiRobk0J+zIY2NjIa1fk2bHjh0mwye4uLhQs2ZNFi9ebNLZ+ujRo/z999+G5wBNmzZlw4YNJgN+hoeHs3LlSpP5zNWtWxdHR0cWLlxoMn3fvn2MHj3aZNrz2NjYEBERYT45yzJuyerRowdFihRh5jffkCR3lJJRi5a1tTVvVX+LCZ99xu7f9rBp82be79Ce+Ph41v/0E0MHD+Hd5s2pXbMWC+YvMLRmSTmXEIJ169ZRp25d8ubJa/5ytqAIWcozFVVVmfH1DI4fP86atWuws7PL9qcJExISKFmyJL6+vvTs2ZN79+7xxx9/EBsbS/78+Rk7diw1atTgxIkTNGrUiAoVKtCoUSOCg4M5duwYefPmxd3d3XA14aNHj6hWrRpCCN5//31UVeWXX36hRo0a/Pbbb4aO8wEBAfj5+XH9+nWKFSsGwMqVK+nbty/vvfceFSpUIDAwkI0bN/Ltt9/Sp08fAHr27GnodG9u69attG/fnv79+wNQtGhRRowYYT5blqOd1jl16hTDhgzl41GjaNO2DTqdLkccBEgvxnx3kpqaSnx8PAkJCURFRTF54iTKlC3DmLFjZdnJobS65K8jfzF8+DBWr1lDyZIls2VZyN577izK2dnJMGpydix05uzs7Dh8+DC1atVi//79WFhYsH37dtavX0+ZMmUMLVnVqlXj1KlT1KpVizt37lCoUCEOHjzIoEGDaNeuneHz3NzcOH78OP369ePhw4fodDq2b9/O8OHDGTlypGE+V1dXJk2aZHJ5cI8ePThz5gylSpXi5s2b2NnZsXPnTkO4Im0E+LZt2xqeG2vTpg2rV68mLi4OIQS1atUynyVLK1++PE2aNuGHpUsNg61KkkZr0dIelpaWODs7kydPHgqkXW2bJ2/eHNM6L5nSwlVMTAxzvv2WFi1aUKRIEfPZsg3ZgpXJqKrK+p9+YsniJezYuRMnJ0dZEUmZglY53r59h3Zt2zJx4me0bdcu27ewSv+dEIKEhAQ+6NyFVq1b0b1HD1luchgtaqSmprJq5Sp+WLqUzVt+xtvbO9vu42QJz4R8fHwIDQ3l8eMnd7GXpMxAa3Xw9c3Pu++9y/Zt24mLjZVlVHohiqJgZWWFLC05j1ZHCCE4e/YsSxYv4ZNPPyFv3uzZ90ojA1YmoygKBQoWxNLSkqtXntwHT+7ApMzEysqKVq1a4+/v/8yrNSXpWRRFwc7OjqTEJPOXpGzMOFwFBwUxaeIkGjVuROs2bbCwsMi2rVfIgJU5ubm5UaJkCY4ePSoDlpSpaJVhuXJlcXJ25ujRY7KMSi/EwsICzzyeBNwNkFcR5hDG4So8PJwRw0eQO3duRn/yYldlZ3UyYGUyiqLg6OhIw4YNOXb0KCEhIfCMq3Mk6U1R0kb0rlatGseOHoUccjGG9Oq0Du8lSpTkzu07JCQkmM8iZTPaPktVVUJCQhgyeAiWVlZMnTrVcAu47E4GrExIp9PRtFkzHj1+zOE/Dxumy5AlZSZVq1UlICCAiIgIWTalfyWEoEzZMgTeu0dUVJRs+czGtHWr1+s5d+4cffv0xd7Oji+mfYFvAd8cEa6QASvz8vX1pXmzZqxds8ZQGUlSZqBVjgULFAQg8P59WT6lf6UoCqVLl0YIwYULFwzTpNdDCz3Gj/Rm/NkxMTH8tO4nhg4ZStmyZZnxzQwKFiyYo9a5DFiZkFYAu3zwAXFxcaz/6SfDxpARG4UkvSwhBC6urtjZ2/Pg/oMcVWlKr0ZRFOzt7alduzZ7f99LSkqKyV0ZpIwnhCAuLo7oqGhUVU2Xm3Kbh7bk5BTOnT3HiGHD+W7hQoYOHcoX077Aw8Mjx9UTMmBlUoqiUKRIYTp17syyH5dx+tRpWRlJmcaTvoIOONjbExUVZf6yJD2Toii0at2aUydPce/ePRRF+U87d+nF/D/8JDNowCCaNWvGypWriIyMNLz2MjfjNn6P4X2qyoULF/hk1Gh6dO+Oq6sr6zduoH2H9k+uFsyB457lvL84i1AUBZ2FBZ06d6JCxYpMnjSJ4ODgFyr8kvQ66HQ6LCwtiIiIkFeFSS+sStUqeObxZMvPW2SZeQ2031gIwZ7de7hw4TytW7di04YNvNusOWM+HcPBgwcN27F2IK/93/xhHK5SU1O5c+cOa9asoWPHTnTr2g1V6Fm+YjlffzMD37TR+3Nay5VGjuSeyQlVEHg/kP59++Lt7cM3M7/Bzd3dUGBzasGV3ixVVYmPj6dvn75UKF+eUZ+MzvZj2kjpQ1VVdv7yCzNnzmLxksUUL14cRd46J8Nogeje3Xv07tWLjp070bt3b6Kjozl16hS7f93NpUuXSIiPp3CRIpQqVYqiRYvi7e2NnZ0dDo6O6HQKKSkpxMbGEhsTQ0DAXa5evcKVy1eIjIwkr5cXtWvXommzZvj5+WFjYyPXpwxYWYAAVaicP3+ecWPG4u3jw/SvpuPh4QFpAUsWZOl1U1WV2JhYevfuTe3atRkydEiOPlKVXpwQgrjYWIYNG4aTkxNfff01NjY2IA8Y0522e09ISGDSxEncDwzkx2XLsLO3M8yTkpJCaGgod27f5syZM1y7do3g4BCSk5JISk7CQvfkwElVVVAUbKytcXB0pECBApQtV5YK5cvjky+fydALcj0+IQNWFiGE4PTp04wbMxYnZye+mDaNokWLmuzUZKGWXhdVVXn8+DG9e/ai3fvt6Nqtmyx/0gsTabdMGT50GCM+HkmrVq3kwWI603btqamprF+/nqVLljBv/nzKlyuPovv/72wcAbT/x8bGEhcXR0xMDCkpKQAoKNjZ2+Ho6IijoyO2trYIozHw5Lp7muyDlUUoikKlSpVY9P33IBT69+3H7l93m/R90ZqCJel1iIuLIz4+HhdnF/OXJOlflStXju49ujP9y+lcu3bNUH/JOiz9CCE4c+Ysixd9z6BBgyhf3jRcYXQWRFEUdDodOp0OJycn8ubNS9GiRSlVqhSlSpWiZKmSFCxYEA8PD2xtbQ3zy2D8fDJgZSE6RYefnx+Lly7m7Xfe4YsvvmDc2HHcunmL1NRUMApZspKSMopWth4/ekxCQgLe+XxkeZNeiqIoWFhY8EHXrtSpU4ehg4cQEhJicrCYmRjXq1mhftWW8d69QEZ//DFNmjahbbt25rM9l3Hoet5D+ncyYGUlCugsdOTKlYtPPv2EyZ9P5tKli3z44YcsWbyE4OBg9Hq9SSWV2SsCKWtSFIW79+4hgPz585u/LEn/Skm75dKkyZPwzJOHj0eOJDQ0NNOFLG059Ho9CQmJmW75jBnX+cHBwQwaOJCKlSoxZMgQrKysZDB6zWTAyoIURcHGxoYmTZqwdt06OrRvz5rVq3m/bTu+W/gdd+/eNakEjC+tlaT0IITg9KlT+PrmJ3fu3LLill6Jknbv1W+/nY1QBaM+/hh/f3/DUAFvus4y/v41q9fQtUsXLl68mGmWz5hxne/v78+ADwfg4+PNhM8m4JJD7v2X2VhMnjx5svlEKfPTNhZbW1sqVqpE02ZNsbK05Pfff2ftmjWcO3cevV6PtbU19vb2WKQN8qYFLeOKQUkb7E9ugNKLEEKQkJDAnDlzaNiwAVWrVZOnDaRXpigKDvb21KxVi7+O/MWWn3+maNFieHl7GcrUmyhbxnXl1q1bmfvtHNzc3Nj9626KFitKvnz5DPO+ieUzZlynX758mTGffIpnnjxMn/7kivM3vXw5lQxYWZi2U1MUBRcXF6pVr06Dhg3w8/Pj2rVrbNu6lV07d3Hs2N88fPiQ5ORkdDqdoUXL/LJ6uRFK/0aryE+fOs0vO3bQv39/vL29ZdmR/hMlrSWrdp3a3LlzhyVLluDo6Iifnx+WlpYm870OWjlPTk7m580/89X06QweMphRo0fz8OFDFn+/GG9vL8NAmprXtXzGtGCVmprKoUOHmDBuPCVLlmTqtC9wNxozUXr95DAN2YwQAtLW6P0H9zl39izHjv3NiRMnuB8YiK2tLV5eXuT1youPTz58fX35oOsH2Nvbyw1R+kfGO51JEyfx4MEDFn2/CEdHR1l2pHQhhCApKYlNGzcyf958qlarxvARw/Hz83stQ9Jou0MhBI8iH/H94u/ZvHETY8aOoV2797GwtCAxMZFVK1ey6LtFdO3Wlb59++Hs4pzhy2bOeFmTkpL48YcfWbNmDe+/344BAwbgILfLN04GrOwqbYBSRXkyAm9SYhKhYaHcunUL/zv+3L0bwK2btzh3/jy7ft1F0aJF5cYo/SMtYN28eZP27d5n4uRJtG3b1uQIXpL+K62c3b59m6lTpnD50mV69OxB127dcHV1BaMQk151lnFYATh54iRffjmNuNg4pn81ncpVqhjKuRACVa/nxMmTfDp6NLk9PZnw2WeUL18eMmDZzJkv640bN5g0cRL37t5lytSpNGzU8KmzE9KbIQNWDmC8ikVaXytVVdnz624mT57Mrt2/yo7K0j/SdnrJycl8MWUq586fY9ny5bLcSBlGVVX0qans2vUrS5csISoqis5dOtOiZUt8fHyeGWRetCya14nav9evXWfp0qUcPHCAd997lyFDh5I7d+6nDiK07SE0NJQ5s7/l9717ad2mNX369MHLywtecbn+iXmwCg4OZtXKlaxbu45GjRszYuQI8uXLhyL7Q2YaMmDlUKqqsuXnLcybO5dtO7bj6ur6VCUiSRpth3Ls6DGGDxvG+AnjadGyJRYWFuazSlK60cpdZGQk+/buZcuWLdy7e49q1avTvHkzypQtS968eQ0tNtru7HkBw3x3p4Wks2fPsn3bds6ePUulShXp2asXFStWxNra+rmfBU/uFZuUnMSxo0f5YekPBAYG0rJVK1q1bo2fX0FDnfoqYetZywrg7+/Pju072L5tG7lz52bAwIHUql1L3v8vE5IBK4dSVZXVq1azbNkytm7bKgOW9EzGR81RUVH079cPdzd3vvt+kTwNIb02WtCKiori0sWL7PjlFy5euEBKcgp+hQpRqVJFypYth2ceT1xcXLCzs8PGxgadzgKtU2pSUhJJSUlER0cTERHBlctXOHXqFFevXMHC0pIqVSrTpk0bSpUujZ3dk3v1vUj5Nl62w38eZt3atQQFBVG5ShWaN29O6TKlDS29L9K6ZBwSRdowO+Hh4Vy5coVdO3dx6uRJ8ubJQ/uOHWnQsAFubm4v9LnS6ycDVg71pAXrZ+bNm8+27dsMG6kkGdN2HsnJyXwz4xsO//kn386ZQ8lSJWUgl147bXelqiohwcFcv36dEydOcO7sOUJCQlDSxgi0sbXF2dkJGxsbBCBUlcePo0hMTCQhIQFVr8fN3Z1yZctSo2YNSpcpg5eX1zNbnF6UEAKEIC4unlOnTrF9+3bOnz+HtZU1JUqWpGrVqoawZW9nj7WNNZaWloZWYL1eT2pqKsnJycTHxxMeFs6ly5c4feo0V65cJjEhkfIVKtCyZUsqV6mMi8uTW1S9yrJKr4cMWDmUqqrs3r2bKZM/Z+evu8iVK5fcYUomtHClqiqbNm7iyy+/5IsvptIy7ca8kvSmGO+2hBAIVSUiMpLQ0FAiwiOIiAgnPDwCVdVDWghxdHDEM28e3N3cyJM3L3ny5MHCwsKkLKdHuTYPgefOn+foX0c5feoUERER2Nvb4+LigpOzM85pD4Do6Giio6OJjYnh0aNIEhITyZXLg0qVKlGrVi3Kly+Ht4+P4XvSY1mljCUDVg6lqiqnTp6ke7fu/LJzJ4WLFJbNzBI8Y+e185edjBs7ln79+zFg4MB/7ZciSW+CNrr6v5VN41Nw/zbvf6V9l9a6FRoWxoMHDwh6GMSjR48ICgoiNSUFACtrK7y8vHBzc08bRsfH5NSiSBu7UMo6ZMDKwR48eECzJk35ZuZM3n7nbbnxSiY7BFVV2bF9B9/MmEGLli0YNny4HC9Nkv4D8xCotRJr04ynv44AKGUsuUfNoYQQODo6UqhwIS5cuGCYJuVcxuEqJiaGH3/4kWlffEHr1q0ZMnSoDFeS9B/pdDrDxSGKoqDT6bCwsMDCwuKp6XJby/pkwMrB7O3tqVy5MidPniQmJkYGrExGO7o1fmQE8+8ICgpi4oTPmD9vHkOHDWPo8GFytHZJkqSXJANWDqUoChYWFtSpU4f7gYH43/EH2YqVaRi3JmmnFdIzaJmHKpHWarVlyxa6d+vO3Xv3WLx0CV26dMbW1laGK0mSpJckA1YOpigKVatVw9XNjd/3/m7+svSGGIerHTt2MGrkxxw7dozY2FjDjbpfNWyZv1dVVaKjo9m/fz/Dhgxl5oxvqF+/PnPnzaVmzZpYWlnJcCVJkvQKZCf3HExb9Yu/X8yG9evZsHEjHrk9ZOfKN0wLPyEhIbRv9z4pqSnERMdQsVIl2rRtQ8OGDXFxcTFZRy+yvlT1yb0plbRbJYWHh/PHvj/4+eefuX7tOvXq16Vfv/6UKVsGC50ORV70IEmS9MpkwMrhhBAEBATQr09f2nfoQJ++fQwD373ITltKX9rmmJSUxBdTv+DMmTPMmTuH4OBgtvy8hZMnTiCEoFLlytSuXZviJYrj5eWFq6sr1tbW2ocgzNZfUlISjx8/5uHDh1y7eo2//vqLM2dOY2NtQ/W33qJDxw6UKVMGGxsbkOtekiTpP5MBK4cTQqDX61n03XesWb2Gdet/ws/PT7ZivSFCCFQh+GPfPkZ/PIqpX3zBu++9i6IoJCcnExgYyOlTp/jzz8PcunWLpMRErKytyZUrF3nz5sHJyYlcHh5YWlqi1+sJCw0jJiaGoKAn4+6kJCdjY2NDiZIlqFuvHpUrV8bb29sQzuQ6lyRJSh8yYElPTkcFB9O7Vy9KlCzFlKlTDJfkyx3u66FthkIIAgMDGThgAGVKl2HKF1MNN3E1nkcIQUR4BIGBgdy/H8idO/6EhoYQHBxMfFy8YV5HJ0fy5s2Lp6cnhYsUIV++fOTPlx/3XO5gFKjkepYkSUpfMmBJkNY/59DBQ4wcMYJx48fT7v12cuf7mhgHp8TERMZ+OoZbt2+x9IcfyJs37zMHgNVCFmnrR6R1WH/W5qwFZZ1OZ3j9WZ8pSZIkpR9Zy0qQthOuXac2nbt0ZsGCBZw6dcpkeAAp46WmprJ82XJOnT7N2LFjTW4+a04LTMaDE1pYWGBpafnUw3gQQ+09kiRJUsaSNa0EaTtsS0tLPhwwgJIlSzJp4kTu3buXJUKW1ppjPIRBVqEtq16vZ9u27Sz67jsGDhzAW2/VMJ/1H2kh658ekiRJ0usjA5ZkoCgKTk5OTJw0ERsbW0Z9PIqHDx9m6pClLZOqqsTH/7/vUWZcVnPGy7r3973M+Pprevftw/vt22NhaSFDkSRJUhYmA5ZkQlEU8ubJw8xZM0lNSeGTUaO5devWUwNcZgbGy3Ho0CHatm7Drp27SE5Ofur1zMT4N9Tr9fz22298OW0arVq1YuDAgYZO7ZIkSVLWJQOWZEJRFBSdjkJ+hZj97bcoisKIYcM5dfJJn6zMElqMW39OnjzJ1M+nADB1yhS2b9tuErIyyzIbE0KQnJzM9m3bmfTZRN5p8g7DRwyXt6WRJEnKJiwmT5482XyilLM9CVkKrq6u1Klblwvnz7Pwu+/I5Z6LosWKGgYi1eZ93YxD06lTpxgyeAjlypdn/sIFKAosXLAAIVSqVKkCmWgoAuNQmJyczLIfl/HNjBl07daNocOG4eDg8MaXUZIkSUofMmBJz6UoCg4ODtSuUwdV1fPD0qVcv36D4iWK4+zsbBIGMjoYGLdCCSFITExi29ZtjB07ltq1ajF+wnhy585N5cqVcXB05MelP3D16lVKliz5SreVSU/my/7wwUOmTpnCrl27GDpsKH369JYtV5IkSdmMHAdL+ldai8tff/3FvDlziYqKpnuP7jR/tzkeHh4ml/1nVEjQWq1UVSU4OJhF333Hgf0HaNOmDX379cXVzc3w3cnJyRz96y9mfD0DSysrhg8fTo2aNUz6NmXUcpozbrVKSkri8OHDzPl2DjqdwujRn6TdUNnytS2PJEmS9HrIgCW9EK2YhIWFsXHDBpYvW46Xlxfde/agWbNm2Nvbg9kAlv81NBiHE4DY2Fh++eUXlixegk5R+HTsGBo3boyFhekVd1oYCwkJYeY33/DHvv00e7cZAwcOwsfHG8Vo2IL/uozPY7zsQggePHjAdwu/47c9e2jcuDHDRgzHx8cHMnAZJEmSpDdHBizppYi0exf637nDyhUr2bNnD7ly5aJ1m9Y0bNQIPz8/LC0s4Dmn5J4XJoyLofZ/RVFQVZWQkBAOHz7M2tVrCQ4JpkWL9+jTty958+Y1CUvmRNrI6Ht/38t3CxcSGxdHt25dadGyJXny5DEJWc/7jJdhHKqUtNHV79+/z47tO1i1ciV58uRhwMABvNOkiWHwT0mSJCl7kgFLemlCCEg7bXjH35+dv/zCgQMHiY6Opnix4tSuU5vKlSuTJ28eXF1dsbKyAgGkZRjzMPO/9u7vp6kzjuP4p6OlPW1oAS1N6HBkZqVKZBclwUX0ZiZCd8FMZvRfdPPKZRMWIJkXMHGGGSwqXKwTZOnoDxjtKS39sYuWppAlju3RjO39uu2TnO/FuXjnec45PR4mtm0rk8lofX1d83PzWlpaUrVS0dVr13Tr1heKDA395T8nrjePFbe3t3Xvq3v6+v59VWtVxeOf6cbEDQ0ODsqyrNb6k+5sHe5QtSsUCkomk3rwzbeamflOLpdTn9+8qampKfWF+lpfVQcA/HcRWPjb2sMonU5reXlZ87NzWlxclG3bCvYFdf7D8/ooEtG5D84pHA7L3+VvPHT+XiMwqpWqcjs57ezsauPVKyWTP+v58xf6JZnU73t7uhCNajIe1/jVcQ0MDLTeYDxJoLTPubm5qekH0/ry7l3l83ldGrmkT69f19jYmEKhkFwuV+sah8H3Z9p/q1arKpfLSqVSWlhY0NzsrBLPEgoEArp9544mJifU3984mtQJZwcAnE4EFoyo1WpyNI/0bNvW6uqqnv70VCsrK9rY2NCvW1sq2AWVywfqdLlakVGr1XRQOZDH7ZE/END74bCGolF9PDKi2GhM/eHwkaj6p3FSr9Ukh0P5fF4Pv3+omelp/fDokWzbViQSUSwW0/DwRfWHwwoGg/L5fPJ4rOaOWWPXrlgsqlAo6LdUSq9fb+lZIqHlJ0+0tramQCCgy59c1uRkXFfGr8iyLCNzAwBOFwILRh057pNUagZJ0ba1v19SbienUqnUWu+QQ16vV93d3XJ73LIsSz6fTx0dHUd2iUwGSvuMpVJJ6XRaL1+81I+PHyuRSCidScu2i6rXa3LIIbfHLbfHkqNeV3F/X+VySao3ZvJ6vQqFQro4PKzR0VFFL0TV09Ojzs7OtzI7AOB0ILDwVrXfXo7mg9/Hb7nDHZ7ja9+F9mvW63UdlMvKZrPKZLPK7+1pZ3dXuWxWlWpVkuTscOrs2TPy+wPq8nept6dXvWd65XQe/dTCu5ofAPDvRGABbdoD8E2R1L7uTWsBAP8vBBYAAIBhfIgHAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAMAILAADAsD8AsLvGAz4SL8UAAAAASUVORK5CYII=[/img]
★☆☆[br]Welche Hochzahl muss an Stelle der Katze (🐈) stehen?[br]4[sup]5[/sup] ⋅ 4[sup]3[/sup] = 4[sup]🐈[/sup]
★☆☆[br]Welche Hochzahl muss an Stelle des Igels (🦔) stehen?[br]86[sup]12[/sup] ⋅ 86[sup]10[/sup] = 86[sup]🦔[/sup]
★☆☆[br]Welche Hochzahl muss an Stelle des Elefanten (🐘) stehen?[br]h[sup]7[/sup] ⋅ h[sup]5[/sup] = h[sup]🐘[/sup]
★☆☆[br]Welche Hochzahl muss an Stelle der Ente (🦆) stehen?[br]m[sup]82[/sup] ⋅ m[sup]12[/sup] = m[sup]🦆[/sup]
★★☆[br]Welche Basis muss an Stelle der Eule (🦉) stehen?[br]🦉[sup]4[/sup] ⋅ 🦉[sup]12[/sup] = y[sup]16[/sup]
★☆☆[br]Gegeben ist der Term: 5 ⋅ x[sup]2[/sup] ⋅ 2 ⋅ x[sup]4[/sup][br]Welche Vereinfachung ist richtig?
★★☆[br]Gegeben ist der Term: 2 ⋅ y ⋅ (-4) ⋅ y[sup]2[/sup][br]Welche Vereinfachung ist richtig?
★☆☆[br]Gegeben ist der Term: 7 ⋅ a[sup]2[/sup] [math]\cdot[/math] 2 ⋅ d[sup]3[br][/sup]Welche Vereinfachung ist richtig?
★☆☆[br]Vereinfache folgenden Term: [br]a[sup]4[/sup] ⋅ 2 ⋅ a[sup]3[/sup] =
★☆☆[br]Vereinfache folgenden Term: [br]f ⋅ f[sup]7[/sup] =
★★☆[br]Vereinfache folgenden Term:[br]u[sup]4[/sup] ⋅ u[sup]2[/sup] ⋅ u =
★☆☆[br]Vereinfache folgenden Term:[br]f[sup]9[/sup] ⋅ (-2) ⋅ f[sup]2[/sup] =
★★☆[br]Welche Hochzahl muss an Stelle der Spinne (🕷️) stehen?[br]6[sup]5[/sup] ⋅ 6[sup]🕷️[/sup] = 6[sup]12[/sup]
★★☆[br]Welche Hochzahl muss an Stelle der Ameise (🐜) stehen?[br]g[sup]🐜[/sup] ⋅ g[sup]9[/sup] = g[sup]14[/sup]
Luk

Information: Multiplikation