","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":""},"images":{"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-02-18-20um-2000-32-31_2df3b044-d076-42f8-a97c-25a52f15a419.png?width=1842":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABY4AAAXOCAYAAADLyrmBAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR4nOydB5SURdq2FQMqKihBRZKooBIURUSSkiQKiAHEAGvAuJgTIrqrrgkQkCQZyTnnjIDkJJgVMyqKoGL4frX+cxVbsz3NDDPT6a3uvu9znkOY6e7q6nr7feqqu546zEiSJEmSJEmSJEmSJEmSJElSiA4L/YckSZIkSZIkSZIkSZIkSZIkCRxLkiRJkiRJkiRJkiRJkiRJmSRwLEmSJEmSJEmSJEmSJEmSJGWSwLEkSZIkSZIkSZIkSZIkSZKUSQLHkiRJkiRJkiRJkiRJkiRJUiYJHEuSJEmSJEmSJEmSJEmSJEmZJHAsSZIkSZIkSZIkSZIkSZIkZZLAsSRJkiRJkiRJkiRJkiRJkpRJAseSJEmSJEmSJEmSJEmSJElSJgkcS5IkSZIkSZIkSZIkSZIkSZkkcCxJkiRJkiRJkiRJkiRJkiRlksCxJEmSJEmSJEmSJEmSJEmSlEkCx5IkSZIkSZIkSZIkSZIkSVImCRxLkiRJkiRJkiRJkiRJkiRJmSRwLEmSJEmSJEmSJElSVPr7778z4q+//sqIP//808b/+3//L1P83//9n0J9oDGQAmMg/Np213zo9wAR+h0hJY8EjiVJkiRJkiRJkiRJilihQCgUHIdD43Dg9McffyjUBxoDST4GsoLIOcFjKXkkcCxJkiQFJjlTgncIKNQHvjpTwiGEJEmS5Kfe2bFDoT7QGEjTMfDrr7/a+O2332z8/vvvNhxQDs31BI+TUwLHkiRJUiCSMyV4d4BCfRC0K+VQzhSBY0mSJP/Fd3XQ4EqhPtAYCG4M/PTTT+bnn3+28csvv5j9+/dngORwgBya68kYkDwSOJYkSZISLiV3SvA1BtLblRLuTAkFytm5UuQ6liRJ8kvuuznoe4tCfaAxENwY+OGHH2zs2bPH/Pjjj2bv3r0ZMBmQ7HK+cIAseJw8EjiWJEmSEipNMJTcK7lP3zEQ7koJdabkxpUieCxJkuSPBI6Dv68q1AdBj4Gvv/7a7Nq1y3zzzTfmu+++M7t377YgGYi8b98+m/OR6x0KHkt+S+BYkiRJSpg0wVByG3Ryq/DPleImFbl1pWiCIUmS5IeU1ymvUF6lMfDpp5+azz77zHz++efmyy+/tCDZQWQHkDEOkOe5HC+r3WWSvxI4liRJkhImTTCUXGqCkd5jINSV8u2339pJxffff29BstvaGOpA1pZGSZIkv/M6oE/Q9xaF+kBjILgx8O6775r33nvPfPDBB+ajjz4yO3futCAZiEy+hwOZPA+jQHbwWODYbwkcS5IkSQmTwLESeyX26T0GmEw4Z8oXX3xhvvrqKwuSHUB22xpDJxbAY7lSJEmS/JNzCwZ9b1GoDzQGghsDmzZtMps3bzbbtm0z27dvtyD5ww8/NJ988onN9cjzHDx2BgFnDhA4Tg4JHEuSJEkJk5wpSuyV2Kf5GHjnHetKef/99zMmFc6V4gCyXCmSJEnJIaAx4Cfwe4tCfaAxENgYWLVqlXnrrbfM2rVrzYYNG8yWLVssQCbf+/jjj20JCwePMQhQnizcdSzHsd8SOJYkSZISJoFjJfZK7NN7DGzcuNG6UrZu3WonFYBktjYCkJlYUMrCweNwVwqTC53ALUmS5I/cIaZB31sU6gONgeDGwMKFC83ixYvNsmXLzMqVK82aNWtsvocDGXjsnMeUraDmMTvLwvM7gWO/JXAsSZIkJUza0qjEXol9eo8BJhSrV6+2k4r169dbiPz222/biQV18XAfA49DXSnUO1YtPEmSJP8ENAb6BH1vUagPNAaCGwMzZswws2bNMvPmzTOLFi0yy5cvt7ke7mPgMbvMKFVGeTLMAeR34bWOBY79lsCxJEmSlDBpS6MSeyX26T0GnCtl6dKl5s0337RbG5lY4ECmJh7w2G1pzMqVolp4kiRJ/kjgOP73ze1vv23vldOnTTMd2rc3jRs3Nk2bNs11NGnSJM/Ba2QXja64wtx4ww1myuTJZsXy5V7E8mXLAglee/26dWbH9u02gs6xgooJEyaYyZMnm2nTplmAvGDBAus+ZtxS/3jHjh0Z+R2uY3aVhRsDmCNK/krgWJIkSUqYtKUx+OROoT4IcgxMnz7dTirmzp1rITIAmdp4uI+Bx25LIzWPnSsltBaewLEkSZI/EjiO/31z5Ztvmlq1apljjjnGHHbYYd7EEfnymYIFC3oRBQoUCCROPPFEU7t2bfPIww+bLl26mHHjxqUlQH7jjTfM6NGjzfjx4y1AdvAY5zF1j11+x+HI7CrjMOTwcmQCx35L4FiSJElKmASOg0/uFOqDIMcAk4pJkyaZqVOnZmxrdPAY5zFlKzg0j5IVzpXC5CLclaItjZIkScGL72SVqojvfRNX65lnnhk4KFbk3AennnqqGTN6dNrl2oMGDTLDhg0zI0eOtPB8ypQpZvbs2XaHGfkdrmPOtMAYQLkKypGxo4xyFQLHySGBY0mSJClhkjMl+OROoT4IcgyMGDHCjBo1yowdO9a6UnAgz58/P2NLIzWPKVlBLTznSmFyAThmcqHTtyVJkvwR38m4BZVbxO++SUmEs846S+A2SeB1u3bt0u566Nevn3n99dfN0KFDLTymdIXL71asWGF3lXEgMuUqOCSPHWV79+7NqHMsx7H/EjiWJEmSEiaB4+CTO99jy+bNFiJS/3bb1q2Bt0cRe1cKEwsAMvAY9zHOYw5T4eA8XMeuFh7lKnClMLkIr3Msx7EkSVLwEjiOf56wbOlSU6pUqcCBqCJ3ffCf//wn7XLHXr16mT59+mTA4zFjxlhzwJw5c+yuMleu4oMPPrB1jr/99tuDSpGpVIXfEjiWJEmSEiaB4+CTO5+DunCUMGjQoIG57rrrbA3coNukiG0f9O3b1wwYMMAMHjzY1sRjSyOHqVCyggUDJhecwB0+uQh1pQgcS5Ik+SGB4/jnCUsWLzYlSpQQuE0CeJ0vXz4zedKktMsde/ToYXr37m369+9v8zt2lk2cONEaA5YsWWJ3lG3ZssW8//77GaXIBI6TSwLHkiRJUsKkWnjBJ3e+nxw+dMgQm3gzSQIiB90mRWz7oGfPnua1116z8NhtaXSuY2rhZTW5oM6xwLEkSZJ/EjhOTKmKM844w+ZGxx57rDnuuONiEvnz5zdHHXVUnuPII480hx9+uG0PzxFU8PpBg+KsYvSoUWmXO77yyivm1Vdfta7jgQMH2l1lnGkxY8YMu6Ns9erVthQZB+SR2+3atcvmdnIcJ48EjiVJkqSESROM4JM738Hx8OHD7cSobNmyZvq0aYG3SRHbPujevbuFxziPKVvB5IJaeG5ywSEqbnLB6dsCx5IkSf6KXSCqcRzfXGHxokWm7BlnmNNOO8089OCDpnPnzqbzE09EF507m1tuucU0a9o0b9Gsmbn88svNCSecYA+Ca9umjbnpxhsTGzfdZG688UZTpkwZC7CPPvpoc0z+/OaYY44JLBzIpi1Tp0xJu9zxpZdesvmdMwaQy7OjjDrH7B50B+S53M6BYw4/VqmK5JDAsSRJkpQwCRwHn9z5HALHqR8vv/xyxpZGauFxCrebXCxYsMDWOWZy4Q7IY3Lxww8/ZLhSVKpCkiTJHwkcJ6ZUBeC4QoUKZu2aNTF73s2bNtnny2tQgqB06dKmatWq5s0VK8ymjRsTHuvXrbMQ+/jjjzdNmjSxIBmgHFTc0K6dKX7aaebEE080c2bPDjzXSnS8+OKLplu3brbWMeUqyO04x4JSZOG5ncBxckrgWJIkSUqYBI6DT+58DoHj9JtcDBkyxB6iQlkSTt/mUMSNGzead955J1twzPeIDseTJEkKXgLH8b9vUiOWUhWVKla0wDTo+/j8efPsrrDql1xiNm7YEFg7rmrVyhQtWtSel/D2tm02hwwqNqxfb/uDEiCz0xAcv/DCC7ZcBTvK+vXrl3FAHrmdA8fkdqGmAOc4/vXXX3U4XhJI4FiSJElKmASOg0/ufA6B4/SbXHCIyujRo+3kggPyVqxYkS04ZnIhcCxJkuSPBI4T4zi24LhSJbNu7drA7+Pz5s61DugaNWpYYBpUvtiqVStzyimn2ByCw5WD7BNc0PRHgQIFzNw5cwL/jBIdAsepL4FjSZIkKWESOA4+ufM5BI5TP/7zn//YchUcokKdYweOp0yZkgGON+Bg+i84/vrrrwWOJUmSPJXAcWJqHAOOK1eu7IXj2ILjsmUtKA3KcQwobtWypQXHY8eMCRwcU/bj0ksvtaUzBI7lOE5FCRxLkiRJCZPAcbDJvu8hcJz6IXAsSZKUOhI4jv99czGO4zJlTMWKFc1bq1ebLZs3BxqzZs60IBtQSs3jINoAqG3RooUFx6NGjgy8T3CCV69e3R4aSCmPoHOtRIccx6kvgWNJkiQpYRI4Dj658zkEjlM/BI4lSZJSRwLH8b9vLlq40JQpU8aUKlXKvPzSS/aMgF49ewYSr/XubZ7q0sUC2/Lly9sdRIluT+9eveyupWrVqplChQqZ+++/3/R89dXA+oT2vPLyy6ZcuXK2VMXIN94IPNdKdAgcp74EjiVJkqSESeA4+OTO5xA4Tv0QOJYkSUodCRzH/77JwbFA48MOO0zheR8cfvjhpl69eoHnWokOgePUl8CxJEmSlDAJHAef3PkcAsepHwLHkiRJqSOB4/jfN6dNnWodvkFDUUXu+yDoXCvRIXCc+hI4liQp4fr777/NN998Y/bt26feTzMJHAef3PkcAsepHwLHkiRJqSOB4/jfNyeMH2+KFSsmcJtEruOgc61Eh8Bx6kvgWJKkQDRr1izTv39/C5Gl9JHAcfDJnc8hcJz6IXAsSZKUOhI4jv99c8b06aZ48eImX7585uijjzb58+cPNI466igLR4NsD6/L69MO2hN0n4S2p3Tp0oHnWokOgePUl8CxJEmBaPz48aZChQpm27Zt+gTSSALHwSd3PofAceqHwLEkSVLqSOA4/vfNeXPn2hrHJ554oqlZo4apU6dOoFH1oovMsccea0466SRTq2bNQNpQu3Zt68IG2la54ILA+6RmzZqmYMGCFiA/++yzgedaiQ6B49SXwLEkSYFo2rRpdoWYk3B//fVXfQppIoHj4JM7n0PgOPVD4FiSDujPP/80e/bsMT/88IO6REpaCRwnBhzjYi1fvryZOHGimTVzZnDBjtF+/czpp59uqlSpYiZPmhRIO6ZPm2Yuv/xyU7hwYdOtWzczc8aMQPtk0sSJplLFihbuL160KPBcK9EhcJz6EjiWJCkQTZ8+PWO1et68eSpZkSYSOA4+ufM5BI5TPwSOJenAWQ+ff/65uffee03jxo3NmDFjbC7kY8yZM8fMnDnTzJgxI+GxaNEis3PnTuWIHkvgOP73zblz5ljHceXKlc3mTZsCv4/PmT3blClTxrqft2zeHEgbdmzfbq5s3tweGjh+3LjA+4TPpVq1auaEE06woD/o9iQ6BI5TXwLHUiDJMkkGB6PhtPAl/vjjD/PXX39pRCQQHB933HH2EIFatWqZjz/+WH2fBhI4Dj658zkEjlM/BI4l6YDIe5o0aWLzIFcb09cI6pCpY445xlx00UVmwIABZv/+/Ro6HkrgOP73zdmzZpmSJUuaSpUqmXVr13pRcxkHNOB444YNgbRh29atpnmzZhYcjx0zxoLkIPtk/bp15uKqVQWOe/Y0/fr1M0OHDrULolOnTjULFiwwK1euNBs3bjTvvvuuXQzctWuX5S8//fST3XksDuO/BI6lQBwW119/vTnnnHPslhtfgsR08uTJ3rsaSND27t1rv2BTBRwfccQRpmvXrgL3aSCB42CTfd9D4Dj1Q+BYkg7ovffeM5deemlgUDaZonr16hY8SP5J4Dj+903c9yVKlDCVK1WygDLo+zhlIkqXKmVq1KhhNqxfH0gbtm7ZYpo1bWrB8ZjRo70Ax1WrVrWlKubPmxf4Z5TokOM49SVwLCVU77//vmnWrFngCWh2wTag3bt3ez0qVq1aZftw4cKFJlXAMcGWp/Xr13sP7qXoJHAcfHLncwgcp34IHEuSMT///LMZNWqUKVq0aOC5bzIEW8CXLl2qoeOhBI7jf9+kji6OY0pV+ACOp02daufMNQMEx5TIYMeGBcceOI5xgmNCEziW4zhVJXAsJVQUj6eubdAJaHZx8sknm08//dTrUYErmrayBSSVwDFx8803220rUupK4DjYZN/3EDhO/RA4ltJdLJCTa7Zr1y7wvDcZgnIV1157rUqaeSqB4/jfNx04Pv/88wMDtaHBHM6C45o1AytVgeO4adOm5tRTT/WiVMXaNWvMhVWqHADH8+cH/hklOuQ4Tn0JHEsJFYdrFChQwMLjIGumZRe4Xr///nuvRwWn6dLWYcOGmVQDx/x73LhxKlmRwhI4Dj658zkEjlM/BI4lyZhvvvnGPPLII7ZUF/kwfxKu1nHQ+bBPceSRR9oDBLdv366h46EEjuN/35w5Y4YFx1WqVAkM1GblOK5du7bZtHFjYI7jpk2amNNOO82MGzvWD8fxhReaggULmgUCx6pxnIISOJYSqsGDBwd+0MahgpNQAZo+a8KECbatw4cPN6kGjgnq/X3yySdBN0+KkwSOg032fQ+B49QPgWNJOgDbqNkLCMIxRwmyq6++2jRs2NCaGIoUKWLLWAQZJ510kjnqqKNszg68DSKA6ZhN5Dj2VwLHiXMcUwohKFCbVY3jy+rUMZs3bQq0VEXx4sXNhPHjvXEcn1SokFm4YEHgn1GiQ47j1JfAsZRQdejQIXA4nFO0adMmKcDxiBEjTCqC46OPPto888wz5s8//wy6iVIcJHAcfHLncwgcp34IHEvSAXGy/I033mih8VdffWVLWHDCPKfOb9q0yWzevDmw4PVHjx5ta6riLCR/79ixo7n99tsTFrfddpu58sorbRseffRRezC05J8EjuN/35wze7a9Di+88EIvHMczpk83pUuXNpdddlmg4JjD8U4//XQzccKEwPvEgWPKXi5etCjw9iQ6BI5TXwLHUkLVuXNnCwfZiheUeyG7wFFBux5//PGkAMccqpKK4JggOdqwYUPQTZTiIIHj4JM7n0PgOPVD4FiSDtQ5/uijj0zbtm0tHN21a5d33QJArlOnjm3fDz/8kAEIExX79+83CxYsMFdddZV57LHHzL59+4LuEikLCRzH/745d+5cOze64IILvKhxTOmMMqVLmzoBlqqgxnHzZs0yHMdB9wmlKgD7hQsXFjjup1IVqSiBYynh9XnZdlaxYkXTqFEjb4KtgWzJY9XS98PxcIAAV0eOHGlSFRwTt956qz11XEotCRwHm9j6HgLHqR8Cx5J0ABx//PHH3oJj2rdx40Zbw7RVq1bWCR0EkFy2bJktU4GpQ+DYTwkcx/++OXfOnAPg2JPD8QDHOI5r16oVmAN629atFhzbGsfjxgXeJ+vXrTNVL7rI8oRFCxcG3p5EhxzHqS+BYymhmjx5sq2XNnbsWO8S5Pr165uzzjrL+8R0zJgxFqwCkFMZHHMqLe7qv/76K+imSjGUwHHwyZ3PIXCc+iFwLEmZHceUqvj666+9ax87v2rVqmUdv0GB46VLl5prrrnGPPHEE4G0QcpZAseJcxyf7xE4phZ7LV/A8dixfoDjqlXt4XiqcSzHcSpK4FhKqKZMmWJr2PpWZuH33383l19+uTn77LO9B8dAd8Cqb/A9GnBMiRAOJjz++OOtI93BYw6Nee+994JuqhRDCRwHm9j6HgLHqR8Cx5J0AMx++OGH5rrrrvMaHOM4bt26dSA7wBw4xnH85JNPaheapxI4TqDj2LNSFbUDLFXhwDGHiwKOgz4cT+D4BfPKK6+Ynj17GpWqSE0JHEsJB8f58+f3zi3rwHG5cuW8T0wdOB4/frxJFXCM05ttiNSw48RgFhccUL7//vvt5yOlhgSOg032fQ+B49QPgWNJOgBmP/jgAwuOKVXhKzjGUdiiRQtb4/jXX39NaOAwXrRokbn66qvtGSlyHPspgePEOY4x1PhwOJ4rVRFkjWNfHceF5DgWOE5RCRxLCS9VATim3IKP4Lh8+fLml19+MclQqoJ6TqkAjjmYkNXJP//80/7/qlWrTMuWLTPgMSvJy5cvV8mKFJHAcbCJre8hcJz6IXAsSf8Dx23atPG2xvHatWtNtWrV7G48Fve7du2a0OjSpYu5+eabLSx7+OGHzd69e4PuFikLCRzH/745Z/ZsC44vuvDCwEBtaMxwh+PVqeMFOB7vS41jwHGhQipVoVIVKSmBYynh4NjXUhWXXXaZTY59dzS4w/F8g++Rus9LlChxUDmKnTt32q2bQGXeK24T3yZVUmQSOA42sfU9BI5TPwSOJekAmH3//fdtGQYfwTEwcMGCBXYnXnZnUSQqmDfgen733XeD7hYpCwkcJ8bhW7JECXv4mg/gePq0adZxzNx586ZNgbRh65YtplnTpvZg+wnjx3sDjk8++WQdjidwnJISOJYSKg47IwH0rVQFW+JYNSVB9h0cjxw5MiUcx9OmTTPHHHOMOe+888yXX3550M83bdpkqlevbstVMGYGDhyY4UqWklcCx8Emtr6HwHHqh8CxJBm7i4pFcw5+Axx/8803XnXL/v37ba5euHDhwMExcemll5rVq1cH3S1SFhI4TgyoxWhz8cUXBwZqQ2Pq1KnWAV338svNls2bA2kDr9ukSRPbL5MmTgy8T9ihQblFvjOXLF4ceHsSHS+oxnHKS+BYSqiSARz7XuM4VcAxpSoAx+eee6754osvsvydWbNmmbJly9r3y0nC77zzTsLbKcVWAsfBJ3c+h8Bx6ofAsST9Dxyzo8rHw/GAgfPnz/fCcXz44YfbQ7gAM5J/EjiO/31z2tSpFpBeUq1aYKA2NKZOmWJKlixp6tWrF1h7AOiNGze27Zg8aVLgfbLmrbdsWZ0iRYqYpUuWBN6eRIfAcepL4FhKqDjQzVdwTFJKjWPfwfGIESPSBhzjMO7Tp48pUKCAnTjcd9995o8//kh4W6XYSeA4+OTO5xA4Tv0QOJakzODY11IVCxcuNOecc07g4JigHZS5o8SH5JcEjuN/3xQ4PjQ4njJ5shfg+IILLjBFixYVOFapipSUwLGUUFGXF3DsW31eDsTj5OhkAMfDhg2zSTQQPtXBMdqzZ4+56qqrzBFHHGG3RXHKt5S8EjgOHtz5HALHqR8Cx5KUHOB40aJFNkdj4Z6yYUEEr01UrFjRGiboN8kvCRwnEBxfcolXjuP6njiOfQLHxYoVEzgWOE5JCRxLCZXP4LhmzZpJAY6HDh2aNo5jp2XLlpmzzjrLTh4ee+wx6xCXklMCx8Emtr6HwHHqh8CxJB0Axzt27LAL4z6CY9r31ltv2cOeChYsaCpUqGAqVaqU8DjjjDOsg69du3bmk08+CbpbpCwkcJzG4Lh+/cDBMaYigePgczuVqkh9CRxLCRUlKgDHbDfzERxTy23fvn0mGcCxb/A9nuCYCUzv3r3NiSeeaE/PXblyZcLaKcVWAsfBJ3c+h8Bx6ofAsSQdyGs4twFw3KJFC+8Ox6N9HEbHIcWufeTKiQx2nJEr8vpPPvmk/T/JPwkcx/++KXB8cJ8IHPsVAsepL4FjKRBw7Bv0xGVco0aNpHAcDxkyJK1KVTh9//33doKF6/iBBx6w9Y+l5JPAcfDJnc8hcJz6IXAsSQfA7LvvvpsBjr/99luvuoUci0X6atWq2XIaQeTGv//+u5k3b55p2bKl6dy5s/npp58S3gYpZwkcJ8bhi3HGF8cxDl9fSlXIcexHCBynvgSOpYRq5MiRXh6Ol0zgeODAgWlXqsKJCQRbFnGGf/7553FvoxR7CRwHn9z5HALHqR8Cx5KU2XEMGPUNHIc6joMCx7/99puZO3duhuPY9/w8XSVwnBhQa8FxtWpegOPJkyZZcFwvaHDcqJE34Pit1avN+eefb2scL1u6NPD2JDoEjlNfAsdSwsss+Og43rt3r13F5dRm37fC9e/fPy0dx24Scdddd9nHDRgwIO5tlGIvgePgkzufQ+A49UPgWJL+5zhu3bq1jd27d3vXvlWrVtnc+JprrgkkNw51HAsc+yuB4/jfNwWOD+6TTRs3mkaNGnlzOB7guHLlygLHPXsaHY6XmhI4lhKqESNGeAmO2f526aWXJgU4do7jdATHiMNaOCwFBwwQUkouCRwHD+58DoHj1A+BY0k6AGbfe+89m8vgOvbRcQw4xnHcpk0bs3///sAcx4DjLl26eJ+fp6sEjuN/35w0aZIpXry4N47jSRMn2sP66gcNjq+4wktwvHTJksDbk+iQ4zj1JXAsJVTDhw+34Ni3MgsciEdyDMT0PTHFaQs4njBhgklHcMxkplOnTipXkaQSOA4+ufM5BI5TPwSOJel/4Bg3r8+lKjBVBAWOcRzPnz/fgvWuXbsG0gYpZwkcx/++OXHCBK/AMe2hdEb9+vUDa8/GDRtMw4YNvQHHq1etMpUrVRI4luM4ZSVwLCVUw4YNM/nz5/fOLetKVVSoUMH7xJRSFRwQx+pzOoJjhAuGmlYLFy6MW/uk+EjgONjE1vcQOE79EDiWpOQAx+zwAhxfe+21AsdSthI4TkxNYZ9qHPsCjhs0aOANOF61cqWpWLGiwLHAccpK4FhKqN544w0LCydOnOil45gtJmyN871URb58+cyUKVNMuoLjX3/91R6W0r17d/P333/HrY1S7CVwHGxi63sIHKd+CBxLUnKB4yBrHC9YsMA6jlWqwl8JHMf/vjlt6lRbGsK3w/GCBMeUqrjCI8exA8ennHKKSlX062fPtaI06dSpU+33+MqVK83GjRttbf+dO3eaXbt2mT179thyoczr//jjD3vfkfyVwLGUUI0aNcrCQt/KLLgax5UqVbJfXj5r8ODBFhxPnjzZpCs4Rn369DH33HOPnVhIySOB42ATW99D4Dj1Q+BYkpILHFOHWeBYymlZpNMAACAASURBVE4Cx/G/b06dMsUrxzGg1oLjAGscb960yTT26HA8W6qicmWBYzmOU1YCx1JCNXr0aFuqwrcaxyTENWvWtKUqfK9xPGTIEFuqwjfXdqLB8dq1a+2EK5LHSsFJ4DjYxNb3EDhO/RA4lqTM4NjXw/F8chw/+eST3ufn6SqB4/jfNwGjFhxfcokX4NgHx7Fv4JjD8c4//3yVqhA4TlkJHEsJB8ccjjd27FgvwXEyHI4HOE7nw/GcfvjhB1O3bl277UVKHgkcB5vY+h4Cx6kfAseSdADMsmUXN2/r1q3N7t27va5xLHAsZSeB48TVOOZ63Lplix/guEQJ0yDoUhVXXOGd47hYsWIqVaFSFSkpgWMp4aUqfHQc//zzz6ZGjRrmvPPO8x4cU6pCjuMDiSoulA0bNgT9kUh5kMBxsImt7yFwnPohcCxJB8Dsjh07bB6Do9dncHzdddcFdjgejmPA+lNPPeX94dXpKoHj+N83J02caIoXL25NTj6AY9oDOG7UqFFg7XHguHSpUraUhxfguFIlgWM5jlNWAsdSQuVrqYpkAsdyHP8PQD733HPmww8/DPgTkfIigeNgE1vfQ+A49UPgWJIOgNnt27ebVq1aWUfv999/71W3/Pnnn/YwI7bGt23bNpDzPwDH8+fPt3C9a9euAseeSuA4/vfNiRMmmNNOO83UqlnTbNu61Yv2lAgYHG/csME0bNjQlClTxh4eGHSfrFq1yp6VxOe0YvnywNuT6HjhhRfMK6+8YgSOU1cCx1JC5evheA4ccxqq744G5zhO98PxmMQsWbLE/Pjjj3FpnxQfCRwHn9z5HALHqR8Cx5J0MDim/JZv4PjNN9801apVM9dff30g4Pi3334zc+fOtX309NNPe394dbpK4Dj+980J48cfAMe1ankBjmkP4Jgaw0G1x4HjM844ww9wvHKl5Qg4w99csSLw9iQ6BI5TXwLHUkI1YsQICwsnTZrkVc/v27fPVK9e3dYmIlH1Wa+//ro54ogjzNSpU006g2NgP27jP/74Iy7tk+IjgePgkzufQ+A49UPgWJL+B45x0/oMjnEc33DDDYHkxrzm7NmzTcuWLc0zzzwjcOypBI5jk/tQK3j9unVm7Zo1ZsP69fbwtx3bt2cqVVHLk1IVGeC4ceNAwXGDBg0sOJ4+bVrgfbLyzTdNxQoVBI5VqiJlJXAsJbzMArDQN7csrlVcFZyG6js47tu3r8mXL5+ZNm2aSWdwzOe0d+9e8/fff8elfVJ8JHCcnsHk5+1t2+yEh7p0JPwumCzx//yOwHHqh8CxJGUGx9QQFjg+WALHySGB48jvh+RDuOr7vPaaeeLxx81tt91mbr75ZnP7bbeZRx55xPTv188sW7rUzpsBtbVr104IqAVcL1+2zLZtzuzZZv68ebb8gjsIj8PxfADHDRs0MGU9AscVKlSwhxjKcdzPDB061IwZM8Ya3ahVT+kjDrTnUNidO3eaXbt2mT179piffvrJLgpiBOO+KPkrgWMpoRo0aJA59thjvXPL8sV18cUXmypVqnjvYH3ttdes43jGjBkmncExNxfdYJJPAsfpEUBgYDCHhSyYP9+6U/r06WOe/fe/zaOPPmru69TJ/PPee819991nunTpYnp0727GjR1rFi1caAYOHGiOO+44U7Zs2YgmA8BnJjL8GXQ/KA7uA4FjScpcqsJ3cHzjjTcG7jj+17/+JcexpxI4zvu9ft3atWbY0KHm3nvvNfXr1zflzj7blqI46aSTTMETTzSFChUyp556qilfvrwd//ffd58pUqSIueyyy+wifLxA7NixY627/x8dOpgmjRvbwzGrX3KJPZTvyiuvNPfcc481gY184w1TunRp07Rp05iDY5c/Aqt5rZdefNF0efJJ0/Wpp8yLL7xgRo0caSEtcJvD8SLNFfMavE9ec/Xq1bYsBX/iEHcwnXyXUhUCxz1NP4HjlJTAsRQIOPbNLevA8YUXXihwnCTgWEpOCRynNkwk4XcOmkEDB1rHTOvWre2OjjPPPNM6VE455RQ7ASpSuLD9k+2XHG5S7eKLzY033GCdNnw35HUywLbOmTNn2onFk507W6fO0iVL4jbJUkTWBwLHknQAHL/99ttJAY59KFUhcOyvBI7zdg/EuUtuRM5TuHBhc0z+/HYnKefXHHbYYRnBv/l/FtJLlixpjj76aHP55ZfHJadhXn7XnXfaso0A64IFC9o87Mgjj7Rx1FFH2fn7ySefbE1WLVu0MMWKFTNXNm8e0/aQP44fN848/NBD5oqGDc35lSubUqVK2dcid6QfLrroIvud1KtXLwvSzzrrLDNj+vS45GQYECgdguu6b58+5tFHHjEd2rc3N7RrZ9q3b28eeOAB8+qrr1qDBM5wSl4KHAscp6oEjqWESuA4eslxLCWzBI5TFzgCbkmue776qrm6dWtz3nnn2QnI8ccfbyceoRMiJkP58+e3kxBcK0BlB5aZIPDzvIDjNWvWmMcff9y6PUqWKGFfl8fjkgEg+3CYjOJAHwgcS9IBMAs4Bor6WuN4xYoVdtHPF3Dseym5dJXAce4X1qdMnmw6dOhgF8wBwaF50aGCnIg/68YYHON8fumllyyQxu2cmzYBkcnrAMstrrwyJvkVfQP8vfeeeywsLlqkSAa4DgXq/J3XP/HEE60bm3zx7LPPNjNnzIh5joW7GHczcBhXOK8DvAaq8/r8WbRoUZtrNmnSxH5HlStXzoJuHNHplvPpcLzUl8CxlHBwzMqpr45jVjGToVQFN1KcdcksOY7TUwLHwSd3sQ4Sfhw0r/XubQHIWWeeaU444YSMiU5ows+khESfevIk2h07djRPP/20+c/zz9ttiNdcc42dvPD7uQXHTKIee/RRm9C71+E7ktfnTw5OIflX6Qo/QuBYkv4Hjlu0aCFwnI2oezlr1izbRwLH/krgOHd50pjRo03Dhg3tgnm4uzi3Ubdu3ZiBY0qD3XnHHbZGMAv5eW0L+RXXZrTgmLIUA19/3S70k/9RjjE3r8/vkefF2nFM/1Imo2vXrtZdbV3hxxyTpSvcQX3c2CVOP90UKFDA5q4Cx5lrHPM9vnTpUtU4TnIJHEsJlRzH0UuOYymZJXCcWkGCjdODWsUcCoILI6vEGocILgwmPZ3++U/rAsadzOEra956y7pe+JPnqnLBBfY5cguOFy9ebB3GDhq7P4/4Lzjm782aNbO16ILuL4XAcbRicRugJiU/ON66datp3ry5t+B4+fLl1lThAzim7qrGvZ8SOM753j5xwgTr6gUwRgqNYwmO582da66++mpbSzl8kT+3AbhtGSU4xtX73LPP2rKFeXFghwbgOFaOY+o8Dxk82B5aSsmJ8N1yhwo+V4L2CBz/DxwPHz7cPPfcc5ZfsItFh+MlrwSOpYTKHXqE29RXxzEJkM/q3bu3HMdS0krgOHXgIQ7eSRMnmrZt2tjtelkl2EwsOPCFbX5PPvmkPSSPhJo6djhwwp8TkHzRhRfmCRxTXy6riRj/x3ZK2gDQpt5x0H2myD043rFjh/nkk0/M119/baHazz//bMER92i+R/7++2+Tbtq9e7eZM2eOGT9+vD2VXEpeCRznLIHj5JDAcc7O3vr16lnXaqTA2EWD+vWjBsfU4m3VsqV1x0bTFguOW7aMuD0YBjj079RTTsm1yziriFWpCgD4yy+9ZHNQ+iZSwE97BI4PgOM33njD1vAHwtMv5H/kduQvu3btsvzlp59+st/1LIrr0Hu/JXCcpOLCIulMNr3++uteHo7HpBRonAyH4/Xs2dPeYGfMmGGSWSpVkZ4SOE6tbZeXX3aZhbJZOYypXUyt426vvGKTehzFh3KmAJMpV8E2Tp4jt+C48xNPZJvAu5p9TACYvAXdb4rcgWNc5JzuTq6AO0Xg+IC6d+9u64BzqOTtt98uB2YKHI7na41j7tVsLSY3vvHGGwNzHJPr4sqW49hfCRzvOGRe88D998cEGhPUFI7WUdupUydbTizatpDncfhxJOCYxzzx+OPWdBBtO2IBjmkPOS0cgPcVbXsEjg+A4379+mWaI1Azn/uewHFySuA4CcXKzOrVq83ChQvNl19+aZJJAsfRS+BYSmYJHKcGPMSxwmnanAYenjTj1KhXt67dmjZr5kw7UcmpvjA17gYMGGAqVaqUsW0ScAw0yKkt/fv3zzaBJ2FloQ3QRh3moPtNkTM4XrZsmXnwwQdNmTJl7EEz/L7A8QExIXVjm8OVPvjgg4C/0aVowXGrVq28Bcdci1WrVg0MHO/fv9+aDASO/ZbAcfb3dmAkuUwsoDEL4HfeeWdUeUS/vn3tuQ/RlMtwAQxv3759ROdHjHzjDVu+LBbtoEwapc+i6RdK4lx55ZURl8sIDfKWVStXpl2+l9XhePydneaubzjAWuA4eSVwnIQaNWqUqVy5st3++9hjj9nEKlnEF4mPjmO2f1IAPxkcxz169JDjWEpaCRynhtu4S5cu5uT/HmIXGtyXKF1BSYp169blyomCI+f1AQNMjRo1MiXt55xzTq5cwgDhUKDmAmCMc4SJyU033WRfJ+i+U+QMjufOnWuhqPsccSQJHB+Qq+VN8PctW7YE/I0uRSp2DW7bts06jtnK6xs4pn24/3GIBVnjmIOg3eF4qnHspwSOs763s8PqH//4R1RlGEKD/IiF8mjqCeNYjtZR6wLXcufOnbMsO3aoAKpy7kSktZXDo1atWmbxokUR98vaNWvsOR0FCxaMSXuqXnSRfc50y/eyA8eUjHN9A78SOE5eCRwnoXBkuQuQLb3vvPOOSRZRGJ0VSh/B8QUXXJAU4JgvZZWqkJJVAsfJH8CES6pVy+QU4TsJ0Ptk585mwfz5uT4sBTdyt27dbI350K2c1EuuV69ermAvbpdePXtmlLgIP6gEIE3Ji7xObhTBgOPJkyfbA3tCP0uB4wNiYUbgOLXAMVC0TZs2ttajT/IBHPOas2fPtnBd4NhfCRxnnytltagdaXAtcmBlNAf04TaOVXvYFTR2zJg8t4N5bLT1lUPj1ltvjQrUDhs61Jx55pkxcT8TlO/YtGlT2uWQAsepL4HjJNQpp5ySaRsuZSuSRayU+ug4ZlIKNE4GcMxkG6iiGsdSMkrgOPkDF0HofQj3CnUwObjzrbfeytW2RZzI1LGlnEX58uUP2h4IBOYwvdzC3o3/dS03bdrUFCtWzD4f20PZ1jl1ypSoTv1WJB4cU5ta4PhgCRynJji+/vrrvQTHQCoW9YJ0HLOFnD5SjWN/JXCc9b1u8qRJds4bCxjJ8/zn+eejOhiv56uvxsxVi1v4mmuuMW+tXp2nNpCLAVZjBY3JFV7t0SPifqE9d999d5aHO0cSPM/TXbtGVL4j2UPgOPUlcJzkEwduAEzUk0WDBg2ytW58A8ck7CTHwA/fwTGubW5MbN9LZulwvPSUwHHyx3PPPptx2AVOY3ZrDB40yLqDd+TwWEAwh+S9MWKErZtZsmTJg7ZxAqJxGy/K49ZD6iQvXbLEzJg+3cJiat4xqYn2BHJFbPtA4DhyCRynjgCzlBqhribg+McffzS+gmNK/fz++++Blaqgj3AcBwGvpZwlcJz1vW7EiBExc7Hiuo/GbQwg5TC6/FmcSxFJsECPUzevO7nI/84///yYgeOmTZqYBQsWRNwv69auNZdddlnM2kO9ZfLPdMwbBY5TXwLHSahkBsc+H47HASDJ4Dju1auXSlVISSuB4+SPp556KuNEbuqs4mLZsnnzIR/D5IKyFFOnTjVPPPGE/a5lETG8xh3/5vCMQQMHRuTY4HVCI+i+UhzcBwLHkUvgODXBcbt27bwDx9yrly5dasFxhw4dAsmNQ2scP/vss4HAaylnCRxnfa+fOWNGxiJ7NMEZPFMmT44qpyFHe/jhh2NS3xjzErsQIjk3YsnixbbERSwgLeUuur3ySlTmgIULFphyMSonQv76yMMP55gPp2oIHKe+BI6TUMkMjl2pCtymPun777+3buNkcBy7UhVyHEvJKIHj5I+XX3rJFCpY0DppmjVtajYfopYbEx0mF7NnzTIvvvCCueKKK+zWwqy2BfJ/FStUMN27d0/bxDsdQuA4cgkcJx8c/vnnn80333xjPv/8c/PZZ5+Zr7/+2kJi3LNbt271GhwvWbLEmirat28fGDimLBt9RFkjgWM/JXCc9b1u/bp15rI6daKCkbVr1zbjx42LeucUu8GArG7RP9IAPN/Qrp1ZtnRpRO3gYLxzzz03akjLgWvUhl/55ptR9Qu5aZnSpWMCjmvWrBlxv6RCCBynvgSOk1DJDo5xmfkGPQHHOOBwVpAA+awePXrYGzcHhiSzVKoiPSVwnPxBPVruQ5SYePDBB7OExWyLZIIwYcIEO+HHMXbqKaccVMuYAEAzmeFk7N69epnNgsYpHQLHkUvgODkEZP3qq6/M+vXrzdixY+2Y57vy/vvvtzs2Bg4caFatWmUPz+K7kbI9e/fuNb6C46Acx/v377e5osCx3xI4zvpeRy7Ejqzww15zE5isGjdubOskx6rcFs8VjduXMhdtrrvOwtFI3c+UFOMsimih8bXXXmsd3dHuLOM7uHLlylFDY8pvDBs2LK13ugkcp74EjpNQyQyO+/TpY7eW+AY9d+/ebbcCVa9e3SbLPovTaIEvHCKUzBI4Tk8JHCd/UDe4Tu3adgHr6quvtt/nq1etsqB44cKF9uTuHt27m7vuusvUqVPHFC1a1H5nZVXrD5cxp1kDTsaMGWMnFUG/P0V8+0DgOHIJHPvvMP7222/twZ8A4kaNGply5crZ70ByX4wTQCQO7gSePPTQQ3bB7Oabbzb79u1LaFv/+usv63rmjI9du3aZL774wnz55Ze2/bQFd++yZcviXqri77//tv3G8+Mwpk38nf/j3w4cP//883IceyqB4+zvd+y4evSRRyzszA2AJFeiTu5TXbrYMgqxPGSN/Or2226z30N5BaMciEyNZGoURwtHu3XrFnEJDx6H45kzLGLRN+xuo+xGpLWo+byqXXyxGTJ4cNqfpyFwnPoSOE5CJTM45mA3blickuwbOOaAp0suucR7xzHgGGAzd+5c46NI+JmIfPrpp+bdd9+1p4Zv377dfPjhh3ZC4iYfbD885phj7JYlJixSekjgOPnBJJMGtjyWKlXKHpByZfPm5o6OHU3Hjh3NddddZy6//HJ76B3XN2A4q4Sc7zAmIvwuySYOFh1ilx4hcBy5BI79FcCTfAcoAgwGEIcf/Bn+HVi4cGH7HZpIcMw9mHM9aCvnjfTu3dt07drVOqKpgfrvf//bDBkyxKxcudLWpAcc/+Mf/4h5bkw7KM+xc+dO68yeP3++fT2Cw642bdpkfzZlyhR7MBjg2PdScukqgeOcS1ZwjVWuVClLYAp85LwI3P2d/vlPM33aNFsCLB7u1TdXrDAd2rfPNTymXVx/HGjMTrJYtAH4/I8OHWyOmBdAy/kX9A91kmPZN5QCuejCC/MMjVkQ7Hj77XY+HkvAn6whcJz6EjhOQiU7OPbRcfzdd9/ZbSbJ4Dh++eWXvXQc//LLL+bjjz+2N9CePXua++67z67iknDgSrztttvs4SZz5syxoJgJi8Bx+kngODWCSQ3XeY0aNexEiG2VbGMEhoTDYg4M4TsLxw33r0svvdTccccdpl/fvtahjAsmnbf3pVsIHEcugWP/hGOW/IeD5KgFDGjJC3wgJ04EOHbtpBRQ3759bX1QFu5PPvnkjBJCfG+TlxUvXtzWowcY8zu33357zMAxTmKAMWB48ODBtnxH8+bNLTQ755xz7OtVq1bN5o3PPPOMBdls2ed7Q+DYTwkc53zfY2F88aJFNu95snNnc1+nTnae9Mgjj9jzH8aOGWNWLF9ufy/e+RAuaPK35s2amdNPP91e/yxykbtRNqx8+fL2mnu6a1czdcoUC4xj3SbgMX3AjjPyx/CDkmkPcJszMVi8euCBB+yiUjzyRd7fyJEjTcOGDbM8fyO8XbT5+uuvN68PGGA2rF+v/PW//ShwnPoSOE5C+QqOSUqp0YZDACcDSSEHf3z00UcZh37069cvEHBMsszBJBwOQLtsDc133rHb80hicV/4UKqCpBhXLu5c2rlhwwZ76jZ9iIuXPubgKJ/AMS6b999/324zx3EIgMdpA0TiBsxNlgAokQTg7H700UftNk5+R47j9JLAceoECTw189iG2bRJE/sdevbZZ9uDRkqUKGFKly5tzjrrLOvkYBJC6Yru3bqZyZMn27IWiZggKfzrA4HjyCVw7J+ow8sCWLNmzSLaAs6CWrzBMWUpyHNZ2KfsBHVOcwNIyNdxRd95550xAcfkuBgMhg8fbg8EpIwH7z8cGjlHNuO9UqVKtgYpUELg2E8JHOf+/kfOgzsVWEm4PCjRuRCvR4mxKZMnm8GDBpkBAwZYEDp61Ch7YBw/o53xbNfGDRvMiOHD7ffLZZddZqpccIHNIzmovkH9+nbBisOYZ82caWF3PNvC5zBj+nRz26232nkq33t8/xHMac8sW9bukOvUqZMZNGiQPZRP+WvmPhQ4Tn0JHCehfAPHJAzURaPAPDWM//nPf5pWrVpZUEBdMmAiW+EoV9CrVy+bJCaizAKQlUPv1q1bZwvWsw2PbdTUnKO2XNu2be3WIbbEUVKBw/FwzwGSEy1O3QYWU76B7Xi33nqrbWf9+vXtZISbJ6vDGzdutD8HuNLuoMWCAIsAuFKo2XeobZmhweoyW9mZLJx33nkqVZFGEjhOrWBiwTbMRQsX2qSbScfwYcPsRGTo0KH232y7pFYftZGZKMV7MqLwuw8EjiOXwLFfog7wm2++aQ+4A3RGUiOTnBincrzAMTktOfqIESNsXgkIyUv72FHCol804Jh8nDx37dq1pnPnzraGa162qeOAFjj2VwLHwd9XkzmoM4wDmZJlS5cssc7rtWvW2P9PdK4IMOecDpzhnNWB2QG2gSOZusrA7qD7y9cQOE59CRwnoXwCx9QGpi4ZW23YZsaWkvDkGZjIah3bztgahyMj3m5ZHMZAVuoB161b19aQA7ZmBTCpmcR2IcAnBznhzEiUSKZJ6EePHm1uueUWu02PbULhABZnCH3Ldj5gPAk3DpcghTMaMMS287xMAMKDCYRqHKePBI5TM5xjxgVw2AHiINw0Cn/7QOA4cgkc+yOALLutgL5Z5Ze5DXI+zAGA1ViLfPbrr7+24IPdYDm5jLMDx3fffXdUu/F++uknO1fgEFRq2+e1DWynf/HFF+U49lQCx8HfVxXqg6DHgMBx6kvgOAnlAzgmSaDUA18SOHWz2maWVQAYKbNAAhlPmE3ZBCAr/ZObdrnaTvXq1UsYOKbEA+UocF+wXS+3CTQTFCIncMyWPlzMrlxILLf4UeKjR48e1i0c6Um0AsfpKYFjJbdBJ7eKYPtA4DhyCRz7I3ZcsYuuSJEiUeVA1Bh+7LHHzK+//hqX8nFjx461eXqk7YsWHJPrLlu2zLRu3dpC8kjaIHDstwSOlVcor9IYEDhOfQkcJ6GCBscAyOXLl9v6ZFmdDptT4EiOl+MYZwWJfF5AbGhQGiIRpSqYIHBIHCU92KaY13bmBI4p0TFp0iR7IB2vQbkQ/s3/RytcMfTxGWecEdVkyQXwmfrTUnpI4FjJpSYY6T0GBI4jl8CxHyJPZFGempfR5kDUg+eQuFifr0EZDXJ1yp1F4jR2wW43DqaKJDdmvsBZHeSikcwXQvuIg6FjdUCfFFsJHAd/X1WoD4IeAwLHqS+B4yRUkOAYNy713ACskSaigON4OI5xGlP/t1SpUhEnp7yveDuOSbCoT0w95dzWBM4KHC9atCjbRJ2a0oBd+ho3OL/PvwG+0TiPmTjQdg4riQU0Jjg8i8NSpPSQwLGS26CTW0WwfSBwHLkEjv05EA8nL1A1mvyHHI1ckNJqOIRjJZ6LBXnO9ojEnBAap556qr1m89o+fp/DsnFTFy1aNKo2cJgf5TaCOIMkXcVcBZNLbvpc4Fh5hfIqjQGB49SXwHESKkhwvG3bNlsCIpoEkFIVsT7Yjfpp/fr1y9Q3kUSDBg3iCo557jVr1pgrrrgiqnZS8iM7cEz5i9KlS9vfo4wEcNoF8BiXTKRiIsJBeNG4V8KDNlFKQ0oPCRwrudQEI73HgMBx5BI49qdMxUsvvZTrMm1ZBfkZQPXxxx+3zxdLYRBYsmSJrWscTX5GG8uXL28mTJiQ5zYAHadPn24qV64cdRvYmUYJuljCdSlr0cfu/JpRo0ZZxzgLJYeSwHHw91WF+iDoMSBwnPoSOE5CBQWOSSQ4wC1Sl6wLDsdbunRpzNrFajgJzrnnnhs1xOTguXgmpoDXtm3bRjXZIKgTt2LFiixfo3v37lk+P48B2vfs2TOittMv48aNy4DSsQpq73FAoJQeEjhWcht0cqsItg8EjiOXwLEf+uGHH8xTTz0VVe7D4cyNGjUyK1eujLlhgdrG/fv3j7imcGgbW7RoYc80yavI6zjDI1rHMzvmMHVkl/NKJuaLDiwUcPA1taWZ923evPmQjxE4Vl6hvEpjQOA49SVwnIQKAhyT1A4fPtwUKlQoalDIicqsYMfyoDZgbLSHtBGcbB0vAbhfe+21qBN5V+8tO+fws88+m2VfsKUScMwXeyT65ZdfbJ27WLqNiRtuuCHmbhspvvrmm2/Me++9F1HNbIFjJZeaYKT3GBA4jlwCx34IMNutW7eI8yFysYsvvtguxsf6UDyXFz/xxBNR5cWYRDBkDBo0KKI27tixw1x11VVRu7KBlwBoGQwSI/Lxhx9+OONzw3FOWZZDSeA4+PuqQn3gCzimLCa7wIcOHWrNaqGLh+xAefvtt20ZI+5Te/bssbvGucewaBXvcqFSdBI4TkIFAY5xV7DiHwtQWLVqVfPFF1/EpF18wXDoWyyANkkyX3Tx0rfffmtq1aoVkz7keXi+rMShkiVwUgAAIABJREFUe4ULF870+ySATFQ4/TvSMiGAwrp168YUGuM+Z1IS60NhpPiJAyhxWt18880WAHHTz4sEjpXcBp3cKoLtA4HjyCVw7Id+++03M2PGDLuIH0mpsSpVqtjJNQA6HgKy3n///VEBW0we9913X8TAlrJp0R4eWKBAAdO0aVNbmk0H4yVGGAI6deqU8RmceeaZZuTIkYd8jMCx8grlVRoDL774ol1Q5d7Gjpdhw4bZv4eD4+3bt5tPP/00Ezjmnipw7L8EjpNQQYBj6vJGewiIOwiEhCSaA9pCRd0tTmuOBcSMtv5vTuJQwWhOlQ7dtof7IrsDK/gCvuOOO+zYcG4ToDhwvWPHjubnn3+OqP0k7sWLF48pOK5WrZrqGyeZJk6caMcgnx/ueU5tz4sEjpVcaoKR3mNA4DhyCRz7IUwLOKbItXJrXGABn5rGTZo0MYMHDzZfffVV3NrnDosm585rXkY7ixUrZjp06GDWr18fcfm2LVu2RHWeB20HsGMuyOsCtRQdOGbBIPQAa4Hj4O+bCvWB72OAuv+Uy+zdu7cZMGCA3anO3wWOU0cCx0moIMAx25RiUQrinHPOsQd2xEqsVtWsWTPqdgFWH3300RwPgIhGJF6x6MMLLrjArFu37pCv9f7775uHHnrIOpMrVapk/2TrGf8fqahLXapUqZhBYyYmrETKbZxcYhtS6OfI4Sl5kcBx8MmdQn3gUx08INro0aPN1KlTzbx588yUKVMOWqhm1xOLnmxnxN3G90g6HpQlcOyPGIeUXaMGbMmSJe2urqwgLHWCTz31VFOjRg2bl2EiiHQBP7fiOuF6AvrlFdbyXjgEGcNIdgaF3OiTTz4xd911V8ZCc16CvuRAvOeee04lKpIAHCuvU06hvFJjgLzu1VdfNX369DEDBw40I0aMsCU6w8ExZYxCHcfcD+U4Tg4JHCehggDHrBxFCwpxZfzrX/+KKZz96KOPLBiNpl3AXE6ejqfbGDFBjgVs5Us5N1v29u3bZ5YtW2YdovzJv6MRkwCcMrGAxtxE7rnnnrg6bqT46OWXX870Wb7xxht5erwmGEouNcFI7zEQvp1xyJAhZsyYMRZ0cdDtocAxkwuB4wN9AozE1SkFJ8Yi9Rpx0Tdv3txOiqkJS1SoUMHC4muuucY8/fTTZu7cuRaCJqKGI6/x8ccf23IVjJOc6gxTq/nkk0+2dZcff/xxC42jLQ1BzsmCUMWKFXN9qDb5ODvzqlevbr8nyPHTcYEoWcExCxZ8T/N9DRQCDr377rv2cL1Vq1aZhQsX2hIvHL4HVMJN3rdvX7uIiFOR/JLPncVFrimF+kBjwN8xwHXK9YrTGGjco0cP6zAmr8MQgLGI6zsUHMNbAMefffaZPS+HmuoCx8kjgeMkVBDgePz48VEdisaXBgfPAR9jXW+1Tp06UUFMwDPwK97OVwBuJNsGXZD8P/LII/Y9ByEm7P/+97+jPtwP+I2bhRuHJgTJ7zjOaUIRLoHj4MGdQn0Q5BhwEwycKK+//rqtg8chYdOnT7c1+AHIOYFjnJDpeP+Q49g/AWmZ/FLWgTM3AGIEY5rxvG3bNuuqSvShP7///rttE4caA28Bw7h/yeUJai1znZUuXdru3Lv77rvt7kLy9Fjkw7xf4ABwgTz7UM5jwDJtoZ2cn0DfJQqyS7EDx3w/8z3NeAcK8flzPgoLXMxVFy9ebGbNmmWvE6ASi4YYk7gXOHjMoiIAWaE+0BjwfwyQz3HNktNhBgAU4zYmr8MQgGkuHBy/88475vPPP7dnNQkcJ5cEjpNQQYBjHBXUAI4EFFLT7frrr4+qTMKhEuPHHnssIqhNooo7hOSF54m3AKVnn312RO0ksafURKwOFYxUa9eutYckRnJKNk4SDpKhJAguEil9wTHBBOOXX36xSQMTDJIIviOYYKxevdpOMGbOnGkXXFjYYfWaBITEhASFdrDKzWp30KvuCvWBxkDOzhSuVyYawAE3wcBxBmTDgYYTjVr6AORwcAyI4PtC4Ph/+Z8cx36KBQ1fFjWAeR988IG9fwKGr7zySlO/fn3TsGFD07JlS1ujmeuSey0O5VjnwizwAA9ZIOK1cWGTBzJ2mctQ/oz/q1evnm0fsIGDk3CuSskNjoFC5HWMPxZPmD+w+5FyRNOmTbOLA+R2Dh5zPwAgc28AIrO7UqE+0BjwewxwrXLNUp6COZqDxnxnkNfx73BwzGISPOO7776zB8SS23Hv4TtEi4V+S+A4CRUEOKa8BG5XXi8vNcrKli1rHnzwQXu6cjxEcg5kuvDCC/MEM3Fe1K1b17orSHQSIfqQLYBFihTJVRt5P2zZq1q1qoVjJPVBi76izwDueXFPU6bkkksusfAg0hO6pdQFx6ETDErGsE2WWuizZ882kydPtttdhw4daiefbmIBPGaVm/YEveKuUB9oDOQ8BrhegcZMNJhkAAu4rlm8xYHG9c6CEQBZ4DhryXEs5VVMxIF5LNgD71asWGHrLONG5p6Lmz+eO+6cI5uzObiX8z3w7LPP2gUlvgtwpXHILmUNyAl8ge7pqkjBcXheBxQi32fcsRhAPXDGHeUqnOuY+YSDxywick9gmzsACpCsUB9oDPg9BrhWuWaZn7FA6aAxC0PsHuPaDt2pzDlN3HcoVckhrpQ0EjhOHgkcJ6GCAMeIFSIcATgEgIbhB73xb5y/xx13nClXrpxp1aqVnRySDMYzESRR4UuKmmgcQpKd25W2nXLKKfagOAAuK9/R1nDLq3BUAtJxHtNPtIm2uaBfeQ+4tKtVq2Y6duxokyu+XH0RX/JM9Pl8WRjI6kAYgm2QjBVKibDoMGfOHLuyKCW3YgWOWV1mMYUxET7BYELL5JZ6p7gPKZXD65CAkJyQqMiZErzTQKE+yKsrheuW65frmOvZTTBwoOFEAyABFcLBMSBCjmOBYyl5xTwAB7Krg+tgQbqWnUklcMxnGJ7XMW+htN7OnTsz6hwzX2XuRW7HAiHGAL7/mVOw8wToxGIi9wYglEJ9oDHg9xjgWuWaHT58uF0EYnEQpzFnVZDL8X/h4Ji5HjXQ+a756aef7HeGHMfJIYHjJFRQ4BiRAOAYYssZNcvKlCljgzIW/JstcNSv5csEl3GitpvxOmy169Chgz3cg9IObIcjSHpwu3JACS6HpUuXWodFUGLbHqtzbdu2NZdeeqndpsfp0fRf7dq1zbXXXmvBNsAMl3E0p1rHS3/88Yd1hgIA6HO2GbJYwNisUqWKPUTvzjvvtKAAABhkf0t+g2MWIphgsPrMeKf21caNG+1BKmxbd65jt62RBAVnCuBJzpTg3QYK9UFuxwDXK44yrl+uY65nHGcsjjLB4HpfuXKlPUSMXUGh3zOAiNDJRbrCJjmOJUnyGRwzHwMGkfe7OscffvhhhuuY3I55GPCY730WDbkHAJu4H+BABz4p1AcaA/6PAa5Xgjka1zDzNfgFczd2F3BNh4JjGAEsiZ2mlLRhEZHvDLgC3yEqVeG3BI6TUEGCY4RLALCDC5BJoHMP8aWBW4iDNfgCSLRIXHhtEhEmqEBLTvdkgorblRVvvqB8EBNgan4Bu/niJSnjy5UJM8CdZMtHYBwuPmfqFFEuBLcArjK2plCnlptCEONA8hscuwkGY8NNMJiouBO4ceWzKMGWWr5POFyI64TVa75zcKYAnORMCd5poFAf5NWVwnXL9ct1TM7AJAPnGRABJxplarjmw8ExC0wOHPP9IXB8oMYx35WSJEmxEsA3HBzzfZ3bvM7VOQ4tV8HcjF2rfF+xo8zBY8AS8x7mbdwHgMjMIcj3uDco1AcaA/6OAa5TgmuWa5drGGDM7jGMAMzh+D3KbrrvE0qLUpoQw5Crb8x3hgPH6WgISCYJHCehggbHoWJliITBtxUityXOt3Zl11baqS9LKV3AMRE6wQg9SIUtTBwkyeIUCxLAJEASyUioMwXoJGdK8G4DhfogL84UFki5frmOuZ4BBkBjIALXO9c9dY7DwTELTKGuFIHjw2zpLbejh0mYQn2gMaAxEM0YYBEfdzCHJrrvXnaUYhLiZ0RWjyN/w/BCaQpAMS5jYDG1TMnnMJMAjPmOByYBlRwwxp3oQDGHIXN/wCSgUB9oDPg/BrheXU7HNQxEdgCZuRu5X6jjGHDMDlPyllBDQDrvJEsmCRwnoXwCx5IkpZeiBcdusYkkgWSB1WZXD49kgi1MuI5x5LOt0cFjJhqsYsuZErzLQKE+iMSZEupK4ToGHOA4AxrjQAMs4EgDLISDYxaYQl0p6brYWqxYsYw+KVCggLnlllvME088YR577DGF+kBjQGMgqjFAmTzcxhzK7b5nqDdPeUJ+lt3jHn30URucZ/Lwww+bhx56yDzwwAPm/vvvN506dTL33HOPueuuuyyQvv32282tt95qy9y1b9/e3Hzzzeamm24yN954o7nhhhtstGvXTqE+0BhIgjHgrlmCa5hrmWuaa5v85LrrrjP58+fP+D6pWbOmXWRi3hee1wkc+y+B4xQAx5xULEmSlAhR4zwU6OAijAYcs9ocWg+P0ifUOmZbI/AYByLb16l9ClDCjQhEZiUbpyIwGQClUB9oDPg7BrhOuV4JYDHXMQtCXNcsfrNIxPVOSSnK1BQuXDjT90y4KyVdwTGH6ob2S758+cwRRxxh/1SoDzQGNAZiMQayOvxcY0tjS2NAYyCSMRD6XcKCUVaH4qVzXpdMEjhOcnCM/Z+tPRwopVAfaAxoDMRzDAB1cJ2EJgHdunXL03NwQArx9ttvW3chJ20DjYBFuIvZer1kyRILhqlNjjsRtyLboNgWxVZ3tj5Rcw+3M0HNVIX6QGPA3zHgrlWuW65frmOuZ/IXrm93mApgGYdyoUKFMn3PhJepSNcJxumnn56pXxTqA40BjQGNAY0BjQGNAd/HwJFHHmnL3mRV2zid87pkksBxEqpIkSIZF+FRRx1lmjRpkrHVR6E+0BjQGIjXGGDr0UUXXZQpEWDbUV6+f9jK5MJtSbz++utN27ZtTZs2bey2pmuuucZcffXV5qqrrjKtWrUyLVu2tFsliebNm5tmzZplRNOmTRXqA42BJBkD7rrlOia4plu0aGGvc6731q1b258fffTRGd8xxx9/vFwp/9Xzzz9vKleubMqUKaNQH2gMaAzEfAyUKlUq02FWwJ6iRYvm6TlKly6dKXhOFyVLlswUJUqUUKgPNAZSbAyEX+d8DzRu3NjuLAuFxqFuY4Fj/yVwnIQ65phjDlrBASAr1AcaAxoD8RwDwBy2RYd+//DveL0e320K9YHGQPqMAXfthy9OyZVyQGzxZPfF4MGDFeoDjQGNgZiPgd69e5uGDRtmWrhjQa9v376HfNygQYNsDBw40Mbrr79u3YX9+/c3/fr1M3369DGvvfaaff5evXqZnj17mldffdX06NHDlkAj2MGmUB9oDCTfGHDXMNczwbXNNc61TnD9U54sHBrLbZxcEjhOQpUtWzbw7QYK9YHGgMaAxoDGgMaAxkC8x8Bzzz13UA08bWeUJEmKvThfgp1g7vsXsxK7xSgxlp3cdzLhzrEACPG9DSACFFFuCGjEgVjUN2W7+o8//mj27Nljz7ggWBhTqA80BpJvDLhrmOuZ4NrmGuda55qnnjHfAdQ0zg4aK6/zXwLHSShWbGvVqmXOOeccc+655yrUBxoDGgMJGQMVKlQwp5xySiaoU7x4cXPeeedF/Jx8j4VG+fLlM6JcuXKZ4uyzz1aoDzQGUmgMhF/jodc/3w+UstiyZYsmGJIkSXHWvn37rEuY7+LQPI9t5jgIAUGHUjg8zg4gA5GAyKEg2QVtUKgPNAaSawy465frmeDadrCY6z47YBwKjQWO/ZfAcRKKC5MTyceMGWMPmFGoDzQGNAYSMQYmTJhg6xKHTigaNGgQ0XcRjyE4KCv0sDsO0hoxYoQZPny4GTZsmBk6dKgZMmSIjfAtkQr1gcZAco4Bdy27a5vrnOud657rn+8BvhM4OJPJRrgrRRMMSZKk2AmYw8HEjRo1OqhcUL58+UzdunXNwoUL7e/l1nkc7j52ABmIBExyIDk0gE0K9YHGQHKNgdBr2F3bXOfhwPhQ0Fh5nf8SOE5ihV9sCvWBxoDGQDzHAItWHTp0yDShwIW8efPmPD9X6KQi3JXiJhXOleJWsLNzpOCCUagPNAb8HQOHcqfk1pmiyYUkSVJ89Omnn5oHH3zQFCpUKNP5FUBj/s2Beffee6/5+OOPcz0/dXleeK7nwsHkUKisUB9oDCTfGAi/lsNBsYvsgLHAcXJI4FiSJEnKlaZNm2ZPyw0Fx4cffri56667LATKiw7lTMkKIsudEryjQKE+iJUjJRpXiiRJkhQ7sXjHbg+MAC63O+uss8wVV1xhzjjjjIz/o3wQO0P4/s5rfhcOkMMhskJ9oDGQOmMg9DoPzeWUzyW3BI4lSZKkHLVz505Tr169LA+vou7xxIkTI4I62U0w5EwJ3kGgUB/E25mS1UQjuwmGoLEkSVJsxXfuypUrTfPmzTNKVJxwwgnm7rvvtqUpcBkXLFgw46C8Nm3amE2bNun7WJIkKc0kcCxJkiTl6EZ5+umnM9W9O/roozPB44YNG5pdu3bluSdzU8ZCzpTg3QMK9UG8XSnhzjRBY0mSpPjqk08+MQ888IA5+eSTM0pU1KlTx8ydO9cu9C1YsMBcdtlldncZPz/ttNPM888/b3bv3q2PRpIkKY0kcCxJkiQdUriJOVXbQeL8+fObdu3ambJly2b83/HHH2969uxpXYSSJEmSJEmSv6KEEKUnKEHhcjlyve7du5s9e/bY3/nhhx8sKGZnmStPVrNmTTN79mzle5IkSWkkgWNJkiQpW33++eemdu3aGW4TokGDBmb79u3WhYw7JbT+3YYNG9SbkiRJkiRJnoodHWvWrDFXXXWVNQOQw1GSomPHjubdd9/N9Hvkdddcc03G71HKgt977733An0PkiRJUuIkcCxJkiRlKdzDzz33XMZkgShSpIiZMWOG/fmHH35oKlWqlKlkxe23357ng/IkSZIkSZKkxOjLL780TzzxhM3pyN3y5ctnLr/8cluaInznGIfhjRw50lSsWDEj12PHWb9+/czPP/+c0I9s7969ZuvWrWbFihVm7dq15rvvvovr61GCbfr06fa9DhgwwGzevNmW8IhUOLhnzZpl+vfvb2PLli0RPx9Q/5133jFvvPGG6d27txk/frz5+uuvA6k/jUN9ypQptp/69Oljdyp+++23Wbblq6++MqNHj7a/N2jQIPt5ckButKLElTtUm+DfUu7k+oygdJgkZSWBY0mSJClLzZs3L1M5Cg5G4cAUN1EgKXv99ddtmQr3O0WLFrUTDEmSJEmSJMkvkcMBG0MX/kuUKGFefvll8+OPP2b5mM8++8w8+OCD5qSTTrK/z5kXrVq1MuvWrUsYqAQKTps2zdxwww2mbt269qA+DvCL5+vz/nBbn3766aZUqVIWjEZjjsClTak3+psAHu/bty+i5yIHB8BecsklplixYvasEWB6EOD4gw8+MFdeeaXtp1NPPdWOrTFjxmTZV2+99ZbdycjvnXXWWRYesyAQrT799FMzbtw4M3DgQDN48GALqAWPcxawmHFEv/FZsKNU/SZlJYFjSZIk6SB99NFHpnHjxpncxByQsmPHjoPcE9ddd12m36tevbqdZEiSJEmSJEl+CDfhypUrTYsWLTJ2kxUoUMC0b9/eAqNDPW7JkiXmiiuuMEceeaR9HHWPKVkWycHIeRUgi5IZ5JvHHXecff2SJUuaUaNGxRVy0VdAasqyAcuB65GCXoRDGOBOuY8TTzzRng0SKTTlfQP6zjzzTNsfF154oXnzzTcDgX68r0svvdQ6191cgDkE4J2DcEO1bNmyjLra9AN94GpqRyPc8rjmgdFnn322BdRyz+YsFouYt9FvxIgRI1S/XMpSAseSJEnSQa6OJ5980k4mQp3EbD3LysmwfPnyTM5kJiMvvPDCQcmiFD/R1yR/TEDyuu2Rx5D0U9eQP7/55ptsf5fkHseM+93ffvstBq2XJEmSJCnewoVJiYqTTz45o0QFh93NnDkzR1hErtCjRw/rvHX53kUXXWQmTZoUk1IDh9Inn3xiHnroIeusda9NO3BKxhOUrlq1ytSrV8+C46OPPjpqcPz999/bkg7046uvvmpheKR9x/vGWevAMZ9FkOC4Ro0amcAxuxE7d+5sx1z4nMGBYwfPYwGOKSni5iJ8XryOwHHO4ro+7bTT7Fk2RN++faMqxyKlrgSOJUmSpExavHixPVnbJX8kyw8//HC2teyAh5y6TSkL9xhW+0lgpcRo6dKl5qmnnjLPPPOM3aqYF+Ei4oCc1q1b2z+7dOmS7cSIk9TZtul+F2d6LMSCBG526gcS1OmTci8mXRs3bjSbNm2y/RjvSbwkSZKUXCJXow5ulSpVMnI1cj1g6O7du3P1HNSjvf766zPyPdy/N998s3n77bfjViKBRXHgIm5IXL/O8RwJOKaNPB+lFXgvnNVBOQUW39lBR+1nHNT79++3v5tbcEx+zE67bdu22RyG5/3ll18O+j3gPLV/KavA7/Nc4e3n37QRWE4biY8//ti2KSdwTHv5nDnYmsfhIuf9HGpRgPdOmzAEkEPwGGpH58X8kRU4dodmsyhBney8gmPyGNpOu6gFjWkBY0N4u3i//P+wYcNMmTJlLPxkjADo6WPAaHgf07/0Kc9L7Ny5M0tY6trAuHCvze/xbz5rxj2vEZpz8TmRw/I7BO0LvTb4OTD9iy++sP0cDrdZXODnPJa/h7edMUN7Xb7M+8iq7fwfbed1QvuN/+M906+ufx045vPD+MP4pG3hr82Y5meMLcYK11H4uJRSVwLHkiRJUoZIIpo3b54p8WNrIonJoUTihGsl9HFsKSQRl+Irkkhq/eEg4qAb6k7nRSTboZ8b20/dAYjh6tWrV6aJwfr162PyHkic77zzTruFk1Cd7LwvHLD1mL674447DnL4SJIkSekt3K3XXnttJuj7j3/8w0K/3MLXrOAzABf3bCzq1IYLIAcABEoWKlTInH/++RZ2k4fkFRwDLzE0/Otf/7Lwm5q81Et+6aWXzNy5c+0Bc/fcc491yQJgee2cwDFwjsX6V155xdx2222mZcuWplmzZvZ5u3fvbqFcKOgEKOLovPfee20sWrQoE1QFQHO+CCVAAPK0keDvvPaaNWsygHQ4OK5ataqtAU2pAQ6qJidggf+f//yndYVnlY8DFcm3HnjgATs2mjZtah9DPWuMArn9TMPBsfuTPrvpppss9HWfU27AMXCSmru0HbMC8xLmFJ06dbL1uclxHHAF3mJ4aNSokX0+9/q8f/ph7NixGZ8Z4xdzDP1Lu3he4pZbbrG5M59P6HjifeHQv+uuu0zXrl3tggD9y7/5rHkNPncOTgTO8lg+c56fM2HIaynN4cAyAJmxdv/999tcjedk/uRek9978cUX7TjksRMmTMjY2cc4YrxgEOnQoYNtN2ON90Ht7fCazszbHnvsMfs89A//5jPltRlTvGfeG98Bbocp8LhWrVqmY8eO1hDkxibt5vvj2WeftY/j8YwVriPay3MHUVtbSqwEjiVJkqSMBJgE4Nhjj81UooLtXzmJhIFkjsTePZYEjvprOmQhPqJfcZWw5TF02ymTn7xo+PDhmcAx0aRJkyzhI8/NBCrW4Bg3DC51XCIEEzcp9+Lac32HKwsXiCRJkiQh3IP//ve/M0o9AIg4VA3QmFOJinAB1wBR7rnICTAYAARjme85WAUwpBYu9WsBbRysRvvzAo7Jb3G+Avpot7tfAs85pI46xhUrVrSvQy7CgjqA9lDgGKDHIjs7sDgUDiBP8HsENZgBcMBeBw4BkQBHXocIBe6AXXJm3icmAPc87rVxhbI4PGfOHNu2cHBMu4G/lStXtu/LlR4AClarVs0C+FAXNMD10UcfNRUqVLBtocwc+T/9wr8xg5BbZHdgYnbgmNekLzn8jrYzj8B04MB1TuAYFy2AmPdDuQvaQ9v4k3/zWEA3rwlMnT9/vl3I4GehxgbeA3OSRx55xDqqccYOHTrUfp60iT7l/dJGnp9+ZFzj5nVQmsMXyanoT9zMvC79y2vxPt3B4TyWzwLwj1Oc8cR74/kpseLeH2MGkFu4cGH7Mz5T2u8cw+wYo+/4zPj5kCFDLLzl53wWoWODNuHA5++0DdgP2HbXA+OOa4Tfo89YMKGWMf1C2xmzHGLIgZeh/cbv83+ca4Mbn+fjewJYTL/RV7xn95nwOQPP47nrQPJDAseSJEmSFcmoS0DdZOC+++7LdT03EqNbb701E4Bk69z777+vHo6hgIIkkK+99ppd+SdhDP3M+P9owTGJI5PM8C10gGO3TTTWjuPQOtm4IKTci/Hg+u6MM86IWQkRSZIkKbkFtMQAwOFlDnYBrJ577rlcl6gIv18DVHE8unyAxevHH388prtdcGLimGQXVLly5ayrE8dk/fr181yqAqjVrl07C+ToA/KNq6++2uZQgET6AwDHzwC+QMCcwDGHrwGByZcAlDg1cbji4ARkAv4AcLhHXR5MGQgOjeP5CJzKgGP6dOrUqRbsAQN5TsA+zlLANBDVgU52mFEqgMeEgmPeG20HLgKQgZfOVMBr8V5dbkC+zlkmxYsXt68HPMY9SltpH+3mMQBnypnlVPM23HGMm/rGG2/MeH3eF85bnudQ4BjXLvMOACWfBVDfOYcZb4wFXoP2sYjA79On5Kv83JlX+B0+X9rB+SzAb5zGvB/eL7ATxyzvl/dN3sRYZhx069YtA5bj/qYNPCeP4+8AdT4DXo9FCPeeGSeubAULBs7Fy3vH5AFUZQGHNrjrhvfYp0+fDKDPggVQ2e3+Y+GEz5ldZRx+yON477ireW+MNa4NPiv6mpJ1bnyuXr06Y3GHxzDm+T3ee/mAXDD2AAAgAElEQVTy5e3nTB/ifAaEu/YwfnB6M9Z5L5RBY7HGgXveJ45rPhMgOu+f98rzRFP/W/JfAseSJEmSLVFBEhG66swkI6/QlySHBNQ9B4kW7lEdohY7MVEi6WOC4E5FjzU4JgDSJPp5Bcc4QHCM4G5hSyaTArYKMgELTypJSpmU4AQimQ0tc8IEkW154XUCScz5GdsY2WLav39/286s6gmyZZDfnTVrlk1+mWAycWL7H05tHotjKPRAQCZxLKLwOP4ML9PCRJuthjwnf4ZvscRtwmMJTvkObxdbMHGYMOFj0sgWQyY0WdUQZ7LB6xArVqyw/4dzhgkm22DZYsrEhhrkru/oR56btuNekSRJktJX3I+BeA4O4Tik9AF1TiMVTkSAV+iCL2UkRo0aleW9OK/CnYpLFSgGzAOIcT+k1ATgKi/gGFgJdAa+8jja/J///CejRitQDqjqgB3PmxM45j4M1HYOTMoFkA/wfJRlYDEXQMjjALvjxo2zeTCQE2DpHM9ASnIOnKI8h3Oy4u4khyKH4fPjdWk/z0epDp4PJ2ooOKZ9fK7c+6m/C6AFOjuACYhet26d7S/yk4svvtg+33nnnWf7B7hO/gIQB6YCdcnhccxSbzcv4JhFCfoDeE27cKgCG8nfyGV4zXBwDFjl8zznnHPs8wBpeR5KgdA/5JssTjgYyu/hCAbysmCBmzi0xjHlOXg/rna16193aB+fLT/nM6ENQHQeC6BlLkMuGwqOiTp16tj8i/6lPZhluJ4cnOX/AL2UcwH88v+MKz4LnP3AXJ7PLeAQAFjySj4XQDaLBvw/4JtxRvtpu3P5AtZXrlxp285YIxd2z8kYcW3gtWiDq13M43lO5gjkwOTXlCrh/YfWOKZEBXky80LyUiAyCxb8nIUM3gt5MZ/J5MmTrSObn3EtkKtql2nqSuBYkiQpzcVNnu1yLrkkSMxITPO67YgEnQSMRDG0/h0JihQbkRyToOEuIEhWYwWOmSQ4xwaJIK6V0G2KOYFjklwcE5S6uOCCCyzcJiFlksAEgq1yTIScOPiDBQtq84VCcB7DpMY5OBCTOIArCTQ/wyHClj3GF24IyqyEH6pHe/ldnp+6bkBqXEdszwOw8lhc8WyLJAlGOEIaNGhgH8fEjwlmqJgMMQHjOfmTSWeoaAePJZi0uUk01wa/y8QOBwqTVz5H+ggHCxPD8MkZE0deh2AiB3SmrfQtEwJcTbQhdPJOP+ICoe0cciJJkiSlp1gUxY3pFmZdDVMWa6M9RBVjAeDM5Y6AKerRAiej2bLOvRIghXmB/AawBtwiVwWGcX/m9QCoLErn9FqAN7bxFyxY0D4OtyiQ1AnIhiObXCC34Dj0/+lb/h8XMH0CPObn9AUQkMdRAgEQx2JuVuAYGAl45/Mh/6FEAXDeiTyIfIY8htILwNdwcAz4BLy6w8roF3J7cgx+jssX6AfApj3kH4BCXNMsXtNu135yB/c48g/KHhwKCIaDY2rhko+xuMDnxPuifXxeLKhnBY5pF1DU5aDkn+H1t/ncyPfcIYn0iSv1gQnAQUx+znt1u+boLxYhnKMcqMxz834Jfpd8is8TSIrpgf4PBceMb/oltO4zz0PJB56Xz5n8kPHL5+Wej7ZgEuD5WAzh/ZG70g7eA/kcEJjckzHF79OP5PJ8lixw8L74P16Lz9i1nc8K0O8WKXgsiwD0ZSg4pv3k4Fyb7jBI1ze8HweeeQ7MDM5hTtkOzEC8NmMZs4XrM4LrEkc4j+PxLA7ktfSNlDwSOJYkSUpzkTCRUDnwRPJDYhrpliNW/t1WQhckFuFQT4pMTE5wy5KIMungoAyXrEcLjklocSY5GM2/+bk73CUcHJOEOpGM4nzFDe22CjJhwAHhDuNhQQI3MckmwmVBMktiGrrYwISGOm8AVVxGbkum28ZJ4CwBALtJBpMSnBGhW2+p3+eeE3cKEw7cJiTJziXiHFi4h0h4mYwBs0MdJm4CRz/gfAod28BwN7EhWaeN7mdAavczHB68PmCXBJu+4X279tMm3Cah8JgJgHsufp/Jb2i7gedMNkMdMfQj1zN9AzCQJEmS0k/uIDsclA4eAZ6AXyzaRivulzgMuU+7HASIymJrNM8PRKNmKqCK+zp1ZSk3AFxlYZZ7nssTuCcCwVn4DT2ELlRAvPbt29t7LzkSDtrwkhrAOeo0u9rJ2YFj8i5yY4wV5CgOfnLfJ88FwhKUMQD2kavwOziaaWN24BjA6sqOAfZxVocCU3Ig55wlyEnCS1XQHkwaoSXGgIwuv+dPfg6kbdu2rc3LeL+0k8V+6ifTdv4E2ruD5hgz9PGhylVkBY7JxVjsJqd0dXV574Bi16ZQcMzv44h156xQRgGYGireN+YBt1jh6hcj6vCGgmMW6t2YAMQD5N1rNmzYMOOzcp+XK4PB4wHYtCcUHGPUYEEjdAclcJb+d+DY/Zy+Ip9zDnIWEZgD0XbeH3kvY5x+4b0Att1z0QbGPWOA9rOoAWh2OTnj0bWbzwp3Ou/N9T15L2MXoBwKjpk3ZLX7k3EVCo4Zi+6zZsHAlRvh+qHusRsnLhyQ53e4htzChZR6EjiWJElKY5HIkASEgjCcks59GYlwObDy7xIdgsSIBFkHJ0QvEjomGjiB+ZPE3MHcaMExCSIOCpwe7v9w4biSB9mBYz5Xtqi6BJMJCbXXSNb5f2oWh9aJIykH0JLEsq2SSZjb1kdwqjftYLJCAoxL2U3SmExSSw1nM0k6k2CSbDchwNGSFTgm6cWZC/hlax9bIN3WVQKIy4SM90Li7P6fSRMJOGIyzAQr9HrB/eQSZbYvunFPIs37QmwnZFLl+oYT1+kbJsO03038aD+OFHedhIJjHsdEmQkCyTlQGmjNZJpad6G7BRgD9B9bXCVJkqT0EvcQ7kdui7u7h3Df4P9jlYtxT+Qe5u7vwCsWW9kdFH5GQm5FmQB3nwW8AaZwbxLuwDS3SMqCKvdWdmJlVe7JuSaBl/w+7WOBO9zIwII8r5lbcMz9G0jp2kE5AvKQrIJ7NjVvyQPCwTElp8jjeF5yDZ6PhWv6IKfPKPxwPBYIAJChwJkFaxbN+Tl9R2kHgChtcJAUeAnwz6797GBi99OhgGB24JgxQB4H7KcPeS360+VJoeAYmM97dyYCFgncgXpOrn6wW0DnoDm3CHAocMz8g/zJ5aDkm9m9X/qCHBVoHQqOya34dyhA53OiXx04Jqcjr+Wz4++urAbvH6c1QJ7PnTHIPMntBMAZjtPX5dCYb1xd5DFjxmQYDMhjec7s2s77AqaHg2NeM7uDMA8FjulDB+ndQYeH6jdAcm4OU5SSUwLHkiRJaSoSKmrEhjoY2co3YsSIqGtUkbSw2h5axwvwR3IpxVYkfbECx3z+1Asm3CSG56Q8Agknz50VOGbyiIMj1GHONjYmGiTRbNEE2PJc/JwteriOSYpJUPk93LPu8QBfJgj8jHFKzTU3IeF1qK/mTprm/eMgcs/NxMNNIEPBMWOR52EywPjkcWzXdD9nIuNKb/C+nOuaRJ2kHjF+XS04NxnncST4iMTfOYx4j64+Ms5fV4qDCRvPw3vmPdIOrkP3/pzLOhwcO4jNFkomBDwHoJs+YNLsfgfXEpNTnjs7B5YkSZKUuuI+x33FQS/uWZQcAGZFW6IiVNzDceuy2OyAHzCQnAHncCTiPhy66yenIIcFMma3S478gy30DjhTLgqIGypKNbjF3dyUqsDJza4ed18GBHLmAJDPBQvH/B5/4h4FqGUHjsmtgOAuBwh3HJNHsRDszlfA3MHnGAqOWeQPf1xW4Jh2UPqKHIb3BTDn9bNqO8HiNLnMoUoQZAeOEe+Pg/gcuOVzcHlkKDgmj2QcOccxOWO445jnYuHdwUxqHrvfCQfH5LFu8QKjgTMYkJvhvg19v4R7v7x3PndyzHBwDPzNDThGGB4oQ0EfA3CZE/EZ83t8btQXdiUmmjVrlnF4I31D7urGM+DdgXYez3WNISOrtvN38kM+q1BwzGfN2MkqJwwHx+SY7j1SX9rV/uZzw6yAiz2r13ZlSHSmTepK4FiSJClNRWIUWqKChA/nYqxWi6lFhnvZPT+JHKUEYnFwivQ/kZzHEhyzlZGkEdjpIChOAtwR1DfLChyznc2BZpJPktpwcRCPS9wZa0xGnEhmQ+v0MhlwInnnlGf3M7YUcvAM7SZY6GArq2sXk0i3QBEKjnEquxIZTiTSbqLDz6mBjJjEsF3UPZaJCm3E4Uwf81psqXTvl62ETKD5PfcYtsa6LYuhk2DqHjPBdO3nvbAl0/U1wJoJUDg4dtdPaN1DJ57D/R4APpodA5IkSVLyivsO9yryr9ASEk8//XSmg2BjJRZBWbx0dWsJSlbhyo1k2zqlJdh5g7OU3UUucJfiaHS5BiALqEvd30MBK9oQujOJWr8s8gIcAYsAPnII5/7MDTimrACuUOfCBLYBNYG2BFAXcMe9mX7gcN5DHY7H54Wz9/+zdx5QUlVZF3ZGBRRUgtl/dEyYcxhFFDChEsxZESVIRjGgJEUBxRxAMopkECUpIDlHkWgERBRFSQISDHD+tS/zaqqaBrqhq+57Vd+31l0NHapuvXrd79z99t3nH//NOO7UqVOCEK6fU9azhEbVJhLqNL/cCsc6TqqpVHNICNXzaYeXHl/HIpi/drJp15IeX/VNfARYboXjYD2g3Y1B47dgxAvHOmZ6H4Kb9qr19HPxznUdx8C1q/dDxz04TvHCsb4e5A0LHZcgUkHngepcvR/x75dEYp3HEpmVHZy1OV5uhWMZGOR0lxCur+mmvv6t55eorfehVq1a7phInA0yjyUSayde8Dy6YaDn0LHVHHTjIH7uEok1L81du+lk2sjaHE/Pq9eyO+FYzyFhOnhunQcy/ejzMj/ofNbXgufWkLisc1znrJ6T5njpC8IxAEAGoiJNWbOBS1NDxVheOoKD/LWsTfcCUQzCKRzLkSLkeg26l6uglCtFkROB0zZeOJYDIX77aHz2cYDcJHJfBD8rx0eACt+dCcc6V+NjLHQOaVGqRYCG/i0XRrBg0QheQ7xwrMWmnEfxqDN14JLSR22vFSp8tYAJHPOatxbcweOp8JfwHWQAamug5hm8Ps1FgrbEZP1ckMkYLOC1kIufvxYU8TnVWjRnFY61VVHOk+zQc8ULx1r0AABA5qGbtHIvBs5NXbN1o1PX5WSJOkHj1uCaqOupakyJXrmNxZCIp2u1HMuKmYgfEljlyA2u6YrP0nMHom126PlVEyhCIxCAFeugG7HqEaG8X4l2QT2cE+FYdZfqAYl8+ppuDmtu2gWk+ajOlXtW13c5veVilYC9M+FYjl7FiqiO0uMpjkqPpxgG3QiW0zNoVqe6QTfyJeDlVjhWjaN6S6Kqoj9Ud+hx5diWC1t5wXJ867Xp8fTYclMHu6D2VDiWYKljoOMRvxMxXjgO4h10A0LHQMdWvSckzup8kGgs127ggJWgqR4tgRP6448/jom4Gjof9blFixa590VOcx1fvY+KUlOsh24eqF6SICqDgn5er0O/K3srHOv1qM4N3MLBsVFDY73fep8k9iqeIhBt9XU9v26eBL83gcs6cIjr90oREqqp9Tui46r+GRLN9Z7KyJEb4Vjns8754H2R+1nnh3539TsgQ1FgbNB5qXNIx03nhERsfb+eW8dBNxsQjtMXhGMAgAwjyHANCvxAMJT4t6eZdDtDxUXWTFi5NLI2JoHwCcc6T1QEBu4POXkljAaRC/HCsRwa8YtUbV3NiorfoGu5hhYqORGO5YYIuqGrsJXIqsJbzpv4oc8FQ26SrMKxCtugiUqAFoWBEB4vHAu5bOJfu4pwLTyDwlqLQ91sCc5pLdiC75djSDmSQtsR451YEnZ3NX+5xLSYyCocS6yWIJAdCMcAACAxSeJm4MoNbnxqF1Aym1apdtT1U82zAgFWc9B1fndu1dyga3bQfFk3jLVVPifCtIRJ1UYSGyWCqWZSDSwRUtdrXYNVg+jzElJ3JxxLHNONZ9W3qiFUI0ggllisXUWqdfQ5/YyctnJl6hjtTDiWoCexWTWF5ieBU7WAHk/RXxJw9XnVQrqpLcEwa8ZxToVjPZfqKtVHEkP12vQYcvgqwkLHVze49Xn9jNYGO8uPzqlwLPR/uciDei6rcBysGTSvoFGd6h7Fk915553uo+arz8vlregx1XTB+y+hMxDDg5pJ76uixvTcEkN1jHTc9b7rXNXrVXM51Wh6r2R0kVCqNYoed2+EYyHXeSCEB69ZAnZwbFRX6ryLF9Mllse7zYMbH3Kk63F0zCQU6+aQzi1FpgTnk24+BHPPqXCsGzV674I56v1RLaqGjnJF60aC/q/jqsdRI0gdNzX80/EMzBf6XdB5SS+b9AXhGAAgw1AREDQaC8Q4FQFB4ZbXyBkR7xhVka2tUHktUmcqyRKOhRY0OjeCQlwLl3hnbyAcqyAN8uv09UC4jUduoaCZjIYcHjkRjrVgUeO64FxVJ2q5LbIbQT5zsB03XjhWcZ8b4Vjfq0VI8PPKQw5eoxYswbZK/V9z17+DY6OFZhDJomiJwCGloUXJzuavobgMHauswrEcIVlzGXcmHBNVAQCQWUjQUr0VLwJJFJWrNhkRFVmRGCkRMBAydT2UyKQ55VXevlyiZcqUcY8vQU+CeE4djmqIJxFUecdyTuo46SawYht0s7Zs2bKultLNaf1f13AJsRIYg/zX+CxlCfESIyXW6TgHzeYCEVDCub4msTEQXiUc67n1vRoSooN4OH2U0CsxMHChxg8JwOrnoBvzQVyAogmC2kk3CLI2x5MbNRCO9X3x4qHylhVJJve16qB416viEyRiK9JD587uxEA9lsTF4LXrcbPmEwsdTx33wMGq55ErN379oTpHNZbqLxkVgnkF2cWal6JH5CSOP6/0vuhcV50ZH6mmOAg5lvV1vf8S4iW+xj9uYC5o0KCBi8cIXMx6fwPhWO9J1uZ4Wk+p5goeS+9fvHCs911u/6DO1Lzkkg/qQx1bnV/xxyM+YiNAAq7eS4n7qtOzzl1zUJyLzo3gmKi+DdzZevydZRzrvdV5pJ1x8fW9BGnVrzoWcm4rdkOPl/W5JajLEU1MRfqDcAwAkGFuFF3g44sq3cXOLlogr1DhoTvo8a5jbbWTOwDCLRwLbXuLd8zGj+C80Za1oFGMhjpSq9CNRwV7EFsiN43cOgEqTOOb4ynLL1ioqNCtXLly7Gty82R1Tmmh0apVK7dY0esPnntvhGMtvvQ6guJYi67AdaTFQ/CadOzlwgi2ker/WojGP47yjoN5yEGU9SaN3MtaCGn+WlQEC66swrGy63YnHMspxO8WAEBmIVFS18rgOivRTdcbbfFPhQtQzyEBUY7K4LoqIUw3e3d20zO3aAu/rne6VspJqp09OXltqhlUK+laq59R/aGGeKph5NDUR8VN6HqvDGRlCEsAVG0TPJ9ctPq5+OaC+p65c+c652+jRo2cS1OvX7nLEuP0tfhaSNd2id16LD2mapCsQqNqLmX3KiJCtYOOn2LCJErK0RmIinrdem9V8+ixOnTokBBxEJwTeqygNpLYGgjL+igxXburVD9JYJU4KAFSwq3qIa0ZciLM63XpGOh5NCRgZ+dwD/K3g3pHzytXbvwxCiK+5MDW1xVPoWOqaBHNSzWqarms5hP9nN5fHV9Fe0hk1zHU6wuEe32U+1txYPqaHlexFYob08/ppn28uKrjpfNMc5XIr//HP6/OHdVswevW+Z9VnJVgqxsOwetVpnbwPfqoc02vS19Xs8R4F3U8Okaau55PayrdlND5odcpI4YMA/Fz0263l19+2T1uixYt3Nd39l7qd0PxazpuOi4S0PU8wbmpc06uct1I0LmovzN6fp3nqlP1NSIq0h+EYwCADEGFiAq7rNvE1NQg2e5fZYjJjRA8r+5Wq9HJzrpgQ3iEYxW2esxgO1p2wrGEXxWc8VsEVWRrG58KaW0njX//5ZrQgiRABWd8o0YJ1TpXlemrxYfcDsF5q7w4FcNaMElI1de0ZU+uB31Ni59gYbc3wrGQczp43YGArO2xWjwIRUcEDXWCIVdKvCgu1OgkcN3LsSH3so6dFtOav4RyfV3zV96inN65EY7VzTr4PokFcj9ry2R2kSEAAJB+dYCuuYE7Utcr7SzT9T3rTdxkomuvBLj4XW1yIEvUzIvGyKpHZEbQzVddJ7M6M3eGruWqDbS9Xo5j1Tmaj+pizVk3gYOb34pqCJy7ej6JjXo+DQlpWUU9fZ8eS/WFxDldpyXaaZ5ZxTTV2rt7vOB7JOrqsVRvSEjN7ns1dx0HPZbq6ayipY6PPh98PXDSZn0MucUlukrUlDit/2f3vTtDcw7el529rgCdj3JX6/v0Uc+f3ffq8/oezUvHQSK+/r8797oeX/WlRF2NrO+D/q3P6fiqBtP6RP/Wz2Wdh45BcHw116zHRK87OL4aOt5ZH0PHIv71Zp2/zp3g60EMys4I5i4Hteau46LXqDo56/PqeXY1952dBzoWeswgdzoenZc6F/W8en6d57uLMYH0AeEYACBD0Par+OZkWljoTrsKhWSj4kqujayN8iRuQbiFY6FCUTlwOxOOhZwayqAL5qIFrLaU6nPxGW+KnZCQmrUg1fbB4HG1rU7bBtU9XIWpiukqVarEOnLL3avHlkNI2yyD80quZc0/eOy9FY71uxFs8wyGFpXBAlhFuTL04r+u/2ctpPV/uTiCXHGJxGrEEsw/EMU1f+VKB/PPqXCseI4gYzr43dIiWK4mAABIXyRWyVWpLfzBdVbXAEU+6fqZatSITA5O3UQNrueKX9BWdl8RZbpGqmbQ8VEdoTxW3YBW/SPBXdd17YTSkKNSrwEAAP4HwjEAQAagu83a0hTfoEFiXiq3tMsBoJiBeJFNwqC6C8PeCcdamOlGgERbNT7MDRL0gwy9woULZ5tPLCFT2bsSg+Mz9+KF46AZhxaMygiMb/ahf6txnGJStP0wO+eRnLdq+BFk2mkoUzjI69VWOG3nCxqEBI+vj2pCo4Vg9+7dEx5b2/mCx5KjOTvhWIKrvq7nVRZhVneHtuIFjyFHtf4fCLv6qGYv8dmG8TEV8cjFo0Y4yu3T+xQ/fy1k1TBH85ebJEAureBx5XTemXCsbaJy8CtTMf790RZPAABIX+T8066V4MZqINTq+uxj+7ieU47dIMs32CnUtGlT52b0gdyTup7q+qvjo2OlekZ1ga6buoGsekNREzpuuXHbAgBkAgjHAABpjsQt5VLFR1TIVSGBMa8aluSU8ePHO+dkMA+5POXuoFHenqNtcO3atXPvsT7KWZ7bRad+VkPxEDtzKGkbnzL2gu/VyCrEasEop44y7NQkRy7bevXquXw3CdTaBrmzraXaaqfFpl6Dmicqk03/DmIbRNAZW65qnTcSS/WxU6dOrklJ1kw9CdnBXLUVNeuWXW33Uw6hvq5FpbZCZkXHM/41K34jHi0y47++M3E3cDDL1azMwcaNG7uts5p/8LhZ56+Yj+BxJSoHTXSy+x2XwK6sPOXx6djpmKvZHgAApCe6JiiLVDdr4/tW6HqRyoiKrGiXkBy98dEZ2l2j2sCHKKtrpOoV5biqblDDWu1+Up6xduLpxq3mq/zj+MxhAADYDsIxAECaI/EpPqJCQzmq2XU8TjbK0JIjM975rAVPMpvzpTtaEGmhE4zcivD6/uBn9f7syqGkBV/8c+3se/V9cv4qJ01ibE6zCPV4Wuzq+yWyBhmE8ehmhwRWxWcoHkMfs8umC743/rVll02oz+/qtetzuzq+8cdvV8ck/vs1X81b2X36mN3rzPrYO8sBzHrcg/zE3OQ/AgBAtNDfe8U+aadOUFPJ2audNr6cvQG6VkmE1S6jwAmt3T1qvqbP+0LXUu1y001l7a5StJViLNQPQDemafAFAJA9CMcAAGmMXB/qkBzf2ExuFJ9CrcSyK6+8MjYfLXjUnVdiFwAAAADsGsU3KVohyPhXnVeuXDmbOHFiKARQ3ezULiU5jYN6T/0JtBspfieRT3F7dzdjAQBgOwjHAABpjBp/FCtWLFa0y/GhLfmpjqiIR4W6tisqTzeYl/Jvu3Tp4m1OAAAAAFFAwqsim5R9H9RRil1QHZW1OatPtKNGsUxyQmuOyvdXP4JJkyaFQtwGAICcgXAMAJDGERVqBBLfoKxixYpuO14YnNCKywgap2horosWLfI9NQAAAIBQohv/iljQzi0Jsaqf1NjtySef3GmPAl9IHJ46dapVqFDBNaXTXIsWLermml1PAQAACCcIxwAAaYiE2apVq8YWFRonn3yy28IYFrSYOOWUU2Lz01zr16/vtjcCAAAAQCLffPON1axZ0zU5Dmqn8uXLu5oqjC5e9SRQQ9gTTjghVu+dfvrprmEt9R4AQDRAOAYASEOUKydXR1CkK/tOnbfD1CxLc3n99dcTxO0jjjjCxo8f73tqAAAAAKFi7dq11qZNG9dUON4U0L59eyfQhjmPuXLlygl5zHfccYdrSgcAAOEH4RgAIA3dKCVLlowtKjRuv/12lzUXNtT5u2zZsglxGnfffbf9+uuvvqcGAAAAEJqIihEjRljp0qVjN9zVH0I7tb7//nsLMzIKDB482C699NIEo8CLL75oq1ev9j09AADYDQjHAABpxKZNm+zhhx+2/Pnzx4pzbQ+cPn16KLtHa07Dhw93C4hgvmqaJydyGOcLAAAAkGoWL15sderUiUVU7Lvvvu7GuyLI/v7779C/IatWrbIWLVrYUUcd5eavHhelSpVyec1RmD8AQCaDcAwAkEb06NEjIaLigAMOsJYtW4YqoiIr2l5ZrVq1BIf0qaeeavPmzfM9NQAAAACvbNiwwTp27GgnnXRSQp2kz+lrUUBmgM8++8xuvvnmWKM8ieByTH/33Xe+pwcAALsA4RgAII3cKJdcckmCAKtO1lip2N8AACAASURBVMuXL7ew8/nnn7tmKcG85aRRc78wZ/YBAAAAJBO5cceMGWNXX311LKLikEMOsXr16tmyZctysDtrm9m2rWZb83Do8fS4uUQ1XadOnRIaIxcvXtw6d+4cGQEcACATQTgGAEgDfv/9d3vssccSIirkTNEWxijw559/WpcuXaxAgQKx+R922GHWtWtX31MDAAAA8MLXX39tNWvWtIMOOih2Y/2qq65yYvLuIx62mS2ZY9a/lVnHOnkzOtUx+7C12dI92xUmd3Ht2rVjr0fu4/Lly9uUKVOIKAMACCkIxwAAaUD//v0TcoLlSlFOcFIiKr6bZ9bvebO+z20f/Z4zG9rWbOPave4WfttttyU0yrv44osj4ZgGAAAAyGtTgBy6J554Yqw20r/btGmTQ4fuNrPPhps9e61tq17EtlUrutfDahQ2a3mD2ZxRe9zkT70t1MRZdZ5e0+GHH+5i1VauXLlHjwkAAMkF4RgAIOLIvaGIiqAA15AbZcWKFcl5wn4tzOr/26zOf0f9Y82eucZs1d4LvOPGjXMLiOB1yEHdunXrPJk2AAAAQBTYunWr2zV23XXXxTKB1cOibt26ucgE3mY2a5hZ0zJmD/4zb0bVfcyev8bs85F7/Np+++03e/XVV+24446LuahVxw4ZMsQJywAAEC4QjgEAIowcxU8++aTly5cvJrYeeeSRNmjQoORs+ft9rVnz622bFg7BIqLaPmZPXWq26se9fvhNmzZZ9erVYzl+gbtm7ty5eTJ9AAAAgLCzdOlSa9CggR188MGuFvrnP/9p11xzjY0fPz4X4moSheO5ey4ci4ULF9o999wTi1hTM2f1tlA0BwAAhAuEYwCACDNixAg76qijEuIdWrRokZwmI1v/MhvX07bVPnrHRcTTJfJEOA4WExdddFHsNWmxpMXFunXr8uTxAQAAAMLK+vXrXd+H+CZycucqgix39V0gHJfOW+H4uWv3ynEcGB+6devmGiMHO+aOP/54a9++vXv9AAAQHhCOAQAi7EbRFsb4iAr9/8cf80bATeDPLWbjepg9dYlZlX8kVThWs5fu3bs790nwuuS46dixI41TAAAAIK0jKhTbde2118YiKgoVKmQPP/ywLV68OJd10LbtWcQtK5rVPdGs7sm5Gw8fafbg/ok1n2rAl241+3LyXr9W9bBQY+ciRYrE+nPodctVnZRdcwAAsEcgHAMARBCJq02aNLEDDzwwJq4q+27kyJF5W2xvWGP21XSzIW+YPXH+jqJxEoTjoFHeXXfdFXttGmqUt2zZsjx7DgAAAIAw8cMPP9jjjz/uxOIg/7dMmTI2atSoPcv/Xb/KbPHnZl9M2S725mR8Nc1s8gdmL99uViWLcNzocrOx3cx+X5MnIvmECRNcBId2lwVGgcaNG9vPP/+8148PAAB5A8IxAEAEGTx4sMsyDkRVuVK00Ni4cePePfAPX2x3Fn/czmzAS2Yd6pg1u9LssTN2vW0xj4VjMXXqVLeFMb5RXrNmzWicAgAAAGmHYigUUXHyySfHap9TTz3VOnTosBdxXdvMtm2VSpvzsWG12aedzJ68MLHeU1by2O5m61ea5ZFJQa9Zry+I5dAuurPOOsv69u3r4iwAAMA/CMcAABFDWxVLlSqV4MYtXbq0ff/993v/4KPfNXviPLNHzzCrf5JZjSP/tzUxxcLxli1b7K233oq5UDSOPvpot4URAAAAIJ2YMmWKXX/99bEGwXId16xZ00WTpSy6YevfZnNHmb14o1m1gv+rAR851WzQ62br8k40FnpdixYtsipVqsR20anh87333mvz58/Ps+cBAIA9B+EYACBC/Pnnn85ZXKBAgZiYWqxYMfvkk0/yZlEx5M3EHLucNkpJgnAsfvrpJ7vkkksSmv/dcsstLsoCAAAAIB1QNIN2VQV5v6p3LrvsMhs2bFhqd1ot/8asSwOzGofF6rxtDx9q1rGO2fcL8lQ0jq9t+/fvb+edd16s3jvmmGPslVdesdWrV+f58wEAQO5AOAYAiBCffvqpHXXUUQlu42eeeWbvIyqyE45z02E7ScKx8u8GDRrkMu/iG+W99tpref5cAAAAAKlGNVzPnj1dREPQ8PiEE05wu67Wr1+fuoms+3W7q/iR0xPrvNa3ms0fa/ZX8qIjVq5c6YTzww8/PJbtXLJkSWeMSKlwDgAAO4BwDAAQEX755Re78sorY4uKpDSMC5lwLH7//XfXTTxeLFf28TfffJOU5wMAAABIFTNmzLCbbrrJRTSoxjnkkENc3aMIh5QhUXj6QLNnr0psiKfosk/eMdv4W1KfXrvmZs6caRUqVHCisY5DwYIFrUGDBjRGBgDwDMIxAEAE+Pvvv+3ZZ59NiKgoWrSoc6jIlZtnzBll1vVxs3ef2HF0a2jW6qbtQnEKhWM3rTlzEhrlqRngk08+6Y4LAAAAQBRZvny5NW7c2AoXLuzqG/V1UN+KUaNGpdZpq+bIHetsj6UIIiqqFjB7+yGzJXOSElGRlU2bNrnmgKeddlosrkP/7tWrl+t7AQAAfkA4BgCIAAMHDnR5b/FZvw0bNtyLLts7YfN6s9U/ZT/W/ry9y3b11DqOg/y7Tp062QEHHBA7BtrOqOw/AAAAgKghobR79+5OHA12kx177LEu2zelERV/bDYb19Os4UX/62+hj2qWPKqr2ZY8ikPLAdpFV7t2bTvooINiRgH1tpg1a1bK5gAAAIkgHAMAhJwVK1ZYmTJlEiIqLr30Uvv+++9TP5kJvcwe/kfKhWOhBilXX311QmTFVVdd5XLxAAAAAKKEdlPdeeedThxVTaOb45UqVXJRXHnS8Dg3DfE6P2JW/eBEt/FbD5ot/jwlbuMA7SQbOnSoa4wc1L0yCjRv3tw1EAQAgNSDcAwAEHJat26dEFFRrFgx1zAuTyMqcsr4nt6EYy2i5DAOOo5r6Ljo+Hg5FgAAAAB7aAp47rnn7NBDD43tJJNYOmTIkNRGVCjbeEIfs6cu/p/bWKPuiWZD25ht/t1SzW+//WbPP/+8HXHEEbH4josuusg+/vhj6j0AAA8gHAMAhJixY8fa//3f/8WEUhXPyjpWwzgveBSOg87jiuiIdx2feOKJNnfu3KQ/NwAAAMDeorzePn362BlnnBFz1R599NHWokULJ5qmlGULzdrVsG3VCibWdi/davbl5JS6jeONAvPmzXNu7Pz588fc2LVq1bLFixenfD4AAJkOwjEAQEj55ZdfrGzZsgkRFRdccIFrpOINz8Kx0BZOOU+CY6Lu2+o+rqxAAAAAgDCjvF7l9sZHVEgkVXRFSiMqlF08+r3tWcZxdd226kXMej9rtu5X88Uff/zhxPVzzz03Vu8df/zx1rVrV9u8ebO3eQEAZCIIxwAAIUTRC3IWxzeDU6OQ/v37+92mFwLhWFs41UwmX758sWOjbuSK7wAAAAAIK7/++qu1atXKDjvssARTwIABA5xYmlJ++NKsY53tQnFQ0ymuQrEV43uZ/Zni+WRBRon69evbwQcfHDMKVKhQwWbMmOF1XgAAmQbCMQBACJk0aZL961//SohkeOKJJ/xFVIRIOBZr1661m266KeH4eGsYCAAAALAbJAx/+OGHdv7557voMdUuiiN74YUXUh9RsW2r2ewRZs9da9tUx8Wa4u1j9todZl9P8xJTkbVR3ujRo6106dKx3XcyCigbmsbIAACpA+EYACBkaPFQsWLF2KJCo2TJkuHIdQuJcKytnJMnT05w7MiB3KhRo5TNAQAAACCnqB/DXXfdFdsxpfxe/f+LL75IbUSFUNO7T9qZ1S+e0BRvW9UCZl0amP3ynYUBGSZeffXVmJlCAnKJEiXsk08+sT///NP39AAAMgKEYwCAkPHaa6/ZgQceGBNECxYsaAMHDnTOC++ERDgOnDtNmjRJcB0fd9xxNnv27JTOAwAAAGB3ERVqflesWLGYAHrOOedYr169/Aigv3xv9t4TZlXzJ9Z0dY83G/S62cYUO6B3gYT1e++91woUKOCOnT5Wr17d9bwAAIDkg3AMABAitCUvPqJCruPatWvbxo0bLRSESDgWP/74o5UpUyahUZ4azGzYsCHlcwEAAADIypYtW+yDDz5wQnEQuXDkkUe6XharVq1K/QGTu3n+OLOWFRLcxu7fT19qNmWAmm2E5o2UUUB9LC6++OJYvXfMMcdYmzZtbP369b6nBwCQ9iAcAwCEhDVr1li5cuUSIirOPPPMcERUhFQ4VqNA5QUWKlQowaHdo0ePlM8FAAAAICsLFy60SpUqxSIq9t9/f7vttttswYIFqY+oEH9uMRvWwazOCYn1XJX9zV6+c3u+cchYvXq1NWzY0IoUKRIzVlx11VU2YcIEP8cQACCDQDgGAAgJ7du3twMOOCAmgOrfvXv3duJoaAiZcCzkxr799tsTIivk6lm2bJmX+QAAAAAEgucrr7xiRxxxRKxGOe+886x///7+Mnp/XWb27hNmVQ5IqOe2VStq1q2h2cofQvfmSRyWSCyxOL5R3jPPPGMrVqzwPT0AgLQG4RgAIATIdXLKKackiJ8PP/xw6rtsR1A4FlOmTLGjjz46duz2228/50wJRS40AAAAZBx//fWXDR482M4///zYbjI19W3atKmtXbvW38QWfWb22r2JtZxGjSO35xv/sdnCyObNm+2dd96xE088MZYTrWM7YMAAFwcCAADJAeEYACAEHaNvvvlml88bCJ+nnnqqLVq0KHzb70IqHCv/7uWXX04Q3g8//HCbPHmytzkBAABA5jJv3jy76667XDSF6hJFVdx44402a9Ysv/Xd56PMnr12R+G4/ulmY97fnoEcUpYsWWKVK1eONcrTsb3vvvucAQMAAJIDwjEAgGfeeOONHSIqunTpEk63bEiFY/Hzzz/b1VdfHTuOcqIowiJ0rm0AAABIa+Qofv31110TvPi+FerB4C2iwrFte/O7Jy/cUThufIXZjMEWZlQbK8bt7LPPTmg0+Oabb9q6det8Tw8AIC1BOAYA8MiXX37p3MXxTtm7777buZBDSYiFY2VBDx06NKFRnkT4d9991+u8AAAAILMiKoYNG2aXXHJJLKJCu6AUUbFq1Sq/k9uy0WxEB7P6xc2qZKnnWlYwWzDOopAb3aRJExf7ETTKu+yyy2zUqFHh26kHAJAGIBwDAHhC4rC6bMdHVMhBoe7boSXEwnHQKE9bGOOFeGVHf/31176nBgAAABliClAtEkRUqM6rWLGizZ0717+wufpns34tzGofm1jLSUR++Xazr6dZ2NExnDlzppUrVy4mzMso8Pjjj9sPP4SvsR8AQNRBOAYA8ETXrl2tYMGCMYFTCwttYQxlREVEhGMh4f34449POK7Vq1cP93EFAACAtIyo0A1s1Xx+Iyr+y7IvzNrVMKu2r1m1ff43qu9j9ua92xvnRQD1tujYsaOdfPLJCVEg/fr1o1EeAEAeg3AMAODJjVK8ePEEZ+xNN91k69evD/f7EQHhWAKxsu6C7Ltgi+i4ceHffgkAAADRjaj45JNP7OKLL445YYsWLWpPPvmkrVy50kLBxrVm3840m/nxjkOf19cjwrJly6xGjRqxiLL99tvPbrvtNps9e7bvqQEApBUIxwAAHuIU7rzzzoSICjlk58+fH/73QsJxjX0ShWM5VRpeEhrhOHD8aFtofKO86667zn+2IAAAAKQl3377rVWrVi0hoqJ8+fL22Wef+Y+oCNA8/v7L7K8/dxz6fFjmmcPeFoMGDbKLLrooZhYoUqSItWzZknoPACAPQTgGAEgxffr0sQMPPDAhSqFTp07RiFJY96vZktlmi7OMZQvN/vrDwoIWaHIYawERHOd8+fK57aMAAAAAeYl2jLVr186OOeaYWN1x+umnW7du3YhOSCJr1qyxZs2auZ1lgVFATQmHDx8ejboaACACIBwDAKSQRYsW2XnnnZcQUXH33Xc7h2wkkBNl69/ZjK0WNpQlKOdPsF1U47jjjrOvvvrK99QAAAAgTdDN6pEjR9qll14aqzl041rN2tjplPxjv2DBArvllltiO/ny589vdevWte+++y7Jzw4AkBkgHAMApFDIvO+++xIiKv7973+7gjc0WxjTjCVLltgZZ5wRO95a0N11112uqQoAAABAXvStePDBB51gGewku/baa23KlCnUdynKlu7Vq5edddZZsXrvhBNOsPfee882bdqUiikAAKQ1CMcAAClC2xXjIyrUxOOll15iK12S8+903ONdx3oPhg0blsynBQAAgAxg3bp1riHvYYcdFqszdMO6R48eTtCE1KDmg4899pgdcsghMaNA2bJlnXgPAAB7B8IxAECKOj/HO181brjhBtuwYQPHPwW5g7feemvCsb/qqqvsl19+4dgDAADAHt+cHjt2rJUqVSrWnK1o0aIuouLXX3/lqHqICylZsmTMLHDQQQdZkyZN7KeffuK9AADYCxCOAQCSzMaNG61OnTo7RFTMmTOHY58iZs2aZUcffXTs+KvjuZqpAAAAAOwJixcvtlq1armaIoiouP76623mzJlEVHhgy5Yt9sorr8QaFErMV3zFoEGD2N0HALAXIBwDACSZAQMGONdDIFqqkG3bti1FbArRdtEGDRokuI7VgVuCMgAAAEBuWLNmjb3++ut21FFHxeqK4sWLW+fOnV1PC/DX26JSpUqxvGmJ+sqfpjEyAMCeg3AMAJBEli9fbmeeeWaCYHn11Vfb2rVrOe4pRnEh55xzToKAf/PNNzuHCgAAAEBOYxHGjBljl156aSyiQgYB7S4jBst/fMjAgQPtggsuiNV7Rx55pLVr185+//13z7MDAIgmCMcAAEl0uVauXDmhMZviEqZPn84WRk8LvSFDhsRcKBoFCxa0vn37+pgOAAAARJDvv//eHnnkkVhEheo8mQLUiE21Bvhl1apVLme6SJEiMaOAeltMnjyZtwYAYA9AOAYASBIjRoywAw88MMFt/NJLLxFR4RFtH5WYH/+eyDEkNzIAAADArpBrtWPHjgl9E9T8uGfPns4wAP6ReD916lSXN73ffvu596hAgQJWv359W7p0qe/pAQBEDoRjAIAkRVSoy3a8QFm2bFkiKkLAggUL7Igjjoi9L2pm8/TTT/ueFgAAAIRckJw4caKVLl06FlGRL18+u+aaa5xwPGrUKGcaYPg/Bh9//LHLNi5cuHBCBnWfPn3sjz/+8H0qAQBECoRjAIAk0KhRIydIBsWqtstpscEWxnDk32kLY+BCCd4fdUEHAAAA2JkpQDeaDzjggIR+Car3JCAzwnUMVOcFAn/wXqlx3pdffskJDgCQCxCOAQDymMGDB1uhQoUSClUtNP7++2+OdYjy70qUKLFD08L169f7nhoAAACEkFmzZln58uUTagdGtI7B2Wef7ep0anIAgJyDcAwAkIesWbPGzj///IQitWTJkrZ69WqOc8gYPnx4gmtIjqHWrVv7nhYAAACEkG+++caqVKmS0PSYEa1joNxjmlQDAOQOhGMAgDxCTVFefvnlhG1xxYoVcw06IJyRFXXr1k1YUJx00kk0TgEAAIAdkEt19uzZLo7s3nvvtfvuu48RkWNwzz33uOZ448aNsy1btnB2AwDkAoRjAIA8Qk1RihYtusOWuBdeeMFatWrFCNkxePHFF61mzZouBy8+VqROnTp0RgcAAIBsUb8KRjSPAQAA5B6EYwCAPGDDhg126aWX7rAlbv/993fNORSDwAjXMdD7krVxikaBAgWcIwUAAAAAAAAgk0E4BgDIA9Shmcy79BlNmzbl9wIAAAAAAAAyGoRjAIA8YN26dXbJJZd4FzwZe38MChYsaGPHjuX3AgAAAAAAADIahGMAgDxi0aJF1rx5c6tVq5bLyWVE6xjUrl3b6tWrZyNGjCAHDwAAAAAAADIehGMAAAAAAAAAAAAASADhGAAAAAAAAAAAAAASQDgGAAAAAAAAAAAAgAQQjgEAAAAAAAAAAAAgAYRjAAAAAAAAAAAAAEgA4RgAAAAAAAAAAAAAEkA4BgAAAAAAAAAAAIAEEI4BAAAAAAAAAAAAIAGEYwAAAAAAAAAAAABIAOEYAAAAAAAAAAAAABJAOAYAAAAAAAAAAACABBCOAQAAAAAAAAAAACABhGMAAAAAAAAAAAAASADhGAAAAAAAAAAAAAASQDgGAAAAAAAAAAAAgAQQjgEAAAAAAAAAAAAgAYRjAAAAAAAAAAAAAEgA4RgAAAAAAAAAAAAAEkA4BgAAAAAAAAAAAIAEEI4BAAAAAAAAAAAAIAGEYwAAAAAAAAAAAABIAOEYAAAAAAAAAAAAABJAOAYAAAAAAAAAAACABBCOAQAAAAAAAAAAACABhGMAAAAAAAAAAAAASADhGAAAAAAAAAAAAAASQDgGAAAAAAAAAAAAgAQQjgEAAAAAAAAAAAAgAYRjAAAAAAAAAAAAAEgA4RgAAFLGtm3bdhhbt27dYfz9998MjgHnQMjPgex+d7P7HQcAgPQgL+q4v/76i8Ex4BwI8TlA/QdZQTgGAIBQLDZYWPgvFBkcgz1dVOxOQAYAgGhDHUeNQJ2Y2ecAtV/mgnAMAABJ54uFCxkcA86BNDkHtmzZYn/88Ycbf/75pxtZFxXZicgAABBNfF93GBwDzgG/dV987RfUfzur/TAOpB8IxwAAkFRUPFDsUfBzDqTPObBx40bbtGmTG5s3b95BSN7VIgIAAKKH7+sOg2PAOeC37suu9gvqv+xqP8Tj9ALhGAAAkkZQNFDsUfBzDqTPObBu3To31q9fbxs2bLDff/89tqDIbhGBeAwAEE2o4/xfcxkcA9/nwG+//Ubtl+EgHAMAQNJgwUGx67vYZeT9MVi5cqWtWrXKVq9ebWvWrIktKCQiZxWQ48Vj3CcAANGCOo46gjqKc0B13+5qv8CFnNU4wI6z9ADhGAAAkgYLDopNFhzpdw4sX77cfvrpJ/v555/tl19+cYsJLSTWrl3rFhFyIAfi8c4WEMRWAACEH+o4/9dcBsfA9znw448/7rT2k4CsHWi7q/0g2iAcAwBA0lChoILBd8HD4BhwDuTdObB48WJbsmSJLV261JYtW+YWE1pI/Prrr7FFROBAiV9AEFkBABAtqOOon6ifOAcWLVrkar/vvvvO1X4//PCDq/1WrFjhBOTAgazaL6t4HF/7QXRBOAYAgKTBgoNikwVH+p0DCxcutC+//NK+/vprt5iQiBwIyHKhaCtjdgsIti0CAEQL6jj/11wGx8D3OTB//vwdaj+JyKr95EJW7RdvHFDtF/S7wHWcHiAcAwBA0gjuMvsueBgcA86BvDsHZs2aZbNnz7Y5c+bYggUL3ELi22+/dS4UbWeUAyVYQGjronLvgrxj8u4AAKIDdRz1E/UT58CMGTNitd/cuXNd7ffVV185AVm1X2AcUO0XRJbF134Sj3EcRxuEYwAASOqCQ8UCRSdFJ+dA+pwDEyZMsMmTJ9u0adPcQkICspwo33zzjXOgSDxWbIW2Lir3LoisIO8OACBaUMf5v+YyOAa+z4Fx48btUPtJQP7iiy9ixgGJx/G1X7DjDOE4PUA4BgCApCHRGOGYgtd3wcvI22MwYsQIGzVqlI0dO9YmTZpk06dPdy4UOVAkHmsBoa2Lyr2Ldx2zZREAIFpQx1FD7Cy6YMb06TZ92jSbP28edVaanyfDhg2L1X4SkSUgy4X8+eefO+OAxOPvv//e9bsI4spkGghqP4nHOI6jDcIxAAAkDRYc/os9Bscgr8+BgQMH2tChQ2348OE2evRo50KReKwFhNwnaqCixinathjvPMkaVwEAAOGv4/R3m1qCWiL+HBj56ad255132q233moDP/qI8yPNz48PP/zQBg0aFKv9xowZYxMnTnTisXadKbJMtV+w42zt2rU7xFVQ90UbhGMAAEgaLDj8F3sMjkFenwN9+vSxDz74wAnIn3zyiXOgBAsIbV1U45TAdSznifLu5Dwh6w4AIFpQx1FDZFcH9O/Xzw455BArkD+/dezQwRYuWEC9mcbnSq9evaxv3742YMAAV/vJgSzjgHadzZw50znQteMscB0r6zg70wBEF4RjAABIGiw4/Bd7DI5BXp8D3bp1s549e1q/fv1i4rHcJ1OmTHGRFXIdL1myxDlP4uMqlHUXH1cBAADhRoIPjmPqiKx1wIAPPrAjjjjCDj74YOvcqRPCcZqfI++++669//77TkBW7Sf3sZzHiiybOnWq23Em17H6XARRZYFpIKj9qPuiDcIxAAAkDYRj/8Ueg2OQ1+dAp06d3CKiR48e1r9/f7eA+PTTT11kReA8UaftIK5CWxY3bNiAcAwAEDEkGkv0oZaglkA4ztxzoEOHDta5c2d77733nHFAu86GDBliI0eOdK5jNctTn4v4uIqspgGE42iDcAwAAEkDp8qOxZe2883+7DMbP26cfS53ZggKwtyMuXPm2LSpU23mjBmRc5hovjrms2bOtHnqBh2COeVmqAGNa0I3f77XebzzzjvWsWNHt4CQ+0RbF+U6lvNE3bYVVxFsWVyxYoXLOc5OOCbvDgAg3CAc+7/2h3HgOM6s8fbbb7vaT8YB1X6KLPvoo49cZIWa5anPxbx581yTvGXLliWYBoKcY4TjaINwDAAASYMFx47F15zPP7dXX3nFihcvbu3eecd7MZhb4VJC4e233WZ169SxKZMne59TboYE4xdffNHq1q1rgwYOjFwncDl877vvPu+NaLSAaNeunXXp0iXmOlbDFOXdKa5CjVKCnGNl3QUN8oLu2gjHAADRgDrO/7U/jAPhOLPG66+/7mq/9u3bu9ovcB1//PHHLqosMA2o9gtMAwjH6QXCMQAAJA0WHDsWX3K8tmzZ0goXLmyvvfqq92IwN0NC67tdu9rll19ud999t02cMMH7nHIzpk+bZrVr17ay115rPbp3j5xw/Fzz5rbffvtZm7ff9r6ALZTnbAAAIABJREFUaNOmjXMdK+9YzpPBgwe7LYuTJ092ruivvvrKZd3FN0lBOAYAiBbUcf6v/WEcCMeZNV555RV74403rG3btq72U96xso4VV6EGyTINKOdYtV/QIC/YbYbjOD1AOAYAgKTBgiN74fj5555zwrGKMN/FYG6GhNauXbpYqSuusPvuvdcmTZzofU57IhxfV7asc8pGTTh+9tlnQyEcv/baa/bWW28554m2LPbu3ds1yVPOsbLuPvvss4QmKfHCsbYr4jgGAIgG2iVCxrH/63/YBsJxZo2XXnrJ1X6B6ziIq1CPi6ymgex2mxFVEX0QjgEAIGkgHGcvHLd4/vnICsdyHJcqVQrh2MPxf+aZZ5xw3LZNG+/OkzfffNPFVXTt2tXFlyjrbsSIETZx4kQnHH/xxRe2ZMkShGMAgAiDcOy/9grjQDjOrNG6dWt79dVXnWlAtZ8aJGc1DUg4lmkA4Tg9QTgGAICkgXC8c+G4SOHC9tabb3ovBvdUOL7//vuj6zi+7jrrGVHH8f7772/vtG3rdR4vv/yyu+mhRikSjpV1J+F4+PDhNmHCBNddO144XrVqFY5jAIAIgnDs/9ofxoFwnFnjhRdecLWfTANB7ZedaSDYbRbvON60aROO4zQA4RgAAJIGwnH2wnHz5s2tSJEi7s6972Jwj6IqSpWySpUq2eRJk7zPKTdj2tSpVqtWLbv++utdwRtFx3G+fPmc2yMswnHQJAXhGAAg/UA49n/tD+NAOM5M4TjeNIBwnFkgHAMAQNJAOM5eOJYAGFXhuHPnznbF5Zdbpfvvj5xwPHXKFKtZo4Zdf911kRSOmzZp4oRjFe0+54FwDACQGSAc+7/2h3EgHGfWQDgGhGMAAEgaCMe7dhz7zqrN7ZDQ2uW/juPKDzxgUyZP9j6nPXEclytXzvr07h054bhZs2ZWoEAB69C+vdd5IBwDAGQGCMf+r/1hHAjHmTUQjgHhGAAAkgbC8U6E42ef3S4ce86q3VPhuLSE48qVIyccT5VwXLOmlbvhBiccL5g/3/uc9kQ47tihg9d5IBwDAGQGCMf+r/1hHAjHmTUQjgHhGAAAkgbC8c6F46JFi1o7z5EDeywcly5tDz74oE2ZMsX7nHItHNeqZRXKl7d+fftGTzhu2tQJx4oL8TkPhGMAgMwA4dj/tT+MA+E4swbCMSAcAwBA0kA43rH4wnHsXzgur6iKPn0iKxx36tjR6zwQjgEAMgOEY//X/jAOhOPMGgjHgHAMAABJA+F4183xophx7JrjXXFFJDOOg+Z4QVRFFJvjEVUBAACpAuHY/7U/jAPhOLMGwjEgHAMAQNJAON6x+Jr92WfOOSrh+J2IZRzPmzvXuV0lHD8YwYxjzffhhx/eLhxH0HHcuHHj7VEVnTp5nQeOY8iJ2PTzzz/bxo0bOVgAEQbh2P+1P4wD4TizBsIxIBxDAqtXr7Y5c+bYo48+arfddpvdcccdORq33357roYeO7txyy23uEW95pAstm3b5l7ntGnT7PHHH3fPV6NGjR2GPp/TUb169RyPatWqWZUqVaxFixZuUaX5RGnA/84jLYh/+uknl/M6bty4HI2xY8fmaowZM2aX4+uvv7atW7eG9m1BON6x+Jo9e7ZrcibhOGoZxxKOJVqWKlUqkhnHEo5rSDguV876RjDjuEnjxnbAAQeQcQyhZ8GCBXbmmWfaQw89ZKNHjw71+PTTT2348OEpH8OGDXPX8V9++cXre6UaQnMYMWKE9e7d23r16pWno2fPnjka/fv3txUrVng9FrAjCMf+r/1hHAjHmTUQjgHhGGL8/fffTgjInz+/7bPPPl6HFhurVq1KyruzZcsW9zr3228/769T4kvTpk2tSZMmkRmtWrVywleqkUD7xhtvuMVoGPjxxx/tscces+LFi3s9h9RgrWvXrhZWEI6zdxxLAIyy4/jyyy+PpON48qRJ7gbeDRF1HDdq1AjHMUSCiRMnWqFChdx1at999w318HkNVy163nnn2fvvv+/tvfroo4/s/PPP914Ta1xwwQWuLpa54vnnn4/UkPCdjgYLhGP/1/4wDoTjzBoIx4BwDAnCsVxYvotGjYIFCyZNnNy8ebNde+213l9jlMeJJ55oX3zxRUoL5MmTJ9s//vEP69Spk4WBzz//3A499FDv74VGyZIlQ7sdGOE4e+G4caNGkXUcd+zQwQnHD0XQcSzhWLs+dK3rF0HH8dNPPeWE4y6dO3udB1EVsDt0ozcMN+ijMk444QRbtGiRlxNLoqfv158OQzdKXnzxRUs3EI79X/vDOBCOM2sgHAPCMSQIPGERjiVM/vbbb0l5dzZt2oRwnAfv0UUXXeTE41QKx3peNeYKA7qxcdhhh3n/XdFQ/EtY4yoQjnctHLeNoONYwrFuVkSxOZ4TjqtW3e44jmBzvKcaNnTCsVzfPueBcAy7Yu3atdRZubyOH3PMMbZw4UIvJ5Z2kvmuY9JlHHLIIdajRw8ntqYLCMf+r/1hHAjHmTUQjgHhGBIKg2uuucZ70aVx0kkn2YYNG5Ly7ijH7cILL/T+GtNhKKs5ldte9ZxdunSxMDBr1qzYNlzfo06dOhZWEI53LRxHMarCOY5LloxsVIWEYzXH6xvBqIpAOKY5HoQZRR9oh5Dva2OUhupvH2Kjdo4phsz360838XjGjBmWLiAc+7/2h3EgHGfWQDgGhGPIVjhWwe9rJFs4Xr58uZ199tmheJ0+n39Pxj//+c/Y3PXvmjVrZrRwnC9fPu8LFI2qVataWEE4zl44bvT00wjHPqMqEI736jjiOIZdMWrUqNBcH6My1PPijz/+8BJTV79+fe+vP92GGi6mCwjH/kW7MA6E48waCMeAcAwJhcH111/vmuOpOd0555zjBNZUDT3fGWec4fKNr7zyyqRltupxr776aufaOuWUU+y0005L2jj11FNd7Mbxxx8fG8qxO/LII50Aq//L/RyVoXgKifqau7aqL168OOXC8bvvvmthEY4PPvhg9/si57HO21SPAw44wB0TNekLKwjH2QvHTz75ZCSF47lz5li7du3sshIlIuk4njhhgj300EN2w/XXR9Jx/MTjj293HJNxDCGvJx955BGXcax659JLL7WLL77YjjvuONt///3d5/XR99ANcN8CYzCuuuoqb/EGQcaxjkeyx+6Og2oq1VZy7UZpaM66WaJz+4477rAVK1ZYuoBw7P/aH8aBcJxZA+EYEI4hhpwOZcuWdWKmctZ+/vln++mnn1I29Hxz5861c8891wm7yiJOBr///rsTpiXszps3z7799tukjW+++cZl4WrL2syZM92Q4Ci3lgrMjh07uiznqIz169db37593dzfe++9lP72jBs3zi0qUv28O2P69OlO+LvnnnucmC0ndKrH448/7ha/zzzzjIUVhOPsheOGDRtGtjleewnHl10WyeZ4gXAc1eZ4Eo51w4jmeBB25syZ4wQ1uVlVX6qm++qrr2zYsGGhGP369XO77NTkVg2TlXue6qG/Q2XKlHFio2oJXzRr1szVV23atLGhQ4cmdQwcONB69+5tPXv2TBivvPKKMybcfffdNnr0aJs0aVJkhnpwjBw50s1dhpSvv/7a0gmEY//X/jAOhOPMGgjHgHAMCYXBdddd54oeNTbxgfKH5UqR8yJZwrEcx3r88847z8u2QDFkyBDnqlADjagxePBgN/dUN6kLhOP333/fwoBuAshhouZmvpgwYYITkRCOoyccP/Vf4VgirO/57IlwXPKyy6zKQw/Z1KgJxxMnWtUqVVxURSSF4yeecL/zXbt08ToPoiogJzdXdY3UORtGtmzZ4vo0XHLJJU7oW7NmjZcxbdo0K1y4sN1///3ejsWzzz7r6isZHnzxww8/uJ1sTz/9tEURRX7ohvAFF1xgy5Yts3QC4dj/tT+MA+E4swbCMSAcww6OYwnHKmZ9INexhGO5PzZv3pw04ViO4/PPPz9pcRi7Q44LLf579eplUUNzD7ZKp1o4VkRG9+7dLQzIRa5F8RtvvOFtDnK4HHjggfbcc89ZWMFxvPOoiqJFi1r79u29F4O5jqp45x3nOI6icDxh/Hh78MEHIyscP9aggfudRziGKAjHchzrb10YUZ37wAMPOLFy1apV3uaxaNEiK1asmFWqVMm7cDx//nxvc5B4X6JECSe+Jqv+Tybr1q1z7nqZUpYuXWrpBMKx/2t/GAfCcWYNhGNAOIYdhGNFOPhyHMcLx3KDJDOqQq6AwNWsrtKpHIFw3KdPH4ui41hzT3XW8NixY51wrC2NYVoUv/XWW97mgHAc7agKbZHu1KmT9/nsieP48ssvd03mpk2d6n1OuY2qkOBdoUIF69+vXySjKpSp3u2997zOA8cxRN1xHAjH+lu2cuVKr4KpbiLqhpYvtGtJ+cMLFizwNgfFmCgL+6mnnoqkcKwotwYNGuA4DsF1kpGaY4BwnFnnGsIxIBxDgnAcRFWsXr3am3CsBmwSsJMlHAeOYwnHcgho6HnlEFCzt1SMDh06uLgH5bxFjUGDBjnhONVZw2ETjuU4lnD85ptvepuDunbLfajGNmEFx3H2wvHTTz3lXGYdO3TwXgzmVjju0L69E1sU+TA1YsLxpP9GVURWOH7iCTuoUCF77913vc4D4Rh2hyIYJBwriz+MqM6Vy/eKK67w6jiWcKxrgbLXfQrHqq8k3saTKjOF+PLLL51w3LhxY28xcnuD1hKPPvqoayRNVIX/ayUj+ccA4TizzjOEY0A4hhgSatUopHjx4t6FY80jWY6DwHF87LHHuoYgwVZF/V8OwMMOOyzpQ4KjtgWq67iEtSgRuKVTnTU8ZsyYUEVVBItin1EVgXBMVEX0hOPGjRptj6qIYMaxxO4rLr88klEVkydNck7p8uXLR1I4VjY2URUQBdQwLAqOYwnHcov6QqYF38Jx0Bxv+PDh9vnnn9snn3zibopLxE3VqFGjhh111FFWs2ZNbzFyeeE41q7JH3/80dIJoir8X/vDOBCOM2sgHAPCMcSQUCvB9tRTT/WWcbx8+XJ3t16O42QJx7/99puVLl3aFcm+h5pjSSyPonCcasfxqFGj3DELS0NBOS21KPbpONYiT+8FwnH0hONGEReO5Th+6MEHbUoUheOqVa18uXLWL4LCccMnn0Q4hkiga2SYM47lMlY8hOLZunXrZh999JF9+OGHKR2qp9Rgt2DBgl6jKpo0aeLqq6OPPtr1sPBZF+ucURPTqArHMr+o0V86gXDs/9ofxoFwnFkD4RgQjmEHx7HPjONUCMe//vqrcwT4Fo01tFiIWhONAQMGuIWFD+E4TFEVgXDsM+N42LBhRFVEcKSLcBxZx3EgHEewOR7CMUSFSZMmhdpxLOG4TJkytt9++1nhwoXdjXwfQ8dI9aB2QQSxDb4cx2EZEvKjGFWhXYREVfi/TjJScwwQjjPrXEM4BoRjiKFGcVdddVVoHMfJyjiW41hbE30XxhpasPTv39+iKBynurBXLEOYhGMtig866CCvjmOE42iOdBGOtbU60o7jCAvHXTp39joPMo5hd0yYMMGJomF1HOum/ZFHHum9DgzGSSed5Hpg+EBREb5ff/zweUN+b9YW9erVc2sYHMf+r5WM5B8DhOPMOs8QjgHhGHZoGifh2JfjWMXW+eef75r0JVM4VlSFREgJtz6GulerOC5UqJDLkosSH3zwgRfhWCKp3rNevXpZGNBWSgnHPhc4Q4cOxXEcYeFYuZZqNOd7PnuUcXzFFZFsjhdkHEe1OZ4yjrVTpWuXLl7ngXAMu2P8+PHuGhlWx7HqzRNOOMG7SBqMs88+21asWJHy4yCXs65Hvl9//LjlllssqsIxGcf+r5OM1BwDhOPMOtcQjgHhGHYQjn02xwuE41RkHGtrYqlSpZwAkuohcV7isQSMZL3OZKFcUAnHqW6OJ+E4TBnHclNpUeyzOd6QIUNcxvHzzz9vYUXNH5WP57vgCZtw/NRTT7lmnJ06dvQ+n9wKx+3bt3eOYzl3p0VMOJ40caITvCtWqGAf9O8fOeFY7k3dcNSNO5/zQDiGnArHjz/+eCgP1sqVK5071LdIGgy5n9WYzodwrOuR5qCb876Pg2rjLl26WNSQ4UbCMRnH/q+TjNQcA4TjzDrXEI4B4RiydRz7iqqQcHzeeefZtddem1ThWKLHBRdc4J5j69atKR+KW5D42qdPH4saffv29eY4DqNw7DOqQsKx3ovmzZtbWEE43rH4+mzWLOfCk3DcuVMn78VgbsbcOXOs3TvvWMmSJa16tWqRE44njB/vmlBFVTh+/LHH7KBChex9hGMIOePGjXPXyLBGVajfhepd30Jp/FCzPB/CccOGDW3fffe1pk2bWuvWre3FF19M6WjVqpUTXSWeKwJJjeaihtZNderUwXEcguskIzXHAOE4s841hGNAOIYE4ViNQnwKx8uWLXPCcbKjKgLhWLnOPsVXfYwawdzffffdlD6vIj20sApLxrHcVHL++RSOBw8ejOM4osLxYw0a2GGHHeacVb7nk1vh+J3/CscPP/ywTZ82zfucciscV37gge3C8QcfRE44fvTRR50Y1/39973OA8cx7I4xY8aEOqpCwrEaQvsWi+MzjhctWuRNOJbT96uvvjJffPHFF050ffrpp5NW/ycTrZtq166N4zgE10lGao4BwnFmnWsIx4BwDDF0hz+IUfAlHH///fd27rnnJjWqQjEcJUqU8CocK6c36o7jVEdVDBo0KFTC8ahRo1zWqE/hWMeEqIroDYRjz47jypXtxooVXaPPhQsWeD8fciscq+FYj+7dvc4D4Rhy0tBWN1fD7Di+77777Mwzz7Tu3bu76+lHH32U0qGbv6+//rqrJSpXruzlOGgX3GOPPeaE4wULFpgv5s2b50RXxWZEWThW/IlMMOmE4saIHPN//Q/bQDjOrIFwDAjHEGPDhg0u8/e0007z1hzvu+++cw1Ckikcq7i77LLLXHHnSzjWIiV//vyRFI4D0TvVURWBcByW5nijR492i2KfzfGCRoVkHEdrIBz7O/YIx3lzHBGOIaeO47AKxz/99JPddtttru5V/euLhQsXup4bimjwwd9//+1uSCmqQnPxxezZs12Pkyg7jmvVqkVURQhqLEZqjgHCcWadawjHgHAMMVQ4q2nc6aef7k04DhzHyYyqiBeOfTWmC8TXKEZVyGnsw3EsZ44at4RFOB47dqwTjt9++21vc5BjCcdxtIXjrhGOqqgRZcfxjTfahxF1HB9yyCE4jiH0jBw50gnHcpCGkZ9//tluv/12t9Nu1apV3uYxY8YMt4vAl3Asx7EaGPoWjtUYUDsBGzVqFEnhWLsZa9as6VzTP/74o6UTOI79X/vDOBCOM2sgHAPCMSREVch5oW17ygH2wdKlS+2cc86xG264wf7444+kFXcSjv/zn/94K07V4E3ia79+/SxqBI39Ui0cq2mMhOOwuLQDx3Hbtm29zeHDDz90wnHLli0trNAcb8fiC8exv8IXx3HeHEccx5CTOCcJoo0bNw7lwVqxYoXdcccd3oVjOW11M6hKlSpeHcf77befyxn2xZw5c2LCcbLq/2SycuVKq169OsJxCAQuRmqOAcJxZp1rCMeAcAw7OI4l3PrqaCzHsZrjVahQwd3hTqbjWDnHvopTCccHHnigy9iMGorZkFip15Bqx7EcMf3797ewbMPVorh9+/be5qDzR+eRupKHFYTj7IXjBlF2HLdtu91xXKMGjmNPjuOePXp4PQ8QjiEnN1d1jWzSpElooyrkOJZhQoYCX8ycOdP9TlerVs2b41jXI8Wnff311+Y7qkI3GqIoHOvmg66JavCH49h/rcJI/jFAOM6s8wzhGBCOIcbGjRvtyiuvtLPOOsub41gNJZItHOu1XX755XbJJZd4cxzLtatmKHKMRlE4lljZu3fvlD7v0KFDQyUcjx8/3i2K27Vr5zWqQudR69atLawgHO9aOO4SQeG4bZs27ubbwxGMqhg/bpw9UKmSa44XtagKzfWR+vVpjgeRYNy4ce5clYM0rFEVd955p6t7fcWzxQvHcqv6jKrwLRwrqkIRcs2aNXN1QxQdx7omajfj8uXLLZ0gqsL/9T+MA+E4swbCMSAcww7C8RlnnOGtiJZwLMdBuXLlkuY4kHCsrYlyBfgSjiW6SnwNiwi6J6J3qoXjYcOGua7fYYmqmDBhgstvbNOmjbc5yIWt90IX87CCcJyGwrEcx1EWjh94wCpWrOgc+1ESjjUeeeQRhGOIlHAc1oxjRVXcddddVqZMGbcTzRezZs1yzfGUj+uDbdu2uQaG+++/v3311VfmM6pC+cBNmzZNmnEkFY5j7WbUTYl0AuHY/7U/jAPhOLMGwjEgHMMOwrHP5ng//PCDE46vv/76pIm6gXDsszmeRFfFPUQx41jCrURvCcipFo6VcZxqwXp3wrHP5ngSjvVetGrVysIKwnH2wnG9evXs0EMPjaRw3Obtt93iOIrC8dgxY6zS/fc74TiKjuN6desiHEMkCHblNGzY0MLIr7/+anfffbf3qAo5bYsUKeJER5/CsTKOv/zyS/PFvHnznHAc9agK7cbRTYl0AuHY//U/jAPhOLMGwjEgHEOoHMfxwnEyHceKqvDpOJb4GtXmeJq7j4zjTz75xDmOwyIcB4tin47jIUOGuPeiRYsWFlYQjtNLOJ7z+ef29ltv2aWXXhpJ4XjM6NF27733WsUKFSInHC+YP99q166NcAyRchyHVTj+5ZdfnOPYt3A8d+5cJxz7yjiWcKz3yHdzvKgLxzqHatWq5a6Nys9OJxCO/V//wzgQjjNrIBwDwjGESjgOMo6T7TiWcKwCFcdx7unbt68TvZV1nGrhOIyOY99RFXIct2zZ0sIKwnEaRlVEOON43NixVqlSJRzHe3kcaY4HObm5quzep59+OpQHK0zCsaIqqlSp4t1xjHC85yjuRDf2yDj2f51npOYYIBxn1rmGcAwIxxCq5niB4zjZGce+m+MFGccffPCBRY3ALe1DOJbjWMJ1mBzH77zzjlfHMVEV0RSOH4uwcKxzvmTJklYjgsLxhPHj7cHKle3GG2+MnONY49FHH3ViXI/u3b3OA+EYdsfYsWPdNVIO0jALx4ouU8yAz2zfsDiOwxBVoWaKvmrzvBCOtZuR5nj+r5WM5B8DhOPMOs8QjgHhGGJs2LDBSpcubeecc46tX7/eq+O4QoUKSWuOoeJOoocyOn014AgazH344YcW1YzjVEdVSCTdd999Q9NQcMyYMW5R3L59e29zGDRokDuPXnzxRQsrOI7T03Ec5eZ4lR94IJLCseZKczyICqNGjXI3OZo0aWJhzjhW3evTcSzhWI7jqlWrenUc58uXz77++mvzKRxLdNX5EsXmePGOY6Iq/F8vGck/BgjHmXWeIRwDwjHEWLdunXNenHvuuU5E9sHSpUvd86txUbIKRzlLJBprq7WvHLX333/fia8fffSRRY1evXq5uetjKpHILsfxgAEDLAx8+umnLqqiY8eO3uagY1KoUCF76aWXLKwgHGcvHD/6yCNOOO4aQeFY8SyXRbQ5HlEVeXMccRzD7hg+fLgTjps1axbKg6UGZnfeeaeVKVPGiX6+M459Ncf7+++/3Y1M7STzKRxLQJfjWOeL6oaoCsfazYhw7P9az0j+MUA4zqzzDOEYEI5hhwgHRUX8/vvvXo7MkiVL7Oyzz7abbropaYXjypUrXfMKvVZfroZ3333XCX5yjEaNQPSW8ziVKNZDjuOwiO1aFMtx3LlzZ29zUHNFOY4l4oQVhOPshWM5Rw8//HB77733vBeDeyIca9dGrZo1bcb06d7nlFvh+IFKleymG2+0jz78MHKO43p16zp3om7c+ZwLwjHsjmHDhjnh+Nlnnw3lwZK4d/vtt7uINl99PcRnn33mfqfVWM3XNbpu3bqu0e63335rvpg9e7ZdcMEF9swzz0RaOKY5nv9rJSM1xwDhOLPONYRjQDiG0AnHisq4+eabM0I4VnOzqNG1a1cnVkq0TCUIxzuivGe9F6+++qqFFYTj7IXj+vXqRVI4nvP55/b2W2+5HRsSOqImHI8dM8buv+8+u/mmmyInHC+YP98JE3In9kY4hpATduFYObS33nqrXX311d76eojp06e74+RbOFYtsWjRIvPFrFmz3PqjefPmkRSOtZtRrnFdG+VmTye0VtLwfQ1khOsYKO7riCOO2G6i6dQpUvUUI/fHAOEYEI4hBsJx6oi6cKy5pzprGOF4RxCOo1n8zZo50zlHVXB3i7BwXDuqwvH997tdLVETjjXXOnXqIBxDJIiScKyoNl9MnTrVHSeJtz4Im3D83HPPufiMqKHMbDU41G4cNV5MJxCO/V//k11byNAwaeJEGzpkiItQ066iZk2buvzzxx97zDXQbNmypYvnGzp0qE2bOtX69+tnRyIcZ8xAOAaE44iiZhbJEo61Vcy34/iWW25JuuNYec44jqMlHKvrd5iiKrTY8y0c673AcRytkTbCce3akROOx4webffee69zHA/86KPoOY5r1XLCcZ/evUMZVSGxcODAge7fM2fOdNd0RQLIjaemu5s3b3a9BSQMbd26NSm1DIQDhOPoCceLFy82X6SLcKy1hf6dTiAcp+eYP2+eTZk82dUTEonvuP1219zxhOOPt6OOOsqKFSvmYnTkKNbfKPXlOPbYY+0/F19s1atVs0ZPP+2+x62FcByn/UA4BoTjiLFp0yb75ptvbMGCBXmeyYbjOHWkg+NYQm4qwXG8IwjH4c0BHjJ4sL315puusH6sQQNr0rixvf322zZi+HDn7NDnjjzySHu/W7fQLSQmTphgH/Tv7xYCb731lrV75x3r0b27jRw50one77Rta1dcfnkohWMJwRK31bRPr2PC+PFuYaR5S3gdP26cVapUKbRRFZrPvLlz3Xz1GvRSpTUDAAAgAElEQVRRryf4ugSeMEdV9OjRw+666y4nnkgAWrhwIcJxhhIV4fiaa67BcYxwvNcgHPu/fjJyXufJXazaTjfSzzzjDDv00EMtf/78ts8++2Q71Jy8QP78romm+txIUJbbWIYe/RvhOP3PP4RjQDiOGHI5li1b1m2F6tChQ566ciVE63HTPeNYxZ3uqPrOOJa7I8rCcaodx3q+sDXHO+igg3Ac74ZMyjieMWOGtW/Xzu6+6y4744wzXIaxfs9VjOuj/n/hhRfaE088YQ888IBzdHTv3t37vDVmf/aZE4slcN9YsaKdddZZdvTRR1vRokWdy+TEE0+0q6+6yho++aQbulbUrVPHZs6Y4X3uwUJo1MiR1rZtW6tevbqVLlXKTjvtNDv55JPtvPPOc6/pxRdesN69e7uM41tvucUGDRwYGuFY4rAc0HL96PqnnT/Fixd3zWLLlyvn5i63dP369Z3Dp1/fvqEUjhs0aGD/+Mc/3EJToqHEQxzHmcnHH3/snGphF47DElVRr149L8+P4zhvQDj2fx1l7P4Y6IZ0xw4d3N++f/3rX04I3plYnC9fPlcDnlK8uF17zTVWrWpVt1tOHy+55JLYz+I4zoxzD+EYEI4jRqlSpWJ/0CVM5GUDBjmOfQvH2ianhXK6C8dBg7koC8epdhyrGV+YhONPPvnEu3Dcp08fmuOFoJiS+Cj36j333ONcxPvvv/9OC3GJajpvJCJLOJaT17fgKhf0U089ZRdecIEVPuSQmPCXneNEbtd///vfTpBVgz/fwrGOvXKL1VDpshIl3LHd2fy1uFFMkW5OVqxY0QYPGuRdOJYLWqKrcpe1BVTHOLu5y9Wj63PJyy5zQn5YhWO5uePnrb9RCMeZSVSEYxzHf7ns9LBkHD///PNEVYQMoirSYyibuFbNmnbcccft0l2svwUnnHCC3Xjjjfb8c8+5LGPt1pLorJpPH1U/aS2tmgXhODMGwjEgHEcMiRLBH/ZjjjnGRVbkpeO4RIkS3oVjOd3SXTjWQjuqwrGEUs091Y7jsAnHctL5Fo7lntR7Qcax31iKl1q3ttNPP32nguXOBGT9PffpOFYMghqdXHfddXbIwQfneO4aEi/lfvUpHH8+e7bbalmmdGkrVLBgruYv94xv4XjypEkuekI3EXJz7oRZOJaTHuEYhESKMAvHP/74o6s1fTuOp0yZ4t1xrNgh38KxduxodwgZx+ED4TjaY/78+W5H01VXXeV+z3clGMtdXLVKFdd/Y+qUKQlRWVl3qd1www1uXYZwnBljV8LxkCFD3I4/7aieN2+efffdd/bzzz/bmjVrXH8LRa2qv4V6W0B0QTiOGHKoBX/g/+///i9PhePVq1e7rSc+m+N9++23duaZZyZVOJZLW9vFfTbH69SpE8JxLtHFKUzCsUR/Oa99Csc6JgjH/oooFdRNmzRxQl5uRMswCMfqiN2qZUuXbSc3a27nf/hhh9kjHoVjOV6eeeYZO+mkk3bq0g2zcKznlmCfbxfudITj9EHNvuS+fu2115wDOxNQk0TdXEU43jWTJk1yArvP5ngIx3vPL7/8YlWqVKE5nseajJH9ribFkKne0Boqu7pCkROqpSo/8IBrlCdRWD+3q+OpxzzllFNiu7nIOM5s4bhcuXKxnYnafYlwnJ4gHEeMZArHgeM4E4Tjiy66yKtwrHzqqDqOA9E71Y5jOdrCJhz7dhxLdFSTChzHqS+g1MDsuebN7dBixXIt/MULxz6iKpSpKVeXtiLuydydcHz44fbII494EY41/8aNGrnIjNw4deOHegWogaEP4VgxN4rM2BPBPjj2+vub6nnHDxzHuUMLLl0vtKhSTMqWLVssE4TjMDuOf/jhB7vpppu8O44nT57shBdfwrFcYA8//LC7Ee7TcTx9+nQ799xzI+s41toC4djfNYmR/TH4eOhQ1ydh32xusGtNpd3LWnPLKSozRE5qIsVWqAkuGceZdd7tTDh+//333TUsfn2DcJyeIBxHjGQKx5mUcSxnNVEVe0b79u2JqvhvVIUWxT6F4x49euA49lA8qbB+/fXX98hpHF9Y6e95r549Uzp3Cb2vvPyynXrqqXssumocccQRrhGa4i5SOf/PZs2yJk2a2LH/+tcez905jq+91otwPHrUKHft2VUOdo6E4379Un7exw+E49yh/Org/dN1Y/bs2ZbuhD3jeOnSpVa+fHnvwvH48eO9Oo4lHFetWtW7cCwBXfnzURWOcRz7ux4xdr4zS39XsorGqv30N0dr4RdatXLfl5NjqHpp3NixLhO9cOHCsceTaPjee+/xPmSocKy4snjhWAPhOD1BOI4YyRaOtaD1KRwvWbLEFY7JFI5XrlzpXTjWnV0V6VF0HCsT1YfjWM8XJsfx8OHDvQvH2vqs8wjHcWqLJxXOymLfG+FSzsMTjj/eBnzwQcq3LKrJ6s62LOZ06Poj16+2NKZq/lq0aDukdsXs7fy1rU7CVqozmeNdOntz7NWMMZVzzzoQjve8dtOCe9q0aZbu6OaqFpNhFY6XLVvm3N++heOxY8c6N7ov4Vh1cK1atbxnHGsnSZSFY+V5Vq5cmagKj9clRmK9pB1taoSXtfY8+uijXSPboUOG5Kr+UiPlmjVqWNGiRRMeU65l3Yjn+GeucBx/IwHhOH1BOI4YyY6quOyyy7xGVaTKcazmeD6jKvTHNqpRFZq7xMoPPvggpc/bt2/fUAnH2m7uO6pCwjEZx6ktnFQ8N2zYcI9ydeOHYgr0d0gidCpzjSX2ZnUG5HbIrXL6aafZm2+8YfPnzUvZ/EeNGuWEV/3e7a1of9edd9rIkSNTeu60bNHCihYpsldz11ADqU9HjEjp3LMOhOPckYnCcdgdx8uXL7dbbrnFrrnmGq/C8cSJE71nHOu5fQvHM2fOdMaVKAvHag6qtYXWGekEzfGiN3RT/8knn0yoHeQ8Ll68uOvNkZuYMUWzDR82zO6++247qFChHR7zyiuvtBnTp3t/zYzkHgOEY0A4jhipEI6V/7tx40bzgYpWOflUzCercNR2sosvvthKly7trTjV3TmJr+pCGjWCuafacSyRVGKbchPDtCjW8fAFzfFSXyhqS9+FF1yw1+LfAQccYPfdd99uG5Dk5Rj56ad255135onorb+fci+nau46Tu3atXM3FvcmYkMjX758Vqd2bZs4YULK5q9FlTqa67n39ty54447vDUlDAbCce7IROF46NCh7hrZvHlzCyM//vijqzV9O47ltNXNvHr16mV0c7xZs2ZFWjgm49jf9YiRfQ7xzTfdlHDD/6wzz7TXX3stxzf8ZZRQzdu1Sxe79dZbs+3LIPfxiy+8kNJaluHnGCAcA8JxxEimcLxmzRrXsEcxDps2bTKfzfG0MN66dWtSm+NpEZ+s58hJgzm55iQ+RrU5Xqodx71793a5oGER2zUPLYqV6+ULNQyUiK+83bCiRancKulS6A0aODBPHLvKPE1lJpyK+g8HDLAyZcrstXCpjF051ORgTtX8laX8xOOPu4aCezt/bdN89ZVXXF5yKs+b448/fq9FewnPmrvv3wOE49yRicKxdlTpb2WLFi0srM3xtLst05vj6fpcs2ZN78LxjBkz3G6KqArHchlXq1YNx7HnaxNj+zEYNXKklS5VKnbdOfTQQ+2N11+3+TkUeNUoTzf/nn7qKde0Mrsb9lqT3XjjjTZp4kSOewacewjHgHAcMZIpHK9evdqJxj6F42+++cbOOOMMJxwnq3DUdjIJx9pa46s47dChQ2SFY2UcS6z88MMPU94ILkzC8aBBg9x76FM47t69u5vDm2++aWEl3YRj3TjZW8frgQce6Bxe2v6XqnnPnTPHur33nosi2pu563dQbuO+ffqk9LjLHXz//ffvdUyFnN66vmjbZSob43Xs0GGHXMA9GWpgO3XKFO+/BwjHuSMThWPtDgq7cHzTTTe5qIr169dnbFSFrs81atRw5+X3339vvpg+fboTjp9//vlICsc4jv1ekxg7NuItU7q0u+bIKSyBNyc9KVSXKkJNIrN+pshO4rX0mCVKlLB+/fqlvMkww88xQDgGhOMMFY7ltNXYtm1bguNYorFcx5s3bzbfjuO8KBz1+uJfY1DcXXjhhV4dx4FwrJzcqNG+fXs391RHRoRNOJabyrfj+P3333ciPsJx6gqn3r16Wf78+ffKMVruhhts9OjRKS34tBjo2aOHXfKf/+zx3OWWPeWUU9y2RDV6S+X8tZBRvrFccXszf13jtO1SbppUzv+tN9+0Ilmah+R2HCbH0BtvhGKRhnCcOzJROFY/AgnHrVq1srA2x5Mwct1113nr6yEmTJjgjlODBg28PP8ff/zhnLKaw9KlS81nZIecjRInstbtUUBri4ceegjHsedrE2P7MZgwfnwsqkLXn5dat95tjaif0U3uyg88YCeeeOJOaxHVwJeVKOFqKSIqMuecQzgGhOMMEY4lkMpRITeBtqmoQNP2OGWKaWvab7/95hzHunso4TiZjmO5G5ShrK2BmpP+HTSp01wkHCuHc09EXYnNWgD89NNP7rEWKqNp4UInSOtzEsSDjONkC8cqxoPXuWHDBvfcwfPJtSvxVV3Ho4ZyRjX3vG5Sp4WCjpGOl/K2dU7q+AXHLBCOtXUqVWzZssXNY9WqVe73Q+drcK4GURXdunUzn8Kx3ou33nrLwkq6OY61JU/i6d64dXXDKNXzltj48dChVq5cuT2au1zWJ510kj3XvLlzhqV6/orFkEtb2y33VHhVfr4EXMVepHr+vXr2dDEbe+pWl+vn6aefTmm8xq4GwnHuQDgOHxJJK1asaGXLlvXqOB43bpyrJR577DEvz6/rc/Xq1b0Lx1OmTLFzzjnHWrZs6c3UsbfC8YMPPujioFQvphM0x4veUB+ERx55xNUPJ598shN5s9aEEotVU3zy8cfOgKLzV30ksssyDm6+qwYrX768vd+tG6Jxhg2EY0A4TnPhWGKchFIt9N99912rX7++25p3+eWXO4FY2W5Vq1Z1DlgVr4pwUIO8vHYcS9BVUaX5jhgxwmWzSoDU80oQ/PTTT53Q++WXX7qLlpxluSkcJU4pgkIZaXrsZs2aOQfF7bff7tzLcgE0bdrUxQvoe+Q41vbEvC5OVVxpHvPmzXPikKIE9Do7d+7stvNIsNdxkHCsIj3KwnFeOY51k0LCvm5kqOFemzZt7LXXXnNiqI7f+PHj3TFVczy5NZMd76FzSVtYdVNF4rjmo4vlSy+95M5Xva9Llixx55KcYxJvkzUPCehayOnmx9y5c93vz+LFi92iRL9T+t1BOE5t4SR3hTpSq5N0boQ/OcNvu/VWG+ZBNA6GIg6eatgw1xnN+r3TFuKXX3rJi+iqoWYubd5+24m/uc0J1iLo9NNPd01hfM1fNxx0bdXNg9yKxsWKFbPmzz6bcpf3rgbCcWYLx7qpquvRgAEDnAu+devW7mPfvn3tiy++cLWnrtV6rWEXjq+//nqvjmPfwrFMDloH6OaUz6iKQDjW+RJF4Vh16gMPPOBi8GQ2SCcQjqM3JAz36d3b3fDXTi2thRUxpn4L/fr2tbZt21rDhg1dzvuZZ5yxyygt1VyqG6UZqMcCmcaZORCOAeE4jYVjFYNfffWVE7z0x17fr+0l++67b8z1pI9ayMoJJdeFmgaVKlXKLQryChVQEv/kItAFSsLwMccc4y5CWlToNWl7mgpXiXSnnnqq3XvvvTneqiY37+zZs12xqQWAttfocfVadbHT0GvU80l00B1VNSm64YYb8rQ4XblypY0cOdKeffZZtxhRVrNem55XF+TjjjvOHVvN84knnnCfl4geJnQ85LCViK9jqsWthHadZxK8JWZK9NYiZ2+FYz2WFilaeOo9kQv8X//6l8sg1ftVoEAB14RLXbafeeYZd1z1uWSJ7Trf1NxEEQJ6f1T861zSa9V8JJ7pfTzttNNcIxndiJBoK/E2L9Hvrbq9jxkzxhV2utmjzu9yiuqjsgjlDNDNIN2Q0Hmk35uwkm6OYw11mdZ7ob+lOXEZn33WWU74U06vb9F7yODBdtttt7nzOieCq34n77v3XuvRvXuO8vGSObSNsmaNGu7vQm6cutdfd5116tjRm2gcDF2LdU3IqetY55ecQs80a+Yyqn2f9/ED4TgzhWPdtNQNXglkupmkWk7XQV23dXPs/9k7DyipivRvf7hiAnUNiBFds5gDYlpzwLi66OK6YiIIrsqaWBUxu6uYEyiioiKoJEUEURRBAUURBEExgQqoiDmj8n7nqdnqf92enpmevt19u3t+zzl10Onu23Xr1u371q/esPbaa7s86jyzSWvFMxNRuVRTVZSCcMyznt/j888/v2DfQfQWwiab9Nh32BjYep5SyHGMYwXCcbmmqgiFY3kcJ/+MUqsqKnxpz562dvPm7neaaLmddtzRrU9Zk/L7XNtmNq/xHj5DxBf2Y6nZImrFGwMJx0LCcYUKx4T7jx071nnahp+pa5HKgpYwq3wIx4hFFLu7+eabnXdzTQn2Q6+2jTfe2BmvJ510UlaGI2ItwuMJJ5zgFizZCDkUpkJUPvLII/MiHCOM4WHD4ghP5rq8+QjzQbhmkYWndSnAOSxYsMB5vuA11KFDB7fZ0Lp1a1eMCZHskksusXHjxjlvYM6RHL9xvIzZTCCMCkOmLg9CdssxcpgjhRCOOX/uJUR9vO5ZBNc1V7n/ENbwcM8HzEUWHnhpde/e3eViRSBDLE//buYQeRm5T1hw9u7d20qVShSOaRNfesn+1a2bbb755hmv0Tprr+1+9xADKMSGx2zSffbiMdW2mWNspPF7mL5QaNasmduwIXyZFAulkh6BNubpp90m4/rrrZfx955nGH8nHzC/XWzwUCSmFPLw0Ydrrr7abUjV5rHOObRo0cJOO/VUG/zYYyXR9/Qm4bhhCcdEobGp+ve//92aN29ep63F7wr2HP8mIRzzzCHajo1vIofYZKWwKZFL2DGkLkM4xrZBOMYBoZB9QUjEw5mIoblz57qNeB/ZR3E8bKpCeBxjgyPg44yBgwY2BQ0vRDaj2Zwmwurss892AhH/XSgYA+b9kCFD7N5773VRkDgg4KTAWLz66qvuuVOuHsfMKYRj0uBJOE7+GaVWNQaTJk50m894Fa+A81gttgevYc/yW8A6FYeyHj16ODuEdGEa04Y9ryQcCwnHFSgc40VA+Pzee+9dTdDIprFbHjdVBd4beN+ecsop9fIO8wI2xldthiOiMh4TiJwIfbkUq8LTJK5xynniLcJiqi5hPL0hTpaCxzEGLgI2IUsI3zUVn+K64BWMIYHonWuROuYnaR6Ynwhs9RkzRK18FxTEEwfBnLza7MjXdx7lw+OY+43c41deeaUT87INZ2cO0SQcJxcK+MyYMXb7bbc5w7zHxRe7f0mJQGoaDPakDb2aGl4jTz/9tPNWv/yyy9zigL7fdOONTizGu7dUxO5MKTco4HLqKac4cZ68+HjQ7LLzzi6S5OyzznIexhTUI4df0v1Nb8OHDXOe0/QXgZhnOZ7dROP89Zhj3CYd7ynV8adJOG44wjGi6rXXXmsbbbRRvXN084wvpnDMs3T69Oluw4iUbNxboR3MZi+pX7BzidxB5ENALYTHMcI1G91E25144oluIwtvbDaFsT/JWY5ojA2J/chmXr6YM2eO25hH/KnrGuHli92B80W+hWM2jqdOnerOFZsPD/XwerCxwLxiE5w0aIjbzJdS9DgmGgzRn5Qa1NrABmYzhTRi2LVErOGsI+E4+eeTWnQMiBYbMniw8xpmDcfvENGTRDSxkY0DBL8D++6zj1vPko6NHMbjnn++pBwH1JIdAwnHQsJxhQnHiGAIWaR7yLUIDwZ1HI9jDHeEQQTdXPI5IlAiONdmOOIde/XVVzsv1FzOkUY17TjCMV6zeE5QUDAbT+f0hsGctMcxHjd4hGMwZHsOzCuE+lyEYxagbGqwOMjlmjGf8ulxjCcQHi9cw1zvl7gex9xrLBxZWLKgre/3swjLp3DMPUH+5HxRqR7HlSiC05LuR33a9GnTnOc3i5vnn3vOpQKhIEwpC66+0UcE8GefecZ5pLMBQd7AUspjXFuTcNwwhGNSjeEBShRCLs9HhGNStBTLnkF0ZBOppuJOYcPLl41Xos/yKRxTaI9NudNPP90Jt9hLmewL+simV/v27d2G/YUXXpiX7+e7EYbqe60QdRnDfEHaCzbDOW429hWRVIzDDTfcUFLCMbUmiASjdgrrBjb4WH+R2g/PbTYE8BZn3LmWBx98sH355ZdWSSjHcWU07CPsDOyNEU88YcOGDnXexPxL8WQ227FLEJrLzR5UK/wYSDgWEo4rSDhG7MGDNReDMWwUjWNnPRfoAykyMKRy/X4ETHLe1mQ4YuBTOA0vhTjnSb7lXI1TzhPPV8Lqcv3+JIVjzpv814TRY6zXt++5CMfMKTYUWNTlOmb5FI4RSPEcwYs6zjyKIxzTB3IV4yWZS3QALZ8exyx2CONFyM7XwkfCsQxaGfSVNwckHFe+cMwz4KqrrspZNC6mcEzEDrnbsxGM09sRRxyRN+EYkZHFNd582W7G+z7HFY7ZhCYdR64OFawp8iUc40mNgJrLhvyNN95YEsIx48l5kP8Zgbg2RxjmOWsvvDfx6JRwnPwzSk1joDkg4VjkFwnHFSQcE5pGyF19K86nt7Zt2+bscYgYiRGei/EeGtHk1qzJcETsw2M1Vw9RGp8lNC7OIoVCd3HGmXQPCHRJ8NZbbzlxPj2/abYNkZNQvWzhWk6bNs3lz44zZnwvKVDylfuPzYM4/eFeIyVBLjAm5Dvs1KlTTp75oXBMDsN8wKKTvNaI6XfffXdeFm8SjmW8y3ivvDkg4bjyhWNSB9Q31VimTWaEwELB5iu2SJwNYDyOidbLx2Y86SGyKTyaqZHOIVfYmCftUK42nV9TxE1VwfP+0Ucfdal3cu0HdTSShvopeNojBNd3rSGP4+SfT2oaA82B/M8BeRwLCccVIhxjrOEZkqvXYtjIdZuLYITHBrkZ6yosVlfjHGryvMC4p1p3Lqkh0sVpjpMLpFsgT1TcPrAgw9s0CYMYYT6uWFmfXMMUa+zWrVusDQUaeQDzseAmnQrzvL45ltMbYZW55qkmJx55I+MuzAm3Jf1HXNgsClOI8N/5KJIp4VgGvAz4ypsD9RWOyaVPCD+/vYhc/N4g+pWCZ2ExKDfh+IMPPrA999wztj3JBjmbkIWCCBlSs8XpYz5SVbAZT27QOPZvrsIx9xD3GTmK44xDPoRj+kEKhzj9SNrjeMaMGa5oYq7XUsJx8s8nNY2B5oCEY5F/JBxXiHBMEQ4Km8U18hHChg0bllPfKEhCgY24fUAcZCGaidmzZ8f29KVRMXbEiBE5neeECRNcVfG4fSBPGh6nxQQRD6/SXIrApYuV9fGWJtyP+Rp3zCjkQGXyuOD9TFGquP0hJDRTgcq6YFHEgjduWhkanj35SHmCmBOmf9l4442d0BMXCccy4GXAV94cIA+pF47vu+8+CccVJBzzLODa5sMRARGR3K+FAFtg3333jd1H8tbG8ThmY5x0BnE3onMVjinO1rJly9jjQIGsTz75JOdxeOmll2KL+N7jOCnhmDXGgQceGCtyU8Jx8s8nNY2B5oCEY5F/JBxXiHCM52pcMZBGNeBccpxh5PXv398Jz3H7QN5ghL1M30Ehs1xy8qa3Nm3a5HyeF198cezv9wUA44ZH5pKeYccdd4zdfwq+sFjJBrzKKCoSN4UK4YJ49OTDC5aci/noD14pLBpzKayId34+FuZUjsc7LC6MK2KxPy45/XI5t3QkHMuAlwFfmcLxrbfe6tIZIBwPHDhQHscVIhy/++67eRFkadS7IMop3+AhTI2GuM9xGoVpc63rgQ1HQb44KSK8PUHB5/rC5m66l3+uDcGUHM25MHfuXPf5uH3gehbSQ702Fi1aZEcddVSsNHi0Qw89NOdxLCTM1VztZxXHS/6Zq6YxSHoOKFWFkHBcIcIxIaJxjZ011ljDBgwY4IS++oLR3aNHj9h9wGOjZ8+eGcMGfQ63uAsFzvOhhx7K6TwJs0Vcz4eXKIXiig0L/bjXiEbxD6qtZwPXktzbcb+TMEwqW8cF8b9du3ax+4PXObn8cvGMWbBggfNKidsHQikvv/xyZ9THRcKxjNKkjVK18hkDvAJvv/12J/KwaUyIOs80NkTD3yh+I/FiVKqK8hGOiYbJR1QVthopTQrVxzh5dH3DHjrvvPNysgfhhRdecBvpcfuB7ct9lMs4hOuCOI30XbmOA2m34npc0xDgBw8ebMUGO46i2+TkjnsOxx13XF6itfLJoEGDXMFGUpDlUltFwnHyz1w1jUHSc0DCsZBwXCHCMZ64cQRBvJUp0sWOe655f7t27Rrb4MIbNpO3sReOWajGyS3MeXbs2NGl9sgFKiWTYiKu2EeOZHLcFhNySh599NGxrxFe5XibZbvAwNtot912i/2dZ599dl48tOn3QQcdFHtxQ57oXD2pZs2aZVtvvXWsPnC/M67Zen7XhYRjGaVJG6Vq5TMGbELeeeedLvUROdYRiJ988klXdDX8naJ4qITj8vE4RiAiX3U+RMBWrVrFzplb0zP83HPPzYu3MTZh3759c+oH9gj9iNsH79CQy7McL+V8jAPRT7mmvMKJIF8e6uutt14itT/IUb399tvn5RzwhCeqrFRgfRZuspC7vL4F0CUcJ//MVdMYJD0HJBwLCccVIhwjtuaawgGDlVC3mTNn5twvPHExluKI1+RXw3upJu9Jn6oi12JiLBDat28fS2jDAItTMAbRmHx6U6dOtWKD529Y/CyXxvUlDI+UF9mC5wWfiTNmJ5xwgqtYng+YR6S8iLPAIpyRa5hrHj7mYNxcgORXRrTJh7dxMYRjfiOYg4Rwfvrppy5VzJw5cx3gBJUAACAASURBVFxu9MmTJzsvmJEjR9qQIUNc5AN5zu+66y63WUS+TQrm4L1GmhFCg9U0BpoDxZsD3Hfcf9yHN998s4v+4f70+Y25b4kIOe2006oJx9zvbLr64nj8Hqg4XukKx1yzuGmUyG08duzYgvSR59Luu+8eq3++7bfffjnbhDzD4tpUvrVt27bez3LuIWzafH1/rmLn66+/bs2aNctbCjeiE4oNHtP58DbGXs01Eq1Q8PsbplLB85i1TH2QcCzRMmnRUi35MZBwLCQcV4hwjCH9t7/9zZZddtl6GWkc48wzz3QFIeKAkdSvX7+c8rzhLUHRM7yX6jJm3nvvPSe81vf4eDFgYOdSyCz9PP/1r3/lbFCSsgGRLNdwwDiwaI/rLY3YiVdZffrPe6+44gpr3LhxTmI/eYTx0M0nFHTKpWI2/UEEp9hfnGvIgjPXVBXc41yH//znP3nNo1dM4RiPfzzRyKVJBXM8jAj5HT16tEu7Q9j7Aw884H5TyKGKSIWHIwIyohVh8moaA82B4s0B7jvuP8K5vWjM/Ym3Mfcr9y1F0Dp06BD5vSLsnPsd4Zjnu4Tj0vY4BmyUOGkgKD58//33F0w84/mZj/QQbL6StoxnVH3h3KZMmeKKOcftB/MhF29fntnHHHNM7O+nUHCc+Ujf8+GhjqA5ZswYKzZc/3xE49HwWmZDvJRAOA7rz1BIUcJx8iKcmsag3OaAhGMh4bhChGN49tlnXSGSugQxvEbxMqao1jXXXJOXwlqAx/I+++xTr1QSq666qvPgxdM4G5EKAYpcXVtssUWdQiQCG3n6OM+rrroqtmjsGT9+vPOOzvYcGW/y82LgT5gwIRHR2BvHxx57bE7GMOfAQg3BIJd0EXjnklYh27nBtWMxgwjx2muv5X0smPPkac52sePn0j/+8Q8ncOay0AxBPMGLr75eOk2bNnWeVog22eaYLgXhmMbxmTukaCElzvz5891GEPcl1xgxnt8wNiYQm/BiJOcj4hS/D4j9bC7hgYx4paYx0BwozhzgnuO3n/uPjRzuRyIC2NyhKB7exiNGjHD3L6mgwt8sXuN+Z8MIsYLfgdDjuKFQLqkqgOuVa8E1BGe80At5bUl9gg0YR+DjWYpdyIZGLnB+2AL5KIp34YUX5ly0DMePON9PpCL3aBy47+MKx6xbiGrIVN+k0PDbtPPOO8fqvz8HrmWuhRYLhYTj5AU3NY1BJcwBIjN8YWTWZDzr0WT4F7sm/D2cN2+ee1b7aDMiWvhtbEh2XyUi4biChGMMTzz2qBBN/lQMQnaZaXhKInzxdyofX3DBBc7Yy2dIGN8/dOhQJ9TyfTUZV4iH9A0h8ZxzznH9QEjLFvLKsnA98sgjndCF+OzPk/9mXMiVjGfyZZdd5sIlEdny5f3Cjx858QhRrM1YRmxEMCYUkgJmeKck/YOJd019xUrC93baaSfndZbrfOFhQfgrc4MFW6aUJniGswjD+5xUEHi4ISwWAuYC8445gndUJk99/sZCAAEbkZm5REhrvq4h9+7pp59eZ2EbxoUHMl4iJ510kkvXkutitza4BwshHCMQhcIxx+R+XLhwoavETm5BUu3g5cZCHK9FimyxmMUgYc4iIGOYICKTnoP7T01joDlQnDnAPUfj/uM+5H4knQz3pxeNuW+5f8n9Hv5+YRPwzGbDCFFIwnHpC8fAb3J9xDSe66SUws4pNMwhIuxyTY3Gc52aHHHtX55d2AdxxEae6XH6gV2F3ZvLd2N7cH/GhXHYaKONch4D7D5qWCSRogKwp+IKx9hpzP/6pHErFhKOkxfc1DQGlTAHcHhCOMahACcCIoskHDcsJBxXkHAMiFqEf7Oo69GjhzOOu3TpYmeddZZLF4AXH4Z9rkXw6gJPIoRair+1bt3aiU8YlDS8dHfddVeXeoC+EN6Wq6GIeEteNTygEJ85R86VQiXkYRw2bJgbm0IVoENkw+BGpKcADN64eNoQ+ojwyXmSM47CJS+99FLRC+HVBONNBXEE7WwWV5wX14tzjVslGvEYsZbrhGc8HkPMD8YLEZ4NDQo04smG93quHjj1EY/xhKaSeJs2bWzbbbd1KSBohBvuv//+7voSns0iP59pIfy9SpoGvp/v495GUFhllVXcQpCNHsYHD2PmN2INC7S43s5JCcdcf+5b5hHzkMXMhx9+6BZaXG+8jidOnOhyHbMBhhjFfczCmFB4frv4XUNIJjxeTWOgOVCcOcA9R+P+w8OYhQJRAdyfRAggGnPfcv+mF8klhQX3O/c9G0f8DvB7II/j0haOgd9gIsJq2iDHCYCNV2wd8rrmWiw2F/i+ujZdMzVqZGCf5iOdADbB8ccfn7PQ2K5du9gRf4ie9fUOZ1McG5V7Nx9wXxONlcs4MH/YbFqwYIElRT5SVeCskkTtkmIJxz7lWNLClZrGQHMguTlAVAhOZEShEfnKupRnMQJyXR7HrDHlcVz+SDiuMOHYw82J6IPBQEMo5sbNVyGtuuDHgsUk3kn8uNAIa0UQwmCvj4dxbSBE4b3oz5MFKkZsocS1dOEPj0kKAuEBzQ8pQjY/oJwnxdySCLvLJj/glVde6cRbBH2ESoxKPIbI18ffWFTgCUN4Ml629a3AXJtYywLhueeec4KE915DgJg0aZJ7rdhe2cwfvF0RKL04ghcd3nNswuRrrtY2hxBGuSbkz2ZRy0YPHs6EAjGX8LwudJXuTKkq4m4WAHOHxm8SY8mChQW3T1fBwhlBnHnGphYbLYhQbCyNGjXKiRd4WTNH2MDg2iBaqWkMNAeKMwe452jcf9yH3I+ITtyf3Kfjxo1z9y33L79f4eKB9/o0FfyGYYPwfOa3r5QKSBWackpV4eF3+/3333c2Dd6URE/R2GglJQmbqjw7872pmg08m8i3mG2OYWwcnBnwoMdWzBdshtc3bQYb9zh2sHGaD6gXcOqpp9Ya6Uej4CHRY4QbYwfmE+YBNmW2XuCI1zgMYDcXc8OhJpgXudS9oHEe/C6WKvkUjvkN57OstVjnIQ75qDE2DrkfiBhDTMK2Z1xZRxBBiKciHovct9ToIFWimsZAc6C05wD3KvcsojHFkXnuo3Vwb7OOZ+2MvpMuHPN884WRfX0LCcflj4TjMl58UPCNHW4e5GrJjwGCNS3pfmTTKFbEop+HAekS8Fhh4UG+PP6GSEBBOjylk+5rQ2gsgjHCEZERiVmsk8rBb4QUow9c67Dg0CabbOLE3bjHZfMEo4GNLAQGhHrmH5sEnC8ex2yAsfCgSB4CFEIUCxBE85EjRzqRisUIIhQNL0Y1jYHmQPHmgL/32MjhfmTDlM1h7lMvHHP/nnHGGZHFA+/3aSoaamG8chWOQ1jw8TtO45mUdNot4LnJ4nXvvfd240vdC4RLvHlJsUVaLiKI8OwlrBabJt9OBRwPWyqbwsNE3WFvsdmS7w1pnq8s4I877jj3PYjTNJ7p++67r9uMZoMaoa9QTJ8+3RWhJloKL/VQREYoJiUF14TNB8Rrrkep/AYwfuQnrk8R53XXXdcuueQSFzmWL+eKUheO/eY/YpCPGsNJhmuP8wcRp75OBY4YpDfCAYKcqHgqEhGKAMX1V9MYaA6U/hxgs4d7lo0fNoC8tzHRwd7RCgG5JuHYOw5IOK4MJByXGYTZ+ZuScHbSNCT9o6L2fz+utHIYDx4C9PXSSy91qSu6devmWvfu3d3fEI+9d0DSfW1ID2aM6rD561SMPpBWhbBR//tCAU1yc8c9LnOJxs4130FBIlLV4FHNouviiy926TrOP/98l2oGr2sWuXguIkKRpoPFNo2QVjWNgeZAcnPA34ukpOD+5D4lPyn3LfcvXodhKgPEZV8YhaiGME1FqYhGxaDcheNSBTEL0YpFLLU72Pzm+cFzBa8o5h+RLYWMQmMus3mCDUVqKQRbBFKuOSmwqMfRs2dPF2mV76K26bDZPHv2bOf9z0YOoibnz/1XDNgURsDmuY1nOinIDj74YCfeX3TRRe41ooyKFf1YHxA4sIGxfWoSi/lNIyUdjhZsGBRrXEtJOGYTkLHiWuO5zuY/84zfNO4DxgUPbNIa4XVMfnzEYwQnvBURkPFcVNMYaA6U/hzgfkUwZvOH6AE2YdkQwsuYzUgcCkglmB79QyQMvxH8VoSOA6Ww6SxyR8JxmUE6AX9TspvPLr6axiDXOYBXSKaG14XmVcObV6GHUBK/LyzK1DQGmgPlOwfw9gw98l599dXUosHnN/aisYRjkU98KD2tGOnK0mGOI9LhgUnefkL4EW1ZOJeiUFpI2BzykUZsHLFpVA6CAd7048ePdxsPCN5shFHUGREcMRwBlGtbX+G1EoVjItIQh4iSI2qM3/oJEybYmDFjXKQJmwR4JJLqhsgABCc2cxCQKa6FEKWmMdAcKN05wH3K/Urjtw9PY0RjNoQQi/E2JsIAATldOObZx29EemHkcngOiJqRcFzGHsdqGgPNAc0BzQHNAc0BzYFSnAOHHHKIExa8t3F6mgoJx6JSaWge9ZUGQimCB8KHFz/Y+CrllBSFFo5p/I4jrjMe5KYm5Rge5Hi5U7CcdBV41uN1TIojxGMEJoQmaprgfYyITF0YX/9GTWOgOVC6c4B7lXsWwZh7GE9jogm4t0khSFQPqWnShWPSLfIbweYhvxkSjisDCcdlBiHdFOKgMJ6axkBzQHMgH3Nggw02cP/i9RvmJAxfy2cjP3vY8Ez0jfDeTM3nbFTTGGgOJD8HMt2j4X1MjnS8Vby3YVgUT8LxH10qASGEKDSIN+nCcX1TbCCYh8IxYhBpV3yBPIqek66C37UXX3zR5TomDz5h7IhKgwYNcgIyeY8RnhCS1TQGmgOlPwe4X2ncuwjGFL6kUDKiMXVo2CgiwiBMdUjjt4HUSdiA/GaEEWeifJFwXGawu8vNS9gAuWbUNAaaA5oD+ZgD5J5bc801Uw99FhrkLSW0MM5xfZgTIlIYnkjOLJ/rjnza5HT2ecJ91e2w8jb5kdU0BpoDyc+BsNq2r7gd5mnnfsazjOIooWic7m3cUHMcU5+CooKEe1NkSk1joDmgOVCoOYCoS2FC//uD8xGRIPU5BuIzDe9lPAnJbYynMccmTQXexpMnT3ZpPij+iGjsPY4Rjb1gTNoKvBbJSa6mMdAcKI85wD2LiEwRPNLPkJqCDSE2hrjX+f/04nhEavDbQXQDG1VeOG5Idl8lIuG4TPFhQ2oaA80BzYF8zAGM/1DcINd1jx49Ug/7OA3hiMaxEJLIk4chwS60z4NI6CNGBjvUeLKwSPFhohRY8I2Fi5rGQHMgmTng70PuSy8mcL9y3yKEch/jYcI9LtH4/2jevHnqt5UaAuROpWjaEUccoaYx0BzQHCjIHOA3hlzN5J/3vz8rr7yyHXroofX6/Tn88MNdO+yww1zj86Qi4tgUQDzggANsv/32s3322cflhOb3bY899nDFInfbbTdr3bq17brrrq61atVKTWOgOVBmc8Dfv9zL3NPc29zj3O/8P3ZNaONgF2IPss7zhfEkHJc/Eo6FEKKBg8Bz4YUX2vLLLx/ZMd5ss83sjTfeyMt3eA9DPA592GO6mIyBQREFxGQaAhSism8YIWoaA82B5OZAeD9yf3Kfcs9y77IZ5AVj7mt5Gv8f4aJKTWOgOaA5oDmgOaA5oDlQiXNg//33d45A2Ii+xoWPOpPHcXkj4VgIIRo4hE2Tyzj94d+oUSPr1KmTe/jnUzj24nG6gByKyN4rOWyIU2oaA82BZOdAeE/6ezUUi0PB2KenaIh5jUPSwzjVNAaaA5oDmgOaA5oDmgOVNgcuuugi51yAUwH2oY9clXBc/kg4FkKIBsz8+fNd2KF/4C+zzDKRInlUyqUYQj4EnzC3qReTQg/kMK1FmN4ivSFSqWkMNAeKPwfS78XwXvX3cE2CcUMVjYE8geQWRUDmN1VNY6A5oDlQjDnAbw5OAN6mw75bY401XDGruMcNG7nb09sqq6yipjHQHKjQOZB+v/M7QOoKIlXD3MbYh2GNC1G+SDgWQogGCg91iluRz9gvKhA3yGkX5sQjb90777yTl+8MRaSavJDDphzeyuGtOVCacyDT/RpuCKXf5w2defPm2dSpU10hKTWNgeaA5kAx5sBzzz1nK664YsqeowgyxeqmTZuW9TH43aK99tpr9uqrr9qUKVPs5ZdftkmTJtlLL71kEyZMsHHjxrnvojje008/baNGjbKRI0fak08+aSNGjLAnnnjCFdOiaJ6axkBzoLzmAPcu9zD3Mvc09zb3OPc69zz3/gsvvOCckRCNiU6rqc6FKF8kHAshRAOFh/8mm2ySWlBQebtXr15uQbD99tun/s6igxzIhBzli0wCck0eyWoaA82B0p8Dtd3PQgghis8rr7wSqV+BU8C//vWv2DUq8CT0tSkQinyBYwqmUkD1k08+sQULFjgh6eOPP7aPPvrIPvzwQ9fYRFPTGGgOlMcc8Pct9zD3Mvf0woULXcFkCiVTCI97n/QUXjROT1ER2omifJFwLIQQDRAMeqphhyGMxxxzjDMG4K677rKmTZumXiMHMp4lhaIuIVlNY6A5UD5zQAghRLIg4LRp06ZaDtK11lrLeQ9nS6boMC8e41VI9Br5TKmHgYD81Vdf2RdffOEEJYRkxCXEZIQmNY2B5kD5zQHuXxr3Mvc09zb3OPe6L5bMb4CvfZGeokKicWUg4VgIIRoYPNCvvvrqSPhiy5YtXbihB8PghBNOiCw2jj/+ePd3IYQQQghRuvTr1y9SsyJshx9+eNZRZDWlFgvFY1/QGPEIr0OEJAQlLyTT8EpU0xhoDpTfHPD3MI172ovF3OuhYOxrYWTyNJZTQfkj4VgIIRoY5KLacMMNUwuIJk2a2C233OIe9CGTJ0+29ddfP/U+PJDvvvvuRB/+GDDTp093+fnmzJlT8L5gIA0aNMgGDBjgigR6j+xcmThxossvSCMfWFyv8Ycfftj1bejQoa6vSV2Txx57zJ3Tgw8+6M4LgzETH3zwgXsP7x02bFje+hzmyOa/Rd1w74T5iWXUCyFEZTBjxgz705/+lFE09o2indmQKZVYWIfCFzIOBWS8nWmISl5MVtMYaA6U9xzw9zP3Nvd5umCcntNYBZIrCwnHQgjRgCDU6C9/+Us1z5NMgihGQPfu3SOF8nbZZRd77733Euk7/bn55ptd/4888kiXpy9d7M437777rm255Za22Wab2bbbbmsvvvhirOOdc845tummm7rWsWPHWMdCoN18881d31q3bu36mgSzZ892ObE5J3Jm77fffvbmm29mfC9iMe/hvXvuuWfe+kzYLQI/7fnnn8/LMSsdDP7BgwfbI4884v4lf50QQojyBvHm2GOPjdh52Ap77713tb+RuzRfRY29iOyFZC8m+4bApKYx0BwovzkQ3sf+3vZCsReLaxOM5XFcGUg4FkKIBgIPfDyLw9zFG2+8sT377LM1fuadd96xPfbYI/V+iqz06NHDiU7FBCNk9OjRrr++LzvttJMzXArJrFmzUsI5qT3GjBkT63jt27e3xo0bu/DRo446KtaxnnrqqUildPqaBHiA47Xu+0Le7H/+858ujC2d/v37p9637rrr5q3PV1xxhW299dauMcaibshVh+C/zTbb2A477OCqYwshhChvbr311ohAzPMZ72IK1lGvInzt1FNPzTpKp7YixqF4HArI6UKymsZAc6B850B4T/t73QvGtYnGojKQcCyEEA0EchjjPesXDAih1157rTMAaoN0CM2aNYsUyosroNYXBEY8WcMFT7GEY4Rev/iKe95DhgyxSy65xInvpJjIl3BMsZskheOVV145cm0QskntkW4wPvDAA6n3kAYlX33u2rVr6rh//vOf83LMhhB94PNfMsfxOhZCCFG+TJkyxVq0aBF5HlOvwtt5d955Z6QoMnZNIQsfCyGEqAwkHAshRAPxLiR0MVwwHH300S5PbjY5bDt37mzLLLNM6rOkiuCYxYDqvZ06dXIiFwKXP4dchGN2xBHM8KQm5QbHBjyoOR8aRR+84JmNcMx7Oc7777/v3s+/mbxtgeKCc+fOdbl+6UcmCAsjdQg5nN966y2XQiCTh3e6cEzKCPpCBWQ+y/llc43oO/2h73yG848rHNMQ+j/++OOchGM/BqSyePvtt23+/Pkup1o65FrjHE877bTUcfGQZ5xpmTZFOD/GlPFinDJdB8aRIiC+GryfZ3yW68t14dzC4kJ4WVBl2n+GfHAheGX4CvOMeXqaFd7v5yDHSRfdmQPcr35e8P2Zzi/8Ho7jvcn4G5+bN2+e+zvnv9xyy6UiCe677z73nkx5pxlnrgGf53rQD3mRCCFEaUWVYZuFz2HqWfDMCu050pOF72nTpk3G56sQQgjhkXAshBAVDuLSDTfcEEknwGKiPsXZyCFLLt3QS4V8wzUVQcsXCHPXX3+9/fGPf3Rtr732Sgm59RWOEQIRx8gzfNxxx1m7du1cDudRo0Y5QfiCCy6w8847z1Ui96JeXcIxAiGew//+97/tH//4hx1zzDHu3yuvvNJ5/qRDDl6+5/zzz7f777+/2usU/eNakeoBob9t27YuFzJjQH7lMKQ0FI7XXnttJ+CSQ7hbt27us8cff7z7HlJ8ZBonRMKBAwfahRdeaCeeeKLrO5+5/PLL7eWXX85ZOPbC/korrWTXXHNNRNzMRjjmb4zBWWed5a4T59KlSxe77rrrbNKkSakxQLh84okn3PUk5UJ4XM6b80IQ9zAGjAXnx5hyvhybXNlPPvlkpJ+8F8+sc8891x2fnM2vv/66XXbZZe76cl3YTLnppptSi3IW7X379nVziM9wfcPrxXn5a3/RRRdVO3dCifksjZQe4WcZY+bAGWec4fr817/+1X0/xSrTNwcQxS+++GLXd8afjQTS0fDdfI5xvfrqq+30009PpWFhU+aII45w3805eOjDK6+8Yv/973/d+/k85878JDdyfTcZhBBCFAbsGx9FQuP3ncifdHiOrrHGGhHxmDRmovLAhsaeoyg29mV9YJPhqquucrYEdhI2SE3PfDac/Xuxf7CphBCVhYRjIYSocDAaKUjmFwgIoeSERejKFkS1//znP5FFyRZbbFFjEbR8gdDnK4OTi69Xr14pL8n6CMd4c2LUIn57kZNxWHXVVW3XXXd1ghj/zWsIin5sahOO8dxEBGQc+Cxjg+cmizVSNRx22GEuPUjomYlnLN9BQwD08B6EYAr/rbPOOk505Th4eXNM/nbAAQc4498fLz3HMaLmjjvumMphjYC7yiqr2G677Wbjxo2LjAfeqojdW221lRPkfd/5DAvKQw45xG0sZONVGgrHfJ7r4vvAtQsLCobC8XrrrVdt/iBw/u1vf3Pny3hz/vSNtCrNmze3gw8+2IndPocaAiljT9/9cXn/6quv7nIoT5482R0Xb6o+ffq4IoKcH+/3n6GvFH1EuPUexHjYHnTQQalrhdDLteGz3vN+hRVWcOeA2Mr84h5hTP1nKESEZ6/ntttuc33lmtC/O+64I/UaizHe7z+L4Otzw7GxwZxkc4Bx8Dmy+X7Gl76Fnt1s8uCBznHIX0y+SzZc+F6/aUShR/qSngdztdVWc8IwMMaIw4ceeqg7Ht/Hvcf5Mz/JJ02qGzYghBBCJAcbmOn5i/E+zlRAmN92Nh7D95LegigUUVlgA5FqDpuDZ3l9IDoOu8vPEZ79NaVYY8M6fC/icb7A7sYmooUb26JuuNfvuuuu1PipeLSIg4RjIYSoYAiJP+mkkyIpKhDEsqmknQ6f2XfffSNGJF4IhQpxJCT/wAMPdN/VqlUre+ONN+zBBx9Midf1EY7xxEV488Li7rvvbh06dHAiGeJbKKIhmtYlHCMwXnrppU509dXJ8WDGK5NUCXwG4RehMxT1/v73v6e+B2E5XPQhHPpzQ5QjLyEet1705xoiHmOgpwvHiKC8j+/mnHgf4p5/HY9i78HKmCGiIxLyGp/zfedzXhzkv1k41NfjGM9gztv/P0KwTwlSm3DMGOy///6p8W7ZsqXrF8XuEHa9kL7ddts571947LHH3HXkvf64iM6cC16xpLrwuaX9BgSLG0J18WKmQKHP38019AI7wnFYFJJFNePE5xCQw40Y5tWrr77qPofQ6vvPQo2xAcaecQgX6pyXvyZ4Avl+cC2feeYZ93fmvJ8XzD/uP86X6+n7gJiNF7UXCPB099eePpDXnLmD+EtxSeY3YjPzy3sc8y/3GmKC9zybOHGiG2te4/7gmvI614Rr568hAni2xZWEEELkF+yV0LbwzyyiRWqz59hEDD+DrVhXzQtRXvMiTOOF3VsfcI7wz3rfsCe8DRrC38L34lSRL8IaFjhqiOwhKnTTTTdNjR+RZ0LkioRjIYSoUPBWxNvQC4Q0vDDx4s31eEOHDnXeraFIN3z48Lz3nfB6xD9ETAQ/vjc9FDNb4RhvUARC32fEybFjx7o8xwhzeKKGxf/wyqhLOMbz1xegQcBDMJw5c6bLEcxr++yzT0qkJqWHhzQH/ntIDQAIfqS28B6wGHmcL99N/0hbgACI+Edf+P904ZjmPZL5DMVuEKbD9A0+xBAP4I022ijlfUrxQ/qOcMvnvFiPYIhHaX2FY+bDyJEjU2OKp+vtt9/u3ovwn0k4xrhFiPfe5AjBiML0Cy+op59+2nmG+w0L5gYbFgjSjDkirD8uXsWkqKAh8LP48RseXEPOCaGX8506darzEvbfiyCLaEw+Ybx0/TERZ/HaQJRFtEYs9R68XBd/TeiLF6jpJ+cLVLPH+ze8XojhoaAebhow/+k7aSXoG99x8sknOw925i1jQkoV7j8+gyBM/mGgj97jm2vIvMJjGUEYbyHmMIs83hfmOO7du7cbE/pK2CnCMt/LMdggwnOJ8+Oa4Pnvrzn3YaaFpBBCiMKDned/y/3vPrZSXfDsTy+Ul6t9TkB7MwAAIABJREFUKEoH7BfsQ+qYhDbHnnvuWa/jYDthO4bH8NF/6WADhO/Np3BMiq5QuBbZw6Z+mGaQ9HxC5IqEYyGEqFDIY4eR5Q0GFhYYc5kKrWULRd9OOeWUyGIDwRIDM18gBuO1iuCNRy8h/r7Poccxwls2OZYp5uVDODOF2iGohh6y2QjHhOH59+Phi0iJdy4NT56ePXumxggvD++VnUk4RtjGs9P3jxxxYXgpAiIewoileHwOHjw4o8cxwmYIQqBPq4DI5/P94m0ahrIiFvq+cx35rrAAIUJqfYRjvLvpMx6//vsRghE8WahmEo7JpUdKDf8aqVTSPZ8Q4EmX4L18KdaWaWGBaB+CqE+KB++tQuqW8HwZR78Zwr8Io1z/UDjGSzcseEjhvlAIJgcw8DlEWv93vH0A4Zv5zHVCtGdhjxiNcM2GDGPlRWjuL+Y1CzFv8ONBjDjN33zf6SebIF4oINUGIIp74diPB2I3/WdM/T1Dfm6/WcG44pXtYfPBe+izaUG+QsbKjxm/Lb5vfJZc00IIIYpLuFnpG2mwstlU59lOVFP42T//+c+uHoQoP7AliYrCzgkdRvItHGMLpz/z6yMcY4Mw97D72KSuaU2CHYxNhe3rj8u5Mbf5e6ZIJz7DOJAmjHlcU0o+PstrtPBe4f/5HC29X9hq/jO0TGlgfN9o6ane0j+faf3CMRkb3/+wAHN6//138a//Lmw8P678nbVH6HFMarX0zwiRLRKOhRCiAsHgIKTcC3c0Qt4R7+KC52G4g40oR7GtfIU44jnpF0IIqoi1eEfSyOPrw+sRxRGwCPOvLV/z+PHjU8ImXqKZ8jKHQnA2wrH3KPYeoow1izUaKQlC0ZHUCN4jM5NwjNDsUwvw74gRI6r1jwJoXjD0xdBC4ZhFAqkFQhArfd8REhEDARE09N5I7zvzxAvHHDcsMJeNcOwFSMRKjHwvbOLpgJdsJuEYcd97cDNnfaqGEK6/z6FH/8ICfmEoI/0PIQ+yPx8+Tz5rX3SP80U8DwtHIpJirIfXEGM7BMM+TNtyySWXRLy//Lhz/swl8oMzBpzz2Wef7VI/8P+I2hj4O+ywQ+r6M0ZeAPbzAoGXzQ1/rXz/w5QZFAPMJBzTn0wLBMTvUDjGw9uDx3g4d5irjJX/bsTxMPLgxhtvrHWOCCGEyC/8roeimo8iqk+uYp6r6fnuKYImytPu91FImVq+hGMf2RVupmcrHJM+hUgq+oINwUY6NjfOIqEzAKIqXvPYa6Hwia1JEWfskbB+BpBqjPuB6DRsV+wtPp/Jpsb2JL0LNhUpWrDTiNjjuNiibJyT1o8iyT5aj39xvMAG4rhEr4W2FWnpcO7gGLwHOypkxowZ7vt4jSg5Nv89HIcaH6RQw9mEtQr9xz7Flk+HY7GewCbD8YBaE9jcnAvRfjvvvLOzNfmu0D7H5qd/nTp1cjagEPVBwrEQQlQYGFwUkPD5d71Ily+vQARivD/DgmQIyT7Pa1wwnvxxMYIRzEifQMNz1YuAGEN4XGI41WYAYQx6j1PGxIf0h4ReuNkIx6EnN/1AkKyp8V5vIGYSjhG+vRhO/0JBtDZC4RhDMTRCvRHtw1cR/3xFbQroZdt3hMm6KnHXJBzj0cA88WPPHAzz/IbCMQXdfJV3+uyL2oWQr9iLyzTOPxvhOCwChEBKrt+azpdxHDRoULVUFaQSCUFYZlHhX0ec9iCCe4Gbcyf9B2kffK5uztVvjCBIk37CC8TcR3iQAcUJ/Vz3BRdr6jevsVBj8cHxw1QVYUHHbIVjxsCfG/OfcantuxHG5b0ihBDFgwgsbzv4DUaieuoLm7phFBm/6wjKorzAuxThFLGR9GzYmGHBxLjCMRvhoTBNyirv9ZsuHKdvttM30oJl8oQOnTCwPfw6A3GzpvfSSPEFbL7j/BHaoWHDvqEwXOi9y7rAv04UI04pRFdl+jz2Jf2hIcaG4xGK3en3I+KyB/uIyDT/GoK5/yz957qFdUnChh1J/0IHGew6/zp2OjZYeG2wr2vbRMBGzLQWEqI2JBwLIUSFgXCEARYaRXhE5rOIHWHuGKf+O/ASJe8ZIWJxYXe9NmMxveEZUJtXbChKIoKl5/DDoAsLy2QjHIeiIgY6BiypBHx76KGHXEoMGl6ljFdNwjFCoU/BUFOOQfrBuPCaLwwXCseIobwnBOExk3BMahH/OfIgY+zW1nfy7eYiHAOfDfNLh4uGUDjGgPULHAxvjPp02JgIPY5DcTkUjtNTVbBY8Yti7ot77rkncr5cO3++jAV94V4JrzEe9dkKx4Qa+vzSnAveIKRV4f/xMmHx0aZNm5TXDsVK/HEQmH34Igt3L7rjfUIKkbDfNN9vzsF734QexwgJeNxnIxz7FCiAh45PCYNofNNNN9X63RIZhBCieJBiykf0+MZzJduCwSFEMYWb4V70UtHT8gJbFq9YUhXgfcx19ZvW+RCOSQl25plnpv4f28DbcHUJx9iS6SIxwjDRS9iv/u/YgX7zHJsE+8mncvM2JCIxAi62PWAbhSIrUXXUZQiLLfPv3XffnerP888/n7JxfP0QhGNSfZCuxdte/ju9Ywap2Lw9id3Exr8HT+p0738vVvMvawv/GvmnPURshf2n3/Sf+9n3H1vyhhtuiDjYePuefnvRm/dxjG233daNC9crdCLynsg9evRIrUuEyBYJx0IIUUFQ2ApxMvQeQUhjkZFvEPfCKsoYLr5IWBwwRDt06OCMyvSGN6lPv4GnIzlk8ZYhTKsmMI58KgAaoWJ4hQKepYhkvlhctsJx6HXAAovUBQiGvpFSgjA7Gsf33piZhGMMfb9o8ykdwgUbIiaCI+F3NF9oLlfhOBQqMZIR+8O+kzrj/vvvd31//PHH6/QkrU049p7PYWqTTMIxi5wwxzFGbfqiFaPZC50UeQwLshHe5z+7xx57RPqMB5YX5vHMYFESni/nj7ct54twzPWIIxwDCxS/IMFLmoUHixS/cCEsk9cZt8033zz1Xu9t4xdtPkSThQDjGvabhjcz/Sa9hU9DExbH43PhwqYm4Zg5zjUPr6lfzLHoQHwOv5f7gzBM/92EaAohhCg8/AZTLDV8niLi1RUdVBsIe15Io2E7pIfai/ICGwqHjnwJx4iQPOvDyC/sX+Yjf69JOMYG93aO3+DAZsdOY6OcKDtfU4HWrVu31AY678lUHM/beNi9/nuxd1iD+M/6osv+s0Qs+vQaoXBMYxOGdG58hvMhxVfoPeyLgLOWCtcL1BIBPhM6ZXj7DhvN21tewOW43hbEUcGn/eKew6YK+4+Xsu8H6xi/1gmFY99wRKDWCU4EXlSnX+nF8RQdJnJFwrEQQlQQeAbinRgKihg8hfAcQTzDwAuNKwyX+uTXywSiHWkJMNDSGzvz3tijOBnvQ+jMVKTCw2t4XHvBmfHBCwPxjr+TPoBjerE9G+GYf1mo8XfCwTDWCDvD04O8yxjYGMoYbGGag0zCse+f/zufQ7DF2KYhzHkhEAHU52vLVThGyPWeu3yOHG6IsPQdYxNPB993BNy6qEs4ZiwJEwyN9HThmPlJKJ5/D989cOBAN6aMAd7WYYoNFhJh4ZLQ04NFDXOeXHqEACLiI7h7wxzDGe8RBGKM9j59+jiPFr6TfHD8PT3HcX2FY87LjzHzjsYY+WuEt3ToSeLHIxRgOT8fqsncxMOfBQFFU7hezBH6QL+5Fyi0Vx/hGG8k71XD8ZmbCMT0kXFjQej7z8YFx0Xgx7sfT2O8qPluxpb7UAghROEZOnRoxCOSFnpT5gLP6fTUADwX64o4EqUL0U0U282XcMwGPRBl5P+GzYYNtXjx4hqFY7x0/d+Zt9iM6VBQ2tvo2KXYIJ5MwrEH29u/Rt2JdLCXfL+wtbxzSygc872k3QjBuSQ8Hy8QY6v+5S9/qSacYwN5QZnPYatzXLx+4dFHH019hghInHwAu9f/HU/pdLCBvQMBx8PuyyQc4yXtjxmC+JwuHAuRKxKOhRCiQqBYwlZbbZUyEDCSyHuaj/QRNYFIHHrz4sF47rnn1irkxgGjzxt7hFxl+z1z5sxxKRO8WIfxirCHlzSeBhhdXsDDG6Iu4RhxkfPkfBHdMOx8wQs8vH1KBq5HKNxlEo4BAdN73NIPRFLSZ9DCcFSOjyEcRzhmPpC+AcOWvuOFS55ojk0eaZ/Wg+8dO3ZsbOEYEPfZVKhJOAY8gQnRo08YyIQyMqaMAeKkvw7bb7+9S8cQek2QS9kfl/cxJzHCvQcJCx0v9HPdSSWBxxbXwBvlbCiwOGBOxfU4xqvFC6++0W8ftpgpNJjzTC8wifgdFs5jnp544onuejFHuBcYK4rFIPzXRzhmHoReQHi9cM4+VzIFCjfeeGP3GsWTuDYUXiG0FM8dL8QTSlrI3xghhBBVIOQShh4+O3geEPUUF56X6XlR8dgU5UmhhGPso1A8xVbDYcLbC+nCMfaT/zv1HTKlU8E5wNur2DU+KrA24RhbDUcH/xp2N3Ymm9q+7bTTTpHcwdi+6cIx/6YX0EOEDddTobB8yy23pD7rRW4iMH2aCCISvV3JOKVHxWF3evsVGze048O+49SS3n88oQHbPBSO77333ozXUMKxyCcSjoUQogLAcEEIC71/EQEL7QmI8YPBElblRhBEtCwEeN96rwSEuGzz+eElgEcmRmPbtm1d1WLSXiDC4T2JZ60/Lp6d/rgIm/7viMRhdWOETo7nxTfvWeoFO4Q2vAzCghbpuZRD4478xQjLXuAMj0feNxYALOw8hJH6YyGAhyKs9yz2n0ck9rmRAa9RxE4MYy/U0vhv3ov4jcdv6NVbEwjSofdTmCs3PRQ2zLWGgJupoB9pSnzYYjgGnCNGNt4r6dedcUEoDgs28t9eNMVT9o477nALJ4Rlf87eyxzPKjzDEXSBRThzpLbieFxf//qFF15Ybb7xfeECHIHVQ/87duwYeT1TmhcWfhS15Lz9PRaOCSk7GK9wXiA2+9QcnGtNOY6Zc6T/CMMu/e8GcO3Jd82Gi1+4hN+NFwuLNjZlhBBCWMHtrTDHrN/wC5/tcQkLBdPYSFYO+/KkUMIxMCfC6EbWH2HqulA4Dj3ZEUTTN8gBZwBvR2JjhEV9axKOsdPSN+jrathL6cIxAmz6mgVbMKwVEwrHrKvCQnqIxqSQ8/cjaw3sKG9bLliwwAnA/v2sYzzpDhV1NTyz04Vj7Fg8kDMh4VjkEwnHQghRAYuJvn37RsRbdq7ZQS9GcRM8YPFW9d+NEUPhhzDULF+wQCL0i0Zops8FVtf4kBcMTx28cjF4MRoR1HwhNMK3QgPYezJjPPrvo2qxL9rhwSAkP+4VV1zhjGqEYQRCjExym4VVnH2IqT8ewmwIxjT94bxYvNEPGuI0HrMIdOH1JKetP9b111+fEj09pGgI+54exsb/4x2MKEpxOfrOOVx77bVubLIRjYFxJQ+b/66aUpXghYtx7d9H2pH0PnM9McoxrEnfgZHPGCDMklIDoTl9TL0QS/oHxp2xwxuczQAWPuH3Y+BzfrxOuhKOj4COOBsWCuFakGvO9zXda5f5QT5k/3qmYn7h9aGFxfyAtBP+NTxy8MrOBOfGeTN2jAPjgecvCzM2bdI3h5iTXG+OS4qQmo7r5wDiMOGSeBpzzDDXMXOAe44UOOTGZmODhShzko2AMM+0EEKIwkGUUSjWYWulR7vEhWcCqY9CsQpxLlt7QDQM4RiwG/3mOyKm31ROF44RO/3f2XDOJBxjQ/mNfxxgiKCsSzjmOKEnL1Fy2Dyh3eXtK/6OretzFacLx+kb7LUJx4BzhX8ND2O/BuIzwDrAr8WIiKNQHv/POi2MDsT72B+HKDL6WFP/L7/88pRAHArH6UX6QiQci3wi4VgIIcocxMZwNxtDjpyvvghEMUAEwyvW94FQecTsfBdhQETDe5RWn/ND2GXx87e//c0ZX3zWi7AslMiN5scOkcz3G6PLfx8tk8GLRzFpAvDixSDE2Oa9mUR7PCT8sWoKLeXviJgIxTSE2UyLNvrij4VIny6iI26Gfc8ksvu+IzLTd86hpr7XRDZj5GHca+uzBzEfsR9R1I9BXekQ6DPHZOx8buT0VCZ8H+/hdc6X4/O+dA9mrn/Y10xiNf3xr2e6Punjkv4d4Vyu6fqkfx/jwHgQxolAzDjV9b11pXOh7+QnpHgLxyQNSzqMBa+zKcD3c89kGhMhhBD5h9/fMC0YDbsl0zMgHwJ1GL1G5Aob5KK8KLRwjI2WvsmQSTjGQcH/neilMELKw+a1F6ERW7FdsslxfNttt6VeI5VXJrC1sHNp3j6NKxzjyOBfI0LOr3+ICACiDUlvh5hOVCL/zetEj4W2LBs//jiI0ZnA1qLvOOl4OzHMcYynNmuwbIRjHASEyBUJx0IIUcYg8mCohLmu9thjDycmFxPEJ3LhhQXQSCWB12UpwG59WHgDz008K/EqxSj1XjwYWOkpH4QQQgghkiIsoOvzub788ssF+S6Ets6dO0e+D3sO8VqUD4UWjoHUYemFj9OFYyKTwjQWRHuFwjAb0mG9BSKqwo32UDhGpCWtBWsfzo9ILp9KC89bUs95cZVNc17HrseZBdufAtD5EI7ZvE8vUBnW+MA5IXSmSS+y5yFFhj8O/Rg0aFBK3Kb/EydOdJ7U9J9z97VKshWOcajw+ZZppNBg4x9ngGwiNoUIkXAshBBlTFj0y4uiGC759vTN1shEtPZ9wSgjbUApeCa+//77LpTMFw0jbx/GJAYVoWN41FCAjfQD2eZNFkIIIYQoJIShp6eoIB1RIYUfNtCxJ0PRC/FalA/FEI6JWqNWSG3CMesRnwOYhhMHReNI4UAEICkawg0RCi6HkK4hnPvU5qAgJGIpwijpu/zr5BgmdQTfh1ONTxFB4zN+bRRXOEa4ppB2eM54FYfp7A444IDI69T4SE9ZRv/DHNCcP2ku8GgOi+zRqM/i11PZCsdAkb0wegDP7NNOO82J20LUBwnHQghRpuBVvPPOO0eEWoy1YqaoCMEgY7ccw8f3CaPzmWeeSaQ/6X1jvDD+yCmGIUWIHQYrRfIwMCnMVlc6BCGEEEKIYkA6gNDOo1G4tRi2CrlVw7y1bLJjJ4nyEY7D+iMUYqsPpDCjiLH/PAJnJvC+TfeupXBuCIInQmhYwDi9IfJSOyEdxNZwXZFeUBgPWsRrn+oiU6PIL6m4wpzKoRidqTgenr7+PdTGSCe9ADIFk8PaLtddd13kdQoDhsWyPaQKo3819d0fO6wpwbrKny9rv5pyHAPrnvTj4aVd7MhUUf5IOBZCiDIEcfj000+PhIghhmLAJQnhZ2FYGe3QQw91uVlLAXKEEeqFkcWOPcYiRikGchJe2kIIIYQQ6eCNSCHX0J7C8zhTMdZCgDiN2JguYCkqqzwg1QGF6bbbbjvXSAFRH0hNctBBB6U+j+dvTVCg2b+PdsMNN2Tsz+jRo+2QQw5xouy6665rLVq0cE4ciNLU2MgEtvmYMWPs4IMPdt7GRAuS65hc3B7mJBGDbKrgpbvOOuu4Y9MXUtVh+4dQJBvHEV5nY8ansPCQU/iYY45JnU9YNNgzdepUd3/499xyyy2RdQRrjXBMahs/hPW77rrL9tprL3d+pKWg/6SIofh0ev9Zt9Bvjku0JEWMazs2faOvjBvH53vC4tFCZIOEYyGEKEMoVEK6hdATZODAgSWRs4rCFxtvvHFkZ5sd7/oUXCsGEoqFEEIIUYogDoWpyJIobjVq1CiXOzYMdcfWFCKu8wvCKnVQ6rNu8UWhMxUkDr30EYIpflyOmxyIxORxZmwyeSjHgXHLphizEJmQcCyEEGUGxhA5qsLFBN7H5NwqBTDs2OEPq3KTK0xF54QQQgghagdxhzRaoZ237777VvM8TMLrGY9OeSsKIUTDQsKxEEKUEYQcUTghzBNGmNesWbOslKDoAiFuoZcK/f7++++T7poQQgghRMly5ZVXVstJmp6HtVhQ8CuMIqORkkwIIUTDQcKxEEKUEQ8//HC1FBV9+vQpuTQQMHLkyEhBC0Iuhw4dmnS3hBBCCCFKkkzFwLp27Zpon8izGkaRNWnSpGi5loUQQiSPhGMhhCgTCA3cY489IouJk08+2eXzKkUorEKl47AqN6GWYWVjIYQQQghRVZQrPRUZRbyKnaIinR9++MEOPPDASL+wR+mvEEKIykfCsRBClEmKCoqihEVKdthhB5s+fXr8g1MFmEIJvy5xbelvS0hsl49uu6rDLVu2TPV5xRVXtEsvvVSF6YQQQgghAm699VZr1KhRymYiLdnTTz9dEmM0adIk52ns+0Y/+/btm3S3hBBCFAEJx0IIUQaQ4qF58+aRfHcPPPBAvMq4X39m9v40sxcfMXviFrNHrzQb2NNsyLVmz/QzmzXebHE87+Bff/3V7rzzTpfj2Pd9ww03dBWDhRBCCCGEOUeAddZZJ+LVi8MABYdLAezN7t27R/q3+eabu4LNQgghKhsJx0IIUeJQ+G733XdPGeqkfmjfvr2rup0TP3xlNmmI2d1nml1zhNlFu5n9q6XZmRub/bOF2dmbmV2wo9mVB5rd2cFs/MNmXyzMuf+LFi2y4447LtL/448/3r799tucjymEEEIIUQmQCmL//fePiLIUPsZ+KiUWLlxoW265ZaSf//jHP5LulhBCiAIj4VgIIUqYX375xVWvXm655VJGOqkfck5RgQD88KVmF+1u1qWZWYdGVe3UZaq3Do1saefVzC5sZXb3P81mvlCV1qKeLF261MaNGxfxpFlllVWsf//+uZ2DEEIIIUSFQPG5UIwlquyRRx6xUqR379627LLLRtJpDBs2LOluCSGEKCASjoUQooQZNWqUrbnmmpEcwffcc49LAVFvvvrE7IGLzM7+U2ahuKaGsNxlbbMrDjabNjYn8Rhvmm7dukVy97Vq1crmzJlT//MQQgghhKgA3nzzTVt//fUjwvFpp51mpezQcMghh0T6iz33zTffJN01IYQQBULCsRBClCjz5s2zvfbaK2Kcd+zYMbfq2r/+YjboMrOzNqzZw7hOAbmx2RWHmH38Vk7n8/bbb9suu+ySOhe8qM8++2xX+E8IIYQQoiFByq6//vWvETtv++23t/nz51sp88Ybb9jqq68eSUF24403Jt0tIYQQBULCsRBClCB4FFMUJUxRQRESjPWcmPJUVe7iTKIx6SgQhPt0NbvtNLOe+1b9LeN7lzMb0NPslx/r3YXff//dBgwY4Lym/TlR8I80FkIIIYQQDYk+ffo40dXbRH/4wx9s+PDhVg5cddVVEcF73XXXtZkzZybdLSGEEAVAwrEQQpQgQ4YMsfXWWy+SQ+7WW2/Nrbr2Lz+Z3XqK2Wn/L4MQvKbZkP+azZtp9ulcs4Xvmc2dbjbsBrNztq0uHvP/FNKb/3ZO5/Xll1/aiSeemDovUlf85S9/sa+//jqn4wkhhBBClBuzZ8+O1H6gtWvXLrdUZAmAV/TWW29drf84CQghhKgsJBwLIUSJsWDBAtttt90iXihUrf78889zO+B7UzN6Gy/t2NRs8H/Mvv6s+me+WWQ29r6q3MaZch4/e29OXaFQ3quvvmotWrRInVvTpk3ttttuy+3chBBCCCHKCOo+HH744RHRdbPNNrO5c+fGP/jS380+m2f21kSzCYPMRtxiNuZusxcfrfrbz/WPGKuJhx56yJo0aRJJWaHCx0IIUXlIOBZCiBICT42ePXtGUlRstdVWTmzNCQrZPd/frHOa+Iv38VVHmH1WyyLluy+qUlhk8lTud06swiqXXXZZRBjfdttt7Z133sn5mEIIIYQQ5QBpu0hLEQquDz/8cLyD/vyD2eRhZtceY3bBTmZnb2FLiSrzNSpOX8v9zXruVxVptujj2OdBFNyxxx4bEcC32WYb++yzDA4JQgghyhYJx0IIUUKMHTvW5YnzBvgKK6xgd911lxNbc+LXJWb9/23WKU387fj/zB6/2ez332r58FKzvt0y5zq+4e8Wh48++shat26dOs/GjRtbjx497Oeff451XCGEEEKIUoVN8i222CIitp588sm52z+//WY2ZZTZf47OstDx/2w60pE926/KTozBm2++aWuuuWbkfHr16qWUFUIIUUFIOBZCiBJh4cKFduCBB7q8v974ptp2zikq4MdvzHodW1387byK2RvP1f35x67OvPC4vl3uffpfyoqhQ4faaqutljpXcjo/9dRTsY4rhBBCCFGK/Pbbb9a2bduIyLrxxhvHS1Ex4lZb2nGFzJv82QjI951X5a0cgzvuuCNyTs2aNbNJkybFOqYQQojSQcKxEEKUSIqKa6+91nkYe8N7ww03tFdeecWJrDnz7edmF+1hdnqjKq9jGmkrCFn8YHrdn7///MyLkbu6WFy+++47O/PMM1NCOf/uu+++tnjx4tjHFkIIIYQoJe69995IigqirW6//fbcDzhlxP+lo6hJGA4jzWp63/DrY53XF198YTvvvHNEPD7ssMNyj5YTQghRUkg4FkKIEuCll16yjTbaKJKi4sYbb3T542Lxw1dV3iQ3nxBtfbqafT6/9s9+/1VVjuP0xQf//8TNlg+mTZtW7bxvuOGGvBxbCCGEEKIUIEXXpptuGhFXjz76aPv1119zO+C8mWZnblyDGNzY7Mo2Zv27mz15u9mDF5td91ezrutnFpA5zuwXY50fOZpD5wcE8n79+sU6phBCiNJAwrEQQiTMokWL7KCDDooUizvxxBPzU1yEHMaff2z26QfRtugjs99qEaV5bVRvsy5rV19gdF7N7J0p8fv2v0J5COTLLrts6tw32WQTmzFjRl6OL4QQQgiRJN9//7117ty5WoqKd999N/eD3lNDDYqzNqsqkvfTt9U/M2tClaCcLh4TjXb3mbEj5zKdo+w5IYQofyQcCyFEwvnuLr/88oiXRosWLWzKlCnxUlTE4fffzSYNMztn6+r7+jbPAAAgAElEQVQLEhYb/c4x++n7vH0dOZwRzkMvlS5dutiPP/6Yt+8QQgghhEiCwYMHR+w8GmkrcuaHr6vSkFWLCGts9lz/2j/72ujq6S2w7a4+oqouRgzI1Uy9ivA8TznllFjHFEIIkTwSjoUQIkFeeOEFJxR7AxvP21tuuSW5vHA/fmc28k6zC3fLnAfvot3NPn6L6nZ5/dpnnnkmUpWbonmDBg3K63cIIYQQQhST+fPn22abbRYRUw855BD74YcYBenmv2123nbVbbSe+5ktXlD7Z9n4Jw1Z6HXMZ8/Z1mzBHItL7969IxF0TZo0cenYhBBClC8SjoUQIiEoJnL44YdHDOyjjjrK/T0RFr5v9uCFZv/assprJX1BQkG9cQ+Y/ZZjPr5awLu4Y8eOkYVVq1at3IJLCCGEEKLcIH1D165dI7ZNs2bNbPz48fEOPPcNs24tq6eb6NOlygGgLm44vnq6CvIckzc5JhQ43mWXXaoVyvvpp59iH1sIIUQySDgWQoiE6NWrl6200kopw7p58+b24ovxipPkxC8/m7083Oyao83ObJHZ05gFxeg+VeGRBWL69Om21VZbpcZjueWWs0suucSl8xBCCCGEKCdGjx7tbJlQRCWqLDZff2bWfZdoqgqE4JtPqiqKXBvYVP85prrH8YW7V9W/yAPDhw93kWN5P28hhBCJIOFYCCES4LnnnrMNNtggIpKS6/jnn38ubkc+nWv20CVm5+9oSzs2zSwaX7yX2cQhBRWNYcmSJXb//fdb48aNU+PCGE2ePLmg3yuEEEIIkU+ImNp9992red7GSlERgvibnuOYdBMfvln75z6dZ9a9VXXR+fp2Zj/np2/U6Dj99NMj577hhhvazJnxPZqFEEIUHwnHQghRZEhFceihh1qjRo1SBvXBBx9sn3zySXEL4E0dU7VQOHODjILx0o4rmN1yktlbk/O2mKiLb775xtq2bZsaF9J4tGvXzr77LovQSyGEEEKIEqB79+4R4XT11Ve3V155JX9fMHFwhuJ4jcxuO83sm0WZP/PTt2YP9qj2OWfvPdMvf337X6G8sIYH7eSTT06uhocQQoickXAshBBF5vbbb7cVV1wxZUivtdZarkgeHhpF4ZcfzZ65x+yCXWxp59Wqi8Z4npy/vdnQXmaff2z26xIrJqTrCAvlNW3a1B544IGi9kEIIYQQIhcef/xxW3755VN2DI4CPXv2zO9g/vKT2R0dq+cqRhS+dD+zJ26uyoX8xUKzj2aZjRtgds2RmSPL7upaVTQvzzz00EMR4XiFFVZwxZCFEEKUFxKOhRCiiOBtQrhe6FF73XXXFS9FxY/fmD1ypdk5W1RfPPh226lmsyaYff+lJQFjce6550aKBm6//fb29ttvJ9IfIYQQQohs+PDDD2277baLCKb77LOPi6jKO+Q6xmbrunZ1MZh/u6xrduZGZl3Xr/IqTvdQpugxovF3hSnKTLTYCSecEBmLPffcszBjIYQQomBIOBZCiCLx9ddf21FHHRURRPfee29btKiGkMJ8w8IA0fisDTN7nHRtYTboCrNFHxbdyzidefPm2Q477JAaJ/Ien3HGGa5CuRBCCCFEqfHrr79a165dI0LpKqusUtjCx7/+YvbiY2YX7FSzQ0Cm1m1zs+cetGI4TDAG4ZjcdNNNBf9eIYQQ+UPCsRBCFAEEz169ekVSVKyxxhr21FNPFSdFBSGND15cs2hMde6XHqsSl4uVMqOO8RowYEAk1LN58+aFXXwJIYQQQuTI2LFjbaWVVoqIpNh+BWPJz1W2Gykr/rV1/YRjPJFvPtFs7H0FSVMRcv7550fGZJ111rGXX365oN8phBAif0g4FkKIIvD666/bBhtsEDGcL7/8cvvxxx+LM/4vDDD75/o1i8Yzni9aAbz6hDieeuqpkbQehxxyiH377bdJd00IIYQQIsWXX35prVq1ith5u+22myuIXBC+/8qsf3db2mnVzHmOO/2//xU6blr1t//9f3pNC5fC4tZTzL76tGBXk8i6LbfcMjI2xxxzjP32228F+04hhBD5Q8KxEEIUmB9++MGOPfbYSIqKAw880ObPn1+csV+8wOzyg6svGGj/amk2eViVR/Jvv9aj/VYUz+TXXnstIrhTWOW2224r+PcKIYQQQmRLjx49IsLoyiuv7IrkFYSfvjW756zMdh0i8lmbVXkhD73W7Ln+ZsNvNLuzi9nZW1QXmb3QfMPxVXUwCsTAgQNtueWWi9hzRN0JIYQofSQcCyFEgenbt28kRcWqq67qqkoXJV8vIu9Tvc06r5I5VLHH3maD/1O1qBh+Q/ZtVJ8qsbnALFmyxC3G/vCHP6TGD6+VGTNmFPy7hRBCCCHqYvjw4da0adOIcHzJJZcUbuCe7WfWoXFmARjBeN7MzJ/j77yeSTzmb+MeKliXf/nlF+vUqVNkjCgiWDCPbCGEEHlDwrEQQhSQWbNm2aabbpoykhs1amQXXHCB/fzzz8UZdypud29dY467pZ1XMzt7w/q1bi3Mzt/R7Ievi3IKn3zyiavC7ccQEbl9+/bFG0MhhBBCiAwsXry4WoqKXXfd1RVELgjff2l21eGZ01Nc91ezz+uIZuP1S/er7q3M//fcr+r4BYJN/7XXXjsyVj179izY9wkhhMgPEo6FEKJAkL+4Y8eOEW9Z8t0hhBaNN8ebdVixfgVT6mosLrq1LJpwTPHAJ5980po0aZIaR/579OjRRfl+IYQQQohMXHvttREhdPXVV3dF8grGvBlmXdevJvy6XMWvZpn6Yex9Ve/PZOPV5K2cJy688MLIeDVr1kyF8oQQosSRcCyEEAWid+/eEbGTKtLPPvusE0KLxpN35Fc0TuVG3rpowrHPE51elXv33Xd3BVeEEEIIIYrNhAkTXC7j0Da57rrrClv0bdaEzN7G3TY3+zBL0XfBHLN/bpTZvnv5icIGwn39te2yyy6RMWvTpo0riCyEEKI0kXAshBAFSlGxySabRAzjK664wuV4Kyr9/23W+f9VVdPOV+N4LDio6F1E3nnnnciYNm7c2K666qqi9kEIIYQQAgF0r732ith5O+64o335ZeFSPTgoaNwpg3B8wS5mn3yQ3TF++LaqgF4m4Xj0XQW/uCNHjnQ2XJiC7NFHHy349wohhMgNCcdCCJFnfvrpJ/v73/9uyyyzTMooxrti/vw68s4VgidvM7vhOLPr89g43u2dzH4urncIHjw33XSTyxPtx/VPf/qTzZxZ2LBKIYQQQggPkWMU7g3tvOWXX95GjBhR+EF6bXTVBn664NtlXbM5r2R3jA/fNPtni8zC8bgBRUnl1rVr14jovs0229inn35a8O8WQghRfyQcCyFEnnnooYci1bX5b/Lx/v7778Uf65++N/vui/w3iqcUM+VG4OFz6KGHpsaWRVuHDh3s+++/L3pfhBBCCNHweOWVV+yPf/xjRPj897//XZwvf3tyZsGX9BXP9svuGGPurrn+xcxxVgzef/9922CDDSJjeOaZZxblu4UQQtQPCcdCCJFH3nvvPdtqq60ihvB5551X/BQVFcz48eNtzTXXjAjzgwcPTrpbQgghhKhw2Kg+5JBDInYeKSsWLFhQnA58Otfsgp2qFcerSlexk9ncGXV8/kOzHntX/zyN9BWLi3QeZvbf//43Mo6rrbaaqwUihBCitJBwLIQQeWLJkiV26qmnulxt3gjeeuut7YMPssw5J7Ie50suuSSSsmKnnXayzz77TCMohBBCiIJByqxQ7FxhhRVszJgxxRvxpb+b3dmlep5j364+wuytiZmjwj6aZdanS/XiejSO98C/zX5bUrRToSBe69atI+O5//77u4LIQgghSgcJx0IIkSfuueceW2mllVLG7yqrrGIDBw5MJkVFhUO+aET5sLAKnt1CCCGEEMWIeKKRq7fodt47r5p12zKzcIwn8elrmd1ystmw683GDzQbeYfZPWdVfSaTaMxnztvObN7MRMYUezm057CnhRBClA4SjoUQIk8pKlq2bFltMUGhPJF/WKTdd999Ee/u5s2b25QpUzTcQgghhMgreMEedNBBETtviy22sIULFyYz0k/fY0s7rpBZPPYexB0a2dJOq0f+P9N7l3ZsajbyzkRqV1Bo8Pzzz4+MK4WPP/roo6L3RQghRGYkHAshREx+/fVXO+ussyIiJiLyvHnzNLYFzjN45JFHpsac1BXHH3+8/fzzzxp3IYQQQuQNvGBDcXPFFVe0oUOHJjfCeDk/dWeVMJzJizibxue6rGs2qk9y5/G/QnmIxenOF0IIIUoDCcdCCBGTRx55JJKigv8ePny4UlQUgZdfftl5GvuxX2655ZwnshBCCCFEPpg+fbqttdZaEWGze/fupVH4+PVnzHq1rb94jPdxr2PN3nrJSoHevXtb48aNI8L8sGHDku6WEEIICcdCCBEPCt+FuXZpJ598sivgJgrPb7/9Zuecc06kUN5mm22mgoRCCCGEyEtU2VFHHRWx8zbffPPSSqXw7WKzSUOrhOAzNzLrsnaVJ3KHFQOheEVb2nnNqtfJf/zKE1WfKxGIFjvggAMi47zHHnvYV199lXTXhBCiwSOPYyGEyBE8TTp37mzLLLNMRLScPXu2xrTI4v22226bugZcD1KHsNgTQgghhMiVW265JeIJS1qy+++/vzQHlPQViMHzZphNfdrs6b5mj11lNuRaszF3m00fa/bFJ2ZLS7No88SJE23llVeOiMd333130t0SQogGj4RjIYTIkSeeeMKaNm2aMm6XXXZZe+yxx5SiIoFCeYQzMv7+WlChm0rdQgghhBC5MGvWrEg6LFqnTp1k5xUwiuzqq6+OjPc666wjhwwhhEgYCcdCCJEDn3zyiW2//fYR47ZLly4qzJYQP/30k51yyimR60H18++++y6pLgkhhBCijO2K9u3bR+yKrbbayt57772ku1bRLFiwwLbccsvIuHMdhBBCJIeEYyGEqCekQOjYsWMkRQVGbknlu2uAvPXWW9aiRYtIOOl1112XdLeEEEIIUWY8+OCDEfGSdBWDBg1KulsNAtJThDY2RaeHDBmSdLeEEKLBIuFYCCHqycMPP+yqPXuDdrnllrN7773Xli5dqrFMEMb/yiuvjCz0NtpoI5s2bZquixBCCCGyrp1AzYrQnjj88MPt+++/1wgWydv7wAMPjIz/7rvvbl9++aXGXwghEkDCsRBC1INPP/3Utttuu4gxe8IJJ7i8bCJ5vv76a2vdunXq2jRq1MhdnyVLliTdNSGEEEKUONhzxx13XMTOW2+99WzOnDlJd61Bwab/6quvHrHnbrzxxqS7JYQQDRIJx0IIUQ+6devmjFdvyLZs2dIVT/nll19cfmO1ZMcAgXjUqFGRooWEOI4YMULzXAghhBC1MnTo0EixXVIm9O3bV6OWANdcc01EwF977bXtzTff1LUQQogiI+FYCCGyBEGySZMmESP2j3/8o2299da2zTbbuH/Vkh0DrgNifrjoo7Vq1cq++uorzXUhhBBCZGT+/PnVosratm2rFBUJXg9suvQov99//z2pLgkhRINEwrEQQmQZunjQQQdFjNcwfE6ttMYg0zXq16+f5roQQgghMnLKKadEbAcK7s6ePVujlSADBgyI1BXBMaB///66JkIIUUQkHAshRJbC8f77759ROFYr/TFAOKZKtxBCCCFEXYWPab169dJAJQzexek5p7fddlv77LPPku6aEEI0GCQcCyFElowZM8bWWmutxEVQtfqPQZs2bVzhPCGEEEKIEERIUl2FdsMBBxxgP/zwgwaqBHjjjTesWbNm1UR9FaYWQojiIOFYCCGEEEIIIUSDg6K65557bkSUXGeddWzGjBlJd00E3HrrrdVqjEyZMkVjJIQQRUDCsRBCCCGEEEKIBsdTTz1lyy23XEqQXGaZZeyOO+5IulsijcWLF9uuu+4aEY8PO+wwJ/wLIYQoLBKOhRBCCCGEEEI0KBYtWmQ77LBDRIw8+OCDlaKiRHn88cetadOmqWvVuHFju/fee5PulhBCVDwSjoUQQgghhBBCNCg6d+4cEY0RIk855RRXTPfOO+9UK8Ex2GyzzSLXjP+fO3du0lNJCCEqGgnHQgghhBBCCCEaDC+88II1adIkIkI2atTIll9+eScgL7vssmolNgakFOHf9ALIl19+uQrlCSFEAZFwLIQQQgghhBCiwXDttddWEyDVynMM9txzT/vss8+SnlJCCFGxSDgWQgghhBBCCNFgGDFihK2wwgqJi55q8cfgnHPOsV9++SXpKSWEEBWLhGMhhBBCCCGEEA2GJUuW2P33328nnHCCHX/88WplOAbt2rWzSy+91BYvXpz0dBJCiIpGwrEQQgghhBBCCCGEEEKICBKOhRBCCCGEEEIIIYQQQkSQcCyEEEIIIYQQQgghhBAigoRjIYQQQgghhBBCCCGEEBEkHAshhBBCCCGEEEIIIYSQcCyEEEIIIYQQQgghhBCiZuRxLIQQQgghhBBCCCGEECKChGMhhBBCCCGEEEIIIYQQESQcCyGEEEIIIYQQQgghhIgg4VgIIYQQQgghhBBCCCFEBAnHQgghhBBCCCGEEEIIISJIOBZCCCGEEEIIIYQQQggRQcKxEEIIIYQQQgghhBBCiAgSjoUQQgghhBBCCCGEEEJEkHAshBBCCCGEEEIIIYQQIoKEYyGEEEIIIYQQQgghhBARJBwLIYQQQgghhBBCCCGEiCDhWAghhBBCCCGEEEIIIUQECcdCCCGEEEIIIYQQQgghIkg4FkIIIYQQQgghhBBCCBFBwrEQQgghhBBCCCGEEEKICBKOhRBCCCGEEEIIIYQQQkSQcCyEEEIIIYQQQgghhBAigoRjIYQQQgghhBBCCCGEEBEkHAshhBBCCCGEEEIIIYSIIOFYCCGEEEIIIYQQQgghRAQJx0IIIRJl6dKl1drvv/9erf322281tl9//VVNY6A5UMJzoLb7l5bpns/02yCEEEK2WtLPNDWNQSXOAdlqoiYkHAshhChZ0VgCcfJGpJrGoJiLFAnHQghRWtS1uS9bTXaCbMXKngN1bfZrk7/ykXAshBAiEWbPmqWmMdAcaIBz4Oeff061X375xbUlS5a4Fi5StCARQohkSfp5oaYx0BxI3l7ztlp97DVRWUg4FkIIkQgyBLUY0BxomHPghx9+cO3HH3907aeffnLNL060IBFCiNIg6eeFmsZAc6C07LVQTPb2WuiJLPG4MpFwLIQQoqh4g0KGoBYDmgMNcw58/fXXrn3zzTf27bffuvbdd9+lFid+YRIuSOTNIoQQstWSfn6paQwa0hzwtpq317DVvv/++4i9li4gp9trojKQcCyEEKKoSDhO3hBU0xgkOQcWLVpkn3/+uWuLFy+2L7/80r766qvUwoRFSbgg0WJECCFkq8l2ke2iOZCMvYat9sUXXzh7zYvJ4Ya/90AO7TUJx5WFhGMhhBBFRcKxDH8Z/g17DsyfP9+1BQsW2CeffGKffvqpW5x4ETlckGQSj7UYEUII2WpJP8vUNAaVPge8rbZw4UJnr3322WdOSEZE9hv+frO/JvFYVAYSjoUQQhQVCcfJG4JqGoMk58C7775r7733nr3//vs2d+5c+/DDD93ihIUJixIEZBYkeB/XJh4LIYQonK3Gb63sBdkLmgMNdw54W+2DDz6wefPm2UcffZTa9GfDHwEZD2S/2R+mGQtTVojyR8KxEEKIoqLFSPKGoJrGIMk5MHPmTHvzzTdt1qxZ9vbbb9s777zjFiZeQMYD2YvHNS1G5HUshBCy1WTPyJ7RHCisvYat9tZbbzl7jY1/RGQEZL/ZH4rHeB77nMfa6K8sJBwLIYQoKn4HWoaejH3NgYY5B1555RV79dVXberUqTZt2jSbMWOGzZ492wnILEg+/vjjlHicvhiR17EQQshWS/o5pqYxaAhzYMqUKfbaa6/Z66+/btOnT3eb/gjIeCLjgYz3sRePfdqK9CgxeRxXBhKOhRBCFBUJx8kbgmoagyTnwLhx42z8+PH24osv2uTJk93ChEUJni0sSELx2C9GQq9jebEIIUThbTV+a2UvyF7QHGi4c+CFF16wCRMm2MSJE+3ll192IjICMl7IbPZ78Zi0FdSoIMWYz3fs7TUJx5WBhGMhhBBFRYuR5A1BNY1BknNg1KhR9vTTT9szzzxjzz//vFuUICDjgYz38Zw5c1zuY78Y8Skr5MUihBDFAcFHwrFsBdmLDXsOjB492saMGWNjx451IvJLL73kosaIFkM8JnUFacbIeeyjxLzXsU8vJuG4MpBwLIQQoqhIOE7eEFSreQzwpJj2+us26803NU4FmitDhw614cOH24gRI5yI/OyzzzoPZC8eEwrJYoQcet7r2HuxKPxRCCEKD6Ixoo/sBdlMmgMNdw4MGzbMnnjiCRs5cqTb8H/uuedctBjiMfYyuY+pUUF9ClJW4HWcnl5MwnFlIOFYCCFEUZFwnLwhqJZ5DGa88YZdffXV9s8zzrCXXnxR41SguTJgwAAbNGiQPfbYY05AfvLJJ533MeIxoZB+MULKCryOP//8c+fF4tNVKG+eEEIUFgnHspVkK2oOPPzww/bII4/YkCFD7PHHH3eb/XgfIx5Tq4IUY6SsCL2O2ejHXvPCMes+Uf5IOBZCCFFUFP5YnobomzNn2vRp05w37kyKmZVAn/LdOLcDDzjAmjVrZqOeeirx/lRqu/fee61///720EMPuQUJHsh4s7AYIQySHHp4HVN8hVzHPl1FGP6ovHlCCFE4EHzkcZz881JNY5DkHLjvvvvswQcftIEDB7rNfryPSV9BmjGixEhZkb7Rn16XQsJxZSDhWAghRFGRF0t5GsFPPP64tW/f3tq0aWN33nGHE5KT7lMhhOM///nPtuqqq0o4LuA49+nTx/r27esWJF48xpOFMEhy6BECSa5j78VCugrCHyUcCyFEcUA0RvRJ+rmspjHQHEhuDtx1113Wr18/t9mP9zGexz5KDK/jTBv9Ps+xhOPKQsKxEEKIoiLhuDwXAQ89+KC1atXK1llnHbu0Z8+KFI5fnzrVCcerrbaahOMCjvOtt95qd9xxh1uQePF48ODBKa/jSZMmOS+Wt99+21XsJvyRPMc+b54KrgghRGGRcFyY5x/1E7A1plBgTPUUSqKRboHr8crLL1dsRF2u7fbbb7fevXvbPffc48Rj0oyRYgyv4/SNfl+XIr2gsTyOKwMJx0IIIYqKhOPybA8PGGCtW7e29ddf3y6/7LKKFo5XRzgeNSrx/lRqu+mmm5x4fOedd6YWI48++qgLgcSLhXQVr7/+us2ePdvmzp1rCxcujAjHKrgihBCFRcJxYZ5/kydNsquuvNKOO/ZY63Xdde7/k34mN/T27DPPWLt27axt27b2+PDhifenlNrNN9/sxGM2+kkzRo0KvI7Z6Cddha9LMWfOnEiEmITjykPCsRBCiKIi4bg8W0MSjtdYYw17evToxPtTqe3666934vFtt92W8jomfx5eLKSrmDBhggt/nDVrlsubh3DsC65IOBZCiMIj4bgwzz/ENgTKJk2a2Ent29tzzz2X+DO5obfBjz3mUpStsPzy1vfuu/8/e+8BLVWRvX2POuYw5jiKBBOijiOioo6oiIoYEEHMgBEVFSNIMMAoWcWAgGQUBEQFUXLOqKPImHPOOuE/4Vszb33rV++77//ctvveTid097PXqoXee7vPOXXqnNr7V0/t7VCFx31OSWmDBg1yDz74oF/oJ8UY+Y7JdTxjxoyMO8QAx/hrUhyXlwkcy2QymSxSU8GV0myVAI5feflld9xxx7mdd95Z4DjEfu7Xr5+HxwQjbIEkfx4qForksf1xyZIlvlo3efM++OADX3BF4Fgmk8miM1ICKcdx8ee/RQsXuvbt27sdd9zRderY0YPkuH2fSm/PTJvmdtttN7fddtu5J0aOFDgO9M2AAQP8Qr+pjtkhRl0KdojNmzfPrVixwu8Qo0BeKji2hX6lqigPEziWyWQyWaQmcFyarRLA8cvr1rnjjj3Wg+M5s2fHfj7l2u6///6qYIRcx6SrIM8x2x9JEULevLVr11YDx1TqluJYJpPJojGB43DmP4Hj5DWB45oX+lEds0OMwsZjxozxeY4paGypxV555RUPjoOpxQSOy88EjmUymUwWqQkcl2arJMXxrrvu6ubOmRP7+ZRr++Mf/+j69+/vBg8e7FUstv2RAnmzZs1yixYt8uCYgjVU6hY4lslksmhN4Dic+U/gOHlN4Ljmhf7gDrFgarE5c+a4ZcuWeXCcWpNC4Lj8TOBYJpPJZJGawHFptkpSHAOOKZYS9/mUaxM4lslksmSbwHE485/AcfKawHHmvhE4lpkJHMtkMpksUhM4Ls1WSeCYXHcCx+H1s8CxTCaTJdsEjsOZ/wSOk9cEjjP3jcCxzEzgWCaTyWSRmsBxabaKAceWqkKK49D6WeBYJpPJkm0Cx+HMfwLHyWsCx5n7RuBYZiZwLJPJZLJITeC4NFslgON1a9e6Y5s2FTgOuZ8FjmUymSzZJnAczvwncJy8JnCcuW8EjmVmAscymUwmi9QEjkuzVQo4bvr/wLFSVYTXzwLHMplMlmwTOA5n/hM4Tl4TOM7cNwLHMjOBY5lMJpNFagLHpdkqSXGsHMfh9rPAsUwmkyXbBI7Dmf8EjpPXBI4z943AscxM4Fgmk8lkkZrAcWm2SgDHa9esccccc4zAccj9LHAsk8lkyTaB43DmP4Hj5DWB48x9I3AsMxM4lslkMlmkJnBcmq0SwPGa1asFjiPoZ4FjmUwmS7YJHIcz/wkcJ68JHGfuG4FjmZnAsUwmk8kiNYHj0myVAo6PPvpoKY5D7meBY5lMJku2CRyHM/8JHCevCRxn7huBY5mZwLFMJpPJIjWB49JslQKOuUYVxwu3nwWOZTKZLNkmcBzO/CdwnF1Xzs8AACAASURBVLwmcJy5bwSOZWYCx7Kcgc8333zjZsyY4Tp06ODatWvnzj///Kwaf5tLa9u2bcbG9/Xt29d9//33od/B//73v+6f//yn+/LLL92rr77qli1b5pYvX55T4zO5tKVLl/6irVq1yn388cf+fGSyUjaB49JslQCOV69a5a9RxfHC7WeBY5lMJku2CRyHM/8JHCevCRxn7huBY5mZwLEsawNYvv32265ly5Zuo402cr/61a9ibdtss43r1q2bh7phXvNnn33mevTo4Ro2bBjr9W688caubt26rn///m7BggUl1wDon3zySexPHPf0iy++cAsXLnSLFi1y69atc2vXri3ptmbNGvfOO++4v//9764UTOC4NFslgONVK1e6o5o0ETgOuZ8FjmUymSzZJnAczvwncJy8JnCcuW8EjmVmAseynIDbG2+84Zo0aRI7NKZtuummrnnz5u7zzz8P7S7+5z//ca+99po78MADY7/eVIi8ySablFTbcsst3cknn+whcpzGQsNTTz3lIfxWW23ldthhB7f99tuXdPvNb37j9t13X9e9e3e/0JF0EzguzVYJ4HjlihXuyMaNBY5D7meBY5lMJku2CRyHM/8JHCevCRxn7huBY5mZwLEsJ3C8fv1617hx49jBKW3bbbd1vXv39hAqzGtOIjgu1bb55pu7Fi1auNWrV7v/83/+TyxP37/+9S8PjoFfcfdHsdthhx3mnnnmmdj6NlsTOC7NVgngmJRALI7uvvvubv68ebGfT7k2gWNZLsac9uOPP7olS5a4a6+91p133nlFS32W2vjudI3v6dWrl3v99df97qm4GinLomoIM/72t79psFaoCRyHM/8JHCevCRxn7huBY5mZwLEsJ/XtihUrfEAdNyCjobIcOHBgqJAMwEUqgP322y/26y0neHz22We7Dz74IJan7x//+IcbN26c22uvvWLvi2K3pk2bujlz5ggcJ8AJLcdWEeB45Up35JFHuj322MPNnz8/9vMp1yZwXPqG70XthwkTJnhRQZgGvLzrrrv87qU451jStG222WZuu+22i6WRoo2dUlE13oP4a6RrGz58uHv//fdDvc+yZJnAcTjzn8Bx8prAcea+ETiWmQkcy3ICxxRpY2t83ICMhhNNgbwwi8X9+9//dnPnznV77rln7NdbTg0ws3LlyliePgLdO++80wPsuPuhmG3XXXf1aqjvvvvOJd2kOC7NVkmpKnjnL1ywIPbzKdcmcFwePiHzeKNGjdywYcNCPdZf/vIXd/PNN8c+z1Zyw2dq3bq196Gi2BlGajxqeqD2Bl6H3c4666xq7eKLL3Zjx451P//8s0sSyP2f//mfUHdaph6PFvd8UW5N4Dh5TeA4c98IHMvMBI5lWRuA9k9/+pM79NBDfX5hUkXEpbqw3LQjRowI9Q7inFF4LEmK41LMb/zrX//anzdqHe5fx44dIwk+0tlHH33kt7rGfR+L3erXr+8eeeQR99e//tUl3QSOS7NViuKYVBVcI8Fd3OdTrk3guPQtSnAMvLvhhhtin2crvfFuDFtdzrgi1iBtSNwK8wYNGrgnnngiVIFKtkbx49GjR7sLL7zQvfDCC5EcU+A4nPlP4Dh5TeA4c98IHMvMBI5lOef7xXFEAUAKhw0bNnhVQJTt1VdfdYMHD/bgGDVA2A7sK6+84ho2bOjbHXfc4QuQhdX4fqAmSodgw4H+/e9/7ws2AV2HDh3qIWGptIcfftjddtttPsA844wz/H2My8iTyPhBOQ/Q3mKLLUq+sXWW8TFp0iRf/C/pJnBcmq0SwPGa1av9NZLKRorj8PpZ4Lh80pcxrz/++OOhp8TA74wbnFZyw9c499xz3VdffeXCHlfkmqf4ddzXvPPOO7u77747MoVvTYYogPfmIYcc4saMGRPJMQWOw5n/BI6T1wSOM/eNwLHMTOBYlhM4pigIQfVVV13lt0vFYWxhmzp1qgfHYTtPBo5RWQNw44SdQ4YMcQcffLC/9lI0FCRs/7vsssvct99+G9t5AFbHjx/vFwI6dOjgcwLPmzevZNvzzz/vbrrpJteqVSs3ZcoUn14l6SZwXJqtksAxqSoWKMdxaP0scFw+4BiQRf7bMMHxF1984dMkxA0SK7ltueWWHt6HDY7xDxhXJ510UuzXTDHwF198MRF1I0jXwnvzd7/7na/TEYUJHIcz/wkcJ68JHGfuG4FjmZnAsSwvxTHgOK5Ky0FwHLbzFATHF110UWyqgx9++MENGDDAB2hPP/10IrbN5aMgadmypbvkkkvc119/HTs4RqHbr18/V+rG9sWRI0f6gI6xwfORdBM4Ls1WKeD46KOP9kVgBY7D62eB4/IBx/hHzEFh2k8//eRTVaB6ZdEXeHbYYYfl3fbff39fFwBF6S677FJr4+9Is8UupZ122snVqVMnssb7lmMnARyz+y1scIwohUXwJKSIY5w9++yzLgkmcFw+TeA4eU3gOHPfCBzLzASOZTmDY4Lqa665xgOrOAwwhlO54447+mreUYBjAg0Ux/x/3OCYa4/rPAoZO6tXr/aq2EsvvdR98803sYJjFhwOP/xwd99995UchE8XTDz22GMeHEtxHL/zWc6t0sDx/HnzYj+fcm0Cx6Vv+CHLli3zfklU4Piggw5yb775pt+2z9yXb/v888992rOXX345qwYg79Onj3/3DRo0yL333nvu3XffjaRxbBbct956a3fEEUe4Y4891jVt2jTSxm63fffd16dTo//C9tFmzJjhx1USCjm/9NJLiVIc47sifojCpDgOZ/4TOE5eEzjO3DcCxzIzgWNZzuAYcHD11VfHqjg2cDxx4sTIwDGOe1zA1vLyouyZNm1aycFOA8fkN05CqgoDx0yGSQgICi0aBDhGCcTYUKqK+B3Qcm2VAo65xj322EOK4xD7WeC49A1/aPny5d4voYBY2PPcjTfe6I9F2oqo7R//+Iff0VO3bl1fSyBKI78z147SGj8K/ynKBmRnl1+zZs1cz549Qy/Ay44kFiTIcYwqHF8NYB5lI283SnPOgTRrSTCegb59+/rdcmGLZswEjsOZ/wSOk9cEjjP3jcCxzEzgWJYT/MOBSkKqCgPHYa+6ExihNkH50L59e3/NpFmgkvhTTz3lVTYETGE3iuEBBg888EA3efLkkgXHKI4p7vfdd9/Fdi7lpjg2cNyuXTs3ffp07+gn3ZSqojRbJYFj5TgOt58FjssLHI8ePTr0xfMuXbr4YwEyozbSJzz55JOuXr16sYBjrp20CR988IGL2vApFi5c6Fq0aBEpOG7Tpo0vqgy0j9pQlF9xxRUeHCOYSYKhur/nnnu87ypwXNpN4Dh5TeA4c98IHMvMBI5lWRuAja19gGMUx3GmqgCeRgWO161b54Htbrvt5lUI5JrbfPPNfa67TTbZJLK20UYbuW222cYXdAt7q2AYY4ccxyiOO3Xq5L7//vvYzoUgZOzYsT4IKxdw/Oijj/qFBYHj+J3Pcm6VAI5Xr1rlr3GvvfbywV3c51OuTeC4fFJVMJcyp0YBjtn9FTc4xv+MCxy///77LmpjFxOFeAHHvXr1Cl00YuCY9Fu33357LOAYQE+cc8opp/ii4Enx9UiXgiKasRiFSXEczvwncJy8JnCcuW8EjmVmAseyvBTHceY4RjGK2jeKHMc4sGvWrHENGjSIPdcaDXjMNjXUEKUKjgHfcaaqIAgZM2ZM2YFjgiy2kypVRfwOaLm2SgDHK1escE2OPNLtvffebvGiRbGfT7k2gePyAcfAXObUKMAx83YcC8/4DaSCwhdkgTZKoxhd165dPTCMA5qbsvz000939957r4foUYFjcirj80dtAHp2Vp566qlu/fr1LgkmcFw+TeA4eU3gOHPfCBzLzASOZXkrjuNKVREEx2HnOMaBpTAJKpMkgeMNGza4Uqy+3rJly0SAY9RR5ZLj2IrjoTh+5plnlKoiAQ5oubZKAMcrli93jY84wu2zzz5uyeLFsZ9PuTaB4/IBx1GmquDd079/f58mbMSIEZE15lhSF5D39sorr4z0+BTjO+mkk/xiFs8N6cuivPZhw4a5m2++2d/n66+/3hdrjgIc49N069YtNnBMnHPaaae5N954wyUJHDdu3NjHQFGYFMfhzH8Cx8lrAseZ+0bgWGYmcCzLCRxTKI4qw3ErjlEaR6k43m+//WKHxtYAGmFvCw0jwCQvNOCYHMdxpqpALUOQi3KJyTBqxTHHo7jP3Llz/XZDFj8KaQSwwHj69tlnnxU4ToADWq6tEsDx8mXLvLKvTp06Asch9rPAcekb8/qSJUs8UAxTccziLqrb888/P3b/q9Lbvvvu60FyVDmO41QcJxUcK1VF6TeB4+Q1gePMfSNwLDMTOJblBLwoFMdqd5w5jnEiyW0cleI4aakqDjroILdgwQJXqorjuIvjAY5HjRrlt9f269cvcsXxW2+95ftgs802K/qCwuDBg0MvXFMMU3G80mwCx/Hfg3JpAsflA46ZS8NczMb3fPvtt32Nibh9sEpvW221lV+oDts/WLp0aazgmHRwKMvJ65yUHMdWHI9dh8pxXNpN4Dh5TeA4c98IHMvMBI5leYPjOFNVGDgOuzgeDuzq1at9cTyCls6dO3tnMsrG9siLL77Yqwwo2DRgwICSyGObLkce6o24wTELHmz1RCUVdY5jIPXzzz/v4X8YQd2ZZ56ZmArgNZnAcWm2SgLHKOuUqiK8fhY4Ln1jXl+8eHHoimMDx4ccckjs4LTSG8WhSVcRdnoEFiTOPffcWMExvjc5jpOiOCZdy9133+3nJ6WqKO0mcJy8JnCcuW8EjmVmAseyvMAxADUJiuMoUlVQ1O3ggw/28PZf//pXVc6vKBvbNHEYCZzIY1tqBd0MHOOEJwUco5KKI1XFrFmzQguADzjgAP9sJD1vs8BxaTaB4/jvQbk0gePSN+b1hQsXenAcpuKY+ezrr7/2Phi7rjbddNNY2iabbOLnWf6N+tgbb7xxrNf+61//2p8DKb5Is1UJ4BjhRpJSVQgcl08TOE5eEzjO3DcCxzIzgWNZ1gZgW7dunV/tjjvH8bhx4yJLVQE4btiwoQ9a4gK2gNa+fft64Ehl71IGx3EXxwuC4zhSVaBgpx/CAMdNmzZ1s2fPFjhOgBNajq3SwPHSJUtiP59ybQLH5QOO8UvCVBxj1EXA7+S5JK//9OnT/SJ6VG3SpEnuuuuuc7vttpvr2rVrpMfnekmZULduXV+kj1oGUV77008/7Xr16uVTJHTv3j303YaA40WLFrlzzjknNnD8zjvvuE6dOiUKHFOU8K677pLiuAyawHHymsBx5r4ROJaZCRzLsjZgJfl+Dz/88FgVx//4xz88+ItKcQzwJFXFpZdeGhuwBbSiOCZdxtSpU0sOHFuxE5xwnPE4i+MR9AwfPtyrpOJQHJNmZO3atf5+Xn755b4/CmksaDRp0sQH7w8//LByHCfAAS3XJnAc/z0olyZwXF6K4yjAMSnSULyiPo6jNgKCBeAtIDVKo5guPje+94cffuiiNkDu/PnzXfPmzV3v3r0jAceMK4HjXz4D9L9SVZR+EzhOXhM4ztw3AscyM4FjWV6K46SA4ygUxytXrvSpKi655JJYwTFKg1JVHBs4tlQVcYPjESNG+GA3DsVxMOgGIhfaSGMycOBAv63zueee832ddFOqitJslQKOUdbVqVNHOY5D7GeB49I33uMU6sUvCTNVBYbPcNVVV/mdQp9//rmL2vB3R48e7erVq+cmT54c6bG5XqA54PiDDz5wURsp2tjJdNJJJ3nlcVTg+Oyzz3a333679/njUBzjq+Kzrl+/3iXBeAbof8aBiuOVdhM4Tl4TOM7cNwLHMjOBY1nOimOC6muvvdYrMOIwnEgceMBx2M4TgdGKFSt8qoo4FcekqqCacqmCYwIBiuiccsopsYNjAkC2fhKA9u/fP/FpHWoz+nLIkCEeHLOtlL5Ougkcl2arBHC8bOlS9/vDDxc4DrmfBY5L33iPk++WnVBh5zj+5ptv/A4bFMdxgGNgKX4DiuOowfFnn33m8+1y7e+//76LCxyffPLJXsAQVaqK1q1bu27dusWWqsLAcVJSVUhxXD5N4Dh5TeA4c98IHMvMBI5lWRuwki32KI67dOkSiwoA47g48IBj8s5FAY5RHONExq04BnaWYnE8+nHp0qU+T19SUlXQlwMGDCgbcNymTRufd1HgOH4HtFxbJYBj8hoDaKQ4DrefBY7LCxyTxiEsY45m8dzgaVzgmJ1KcYDjTz/91PufcSqOX3zxRXfiiSdGAo7ZSUVqDBTHcYLjpOU45hno2bOnF+889dRTkRzTCnTHPS+XWxM4Tl4TOM7cNwLHMjOBY1nO4Lhx48axg+NRo0a5nXbaKfRcc0FwTD7auCAj4BjFMYED6QhKDXbSj1TJBhzTjxT5iFtxTF8OHjzYlboBjrkOwDFFcwSO43dAy7VVAjhesnixX1QSOA63nwWOS9+Y1+fNm+d3QoUNjvGB8B2AZl9++aWLS3EcR6oKUxzHCY5nzZrlmjVrFhk4ZlydeeaZvhhfHOD4rbfe8rsMkwSOUd3TH4wDgePSbgLHyWsCx5n7RuBYZiZwLMsJHL/88sseHF9//fWxgWOcSLZFojgO24EnMFq1alXsimOUBvfee693GJ9//vmSBcds+yMA+vHHH2M7l3IExyiOzzvvPD82lOM4fge0XFulKI4Pl+I49H4WOC59Y66ZM2eOB8dhFioOgmN2vJHXP07F8ZQpUyIHx6hfgeZxFMcDHL/00ks+xzFFfaMAx+TORnEscPy/xjNw5513SnFcBk3gOHlN4Dhz3wgcy8wEjmU5g+Mjjzwy1hzHgGPULVGlqjBw3KFDh1jBcZ8+fUo+VQXqDQrcxA2OKa7IltdySFWBevvBBx90bdu2VXG8BDif5dwqpTjeESqOF3o/CxyXT6oK/JIwCxVbqoorrrjC+59ff/21i0tx3KBBA++DRQ2OgeZc+8cffxzpsYOpKgDH7HwLuzC2KY7POussD0o5ftT29ttve5//9NNPdxs2bHBJAscsnoQd+5gpVUU485/AcfKawHHmvhE4lpkJHMvyUhzHDY7Hjx/vwXHY27UIjFavXu1z+MVdHA9wfOihh5YsOF62bJl3wpOgODZwXA7F8ejLhx56yINjUlVIcRy/A1qurWLA8RFHKFVFyP0scFz6xlxDLlrm0rAVx/hAV199tfc/41Ac4zeQIi0ucIzf1KRJE/fJJ5+4uBTHzZs3d3379g3d97ccx+ecc47P6cv/R21vvvmm9/lbtmyZGHBsqSp4BqJKlyJwHM78J3CcvCZwnLlvBI5lZgLHspJUHEcJjpOiOMZhBxxPmzat5MDxf/7zH7d8+XKvOEY1FHeO43ICx6Y4JlWFwHH8zmc5t0oAx8uWLvVpbJTjONx+FjgufcM/IqUAfgk+WdgpmQDHPJtffPGFi8NvGD16tM9xHHWqCooBGjT/6KOPXBzgePbs2R4cI2CIAhwzruIEx+Q4xucnzzIQOUnF8VhAiGoMChyHM/8JHCevCRxn7huBY5mZwLEsL3B83XXXVUyqClMcxw2OTXFc6uCYLZcEgXGZwHH8xnNFi9tRVMutDyoJHJPLlP+O+3zKtQkclxc4DrM4XtLAcdhFmdOBY1J8sRMirhzHBo6jSFUBrFy0aJE799xzXY8ePWJLVUFe6VatWiUGHPMM9OrVy8dgUhyXdhM4Tl4TOM7cNwLHMjOBY1lJFsczxXElFcdDcVzKOY5JVZE0xfHAgQNdqVtQcTx9+nQfdCXdBI5Ls1VKcTzeDfXr1/dpK+I+n3JtAselb3EojikQ9+WXX7pKA8d27XGD4yiK4+HDLFy40LVu3Tq2HMfvvPOOB8dJSlVh4JgYTDmOS7sJHCevCRxn7huBY5mZwLEsawNWrl271qsebrjhhljB8dixY91OO+0UugNPYLRy5UqvOEYpG5eZ4higQTqCUgbHSVEco1waNGiQK3VTjuP4Hc5KaZUEjhvUry/FcYj9LHBcPuCYBe0owPE111yTCHAcR6oKFMdJAcdRKI6TAo6TVBxP4Lh8msBx8prAcea+ETiWmQkcy3JKN0DaBpzXm266yQPcOAxgTXVrwHHYDjwOLMCzYcOGXikbZzVlHHaAxvPPP19yeXmTVBwPtczw4cM9OB48eLArF8Vxu3bt/NhQcbz4HdBybZUAjpcsXuxBGEWwpDgOr58FjssLHFdCcTzAMTsRpk6dWrGpKqJUHJPjmGJwcYFjdhlKcfz/+fsR97xcbk3gOHlN4Dhz3wgcy8wEjmV5geOuXbvGCo4ff/xxD47J9xum4TAtXbrUg2Mc9zirKffu3dv3/YwZM0oSHNOPKI7pxzjB8V//+lc3bNgwD46HDBniSt1QoXAdbdu29WOD5zTpplQVyWp/3rDBvf7aa27tmjVuxfLlXnULNF2zerX/eUUqjgWOQ+1ngePSN97jc+fO9c/Lk08+Gdpx8HdYPGfxnvyuX3/9tYsDHI8aNcq/F0gXFqV99tln3m/i2j/++GNXSTmO41QcA46TqDhWjuPSbwLHyWsCx5n7RuBYZiZwLCtpcBy2A580cIziZObMma7UjH5cvHixa9GihVcN/fTTT4kAxw888IArdUOJRcoNchwzNgSO43dAk97eWL/erVu71r04a5Z7fNgwd1fv3u7aa691F110kWvTpo1XehG0X3jBBT6f/YD+/d30Z55xI0aMKGlw/PK6de75555zjzzyiD9/oATX/sCQIX4R8k+vvlpVHG+//faT4jjEeyFwXB7g+KWXXvKK47DBMbAYkNekSRPvD8W1UwlwTC2BqMExKb649k8++cRFbYBb7jPgmJRpYRfG/ve//+2V7KSq6Nmzp///uFJVnHHGGe7Pf/6zSxo4jirPNr67FMfFn/8EjpPXBI4z943AscxM4FiWtVU6OAZ4xmXlAI5RkACOO3fu7H7++efYzqVcwTGpKl544QWB4wQ4oEltr/3pT27e3Lnu0UcecddcfbVrfvLJ/t221157+WKj2267rdt6663dVltt5f/l/3nP7rvvvu7444/3Owbq1q3r9t57b79luRTAMWpqgjSe9csuu8wdd9xx7oADDnB77rmn23333d0ee+zht58DxMmhChz/3WGHuf3339+rr+M+/3JtAsflAY5ffPFFrzgOs1CxgeMOHTr45xT1cRzgGL+TBaXnnnsu0mN/+umnHpofffTR/r/jAMfc55NPPtkXaQ67vgmgeN68ee7ss8/2oDQOcPz222/7Pj/zzDPdm2++6ZJgjHsWO1lAiCrPtsBxOPOfwHHymsBx5r4ROJaZCRzLsjaB43jBMQ404Bg4WGqWRHDMAgi5gUvdBI7jdziT3kg3MWf2bNfv/vt9zkZAKaB4i803d5tsson71a9+Va39+te/dttvv70HykDjffbZx+22227uN7/5jdt8883d3r/9rbunBMAxqTfIh3/WWWe5enXrut9st53bdNNN3cYbb1ztejfaaCN/zTvssIM7+OCDPSw/uGFDt2LFitivoVybwHHpm8BxtOD4mGOO8erjqA2RyKxZszw4vu+++0IHx4DqOXPm+Pf2XXfd5f3HqA1YfOmll3pw/NZbb7kkGIsn3bp18+A4qjzbAsfhzH+LFy1yF7Rv7/2wTh07+pzecc/Jld7YVYefu91227knRo70ooO4zykpTeBYZiZwLMvaKh0cx52qQuC4OCbFcfymHMfROHs4vitXrHAPP/ywV2/V2Wcft+WWW3pQmgqL+RkKY8ApwXLXm25yAwcMcMMff9w9PHSou6FLF9eoUSMPmn9bAuB4/rx57vbbbvPb6FFPp7vmdA2oTONaBY7Duz8Cx+UFjsPcOh9UHKO6jVNxzE4EitBWKjgGIEQBjsmdzZwVFzgmPQXgmHMgbUUSjGfgjjvu8Kr7sOu7mAkc1z6XrX/9dV8PYsH8+V4J/tijj/r5DXX4bbfd5hs7Rh984AE3edIkrzae/dJLrr3AcWh+7ysvv+xTjb0wc6YbPWqUGzhwoOvdq5e7/fbb3a233OKfI+4RO8wQY61etcpNnTLF7S5wLHAsq9EEjmU5geNVq1Z5cHzzzTcnAhyHnWtOqSqK149SHIdjUhzHDymTqjJGQXHF5Zd72JEJnqLAJW3D6aed5nrceaebOGGCT2dBmgZyApPegty/BDoUp9pmm20SDY4JGmbOmOEuuOACr5hGSZwNME5thxxyiMBxjOAYIEkKHuZ6FH9ffPGFf9ex8IcPwPZ1wGWpFYotJxM4jsYEjgWOMYHjZPkZr77yiveVqBPBwjqFFA899ND/u0Nr1129mphdWjT+Gz+Lhflzzj7bL8w3a9bM73Iil7YUx8Wp3YFQAjgPJG7Xtq1fZGG3GSnJYAbspENRzD3ZZZdd/L06qkkTd9WVV7o7u3f3f8PvpDiu3rdSHMvMBI5LEMARWBFsffnll7GAY3LDxqk4pjDHY489FpnimKJuBx54YOw5jikSArRXjuPCDPDA+CnHHMcAFxXHiz+oSAI0fnryZNfy9NN9YJKamoGGchhnulWrVq5/v35emYFqBvVMuu9cuGCB69ihg9tiiy0SDY5JyXHRhRe6nXfeOWuVscBxssAxCiCCcMYtCxsXXnihwHECLS5wzJwXtUlxHI/imFz6cSqOKRSbNMUxz4AUx/ECY/yle++5x/tY9evV87Ax0yI1fgjzGL4TO77Y2YV/YjUlLhc4LhgYoy4e9thjvsBzo4MP9v1LWrWadpaRqo17Qk0PgDJqY0vTJnBcvY8FjmVmAsclZmx32WyzzfxLj9XKsKsbB61SwfGSJUvcQQcdFHuqih49eggcF8HKERyzDatt27YqjpcAcBl3A/yiNCY/JA5xOmCMU31is2aub58+HrSiLK4JAhMosf2ycePGYOA/bgAAIABJREFUPghKKjhmC+h1113ni96lg+UCx6UBjp988kkfiAfvlxTHlZ3j+KuvvvLFLeNOVRFncbymTZu6zz//3EVtlZyqIongWKkq4vOt5s6Z44Ex8feuu+7qgXA6vwI/y3ZnkZMa/5z6LrQzW7XySlcgJSBZiuP87wlihxHDh7s2bdr4os2A4Ex+HuwE5fcB++/vWpxyirvyiiu8Upx/mVfss1Ic5weO4UPr1693H330kRc2/vDDD9V2iP33v/+N+xUqK4IJHJeYMdnYS5DtFuvWrYsUHPNyIEiIGxw/8sgjkYFjUixIcVx4Py5YsMA1b948EcXxygkcE0QPGDBA4DgBMCwJahhy+6K6QMmSqnohkGl6zDGuZ48ebsbzz7t1a9fWWgCEVBUTJkzwqSwMRPviePfckyhwzHkS0JGWI9/0FMG+ApKT9y7u66pEcDxu3Div+hE4/qXhdxGQJQUcAxTJIx42OAaaxQmO8RseffTRWMDxJ5984q89zhzH7AIAHPfr1y903z9JiuMk5jjmGQg79jFTjuP/O1+xuD5q1Ch3buvWvoBaJh8DkEwKBGDx1Vdd5RfcX5w1y6f+olgvjVzIN9xwg9/xJXCcvw/BO+nazp1dnTp1alQX4wvXq1fPP8t97r3X5zJesnixh874wPyLP8yCDIIDgePcwTFz40knneTro8ybN88v9Ascl6cJHJeYoaSylyEvN4r3RAmOly9fnghwzMsrCnDMKhnA84ADDog1VQUOY/fu3T3sZLIsNcP5JIfXKaecEjs45thDhw71wa7AcTym4njhBTd/7NvXBy5Bx5kgB+ca1RpbyglesoG+fN8TTzzhoTHbKg2qNmjQwBfOS1LV6VkvvOBOOOGEGhUnuYDjli1b+uuP+7rKtQkc524oeoB3Rx55pF/MqSRwjOL4kksuETiOCRyTIg0wEJXiePbs2X7XTJzgmPGWJHDMM0BxLymOo5un8HEAixS2I1VgJkCJj4UCmZ1cd/XuXbUwTxqFdMpl5j9gJovxUhzndk/eeOMN99yzz/q5MFUgkQqMURdT52Pc2LFu1cqVXmCQaVcdPh9KcYHj3MAxxWLr169flRquRYsWXnUscFyeJnBcYsYKZRAcr1y5siJTVaBQqqQcx6Y0wHEpVXA8f/58P9HHDY7/8pe/eMU6CyDlAI5JY8KkzlYtxoZyHFdugEOhltNOO61amga251GwhWCGRbBMOYyrfdef/+zhMs8JMBalsjmFBEgo31CFxn3N1ijeR55mis8Uktc4uM30phtvTBv0qRWnDwSOczeUhjZGWcwGJMUNjgkaKSQZNjhGwcROijgVx/idLJpxzZWqOI4KHKNiEziubgLH0c+/Bo0bH3FExloRxKLHHXec69Wrly8iTI2JmhbVSal1+eWX+/oTUhzndj8QPEybOtX7ufR9Ov8N8QDv6Q6XXeYL5QGFaxNK8J3MqUpVkTs45t9gTRH8gQ8//FDguExN4LjELG5wvHr1ag8v4wTHOK3kmosKHC9dutQ1bNhQxfEKVG6zfQXFStzgmABw2LBhfhwzCZa6saggcCygBxCeOHGid5htjkAdw5bJoQ895EFwNgphHGwK4ZHDmHQNOOFBGEsKgU4dO/qtfkmBqBRGASqZKrrQxs6eMaNHx35d5dwEjnM3tkjbGCWf44YNG1zc4HjGjBmRgOO4FccsOLNTKQ5wjHqL91uc4Jj7fOKJJ0YCjjneSy+95Lc9S3H8v0be0Ntuu83P6SqOF/4cBXAk1rQUBulSf7HbgkXmmTNmZLUojwqZdC+NGjVSjuM8d5a1OuMMt0kGiL/XXnu51q1buzFjxnh1cTY+L75s+/btleO4AHCMb2JxAs+EwHH5msBxiVnc4JjjJUFxDPiLujhenIpjVKWsZgM72TJYqjmOk5CqwsBxOeU4VnG8+EFYElS3jzz8cFU6I5TGvC/4GQFQNt/xyiuvuEmTJvkq33Xr1v1F4Re+E3gxcuTIRKlxCSb+cPzx/vyKAY4JIlauWBH7dZVzEzguzP+j3gU7A5KSqoIUOGHnOO7QoYOHOHEpjgmYyXEch+IYaB4nOOaaKQgWFThG4czW8bjAMdvhgfVJSlVBYcSbb75Z4DiC+Qn/hnQTFEdMhcb4RSzctT3vPDd2zJis/SvbxXVs06ZVKS9QHFOcLUkL8UlWf3fp0uUX0BhgSc0nFhXvv+8+/3fZfB9QefGiRe7666+vVlMBtjJ27NjYrzdJTeBYZiZwXGKWBHAMjMB5iRMck4i9klJVAI579uxZ0uCYIoPkPkoCOC6n4njfffedGzRokGvXrp1SVVRwe/XVV91DDz7o8+zhSJPTmDzEAOXaPsvfEKh369bNHfH733snPDVYIkUFykIKMaKaift6g87/05Mne3hVaFE82r516ngIlqTCf+XYBI7LAxy/+OKLPu1TVMXx4gLHf/vb37z6MI7ieJ9++qnPT18pOY45HuOqVatWsYHj9evXuwsuuCBR4Jh0LbfeeqvAcQTzE/CRAsC77bprNUBJTmJiBwoMAx2z/T7y65Ly4thjj61Wh4E4nnuqQry1+3kTJ0zwfm3QX8NPJUUZhSxfmDkzp++bM3u263zNNW7HHXes9p2ollGQx+0jJakJHMvMBI5LzOIGxxTjY9JkuxR5yOIGx2E78AaOURwDPOMygqY777yzpMFxUorjGTimLx966CFX6kYQDcxr27atwHEFN7bljRwxwju9qFmaN29ea2ADMCYnH/mBTzv1VK9WTgdfUdhQZKTHnXd6JW6SiuJxLhRKASilKqRzbeRpY2dHpgIqasXrA4Hj8gDHURbHAw7EmePYFMdRg2MUx6it4wTH3OcocxzPnTvXQ1ulqvhlrRMVxwt3LmbRGL+o/fnnV4PGpMJi8YQdi9ksyNt3rVi+3KenIOYI7oriO8mr+/DQoT4vsvyLzP2IqpvCkNVSU2y8sdt///1dr549cxIzkFKE+8vC0LbbbPOL7+Qeow7X/fjfPhM4lpkJHJeYxQ2Oly9fnghwDPCLChwDPFEcX3fddS5ucEw1dXK/lZolKVWFFcdjHFPsppzAMcGdiuNVJuAjQHl2+nRfCI9q0gQ96QAof4e6Zfr06a5vnz7u1FNP9YoNYHO6wnIobMip+Me+fd2ypUsTBY2tsc3zvPPOq7HCdm2N+aTbHXcoYIjongkclxc4DjtVheU4btq0qd9lEwc4RrAAOCbfb9TgGGged3G8qBTHxBazZ8+OvTgefZ4kxbGK40UzNwFxn3zySXfcscdWvW/ZhXVGy5buyYkTs96N5HdyzZzpunfv7hodfPAvdnHhW7XDb3/hhUT6VUnz8Vqfc0416H5Io0bugSFDsk6bRh+jJB89apQvJp5OJIH6uN/992vHWUrfCRzLzASOS8ySAI7ZlsjKX5zgmCIllQaO2UYOOGYLXymDY/qRICwuA1oDjAHHjKNSN9KY9O/f36eqINj673//65JuAAda3M5ouTXA7qWXXOLz5lHlG5iDQphtkgvmz3dTnn7aDRo40F115ZXumKOP9gpbFDDpgDGFRphvzmvTxo164gn38rp1iQ1uCNAG9O/vfvvb36a9ltpanX32cXd2756oFBzl3gSOywMcswOKuTTMYl2AYwqDXXzxxe7444+PDRyz4IzCLepdXwaO2eZOuoJyL45HbKHieL80FceLZm5iwX3UqFF+QayqtsPRR/viw9lAY0AmBXuHP/6498uD7+2gf3XYoYf6GCRb9XIlt/nz5rlmJ5xQbXcYqT/IRZ7tPWXxq3u3bp5hpPMT2bHGQhH3Lu7rTVoTOJaZCRyXmCUBHBMkxAmO//73v/vctEwcYSs//v3vf3vgCTgmgX6c4JhV61IFx/TjvHnz/PZ5+hHVb5zgGGetXBTHjA0mdRSXjA2B48ptbMGbPGmSV+WhkGnYsKFXifHcEfjwHmPBbYvNN/dqi1Tnmf8nSCLdBZWrBw8a5NNdZFMtPAnQvFPHjj7Hc6qyJ13jWukLit+QOy/bAjdqxekDgePyAMcUTQOwTJ06NXRwTLEywPH333/v4gDH+AuA46gVxx999JGH5n/4wx98P8QFjklVwe6msH1/jgc4RnHcp08fP86itg0bNvg+Z35IGjhGef7ss89GJvqgVdK8B2QcPXp0FWDkvXvbrbfWmsIKqEyKg6lTpvg6QKSmYBE/1ffAP6lXr56P6fBb4r7eUmgIH05s1sz3H74rgDcbnw3fFR8WyMxndthhh7T+IN+J3zxlypTECiTibALHMjOB4xKzMMExzjlVeyliNmHCBL8tb8SIEX5L8+uvv+6dxdWrV7sjjjjC59kCBsapOAYcF6u6NdeOc8o14iQZfAvmOI5TccwWNfoccIyqtJTB8Q033OALzcStOMapKydwTKoKKY7jd7DibjjTT4wc6Zo1a+a22WYb7xDTULgQsGSCxTjU5Ntrc+65vqje3DlzfKBUKk4050neui7XX++DstTUG/w3/UBhGpTJZ5xxhl+AZAtktlsd1YrXBwLH5QOOASxhFirGP0Npe+GFF8YGjlnsxu/kHUl6jjjAMdceFzjmPrMIGRU4po/PPPNM17dv31jAMUpG+pwt7e+9955LgvEM3HLLLQLHEaSqeOr/parAjwDUjx07tkZgvG7dOv+M3HP33X5nJYvSmQBl/fr1XdeuXd38+fNLxr+Kuy1dsqQqVQXzIDvMagPGfGbE8OGuw2WX+T7PJCLgHh/btKlPYaGiyOn7U+BYZiZwXGIWBjgG6q1Zs8bnEmPCwzHeZZddfCGA7bff3qvPKEhCqoSRI0e6xo0b+5XSMMAxDiJOMrC6d+/ePqcdCeyvvvpqvx1/2bJlHvwNHz7cn2O+WwYJRHBOURI89dRTfhIHJABbTj/9dHfVVVe58ePHu48//tiD9IMPPth16dLFhWWAapTUOIacE2qHd99910NBzpN0BD179izZHMcGjlGs0I9hgWOOw7ZOAOqQIUO8k33jjTe6Hj16+LH78ssv+76kuAXjmK2ntX0f443zTWruYIHj+J3apDW/LW/mTK9OOrVFC78lEqVc3X339VWpacBV8u6R0uL888/3BUYIlkhtQeBUigEN54ziZ9y4cT4dB6Dj6KOOckc1aeK3OZ7frp3PFU/KDq6T4KIUr7McmsBxeYBjlKjs3ikUHOOT/fjjjx7Svfrqq+4V1GRvvunnN8vljz+YBMUxW56jNHxi1NYojhERxKU4ZuF/4MCBFQGO169f7xcqzj33XIHjClMcs5BM3mEWDchDTB0IYtLg3wAY8bNIa8AuL+LVVq1a+UXpdDueWLimBsPvDz/cFxleuGCBfI8c7glpxG666Sbfl+SZB/IGf48fhz/3yssvuxdnzfJ1kDp27OhrfqTLZWzKbwRo3Lfx48YJGtfQ/wLHMjOB4woGxzjqwEngGi9iJsiatvay5Wbvvfd2u+++u4eYxQTHQDkctbvuustve+TaUMHZBMy/rApSxAmoi2p1t912y0v5YaCcdBts3UaJl2kVkurFFHOjfwCQxTYcsg8//NBXJAeoAq5ZGeU+c0wcFhxnAhXAPeczZ84cl0TDuSfw43pQawC/CXgAr/wOAM/CBNdZ7BzHQHfU8Pfcc4/vQ8YpW/UZQ+StQmVI0QPG1jXXXOOuvPJKr5ynSnqmwIXzveyyy9whhxziAzaqIr///vsuDgNcc2xUDStWrPD/8v/0I0H0oEGDlOM4AQFHkhqONACY/MYssJGOAfXFY48+6oY99ph3vJ+ZNs1v4wPS4HSXi9qC6+DaUV8TcKxdu9b/Nz8rp+ss5SZwnHxwzII2PiK50gkc8Zl69erlF16Bu1bEjLkUsJKPkS+Xufbee+/1aQFQL7OwxfXhn+ED3XfffX7nF/PxCSec4H744YeiXys+6KeffuqvB0CML4FYgd13b731llccP/744/6cip0uDF8cX5B5nmtjTsdvMkBrOY7jVBxbqoqowDE+L+CY90Sc4DhJimN2hJICgS31Ydd3qeRUFTQWoO/74x99LLHvvvu6G2+4waegoADxhPHj/a6sazt39s8Ei/CZCvMCjIk/Gh50kI8lWbRWWqz8/FkAfYMGDXxfkzv66cmT3fPPPef7lB3S7Mpt3bq1F0QQ72ViGfAEGAMLYaRjU07j2vtf4FhmJnBcoeAYR4CcdGzBybQal6kBmAkeilHpGIcZRxnlJ6rebHNTAnVZKcxF+cGxUK8A2erWrZvTNdPXOGzFDFI++OADH5yg1qkJ2gM+CaQAmKhk586d65Jidv8A+IwJAj9SQOBIMcFzvihlnnjiCV+lmCAQAF8sxbEtfgDVOWamRYBUp8G2ixEApwtkOVfO38YbnwFCE8igWo7COA9gOAE1angWEnCGcJr4l/+nb8nFxkIOynwWFeiTpJuK40XvdNMApsHmf56AIE2t8vpA4Di54Jh0YGy7Jm8+x0zN08n8yc87dOjgc9ACjnMFWcwBLIACU5hrmV9r8jlZ9CVnO8F+McExQgLm2VtvvdX7KwgSuF58CXwvFqA5NlCCvyFtWbF2feEH4pOyZR1fEHUru/vYWcYiOwo7fKs//elPXj3HorgpsIu9QACoBpAvWbLE+9VcI4vULP6zQM15FFNxzLUD44GhLIJzHHaDAY25J/i55CSNExzjX/EMRAmOuVbuBQsELGSgMLcdb/w3izcCx+HPT/hHpL6ibsIuO+/sd7ge3LChfxewK5eduLwbMsUcxAz46sSaZ515pntgyBCfOkGL1vnfEwo09+7Vy+2+225+RzT3AQU37IAYmbiId3ZNsTR/w2dIPTlzxgwvJojbFyqFJnAsMxM4rkBwjNPHNo5c4WnQiWdbTqGKY5xVUkHgHGfKB1VTywUc43S9/fbbXu1Kv+V6LByEYoFjnHCCLCAqADzbc8BBQY1DyockGM4szn2nTp08hM10LQSZOFkEQ6h1SAuCQrhQY/yhlEQ9TEqVXO8p4x8FUaqRzxuVSXChwvLEUniLlC5hKm4YqwABAlX6taaAmnMi0AUiEGgyNgSO43ey1NQHGgM1jwGB4+SBY3wy5lSAcLaCAuYnFm2zrTfB/AQwHDNmjIekNQX66Y7VokWLooBjW7xnl1s2i86cJ74jfkOh4NjSclCICV+DXXzpjonvAbBiKzUphVA3FhMcW2q4iRMnumuvvdYfg3HFdQJY8D9YLAcWk/qL4w8ePLgg/4d7j8IcUH7aaaf5BXCuER+RBQjOA3XztGnTPEgHWISRJgz/kfhj4cKF/j6Qso7joqT/6aef/LOFwj0KcMx4QGWO/0ZsRVFABBj4yyxmoK5EBb906VKffgrlebHqu9Rmlao4prE7CbhIqkSe++Au2HTPKu8I6krwPHP/GD/kRZ8ze7b706uvxn495dBIMXZX795eVUyR501qEJvxO9ttyv0j5iZtIcrx1atWxX4tpdQEjmVmAscVBo5xAFB/AsDygcbFAscEKOTyJbdmNirRTOA4m1QVHAvHj2PlAmpTwTEpPQp1Dr/77jvvgBOo5HoOSQHHXAdKCFJo4NjmEvhRgIuFgkLBMWrcBQsWeIVzpi1itTXuQTpwzJgij2G6/meVmy2jbB0NwwiqCGDYCVATME7XCPoEjuN3sNTUBxoDtY8BgeNkgWMgIrUj2Jqdy7wDMEHtlQ3Ish1KwEcWPHOds/E1CP4LBceAT1S+pKDKZpdb8FrZtl4IOMYHJ40XflBN26kzQfNigGNALErfUaNGeRUz/m1Nxwa+MPZQfFNQNB9wjG/z7LPPeiiKH1jT8YhtUBECkoHWxQTHQGEEJwgOyH/KsaxoLPEBOWoBtYxRoDFxAwsMYRm5uwH3qKt5JlKL11pDBd+oUSPfWHABckdhlQyOaSiESWUw/PHH/YLaic2a+TiM2IedEjR2ITQ58kjXsmVLnwqPsUNKixXLl0vRGsI9IdXHtKlTvWqY+YD3BPeARSgWu4jfUIZT14KdmNTvIIfxooULfQ7kuMdUKTaBY5mZwHEFgWMAKlAKJz8f0BYEx6gu801VwXmgcmjbtm1GJ6lY4JhABQeZyTwXwFlscMx5sA0P2JqP4jkp4Jh7jiKJlfTago10jUAJxXEhqSoIIshZiqNdyD3NBI4JKixNRTpwzLUDzottjFOeq0zqo9qawHH8zpWa+kBjILsxIHCcHHBMeoABAwbktQhr4DgbkMVuKxbOUZfmM8cVAxyz6EzOZgBDPtdaCDhGbLF8+XJ/DbmmiCsWOCYNiaWByNUXZVHhwQcfzAkcm3CDHXu5ClaAuKSWKwY45r5TXBv4R+xQ230mzuHv2rdv7+t2FNvoF1J0oIDMdbEGFbLAcfQF89asXu2WLF7sn392jVIjAoBJnt25c+a4ZUuX+tzISn8QzT2hfgVQn76f8fzzbvozz3g1Mf9S3JD6HdT4ADSrCLLAsaw4JnBcIeAYcEmQQXG1fEGbNeAZRUPyceY4D1b82Yafq+Oc2tjeVpsDT6BC/uR8YW2wr8mjm6+hthgxYkTODmI6cIxSJg5DkUR+X7ZWokDJ5xoMHBeiOP7iiy+84j2f9BTBBhxGfZ9qgHG2Z6b2PUErKVXI5VzsVBWfffaZ/95CdgIAjhkbYaeq4LknCAM2EPzkY8pxLMAqwFrZY0DgOBngmMVgtsHj1+Uz72SrOGa+IP0AqrB85zjgKekNSPOQj3EOAJ98dnwVCo4tlzLnn++1A5wLAccs2FPEEF8hn51+uYJj5vnXXnvN79LKdQeVHa8Y4JiYA1UvwDUXsQoK5DAUx/QLKTGuuOKKvNL0CRzHP3+pqQ8qaQxIcSwzEziuEHBMcACsLUShaY4z26nGjRuXF6DC4UT1nM82xdTzIHBCQVCTo04lbpysQo5FQ3nAlrl8jPMgpxtbZwo5B+4dKQwoXhK1ca9JLXLJJZfkFQAUCxyzEDB58uSC+5LGtkvGYqpxbmPHjvUBYmr/E/QR/BXTUE8RHAWf7aSCY9RKwHYKNZKzmtyA+aSsETiO3xFUUx/EOQYEjuMHxwA55tN84FXQFyN/5IsvvljjcSg2RlqEQuY4QB7pA/ADcjUrxseW5kKuFeic664vrp/aCWxlz/fYhYJj5m5UquRezfcccgHHxByrVq3yhX3zTUfH8dj2Xwg4ZlGenVz5+FeMt2IrjllsJ24jzVq+qfPwvWbOnOmisEpPVaGmPtAYEDiW/a8JHFcAOAYkUQSCPECFOO00coEBjUgVkG+6BrbIFXoeOKKHH364e/fdd2sEct27dy9Y2ZxLDr9010wKgquuuiqnXHqZcpzhhKNUiNoo3MEW00JVvgB4lNsoVvNxuClwSF/m63AHxzGglYWFdIaiafz48e6kk07ygSJ55SiQkU8xypoM6Mq4IhAo9JkgKOd6wgTHVHcPPr9UHa/pGcxkAsdyxuWMV/YYEDiOFxwzT7B7h3mw0LmUXLE1LWgDLSnIzPb/Qo7F51l4zmfHD/UlUHgWeq34Arn6AcDeW2+9NW+ASmOXF7ARXyxXA/zhs59++ukFpYfDD0adXttiMb4aeZzJL1qI0KBQcMz4pvhhLrmkwwbHVnSvkH4JAxyzKxJxCPFKsL8FjuOfK9XUB3GPASmOZWYCxxUCjikkVoiqJOi8du7c2TsZ+cAi8rvlm8M19TyAVnxnTZDx2GOPLfhYOHgnnniiVy7kagBSCoKkqlfzaTi/FFT56quvXJRGkIaaiGIlhV4DOetQbuejUiX4ZJsl6ToKPQ8CUHLdffnllzU+NyibyMfN3xVSDDKTocK68MILCwoiLKBFzZTPgk4utmLFCnfKKadUHbd169Z+K2quJnAsRzhuR1gt3j647777fMorwBAwilROLNZNnTrV72hKXaQEAgH/eCczr/I+5j0SdmqecgXHwKHRo0fnXVzWGgvzzD3ka62pEDJq2ULnbRaeyU+cqzFWSC9R6MI383Tz5s1zAon4LZxzoTuK8Pevv/76vHZrUZOBQlL5phijAZwPOOAAvxsrk99thkCEhaF805/Y8Vi0f+yxx/J6xolRqGFRSL8j1iDOwAcshuG7FyPNGnFNMWudcH233Xabf6ewkETMYvdY4Fi+gnwljQGBY5mZwHEFgGMc9yeffLJglSaOHPnp8s2xi/POeRSqvOU8gM81FYfA2SGNBaCykGNZLmUC23zyuRLoonouFAzadtAJEybkXZQwX0OBQGGTQtQywfQQ5DnMpy9RkKNa4n4Ueh5sV6Uvi1mtOx8gP2nSJF+dudDrISAkj2A+6t9cjPdNKjhmC26uJnAsR1TBSGWPAcAxBdnYyUIdAsAx72TmB4Hj8MExAJ5Fy0IUqDT8SqAT+YMzvevZCcP5FgqogVrsnssnxy3nWOg8S0HgG2+8MWvFs+04u/zyyws+NgUFeUZyhaicK9B8//33L7j/mzRp4ubMmVPjOXC/WcDON5dzqpKdhaR800GcfPLJBd9vCmuzaFWocU70HX1YyDnhh7dq1crXGymWsevN0r/xPmCRwQpQChzHP1eqqQ/iHgP9+vXzKRWJwVnMY9GZVI8sMhHHkn7UfAneJSyu8g4JLvTnWxNHliwTOK4QcIySp1BwjDLllltu8QqKfIzPESQW6kCjAsARryndAb8DLBdLYfLJJ5/kdc04nOQFLoZCltx+mVQ9YRqK0hNOOKEo9+2ss87KCzRaX/bs2dN/T6HjmK2C+d7TYhlbTlHlFDpGLagExBRSbT4bEziWAxu3A6tWPgoWwPEDDzzgHn30UTdy5MgqcIy/IsVxeOAY8IcKtdAUSQSKFHSdPXt2jeCSPMrbbLNNQcfaYYcdfNCaj5EqAt+jUJDJgvPChQuzPi4L06R3AoAWCgsBjvmkKUO80Ldv34KV5XyeQnHvvfdejccjzdewYcN8WotCjkdNiRYtWuR1zd9++62/5kIU1jSEJ/hV+eywTOfv8V2F+nvchxtuuMFfY7GRmllCAAAgAElEQVTsmWeeqbajkHRwtrNR4Dj+uVJNfRD3GGB3GOB46NCh/v0+ZswYD4wpNpsJHDMXCByXnwkcV0iqCoqzsc0vX2cFWNelS5eC0iSgSGHrWKEglzxttVU5ZnWL9ByFpMVAYUFe6EK2hBGcnXvuuQUHDQQeqAKiXrFDPYLCHLVzIddAq1+/vocD+eQ3tuCvT58+BQWgjB8Us0uXLo19izPgmq2nhSq5WRAiKOZdEPb4EDiWAxu3A6tWXoEIxbZQsFB0kx1JpCMCIKcDx8AXpaooDjjms4WqUIF7pHz629/+VqMvxj0tBJixcM5c+fPPP+d1rcy1haYt4/x79OiRUVmd6dqB6oXukuLz9957b167zVBoc48KUZZb2gj899qun+MBNguFtsQrt99+e16FEF955ZWipEahkCAClGL4iqTOQ7BQqMKfHNssxBTTf+X55HvtXgfBMTGAiuPFP1+qqQ/iHAO2O4zd18wDpCziPQSX4N8gOCadJOlvDBwzZ0hxXD4mcFwB4BgjR2u+jjNOO45ETflgszEcELZq5Zv3jCCFrYrkha3NLMfxMccckzc0pvheTUqabGEnAU++ziLnQXoQguyagrOwjJc9RThQtBbi7DJWO3XqVFCuOCYgtjATwOQ7fshVHXYBuWyNxY8rr7yy4ICOYpVsG8onwIobHKNGYycCW4lR0JBHnHQbPOOrV6/26q5Zs2Z5FSIwCbgEZEJ5Rm5UnBm2UKHkQb2tpj7QGEj2GEBpzDNLrvtgIMI7DOUKWx8nTpz4C9CI/yFwnBzFMb4J7/+33nqrVtXtunXrvFo3X9EChWkL8T+BYAgOClF5kgqqNsFCqjG/MX8VUl8E/xvxQb5pqFAIc58K8d84hzZt2vhc1bX53W+88YZXJhfi17CYftRRR/l4IVfjHIqRmsPqYPCcFGo8b6TvoLh1IeeEaOLaa68tSuqMXMExgg9iEHa18TsWCHj2UdRT+wKBDRCJfN5AJdKqkIKIHSUsEBLD8O6Xrxb/HKymPshmDPCs2s4w4i0W+dkdZvUopkyZ4vlATeCYd4bAcXmZwHGFgGNLV5GLApeteRTD4OVRjIJsFqwEwVMuqkqcrjVr1mR9PF5ad999d86VvFGlHn/88Xk5rZkKo+RTHA/QyZaP4cOH+2uJwxg3FDQspDAegR/Fc1atWlUQsMWBRUnSrl27nFW6LFacffbZiYHGGM9Ut27dCkq9gRKcSZ1iNFFYWOAYJZmBYwJdgk+ede4XhRkJbFAjsj2K5wHYhBNDQML1E5QAo9TUBxoDyR4DPKsGjVkAsjQVwAbmSuADufNSwTHvS6AFgYiK4xWe45giawCifAAf0Bh/rDZojDHf8m7PZwEdUEZaskJBGQuTzLX5+i/ZAPJM0JxctCzuFuI7sYiarxHAX3zxxXmDXHxvBBjkGq6tKB7+4oYNG1z79u3zPp6pm3k35FMIEJ+C90chuw05B3b5AUaK4S/yHdxD7mW+54TPi+9F7ZZi+7DZgGPgD+9eYhEEMaj4EeeQyg6/kJ2JQCTGiS3ys6Wdre0Gj+WrxT//qqkPcvHVeGZ5dnmGbZF/1KhRfnEfQc8LL7zg35Op4JiFJYHj8jSB4woBx+YA8KA3bty4VmAMsGTFCShUzO3vnAOr002bNs3aWUKpwsp1rvlbOW+cZlJs1JbfjRceTjqA9J577ilakTEcPKDeXXfdlbXqhP7fcccdPejkpZxvTuliGXmVCTzycXaB9uSpmzt3blGcXZxXlA040NkEJsB3CvIx+QElk2TAD2AJKTzy6VsmarbOFroTIA5wTECdCo7JxQggQNUFECHgJqUICzimZCEgwWnBeeGdQHCJQwOEYkVcTX2gMZDsMcCzyqIPQAFozEIQC0LBQAQFS03g2BQsvEOSshBYasXx8I+AULns4GHOxe9ky30uu4cMoDZr1ixrMI3ilB1Gxcgvy/EBXLnkGuZa8cMA14XslAKykboh16LQ+KznnHNOXjl+gwa0J81FrgIKg8b46uTAzbYgIH4WhQjzTSmGyII5Pd8ddrwT8BcKSa/GZ3lP5ZMaJZMRU3Ts2DEvoM5neB4As2EUdM4WHAPyWYQhpkEEZLvDWOQnHSKL/FYsC9+WBUF2iAGc5KvFP/eqqQ9y9dV4F/PsEm+xEMSCEPMyPhrPOrs78NtSwTELS7wrzF/jHaLieOVhAscVBI4xgixWiQFpKEZIxwAkJpcXgI/idyj7UP1l6yjmajg+KAqBkRQ8SQeLcdiPPvpov+JVWzGOmowXFVWtgcEHHnigd8bt5YYjz//vvffe7g9/+INXVuME1aaqyOcccKY5B9JOpFPLck5ATuAylaB5YdNHYTiJ+QBOEuDnqjrmHlIYkDGaT26+TMYkRP7qM8880z8DqY44QaeNHwqksJUul7yEURqONwsbueR/ZIGDIIJJnKA0Sis2OAb+ML6AA2xDB4JTVAF1FwEzi0woWYBJBK8oiXBacF4ATgQlODQWmKipDzQGkjsGgMU8qxaEsOWRFBUsCBGIMM8QiKBaS/UNeNehYAFeWCAicJw/OLb3MP2fDWRj1w55Y1nAy0cJyr1iu/4FF1zgC+ql+j/kxCUl1mmnnebf64XA2nSGP8siJLvosplj8cOYbwqFh4xTdluddNJJOaUnu+OOO9ybb75Z8HXT70B7/PtsoSV/hy9Keg7OPRefmLEBSMi1ICD+OOMQdVuhabdIjUJR63ygMWOQnYr4I8U0fBzefwCWXHdAUpwaaFzs2CRfcGy7wxCVoDCnv1nkRyBCTmje37ZDDHjMQj+LhLz36YO45yE19YHGQHa+Go35mGeYuIsFIZ5t3vG8kxByAZDZ4ZEKjpk7eWcw9wocl48JHFcYODbDGWAliGAMlR/ABseGBzyqVSGAEQAQNS65XlF2sJ0RaMrLqJjpGQBUODcEq3feead3ynv16uWdGcBUMVJx1AbsUUsRGHfu3Nk7gkB7XrBUywbid+3a1aspAXH5FpALy5gAcAKzyRsHjCefNvcRVUIYijDGLxMTDipbUMlFR5BD/jcWRVA+sGBQCiucQFLGfW2KdNQ/BL2MEwLBYsL4uMExgSLPB+8jtjiRS5HvZXsn6SpMdYyzgpqFtDuMRxwZ4BMQGcdGTX2gMZDcMcBzyvMKTGCuIwgxaMzCEAtEzMeAjFRwDKwAWgTBMe8RKY4LM+ZI5hNUovgjzEP4liy+okYG5OIzAYUKVf9yr/AlSH9FQMrCLg1VE0Ca82AuCOueMucgDmCnDvmdgeHMq4BiYDbqWnwIAuFigkPmOeYycv9S6A6RQFDAwDnQ7xRjvvXWWz2EK6YPyPOCuvy8886rsWgdogZiDPIZM8fiF+dzL/gcQgnGUTZwlGtHSEJNg2IIVhhjvGtQ5WcLaM1v5T0V1oI8IpjrrrsuqzovjI86der45xI4G6YvWxs4zrQ7jEV+FjdY5Mc35P6x8Eecw/Z1ABML/SxOyVeLf/5VUx/k46/x7BJvMSewmMqzTTzGs85OAxaLguAYtkHsj7/AO0PguLxM4LhCwbEsHsP5A9izWg8cQ/3Nqj2OKgFxkoNgJgACmptuusmnOyGwZDsialkcdAoX4hTjLOJQhqWOKEcjSMXZZvGEfIg850zEbNtEOX3FFVf4iRsnPc5FhWKCYxoBdTB3Hlsgg0oWclqjOraABAcFwARkwIFhezvODMEJEEpNfaAxkOwxwLPKM8s8wSIQQQigDvUKcHLJkiX+OU8Fx8AKoEUwEBE4LkxxnG4xFnjL1nMW2vFP6PewoBX+Thw+D+OGeYZrBagyrwGUgWVh7rRjMZs5CzDHjily3gJpSWVhooF81NzZGM8LqU0odoQaF98CHwOFLQvStuOQ+ZXF20L8N+4p3wE8RmyAajYVigKw2e3H9TOXszBUTANssihRW2Fnzg2FNzu/UFeHdf+tX0jFhdiB80qXvoTzQXlNQUigTBRFsWsCx8G0YsHdYVYgjziGZ4fdBDxLLPwh3MCfZaGfRUHe9SwQyleLf/5VUx/k6qsxZ/GOJu5ifjBojPCPRWCe91RwzFzHIjD+mqUVKwUhl6x2EzgucXCcS7E4mawYhgOJw0jQRcDFGATy4ajHnY+51I0JlkCdbboEGAS3qOziUBenMwIrAkx7B1HtnaAhV8OBICDhuhhPBMtBJQvXD7QgkCYgwTnBSZk9e7ZXJRKUEOygOAc84dAQoKipDzQGkj0GeFZ5ZoEKPMMEIQQeQGN2FzCnsMMgFRyzI4FABHjBO4NAROC4eOBYFp0x/7FgakUeowqoAZccFzUYKlHmc5TQpEXD1yi22ptjkVuarc/ASHaFderUyd1+++0elPO7MNOIsRANACFXNHAYZTNCB1TfDRo08L5M9+7dPQQpdmqKmgx/h34H4tMnKMEvuugi3y8spqFMZlxEZdmA45oW+VmQYDxxTYhLgMf0KYuBLAoCm+SrxT/3qqkPCvHViLuIvwwa86zzzOO7waYMHJP6lDiukgsZl7MJHJcwON5uu+18SgdWgIEuauqDKMYA440AIzjugj/TeCy8b2lMujT7/7j7leMTEJx44olV7yBUU4CeXM+NwINGsIbSiCCFIARgTN5nAhFyUxs0RnEMTJo1a5YHTTgxODNBaEzApaY+0BhI7hgIBiSABICCqY2Bx/gzwGMClFRwHCy0YoGIwLHAsUxWkwHlWXTCnwB2ADlQ8vL/+B3aGVc7OE63yG81KRCR4LMhHgEeIyRBeUwf4y+y2M+7HeDEe57dJGrqA42B5I8BnlcacRewmBiMZ5pnm7iMZ533KP+fCo55f1RyPYpyNoHjEjNWyoP5yJjsjznmGL+dXU19oDGgMRDWGCD/I2k0gnkLSVdCcc1830EU+aOR55uckzTSoOB4WA5wvp9COxyb9x1FGmkNGzasagcddJCa+kBjoETGQPDZ5VnmuabxjPOs8/NgEVm2b6fmywNmAIUqKRgJCgdINYDaTyaTyQoxFu949xo4Js83u79Sd4exYMc7GCGDqY7Zks6CPykrgMeAJNLcoGYHLpF6iMVAFv8B94AnNfWBxkBpjAGeWZ5dnmEUxqQO5NlmxzE7RhD5AJBJvWPgmFz9vBtsd1glphUrZxM4LjGj4nIuFXnV1AcaAxoDGgMaAxoDGgOlOgbIyZq67bHSwTGLdr179/bFayj6q6Y+0BjQGMh1DPD+oGD3nnvuWfVuOf74432RaQpkPfbYY75RSJyClkOHDnUPPvigL2g5aNAg179/f59yg3zS5LSm2HnPnj19AUrSgJDPmWLkpOGgUexPTX2gMVA6Y4DnlmeYZ5lnmme7V69e/lnv06eP/31QUITwh4WnSt4dVs4mcFxilrp9U019oDGgMaAxoDGgMaAxUK5jgCAlqDa2QiuVFohsvfXWsd8LNfWBxoDGgMaAxoDGgMZAujFwwQUX+NRilbw7rJxN4LjEjNx/bCnacsstfRChpj7QGNAYiGoMUAk9uIWcHRBbbbVVUY/B99XWeP+pqQ80Bkp/DNT0jPMvha0oFJqqXqnEQCT47lVTH2gMaAxoDGgMaAxoDCRpDLATgR1itshfqf5auZrAcQka1SrJJ0VBAjX1gcaAxkBUY4CCVmxjNAeBXFbjxo3L+Xt4f9Hefvtt39566y2fK4sceevXr/e5syi0Qh4tCuRRuZcifOTXovAKubZolj9PTX2gMVA6Y4DnlsYzzPNMLkzLnUe+PHJk8uyTL/Prr7+ugsap6pVKC0S6dOniNt5449gDQzX1gcaAxoDGgMaAxoDGQHAM1KtXz8ds+GxBaCxwXD4mcCyTyWSyrIzq2BSyMydh22239dvIKZSSixn0oVnxFZwMq9xNLlO2prNqTVEstj1xDCp5kzvr22+/9Y0CDDTgkpr6QGOgNMaAPbc8wzzPPNc//PCDf85//vlnX3yJity8A4LQOFW9UmngmD4Atk+bNk1NfaAxoDFQ8BigMB55S/fZZ58qvw5xADmNp0+f7sUCwTZlyhT39NNPu8mTJ7tJkya5p556yj355JNuwoQJbvz48V5IMHbsWDdmzBjfRo8e7UaNGqWmPtAYKPExwLNszzXPOY3nnjZx4kT/bkD8g88WXOQXNC4vEziWyWQyWa325ptvuosvvthtttlm1VaYDzroIB9E4BzkYkFwnAqPAUU4H0GADEwCItOAS0Ama0BlNfWBxkDyx0DwuTVQzDPN881zHgTGLCIJGstkMll4Bgjef//9q3y6Ro0aeUgc9NMy+Wq8o81X490d9NV4t8tXi3/OVVMfFMtnS+ev8ewH/bV0SuNKW+QvZxM4lslkMlmNhnNAle1ddtnlF1vTyLvZtm1b9/rrr+fci7XBYwtKghCZxvlYkKKmPtAYKL0xYM+wgWJaagCSqjJWECKTyWTFM1KHderUqZoggNoV5JYnXVAQHGfjq/EON18t+I6Pe75RUx9oDBTHZwv6atn6awLH5WMCxzKZTCbLaEz4M2fOdEceeWTGfGa77767e+CBB7xDkY+lC0qCgYk1nBMLUlKbOTFq6gONgWSOgXTPrT3T1iz4UAAik8lk4RnwZ+jQoW6PPfb4hU+36667uv79+3tlYSo8rs1XC77P5avFP++qqQ+K5bel+mrZ+GsCx+VlAscymUwmy2gUqDrvvPPcpptuWq0o3sknn+x22GGHqp+deOKJbuHChTmnrMBqC0iCLQiSU4MUNfWBxkDyx0DqM5wuAJFqRSaTycKz+fPnu+OOOy6jIACfjiKmqT5abb5apvd73POOmvpAY6A4flswJqvJX5PSuPxM4Fgmk8lkaQ21CaoT1CcWTNStW9eNHDnSLV682LVo0aLq51tssYXr2rWr++qrr9SbMplMJpPJZAm0t956y1166aVVgoDNN9/cHXbYYb7Zz/Dprr/+evfFF1/EfboymUwmS4AJHMtkMpksoyKFCtsGhwkoOnfu7D777DOf62rQoEE+TYX9/oADDvAVtll9lslkMplMJpMlx0gp9vDDD7s999yzyndr2LChmzBhghs3bly1Qnn77befGz9+fF47yWQymUxWXiZwLJPJZLJf2Mcff+yuvvrqakVTyHP8wgsvVG0/Io1F69at3cYbb1xVVIVCea+99pp6VCaTyWQymSxBtmzZMp9qzPy67bbbzt1xxx3uu+++86KALl26eLWx+XQXXnihe/PNN+M+bZlMJpPFbALHMplMJqtmVNAdPHhwtaIpv/3tb91DDz1UrQAeAHnq1KnukEMOqfq7nXfe2d1///3u559/Vq9GZN9++61bsGCBGzhwoLvpppvcvffe6wH/Dz/8kPV38LcUOGT7avv27X3w+Morr/h8ZunGB2Phsssu8387ZMiQoqYoUW604vSf8svJZDKZLCgIYNeYCQI22mgjd/bZZ3sRgBl5jZs1a1at+LEVypPJZDJZ5ZrAsUwmk8mqDNj04osvuqOOOqoqcCDIuPLKK91HH330i576/vvvXbdu3dy2225b9fcEHeRAloVrFKawXNPbbLNNlfKbYJCchaeddpqbN2+er55em6E0atWqVTWF+Y033uh/nmook8455xx/DP6OwPOdd94pyjWtWbPG3XXXXR5c33rrre69994TAM0xd+Utt9zic1N2797dvf7660odI5PJZBVuFLgaMWKE23vvvaulohg7dmy1VBSkIRs6dGi1vzvmmGPcnDlzYjv3f/3rX+6bb77xPujnn3+elU9TDGOR/IMPPnB//vOf/bGDwol8fGt8J3wlFNz4VlxXvvaXv/zFnxvf9f777/v7FodZH+F7cC7EBJnS1SFy4Prpzw8//ND985//jPx8ZTJZ/iZwLJPJZLIq+/TTTz2022qrraqChmOPPdbNnTs3ozO8cuVKd+qpp3pgyd9vueWWXvmKgy8Lz2bOnOmOOOKIKmCcrh1++OH+3qVTDgeNIAYAbDDYlEaTJ0/+RZBG8NOmTZuq7aznnntu0cDx6NGj3T777FNVsAcwrvyK2dvs2bPd9ttv7/tvhx12cM8884wHBjKZTCarTMNPW7t2rV8ctvkdH++GG25IW/wOCHjxxRf7VBU2F1933XVpF5LDNHwPam2wiE29jfr167vf/e53rkOHDm7atGkeUoZpiCjwf+kr0nssXLgw74VY/Jh+/fq5fffd1y/0X3TRRW7Dhg15nxu7/UgfR6qRQw891Pt5cdQX4bh2HlwX9wZ/MN2Opz59+vgC2/wd/bp+/fqCj0+/As5JkUdj9xuiClnNRnxGf7GzEPCv2jSybEzgWCaTyWTeWP1/7LHHfFoKCy5w1FGp1KTwAEw98sgj1T6HcwwElAMXjhHAkV/aKqDvtddeXmU6bNgwn25il112qboXgF0UHrmCY9oJJ5zgVatRgWPUTwaOt956a7d06VKB4xwMhbmBY8bAc889J3Ask8lkFWzA4a5du1bN2bTTTz/dw+RMMO7pp592Bx98cDWfDl8wqoVI/Iz77ruvmvI52H7zm9/4a0q3E65Y9vzzz7vf//73/njswmNhNl+flj7t0aOH23HHHat2ahVSD4RC1AceeGDVvZk1a1Ys8I/jUlzR7gs+5IABA9JCfXZB7bTTTv7vgN3BFCn5Girw8847zxd7tLQqYS8olLoB9e+8807/bOEntmvXTqloZFmZwLFMJpPJvC1atMiDwmCKiquuusrnxavN3n77ba9QMZCJ+rhly5Zu9erV6t0QbPjw4a5evXpVytJHH320Kq/0jz/+6NMVmIN+0EEH+byFNeW8zQSOGQOkIgmqknIBx2zF5O9RNJB2gu9hESL1XPi7n376qdoCBCofVNV8nuAgVXlMAMvWR9QmHB8FRTplNZ9jOyX9QkDBsTg+58Fn+Ownn3zit3oGz8s+Q/5nzi01KOPz/I7vJP9j6vnxffZ57k3q7/k+6xueH84h09bV4LnQF5bDmP7k/L/++mt/jiiMCajpP+7/+PHj/RZfPp/a5/QVv6P/OD5jQAs9MplMVj7Ge37MmDEeLtq8DhCeMGFCjRCYufX222+vtvssNR9yWMbcOGnSJNeoUaOqIn1ALnZQ4R+YEhoIC6QMq6ZGEBwfffTRPl1HvnMk8++UKVP8wj79yHln41tnA45R8aKOjgMcc9wgOKbtv//+Pp5I7StgJXVQ+JvDDjusKGMJP4v0eJtsson/3p49e/qxK6t5LCI0MR/+pJNO8qlPZLLaTOBYJpPJZN6BZSsiaSbM+WP7GUXWsrXp06d7Z9A+D9D84x//KIckBEO5YmD4jDPO8A54EAwCXC3oItAiYKlJNZ4JHNMA1ChtDMpmC47ZAkfg+Yc//MEHCwBNVCYdO3Z0L730koeZZvw/1dsJaO17CQQYg2wRpRhfUEXy8ssv+0rwTZs29QpbzpvP8jMAdTCA4nxRuqCwwkEm+OPc2P5K4IWymcCLraMAdoO3Tz31lFd1n3LKKT6nM+ogC4T4lwKS9D3fefXVV/ucfQaHOf5tt93m80w3b97c3X333R7smgFrCXAIeFB8AOgJ7Fmo4dpSAy6UVyzEcC6oygHGFKHkHrPtky3I3IfGjRtXBdUs4vA88hnyRgfzM77xxhvu5ptvruo/jn/AAQf4nzEWVFhPJpPJSt9I93TiiSdWzefMF8xN2agyqTnAvBNU+fbu3dsvYoZp5Mo9//zz/VzG3H7BBRd4EQKQcN26dd7/MF+F8+M8kw6Oi21JBscIR7h/+GJhg2P8NXwcxgpp2/C18PlkNRv+r/na1EkROJZlYwLHMplMVuEGUHr44YerpZrYY4893AMPPJBTERJUH/fcc08V0KQBpoCCyp9V3JQi5KE2ZSkOILmpg8Y202BQwQJATXmOU8ExsJjPmWOJmtzy1qWCY+BqEBzjyI8aNcornU0FktpQCgWL7z3++OPVxl9qozijKYpRJaNoyfTdFPJZtmxZlZqKviFwNjU82xqBzPb/6ZQyfHbBggXVtskOHDiwStn05Zdf+pyL9h0UhySAsmOS3oM0L5b3e9CgQVVbAbk35Gk0wJvaAMiA/6D6OBgoA7iBxNb/fE+DBg3SXk9wW7IFBqSj4f5myo3NllwCcT2zMplMVrrGPEWR2aBqmIVY5sdsDP+PRVvSANjnqaswY8aM0NMfNGnSpMoXodZC0PAvmF8t5QHzZTbG4u7IkSP9HMqiL33DYjGgmu/s1auXX5hlYTdbcIzvww6wTp06+UVkFnFZVGYnUXCXEb4Tx0JpDNxkMZ8dP0FjMZ2cwcD5s846y98rcgZPnDjRLxYHvy8IjukjPvfqq6+6e++9118bfhkLxvgi6Xw/5nfALX5++/bt/QI/nyEdCTuYsl08TgeObZGBdHXm92QLjlnQIH8zdVKoncK1sKDNcYLfRdzC4j59Zf4M/ha7Jtklxz0JAmTGMrEIIgIWG/g7/EpyaKfGOfil+Jn0H4UieY5YbOe+IQbgnBApcP7Wt0ByfET+hnQZ7OIKjhV8cAQA/B61f1A4wfcz7oif+H1QpICRC5vzwA8/7rjj/BgbMmTIL8YE/016Mr4HYcKqVau8H2nCDM77wQcf9GMEP898UJ4l+pGxSeqX4HcuX77c56ZmPBLPkdaiNiGKrHxN4Fgmk8kq3Ky4nTl8OBM4q+Y852I4UgBIA2bAPZwzHHZZcQyHkuI1KInIaYvDGtxyiuN97bXXVoFlVKi1pQxJBccEEKiSgMf8P0p0S4dRGzgmgAnmRqRy+zXXXONBMY6nBbEofQHGAE0cZRYvgLqWoxcQytjBabWgAScfSGppNADCBCMEGQRR5ghzTvQLwQ/XhqKCvw+q4YGpbBs95JBDqv0O5T1bHUkLQXBhQLZt27bewcc4X0sVYo1rscrmBC2WZ5rr4RnjvqGW4ng8FzSCY9KKEMxwn+xYOPLcY3PgCezs3uy2227+szxjfDd5/VhIIAAkeLX7Qv8SaPTt29cHYgQQwHAWhbKQUDAAACAASURBVPgsx0LxTP+hDEdxbDAZpTfXL5PJZLLSM4BWEC7aIjLgNBfVLNCK+ccWapkrrQBaWAZwNDDMHAVwDRppLMzHAFoCy2oyICn+En5ucK6n1alTx/szBj8BmgDi2sAx4JJ5NQjggo3z5u9Z6MeYywGRBk7xUYL1I/CRKVYYrE8RVPACdlnUNlCZqjjGX+McUxfUuR52jAV9RPw4/IXg4nbwWPhh5L+urahyKjjGt0MUYH4M/hm+kkHo2sAxoJPdXajiU/sAv+aSSy6pgrVAd0B9pgV4+sZqe+AL4hObb5kqYgDoBhX4K1asqBp/9C33jfGWeix+9+yzz3qIyrE4pvUn/qzBYcYMqmjrF0QV7777blW/cC/x48xvA9byGe4Ziwb40OkW+tnNFtyhxr/0kfmA+H74z9afiHoAz5lEBviYxBR8Dzvk6Bd85dQxQrviiiu0O60CTeBYJpPJKtgAYazmBxUpVDvG0cxHcYiTDGDEGbfvo9gZwUpURVUq2XB+cRQplmfwlbQWBjyzBcc47zjxKHNsbKA04mc47JnAMc4mWxQt5QlBFeomC0BQSKBYsO8EzKKSsbE2bty4qrFjDrQ51wBrAlh+znXhuKJCNiMwBMriYPP9ONyA3FRwjDqY4xjkJTAG4FpQQDBCvmHOGRUGjrMpm4C5nA+qYXP0rQHHTeHCf3Oe/Bx1CN9HcHH55ZdXXTv9xM/t+lBGE/jZeXAfLfAIgmMLAIDNgGAqk3PfCUwB68HieAS+9tzxXShOLGggkArmhkRRAww3qIwCK5vAUSaTyWTJMubqoCCA+QgwWZsvkGrMTyiMDaDS8C9QIgfTHxXTSCWFwhLwhbrxq6++qvod8yggz+ZlgBygryYD6uHTGHxjjmRnEruGAJnMuQZc2Q2UDTgmbzQ7lAy44R+wGA08tLmaBVgrqMf8jJrUwHAQHHN9LGKb34SPgE/C57fbbruqfkeBzLXiLwXBMcfDv+FaALL43EFAbqm0MD4LEGQB2cYFfcG5s9vJ/A/6lfuQWpuhJnDMrjH8Cs6B78GXQNVtY64mcIy4geu1+wDQBZYjNsBns2thTONvIjggFR6+6K677uqPRQPKnnnmmX5BHv8QvwofzPxV1PNcG1Dbvhd/B3/K/DcW+oG1fB+f41qAr4wNYHEQvOJbWo2Mzp07V0Fa0o6ZohwfDfBs448+wIe0RQXO1T6HGtrShSFGsHFuqdvw04Ha1k/0I/CY+8o4YxzZtVoqMwO/+I34pvjgfIedD/3HLjY+iz/Md3EfbRwzRoDU9KP1NT+n7+kzpTarHBM4lslksgo1FIgoI3EyzQnCKWBbfSEBAVudcJqCFbyBcUuXLi3q+cuqGwCWXIAWaODcoT7IRhmUCo7Zlsb2TZQ+OMv2fdxXnGAcz3TgmKDG8lzjbLPtMbglz3JhmzIDB5zA0BzosWPHVo1HnFWOb4EL322BEs4/oJgxDNyk4bwSIFkwAGwlaEgFxwQVOPpmHBvH3RTawG5TKwNiLV0FTjcBtP09/UwQCEDmWukntqcSLBDg2fEsTQVbF/kbHH7OkX7g/HH2OX+uk22EBn4JRC2ACIJj+p0themeUQLbIDjmGAaOURBxLfQ7gYsFoBzbzoHgyY7DM2twXSaTyWSlYSzQAuxs8ZKG0hA1YT7GAiOwNggx4yh+zBzFgjALxAZMSRlAaoVMxnwN5LbigMBN/p/PcF0oRi0tRrbgGKBKygLmcvwCFnnxe5kvgdSkBQD+AuY4P8BpJnDMz0lTYDuYALqkIWDuJ5c0C7jsBkpNmZWqJuf+kpKARWTgX3CBHvjKfG+Ly1wTfgD+gKWm4NzxEQCE+C40+ilYm6E2cMxuKPw5wLSJF/CP8EO4D5nAsUFX88EQKXAtVpgYyEofcM74Wqil+Tm+DeASCGw5jvFh8PvMNyQtgx0TYAwUBjrjkyEgwN/kewHFLLZwf4Pg2AAs54Nvh++I4t5ALyDZFMIUI6YP+Dl9jK+Mj4VfGxQa8L2cJ9fAPQbImt/Vr18/f274oPQDY4x+YSGFBQb8PnaD4seaj9m1a1d/Tang2BYh8B8R7zCeOX++g/4OFsfj2liU4Xz5O0s5iJCDxQ++n/vEtZpSnT4nBYfSmlWOCRzLZDJZhRpQLlg0BScAhxdgWKjhZAHg7LsJOMgfp6IVxTecQBzTYN5cnEXURTiY2agBMoFjHPOgOoV/yf3G31pQEgTH5JyzLX446wSqqU4l34vSx86V4MSUrzWBY5xy+x2f5VwIfKzxO8aZqSgIlnC+U8ExqSiCgSbnR6E5Cy5w+An+OC5FIy2XMY4yuQs5V8AwP8PhJx0Ex8UJJ/Ai+CCdBn+P882zQD/icFswRTDAIk3w/Gn8vZ0/AS7bPDm/IDjmOoNK5WzBMdDbAn/OnUCG7woeP7gtkeCcYEJqEplMJisNM7hqalga73bm2ULykpJmCVhl8wOLn+xmiiqlEemj2P4fhKXMv8y5tX0O0Meci9/AfA1YNWN+RLlqwK8mcEwaLuZjfCDbGYXPbCkRzOh/lK+WsoK5n8+lA8dAZc7JIB5ADwhths+MDwaoZocWfcC8HATH+DacUzAHMKDR/CXOhXNnbABvDQoCHK3OhBk+jtWbQIXKtdXkAwTBMT4N4Bj/hOszn4X7xPdkAsfsdkJNi+9DP1gKMzPOm3M134bzslR6+L/AbgPH7BKzOAOADCymfwC906ZNq/YMAELZ+WWQH2CPf5cKjln8D+7OwqezPuJ66ANANQsK9LVdB1CVn7OIg++FT0vje1HAcx8Zi5YmjOuzWhlAbbtPpCBLLUjJGKW/TWRA6gvGWBAccxxU++lEBsHiePRRsL8RoJiqmoWKYL0NjOsxf5pzk8CgckzgWCaTySrQWLlGCRHMJYaDjKNcDENligojWCgPx5uiJ1qdLp7heJKf1hxICxIIGgiYsrVM4BhjiyNBizmSKFs4RjAfsoHjYJFFFD6oglPvN0EFjr59HwsKdq6ZwDGBCwFNanqIdC0IPkktkQqOyQUY7Bu+n2Im6cAxCg629pmKmVQTCxcurAoqCDgpdGJ5gwl4UPDY/WDxxOA9wUYu54+qmmMRNAXBMd+ZaQGmJnAMeE+XOzDT8QlKUVALHMtkMllpGPAKKGXvceAQc1gwrVM+xjzE3BZMQ8b2e/L8hjlH8N2oZcm7awufzOWWTqs2fxKgxt/yORZGU/PZ8v2ojg8//PBawTFqXSAccNIAMP4KKRWAb/g1+Bp8xs4VP4g+Yh5OB44B8nwG8Mm9YhdgKuDHD+FnHBuIh28SBMd8J3meg33B702pzD0DSHLdpPgyP4DFBcA2523njt9kogD+m1RjNaWrSAXHqIM5T/rQfo7vgv8GrDTfKAiOSblloJ1Fd/4/NU0WY898S5S4LBhwvUDLIDgOClR4FlAL8yyQBoT7wqK/XS//zaKKiRioFYFPzbgyH4/fAZxtVxxG8WBTiNvuMX7PvcF3Nl+NGAj1P/eae0uaDcYJ58J54Z8yNqxPGGP4x1wXxe3M7+RYds40vgc/0I5DWg985VTFMdfLIkTq88n/IyxJB44B1IyJYCoMG9t27GA9DJ4b4kn5iZVhAscymUxWYYZzA6DDMbIAAEjFynJQsVCoAd/YLmcOCA4YqRNwlmSFG6kP6E9zLnEicRpJWZFrbtqawDFmCqZ0RTKC4BgH28YVQRoql9RCPKhLgM/mrLNN08ZdTYpjCuJY0EqgBKQmaAHIWiNY4Zj8S2oUFjAKAcdWqAelMNdOUEk6DP6W4AtFSTAFBTmEUSBxT/h71M2myCIYsW2RBJUEFVSDD54/WwI5f/6lEA7nyXkEwTHOezDwzRYcs2hjW0Gt//hZpuNb/8lkMpks+QYwAzgFU1Swq4wF3GIYC4mAR5uLmMPx8dgZE4YBIFmYBV6Z7wE8BA6yGygbA86SVoPPImRAPZqafoH5znbI1QSOWchlTr7++uurpe2oqQH18GsAi/fcc88vwDHzLoVxuT4AIru2sqkHklocD18oCI4BuPZ7/CaOgwgAtW4wlUFNDajKrrF8wDHXS/0Urp/fAUqpn2I+SBAcT548uQrEop4lBUrqggDfa8WaGQNAfPzcmsAx98uKKWfT8KcBvUFwjC/Hbq2g6hbYb7/HDzRwjOHXWV5i/EGePa4J/xCFPmOAPuFz+F/AdPMXUZsDbvG7UMlbzuvaGiIM7gP9EQTH+KLpchDXBI55xrk36YrxZRojllJNVv4mcCyTyWQVZjhlFMKwiR+HBgej2FWycTaD1bHNsSx0y6TMeRgZVI7gqJIzLXXbYbHAMfeLYhnm9GcCxzjUlj+PccXWv9QgDQhtOdIIcJ955pm0OY5RvQAvLWjBmQ8qbFIrhWM43ARHqIxIRwG0LhQcc21WPI/+ASLjqKN6IfDh+jp27OivhQAA9TF/S2AZzN/MOfHd9AvnQrAUVLHYudj5Exhb8JQPOCZIpm+tj1DfGLhm3NC3qcEZf4tCmmum32orjCOTyWSy+A1oxHxj+X9NEEA+/GJuJWexE9Bpx2C+w6dLncsKNRaTSb9g4A+QxTwMQMxlQRMFJ3DbFqPZZk8KAzPmOOC0KV5rUxwD2Lp161YFRPk5u77YfRRsKJtpgGrAOvcnneIYsEg6LK4P/4Gie6mpAegLFONcC74L35UrOOb3+ESARVtYwC8CZqaeN6m7+JeaC7XtOsoEjs3nABabeAQfxoBkEBzT36aO5pxNPRs0+sV8QyA06ST4m5rAMcpg7qst1gNjAbfprhfgi79EXxcCjklLYgIH7gv3nzQofA/iB/xW88PIZ8yzhD+Jv2s+IX5YsGAeKUrIMZ5ujPEv54/PmAqOETkEU1BkA45RXAfvGak8yBOdemyOyb+MEdJ4CBxXhgkcy2QyWQUZjiPgzLai0Qg0wtpuCPxim2TweDhBxVLAVKJxn5544olqQJ4+BbqisGCbnzUCHfoaCJjqiOcCjjEqNxMkpSoRguAY55N8fRaYEHQRWNhCAVASxYuNBxx+FNIW8ATBMc40jjGKXr6X7XBt27at+iznSODFddEnKNn5mak0+CyAvVBwjOGMB8cwDVhs1d5JDRJMy0IjYAEC23NFH/AZ+x62/HHtdl8IDFGcWN/Rj5bXLltwjFrYwDH9R/BB4GdFZlgwshQhfCe/s+skHzT9a7/ns8WGATKZTCYLRxCAsjaYooL8o7zji2nMxQAvA6Cmagb2FcuYd/BxDCYyZ5ImKp/dasyhKITxC+gboBh+khn+AUDR5tfachwzX7MgbvUKLrroorR1QcxnYa4GBGYqjsf9IQ0H/okVTTO/wr4HFTmwFCBJmgx8hVzBMbujDEiaIhaIjsI21fAVOAf+rclvrA0cY4hHrDBhsAXBMf+S8sBALfl9UxcHgrmZybWNX4hvlQqO6Svz7/BprJ4G30s6j1Sfhv8HltKnfBffGcxxnCs4tvPBj+IZ5O+4t/QBfjL3E1gMmOV3Bm+5V8RL5i+yE8/uEyKR1BzHGH4d98l2pqWmqiD2ygYcc772d/yOsWl+IGM9dSEDo8/Iz80YETSuHBM4lslksgoxJn8qNNuWMBqwjOIJ6ZyLYhlb7gGbdkycFVbCrbiFLDfDWSTQCYJMHOZ0aSRoOLaAzZqqY2cDjnFMqcycGgQEwbEFsFboxFRPAEv+jgDDjkEQgAIjGGQQmAWL+uC0EzyiBsFRZSyRV5FrpRFMtWnTxp8vwZOlvyAVBkEZgVQxwDGKpNSq2ChJ7LkhEKVfgveAYDW1cBBVtjl/6xvgP/kXaVyLOesoVMjraEFbtuCYvH/BfNcEyxyP7ZAENOQr5LvtPPkdQSv9RxBj58V/B6G3TCaTyZJpzAcoKYM7gigOy3wahjGPscho8wU+HWkJgkVnCzHmMeoq2LUcc8wxPsctak7mMHbL0IDVqEM5bqa5Ch8AYQRA2HbYobAETON/4D8E007UBI75OXMy/1pqC+bTBx54oGqux89CgY3fgj9CP5GeKxM4NiWyzdvMySjHzS8CSpLqwHZxcSz8jlzBMfAztXAin6MPTJFuqU5IBYEvgg+DyrkQcIwaFehvKdXSgWOOy65HWzRnAQS1MOdLvyF+ALbSnzTGuqmKWZAnV7H5fkBlPsszgXqYnXJ2fxEtBMUG+Hmkk+Dc+Bv6hnMvBBxzvogWDPpao0Cg5QK+8sorq6WToSEaCPqLPAPmU+IrI6owAQZjjFzYjD2um/EMxE0tjpctOEbkwPFMzc74tfgCxX8wdQjHAWRz/oxH1MjpwLKsPE3gWCaTySrEcNJwnMzZxyHBqQ1WmA7DcHaAbEHwBjBDVZBNLjdZdUN1g6NoW8lqawBHgo3awHFQjYrjnlopHCNAsyrU9v2m/jDDcUbdQmBl35faUOuQUzu1yBtwmDGamtsN5ZSppnGgCVTSXT9jGieY7YDmyLMtlWIfdi4EuBwneL5suTM1CwCXZyIIjikwEsyVx/UHU2wAWU1FYn/D79M51OQaBKxboJPaCCwpZBdM5xKsUM4iTKbieARL3LvUfme8WFVwAk4Cx0w57AiI6L/alEYymUwmi9cMjBq8owGcHn300dCADnAJ/80UwTZvMG8VOm8AtVA5BhdAbaE43XyFX4kgoqbjMl+yYGzpJYINeEbfkXIjW3CM34rqmkVxfgckpEAeKTH+f/buA8yJqm3juPq+FlTsINjB3kXFgoBir9jFgvQiSBGVroAoNooivShIb9KkCdKkdwTUFwtiQUQRQVFAhee77rNOvmQJC7ubzGQ2/991zQUKbCaT7ObMfZ7znFKlSkVCQ01Gq3JU1bN7Co5FRRSaPPY+t3UuGo8p1NZY2Rsr6N9olVLmzfGyExwrJFZo6K1M0nXW6ieN69QKxGuPoN61ev57ew/tLTgWhZK6ftHjo+jgWFQUEN1bV+8tFTNofKlz8f6tKsb177zxmZ6zJta9MaOuocZqurfRuEyhffTYTOeq66qvrb/nXXNdb1Uo57biWDS5oXOOfp8pTPZCXBUiRFfs69z0NaIfQ89PbUS8wF3Btl6nRx55xF0DL3jW4+t7UY+/rxXHohY23jhe19zb5FGvld6vuu7e+07vc43L9R7RJIb3Gul9lbnIAnkbwTEApAHNJGuJmzdY1KGlYQq3/AiIFCxqwBM9cNQgJF44iaypurdBgwYxOx1ndaiaVEv0suoLqBsr9VDT4Fn/Rn3i9lRpouBTbRS8r6+boXi9ldVzTdUrqvbVYFOVNKqCUrWFKhj2dEOikFaPr0Gy/r4O7cgdHZaq4klLLrVEVkGvbgZ0Y6Kll14/wej3vnoSes9NlUteiCoa9OpmRzcT+nNVfui5R1cw6VxV5aJQVn9Hm6jo+XkDZn0PRf+5qmei20Bkpuulc1KljFrFKOzWzY0qc1RFlXlCRasCvPNXP8WsVgjo5kfXT+8P7/rpBiT6Zk7nrmoiBep6XfT4Cvr1//S9yo0AAKQ+fd4p1ImeKNZEqz5Hk0lL+/V54YVUCtH0uRevbUN2KNjUCpl9nRjXhG/37t33uiGwJovVl1WftxoHK5DTBLYCZa2k0udk5uBYYZ5Xqaw9DRSSeuNlTaJrJZTXrzbzeSk01tjIawWhz1S1W/BCZY3LooNThZUKMzNXoupQgKfPZ21U5z1PhYVe5bCCPfWejg6OFSx7wb7C9VGjRkX+rQJVjcMyV8V6h0JPTTxkXjEVj0JVrz+0Kt71uJmDYz13XStVyHqPoVBbPZCj/47uRxRee6vDog8FvJo0V/u1zO0mVEyg8Dz6ddDKSoXGotdToag3+R596H2mFWpehbMX/Hob8ena69pFP6b+rrfyTiFq9F4WospihbvRxQEaN3vjOk0YqKrb+zNdP51r5j0n1J7Cay0S7z2mMDl6U3O9N3Vf5T1P/RyIHutGU/ita5S5gMArGtAYUavR4l2z6MkICgzSC8ExAORx+mDXDLdmyL0PfVVeKOhKZouKzOegZWDRVTEavGsWfk8DG+QdugFR8Lu3m7vMNJDOKsTUnykY1k1cdr92qvD61KnCONGtIXR99hYC6/rp8cN6/QAgHWnspDA0uiBAE5AKEf2gfRRUYes9tgJMVQt7QVZOKCxTEKwqUgVXezu0bF7nkTl02xN9zqpqVxO0Cr/178aPH+9WAek5KKDV1/PCNQXLehyFvgrpoz9PFQQqEFQ7BE3q6msohFRgp9cgenytz3YFjPozfT1VfKqnbTSFzNoQUOGfgmydi1p2aJyceZM6hZsK2PW19PheJbJHra68P9dkuJ5L9DXSazRo0CDX9kyBrN43CleffPJJ1wZkXzew1uM+9dRT7nE08a3HjbeSUJPxmsBWVbb+rib5401u6Hmq/YFCdBUD6DooZNf7Sm0S4o2RNHbRKjeF4Wo9oaKDunXrxhQ06LXWddQki76uAmoVNahNmValRV87FWfo36tqWUUC2t8jenykCnHvz1VEoUKI6D/X19J7WH/mvT4K673H0Htcz9F7j+s139N9kJ7viBEj3Ot0/fXXuwkMfc/pvBSiR19rvb6dOnVyRTr6umpnkTnEj6bvAZ2bqot1LfS+U1GG9z5RGK4JBD1PvQ6qvlexhl47r/0K0gvBMQDkcVp6pMFU9Ay7BmIaSPpJg2INMKP7yWkApxluAAAA7NtkvCr+vMDTC27VFmxfQ7/cUnWw+qFGL8tXP+Jk9VbOCQVrqhxW8KaATK2qoit99ecKD71WFfo70ZWw2XkctQNTUJeIQE3BrsJEPyo6dc6awNbKqlTa10DBu9fmI9FfV6/Vvk42pAq9x/Q6JaPIYG/0Oqj4gwrj9EZwDAB5mAYZqiyOrkhR1e+QIUMCGSCqkkGz5t65qC9ZjRo13PJ6AAAAZE1tvh577LHIUnMt5Vd/U783HVZ1ZvR5aGm7qhj3tqmaXzTOVXCs1mzR10kbrqktkypD1b7C61XsbT4HAIhFcAwAeZSqB7Q0ThtORPddU5Cc1UZpyaTlXFo+5fUP06FeX9pAJKslVQAAAOlOwaZaHXgbunqVvlq95ffy8cwbtenQpmN9+vRJmc2P1cpKy+ujr5f6zypE9nrHKjRWS4fojX4BAP+P4BgA8ihtwKB+YtGbjGjnZvVpC5L6mqkXmrfpggbu6jsWvXwQAAAAsRW0alERXRBQsGBB1+vYrxYVmWkJu3oBH3rooZENw1JtTKe+slpppw1sFSArONah1mnaJLZfv362cePGoE8TAFIWwTEA5EEaJKuyOLqfsDbHUxVI0H29dOOjyhhvF2tvN+aXXnqJjfIAAADi+Pzzz12/Xq81hMJPbWr12WefBXq9tCmaNoiL3oC5TZs2KTemUxW0NoPVJmDa4Et7byhwZ6MvAMgawTEA5DHavEA93S655JLIID5//vxWr169mF2Gg+693LRpUxcYe+eoXY7ZKA8AACCWQlht5KZQ1hs3XXnllTZhwoSUaI3WqVMn13rMOzeNQceMGRP0qQEAEoDgGADymIULF7qdob2KFB1anrdo0SJLJQsWLLDbbrst0mNOlTPatCToyhkAAIBUMnHiRLv88stj9qxo1apVymzmtmrVKnvkkUfsoIMOimxEp+pobaAHAAg3gmMAyGMtKl588UW30Yd3c6FNS9S/TZXIqUQtM3r27BmzUd6JJ57odrkOqlcfAABAKvn000/dxLom2DVW0t4VKhBYsmSJpZL33nvPLrroopjNjzWmS5WN8gAAOUNwDAB5hHoHqyJFSxe9QXu+fPmsbt26rqdbKlq7dq3VqFHDnad3znfffbctXrw46FMDAAAIlCqK27Vr5zZ188ZJxYoVcy3JNO5LJb/++qu1aNHCjjrqqMi5amXZ/Pnzgz41AEAuEBwDQB6hZYIPP/xwpPWDWlVcf/31NmPGjMQ8QBJuUHTTM23aNCtdunTkJkM7czdr1sx++umnhD8eAABAGGiMNHXqVCtZsmRkjKQAuWXLlinToiIztUW78847I2PRww47zJ577jm3twUAIJwIjgEgD9CAXDtYR1ekFC1a1Hr16pWzFhV/bTP78WuzeaPMBrUw61TFrG05sy41zd57zWz2MLOvlpn9mfsbl99++81at25tBQoUiJz7BRdcYKNGjWKnawAAkJa++uortypLrSm8vSDuv/9+W7lypaWqbdu2WefOne2UU06JjOkuvvhiVyG9c+fOoE8PAJADBMcAEHLqFTx69Gi3dDG6RcWTTz5p69aty94X2/mP2TerzIa9aNa4uFnV/TOOygf8/6H/rrafWb3TzXrUNls2xWzrplxXqGgDP69CRZuqPP744/bJJ5/k6usCAACEjdo+tG/f3goVKhQZ251//vk2cOBAN+5L9cC7SpUqkY3yFHw/+OCD9vHHHwd9agCAHCA4BoCQ047V2rna2zRFx80335z9nnLbtprNGmb2fBnbpWA4c2Cc+YgEyEXMejxp9uWSHLezUBVK//793UZ+3nM4/vjj7Y033nAVyQAAAOnSomLSpElWvHjxyJhIfYObNGniNkHOtr+2m63/ymzue2YDnjPrWMms3cNm3Z4wG/KC2fQBZmtXmm1P3MbE48ePtyuuuCJy/grA33zzTdu6dWvCHgMA4A+CYwAIsd9//906dOgQ0+bhvPPOs3fffTd7u1grNJ7a16zR5XsPjOMFyFUPNOtY2WzN8hw/lx9//NHq1avn+uFFB+Bz587N8dcEAAAIk2+++caNh7yKXe1Zcccdd9iSJUuy94VUmfzd/8zee92sydX/P2bbbQy3v9mzF5u929hs9fyMdmW5tHnzZmvVqpUdc8wxkTHdLbfcwpgOAEKI4BgAQlyR8sEHH9hVV10V06KiTp069sMPP+z7F/rnb7OFE8xa3hA/NK66f0YFcvV/jz0Fy9WPMetV12zd/3L8nGbOnGnXXXddzPNRhY1CZQAAgLzszz//tO7du1vhwoUjY6GLLrrIhg0bTnwjLwAAIABJREFU5sZ9+0zVw/NG/ju2O9Csyn57LwLQGK9JcbPJvXLdgkxWrFhh9913X6QN2SGHHGLPPPOMrV+/PtdfGwDgH4JjAAipVatW2aOPPhrZNEUD8+uvv96Fr9my/muzt582q37wbjcSu6odktHrWMsZR7xqNriVWZu7bdcTheJXrdQ6wWxUW7Pff8nxpipt27aNuWE644wzbNCgQTnb5A8AACAEFAxPnz7dSpcuHRkDHXnkkdawYUPbuHHjvn+hHX+afTTErOnVew+M4wXIT51nNr6L2R+5axWmXsxvv/22nX766ZHno5ZkgwcPTvk+zQCA/0dwDAAhtGXLFteiQn2AvcH4qaeeal27drW//vore9XGc0eaNS+5+81FjaPNutc2+2ppxk3Irp22S3//1x/NpvUza3Ht7uGxKpM7VTBbsyzHz027hWsTFa9nswJxVawsW5bzrwkAABCGFhUHH3xwzltUaJy2SKvIrs86NPZaVOxhpZk1ucps5qCM/si5oBVwdevWdSvIvI3yVPSg4gcAQDgQHANACKki5dprr42Exoceeqg98cQT9u2332bvC/2+yWzoixmVxZlvHN7MIgBWT+SJ3c0anB9706GbFN2sLBxr9k82AuxMVI2iXs3e8zv22GNdUK6ezgAAAHmtRUWfPn2saNGikbHP2Wef7fasyFaLim8/zVglpvYUuwXC+cyaljTr39zsw3fMRr5u9vI9GavF4q0i61QlY9O8XJoyZYqVLFky8ry0qozNjwEgPAiOASBkvvjiC6tSpUqkIjd6E7ls3VzI18szdtfOfHPxzEVm0/tnVBjvyeoFZm3Lxd6c6EajYTH3b21HzjdX+eWXX1xv46OPPjryHNX7eOrUqSxvBAAAecqcOXPspptuiox5jjrqKNei4ueff973L/L3X2azhpg1vjRjBVj0uK5mIbMuT2RsYhw9Vtzyk9m4zmbPFosNj/X7Zy4wm9zTbPsfuXpumvRv3769nXjiiZHnp3Yc06ZNy9XXBQD4g+AYAEJk69at1qlTJytUqFBk8H3SSSdZx44ds9eiwrN8qlnrW3e/WXilrNkne+mVvO5zs551bFe1w2P/baNLzWYMyFVwLPPnz3c7cHvPU0G5lnB+9913ufq6AAAAqeLrr792GxsfdNBBkXYOZcuWzX6Lrl9+MBv0XBaryJbH/3dbfzUb08Gszmm7jwdVdfxN7ttKrF692sqXL28HHnige456rrVr17a1a9fm+msDAJKL4BgAQkLVxJMnT7YSJUpEwlT1watcubKtWbMmZ1908QSzVjeb1Trp/48nTjDrXMNs7Yqs/+23n5h1rRl7gxJpVTEuo89eLpdtqj2FgnHv+RYpUsT69++fs5AcAAAghWzfvt21qDjllFNiNgXu3bu37dy5M3tf7OuPzTpViq02dpvdnWM2oWvGfhV78ulss9fu273FRbOSZgvG5Pp56rlo/KbN8bznqbYcasXB5scAkNoIjgEgRBUpqs7wNk3RoT7H6necY1t+zqhA+Xxh1LHAbN1qs+1Z3GBomeP8MWbNS8VWp+hmpWNFs69UJZPNthlxfPnll/b444/HPOdbb73V5s2bl+uvDQAAEKRFixa56uLoPSs01lu/fn32vtCunWbLppi1vjlmU7xdGpe1ut5s0fis//3G713v413Vj4kNjlVQMO4ts79yt4pMfvzxR6tfv757jt7mx+XKlXObIgMAUhfBMQCEgKpve/bsGVORctppp7m2Ffoz3ygwVq877dj9ctnYamMFyLrB0GYrv29M2EOOGjXKihUrFtP3r02bNrZp06aEPQYAAICf1q1b5/oYH3LIIZExzo033pizyfGd/2RM6DctEaf92N1mn3yU9b/X2G7sm7briUKxwXH1w8z6PGu24RtLhNmzZ9sNN9wQeb7ay0Jjus2bNyfk6wMAEo/gGABC4KOPPrIyZcpEBtrqEVepUqXk94ZTuwndLGgjvI+nmk3ubfZWFbP65+y++7aWN7Z/1OyLxQk9hS1btljz5s1dYOw9/1KlSrmN8rK9jBMAACBgO3bscK0b1ILLG9uceuqp1rlz55y149J4bc4Is0aXxwbHOl6+Z+/BsfalGPfWbsGxKxDoUjOjPVkC/PHHH9a2bVsrXLhw5HlfccUVNnHixIR8fQBA4hEcA0CK++KLL6xatWpuczhvad/VV1/tzyBblcPvvWpW90SzmvubVd9v9xsSHfXONnvnGbOv99IXOYeWL1/ulnJqwxhvozxdE10bAACAMNEGwLfddpsb02lcky9fvtztWaGJ9KWTM/atiBqnuVYVL9yQsadFVjZvMBvygu2qcdzuY7wOj5l9ucQSOaa7//77I+NabZRXs2ZN++qrrxL2GACAxCE4BoAQtKg4+eSTI5UZqtJQtca2bbnvN7dXv/9iNrq9Wb3T4wfG+n8NzjUb1c7sl2z248uGf/75x7p06eKqcbzrcMIJJ1ivXr3cxjIAAABhoF6/zZo1i9m/4brrrnOry3JF4e4bj+6+Od4z55t90COjqnhPvlpq9mYFs8qZNsfb14rlbG72PHz4cLvooosiz1+t2Hr06OFv+zUAwD4hOAaAFLZgwQK7/fbbY1pUaLM436oy9hYcu5uSA83qnmnWsbLZ0g8y+uQlgTbKq1ixYkwvwJtvvtnmzp2blMcDAABIJLWhGDp0qJ199tmRsYzaVXTt2tW1r8iVH7406103Njj2xmmdq5l99+keTmq72dQ+Zg3Oj9lYLxI8v3BzxvgugX799Vdr0qSJHXHEEZHroJVlixcntt0ZACD3CI4BIEX98MMPblB9+OGHx/SBGzt2rKvA9YVrVfGaWd2TzWpok5T9MpY9xguRdbPR7GqzGQPM/vw9KaeTeaM83XCwUR4AAAhLQYBaVHjjGI3xateu7cZ8CZnsH9XW7IkTdh+j1TrFrE9Ds3Wfx/6bbVvNZg83a1FmD8UB+5s1L2m2YLQlmkLiO+64I9Ku47DDDrPnnnvOfv7554Q/FgAg5wiOASAFqf1Cnz593NI97+aiYMGC9vLLL/u7jE+brfzyvdmXi81WzTCbOdjs3aZmz19nVv2I3W8wFCq3KG02b5TZ37msnIlj69at1rp1aytQoEDkulx55ZU2fvz4nG0mAwAA4IPvvvvOGjduHFMQoD0rJk+enJgH2LXLbMkHZq1u2L3qWP2Oax5n9tIdZqPbmc0bafbh2xmVyE+dl8Wqsv0zigL09xNM4zZtBhjdjk3tK0aPHu3aWQAAUgPBMQCkoNmzZ9sNN9wQ06LiwQcftFWrVgV9amY7/zH7/n8ZlSu1Top/o9GzrtkPyWmnsXLlSrv33nsjG+WpUkUbynz+eaYqGgAAgBTw999/uxYVZ5xxRmRsd9JJJ1mHDh1y36Ii2pafzEa2Natzyp7D4D0dammhI3Nw/FwpswVjLBk0dlMLNm2Q5413H3vssdQY7wIAHIJjAEgxP/30k7Vo0SKmIuXiiy+2ESNGWEpRL72edW1XtcN3v/locrXZgveT8rC6wdJGeeoJGL1RXvfu3dlUBQAApJxly5a5SW9v3HLooYda9erVXRVywm34xmzQ82ZPZiM8rnOa2Sv3mbW6effgWBXMSyZZsmjVWPHixWNW2HXs2NH++CM5e2YAALKH4BgAUsi2bdts4MCBdu6550YG0IUKFXItKn7/PcF9g3/90WzlDLP5ozMqSXTo99o5e8s+9pebOcjsmUvi9NI7yWxK74zq5CT49ttvrWbNmq4fnnedSpcubTNmzEjK4wEAAOTExo0bXZut6DFLqVKlbPr06cm7oJvWmY1qZ9bgwozwN/Omd177CrW0UHVyv2ZmHw0xa1tu97D5tfvNPpuTtFP97bff3PU57rjjYjY/njMneY8JANh3BMcAkEIWLVpkd955Z2TgrHYMalGxevXqxD/Yp7PNXrnfdlU/5v+PGkeYtbnd9cjbpf7Gez3h8WbPx9lQpWbBjA1a/thsyTJlyhQrUaJETPVO/fr17euvv07aYwIAAGSnj+/IkSPtggsuiFkl9eqrrya/onbHnxn7U/R+yqxRcdtV/WCzGvtlHNX3M6tbJKPK+MM+Zps3mC39wKzl9THB8a5qh5h1e8Ls20+TeqpLly61e+65J9KGLF++fNa0aVO3Cg8AECyCYwBIERs2bLDmzZu7ANS7uTjvvPNswIABtnPnzsQ/4Or5Zq8/tPuSxMbFzab3N9uxbe9fQxXKzUrGCY4LZVS6/PGrJbM6W5XYxx9/fOR6nXnmmTZ48GA2ygMAAIH79NNPrXz58nbAAQe4cYp6+aqnr6+T3H9tN9uw1uzTWWbzx5jNGWG2bIrZ1x+bbd2U8Xe0QmxqH7N6Z8ZWJNc42mxIq4zeyUnuAd2rVy87/fTTI2O6c845x4YNG2b//JOc1WsAgH1DcAwAKUB9exUQRw+Yjz32WNfreMuWLcl50G8+MetSc7cexbuqH5mxZHHjuqz/vXa8ntQzoy/ebq0qTjCb3MssyYN9bapSrlw5++9//xvZKO+RRx5hUxUAABCoX375xV577TU7+uijI2O7K6+80iZNSl6/4Bzb+H3G2K/6EbHjufrnmE3ta5aMAoZM1O+5Ro0adsghh0TGdBUrVkzOqjsAwD4jOAaAFLBixQp76KGHIjcWqkzRkr2VK1cm70F//8VsxKsZ1cGZq46fL52xuZ3C4T359hOzrrsHz+5oVNxs3ihLtl27dlnfvn3trLPOilw73aBpl3L1zAMAAPCbVopNmDDBLr300sj45KSTTnJB8tatW5PzoH9tM1u70mzRhIxj8cSMlmIrp++9GEA9jNXLOPN48NW7M/a+8ImumcJ175qdfPLJ1q1bt+RdMwDAXhEcA0DA1L/tpZdechXG3kD5wgsvtCFDhiSnRUW02cPNGhaLs1nKIWYdHjP73/z4VcO/rDcb/rJZ3dN330RFG7B0qpJx8+IDVajUrl3b8ufPH7l+JUuWtGnTpvny+AAAANE+/vhje+CBByLjElXRqno2qS0qVBCgNmFa9eWNzfTrU+eYje9qtv3P+P9u669mYzua1Ysd07mx4LuNzX75wbcXVxtBt23b1k488cSYzY+TupEgACBLBMcAECD1dBs6dGhMxewxxxzjeh1v3py8jeUi1q8x61U/7k7b7lD/4sGtMipWvl5htnqB2eTeZu3Kxd6YRFenaFnjxO5m2/yrDpk1a5aVKVPGLWvUNTzwwAOtevXq9sUXX/h2DgAAAL/++qu1a9fOjee8sZ0qj8eMGZPci6NNjeeONGt6lVm1/WLHZ2+UN1uzfPd/o5VliyeZtbohY+I/ejz3wg1mC8aZ/f2Xry/qZ5995jaG9jbKO/jgg93mxyoUAAD4j+AYAAK0ZMkSu/vuuyM3Fhok33bbbTZ//nx/TkA3Gdrg7rnSsTcMUTcOu6r913bVLJhRXfzkaRn973RDkTk0dn//QLPuT5p9v9r3Xcs7duzoljR61/LUU091bSy2b9/u67kAAID0pI3cxo8fH9OionDhwvbqq6+6TX2T7vOFZu0e3m2MtqvGcWadq8WGx9v/yGhn0eau3Vee1TzObOBzvlYbe7Tarn///nbuuedGrmHRokWtT58+/lxDAEAMgmMACMj69evt+eeftyOOOCJmB2kNltW71ze/bzIb84ZZvSK7V6hk59BNSps7zVZMzdid22dfffWV26lclSne9VTfaPWPBgAA8KNatkKFCpEVUNq8V2MR31ZAbd1kNu6t+K3EqubL2IOia02zvg0zAmatEos3nlNv41Uzs97rIslt3OrVq2f58uWLbJSnzZCTuvcHACAugmMACICqYAcMGGBnnnlmzKZuzZo186dFRWabfzIb18Ws4aXxK4n3Ehjvqn5kxjLIz+bF74nsU4WKdiq/+uqrI9f08MMPd/2jtbM5AACAny0qLrjgArdnha82rDXr18xMVcY5KQJoVsJs9jDfW1RkNmPGDLv22msj1/K4445z/Y8DGScDQBojOAaAAKhi4uGHH45UpOjXO++805Yvj9N/zi/eksW25WxXzcK2q9p+7titLYV+r/+vo2Z+s8aXmY183eynbwKrTPFs2bLFhe8K4aP7Ck6cONHfKm4AAJBWLSrGjRtnl1xySWT8UaBAAWvZsqXb8M13335i1u2JjA3uslMQ0Ly02axhZjv2sJGez0UWr7/+uhUqVChyTYsXL+6KBAAA/iE4BgCfbdq0yV5++eWYFhWnn3669ezZ0/XqDdxvP5vNG23W+ymz1rebPVssY8njE4XMap1k9tR5GTcWb1QwG98lo59xAK0p9mTu3Ll2/fXXR67tQQcdZNWqVbPVq/3tuwwAANKDWlForOEVBGjPinvvvde1rgjGLrMN35iN7mDW5CrbVf1gsxr/Tvp7QbJ+rf7v/3vyFLNOVcw+nWW7tP9FilC7sQceeMBteuyN6WrWrGlffvll0KcGAGmD4BgAfKRgePjw4XbeeedFgs2jjjrKGjRoYD/++GPqvRZ/bDZb97nZV8vMVi8w+3yR2TerzH79wezvHZaK1LJCIbzCeO8aq1qlW7dutnXr1qBPDwAA5CGqKO7SpYsVLFgwMu64+OKL3XhPY5JAaWJ/7YqMlWFvVjB74ZaMgoD655k1uTpjY7y3nzZbNNFsa2q2gBg0aFDMuFmbH2ujPDY/BgB/EBwDgI+WLVvmKlC8ipQDDjjAbrnlFluwYAGvQwJ9//33rvLH21RFR9myZW3x4sVcZwAAkBBqg/Xhhx/aFVdcERlvHHvssda8efNgWlRkRT2Lf9totn6N2brVZj9/Z7Z1S0pVGO9ppV7jxo3tyCOPjFzju+++25YsWRL0qQFAWiA4BgAfB77q1Ra9aYo2x3vnnXeCr0jJg6ZMmWLXXHNN5Fofdthh9sILL9jPP/8c9KkBAIA84NNPP7UKFSrYf//730iLijvuuMMVCiBx5s+f7wotvMILbX784osvurE1ACC5CI4BwKdNU8aOHRuzaYp2h9ZGbhs3buQ1SII//vjDWrduHbN09JxzzrFRo0a51wMAACCnfvvtN3vzzTdjNuRVi4oRI0ZwURNMbSk6derk2lR41/qCCy6wkSNH2t9/p3bFNACEHcExAPhUkVK+fPlIpYR+vf32223p0qVc/yTSMsY777wzUgmk6/7oo4/aqlWruO4AACDHZs6caSVLlowEmQUKFHAtKjZvTs1ewXlhA0KNpbVBntfujTEdACQfwTEAJNmvv/7qWlREV6QULVrUevToQYsKH6gViFqCeNf++OOPZ6M8AACQY2vWrLFatWq51hReiwrtpbBy5UquahKNHj3aihUrFhnTFS5c2Lp27epWmQEAkoPgGACS6K+//nLL6LSczhvk5s+f3+rXr0+vXZ+op/FTTz1lRxxxROQ1uPHGG23WrFkE9wAAIFu06V23bt2sUKFCkXHFueeea/3792dc4UN7EO1XEd2G7KabbrK5c+cm+6EBIG0RHANAkpfVVatWLVKRouP6669ngOuzjz76yEqXLh15DbTMsUmTJrZ+/Xq/TwUAAIR8o7abb745MqY48sgj7ZlnnqFFhU+WL19ud911V6T92yGHHOL2DNmwYYNfpwAAaYXgGACSZMuWLdaxY8eYqoizzjrLevfu7Tb5gH+0hLFNmzYx1UF6Ld577z02ygMAAPvk22+/taefftoOPPBAN5bQHgras2Lx4sVcQR9X86k9xWmnnRYZ051//vmM6QAgSQiOASAJdu3aZdOnT7drrrkmMqjNly+fqz5et24d1zwA2ojwjjvuiFR/s6kKAADIziT022+/bSeccEJkbHfRRRfZ0KFDmYT22ffff+/G1AcffHCkx3TlypVt9erVfp8KAOR5BMcAkASfffaZVahQwYWTXkipVglTp07legdo8ODBrirFu+E75phjrEOHDiwvBQAAWRYEaG+E6667LqZFhfZQ2LRpE1cuAJMmTbKrrroq8noo0O/SpYvrQQ0ASByCYwBIwsYdnTt3tuOPPz4ymD311FPd//vnn3+43gHSzV2DBg1iNsq74YYbbM6cOe6mEAAAIDOtFmvatKkdeuihbuyg/roKkTV+QDAUEGduQ6Yx3ezZs3lJACCBCI4BIIF27tzpKlJuvPHGmBYVVatWdX3xEDzdUJQpUyZmU5VGjRq5ZY8AAADRtm3bZgMGDHBFANH7JLzzzjtMOqfACr8HH3zQ9ZrW66LWFSoQ+O6774I+NQDIMwiOASCBvvrqK3viiSciA1gd1157LdUPKbapSrt27ezEE0+MvEannHKKuyncsWNH0KcHAABSyIIFC+yWW26JjBny589vderUsY0bNwZ9ajCzfv362dlnnx15fc444wwbMmSI/f3331wfAEgAgmMASOCmKd26dbOCBQtGBq8nnXSStW/fnkAyBStUHnroocimKjruvPNOdkUHAAARX3/9tdWtW9cOOuigyCZsV155pY0YMcI2bNjgWlhwBHcNfvjhB1uxYoVVqlTJrfDz2ohojPfxxx/zTgaABCA4BoAEUH/cGTNmWKlSpWJaVGggu2bNGq5xCtJN38UXXxx5vY466ig2ygMAAM6ff/7pqlmjW1QolNQ+CUWKFLEzzzzTVbdyBHsN1DakQIECLtT3Xqejjz7arS7bsmUL72YAyCWCYwBIgG+++cbq169vBx54YGTQetppp1nz5s1t4sSJNm7cOI4UuwZaxnjHHXfEVB0r+J8yZQrLGwEASHOa+Ff7MW+MwBGua6Ax3sKFC4N+GwFA6BEcA0Aubd261W2QouqT6AGr+hxr9+3DDjuMIwWvweGHH+5C4wMOOCDymun3Tz75pFuaCgAA0tfatWvdmCDoAJQjZ9fgnnvusaVLlwb9NgKA0CM4BoBc4sYib93UXHHFFa7qeOfOnXxvAACQprS52uTJk61EiRKuDYIml/UrR+peA71GOtSKbNiwYbZt27ag30YAEHoExwCQSz/99JO1atXKVRcHHXpy5P4alC1b1pYsWcL3BQAAAAAgrREcA0ACNsZbvXq1NW3a1C6//HK75JJLrFixYhwhugZ6zVSd8uijj9q0adNs+/btfF8AAAAAANIawTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAAAAAgBsExAAAAAAAAACAGwTEAAAAAAAAAIAbBMQAAAAAA2Ge7du3a7di5c6c7/vnnn92Ov//+m4NrwHsgBO+B6O9b73vaO+J93yPvIzgGAAAAAAAJDY0zB1J//fUXB9eA90AKvwf2JUAmOE4/BMcAgEBQqRJ8RQEH1yDoSpZ9uSGhmgUAUsenn3zCwTXgPZDH3gPbtm1zx/bt292xY8cOd0SHydFjNsZp6YXgGADguz1VqVCpEnylAQfXwK9KFqpZACBcNGYLOuDi4BrwHkj8e2Dr1q3u+OOPP9zx559/RoLk6AA584Q/E/zpgeAYAOArBnsM+HkPpOd7IHM1S7yKlj3dkFB1DADB8n4WB/1ZwsE14D2Q+PfApk2b7Ndff7XNmzfbli1b7LfffrPff//dhcleiJx5vEZ4nD4IjgEAvmKwx4Cf90B6vgfiVbPsS0UL4TEABI/gOPjPUQ6uQbLeAz/++KNt2LDBfvrpJ/v555/tl19+iQTJCpG9ANkbr0WHx0zw530ExwAAX3DDwWCXG570fg941SzxKlq8IDlegEx4DADBYxwX/OcoB9cgWe+Bb775xr777jv7/vvv7YcffrD169e7EHnjxo1u/KYxmzde86qPCY/TB8ExAMAX3HAw2OWGJ73fA5mrWbybEQXJ8W5I9hQeAwD8xzgu+M9RDq5Bst4Dq1evts8//9y+/PJLW7Nmja1du9YFyQqRNXZTBbIm/b2xmib6vXEaLSvyPoJjAIAvuOFgsMsNT3q/B1TN8u2337obkXXr1rmbEYXJ0UsiveWQ0eFx5j56AAD/MY4L/nOUg2uQrPfA8uXLbcWKFbZq1Sr79NNPXYj81VdfubGbqpA1XtOEvxcee6vEosdpTPDnXQTHAABfcMPBYJcbnvR+D3jVLF988YW7Gfn6669dkKwQ2QuQveWQ0eFx5qpjAID/9PNXP4eD/izh4BrwHkj8e2DevHm2YMECW7RokS1dutSFyF6ArPGaFx5roj96nEZwnB4IjgEAvuCGg4E+A/30fg+omuXjjz+2lStX2ieffGL/+9//XIjsBciqQFYbCy889tpWRC+FpJoFAILhrfwI+rOEg2vAeyDx74GpU6fa9OnT7aOPPrK5c+fawoULbdmyZa4C2QuPNdHvjdO8quPoCX7GaHkXwTEAwBfccDDQZ6Cf3u8B3YjMnz/f3YwsWbLEBcm6IVGArJ56Wg6p8FiVx2pbEX1TkrmiBQDgL/381c/hoD9LOLgGvAcS/x4YN26cTZgwwT744AObNm2azZo1y43ZVH2ssZom+jVO06Z5alnhTfCrXQXBcd5HcAwA8AXBMQN9Bvrp/R5QNYsYP4gTAAAgAElEQVRuRmbOnGmzZ892NySLFy92VchaDqnwWJXH0Tcle1oKCQDwF8Fx8J+jHFyDZL0Hhg8fbiNHjrSxY8faxIkT7cMPP3TVx2pfoYn+zz77zLUZU8sKVR17E/zRYzQqjvMugmMAgC+44WCwyw1Per8H3n//fRs/frxNmjTJ3ZDMmDHD5syZ4/rpKTzWTYl28s58UxJvKSQAwF+M44L/HOXgGiTrPdC/f38bNGiQDRs2zEaNGuXGaxqrqfJY4zT1PFbLClUdq9ex2lVoQ+PoMRqT+3kXwTEAwBfccDDY5YYnvd8DqmZ57733bPTo0W5JpJZDqp+ewmNVHqv3sXdToqpjbwMWb+dugmMACI4m7mhVEfxnKQfXIBnvgbffftv69u1rAwYMcOGxxmqqPNY4TRvnqd+xJvjV61htxaLHaATHeR/BMQDAFwTHDHS52Unv90C/fv3cDcmQIUNcgDxmzBhXfaybEvU/Vh89tazwlkKq1/HmzZsjPfSil0ICAPxFcBz85ygH1yBZ74Fu3bpZr169rE+fPjZw4EAbMWKEWyk2ZcoU115Me1NoY2NvjKaWYt4YLTo41oG8h+AYAOALbjgY7HLDk97vAd2QvPPOOy5AHjx4cOSmZPLkya6PnpZCqupYG7B89913tmHDBteuInOfY4JjAPAf47jgP0c5uAbJeg+89dZb1rVrV+vZs6e9++67bpJfLSs0wa+9KbSxscZo2o9CY7TMk/sEx3kbwTEAwLcbDg0qGPQy6OU9kJ7vgS5dulj37t2td+/e7qZE4bFuSrSLt6qOtVmeeh2vXr060kNPSyHjbb4CAPAXwXHwn6McXINkvQfeeOMN69SpkxunaZJfVcdaHeaN0bRJnvoca3JfGxl7e1Foct9bFUbFcd5FcAwA8AXBMYNdbnjS+z3w5ptvupsSLYdULz1VHquPnrcUUr2O1a7C66Hn9TnOvPkKwTEA+I9xXPCfoxxcg2S9B9q1a+fGaZrk1wS/NsvT3hTak2LatGmuz7Em97UXhYLj6FVhBMd5H8ExAMAX3HAw2OWGJ73fA+3bt3c3JZ07d3ZLIbUJi5ZCagMWbZSnnbvVQ099jr3NV9RDj+AYAILHOC74z1EOrkGy3gOvv/56pOrYa1fhTe5PnTrVBcfLly+PrApTcLxp0yaC4zRBcAwA8AU3HAx2ueFJ7/eAbkoUHnfs2DFSdTxo0CAbOXKk66GnPseLFy92m6+sWbOG4BgAUgjjuOA/Rzm4Bsl6D7z22mtujKZexz169HCT+0OHDrWxY8fahx9+6DYxJjhOXwTHAABfaIk5PY4Z8HLTk77vgVdffdXatm3rKlq0FFKb5Q0YMCDSQ0+br2iDvFWrVrldu9etW+c2X1HFcfSu3bSqAAD/ERwH/znKwTVI5hjNm9xXn2NvVZiCY6+d2LJly6g4TlMExwAAXxAcM9jlhie93wOvvPKKqzru0KFDpF2FeuiNGDHCBcczZsxwu3YTHANA6iE4Dv5zlINrQHCMIBAcAwB8QXDMYJcbnvR+D7Rp0yayFNLroacN8rT5yvjx492u3QqOV65caV9++WWk4njLli1UHANAwAiOg/8c5eAaEBwjCATHAEJFS5R37tzpDpYrhwvBMYPdVL3hWblihS1butT9GvS55OWD4BgAwovgOPjPUQ6uQbLeA7SqQFYIjgGExrZt29yurtWrV7eWLVvaF198EfQpIRsIjhnspuoNjzb/qFWrlg0bOtRWfPxx4OeT1fHhlCmuUnfhggWBn0t2D4JjAAgvguPgP0c5uAbJeg8QHCMrBMcAQkMbJGmX12OPPdZKlCjhdndFeBAc73mw9smqVbZq5Ur3axhuCnSe8+bOtQ8mTbI5s2e7cw/6nHJztH39dTv11FOtXbt2rvI46PPJ6mjRooUddthhrr1D0OeS3YPgGADCK1HBscYQSxYvtnHvv28NGza0W2+91W695Za9HrfouPnmfT5uzuq46SYre9dd9vxzz9n7Y8fa1A8/DOzQhLBfhzY5m/XRR6Eac3L4cw0IjpEVgmMAofH7779br169rECBAlayZEmbP39+0KeEbCA4jj9QU4XrxAkTrEf37u7mJQwD+aVLlthzzZvbGWecYXXq1LFFCxcGfk65ObRh22mnnWbtQxAc6yb3v//9rw0fNizwc8nuQXAMAOGVqOBYobE+D44+6ijbb7/9Aj32339/O+igg+zwww8P5NBEcL58+Xw7DjnkEDd2q1ixoj1Zu7Z16dLFtzZdGt9q/Dhh/Hhr1KiR3aYJg3083KRBdo4sJhPKli1rLZ5/3saNG2fTp00L5Jg2daqvhyYoZs+aleU9BsExskJwDCA0CI7DjeA4/kBt/rx51vDZZ61QoUKuXUIYqnc18H/22WfdJE7VqlVD2TYh+nj9tdesSJEioQiOmzdv7m5yCY4BAGEMjhcvWuQmn4MOjTn2c+MJBYZ+jF8iEwZHH50SEwYHH3yw5T/88EAOTRgc6vOEwZlnnGGVK1e2unXqWPfu3XcLkQmOkRWCYwChQXAcbgTH8QfSavnQoEEDV3mj/t1hqThW2F2wYEGrVq1angmOO7RvT3CcxOtMxTEAhFcig+NmzZq58C7oAJFjP3vs0Ud9GWsxYZBaEwYa+0a/PgTHyArBMYDQIDgON4Lj+APpefPm2dNPP23HHHOM1SA4DiQ4fu3VV61o0aL2xhtv2PJlywI5h309VKWlypGR770X+Llk9yA4BoDwSlRwrPZWjRs1Cjw848iovO3cubNvwXFzJgxS5n33cLlyMa8PwTGyQnAMIDQIjsON4Dj+QJrgOPhA89VXXrGiRYqEIjhu0rgxwfGuXUH/OAOAtJPI4FifZV5wecABB+T60NfJ7uEFaDn5t7k9gg4No5/7wAEDfBm/MGGwX0q97p3eeovgGPuM4BhAaBAchxvBMcFxKlccn3H66daxY8eUD46bNmni+tWNGjky8HPJ7kHFMQCEV0KD4yZN3EavJ598sp1zzjm5Os466yz3ddQ+a18P7dGQP39+t2RfPXdPOukkO9mP4+ST7YQTTnA9bhMRmOc2bNev/fv392UMED1hwBF8cDxo4MCY14eKY2SF4BhAaBAchxvBcfyBNBXHwQear/4bHL8VkuD40EMPtTGjRwd+Ltk9CI4BILwSGRw3atTIhbdtX3/dZkyfbtOnTcvxMfmDD2zgwIHWtUsX67IPh/7eGx06WLmHHrIzzzzTqlWtav379XOVt8k+FNb16N7drrvuOteiTPsrnHvuuXae38d557nrr4no0aNG+TIG8CYM/vOf/7jnXrhwYbcxdE6OwoUK2fHHH29HHnlktjeKO/DAA9056Pf6934dRxxxhJuoSIWKc51Dv3ff3W0s3L59e1dEoc3z+vbta0OGDLGxY8falClTbM6cObZs2TJbvXq1ffPNN7ZhwwbbtGmTbd261bZv325//fWX7dy50x3IewiOAYQGwXG4ERzHH0gTHAcfaL7yyit2xhlnuGV7YQmOx44ZE/i5ZPcgOAaA8Ep0xbECwN69egXyebRk8WJr2aKFXXbppfbiiy/6ujHxgvnz7YEHHrDLL7/c3nzjDZs0caILv/0+Hn3kEV8noqMnDLTSa+qHH9qHU6bk+Jgwfrz17dPHOnTo4DY33pfjlZdftvvuvddOP/10q1Spkr3du7f16dMn6YfOs3OnTlaqVCkXIB933HEuOPf7ULW7Hl97ZWSeMCA4RlYIjgGEBsFxuBEcxx9IExwHE2LGDJb/DY7DUHGsZZ5a4kpwDAAIc4/jIIPjRYsWuc1mL730Umv9wgu2csUK3x577pw5dt9991mJEiVsyODBtmrlykCuQe1atVzV7RifJqJjJgx69w7kOS9dssRatmxpl112mZsw8POxNWHw4AMPuMdu166djXv/fRd++32UK1cu7oQBwTGyQnAMIDQIjsON4Dj+QJLgOPhDFSiqPglDcNy4ceOMGz1aVQAAQh4cq+IzyODYBYitW/sa3rrg+N57XXCs1hV+htbRxxM1a7qJ6PfHjvXnmnuv+/HHBzZhsJgJA6tdu3bccSTBMbJCcAwgNAiOw43gOP4gluA4+OPlNm0yguMQtKpo+Oyz9DjetSvoH2cAkHYSGRxrElQ9atVLVVWgfh9zZs+2pk2buorjVi1b+vrYM2fMsHvuuccFx+qtrLYZQVyD6tWr2+GHH27jx43zNTguHOSEwcKF1lwTBgFVmt/774SB+l0HOWEQr+UZwTGyQnAMIDQIjsON4Dj+AI7gODV672pzvE4hCY5VIUTFMZB7moTQpj6ff/652xDooYcesgcffND9ui+H/u6+HOpnGu+4//773VGtWjV7//33XTCXjq/Btm3bbOPGjfbHH38EfTrwa3O8hg3dhmFVq1a11157zbWM8u149VUXGpYtW9ZOO+001zZCE8h+PX6LFi2s+OWXu435nnjiCXv55Zd9f/76tUyZMq7XrV/Vv9GV5u+8804gYyiF9Lr+6i+tsZ/frSr0875kyZI2dOhQX/tqRx+1atVyEwZqWxH9/wmOkRWCYwChQXAcbgTH8QdwBMfBHy+9+KKrOA5DcPzMM89kVByzOR6Qazt27LBp06bZeeedF/gu9wqRJk+enHavqoL7cePGuYC9b9++QZ8OfAiOFy5YYM88/bTtv//+gX/fcexnV155pa+b4x1zzDGu2nvw4ME2cOBA345Bgwa5wLpSxYp29tlnuwm7/v37u3YhSX/sgQOtZ48edt1119mFF17o+iwP8Omxo89Bv95z991uHDlq5EiCY+wzgmMAoUFwHG4ExwTHqXq8GKLg+OkGDdgcj1YVSGBoOWnSJLfTfNABkpbtt2/fPu1eW1UbDxgwwIUpbdu2Dfp04ENwrMpLVdoG/T3H8f/XwK/gWKummDBIjffeTTfeSHCMfUZwDCA0CI7DjeCY4Dhlg+PWra1o0aKh2Byvwb/BMa0qgMSElmoRUbhw4UBv4BWknH/++bZw4cK0e1n//PNP69evn1100UVpGZynY3A8f948q1GjRuDBGUfGNTj44IN9Gb9owqB2rVpc9xR670W/PrSqQFYIjgGEBsFxuBEcExynenAchopjBceuVUWm3bDDcKifoHpZKhzq1KmT9ezZ0wVGw4cPt/Hjx9v06dNdcLZy5Ur78ssvbd26dfbzzz/bli1bXO9TtRXQzxEqjpHIcUWPHj1cn8+gg+MLLrjAli1blpbBsZaLX3zxxQTHadSqon69evaf//zHjj76aNfzVhX3fh2Fjj/eChYsaPnz57cDDzzQjjjiCF8fv0CBApYvXz476KCDXNsGPx87+tAk9AEHHGClSpXyZQygCYNqVasGHpZyEBwj+wiOAYQGwXG4ERzHH0jT4zj4QPOFF14ITXD81FNP0aqCVhVI4Liie/furuJO4W2Qh4LjpUuXpnVw3KFDh6BPBz72ONbmeBUqVLAXWrWyVj4eejz12L311lvtlJNPdpvktWzRwrfHb9iwoXu/q0WWNgf087G9Qz12S5Qo4QLswYMG+TJ+0eter25dgtsUCa9POeWUmNeHimNkheAYQGgQHIcbwTHBcaoeuoEqWqSIq4Jdvnx54OeT1VG3bl2CY4JjJLBVxdixY90NtEKcyy+/3PdDLRpU/Xf11VfbDz/8kHavrVYTvPvuuy5Ie+ONN4I+HfgUHKtfvyqNe/fuHchnqdomNGnc2IoVK2atW7e2lStW+PbYs2bNsrvLlnXf8wMHDPD1sb1j1cqVVrlyZTeemDB+vC+P6U0YHH744Xb7bbdZ9WrVXAWyb0e1alaxQgW76qqr3M/cUiVLWtUqVXx7/Mcee8xtgnrSiSda2bvu8vWxvUMTFRddeKFbZaOfu9GvD8ExskJwDCA0CI7DjeA4/kCaiuPgD1UfqeK4c6dO9nGKB8d16tRxN10Ku4I+l+wetKpAKm6ON27cOLvssstcgKW2KH4fn332mVWqVCmtg+O+ffsSHKdZcKzVMwqO3w44OL700ktduyoFqb4Gx3ffbSWCDo4rVXLB8fs+jSdSbsLghRcCmzAYEPCEgcaREydMiPkzgmNkheAYQGgQHIcbwXH8QRzBcfBHq5YtXbVhl86dUz441jJPDfj9utFL5EFwjFQMjtVfu3jx4jZ48OBAzuH77793G4WpCm79+vWWjsGxep0ryOnYsWPQpwOfgmN9lgUdHDdu1Mi97xQc+xogfvSRa48RdMWxJqw0ntDkmR+Pqddd+zSkzITBiy+m54RB5cpur4yxY8bE/BnBMbJCcAwgNAiOw43gOP4gjuA4+EP9/rR8sGvXrikfHNetU8dt5DPepxu9RB4Ex0jVimO1jBg0aFCgwfE111xjP/74o6VrxfEll1xib731VtCnA7+C43r1Ag8QGzVs6N53fgfHH82caXfddZfrMTxo4MBAAkQ9pvpLu+D4/fd9eczoCYNUqDh+MU1blHgTBpnHkQTHyArBMYDQIDgON4Lj+IM4guPgDy1XDEtwrJsubSjkV0/CRB4Ex0jV4PiKK64IvOK4ZMmStmHDBkvX4FhBjvrMIz2C4/r/BsfvvP12cMHxvxXHL/lcearguGwKBMfly5e3/Pnz+zYRnQqV5vPnzXObEwY9YTAwoNfdBccVK8adMCA4RlYIjgGEBsFxuBEcxx/EERwHf+jm4YwzzghFq4qn6tfPqDgmOAYS2qoiyIrj6tWru+D4p59+snTdHI+K4/SrOC5cuLD16dMnsABRFcdqWdDmpZd8D44VIF5TooQNHjTI18f2Dj2mKo4VHPu5OV79+vUDnzCItChJ0wkDbdIXb8KA4BhZITgGEBoEx+FGcBx/EEdwnBrBsXoch2FzvAZPPWX51ePYp6WliTyoOEaq2bZtm9toMuhWFQqO07VVxdatW114SHCcZhXH9evbiSeeaO/27RtoxbE2xny5TZtAAkRNFg0ZPDiw4Pjxxx93E9GZN0lLdsWxJgzeeeedQCcMFBwHMWEQdHCs51vx3wmDzAUIBMfICsExgNAgOA43guP4gziC49QKjpeneHD8lBccszkekLDgOMiK4++++86qVq3qguN0bFWh4FghEsFxegXHmgQ94YQTAqs4dpWnjRsHExx/9JHbJK10qVI2ZMiQQIPjo446yiZNnOjLY3otSoKcMPCC48suvdT3133mjBmu0rzkNde41khBvu7xKs0JjpEVgmMAoUFwHG4Ex/EHcQTHKdKqQsFxGFpV/Bsc+7WZTSIPKo6RysFxUD2OCY4JjtMxOH66QYNAK0+9TdIUIPpdeTrr3+C4VMAVx2pV4Xdw/NS/EwZ9U2HC4OWX7ZNVq3ytONbmeJowGJqCEwYEx8gKwTGA0CA4DjeC4/iDOILj4I/W//Y47tqlSzhaVeTP7zb0CvpcsnsQHCMVg+PRo0e7ECHI4LhKlSpp2+NYY7vevXvbxRdfbG+99VbQpwO/Ko5TJDhWj+OX/A6OZ81ywbFWGQTZ41ibpB3pc6uKp59+OiVed/3MD2LC4B5NGKjSPMgJg3+D4w8mTYr5M4JjZIXgGEBoEByHG8Fx/EEcwXHwxwutWtmZZ55p3bp2TfngWNU6utHzazObRB4Ex0jF4HjUqFGux3FQwfG3335rlSpVcmFCugbHvXr1cq0qOnXqFPTpwO/gOMBN0iLBsc+bpKVKcFy5UiXfN8djwiBFJgyOPHK3CQOCY2SF4BhAaBAchxvBcfxBHMFxsIeWKbZo0cIFx927dUv54LhunTquUsSvCqFEHgTHSNXgWNVnAwcODOQcvvnmGxccq+I4HXsc//bbb9azZ0+76KKLrGPHjkGfDtKsVUU6VxwTHAf3uge5OZ4+b7QpIj2OkR0ExwBCg+A43AiO4w/iCI6DD46ff+45O+uss6xH9+624uOPAz2fvR21a9Wyo48+2reehIk8CI6RysFxUBXHCo4rVqyYtpvjecGxWlVQcZxeFcdB97oNrMfxvwFiyaArT/cQICbroNI8RSYMKld2lebj2RwP2UBwDCA0CI7DjeA4/iCO4DiFguMePVI+OK71xBMuOM7cmy4MB8ExUjE4HjlypAuOBw0aFMg5rF271gXH6dqqQsGxfvYSHKdXcFy/Xj078cQT7d2+fYPfJK1Nm2A2x1Ov2wA3SfOCY797HJ9QuLD1SYFK86AmDKg4RhgRHAMIDYLjcCM4jj+QJDhOneC4J8FxUq81wTFSzZ9//mnDhg2zYsWKBVJxvGvXLvv666/dLvfp2qpi8+bN1qVLF9eqgorj9AiOFd7VefJJFxz379cvkM/++fPmWaOGDe3yyy6zV15+2Y0F/HrsmTNnWtmyZa106dI2NMDguGKFCq71lV8rmBQca5+GoCcMmgQ1YfBvcFyqZMlAN8ejVQVyguAYQGgQHIcbwXH8QRzBcbBHGIPjY445hopjIEHB8Xvvveeqz1T5F1Rw/Nhjj6VtxfGWLVusW7duruK4c+fOQZ8OfAqOn6xd20466STr379/YMFxw2efdcHxq6+84mtwPGP6dLvrrrvs2tKlbdjQoYEEiOqvW/6xx9wKpskffODLY+p11z4NCo77vftucJXmjRq5DVH9njD4aOZMu1sTBqVKBTphoOCYzfGQXQTHAEKD4DjcCI7jD+IIjoM9CI79u9ZUHCMVg+MRI0a46rOhQ4cGWnFMcExwnOryZHB8+eX22quvBhMcX3utDR82LLDg+NFHH3UT0ZMnT/blMVPpddfP/Fd8njCYOWOGe92DrjTX5028CYNXX33V2rdv7zYp7d69u/Xt29dNqI4dO9amTJlic+bMsWXLltnq1atdb36tkNm0aZNt3brVtm/fbn/99Zft3LnTHch7CI4BhAbBcbgRHMcfxBEcB3vopuG55s1DU3H8BBXHLmwDEhUcDx8+3IVH+jWo4Lh8+fIuRNq4caOlY8Vx165d7ZJLLnG/Ir2C4wEEx8EFx488Yscee6xNScPgmAmDYwiOkS0ExwBCg+A43AiO4w9iCY6DD46bKzg+88xQbI73RM2atKogOEaCK46DDo4rVKhgZcqUsV9++cXSMThWdZvahehXpC6C48RWHF8XcMXxI488YscddxzBcbpVmu9hwoCKY2SF4BhAaBAchxvBcfxBHMFxsIcG7s2aNbMzCY6Tfq1pVYFUDI5HjhzpgmNtkhdEcLx27VoXHF933XVpGRz/9ttv1rNnT7dBoXodI3URHOex4PjhhwMJjk8++WQqzQmOETIExwBCg+A43AiOCY5T8dANm3bYVnAchlYVNapXp+KYimMkyLZt22zUqFEuOA6ix7GoV2TFihXTtlWFN7ZTcNylS5egTwc+Bce1aVXhJouoOE6/VhWBv+57mDCg4hhZITgGEBoEx+FGcBx/EEfFcbCHBu5NmzRxrSrCEBxXrVqV4JjgGEkIjrUJUFDBsXa51+Z4P//8s6VjxbGCY/U47ty5c9CnA7+C41q1Au11O2/uXHtWAeJllwUSIN55552BBoga6yhADKLHMRXHqVlpTnCMrBAcAwgNguNwIzjew83LvHn29NNPuzBQ1aR+3rzk9Fi6ZImr2ChYsKBVq1bNFi5YEPg5pcvmeNWpOGZzPCQ8OL7ssssCrThO9+DYa1VBxXH6BMfa6DXw4PiZZ4INjgMMEDXWebhcOd+D41oBTxikQsVxmYArjulxjJwgOAYQGgTH4UZwHH8QR3CcAsHxc8+FJjhmczyCY+TNVhWlS5dO6+BYFccEx+kRHCu8q1mjRuDBsSbtL7v0Ut8DxOnTptkdd9wR6CZpQQXHXouSdJww0Ot+Zyq87nuoNKfiGFkhOAYQGgTH4UZwvIdBLBXHgR4auDdv1iw0wXHNmjVpVUGrCiRhc7zhw4cHWnGsZevp2OM4uuK4a9euQZ8O/AiOU6DieO6cOfZ0gwZ2aQDB8bSpU+2O228PNED8ePlye+jBB33dHM9NGNSsmbbBcapUmpfbw4QBwTGyQnAMIDQIjsON4HgPg1iC40AP3TQ0a9bMzj7rLOvVs2fKB8c1atRwA/4PJk0K/Fyye7Rp08Zee+01a9++vXXq1MmFRf369XOB3fjx42369Om2cOFCW7lypX355Ze2bt06V4G5ZcsW++OPP2zHjh3u5wjBMRIZHI8YMcKKFy/ufg3C2rVrrUKFClamTBn75ZdfLN3o+7tbt24uwOvevXvQpwOfN8cLMkB85plnXJuaQILjgCtPFRzff//9/gfHAVeaa8KgQUATBq7SPOAJAyqOkVMExwBCg+A43AiO4w/iCI6DPTRwb9KkiZ199tnWu1evlA+Oq1erZgUKFPDtRi+RB8ExUjE4VosKVRyr8thvmgRZs2aNPfbYY3bDDTfYpk2bLN1s3rzZtahQxXGPHj2CPh2kS3A8b17G5ngB9bpNhcpTV3GcZj2Og2xRogmD21Og0vyBBx5gczxkG8ExgNAgOA43guM9DGKpOA4+OG7c2M4555xQBMdVq1RxwfGHU6YEfi7ZPQiOkcrBsXodBxEcf/XVV/boo4/ajTfeaL/++qulY3DcuXNnVwGoVQhIj+DYCxAHpGnLgrtSIDjeU6/bZB163Z8MesJAr3tAEwap0Ns6q0pzWlUgKwTHAEKD4DjcCI7DGRzrfLzD+39Llyxxu1IXLFjQqlWrZgsXLAj8PHN6aODe2AuOe/dO+eC4SuXK7roTHAN5Kzi+6aabCI4JjtOqx/HJJ59sAwcODDY4VoD42muBbJIWeHCchpvjqV1GwwArze+66y7Xz54exwgbgmMAoUFwHG4ExxkhZeZBaqoEx3pcBcIfzZxp495/3wYOGOA2i+vcqZN16dzZ3nn7bRs1cqTN+ugjFxQ3btTIjj/++FAEx7ruOseZM2bY1A8/dDdt6nOnGyc976ZNm9q555xjb6dYcBzvvVClSpU8Hxzr+OSTT+hxjLQJjtWqguD4UuvVq5fvrwECCI7/3cIsMuUAACAASURBVCTtlFNOscGDBgXX4/jpp6345Zdb29df9/WxvcrTMtddZyOGDw9k3OdaVTz0kKs89Ws84SrN/50wGBBwb+t03hzvkT1UmlNxjKwQHIfY9u3b3WYxbBKDdEFwHG7pFBxrMKgBsgLYvn372hsdOljr1q3t+eeft1YtW9rrr79uffr0cYM2BbENGzYMLDhevmyZO48e3bu783jwgQfsmmuusQvOP9/OPPNMO71oUTv99NPd5nEKV3Sj0bJFC3vkkUdcy4RUDo6XLV1qY8eMsbZt27rzvP2221ylh5aEl3voIWvRooULw1V1dN5557lwfOWKFYEG95M/+MD69+tnb731VkbA+tZb1u/dd13grXPTe0TBsf476OubjOB47Nix9sorr1jHjh1t0aJFbI6HtAiOqTjOaFVBcJw+wbE+y04NODjWpL02xtQYwc/H9jbHu75MmcCCY7UsUI9jjSd0Pn48pl53VZprwmBQClSavx5ApXnQrSoUHJfbQ6U5wTGyQnAcUj/++KO70Xr77bddVQ7hMdIBwXG45fXgWIPPRQsXuioKDUrvueceu/LKK+2ss86yU0891U444QQrXLiwnVC4sKu20GZspUqVssfLl7fbbrstIziuUcO3QaxCSoWm2hju5ptvdq0adANx+OGH23//+1/bf//9bb/99nO/6r8PPfRQO/LII111ysknneSqjfPnz2/Vq1dPueBYA2OF9mpBoWt82qmn2tFHH22HHHKIHXjggXbQQQe556nXQyH5FcWLW5EiRazPO+/4Hhzr9dYkQ98+faxe3bp2y8032yUXX+zORzfV+vWiiy5y7xHd3GppaaFChXy70fMzOP7www9d5aW+FzQpoRvMn3/+2bZs2eImynfs2OF+hjDmQSKD4yFDhqREcEyPY3ocp1NwXD3g4Firjp5u0MAFx+18Do69APH666+3ESNGBBYcP3D//RkT0T4GxzVr1EiZCYOgXvcyAU4YRDZFjFNpntPgWH3q9d/r1q1zPx927twZ9I8qJAHBcUipGkczRbqZV9WXbqqAvI7gONzyanCsgZ8Gw6rYVRXreeee60IvBa36Ga3w1TsUwubLl8/9uQJkDdgVaCqQPfqoo9zSzWQPJBWMTpo40Zo1bWolS5Z0IaQC1QMOOCDmXBWwKhy+4oor3AYq2kzkxdatrVGjRnbDDTfYEUccYYfmy5dywfGSxYvdRku33nqrC+sVEnsheLxDf67nrxBZVeB+Bseq9n63b1/XfuLCCy90A3mdy3/+85+Yc9R/632jCQj1BtSRF4Pj999/331PeM9b14Lg+P8DGxUNfP/9927FGRJDExJBB8dffvmlG8una3Cs56yfB2yOl3eCY28iXWHTmNGj7b0RI9zqH31uadLaqzzVZ1qgwXFAAaKrOL79dhccvxdwcKxxnp8Vx0FPGKREpXnAEwYKjo8vWNAF2bkNjn/55RebPXu2u6bNmjWz//3vf+7nBPIeguOQKlq0aOTGSqHDihUrgj6lPEuDes2cRR9UOwWD4Djc8mJwrAGYwkYNvvVzWVWs8UJKBWDFihVz1cUtW7a0rl26uOrWjm++aeUfe8yOOuoodyQ7ONaNXK+ePV2PNQXGCk3jBdvnnnuuVXj8cevQvr2NfO89N9jVYFv/XgN/tU+45JJL3N9NpeBYN4JqBXLxxRe7c8sqMM586Hr09TE4Xrxokeuvd9VVV7nP8cxhcbxDz0cBvyrW82JwrBspTYpHP2eC4wyrVq1yqwMUtkybNo2KnjwWHGtyLp2DY7Xm0Wckm+OFOzh2E9OTJln7du0y2kPdfruVKFHChXQlr7nGjT2eeuopt2JWf37aaae5779Ef9ZoHKVxiVZV6b3VqlUrF2q98MILbvw1ccIEt5+DNknT5Hi7du2SUtmpfv2zZ81yj6XxiT731Z7AbY535512Q4DBsc7vfi84zhQg5uXgmErz5e51j9fyLCfBsSa0tSJOhTI6NEZhcjtvIjgOKd3gRgfH2p0WiRnAb9u2zS27+Prrr23lypVu46oZM2a4D1X1X5w1a5YbCOgmbu3ate6mVjcezK4lzp4CeoLjcMtrwbFuANq89JJdcMEFdthhh+0WUuq/1cpBrRKaN2tmw4YOdZuzKXxVpalusFR5o3626iec7OBYj6ugWm0ZVA2dOZQ8+OCDXfuMypUrW+9evdyNjc4vXg82bZp34QUXpFRwrHNo3ry568Wsaul9DYwjwfHxx/sWHOu6qsJJ7x1d9+yeq/oDZq4UCcNBcJxz5cuXj7z+6tOtcQpyT+O3QYMGERwHiOA4/MGxxi3ar0ErYrXa54zTT3djGo0R9HmsQEm/auyhwEpBsiZ4i5x2musxnsgwVGFYhw4dXPsXhcJnnHGGW32kx9Wvah920403Wv169dyEjf6OJskT8fi6DgqKtbmwQurKlSq58FyPd9ddd7lQTUG2QlPtuaDJIk3OJ2Pct2TJEvtg0iQbOmSI9e7d2xUNaL+EMWPGuPGStzmeguNEjSf0PFRkoCpzPZb2jdC1UOswjUHd5ni1amVUmg8enHatKjThr/eDmzBI0uu+T5XmDzwQt9I8J8HxF1984VbBefdAWjmiLAV5D8FxSGlJLcFx7kSHkgopdROmftH64agfmvpgu/vuu91MuZYQq/+nNk/SD0Q1tb/33nutdu3a7kZYH34LFiywb7/91rZu3Zrr1zdd6Lqrv6DCd107ffgokF+6dKk7FNzr//3www8uNFZLFlUpaJm/ltgzYRIueSk41uBXG8mdeMIJu1WKavCkymP1zlWVy4Tx493Ph3iBpDZv69a1q7uZSWZwrPYNXTp3dj2XM1cZ679V9aOl0rqxUGWMgu09nYcGmtWqVnXtNVIlONZAWBsQ6md15vYgqVZxrJs1DchVsZ35tSA4puJ4XwoGTjzxRPv00099/fmdl4PjAQMG2GWXXRZYxfHnn3/uApybbropLSuOtdRZQZ9+JlJxHL7gWJPLQwYPdmMIBYIaF2RufZV5jOS1iNLYQ8FmoqpZ33zjDVf9qPPQxL3GAzqX6D0b9N96bN1LKEzWJPgbb7yR68dXcK7HVyh3/vnnu5/ZGifpsTRBrOuiYi+tTitz3XVu02H1ulVVdKLGfV41c9euXa12rVruZ4oq+RWeK8zXajLd11aqWNF9r2kvDo0/Z0yfnutxjQLwZ55+2j03bays1lsa1+oaqyjhnrvvdgG9WnMl8nWPPnQdVVGsFmBqx6ZCCL0vq1ap4jZ1Vl9hPVeN3zUeVmV8os9B42edg8bK2nxOj6d7Bo0t9ftUqjRPRKuKzz77zK2C877H9H4jOM6bCI5DiuA4ccHlxo0bbe7cue6HpGaevepBr6+kPvA0K64PGC1l1IehentGV+npA1CbSzVo0MAtu1XgmVXf6XRudaFBp66NNoNR9bYqfbR0WdeuYsWK7sNMH6o67rvvPvehr+Vlagegim/1oyI4Dqe8EhyrWlSVJAULFNitylgVNZddeqn7cy29V4XFngaGGuCPHzfOvdd1c5Os4FiDVVV8lC5dOqa6VTdPGtiXvesut3RTA0gNePd2Y6Qex7op079X9ZDOWc8zyNdEN63XXXttjqp3vUM/x3Wdkr3LtW5cNPmom8mcnqtuOFW9HvT3QnYPKo4TExzrJk2TrEhMcKzJ/yBbVaR7cKzCjTfffJPgOITBsT4vFdJpfKGgNqvAOF6AnIgAUeegTb4UBiqwzU6bKp2vCoMU+Obm8UePGmXVq1Vz1cwqHNhbcO5t1KsVaYmqONbYVGMY3csqINYms3ocb7NjLzRXaK/7WN3vKsTW50lOg2Odtyq869Wr5567rv2enrfuqbWySyumVGmuVXiJLB5wGyI3amRXXnGFa3kVvV+EnrfOTc9XreXKli2b0EpzvQcUFKtAQ2NijfEU1nsbYasK//nnnrN33nnHbrv11qRWmms8rs8yrQxUOzStAtBqQ703FGgrOC5XrlzCgmP1NCY4Tg8ExyFFcJx7f/31l7vx0g9IVa9qVjj6A04fOKpAef75523ChAmuulUtK/RDVB8K+iCIt4GRZm41g6tlQWvWrInbwiIdg2Ndb/VBUkivWW5VKSqMV+XUngZZGuTomuq10HXVAEuz8/r7+j0Vx+GSF4JjDbj69+/vBoTRNyb6fYHjjrMqlSu7wWBWgbE32NaATX2E9X7W11BwrJUOiR5IqoK4zpNPupu66IBbN0uasHl/7FhX+by3r6Off+qxqskz72efgudGDRvuNXBO5qFqZ/1MztwbN7tHcQVHCaz82dONXY0aNdxNW3b6L2c+1G5E1VVBfz9k9yA4Tsy4j+A4cbTqSUvlg+5xrKq4dA2OozfH69WrV9Cng30MjvVZqVU6CupyMmmrz8DctqrwJuC1V4Qm17K74kjnkJvgWGMf7VehYFBB7b7sVRB96P4zEQGiWlI0btzYjWM0vtiX8/B60qoQICfBsYoSFE6qgjk7r3+iJgyiCxqea97cheX78vrrflNjYK0izs2EgXcoMFaBkz5DvMKzeIcCe9076H2qdlOJHG96m15rA2sVo+hxVN2u56lDobnGEHpcFWupYET335lfd4JjZIXgOKQIjnNnx44dtmjRIlfhqh+s8X64X3311TZ69OjdWk+oSlkzbGqZoGXR8QJPfWDrxq5+/fpu40KFpulKA8yffvrJVRdr1lM3RlkN7nTtNOhRvyRVDmjjKIXEWvqi97237IzgOHzyQnCs5Wa6QYkelOs9ed6559pLL75oc2bP3murA686pkb16i4s9r6OZv/VozcZFa76fvGCSv180w3666+/vk/nqz/XRjJ16tSxIkWKxHzvqmJF1cpBLLfzDlULahIquzdsmY+Hy5VL+oZzWpqoa5bbc1XvRlXYBP39kN2D4DjnCI7z7uZ4WoGl7+l03hzPC45pVRGO4Fit/VQxGq/9VbaC4yJF3NfJyeeJxlIKyypVquRC25xMxkaC4zffzNFEsCo5dQ2yuxlvdHCc2wBx4sSJ9sjDD7sg8KAc7O+gEDe7wbGuvTZJVkCZk2ueqEpzTRpUrFDBFTHk6HXPZaX5wIED7Y477ohZibyvr3uiKo6130r3bt3cOF9FcHt7Hyr30MpdVX4THCM7CI5DiuA45xTianM7VXfEmyFVKKnZV7VGyGrDO7Vb0DIO/d09/XBWKKRdgxcvXuwGWulEN0O6IdOSFu1WrMB4Tx/s3pJ3fYjpg08VeQq1dDOnpTEzZ850y2SeffbZSAN+guPwCXtwrEGi3oca8HrvXd0w3XDDDa5Vgr7P9/Y1FPYNGzbMVQREV50qSFSgmOhdphX6qm+xlhB656vqoC5duri+x3sbtKqat0f37m5TF33/RgeeqpR+vHz5pIetezu0QWFWP4f35dBNp6owNABP5rlqBUvm1S3ZPbQCQze5QYb1OX6t2rRx11krfRQUKSRSe6fhw4e71i4j6HG8RwTHebdVhSqOtbxc46TNmzdbOgbHWhqtAgEqjsMRHGtsoH1gchoae2N/jU0UnObk80Sb0Om+QD8bc7qCR+egylNtWJfd8eDbvXtnu9o281Eql8GxVpRpvx0FgdlpE7JbcJyN1lc6V4XGp55ySo4ez6s0z02rCl1/TcRrsi0n78HcTBhETxqolWVOCgESFRxrE0K1dNSkQXZf/9PiVJpTcYysEByHFMFxzgc86iWn2ek9fdDoplyDIfU+3ttgf/369a6v054GDfpg0sye2jLocdOFro161mkWXFXd0b0ZMw/YFD6p7Yc2k1D/YoXE2gxv+/btu31NtaZQHzWC43AKe3CsNhUKYb3WElr+dW3p0jZ2zBj3Z1kOtP8NYbURhwKKzP1t9XNCu20rzE30Oavnmm4M9H2j7zV9n+2tNYUC7vfff9+1sojXM1BVx9eUKOGWaCZ7M7m9PT+t7NBNU05v3PS8VDGilkTJDGN1ruXLl89Vb2Mdqm7S0sygvx9ychAc5xzBcfKCY+21ULx4cRszZoz5TWMbbQKsnpPaKyOr/THyKo0XFRyr4lht3pD6wbE29c1ulWXmQ+MIfd9pA7HsfpZorPRWx45uwj2ngakOhX6XFivmJsiz8/iqdL3v3nuzbE2wL8f1Zcq4MWROxh5aOdvi+edd1XZuVjEVLVLEBdD78pheexI9Zm7GXP/H3pmAWzmub/yc/3EMx0zmmdBxiBDiGIqi6OCIDlFRyVgdFSqaNBjSoDSQMVMlEhJRKVPGjA0ksyJjHdOh53/93u1Z59trr7X3Gvdea+/7vq732rWG73u/93u/9d7P/T7DLll6mjNm5CnOxts9U+EYB4P+/fqFfMlVtWFAI682wjmOV5lsnCTaMJBwLJQHCcdFCgnHmWHVqlXB0668XJh4g/Xo0SOl4yFuzpgxIyw+yY7nHsxU7K0JVUYxgqiQTc6yY489NiGpYoFDiMLTgIIwY8aMCfmmMeDK8xR/4oknQt5pCcfFiWIXjhFTR40cGeY0JB1BdfKkSRUKp3wPT2KKPSZK08KzQH48Qi7zURgPr07CCTHySLOBl055+frY8Onbt2/w6k+Us4+NsgaHHBIEabwuqvKecH1U8aaIaabGA4YrESb5ztPMWFH8MxvvJHK9M+75LuCXrybhOHNIOM4P4B133XVX2NAjoqSqiuMhHDdt2rTGCscIOPA7ikcJhS0c4xV/fLNmWeXppyF4tTzttJRqLMS3Jx5/3E499dSs1lPnM42POSZwuVTPTX2Brl27hvU4mzHA+QBO8Pjjj6d9/XBFxO66++wTjpPNGODpT9G0VK/9iMMPz+p82MU4MSB8ZsIj8JKlrkU2Gxf0AQ6P53QmKTr4bjb3PlvhmEi/Vq1aZbVxETyOJRwLaUDCcZFCwnFm5PyTTz6xk08+udwfUjz/2HFLBeQ7XrZsWQgTKW8BQRgiNL26ex0zxhg9DzzwQKgom4jQsTuMkM59QMRfsGBBKE5T0Th/8MEHIczb85gpVUXxodiFYzxGCU2EqNG6dO5crmjMe9MffdQ6d+oUSDKepvG/E7zGs0JalnyIgZBSRGtEEURrKk7Hn4fPkL4HEtund+/gwcBnMUbi+8t14yFDQZSqFo294UGdqefHfvvtF3I05ztFBY1xJw1PeVXHy2t4VfMbmImRXShNwnHmkHCcP+GYgqdVKRxToR4RrKYKxzgbDB06NHgcUz9EKPzITUTTbMRDuAXh9dz3dMUz1lLSg7HRkE0fPKVgu3btUva4peEYQ/RjNp7O7qh0yb//Xe5mfnn1NlqdcUaposeZNgq6v5oiryBqLluhmu9Tv+apJ59M+7opPE26q2w8nmk4RDB/cKxI5/zwZFIKZTsGRzdqlLGnOfeeaEAcJrIRr+HN8fNeHsdCeZBwXKSQcJwZ2XnzzTeDUFDRQn7FFVcEMp8KIPnkaixv1893V6vCKKlM4IE9d+7cED4Uv6gyBoi+iGSDBg2yV155pULBGHAfKK5H3juKEfqxIG3z58+vlOsScoNiF44xVh6eNi0Uvtxk441t9OjRZT4DCSSEEqOGNDbMWbxqEhkYG26wgZ3yz3/alClTKkx1kU2jEB8pEnj+ECfw8iDVAaSdfMvkIMdwOvCAA2yzTTcNmzvxZBQvaa679VlnGeGFhVSYjcJ9zZo1S0uQ5XoQKUaNGhUMkcrKF3zrLbeE8MB0Dc7ddtvNrr3mmpynMqnsJuE4c0g4zn79gaPAO4j+IorJazG4xzHpeapSOOZ37Pvvv7eaKhzL47g4bKlZs2YlLXCdamO9hv+k6ukabUQHseGbrXgIz6lbt27gAalyMLgCNVh2yyJNgTf4IUXNMtkMJq0O+XWzvQ8IqH379EmJA8GVsOGyvW7sZaLfMuG9RMThiJWtaI9j03HHHhvyDKd6bubq+eefH7h0NueGYxNtm0mKFu4T0RmIvtmOAZz/+eeeK3V8CcdCeZBwXKSQcJwZ2WFHlXxYFS1oiCjxOXaTgc+RG5PCbuUdl3uGwFxewb1iBsbPRx99ZD179iyTCgQRGbHknHPOCWNFWGKqx/zyyy9D/kE8jD1kHqLEji+F94TiQbELx77Tf8YZZwRPYUKLEZIhkxBAREG8ABo1amTbb7ddMIwS5Z3jefhrnTp2Ra9eQcDNd45gyPkdd9wRQuMocPe3vfYK+YlJ0bD77ruH17ge+hovGENw+W0j7zu/X5XR30wE/Ttuvz2ET1aUP5hrRABvd845dv/kycFrujKLzCH84mG0Ra1aKXmKEAFDHsU777gj76k0KqNJOM4cEo4zW3PgGxSfe/bZZwP/ICKKTXzqKeA5uXz58sAxDjrooLwJx3AZBGv6smLFitAQS1evXh04ITmOERKqo3DMtSPS42TBWH/44Yf2/vvvhygy6oRwvfA8paooDjBfZ8+enZVg6R6nbEJnsv4SIXT14MFJ66ek2lhfKWCeTs0ARN7u3bplVVeBhkMBdS1IOZDuGHiaimxTZdAoDEiatFQ36ZMVOU+10V84ZSLHi4oa3PPuu+8Ognk2faAh/p7XsaM9+8wzKZ//7rvuCjUmcuHlfmn37hltmiD0kvYu08i1aDu1RYsyvFLCsVAeJBwXKSQcpw/SHWAkHHbYYRXvQh53XCC4qZIo0i0gwpR3XEgGnrY///yzVUcgoD/55JNhfKO7oCxuePL0798/eHxjyKUCPvfxxx+H3KPscEcFIYqTtW7dOhgeQvGgOgjHEFc8hBEZ+K3AcEF8hQizYcI8xaBKROZ5HQ8ZDBW8fiFslSVaIpAirjZv3ty23GKL0BdEVJ7VaF/5t19X/QMPDGl4xo0bF8LZEKArU2RNp9E3vLzx2uNeeFoQGuI39wZjo22bNiHdCOS7qvIEY6ReftllIcd7osIu9J01noJ9hIWSz6/QxPpMm4TjzCHhOHXAy+Bw8+bNCxteFCg++uijg3chzx35Kalqj5PA2LFjw7zkN/3RRx+1XIL1DnGUCCvWDQrA9evXL+SQv/7664NgjUMD7V//+ld45qnFUR3g3tykc8NDlaix3r1720UXXRRS9lx44YUhug+OhxAJP4Yr8n+hsJ8tNmKiv0fpNLgHDjxstGe6rsFn8FAn1UWmohnrLA4oE++7Ly1ew7m7dOmSldcpvMvneibRW4wbAl+2Ii5cr2ePHinfB4ohZ+vlimB+xumnZ5QeDNGe33PSHWbTB3ghEWcUu0712pkjgwcNCk5Q2Zzbc0rDQzNxBmDjk/Urm2KINL4/aODAMseXcCyUBwnHRQoJx5mBlAdt27Yt9wfXE+an482KgEl6hlQ8jlMVTosNK1euDB4j0bxnEARSSkCOUhXi3dh4/fXXbfDgwWFxj3o2eDVeSGMqqS6EwkF1EI5dpCTFw7FNmgSPFRcok5Gzrbfayv5+2GHB03Ty5MmB/FaFaEm/Z86cGcTIDu3bh98s8hkfdeSRoVHMkkI1pNgYNnRoyL9GaCLEulAF42hjTMkViHFz+eWXh5BCWvfu3cP1UAUdY6WqRdiQU3r+fLvzzjvtwgsusBOOPz7cB+YTXuzdunULRsXsWbMKWqzPpEk4zhwSjlPnDwixGMBEKrFpn4zz4fmICIGgTNg4YdC5clTAoxgv5z59+liTJk1Cuhk8zRBraBR24tyEXROphYjFb3J1EI5Z5z/77DN75JFHQhROgwYNbKuttipV98I3KYkAIbcz44CgQnSMUNjCMc8YqQbSFatCiqh69WzM6NFZpediDScKB1stU9GYWg13TZiQNh/g8/369rXtt98+o3N76kJEOwrNZcp12HjKxuuZe0FhvnS8rSfceWdWnuZslPObTKReJtcNH0W85bckG9EU0f+CCy5Ia/zh7RRijo+oTbfh+ETdE5wxMvE0J0VLtp72NBwp8HaPP4eEY6E8SDguUkg4zgyQHQpvVPSjy6KEUZ9qnmMIMtVNkx0PowWjZMaMGVZdQeFBxBqvcgsxw1jACPjmm2/S8hIiXBQPIYyq+N1tFl3CdF566aW8X5OQW1QX4diJOyQWb5UBAwYE76mzzjoreI2dfvrpwau4x+WXh9x5CLB4uOJZUlVerlHiieEDCUa8JEwPw4FGH0mlQD+LRSxOdH2MMUYp1+GtEK+HfuJxQvoTQhYxYnz8ea/Q+puLJuE4c0g4rlisZQOb3J9EHqQjLsAziBzJhXBMWoaFCxeG334EY+pmlHdu+CGCMiIQRapIX1HMIH/0W2+9FYQtRKLy6n9ExwDOWKdOncC9hcIFPB0eR9qCVIvT8Xxhd7Vp3dqm3H9/TjZvSQ9G2rB0Q/Z51tggJ+or034gOGPfpOt9yzzft27dIH6y5mezxlP0mM2oTDyA2TBjk5o6F+n0AaExUy9vBGdqDBEZluk14+09bNiwjEV7GvPl+GbNQpG7dM4NN6Mgdrae5g0OOSSkvMhk44T5ytyplaV4zW9t/379Et57CcdCeZBwXKSQcJy5YUEuOdIclJcLE6KLZ3IqgifiMmFbhBgmOhZeFSw0hOYhrlZXkN8YzxLGDoKAJwAe1njdpHJfGOsXX3wxFJ3ASzlRpWDuGeGl9957b9gEEIoL1Uk4jhdiIYHxjderqwCopjHIZA5IOM4cEo7L5xBElOEYQAh4uhXvMehr166d9eY+KbtefvnlEOmQbv5R+M3JJ59c1B7HpGIjLQfpKEgZlG7+VdKITJgwoaovQ0hBOIbbEEFFaj8cOhLdTzzKERrZECElTC5TRMGxqFNAxE4q4jERkKQUJG0e3p7Z9INN9149e1ZY2ya+GDJ1Jm644YawWZwtL+QY2KnJxj5ZwyGHKCycBdLtA2NO+rJ0hUp+jw+qX99uv+22rK4ZTo3X8z4V1CpK1pgnbOYxb9M9N/OFuUOERCbnZo0hnzTFqHE6yeT66cPQLD3NuRekCmH+JDqHhGOhPEg4LlJIOM6O2M6ZM8caNmyY1LiIep9U5HWMocDn+Hz8nfusvgAAIABJREFUcSDNLOqEgJP/F+OmugJR/LLLLgsex6HowHnn2dKlS8v9DuNBYRRyH990003WokWLpMYWBBSDkDx5qRbXE/IDnolUvfGru3CspjHQHEh9Dkg4zhwSjpOvR2w8kxILj7ZMikXlQjiGCz7//PMh8iTRxncqwjHRVMXqcQy3hsuRamfLLbfMSNSQcFw8wjG/5wiPRC2NGjnSzjrzzJByCdsKcQ5xijQtRGURTZOPaCuERDyf2ajB+zbqEMTvAI4sCKXkN7+qf//gYZur6COE18suvTTYfolsSc6PhzERBwjW5EV+aOrUnBa5feThh4P3NOeo6HePCAx+X8gtjfdspmPAGJIPPtXfVWw6UqORKiwX18z5+Y1N19Mcu5T0KsyXTM99z913hzo+6eYX5vOkaCFNXDLBNtXG88RalYmnOalCGDtSuiU7voRjoTxIOC5SSDjODuTGJcE8C0CyMDpeP/PMM0P152TwatidO3dO6MHMMSBSEydOLFpjIFXg7YO3MAYDOYjHjBkTQhaThXJSRZs8hLfffnvYwYZ8RfPfxY8jYWE33nhjOI9Qtc/O4sWL7bnnngvPRjrFHiUcS2TNteGoVlxjIOE4c0g4Tgx4Bpv3VLvPtHAT30O0JAd8JoDT4GkLZ8y02j3fI+doMXJFnABwFKDYXTpemPGN3K933XVXVV+OkKJwHB95RSoBngOv41AZEVccn/M9PmNGcCwZct11ds0114SUBqTK43WE0nwI13iO4iFPrYIjjzgieML+ba+9wgYWth8py4YPGxb6kI9iyByP4rl9eve2Qw89NNhf/I7Q2LyikBvFxekftR9y4elMI/0aOckTbZAhYK/7e+7yU1u0COfNpBBessY8I83IiSeemLKn+SEHHxwEUTzes7rfL70UCnymUyCPMaKGyNgxY3IyDsy59u3ape1pjl3eq1evCvM6SzgWyoOE4yKFhOPsATmfOnVqSFvB7l288MviR04uvGjffvvtkBoBcuwNAY08boSuxC8i7D4TnoURQL49vGqrOxgfxhPCxA4/4TiIvAiLNMIvyQW9YMGCkMOYxem0004LOe2SpQ0h5YWPI9XHEZuFqgPzHsGYfL54lJDTmmcgVUg4zp/xpKYxKIY5IOE4c0g4TrwmsXlPXvl001PEe4TtvffeNm/evIw8nj/++OOQqitdYz5e4CBnazEW/cXj+9Zbb00YeZdO4x7cf//9VX05NQ7w90WLFoV0cUQPIg6nIxwXUkMY9VZZ56QuAdyYgrZ4xCLmItDxemX0A1GagnPjxo6166691q65+mobMXx4KCD4xOOPB2E91/0gXQfnI10G9gBe3U2POy54ng+46qrgnJVLwTja2AR44okn7OKLLipjv7unOXY5/SInMKlJcnVuPOx79ugRNhrL8zQnlzabmd26dg3e1tkUg4xv06dPD2se56jI0xwdg5z/pPhIxdtdwrFQHiQcFykkHOcGkB+8J0ePHh1+WFkICPkhnIMfY7xQCO9BXMYzdvbs2YFYYVyQZ5fdZE/Sz+fZ/SQshwUUQZlcd+l4ZBYzMJ4w4Mhtx5gcddRRYdd/0qRJoY0bNy7sdiIW77///iFHUzLvIARj3scj/MorrwxjXozGVHUDobiDBw+OFfuBmGEsppqCRcJx5RgxahqDQp0DgwYNCusChbPIgU+KIophIRY9+uij4W981XI2DL/77rsgbrCe8juSSaqcYoeE47JgTjB/omOTSUMAwGPvnXfeSfu+wE0efPDBtLzQEjXW1U6dOgXv5WICQiLRY+RnztTj28V77sGsWbOq+pJqFPg9feaZZ6xdu3bWqFGjIBx9+OGHRSscq1X+GCCQI0rmUhxN9bxPzpwZ7JBhQ4cGb3NySFO8kNdzmRYk2vBgJ20FwjW27j777BPq+tSrV8+aNG4cahrdMGJE6AN9zEcfEMP79e0b7OStttwybDyiQZAukrWIftE/Ng/Syaks4VgoDxKOixQSjnMHDFC8j8nNRmGViy++2Jo2bRo8Hwi1qVWrVjBkSWpP6BHkuFmzZsGzFnGT9wjNQwxFfB4wYEAgvlT3rmnAgOLaGQd2ORHd8SimISZjGCEKJzIaMDjYJWYsWfDIkzdt2jT79NNPq3Vu6GICzwlexn4PeTYIB0zV0JVwLKNGRl3NngMIx6Q0Gjp0qI0aNSoIx4T6IhjjRSPhODkkHJflbkQxsbGfjWBJw1OY46RbP8G9jTt27JhRbuVow+kAJ4Zi4ztE1JFfmuiwbK4f4aNly5YV1sYQcguiAXF0cW/5Aw44IHDvZJBwXPXrqFphjAFCOZ7leJjPeuope3rOnJAOhNcrw9McUZo81zeNGxdE82uvuSYI1ngXz3ziiYyEcwnHQnmQcFykkHCcH0CIMEQIOcKjGFGsZ8+eofACRgWklrQJFHEjTKRDhw7Wo0cPGz58ePA4ef3114NnVE0XFyk+SNgmO6HkVdp0002DUUAOY7y5aeyMIiRjLCHK4+lwzjnnhBQXFBJEMC4vXE6oGgOD+e7hWWycMPdT9aqXcFz1RFdNY1CVc4CIheuuuy6sreSsJyclOU2nTJkShGP+yuM4MSQclwb8gA1/Ck9lI1giOlNYC8/ldEVb1rQXXnghOBpk0we8bRHs5s+fb8UGhHM2+pM5BaTacNSA/yWrjSHkB1999VXg634fiLy8++67k35ewrE4hHhk9Z0DEo6F8iDhuEgh4Tj/wJOE0HxIFcQYLwjSWhDKSFuyZEkI58KzWES3NPBAZczIQTVixAjr2rVrCINr1apVEN9pbdq0CUUF8dCmgMXcuXPDGCNOCtVTOJbBUfWkUE1jUJVzgDQViEOsCxRQJcoHkYJ8iBQ4428i4RivRqWq2KaUyJZOfvnqCETb559/PuS4zFSsxEuYDWz4CJwlXcD9cBogPDgb0ZTNddJUFJvjATyZ3LgUBczW25hiV6R3E6pWOKZAITVFkkE8ThxCPLL6zgGPCCPlBxFh2OcTJ04MtYlw6sKxjlpF6CFoICtWrAhrAJzEo25I2SFdpHpCwnGRQsKxUAyAYCI2Ll++3D744IMgti9cuDAsMojEeHdTVAWBXqg5wjH3GxHo22+/DQUUMdjJj/3GG28EjytyiXu+U7wREZcQmRCbIDR4LCJA4b1I6LuaxkBzoLDnAF4sLhrjbUx+Y/LeE+JOdA+FVR9//PEgwsULx2zOIhyTCkk5jiUcR9cThEZyS2YqWJIeq3nz5sEgziRFBOsYaxRRVJn2gegrijixeV5sQDiG01HUL5vrP/LII0MtDNWyqHxIOK56sU5NY1Aoc8AjwkglRkQYkTj8Nj/yyCP21FNPhc1aoqux5z/66CMJxzUMEo6LFBKOBUGoLsIxVbzfe++9EHZMIURSnbj3IZ4viEuITBAZxGMKa0Fu2BlHjFLTGGgOFPYc4Hl10RhPFnK5YpS4Nws5NYlQQUCWcJwYSlVRVrTE44n0YenmOMYzipyuCLbMu0yLGLOWscnJWpiJaLruuuvaEUccETZMirWQMhu/3bt3z0g8RzQmpRl5ztkcEiofEo6rXqxT0xgUyhzAvnKOhtMOG6NevJgaRqRmwsnHhWNsOHkc1xxIOC5SSDgWBKGYhWM8iwjLJQydfNZ4oL/99tvBg2zevHnBmEdMYqcbo5KqyYjHkBm8FRGQEaHwQFbTGGgOFO4c4Dnld4Jnls0fogcQjW+//faQpoK8xm6U8MxTdDMqLiFs8NvDbwZpkPgNQTSsaZBwXBbMC+YSxXfTySdMbQUKHTPvshFsWdNIGULh5HSK4/FZ0jMcfvjhYeOkmD1tuQds8JLiINUx4B6QnqNhw4ZhbU+3KKFQtcIxjefGeRxRIUQQvv/++yGV3yuvvBLjcQ899JDdd999YZOQZ5Xc9h49xmZi1AGAyBQ1jYHmQOXMAX/ueAZ5FnkmeTZ5RrG34GhEhHkqMZx6cO7ByYcoUTYNJRzXLEg4LlJIOBYEoViF43iD4/PPP7dly5aFkNfXXnst5NBCRKJYFoQFo4NwKXa/MTzGjh0bBGREKERkNY2B5kDhzgGeUwwRnlmMkfHjx4coAjxZEM0QFkhT8fTTTwchL144RlSi6Co58yQcK1VFFKSXIA0W6xKFeH1tSiTUUpwXgZlCvH379g2eU7nw8iVyhjm96667piSa4plLXmbyAuNpXOx1HbgHRAz5PSjP85gCeptttlnIgdmxY8ewvsMBhOIVjvEU5xhRHvfqq6/as88+G1LAEOI+efLk8HvPJgH8zcVj3/xHtFLTGGgOVP4cwMOYxrPom/s8o6xp2F3O0dgEIp3SSy+9FDZL+c0nWhTnH/IdK8dxzYCE4yKFhGNBEIpZOEYEwuBAFCIHNiHHhD4RAsWONgRl5syZoSCDi8cYHnitYHy4iEzxBjWNgeZA4c4BnlOMEJ5ZBGOMETyNiSZAOGODiNx5CA0zZswoIxyTBz8qHPM7Io9jFceLF49Zi8hXTM7jHXfcMYjE/EUIa9CgQSjKi3cVnpDMqVyBuUiBINKxIIhSbC8+dQZr5iabbBL6gqczXvcY25nkVS5E8FwSMXTVVVeFfMWICHgUMxb83XrrrW2PPfYIaTkuuOCCsJaz3qu+RXELx4l4HPOaHKhszOChyG86KYgQoDx6jDWBZwAB2R0ACI9X0xhoDlTuHIhu7vNMwtl4RuFp2F3YX2zow9Fw6mFTiM0hoguIFmXjj9/yeOFYv+3VExKOixQSjgVBKEbhmIaRicHB8TDgvUCep6uAmFCAAaMDT0Q8VhCY8FrB+MCowfDECIHcqGkMNAcKdw7wnPK8IhYT9sgzTHoKvFgQjfFKQ8xjw4h/xwvHRCaQEx1DhI0nCcd/CEYaXj/C/8RbBCwiVphjeE/hTcX6xGYF3lIIWqw5+dh04Jh4XmFkI8IhYB911FGhNW7c2E499VS75JJLQl8Q1aqjUc26zjqOyEDh2s6dOweRmL+9e/cOXmys54Q48zwLxS0cx/M4Nk+4/3gi8ttE2rFnnnkm/KYzJ+Bw/PZHHQDYUESoIhJFTWOgOVD5c8A3+H1zn/QUPKOso/A0nHdYP4kIo3g56xdrKZu1RBnw+8FvuoTjmgEJx0UKCceCIBSbcIx3lRscGM54ERLm6/nxICIQEryOMTrY3UY8xvOY/FoQGDxXMM4hNBRsQExW0xhoDhT2HOBZ5ZlFPEAwZjMITzREBaIL8E5jw2j27NllCo0hCBISze8MwjG/I/I4lnCcDMwN1hjmC38r06uXc7GekQOS9YvGWoZHFgZ2TZi3PKMIiazpCInulcZ6z/ovFLdwnIzHeb0KPBHxSFywYEH4XUdwQnhCPIa/sR7gychGom/+IySraQw0B6pmDvgGv2/u84xiZ2FzsdkHL2MtI3c5zj1sDvHbzmYRv/X8X8JxzYCE42ogHJMvjIdZEAQhn0C86dWrV0w43nLLLUOYE4ZiKnCDI5rn2MMc3VsFo4MKvYjH/K7heYw3IsQFkQkDBMEJT0UMETWNgeZA4c8Bnlc2f3h2eYYJe2RTCI80vFjwFMVLDaEhXjhmwwrPNgnH/+N9GGkYcIIgCJUtHNOcx+E9TlSI5zn+6KOPggciv+cePYZ4DH9zBwA2DxGmfPOftEVqGgPNgcqfA9HNfZ5JNnd4RuFsOO3A00gjxgYodhnOPeQyZ2OQzSI2jYgWlXBcMyDhuBoIxxtuuGHIS4MxpqYx0BzQHMjXHMBLsFWrVqHADb895Gy86KKLYmJQRY2daz6L8QAp4XjTpk0LXoiQFsIY2fH2MEbCp/htI/8WubjwbqaQCoUcvLADeSXVNAaaA4U9B6KFWEgjwLPMphN59QhhJ+clYfwU0ON3JSoce5oKz28sj+MS4RixHeGGsVHTGGgOaA5kMgcQezt16hT7vSUXNR6IyT7Phj8NT2M2/vE4xKOcHMds/iMqIS7hdc/mP5uBRJWwWQgPjHI/BGT4H4KVmsZAc6By5wDPnjeeRZ5Jnk2eUew1NnvY9MHbmKJ4pKkgmgChmHzmiMc8+zj7SDiuGZBwXKTAyzhapXifffYJxT/UNAaaA5oD+ZoDBx98sG233XaxAgh4Hu+88852yCGHpHUcPk/jeLSDDjrI6tevH9qBBx5oBxxwgO2///6hwMJ+++1n++67b2h169YNjd87NY2B5kBxzgF/jv255hnnWeeZ53WPaPCohqi3cU0WjrfaaqvYuFBwjOgPLyylpjHQHNAcyGQOUDCyYcOGpX5z27Ztm/S3xYtqjRgxImwAshHIhiAbhBxr0KBBoUhi37597corr7SePXvaZZddZpdeeql17do15Pru0qVLyH1NQ7S++OKL1TQGmgNVNAd4Bv155NnkGeVZ7datW3h2eYavuOIK69Onj/Xv398GDhwY8thfe+214dnnWYeT+G8Itlx1zOMvSDguWqy99tqlPHLUNAaaA5oDmgOaA5oDmgPVaQ4cf/zx8jb+HUSX+bj83//9n22wwQa28cYbq2kMNAc0BzKeAxtttFEpm5Lflr/85S8pfS9R43cqvvFblaytv/76ahoDzYEqngPlPaO0+Gc6/pnnd8N/QygGm2rtG6G4II/jIgVee1Vt0KlpDDQHNAc0BzQHNAc0B/IxBzBmSF1Bioqa7m0MNt98cz1retY0BzQHNAc0BzQHNAcKdg7ghZxq7RuhuCDhuEjhuUabNm2qpjHQHNAcyPscaNasmR177LFWu3bt2M4yIeUUUmnSpEl4P53jHXfccbHGcWkcp3HjxqEdc8wxoR199NHWqFGjWCOkUk1joDlQvHMg+jzzfNP8eefZ53eA3wUKNlEsM140rqnCMeOxyy67hOKBahoDzQHNgVzMATak1ltvvZjo86c//Sl4Eaby3Vq1aiVsHDO+kWJRTWOgOVB8cyD+WU723PObQOpBCunB14TqBwnHRQqMqPfeey9UI3/xxRfVNAaaA5oDeZ8DVNdt3bp1rDjeOuusY//4xz9CYbtUj8FvljeKplBxm8ILVO195plnbN68eaEYA+eaPXt2KKhCo0gDFX5p8QX31DQGmgOFPQeiz6w/xzzTPNuzZs0KzzrPPEWUaPwefPLJJ6VE45ouHFN4iiKC5BVU0xhoDmgOZDsHyEtMztIjjjgiJhwjGsPryFXM++V9n5zGtKuvvjrkPKXxvQEDBoQ8xxy7X79+IQcq+VF79+4d8h7TyJmqpjHQHCisOeDPJ88qzyzPLs8wzzLPNM82OY55znneefa98XtBYT3lN66+kHAsCIIgpAQq6p5yyinBI8Vz4VHc6t57702LKLj4gxCEKERDICIkneNQDIuq3f/5z39s1apVoVG9+7vvvou1b7/9Vk1joDlQZHPAn1+eZxrP9urVq8OzzjPP809uvPj0FDVdNI7CfzPVNAaaA5oD2cwBflfffffd4BDgwjH5TDt27GhLliwpxdHiG7/Pztv4zea3O8rb+H3nN//rr7+2r776ylauXGlffvmlffHFF6GtWLEi1pYvX66mMdAcqMI5EH0e/RnleeXZ5Rn+5ptvAndzzsazjq0W5Ww1OZVYTYGEY0EQBKFCQBqGDBliO+ywQ6lcVoQ4UoF74cKFKY+iC0AuHrtxEm+EREVkN0iiDfKipjHQHCiOORD//LrhEW98uCAh0VgQBCF/4Hd5woQJVrdu3VK8jhRk48ePD+9XxOPK43DO23wNcEFZjgBVv4mrpjFItKlf3sa+c7Xoxr54Ws2ChGNBEAShXEASCCsnB6l7G0cbeTdHjRoVCEc6iDc8osaHGyDRhjES31xgVtMYaA4U5hxI9Ny6SOwtKhYnMkTkxSIIgpA78DtLmrCTTz45pB2LcjrqVzRv3jy8X16u0ngngPgIsihP801CdwRI5AygpjHQHKjaORB9Pl0oTnVjXzyt+kPCsSAIglAu8CY+//zzbdNNNw1Gxdprrx3y4LmxgZhMUStylaZTSTeR53F8aKSTlGiLF5TVNAaaA8U3B6LPdLxgLGNEEAQhf/jss89CTlOKWnnqMbjcH//4x/B/Xr/ssstCrvlUOFy893EiJwBt/lf9Rq6axiDVTf6KNvbF02oeJBwLgiAISUFuq2HDhtlOO+0U80apXbu2nXnmmXbooYcGY4PXNtlkE+vSpYu9//77Gk1BEARBEIQCBJ6EkydPtgMOOCAmFO+8886hSF40HVm9evVs0qRJQURKVTxO5AxQXq7kZA4CahoDzYHKmwMV5UJPJBTLy7jmQcKxIAiCkBCQiRkzZthRRx0VS1GBp/G5555rzz//fKigGzUy9t57b7vrrruCUSIIgiAIgiAUDhB7XnnlFWvZsqWtu+66sYJ48LqHH344/N1www3D63/5y1/s7LPPtnfeeSflY5cnHidqKvCoAo+aA4UxB8p7TpNtEAk1CxKOBUEQhIR466237JxzzglisaekIM/xE088ETxQ3nzzzVAYD6OD9zFCWrVqZQsWLBChEARBEARBKCB8+eWXdtVVV9mWW24ZS1FB9BiiMZv+jzzySPh/1BP5hhtuSLuGhSAIglC9IOFYEARBKAOq7A4dOrSUR/Fuu+1mN954Y8yAICfWAw88YPXr1499ZrvttrNrr73WvvrqK42qIAiCIAhCAQBheNq0aUEYds4Gx7v66qtt5cqV4TMrVqywPn36xHIf4zDQpEkTmzNnTvBKFARBEGomJBwLgiAIpYBx8NRTTwXvYk9RgVdxhw4dbMmSJWUKrFBAxQvn4b1y5JFHBq9kGRlVk17Eq5fz71RDyaim/Pnnn9vHH38c2vfff5+0mvrq1atjn6VwjlKTCIIgCEJhg2iws846KxYlRjQZqSiIHnOw7pOK7B//+If9+c9/Dp/bfPPNrUePHvbpp59aTUKuQ/LzcayqTheQTj8Kpc+CIGQGCceCIAhCKSxevNjOP/9823jjjYPRsNZaa4WiKYQyxhdJwch4+umn7bjjjguf4/N8j+/Hi8xCfoGn0MSJE23IkCF2/fXX20svvZSyqPvMM8/YJZdcEoxKGp7lGImJCP6TTz4ZCiG2bt3a2rVrZ6+//npSkTkdfPPNN/bee+/ZwoUL7d1335UgnSY++ugjW7RoURg/hP1c3BNBEAShevCDAQMG2DbbbBN4GqkoDj/8cHv00UfL8Do2h8ePH2977rln7LMHHnhgKKhXGRvF8A4KM8NhpkyZYrfffnvgNng9f/jhh+UW68sFWDtfffVVu+2222zkyJEhsg4niUzxxRdfhGNwrFtvvTXkjP7ll18yOhbXPmvWLBs3bpyNGjUq8DG4U1UArnHnnXcGvkjD4QSng0T389lnnw19Ju3J1KlTg4d7tgIy94n5+MMPP4S/4jypzyHGjIaDiSCkCgnHgiAIQgyQ9REjRtiuu+4aC2Ukxx1CJLnxEgGiCIH172Bk7L777sHwwJNVyD8YZ4wrQlC33XZb23777W3MmDEh5UhFgLxD/mvXrh08xml16tQJ1dQxIOOBgbDTTjsFb3SK5zz22GM58S7H6OjUqZOdeeaZdsEFF9j777+f9TFrEq655hpr06ZNGL+bbrpJz54gCIIQhKIHH3zQDjrooFjuYgTkQYMGJU0rtnTpUrvoootiDgTrr79+2CyOeifnA3AJhFXWsxNOOMHq1q0buOVee+0VCjWzaT1z5sy85lxG1IXn7LvvviEX9Iknnmjz58/P+Hhsrp900knhWFwHRaQTcatUwHX/+9//tl122cW23nrrcI+4V1WBe++9N6Sqox+0Zs2aBYE4XhRH0CX9CXYBY9CiRYtwj7MVjhHz7777bhs9erRNmDAhbJ4r0rF8kGIQzj527Ngwx5mbGjMhVUg4FgRBEAIgDxDyRo0axUIUMRbwKsWzoDySh6cjn/MQyLXXXttOO+204LUh5BfcF0TXxo0b23rrrRfLS4jnMRsBqXz/jjvuCDmsfbOA759yyinBSIz34mCTwHNfr7POOjZ9+vScEE/ETvrANXB8Kr8LqQOjbcMNNwzjR1oZFTMSBEGo2WB9p9AxKSnY6GXd5i+FjBGNkgHxj5RjDRs2jKUs23HHHe26667Law0LOAcbyGx+c95NNtkkiKQI3fBK/s9aRxG/fHk/c+3U6mATnusm4o6orEzx2muvWdOmTcP6zLWwyZ+pcIwzAEWr4eb0jQgxogSrAnhP41jivJE+IWrjFR61F+CQRLR5Srujjz7a3njjjayF4xdeeCFsJjCmhxxySPBIz7c3erED73TmDyI+9+7mm2/WmAkpQ8KxIAiCEADZg/S5hwmk/e9//3tIUVFRWJ17tEDe8Fjl+5BuvEZUKC+/ICVI27ZtY/fNhXuKG6YjHONx7N/3vIYYifGe5lHheN11182ZcIwHBMYix91iiy1CmKqQOtg48A0fRAIJx4IgCDUbrN/wMF9b8Tg++OCDA1+rSGRDZOK7LqDC7UhvMWPGjLx4KRI6P3z48CBQcy48fnv27Bn4CWke8NpFfGRzlKikfHnaunBMsWeum7od2QjHpKog5QZpGojEe/vttzNOVYFwjJNGoQjHiLZR3kg0GtFq0WhDhOOuXbvmXDieO3duEEDd3nj88cclgqYwf44//vgYVxw2bFjwQhaEVCDhWBAEQbBVq1YFQkuKAieAeH9C4r3adkVYvny5XXnllUH0cyPjsMMOC54hmZJkoXxwb/r27RsMHIwpPIkY91wIx57XEK+jKLFMRTjm/+QrxhOaEEI8bNiAwPMJ4zA+3JBiPN26dYvNHQwMPCHIn03Kivj5Q1E+jIZ77rknfI78h3hPxRNgjBe83vnsvHnzAmn21/gOhs9DDz0UDC8/BznfMOz4PB4sFBSKHpfPYfTwvvcvmieO60P05py0+PfxkmIcGDeeuVtuuSWEDmJcxnt381y++OKL4TyMEWIwY0v/SS/C9fM6fSFk1POM45HFMTF2ueaogUb/iSDg/JybPvBZ8iKraI3yFgkxAAAgAElEQVQgCEL1AGsNuXWjKSoQ2K666qqw3qQC1r9//etfYa33gnqdO3e2Dz74IOf9XbZsmbVv3z5wmVq1aoX0BtRaYM1jXWWtxjmBfhAZx7qY6prFWkpk3OzZswMvYQ3mNcRxNt/5P84TjFmqwjGiPN7EROqxhpLOgtfi13H6Dg/Am5o+wMviP8N1kIfaj4cIytrOa1F+FS8ckz4E/sL6TZoIvkdfGbfy8tfC1+ERfJ6+v/zyy2Es0skTnEg4Zp4h8EdTIKQqHDP28Eb6T5+4v3CVeM7IGFAHAw6EUM0xSZUBl2G+winjrx2uTJ/gs+T1xluZ1+Kvlz5wbDgg9wruB2cktQb5pLk33KMor2LcuAfMIRrp+6LXxnk4HvefotLRvjFGbIDwPt+Nr0/B+zwXzz33XLCl6H+iHNl8jjnm52Fu0we+y3fgslwPc5QoAueKl19+eRgzxj3+mFw7zwb3Af5Obm3OIZ5YcyHhWBAEoYYjUYE7SCnh7pChVEkCx4G4spsdPQ6GAIRFyC0guAiH++23XwjfPPbYY0M+QNJHZCMc44nA9xGgOdbFF18cyKfPg4qEY8553333hXy7eKxTYGePPfawAw44IOQKxHMIogx55pgYtv/85z/D+Tmf92H//fcPIaLkavbrwIDA6MPbiBBF8gWS/3DvvfcOx0YIjRZdcUMUooyhCYEmJQYV4/kO5+Q8LVu2DMSY8FG8sMj9hvjK+fHepb9O5vl3x44dw/EwKCk4FPWqxzg59dRTw3uEp2LsekgtxhxeR1wvxjybM/SBf+Ptj0ESNSp4/ugb10rqEAwq7hXXyrgi7HMu3scoc3Fgq622CvmuMdBI+eH3B2ORAjV8B6GZ89M4PwUtMaZULEUQBKH4wVpESgpPYcVf1hPWhFR5HWsXuWzx/nVxkHWXzeB4QS9bIIghUsM/CKNnrYuKWayP8EvWObgFXCAVoRORm4gmvHNZl/kuqdTgApwDjsN5EYt9o7o84ZgxgesibJ988snBQQIvbvrWv3//MO7RfnPMfv36hbGHOyDARdNsIEwi7F1xxRVBdOV4CORw8ksvvTSIqF4AL5HHMRwKp40mTZpYgwYNQvQRQi0byvF1RrhnnAtPbngQn6fv/Hvw4MGBq6fKAaLCMXyRKEXuDZsLAwcOjG1OpCIcw6vgJlzbMcccE/oEr2H+wpmim/tsyMMB4XWeHo+5DV+DJ3Ec54xwH3hN7969A++CF8F34GaMGaJp1POeewUXO/3004MNRD8RpM8444wwb/g+95z5QU5lrg2hllQcfId7jMDszgaMJc8PAj9zjvkRLTwNJyM1C9/lXsKn/btcAzmcmTPcUzgb94u+4JDBnPDjIBQzH70PbApg1zFOzCfmFfmw6TubRx4ZynMNH6T/3C8/HpsocH14PPcB/k60AXwa4V3OQDUTEo4FQRBqOCBKkIbNNtss5jEAsUollDEekBcKVUS9V/k3XqGZ5nQTEgPyjLiJAQEJxvuiefPmQczNRjhGdOT+4/HDXHADzqtllyccY9RA8hE08X7m+6TQwGBgMwHDAkMDQw1PBr5H5XLEb4wNz6UIqSVVBl4k7h3FXESQhkDzWT7DcfFS5tg0PObpn183Hhz16tULx6VhOPztb38LfcLQcPLMeCG8Y/BxHgRocirSf/4SmutkHiGYsXIjibFyLwwac50+8R7eMBhpkGyMBYxAhG6EccaOsfZrQfzHsMAjxEk5XkAcg/cxYs8999wgeHuYIc8sxgTvuejuRhTH5t5h8GK8IKhfdtllIbST7/N5xpfz0lcMMIoR4S2tYimCIAjFCzYzSTXl4qdHEBFpk67gi0AWTWPGeolAx1qRS+9DvHXxgGRdc89mxGLWf4QsBDy4AushAlkqhfpYd+EQcAPWRS/qS77hv/71r0GgZY1nPURUQ1QvTzhm7BBqEVpZP/keayfHZlw4FuIn67jzZ46JGMr7HBN+4XwYzowDAByOwnHwGI7FGk1f4TgIogiICIVR4ZhxoP9wIlKRcHzus3MjBEaETxfXEZE5DlwHjsLnGQfnjBzjwgsvLCN8pyIcM6bMLxeH4V1458KbKhKOEasRT+EmXJf3i7Ggb3Ag8vIihtIvUmEgeDIfo5yROQNvZK7iuQuPQXT3woR+XPrK+DIGjBFRXX6vOAcckfvKPDzvvPNsn332Cd/zc/FdODBclygwNia4JuYB5+jevXuMg3K/OAd94z02/PEkd3EeZwaOxfkQdPk/fUFQRnzn3ByX97le545s3jBHec4ZR/4yT7k2zsOcZyOB8zInuE9wRb/v0bzUcH3EZc9Njcc1jgTwR+YizXkix4fzcg+U4qLmQcKxIAhCDQbkFa8LyIyLaJAYPA/ic9umCgRBSEfUyICQs+ufThickByE75HXGDKHlzHGICFqGHPZehxD0iGs3DPIMvMCowdDCLIbLxzjfQBB5ziQSTx4IbeQXYwrKrdff/31wVPBPR0gquRWg+wi7iJ6Q665Ho7LeXv06BG8jZk3GGt4T+BhwvXxfQxHiDPkHUEVwwBiizHo6TU4thuangIDAw3PHjyAXHh3As048Ewg2DKufI9r4RwunDM2GCdOvDkmfcOgYXzwLPEiRHggYXRjCFx99dWx68foQcRlk4Uckn5dEHTGCaOB8aQf5Hvkuugf18jn6Bt9x0MF4R0PG67bDRu8UhhfDG0MZ7yb+LeL4dxrDHTGF3EBgwMjjXmDh0nUa1sQBEEoHrDeTJs2LYhBviYgChIdQ+qDdMG6RkoDomw8moyNSTwcSQuQK8AP8ZJlDUWURexisxcBGeEQr0fWMNYrNpF9TS6v33fddVcQ31j3vLAe3ILUWHiQIg76NbFxypqbTDj2qDo26FmrGVO8NfFcZT3nc3AXOAHenQhwgGPyntdvYHPZUwl4QWrWdXgD/0Zk7dKlS/DwdMGS1+kDnA6OAB/gmngfQZDxYUMe71DEwui5GCc4Gp7OzjUQBfHm5R4idCJAc364DddCSoV0hGPGFq7H+HIczoEdgCcx504mHCOG4/0Mt+E9NtaJ8sJDmO8j+MPBuF7mAf3iu/BQBHTnYtgbcBd4HZyU8UWwh+9xr/gc94rjcj7uh6d3w7OY4zrnQsB2AZ45wP3m3IjIvOfzBQGVe8zzxvvcC17HK9lFWDyl2eyPOinAd33zhrnj32M+IkIz/+Bvnusbvsd84vnlrzsTwMPJnc354dKc1593xo17wHhy3DPPPDPYBJyP97w/jA9e0HBI7gVzBUcid+TgmDwrnJtjeGQbvJqNI9l0NQsSjgVBEGooWPDJmwUpcg9GxD4ESQS3TAHpwUMTLwkPnYfAQlDxAhCyA2MI+YPQQrYR+REaScuAkZWtcIwxdP/994eGwAnBhLRjTCBCksYhkXBMHwiRc9EUIwxDBRHS8whC9F0cxqiFpCNq4gkzYsSImKHGfMGA9NQRTmYx8ugPcxQvEa6P9yDvkFrmL3MOrxnGKV445nrwkKavbIyQMw7PDSfbGB0ck/62aNEiFuKLYcHxIPuc2719OBdGBLnA6Qe5l93DmfeGDBkSXseA8dcxYAjz5bMYN5yPNBmMP8fEMCYEl+fIPY45Fo3+cH48nrh+PK7weGGcokY9gjL95XXPfYdhyPkxCDBK/PxcK/fJz4NhwPOrlBWCIAjFBzaREd98LWbdYKMVT9JMwTrFBjCCo3swI1iyFuUybB3vYtZTxC1fX93j0qNsWI+5loo2N1nj4BzuaQwnYW1j/UfwZsM9KrZVJByzVrLhysY1Y4uIh3hGn1lvvUA0/UZg5Pjwm6hwDGdz4RixD+9YronvsEGP4E+/ETL5PseDb7DpjKcy5+H6fcObPjJeCJRsUk+dOjVs3vvYIdhyLHgYaQvgX3zXc9vCgxgLhHgX2OFEeOpWFHEYFY4RbuExpFDweweXZMMar9tkwjEbEvAy7gHHYGOelCWMKSIqc865CbyT8YHzcEy4J6m2fByYi9xb+CR9R/DknBwbYR3OxHH5DII93JD32AThuNwruBqp1dx2Qbwn9QRjCMdm3Pw6GEc2EuBKjDvcze+xR5pxXI7vfJH3uefMJeYAQrt7AOPQwLUxNmyS0DeOxZgyFswXBGk2PtwxB87PZpALx84BOR/HZvzhkz5P+T5isX8OsZ/x4LzYhNwPxtmdMJgH8H6Oj8MKPNu/CyeX13HNgoRjQRCEGgrIKQTEd+y9mB1EJ1syAElFhIMwRY0MyJVyY2UO7gtEEA8GDAA8TxBHEQchtnhUIOZiZOElC7nORDiGgENGmR9esA4SidCKwOsFSaLCMeF3kF3uNUQYb1bIaBSI0Xi3e2oE5oPPNT7vld8hyxhbDsiuh3pybRgEkHmMORrkHcPE5zIGAaIqLSoc48ECSXZAiAnbdKMUQu9F6vDC8PQthGAyzhhmbIjQD4wL+gm5R6hlvBgLroHrw7hE/Mao4Nq8b1w/BiHved/5HsYehJy+Iuy657MbTW5wYdgkMugIS/QNIESD6NhD/t3QwJOLnHt+fhoe05zfx4mUGtEcjIIgCELhAyGQKBK8FZ17sQaSoiDb33QEabyBfUMV4Yz8q+5Zmy0Q0xDJWMvgN6xZ9J3/w01Zuzg3XIRQ/IoKdeEYwYaqC5uIkFEvZc4X9RStSDhG0ESMY0xZz+EIrN9EYyFKEunEMeAH9BOREZ6dTDjmePAPT7NAVFI00g+xjvsGl+ZcpCeDZ7jHMcfDw5hz+zjwHTa9PW0FXIDCZ4jEjCGv0QfEZsbH+w5HoI9wCETxaI7iVIRj+u9FdokAY7w5F+MPN8SD2vlUVDjGk9W9jfGMpZ9RL1bGj/vv18N994LdjAcCvUdKepoHQD84nkdSIZDyea6XRp84LhyW48J5OG5UOOa7OLxEHTC4Rq6Z9xkrxHI4LPwbGwc+yPncaYDvMzbMJTZdOCZiNP3jXMxl7j9zkE0N+k8UqI8VoroXXvR7Rb5ujx7jc6TXoO9R4Zg+UggSHhl9RpjzRAI6V4RrRu09HEScD5Njm3kfPTdz0d+n78xHRafVHEg4FgRBqIGA0BDijgDpIfcQG8hipikqooD4QTJId+C76ZBRQslSyUsnJAYCKuKwp2vA8wQPYMRkjEWEWwgh5BEPI8RjyGN5AnIyj2OMTPILurDKfcR7B0PLBd6ocEyePj8GhgCeC/FeqxgL7uED6SXc0PuGuOqGWrxwTD8g0E7mEV8xCiDg3iCxTmjpHx4feCXh6euCKIaZF5kBnDvqWYxHjofy4pHiIX2I3IjmGB5exA9DCEOLMWDcMc7wGHGBFgMToZnx5bNexAVvFUIco31nTDBEvZ94ciD8xgvHPJ/JwnPJc+jGAF7JPq6cH+/zqPcZqSyi56d5Tms+Q/G9+KI6giAIQuEC0Ykc/FEvWgQmIpTYJM3F8QmNZyM1WsMCIauitBEVgXUKz0jWMec38A28eBH54DGIVr7xzHnhPQiwyYATBGuzC4ts2MaLXAh87ilakXCMMEnRNl9HEbXpL5va/EUkRbCHo9BH0m8hDicTjtmwxaOY1xEV4/PG0lc+hygIL2dNRsSMFsejLgLncBAVFRWW6QPeyMwLcvc6F0fkjPadFBZ4NTs3Q/zFwzYd4RiOxNjBveAYnmKCDXn6ERWOsQOYT6R/8NQa8Fk4U/y84HXnT9gQ/hnOExWOEVh9/BD08ZzmWrgm5izX6o1r5jsutOK5i0gdFY65x6SViNZn4X2O62nMPGd4NF0F34V/008iOpnP5FnG65n3mQNwYTivO2bAZ30jhPHy+4fzDZsD0X7zfHuqEj6DeI3Iz8ZANOos3nHDNxaiUaZspkTnHLzVj8GcjB8zxtF/W9jciS9yKFRvSDgWBEGoYWCRhwS7Z4QLgBAddvtzRQIgU4jTkCw3MiDVXlBCyMzjxw0Q7hnEFwOKhsDoZNI9YiD1kFkIaSbCMWQYYdo9LDCwCGd0oh8Vjgmj9DBWDC4Mvfgia3gm4bHrxBSx2705yhOO2YRAGOY9SCufw4BE2I02PsNfhFDSLzCfo8Jx/NzD2MXwcuE46pEMwYZEuxjdt2/f4J3hBe0QxglVxRDA4PKCOe7BguHp58LwceGWzzPWifpOwxDykMWocMw1kOIimddYMuEYYHD7NXI9GEbx54+OH+GI6RZQEgRBEKoOhJIjKvpaw1rE+oZHYq54Hetjr169YhE0rOWEvhPBks05EK/wgvU0WPAc1thohBqbs6xtnnqClFSE8KciHMNrSMcQ30eEs1SFY8RX+ASvwZ1Zm3G+QJCNNl6D98IPKPyWTDjGw9T7x5pMf+Mj8ugvPIqGQwYb31HhGIEQYdjBuo0Y617U8HreZ2OfczgHIPdteX3HAxdHhUyEY/rAuLqDAbwQvuYcBOGYCC7uOWKqi8Jw1UQ5s8nd7BvyOE64oF2ecIzI7wIw3InrTXStPgaMKeeOCseM8eTJk0txIYRSPu/CMXOK97lPcECfSwisbHrAl5mr1LJAZMZrnrmDV3FU4OeZcs7G6z5WXDecLFnfacybeOEYz+xEm/8VCccI2C4MI2ozF5Kdm00U5rbyHNccSDgWBEGoYSBECmHKiT8ECfIKQcp1vipIPWTQ89pCaigYhjeAdqnTB54lGCBOhqPNvQ+8+Wfc4yQT4RjgNUG4o4vFkF4XYqPCMUaV57bjs3hBxBtBhLtBqL3PbCy4N0d5wjFGhn8PQk2qCtJcYHglaojGGLiQ/GiqipEjR6YsHDMuhBl6Pjs8cvDExSCDNGPEUlAEIdm96SHVEHKeLQ87BBgFPn4YEhTswchJ1HdyMNPv+BzHPDuErSZ7RqPCMfcrKhxjqEZzIpKqItn5eR0Pr3jRXxAEQShMICiyMRrNQUz6IX7rc5l2CJEIwY4wfxep8A4mrVUqBdWSASE1mraAQr9s/EbB2k36BxcRWXPL4zZECLlgy7od3cz1MSMaKNVUFRwPYc05Cp7ciKXxDU7EXza8WYeTCcfwYDxznXexvkdFStZ61mLuIRyNDYD4VBWpCseeS9jTVSFkJus73A0BNeppm45wDKhpQcQh3AghEm4STbmFxzEcg/F3+4BiffFezhyPjWzfDCEqzL3n44Vj+IvzI6LUvMAxnJVoLThqsntF2g7GLl44xsM++vwkE44B4+weuYwx8xN+yHEQd9nYgf/x3CDeIrzSN8aO83jfKd7nYjqe4dz/ZPeKBkePT1VBlFmizf944ZjPRTklEXj+Hp9D/E42Zow3nvCy5WoOJBwLgiDUIEAkIKce9u+Ei/xfmVTbrgikKiD8kDAnJzSIatkaGTUV3KPRo0cHbxBykUUbuQYhvJBWr8KNaA/pLC/9SEXCMe8jxBJS6ffQW1Q4xhvaq7jTIL/RYogYnBi2XngDz4youMp1uaHGHCGM08VLjoNoy/noA5Wx468JcRkvDjwoCPnEKIwvjpeOxzGgD26IY6xiBHB+DALuBYYhx4do43XsYYoYgxgR7onBPcCQ8PHFSImm8WCsMRzwuKL/jCXvxwvHeA2lIhxjdEeFY7zBPCQSI597FhX1uccYCHhUc36MLgnHgiAIhQ/WCtZSxEn3FmStwkEgHwWJWUOJRHLOwPrKOlje+lQR4AGkrvL6CTgzsCZF8/kjRiKUwgO4TkL6y0vBgccsazUetvQRTsSGM9yA9Rvh04uQpSIcL126NKytrMWInYhu0dRXeHhyH1hHWcvhB+UVx+N6PN8sHAQeR7oEB97KeMKyUY0ISlQX1xstjpeqcMyxEGy5VlJGcO3RNB+IxAirXBN1LEjzlU5xvHjhmL+IqvTdx9dbNMcx99zHmYgnaldEz8sYktqLYzDubP47t4kKx/AbPH5dLEUg9dzIjC9CeTRXMc8MPIh7xb3mHnHebIRjxpD5hsjNe3Bczo+3NZsg8E3EdOYj94A5xHGwx3AKcb6IZ7JvoPh3o3wM2wmnBSL2SBPD8xhfHI/rSrRhxOeY584ViaSLCsykc+P5cmcJ5mNUGEb89jHDllQR5ZoFCceCIAg1BCz+kDByeXn4PQSBXf5UKlRnCkgeJMPD1tzrEjFNFXnTAyTNq2DHN4gvhNDzEROqhsGAYVMeuatIOHaDKP4exgvHfMYrjvMe3seIkBBiUmVgBHpOYDd4MJycLJOv0MNU+UynTp2CIcA1YOBAkl18xYhCaOY9jo03DUV7MCIwQhCWCd3LVjhmrN34cAMZg4Lj8F0aues8PYV7eWO4RYVtDFg/DsQeDxoMJIxAPG8g/3iqcP1cmwvL6QjHhAu7McC9xDglTzOGAn1p2bJlOD8GGJ/lPeYNBiVjjwHtqU8wkiUcC4IgFD6IfiFtg3spwgEQqIjwyVcYOeeMCpSsgazBbHpmCqJdEL+8eC5rKyIaYh3evjgc7LbbbuF91kU2isvzikUIRGxFfKOPHJPNbYRXBD4EO/qfqnAMx0EQZjOZ75ASCwEPsfGFF14IYjqiKN9jox3PXfqQTDim4bTh5yEtAOf1QmQI/17kEG6DsItnaSYex4wTnBAxk77jzEHqK0RJ+AbXxdiwAc51IcpWVMi6POEY0FecHJwTJhKO4Wie1xp+QioKxH14EekmuD73SGZM8cB2PovHtqff4LukMSEnsXtLc01wRuYL95r5wvVyP/g318nYI1jDh7IVjrkehG0Xfd05B76FAMuziEOF3xvnjPTbC/65MMx3uCYa6TzoH6Itjjh4acPTuDY2FuB4qQrH2GNsfjhXJHUcY8HxGTPGxz21cZbg/jE/4PHMP7grY8bGFCnQVOy8ZkHCsSAIQg0BxIXQOic1LsAhRuUylDEekClC7BDoXLDmr+dUFnIDxEkIIQYcZBPSHPWGyUY4BgiMGHIussYLxwDSjWcwhBvjhLxyGCiQYIi7Gzt4oUBCoznYEH/dCIBMQ4r5Dt4vkGpEZuYMxh/kGEMKMZZjI7piuLiBgMFB/7MVjjFQIMeersI9W9xTmrHjmfLQWRqeJFSGj14bBgMGMGI648LnCVMkFBAvKMaea+K5wHMcQZljpyMcE8LpojxGAWOJIfHSSy8Fcs/4usGDRwxePHg7YbRxfl7nHBgiiO4KPxQEQShsIBjhtenrN408vGzM5zNPPWsKQm/Uy5mNR4rN0adMwNqL4OVCLwIb6zkFehH5vHgbEUmIZwhpFW1wwosQTOELfNdTF7BWIpTCIZwTxwvHnM/FNYRjgAiLSI8YyjFY0+E4FDBD1OY1RDUENzyUfR1PJBwDOAprPsdzzoSnJ82Lt3E8eAaCIsJfRTmOOZ5vIsCZ4G5+LkRKhFg4DzyM9Z++IYYzLlwzXqhRz+fyhGOPyEokHAM4PrUinJvQ4DwuHPN55qoXdqbf/Pu4444LHIm+wn8YWza4o5yW646KpcwLxHdSjOFRTtoL8iPDyfgM94r7jXDN88L56Dee64wt/YkKx/CkdIRjgBMOdpU/E/xlLni/4YEedcf7nAOxO3oM+sGmgxcYhC/yb8aRv1wP3+d6ENnhhC4c+3mTCcfwVlKn+f3g/Dwb8HbuOcdCSPa6JvBd5jY8m98Vn3fcQ7il8hvXLEg4FgRBqAGAlJBX1XeSPc8ZZDRRMYp8nB9yiIjn5BGCipERDR8TMgeet5A/9yqNFp4rD5BUPE8g5twXPFJI9RBvdELwmUNeUdoFSowFN94gnXiqIMDiKRMfogjhxRMKATQ+NxrzkNzFCNd+fBqvYVByDrxw+D99jU+bgQGAAcc881BGvFYwjpykI0LHC8eI7S4cY3BFhWOACO1eP+59hFeVE2aEczcwaeSVjIYdOjAcGD8MIoyj+JzUGCsYMBgm7lHD9XJs92QmNDDZJg/FCN1zx4/J/cFDheNhqGLkMEdcZI+eH0OB+xa9NkEQBKEwwZrIhiBrkq+HrN8If/HrWD6AWIXHrBcEY42iL3gvZrrxiHiFsMo6iWDKesY65rlgERMRBhEkU/F2ZC1DPIZzdO/ePXi00rp27RrWbvrv4idrI04OHBfhDXERYQ2xEa9LwHt8BvGNyDnWcvcM5bO8RsQTIq33j88jfvM+G8HR2g5+PLyL4eeI5X48RDo2eBG+EX9Zx+E2rNMIehwPEZmiww54G9FaCNS8j1DMprufC29mrh3RkeNH+w53YTw4XiopCBA84YN8F3uCjYT473FO/xzn47MIoIyPzxGuCW4CN2QuIWpyzz2lA2OHmEnalSg3ca9i8gAjrvI9Gpvo8Ek+y+YCdg480MeWY/M5XmNOwNe836TpcicHxHyE2Sjnot8I29x3zkltmOj7/BsxHxGba+V6EIudT3Mv2IhgLvM+faCP8ZwLxwO4NfyU58DHhP4zJnA9HD4YO8aRZxEx14+L53MyrgivpNYMfYT7cmxsM4R2Pxae+mxe4DTBfXDHBuYVfSJ9XUWpTITqBwnHgiAI1Rzu8UuoetTjF/LM7npleRbiRUkONw9b83A5F7aE7ACBJLUD6SEQjT2/XipAYIWY42VDuKUbKfHAExUSzDn4LMK/e9VEDQUMDww1CpJg5Jx77rnB0PKwTkTM+HmHEUz4K966GC+E9GFMeQidfwYjEGF78ODBoWo5YXwIrhBljDvEYD824jReMYyH57GLeuxCfDEMyOvH+xjh8aGvXDOeLn4MipxExWfe57p4j0bfkoXP8jqhlqTZ4NooYsfY8G8MEIpJRj2oMJT4LMfl/Ii6yTysMEwI58WQwrAmbUj//v2DMeBGCcYIvwWkxuCcjB1hr/wbw417KdFYEASh8IEIRVoC9y5FVELUYZ2rjN9x1lm8DhH8PPQdMQ0xLhWP1WTHZJMVgRPBkXWeFBVE/rBuwRfhkqmIxnAY1j84B9yAdBKMDXyH/rEecnz3OCbVBtyHseMzcB021RFEozVAOC4FyXidor6st6yhiM2I0XivRvkTEVN8lmOxznLfou/zb75DJBPrPcejwWlIaYUI6p+Hs5CigU1ojvtyLr4AACAASURBVEf9gigfgR9wrf4+dRqi7/uYIErC9RBVaWyqw384V6ppquB5RKdxHja1uYZE8w6OBG/iczTOg1NDlAPCjbhPjA9ch3tOXmLEUeYC/Db+2Hyf/sIR4XlcA1FlXLNHfPEZ7jXjz/zhWuGWcD7uFZwr/l7Bo+knYxjPyeg3nJH3mZ84bMSPF/PMx5/rYb563+Gf3Ge+y/t4Fkej06LgXiNk4wwB18ZzmU0hRF3OEeW6HJfrYbw4bnlckc9iH9BH5hjzln5yPAf/Zp75M8gzDZ/nO3hVK0VFzYSEY0EQhGoOCC8eC+xaexoAPAviQ6zyDUgMwhbeA+6JipFxySWXBHImZAeIKQQUIwGSDTlMdVMAEghR5Hv8TUYKOR5zxs/B32SiP5+DhGOkIEjiAYVgXJ5By/G5Bjwe+Dxzl//HfwdBnM8wbzBeMFjoSzxR5nuck77SPL1E/Pn8euhz/JjFHyP+M/y7vPfjQR/5PNdH331suKZEYrrfF/pYEVnnXvA5DDVEZ4Tz+Pvj/fXzI9b7+QVBEITCB2sCoo8Xk4PX4bHKxmtl8jrWT8QqPCe9H3hsIiQmE8RSAesU6zUisq9lXFc6gjgcCHEU72W8MdmkhYM6D0BEJv0WjhR4o7Jh7blmeZ9zsQbzN9Ga7nyI9RauwrqaTKyr6Fjxx6Ml4j7RY/nx0n3fP8Px6TcN4TbdzYZUxiidPgHeh8Nwz5njcJ6KeKynvOAauKZEnJTPwHG4VvgOvCpRP1K5plTmRfQzmY5F/JggQPMcJOP20eOmwv29NgnzNp4bOxhLxHLOzV8JxjUbEo4FQRCqMSChCMTkpvLQdLwr8P7MR7XtigD58eIiHiJPyBw75OUVOREEQRAEQajpQMwhVJxwdd+EJ3UBUSaVkXosHkQBkf6AEHqvfUCEG9EtVQmEMYR0ctK6owIiMh6nePSS499zCyMsk2ZLRWEFQRASQ8KxIAhCNQYeFaSk8BQVhBOSx40wp6oISWdHm3xi5ADzvLKEVxLqSOiUIAiCIAiCkBhEiZDH1ouywusotFpVvA4h23PsR2toRD14qwoI6aQ8wHmC3K+eN5f8rvybHK7k3CXlgtdGEARBEMpCwrEgCEI1BSFNEHcIvHv3Ek5IWGE2IYTZgpAo8rlSYML7RR8h95lW4xYEQRAEQajOIHUD6Re8mC1tzz33DAXlqpLXIbqSh3WHHXaIFco79NBDQy7dqgxv9xy35JIlZRvpKs4444yQz/jiiy8OEXBeG0EQBEFIDgnHgiAI1RDkwKLAAxWZox4gFIaoilDGeJC/jWInXo2bUEEqDU+fPl05tARBEARBECLAm5jicA0bNrS11lorcCc8ZykOS7qIqgQC7VtvvRVEWY9wo2gfBWwpIFbVwGEB3klNgYULF9rixYvDmCHEqzizIAhCxZBwLAiCUA3xxhtv2JlnnhlLB0Eoo6eDqIpQxkRGBn0hx5wbQBgZF1xwQQjDFARBEARBEEpAMViKCVPIDc4Ed2ratKnNmzevIHLz4rBw7733huJ47g3917/+1W677bYq9YYWBEEQsoeEY0EQhGqYomLw4MExb14PZRw/fnxBkXf6MmrUKNtll11i/ST8kn6qUJ4gCIIgCIKFVAo33XST7b777jG+RNE3RNlC4ktEtHXv3j3kDqaPeB97XQ1BEASheCHhWBAEoRqBXHLkcmvQoEEsRQUFVMjltmzZMis0UCivTZs2oWiJe9BgZMyfPz94JQuCIAiCINRUECU2Z84ca9KkSSxCC2GWFBUff/yxFWI6jUaNGoUUZPS1Vq1adsUVV9inn35a1d0TBEEQMoSEY0EQhGqERYsWWYcOHWz99deP5Q4+7rjjbO7cuQWZx428cw899JAdfPDBMS8acvb1798/5KMTBEEQBEGoqSBHMCLxJptsEttgP/roo4NAWwgpKhIVyhs6dKjttNNOsUJ5Bx54YKi7UZWF8gRBEITMIeFYEAShmuDrr78OZH3HHXeMibB77bWX3XrrrQWVoiIeK1euDNWuPbXGH//4x1g1boRlQRAEQRCEmoZVq1bZzTffbLVr1w7cCI5Up04dGzt2rH333XdWqKD43DnnnBOLJuNv+/btg3ODIAiCUHyQcCwIglANgNfJjBkz7PDDD4+FB2600UahojUFVQoZpKR4+eWX7aSTTgpF/Og7HtPnnXeeLVmypKq7JwiCIAiCUOlpH5599llr1qxZLEXFZpttFryPP/roo4K+G3gWT5s2zQ455JCY4I0HMnUtyNcsCIIgFBckHAuCIFQDvPXWW3b22WfHUlR4KOOTTz6Z+xQVv/1mtvQ1s8fHmk29/n/toaFmrz9p9mP6RgEe0ePGjbM99tgj5i3tRkYhe9UIgiAIgiDkI0VFly5dQp0KONHaa69tJ5xwQhCTCzFFRaJCzX379rWtttoqljoNXjpr1qwgiguCIAjFAwnHgiAIRY5vvvnGhg8fbjvssENMdKXy9ujRo/Pj2fH5UrM7e5p129vs33v8r3WpYzbpKrNvl2dsJJ1//vm24YYbxoyMxo0b29NPP61CeYIgCIIg1AiQJzh+Mx1eN2bMGFu9enXZL6z5zeznH83+821J++Hbkk38/2aR7uvXX8y++dxs0bNmz0wye+Jmsxk3mc252+y1mWafvWf20w+EjSX8OuLwc889Z82bN49FkxEJhxheiMWaBUEQhOSQcCwIglDEwOtk9uzZQWD1UEaE1wsuuCAIsTnH91+aTR9t1n1/s3Z/LNXWtF/XbEKvEkMjA+AZ/dhjj9lhhx0WM5QIy+zTp48tX56ZGC0IgiAIglAsQHCdM2eONWnSJCa44nV84YUXJhdcl79vNnWo2dBWZkPPMBvWyuz27mZvzzX7LU3v5P/+ZPbxwhKReGQ7s35NzC4/xKzrfmZd65pdeqDZlQ3Nrm1hNrG/2TvPmP0nsZMCIjc5mvfcc89YDQtqb9x11132008/ZTA6giAIQlVAwrEgCEIRgwIk5AKO99LF6Mh5igo8S56ZbNbnaFvTfgOzs/+vVMtWOHYvm+uuuy7mPU017vr169uUKVNkZAiCIAiCUK3x4YcfWvfu3WMpKnAKQEQm+iohr8Pb+JXHzHo3LNnIh5Pxt9ffA2db82saXPCH78zmP2x2w9lm3fa1NR02K8P1Yq3dn8067WY2qLnZtBFmyxOL2ojd1Nvw61lnnXXs9NNPt9dffz2LURIEQRAqExKOBUEQihTk/h05cqTtuOOOMQ/dnXfe2UaMGJE4lDEbEIqIV8n1p5udu2lCIyIXwrHna27ZsmXI58c1rbfeeta6devwuiAIgiAIQnUE9R7uuOOO4KHrReXq1KkTvHZ5LyFWfVXibXzhjhFRF+H40JBiImXhmNQWz00xG9jc7LzNkwvG8dyvw/pBZLZJg8xWfFjmsIjdM2fOtKOOOip2TVtvvXVwEvj666+zHDFBEAShMiDhWBAEoUhTVDgRx8sYIr7BBhtYu3btbNGiRbk/IcbA3VeYXbh9cuMhR8Ix4Yu33nprMJbcyNh2221DHmc8kgVBEARBEKpbiornn3++TE5gUo8lTVGB2PvSw2aD/lHCwTIVjilW99Ycs+tOTeocEI7Z/g//82qO9z7uVq8kvcXqb8ocHoF44MCBts0228SiyY444gh74okniqLQnyAIQk2HhGNBEIQiBPmLO3XqFEtRgcCKiIyY/Msvv+Q+r/GjN/6e1/jPeReOwccffxwKqGy66aYxI+PII4+UkSEIgiAIQrXDp59+ar169SrFexo2bGhPPfVU4hQVcLM5d5kNPMHsvK3LirzpCMefLjG7rbvZ+dsm8Cje2OzS+mYj2pqN6WjWu5FZx60Tc0D6QuG8uLzKiOKvvfaanXrqqbFoMvjrJZdcElJzCIIgCIUNCceCIAhFhu+//z6ELVJh2z1yd911V7vhhhvCeznFzz+VhC72OdqswzrlhyvmUDjGA4U8zY0aNYpdIx7V559/vi1ZsiQnlyYIgiAIglDVIA3Fvffea/vuu2+M8+y22242atQoW/X9dyWexd+uMFv5qdmyN8zm3G1200VmPRrYmnM3SuwdnKpw/N+fzZ6dbNbz72W9ic/f3mzcBWavPm72yWKzz5aaLZ5vdv/VJUXy4s973rZmk64y+2Z5wmiyu+++2/bZZ5+YwwP/plBe0jQcgiAIQkFAwrEgCEIRYc2aNTZ37txS1bbJAXzOOefYu+++G97PGfAYWfhsqNJdqkAKhkTnOmYdt8ybcAxWrVplw4YNs5122imWw3mPPfawO++803788cecnEMQBEEQBKEq8corr1iLFi1C4Ti4DoXk2ChfunRpiWCMUDy6g9m1p5n1a1ISAYaXcbIosHSEYzjbfX3LeC0HT2O8jBc9Z/bLTyW1LmxNCTf84iOzKVebddkrjgf+wWzYGWZLXiwp2heHTz75xLp27RrzquZ6TzvtNHv11VfzN7iCIAhC1pBwLAiCUERAHCbfnaeoIL/xYYcdZtOmTct9ioqP3jG75d+lC64QxnhjR7PxXRIYDLkVjhHBFy9ebG3atLG//OUv4XoRywl1lJEhCIIgCEKxg9RcPXr0sM022yzG64455hibPXt2SYqK5cvM7ugRvHlL5TEur6UqHCMGL3rebEhLW9N+rdLfv3R/s1m3m/38Q+KcyO+9YjasdWkvZf7ddW+zmeNLvKQTRJPh/HDsscfG6nNsscUW1r9/f1uxYkWOR1YQBEHIFSQcC4IgFAlWr14dUlSQlsI9cHfccUcbMmRI7ovGfb/SbNqIEnHYPVr4O6RlSf66R0f//t4f8yYcA8TwaGgjrVatWnb11VfbV199lbPzCIIgCIIgVCaInrrnnntsr732iqWo2GWXXWzEiBH/S9/w+VKz27qVeACnIhqnIxz/+ovZvPvMLqsfJwD/zvdIS5EMq742e+A6s4t2LX3uDuub3XWF2VefJfwa10WxY/irp6yoX7++PfzwwyqUJwiCUKCQcCwIglAEwPv2hRdesBNPPNHWWmutWIoKvHHxys1pigpCEl94yKxv49JhkOS/mzfRbPVXJZWzSVeRZ+HYC8Z069bNNt9885iRceihh9r06dMTF4wRBEEQBEEoYFAw7sUXX7RTTjklVjBuo402svPOOy8UQI4B4fjWrvkRjn9cbTZ1qK2JSz0WUpHd2dPsy4/LuYBfw/Ht8oPKeh2PPMfsgzeSfpVaFW3btg08lusmqqxjx46qYSEIglCgkHAsCIJQBFi2bFmpvHCIp4cffrjNmDEjtykqCD8kr/GwVrbm3E3/ZwR03sPswevMvvvC7JcfzR4fV2nCMaGNiOZNmzYNVca5/vXXXz/kdX777bdzei5BEARBEIR847PPPrMrr7wylqICXnfEEUfYk08+WdrzduUnZtOGmw04waz/cXGtmVmvo8wu2jkz4fjLT8xuv7RsruROu5s9eqPZTxUUrVvwZEk/4oVrXnvjqaRfg7c+8MADduCBB8aiyYimu+mmm0J0nSAIglBYkHAsCIJQ4Pjhhx/s1ltvDRW2PZRxm222scGDB9v335fNIZcVPl0cPFtCLuNYlewtSqpqL3u9pNjJz5UrHHs459ixY6127doxA2vnnXeWkSEIgiAIQlEBTjNx4kTbe++9Y7xuhx12sGuvvbYsr/vvzyW86pPFZp8simuLzV6abnb9v0oK06UrHH/4ltnI9mVF5651SwryVRTNRhG8IaebnR0nPF96oNlzU8r9/vLly+2yyy6LCedE0zVr1syee+65dIdTEARByDMkHAuCIBR4KOO8efOCt200RcW//vUvW7BgQW5TVJCvbvroEoMhGnY46GSzBU+VGC+gCoRjQOgmIZyEcrqRcfLJJ9vLL7+cl/MJgiAIgiDkGqSoOOmkk2IpKjbYYAM7++yzM0s9hvg7poNZhz+lLxy/97LZ0FZlhWPSTyD8pnLuke3M2q1X+hjwwwqEZ/jtnDlzQqE8Ch8zDhtvvLFdeumloWCgIAiCUDiQcCwIglDAwIi48MILA5n2cL4GDRqEIiI///y7kJsLIAq/8KBZ36P/V7Ub46H3kSV5jaPhilUkHJPPmBDOhg0bxlJWkLqjd+/e9vnn+TmnIAiCIAhCrrBixQrr27evbbLJJrEIqsMOO8wee+yxzOo2ZCMcL3re7JoWZVNN9DrC7MVHKj73p0vMxl1ka9pvUPr7F+5o9uStJVFq5YC0FDfeeGOpaDKKIU+aNCm3HFcQBEHIChKOBUEQChRUnh4/fnzI++ahjNttt11IUfHtt9/m9mTvvmQ2vLWtOXejSKji3qFoin2zvPRnq0g4BoRwXnXVVbblllvGjIx69erZ1KlTVShPEARBEISCBWLogw8+GHiL87qddtrJhgwZYt99911mB81GOH5rjtmA5mWF494NzV6eXvG5Kdw3vlNZ4Zjieo+NNSvv3L9j6dKl1r59+1Agj/HACxvv64ULF6Y5EIIgCEK+IOFYEAShgEMZTzzxxFiKCkL5WrZsGQrC5TRFxWfvmd3Ro8RDxEl/h43MbrrY7OOFJQXzCkQ45rpJTdG8eXP705/+FMZlnXXWsdatW9tbb72Vt/MKgiAIgiBkg1dffdVOO+20wFu80C8i6bvvvps5r8tGOKaAHQX2ygjHjbISjtcgHE+/8X8pzsoBXtZ4W+N17ZF12267rQ0fPjz3ThKCIAhCRpBwLAiCUIAg9QLVtqOhjBRRmTBhQqhGnTP8sMps5i1m3euZnbPW7wbHn80GnVRSLfvXBOfCEHhifGLh+J7eZt+usHzip59+sptvvtn22GOPmJGx4447qlCeIAiCIAgFiU8//TSk1qpVq1aMuxx00EH20EMPZRcxlY1w/PbTZgP/UVY4vvKo1FNV3FQ2VcWa87YucTD4LbXr+vrrr0P6Do8mIx3ZUUcdZbNmzcqto4QgCIKQESQcC4IgFBjI+XbHHXfYX//611go41ZbbRUMji+++CK3J1vxodnt3czO/cv/CH+HzcwG/9PswSEloYbx7ZFRZsPbmp23bVxBld8F5/C9cSWffWWG2Xdf5rbP2EkffmidO3cOOY4ZH7yPvRq3jAxBEARBEAoFbPg/8MADVrdu3ViNBrxqBw4cmL1XbVY5jl8wuzYuxzHf7Xmo2QtTKz73J4vMxl6QIMfxzmZP3lY2Yi0J4G3PP/+8HX/88bEoOwohd+nSxZYtW5bGYAiCIAj5gIRjQRCEAgLk+dlnn7WmTZuWSlHRokULe+ONN3Ivin7+fggztPZ/KC0AIwp32t2s055l28W7m+FNwufivFTWdKxldvFuv392d7PxXUrSXeQYv/76a6jGTaE8F9c33HBD69Wrl3322Wc5P58gCIIgCEImePPNN61Vq1Yhfy98hXy+bdq0CQWQs+Z12QjH771iNrRVWeH4svpmz06u+NwfvGk2sp1Zu/VKH6PLXmZP3wOpTfkyfvzxR7vttttsr732ikXa7bnnnsGR4ocffkj5OIIgCELuIeFYEAShwKpt9+vXL+ZJS9t3333tvvvuy0+FaYTjW+KE41y2Ue1LjJo8gEIyFMrbeuutY0YGYzVlyhRV4xYEQRAEocrx5Zdf2qBBg2zzzTePcRXy+U6fPj03RX2zEY75LjwtXjju8jezp26ruLjdwmfNrjmlLPe7tL7Zc1PSEo49nQfRZHgbu+MEOaEXLFiQ1nEEQRCE3ELCsSAIQoEAYXjSpEkhl7F70W6//fbB4Fi5cmV+TlrEwjFeOnjx4I2NceHVuDEyXnvttbycUxAEQRAEIdWaDPfff7/tt99+pXjd1VdfnbvCb9kIxxQzvvPystyNVBMPXGu26qvyz/3yY2Z9G5WqdxHagBPM3pyT9qX89ttvNnfuXGvcuHGsADKC+4ABA3Kfqk0QBEFIGRKOBUEQCgSvvPKKnXLKKTER1D0tEEfzlrf3s6Vmt1xs1vEPZh1SbIjM8UZC1FhpH/nsqHYloYx5zBt49913B7HdPbTxQFY1bkEQBEEQqhILFy60tm3bxlJUrLPOOnb66afbokWLcsfrshGOf/qP2UPDbE3HLUtzOf5/+6VmKz5I/l3yF8+7z+yyA0pzQv4N9/vwzYzrfFx33XW23XbbxTy0KSL46KOPhjRlgiAIQuVDwrEgCEIBgLy8ffr0iYUy0v72t7/ZhAkTgjiaN3z5qdlD15sNOsFsYCqtudmA482617M1HdYvKxx3rmPW/9iSz/H5yYPMPl+a97G75JJLYuk9KDzTpEkTe+aZZ1QoTxAEQRCESsdXX31l119/fSydFq1+/fo2derU3KSoyIVw/N9fzObea3bp/mWLHVM0j1QUyYA38pRrSryT4787oYfZV59lFU3WsmXLmOC+3nrrWbt27YIQLwiCIFQ+JBwLgiBUMSgIcu+99wah2EMZa9WqZT179gy58fIKDIrvvjBbsazEs6TC9mFJFe3Jg0uK4JUyFtYzu/lis/deLvnc8g/Mvl1h9t885GaOC22koOCxxx4bq1ZO4ZmuXbvaRx99lNdzC4IgCIIgRIEw/NBDD9n+++8f4yU77bSTDRkyJHcpKnIhHOP1vGS+2fWnlfUa7ryH2aM3mv34feLvLXzGbMipZu0j56V1rWs28xazH1dnfEk4TJDio169ejHRfYcddrCxY8cGj2RBEAShciHhWBAEoYqBZwWhi2uttVYgx/w96aST7NVXX60cj1nOkU77+Uezx8eZdalTytBY035dswlXmH31eenPV5L4jmcPuQPdyNhjjz1CGgtyDAqCIAiCIFQWrzvjjDNiqcfWXXdda9WqlS1evDj3vC4b4RjgGXxPb1vTsVZpAbj9OmYj2pi9n6BmxPcrzaZcbXbhjmXTlSFCL37BbM1vWV0WOY1xoMCRgjEk5/EJJ5xg8+fPz+q4giAIQvqQcCwIglCFoOjd4MGDS6WooIjKxIkTC1fw/OV34bhzEuGYYitVAEIYo6GNGGz//Oc/Q+5oQRAEQRCEfOObb76xYcOGlUpRAa+bPHlyblNU5Eo4JipsLrmKDypbv+KiXc1u7Wq25EWz1d+WeBGTfmz6aLOefy9JSxH5/Jpza5nd2yfjNBXx0WTPP/+8NWvWLFYob+ONNw5p3VasWJH18QVBEITUIeFYEAShivDzzz/blClTbN99942lqNhss82sR48eITdeweLn8oTjXlUmHGOQMZ6Ehrqxxnhec8019vXXX1dJnwRBEARBqBmAhzz22GPWoEGDWIqKbbbZxvr375/7FBW5Eo4BYvBtXc3O3bRsvuLztjW78iizEW3NRp1rNuCEwP8S1rm4qqnZqzPNfstNEbsffvjBRo4cabvsskusUB6c+YEHHsiPCC8IgiAkhIRjQRCEKgKpKFq0aBFLUYFHBZ4VhOFVSoqKaiYcA3JC9+rVy7bccsuYkXHEEUfYU089pWrcgiAIgiDkNfLp7LPPLhX5BM9755138sfrciEc//ZfswVPmQ1oXlYMdn7XcROz8zY3SyQYe07kR0aZrf4mp5e3dOlSa9u2bUj34WPaoUMHe/fdd3N6HkEQBCE5JBwLgiBUAfAovvbaa22LLbaIecfWqVPHbrvttlAUpKBRwMIxoY0vvvhiqdDGddZZxzp16mQffPBBlfVLEARBEITqnaJi+PDhttVWW8U2ril6PGHChPx6x+ZCOAY/rDKbN9Gsd8OE4nHSxrku2jnkSQ5FlHMskP/66682depUO/DAA2N8eeedd7abbrrJVq1aldNzCYIgCIkh4VgQBKGSgQHxyCOPBBLsoYwIyKSoKIq8bQjH08eYda5ta9r/ocRo8Hbn5VUqHHuhvFGjRsVCG93IGD9+vKpxC4IgCIKQc143ffp0O+igg2K8jsgnIqDynnrsgzfNxrQzO5eCdn8oaR3+YNargdm8+1IXjhF8f/ze7OXpZteeVpKvuCLBmFQWPQ4t8TT+4sOcpaiIB+nGBg4caNtuu20sQu+YY46xuXPn5uV8giAIQmlIOBYEQahkvP3229a6detSKSqOP/54e/nllws7RYWDStkUPln6qtmS+ZH2otnyZWb/rXqP6WXLllmbNm1ioY0Yck2bNg2FVgRBEARBEHIF0iace+65IY0CnAN+d/LJJ9sbb7yRf1732VKzyVeZDTjWrN/vrf+xZje2N1vwROrCseOXn0pyHs8cbzakpVm3embnb29r2m9c0s7b2qzL38z6NjG7r18J9/vhuxJumCcwhozlSSedFIsm22CDDaxbt2728ccf5+28giAIQgkkHAuCIFQi8Dy57rrrYjl4abVr1w4hd0VV6ANDCM+S+JZHwyHd0MZp06ZZ/fr1SxXKGzRokK1cubKquycIgiAIQjXA999/b2PGjLHtttsuxjf22Wcfu+eeeyon9RjCMMLt91+Wbqu/LhGBMwFc7ucfSiLIFs83mzepJEUZ0WazJ5TkQ8ZRgPQW6QrTGYKxHDt2rO26666lUoFMmjQpFJsWBEEQ8gcJx4IgCJUESC952urVqxcIL8R34403ti5dutjy5ct1H3IMKphHQxsZc4TkRx99tLhEekEQBEEQCg7UVZg5c6Y1aNAglqJi8803D6nHSK9Q9MBJAGEYARohmfbLjyWRZVUQIffJJ5/Y+eefb+uvv36sUN5ZZ51lb731VqX3RRAEoSZBwrEgCEIlYcmSJaEStIcyImQ2btzYnnvuueJIUVFkYExff/11O/HEE2NpQfiratyCIAiCIGSLd955x9q2bRuK8DrHIPXYSy+9JF6XR6H+8MMPj3l3E8E3dOjQ4CwgCIIg5AcSjgVBECoB3333nY0cOdK22WabGNmtU6eO3XLLLaGYm5C/lBXjxo2z3XbbLTbu22+/vd188832n//8R8MuCIIgCELaQKgcPnx4KG7s/KJu3bo2ceJERTXlEatWrQppx7beeuuYE8YhhxxiT/w/e2cCrtXU/v+fzL1IZabBoilhXgAAIABJREFUkCiZVaaMITITlaKJJqFSlFQomudZ8yCVojnNg+a5CJUoqRBJwvv3vut/fZb2eZ9zOifnGc6z9rP393Nd65I65zz7WWfv/dzrs+913x9/LFkvhBA5hMSxEEIkIUNi2rRptkyCV6LilFNOMS+88ILZs2eP5j+H+e677+zWRhqpeI3ybr31VjN//nwtMoQQQggRdVw3Z84cc9NNN6XFdWS+Nm/ePBglKny+m2z16tW2+eBxxx1n556Mb+K8LVu2uD48IYQIJBLHQgiRw2zatMk8/fTTaeUSPHE5d+5cicskLTLY2njDDTekZQXlzp3bvP766xL3QgghhIiKrVu3WlHplR4jvnvggQfM2rVrFdclAfpUDB8+3BQrViwtrjv//PPN0KFDzR9/xNgQUAghRJZIHAshRA532+7du3dagzZG4cKFTc+ePdUFOslbG99+++10Xc+vvvpqM2nSJG0pFUIIIURUcV1k6TEE5rBhwxRPJJHvv//eNGrUyJx66qlpSRlkIa9atSqZhyGEEKFA4lgIIXJwK+OiRYvMXXfdlbaVkU7QNWvWNF9//bXmPclZxxs2bDCPPPJIWobQ0UcfbX8Xmzdv1u9CCCGEEP8YSyxZssTcfffdaXEd4hKBuXfvXs1ekn8Xn3zyibnzzjvTlYFr06aNfhdCCJFgJI6FECIHtzLWq1cvrds2gxIVCxYssFJZJH9r46BBg0zRokXTdePu3r27bV4ohBBCCJEVPPR/8cUXzQknnJBWouLee+81K1asUIkKBxw4cMC0b9/eNj32GuVde+21ZsqUKbY5shBCiMQgcSyEEDkUzPbt2zddiYoCBQqYzp07q/6aQ3bv3m1l/sknn5y2yLj55ptVb1oIIYQQR4zr+vfvny6uu/zyy83o0aNVosIhX3zxhalUqVJaozx2lVWpUsVs3LjR5WEJIUSgkDgWQogEQzbx/PnzbXaxt32O7JSnnnpKZRF8sLVx9uzZ5sYbb0xb+J100km2UR5SWQghhBAiY+xAXFemTBmVqPBhzD1+/Hhz1VVXpcV1yP0+ffpY2S+EECJ+JI6FECLBbN++3TRs2DBdiQpE5axZs7SV0Qf8/vvvpmvXrqZQoUJpv5/LLrvMjBs3Tg0LhRBCCJGOb7/91jRt2tTkzp07rREbtXUXL16suM4H/Pzzz6ZZs2Ymf/78abvJypcvb0uICCGEiB+JYyGESCC//fabGTx4sClcuHCalOTPXbp0sf8m/FN/umLFimmN8lhkPPnkk9raKIQQQog0iN2GDBmS7mEzGa1NmjQxy5Yts3JSw+0crF692gwdOtRcd911ab+jE0880crkXbt26WwWQog4kTgWQogEsnTpUnPPPfekbWUk65gSFV999ZXm2WfbTocPH24uvfTStEVGvnz5TLdu3dQoTwghhBAWsorvuOOOtLiOcfTRR1sxSb8Eyl1puJ0D7/fgJQN4o3jx4raMBc2RhRBCxI7EsRBCJIht27aZ+vXrpzXoYCtjqVKlzOTJk7WV0adbGxs3bmxOPfXUtEUG2SozZ87U70sIIYQIOZS2otHxKaeckk5IaqTGHFBapEWLFmbPnj2uTyUhhEhpJI6FECIBHDx48LCtjGSn5MmTxxQtWtSUKFHC1tHV8M8c0A393HPPTZehgvSnPvWOHTt0XQghhBAh5q+//rL9D84//3znElQj+jk444wzTPfu3c3+/ftdn0pCCJHSSBwLIUQC+Pzzz83TTz+dZfCKRNbw3xxk9ru69tprzZQpU8y///1vXRtCCCFEiNm7d68ZNWqULTv20EMPmYcfflgjBeagQoUKVhrTsFoIIUR8SBwLIUQCWL9+vQ1SlRGS+lkxxYoVM2PHjjV//PGHrg0hhBAi5NAXQSM150AIIUT8SBwLIUQC2Ldvn22sxrY41+JTI/Y5oOFNrVq1zObNm3VdCCGEEEIIIYQINRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQgghhBAiHRLHQgghhBBCCCGEEEIIIdIhcSyEEEIIIYQQQohM+e9//5s2/vOf/6SNv/76y47/9//+X7rx73//W0NzoHMgAOdAxmvbu+Yj7wOMyHuECB4Sx0IIIYQQQgghhDiMSCEUKY4zSuOMwunPP//U0BzoHEjxcyAzifxP8lgED4ljIYQQQgghhBBCpOOzTz/V0BzoHAjpOXDw4EE7fv/9dzv++OMPOzyhHCmSJY+DjcSxEEIIIYQQQggh0iBz0LW40tAc6Bxwdw7s37/f/Prrr3YcOHDA/Pbbb2kiOaNAjsxCVuZx8JA4FkIIIYQQQgghhMUTP5J2Erc6B8J7Duzdu9eOn376yfz8889m37595pdffkkTyZ5EziiQJY+Dh8SxEEIIIYQQQgghLBLH7qWdhubA9Tnw3XffmV27dpndu3ebPXv2mB9++MGKZCSyJ5DJQj6SPBbBQOJYCCGEU9Sp233HZA3NgV87dWdsyiSEECJ5sZlrcaWhOdA54O4c+Prrr80333xjtm/fbnbs2GF27txpJfL333+fJpApZ0H2sSePM6t5LFIfiWMhhBDOUKdu992SNTQHfu/ULXEshBDJj8+4/0raSdzqHAjvObBp0ybz+eefmy+//NJs2bLFfPXVV1Ykf/vtt1Ygk4FMGQuyj7OSxxLHwUDiWAghhBNcB0MamgOdA267dGfs1B0plDOTyMo6FkKI5ODdd/U5qVhJ50B4z4HVq1ebNWvWmPXr15uNGzdakbx582YrkMlApoyFJ4/JPKZsBfGcF8dJHAcHiWMhhBBJR9sf3QeDGpoDV+cAi4toO3Ur81gIIZIH91zuvYoVFCvoHAjvOfDJJ5+YxYsXm2XLlpmVK1eatWvXWoFMFvLWrVttCQtPHlO2gpiOWC4y61gZx8FA4lgIIURSUd0894GghubA5Tnw448/Htapm22OXp08r9FKZNaK5LEQQiQPb8eH4gXFCzl5Dqxbu9YsXbLEtG/Xzjz88MOm/H33mfLly0c3+J4Ej3vvvddUrVrVTJk8OdTXwMyZM83s2bPNvHnzzMKFC83SpUvNqlWrbAYy2cfIYzKPKVtBTEcslzHrWOI4GEgcCyGESCoSx+4DQQ3Ngesu3V6nbrp002QFmYxE3rdvX5pAJmvlSPJYCCFEzsD9lvuu4gXFCzl1DmzcsMG0bdvW5MuXz+TKlcv83//9n+9G4cKFzZzZs0N7HUycONFMnjzZTJ8+3UpkBDIZyCtWrLDy+IsvvjDbtm2zTfOI5UgEyFjrWPFaMJA4FkIIkVQkjt0HghqaA5fnAIsMr1M3mSo0WfEkcmSjFW/LoyeP1aVbCCGSQ1jF8do1a8ziTz4x7d55xzz80EPmvhiyVe/LgVGuXDlTpUoVM3nSJOdzlEhx3OTll53L4X8anTp2dD5XrsaYMWPMuHHjzIcffmgF8scff5wmj8k8/vTTT23NY0pWeFnHGctV8MBfpD4Sx0IIIZKKOnW7DwQ1NAdOz4HPPkvr1M2Cg62OiGQkMpnICGQWH2QfR8pjdekWQojkEEZxbDNg27QxefPm9W0GbKFChczsWbMCM99NmzZ1PqdHGsccc4wZNnSo87lyNYYNG2ZGjhxp3n//ffPBBx+YSZMmmRkzZlh5TNkKah4Ty5EQQPzG7rGM5SokjoOBxLEQQoikInHsPhDU0By4PAfIUqFTNwuODRs22IwVtjt6Apktj548ZgHibXvM2KVb2x+FECJn4F4bRnGcChmwnTt1Csx8N2rY0Pl8Hmnkz5/fzJ0zx/lcuRoDBgwwgwYNMsOHDzfvvfeeGT9+vJkyZYqZNWuWbZznZR0Tv7F7jHIVPPQnbpM4DhYSx0IIIZIK0ofhOhjS0BzoHHBzDixatMguOJYsWWKWL19uJTK18shEJgPZk8csQChbQc3jyOyVyFrHQgghEg/SmPttmD4nbQZskybOZeWRxrHHHmuGDxvmfK4SMXhw3OD5553P6ZHGiSeeaGZ+/LHzuXI1evfubfr162flMdnHZB5/9NFHNut4wYIFttYxv0diN3aN8dA/ss6xMo6Dg8SxEEKIpCJx7D4Q1NAcuDwHqJFHtsqcOXPswoNaeQjkNWvWpNXLo/4x2x6peexlr3iLEIljIYTIWcIqjlMhAzYozdqY74Y+n+88efKYWTNnOp8rV6Nbt26mZ8+eafKYshWUrCDreO7cubZcxbp168yXX35p4zbqHCOOKTPmNchTqYpgIHEshBAiqRBAIH5cB0MamgOdA27OAbJVqJPHwgOJjEBeuHChWbZsmZXHZB6z7dHLXvGyjiObrXAPUcaxEELkDGEVxw0aNHAuK480cufOHZgM2A0Roj5fvnzmnHPO8cU499xzzWmnnWbrG19WvLiZP2+e87lyNTp37mzlMZnHlK2gZMXYsWNtDDd79my7c4yyY5Qb88QxMZvEcfCQOBZCCJFUJI7dB4IamgOX58Do0aPtwoNaeRMnTjTTpk2zCxDkMZnHlK1gEULJishmKxmb5EkcCyFEzhBWcexlwB511FG2QZ6fBsdF4z527Lieq0SMDevXmxdffNG+r+bNmlkh7odB88GuXbqY8847z1x++eWhFscdOnQwXbp0Scs6Hjp0aFq5ipkzZ9qyYzzwp0EeMduuXbvSHvYr4zhYSBwLIYRIKggfZRy7DwY1NAeuzoEhQ4bYWnmjRo2yAvnDDz+08pjM46yarbD1MWOdY4ljIYTIGbjPhk0cIzK9DFiyTi+99FJfjGLFipnChQub4447zlx22WWBEZmRGcedOnZ0fjyRY9jQoaZgwYKmRIkSgZnvWEa7du1Mp06dTPfu3U3fvn3N4MGDbZM84jZ2jBGz0adi06ZNh4ljb5eYSlUEA4ljIYQQSQXhE7ZO3RqaA50D/zsHyFp59913rUCmXt6YMWNs5jHNVubPn2+zjllQUjNv+/btaeUqMtY5ljgWQoicIazi+KVDGbCvvfaarSXsh0EtWcoFBC0DdkNEhnfHDh2cH09GcVyoUCFz5ZVXmoULFjg/HlfjnXfeMR07dkwrV5FRHNPsmIf9iONt27bZXWJ79+6VOA4gEsdCCCGSisSx+0BQQ3Pg8hxgy2OfPn1svTzkMZnHlK2YOnWqzTr+p5p5EsdCCJGzhFIcp0AG7OUByoCNFMedO3Xy3XxLHH9q3n77bVuuomvXrlYc0yCPmG3ChAn2YT8lxhDH9KaQOA42EsdCCCGSisSx+4DYb2Pd2rVm7pw5ZuWKFc6PRSPn54B6eWx7ZBFC5jFlK7ysY69mnrf1kYUIWx/JYEEcs/URmcGuBWUcCyFEzhBWcZyWAetDcRw0kRlZ47hL586+m2/Kg1x91VVm0cKFzo/H1ZA4Fh4Sx0IIIZKKxLH7QNBvY8SIEebss84ybdu0cX4sGjk/ByzIkcc9evSwZSvY+kjDPLY+Zsxg+eqrr9Ia5HnimJp5EsdCCJFzhFIcr19vGr70kjJgHYh6v2V4Dx0yxIr6q668UuJYGcdC4lgIIUSykTh2HxD7bQweNCitq7brY9FITrMVr2YeJSsGDhyYVq6CJnnUOV6xYoXZuHGjbZC3c+dOK44jm61IHAshRM4R9hrHnX2aAXtVgDJgme8XGjRQjWMfD2UcCw9lHAshhEgqCB81x3MfDPppDHz3XbtwaPHaa86PRSM5zVbIYCHruFevXrbWMVnnH3zwga1zPG/ePIljIYRwSNgzjn2XARvAUhXr160zDZ5/3pcZ3uyEoqZ0kOY7liFxLDwkjoUQQiQViWP3gaBvxXGLFs6PRSPn56Bt27amffv2NqOLRnn9+/c3w4cPN+PGjUsTx8uXL7fbWL2M4x9++EEZx0IIkSTCKI7XR2bA+kwcB7XGsTfffqtxzE44xLFKVag5nvgbiWMhhBBJReLYfUDsV3Hc8vXXnR+LRs7PQZs2bWy5ik6dOtk6x4hjGuSNHTvWTJkyxcydOzdNHG/ZskXiWAghkkwoxTEZsIdEpjJgk9MY+flDGcd+y/CWOP57HpRxLDwkjoUQoea3336zjZf++9//uj6U0CBx7D4g9tsY0L+/XTi0atXK+bFo5PwcSBwLIYS/Cb04VgZsUsRxvXr1fJlxTEJDgQIFlHGsjGNxCIljIUSo+eWXX8yrr75q5bFIDhLH7gNiv41+ffv+LY5btnR+LBo5PwcSx0II4W/CKI5tBmz9+n9nwPqs5u6goIrjunV9KY7fHTDAiuOrA9SMMJYhcSw8JI6FEKHmjz/+MKVKlbLyWCQHiWP3gaAfM46POuoo88Ybbzg/Fo2cnwOJYyGE8DdhFce+z4ANkMiMFMcdO3RwfjyZieMgifpYhsSx8JA4FkKYsIvj0qVLm7x585oVK1a4PpxQIHHsPhD02+jfr59dOLz55pvOj0Uj5+dA4lgIIfxNaMXxIZHptxrHaSIzoOLYl/N93nmBakYYy5A4Fh4Sx0IIE3ZxfNNNN9mg5fHHH7f/L3IWiWP3gaAfxTEZxwhF18eikfNzIHEshBD+Juzi2G/N2jxxHCSR6WdxPOCQOFapirdNhw4dTNeuXU3v3r1tyZRRo0aZCRMmmBkzZpiFCxeaVatWmc8++8xs27bNln7cu3ev2b9/vzl48KD5888/zX/+8x/XtzORACSORdI5cOCAvbFQO6pq1ao5MqpUqfKPg69766237M1u06ZN5tNPPw3N2Lp1q878TMTxCSecYMaOHau5yWEkjt0HxH4b/Q6JY2Uch2NIHAshhL8Juzj2m8gMYgbsmtWrzbPPPuvL+e7fv7+db5WqkDgWfyNxLJLO5MmTrag7+uij7QeF63H22WfbJ7jnnXdeaEahQoVM2bJlTf369U3r1q3Nxo0bQ3slRIpjxg033KBGeTmMxLH7gNhvo++h5niqcRyOIXEshBD+JozieO3ataZOnTq+FJkDPJEZoFIVq1etMrVq1vRlTem+ffqYc889VxnHEsfiEBLHIum8++675pRTTnEujDX+NwdXXHGF2blzZyivhozimKzHli1buj6sQCNx7D4g9tvo07u3vf7eUo3jUAyJYyGE8DdhFMc2A7ZWLV+KY0p6nRcwcbx2zRpTu3ZtiWMfD4lj4SFxLJIOWz9OPfVUiVsfyWuyvxcvXhzKqyGjOGacddZZZvbs2a4PLbBIHLsPBP0ojm2N47fecn4sGjk/BxLHAqh9+O2335oRI0aYSpUq2T4DFSpUyPbg67M7HnvssUzHk08+aWs3UsJr+/bt5ptvvnEyvv7666QN5vzXX3/VSSiOSNjFsTJgk1uqomuXLs5//5mJetU4VqkK8TcSxyLpvPbaayZXrlzOZanG/+aAelksJMJIZuKYcf/992thlUNIHLsPiP02evbs+XfGscRxKIbEsfjrr7/MypUrbdks1/EYD61OPPFEkydPHrsjLtnjpJNOMrlz507a4OH4Aw88YFq0aGHry2/evFknpDiMMIpjmwH73HP+FMd9+wZaHHfr1s358WRMaGC+r732WvPJokXOj8fVUMax8JA4Fknn5Zdfdr5I0Eg/B2XKlDE//fRTKK+GrMQxi8jRo0e7PrxAInHsPhD02+jZo4cyjkM0JI4FnwNLliyxi3LFZO7iUkQyGdnfffedTkphwi6O/ZwB288Tx1dfHRiRyXw/99xzNv4jDvTbfFNTuuR115klixc7Px5XQ+JYeEgci6TTvXt3m9VBhkXevHnjHn5pspfK45prrjG7du0K5dWQlThmXH755ebLL790fYiBQ+LYfSDot8GCgWvuTdU4DsWQOBZ8DixcuND2WHAdA4V5IGxKlixpNmzYEKqT8vfff7dx748//miz38XhhFUcP3dIHHf3WQas16ztumuvNYs/+cT58SQqw7vOoRrHfptvSlVIHEsci/8hcSySDltt2CZH5vGaNWtsB9t4xrJly8z8+fPNnDlzoho1D3Vx7dGjR0zfH8+YNm2aeeihh2zAfuyxx5rjjjvOyeC1mYMnnngitIHzkcQxo1GjRua///2v68MMFBLH7gNivw3uw9wPVaoiHEPiWCCkJk+erJ4XjsXxySefbJ555plQ7Tojplu6dKmpWrWqadWqlfn5559dH5IvCXOpCuKRHt27Oz+eoGfArlu71tSrW9fei6g17/p4IseAAQNMgQIF7K6YoIj6WIYyjoWHxLFIOtRTO/vss60ocEnHjh3tBxU19pINgVjdunVN/vz57cIJgb5q1aqkDl5z1KhRtr5e9erVTVj5J3F82mmnmVmzZrk+zEAhcew+EPTbINPENsdr08b5sWjk/BxIHAtPHLMDzbU8DfMgBqxVq5b55ZdfQiWOSeK4+eabbVkCso7F4YRVHNetU8eXNXdtBmyBAua6gIljb759KY7PO081jtUcTxxC4lg4yThGHPOB7JL27dvbDyqyDpLNgQMHTJ06dWzm9Y4dO4wrVq9ebct9VKtWzYSVfxLHjPLly5t9+/a5PtTAIHHsPiD226AJDddaGzXHC8WQOBZ8DrDbi+a8bL++7LLLTIkSJWIefH+hQoXsA/loBmXTKHl2xhlnmIIFC1oxk4xxzjnn2Nf2gzhmB16YYpz//Oc/Zvbs2eaWW26xsbjEceaEURxbkakMWDcZxz6rKf3uIXFMTemgNCOMZUgcCw+JY+FEHBMwu844bteunf2gWrFihRNxXLt2bSuOv/nmG+NaHLNoCCsZxTFZj8cff3y6hRUlPThvRWKQOHYfCPpWHCvjOBRD4ljwObBgwQKb9ckOsL1791p5Geug1MKWLVvM8uXLbVyXncHrv/rqq1YaDxw40GzevNl88cUXOT4+//xz+9pVqlSx4hYxcf311yd1lCpVylx88cU2kaN169ahOiEljrNH6MWxT0UmfWmC0hzPzxnHQZzvWIbEsfCQOBbOMo579+7tdPY7dOhgP6iok+wiGKtXr54V6Lt37zauWL9+vcmXL5/dqhdWIsUxWUfUnm7ZsqUpV65cOoFcvHhxs3HjRteHGwgkjt0Hgn4bLNB4aNNW4jgUQ+JYeOKYrE9X8eBvv/1mBg0aZGOxZJekIvZr3Ljx39vOlyyx/5/M8fXXX9ut2EWKFDFvvPGGCRNeqYpbb73VxuI8tBCHI3HsU3F89dWBEZm+r3GsUhUSxyINiWORdPr06WPFMXKO7BAXY+vWraZJkyb2g2r8+PH2/5P52nSvrlSpks1yWbRoUVJfP/I4Jk6caLNdnnvuudBeCZHimO7udNkGti42bdo03VZStq8RSIv4kDh2HxD7bXTu3NmKYzIbXB+LRs7PgcSx8MRxmTJlrDh20aCX3V/9+/e34njmzJlJFZc7d+40DRs2tBnXX331lUk2v//+u5kwYYK55JJLzJtvvmnClnHMgwIeWtSvXz9UjQGjIfTi2Gci0xPH1wYoAzaypjS9Lnw334dqSqs5Xgcr9vms5mErPZL4/JgxY4ZZuHCh7Z302WefmW3btpnvvvvOPozbv3+/OXjwoPnzzz/tPVekPhLHIukgCJCVp59+urnwwgudDTJt+aCitl6yX/uCCy6wDWHIcKUmn6s5OO+886ysYdFErcEwwuKpdOnS9lx4/vnnD1vYUlKFruP8O7+zsWPHOjvWoCBx7D4g9mPG8dG5cpn27do5PxaNnJ8DiWPh1ThGHLMTzcXCEnFMw+ZkZxxnFMc8yHcR+4wbN85ceuml5q233jJhgnONBwUSx0cm7OK4mx/FcYECtllbUEQm4pjkJdaiPXv0cH48kYOHioj6khLHdpe2xLGQOBZJh6f7rpuBaBw+B/fee6/Nvg0bvOcbbrjBzkFmdf54UsrfI/n5Gha5yk6JD4lj9wGx3wbNUnPlymXavfOO82PRyPk5kDgWkRnHbAl2Vapi8ODBNoGArKlksmfPHrvzjXIJ3377rUk2xDaTJk2yZbjo+RHGjGPmvkGDBorpsiCM4hiRWad2bRvv9+je3fnxHFY6IWAZsKtXrTI1a9Sw4rhXz57Ojydy9Ovb14rjUiVLmiWLFzs/HldDNY6Fh8SxSDpVq1aVuPWhvC5WrJj59ddfQymOb7zxRjsHrVq1yvRrEMXUPuZrTjjhBLvQJGNIxIbEsftA0G+DBRri+O22bZ0fi0bOz4HEseBzYN68efbBLXEhzen4bE3mIKPsmWeeMaeeeqp5+eWXzbBhw5L22l26dDF33323bVDXvn17M3To0KS+dyQUmZUFCxa07z1MiQOR4viFF14wP//8s+tD8iVhFMdrVq82z9aq5c8M2H79/s6ALVnSLA6IyEQcV69e3SbnUAbB9fFEDo6Hnbk0EpU4VsaxkDgWDqAcgGtJqnH4HJB14aLGYCqIY6Ax3pU5OdqkAAAgAElEQVRXXmm/jg67mzZtSupxBgmJY/cBsR/FsW2OJ3EciiFxLBBSU6ZMsWUiFJO5i0u57xYtWtS89957oXkg7pWqQBy/+OKLZt++fa4PyZeEURwjMmvUqGEfZPfq1cv58USOvn36BE5kRorjPj4Tx/z+2Y1y/fXXm6VLljg/HldDGcfCQxnHIqkQlHbq1MnWiqXGMPV9XQ0yTAiazzrrLFO4cOGkvjZbjWi6xgclQYCrOeC9ExxdfvnlTmrspZI4hjFjxph//etf9vfWvHlzFfuPEYlj94Gg3wa1xCWOwzMkjgWlEkaPHi1p7INkBvqOPPvss7bucRhQxnH2CKs49qvI7H1IZNKXReI4OeKYNbrEsWoci7+ROBZJF8fUskRYIgpcgiQkYF62bFnSX/uXX34x1apVs5k2O3bsMK5gqxMSv3bt2iasRCOOWVTRxIGvLVKkiPn000+TdpxBQuLY/QLErxnHKlURjiFxLBDHZLm6lqYa/2cTORo1ahSachWI448//tg2x2O3nUpVZI7Esb/EcRAzYFNhvimnFJT5jmUo41h4SByL0Irjli1b2gXD8uXLk/7abIvzxPH27duT/voZxXGtWrVMWIlGHMOXX35pm8mQqU3ZFRa/Ijokjt0Hgn6tcfyOmuOFYkgcC6TU5MmTbUYX1z7iwMXgtfn8d3EMLl/be30G5bcWLVoUmpMyUhxT41ilKjJH4tifIlPiOLnzLXGsjGPxNxLHIunBGqUqzjzzTInjatXsB5LLjONPPvlE4jhKcQw0tTn++OPNRRddZOW7iA6JY/cLEL+Nrl26WIHRvl0758eikfNzIHEskFKzZ8+2EqRmzZpm5MiRNgM5mYOGdDTHy5s3ry0/RTmqZLzuqFGjTM+ePW1zvEsuucQmVLz//vtJfe80AuThN2XLWrduHaoTMlIcq8Zx1kgc+1McB0lk+j3jWKUqlHEs/ofEsXAijl1nHJP5/MorrzjLOGZb3NNPP+0845gMEzKOKb8QVmIRxzt37jT33nuv3Vr/+uuvh6ahTKKQOHYfEPttdOzY0RydK5fp0KGD82PRyPk5kDgWSCkalCFB+vfv72RCfv31VytwicWQ2Mnku+++M/Xr1zc333yz2bZtm0k2Bw8etLIacU1T0jBBI+jp06ebMmXKSBwfAYlj/4nMIGcc0/zPj/PNZ9SypUudH4+roVIVwkPiWCRdHJOtiTgmWHcJ2SXIwhUrViT9tffu3WsqV67sPON47ty5aU1Rwkos4hhY8J5++uk2gNuzZ0+OHmPQkDh2Hwj6bbRv394uHDp17Oj8WDRyfg4kjkWkOO7du7eVeS7EMdm+yRbHPGwmaaBevXpWXrpoTvzbb7/ZzOeiRYva6zFMSBxnj7CLY7+KzKCJ42rPPOPLjOOePXoo41jiWEQgcSySLo7JLEMc8wHoCoJ2TxyvXLnSScZx1apVnYvjefPmKeM4RnF84MABU7duXTt/CxYsyNHfU9CQOHYfEPttSByHa0gcC4QUWZ+lSpVyJo73799vOnfubMXxrFmzki6OiSFci2MyjskoC6M4Jtub5ng//fST60PyJWEVx5QStCLTZ+KYhCuJ4+T23gjafMcylHEsPCSOhZNSFQTpffv2dV6qgpqaq1atSvrrE6RWqVLFPsn89ttvjSvmz59vxWft2rVNWIlVHHulPooUKWIliMpVZB+JY/eBoN+GxHG4hsSxQEhRZ5ZFOfEg8aELcUx5HBcZx19//bVtTOxKHPPwmzrHF198cehKVRCDTJs2zYpj1TjOmtCKY59mwFLiMWgic9XKlTaRyq8Zx0Gb71iGxLHwkDgWSYVgmVIV3Ih5kus64/iYY44xa9eudZJxjDimKQl17lyWqkAc16lTx4SVeMTx77//bpo2bWruuusum70jsofEsftA0G9D4jhcQ+JYIKRmzJjhXBx7GcfJFsfffPONfWjvShxTpoPmgIjjsGUcR4rjF154wezbt8/1IfmSMIpjRCY9aPwoMoMojlcsX26eqlzZl/PdvXt3c/bZZweqGWEsQ+JYeEgci6RCsOzVk3NZqgJatGhhP6jWrFnjrFRF4cKFza5du4zLjONTTz3VdtYOK/GIY2C74zXXXOO0yWGqIXHsPhD0rTju1Mn5sWjk/BxIHAuvVIXXHM+VOKZ8Gru/eJCe7IxjGhPfcsstzjKOR4wYEcpSFZx7kydPtrGfMo6PPE9hE8crV6wwVZ56yrelE1g/3xAgcYyoJ5HKj/PdtUsXiWOJYxGBxLEIrThu2bKlOeqoo5yUqiC74ZlnnjEFCxZ0mnG8cOFCkzdvXtvZO6zEK453795t7r77brNkyZIcOb4gInHsPiD222jfrp3EcYiGxLHwMo5vuukmM3DgQCflnryMY2IxHqS7EMe33nqr2bZtm3GRcUypCprjvfPOOyZsMcjUqVNtxvFLL72kjOMskDj2l8js1rVr4ESmn0uDeL4iSPMdy1DGsfCQOBahFcdIQlfN8RDHNF9wXeP4k08+sRnHKlURuzgmS6pZs2Z24Suyh8Sx+0DQb6OdJ447dnR+LBo5PwcSxwIpNXPmTCuOBwwY4EwcUz6tQIECSRfHlKog9rrtttusRHaRcTx8+HBz6aWX2jrPYYtBpkyZYsVxw4YNzS+//OL6kHxJGMWxn0tVII6DJjIRx9WrV/flfPc61IwwSPMdy5A4Fh4Sx8KJOOaJKd1hw5xxjDjmA2nHjh3GtThWc7zYxTGMHDnS1joW2UPi2H0g6LdBxpvEcXiGxLFASFFXGHHsqsYxWbfEpC5KVVDeql69es4yjr1SFcWKFQu1OG7UqJF9gCAOJ4zi2IrMatX8W+M4gOK4mk/nmwQ3PhuCVFM6liFxLDwkjkVoM44Rxy4zjilV4ZeMY4nj+MQxC86XX3454b+foCJx7D4Q9Nto26aNOTpXLmUch2RIHAuE1KxZs2ypKNfi2EVzPE8cU+P4q6++MsmGhr6jRo2yGcdhLVXB3BO7SRxnjsSxPzNggyQyyfB+5lCGd98+fZwfT+TofuizIUjzHcuQOBYeEsciqRAsdz201aZPnz7OxXGuXLmcZhz7RRyrVEV84njdunWmX79+Cf/9BBWJY/eBoN9G27ZtJY5DNCSOhV/Ecffu3a2MmTNnTtLFMf0lXDXHQxyzWyqs4njatGl27pVxnDVhFMdWZB6ques3kUlzvHMDJjJtaZCqVc0xxxxj+vfr57/5PlSqYtnSpc6Px9WQOBYeEsciqbAw6NSpkxXHrkVbixYt7AfVmjVrnGUcFypUyGlzPE8c161b14SVeJvjAYs+F+dRqiJx7D4Q9NtQjeNwDYlj4YljSlUQD7rMOEYOuMw4ljh2I47LlCmjGsdHIMw1jlkf9uvb1/nxZCaObwiQOF65YoV56qmnzPHHH2/69+/v/HgyyzimpM2K5cudH4+rIXEsPCSORVL566+/rCAgSKcZiisI2l955RVz7LHHmrVr1yb99X/++WdTtWpVU7hwYbNr1y7jioULF5q8efOa559/3oSVRIhjGtvs3r074ccWVCSO3QeCfhvt27dXjeMQDYlj4YfmeF7GMc3x5s2b5yTjmBrHLktVXHLJJaHLOGYtMn36dCuOX3rpJTXHy4IwimNEZpUqVcxxxx3nuwxY7lWITO6Zy5ctC5Q4tvPtM3HctUsX25MJcayM4w52x3jv3r3NoEGD7GfHhAkTzIwZM6xLYPf2Z599Zuv1kxC3d+9eWwLo4MGD5s8//3TyYFgkHolj4Uwcv/vuu85mnxsYdc14wrl+/fqkvz431EqVKpnzzz/fqThma2aePHlMgwYNTFhJhDj+/vvvze+//57wYwsqEsfuA2K/jXZqjheqIXEsEFIsOvn8HThwoBNxzMK2S5cuVhzPnz/fiTi+7bbb7MNnlzWOicvDhDKOs0dYxbFvRWbXrmkiM0jiuHLlynY9zgNE18cTObz69zxgCsp8xzKUcSw8JI6FCbs43rBhQ9Jf/8cffzQVK1Y0F154odmzZ49xBdtEKVXx4osvmrCSCHHMeS2yj8Sx+0DQj4EpW0O7dO7s/Fg0cn4OJI4FQooGZXz+Dh482Jk47tChgylYsKBZsGBB0l6X94ospjGxK3F84MABM2LECFOsWDE7B2HMOFaN4yMTWnFcubIVxwN8Jo67HeoRFCSRSQkIv4pjL+OY+4RKVSjjWEgcC0fimKZwEsf+Ecds1QsriRDHIjokjt0HxH4bbdu0seKYhZHrY9HI+TmQOBYIqSlTptjP36FDhzqZkF9++cXGpPSbYLttMsUxW3pr1apl7rjjDvPNN98YF2U6mHdKVYRNHHsZx5QJady4sX2AIA4njOI4JURmmTIpITKpFz3xo49sk8E2b71lWrz2mv1vzx49zKSJE23i1prVq21zvBNOOMF3862M47/nQRnHwkMZxyLU4pgPKmUcSxxLHCcXiWP3AbHfBosJK467dXN+LBpJ+H23aWNjAZrl9ujRw24JHjZsmBk7dqyViXPnzjXLly+3n89btmwxO3fuND/88EO6mnncR1xkqYpgiuNFixY5Ecd33nmnM3FMpjelKjp37mzCBPcOzj0yN5s0aWLnQgRfHCMpZ82cad4fPdpmE/fq2dP+d9TIkfbvN27YYFavWmV70PhSZEZmHPtYHNO4j1iOzO3rr7/eXHTRRebMM880+fLlM2eccYa54PzzzY033GD764x5/33bjPDEE080gwYOTNp5MG7sWNO2bVtTv149W5qEY6B0UIf27c20qVPt13F+sEP6VmUc24eLqnEsJI6FM3FMTbswl6p48skn7YepHzKOGzZsaMKKMo6Tj8Sx+8Deb+OtN9+04pgu1q6PRSPn50DiWGQUxy4eAnjimEbFEsfhOvcmTZpka8U2bdpU4jjg4pjs3OHDhplXX3nFrr1uv/12c80115gSJUqYq6++2pYiqFSxonnn7bfteeGJzIHvvpuU41u3dq2VlUjst9u2Na81b25eb9HCHg8yde6cOfbryNRFZPq1dAIZxhzjAw88YOvGn3D88eaoo46yOzozDv7+5JNPtvPProeTTzopR8Xxpxs32ocDzCu/f3oM5c+f3+TOndsce+yx1gfw59NOO81cVry4FcqtW7UyBc47z5YTooSJ6/l1NZRxLDwkjkXSxTHdm/1S45gnyhs3bjRhr3GsUhUqVZFMJI7DOVgcEXzTnZr/rl2zJu3fyPwgeFfGcTiGxLGQOP5fxjGN8pJNmDOOPXFM5uarr75q6z2L4IljMktHDB9uJSCZryQtnXLKKVYKU8OYh9XEHawFaRRe5KKLzIMPPmhKXnedOSkJInPB/Pl2x02tmjWtzLziiivMBRdcYLOKOVb+fNVVV5n777/ffmYyzvOpyJw9a5apW6eOKViggJ3bzGRxZiNXrlzm6Fy5rETOqfkmAxoJz70OQc3r/dNxIZFxFZwH3KP9Nt/JHBLHwkPiWCRdGHED8oM4btSokTKOlXGsjGMHSByHZ6xft858/PHHpk/v3uaVpk1NtWrVTMUnn7QZPTyw6t2rl1m4YIF9oMhio3v37v+4AKBmHtk5q1evdv7+NGKbA4ljoVIVEseukDgOvjgmriBjFGFMeQQySpGUR5KFRx99tBWY//rXv3JUZJIt3L9fP3PfffeZohdfbPLmzWuzcxHZHCPZuPyXgdhGYp5fuLDNzj01Tx5bF91PInPMmDH2vSBlsyuMMw6Efk5keBMvPv744zZJKpbj4pxAHPsxwztZQ+JYeEgci6RnHEscG1ur8YknnnBeqgKhw1N2ZRwr4ziZSBwHf5BN8+GECeblxo3NXWXLmiJFitgad9xvyOBgkcCWQO6Bjz/2mA3sWSCxzfFIjWHKly9vrrzySlOyZEl7Dx0/frzz96qRc+KYBlaUEFCN4+CBkJo8ebK54YYbnNY45qGV6xrHyjhOLhLHwRbHkydNMjVr1LDlCHggnVW5hKwGX59TIvPjGTNMgwYNTLFixWzmM2IyO8eHROa9ECf5SWSOHDnS1iuOJss4K3GcSFFPDMrvr1TJklbIx3pc/H7Kli3rm/l2MSSOhYfEcQrCAopmMXyYp6Iweuutt+w2HNcZx9T1dVXjWOLYP6jGcfKROA72IBOGJhpsvTz99NPtNtCsMn34e0QyTVMI0GlGktnPpPYxcoeFFosAFilkBZUuXdouxFy/Z43Ei2N2BZEpxg4lttKrOV6w8Is4pkyOC3H81VdfmRo1ajhvjofA6tKliwkTEsfBFccTJkwwjzz8sH0wTUzhJ5FJU76HHnrIxkWxHpsVmT4Rx+M/+MAUL148LmGcE/NNk8P27dpZ1xDvcTHfJD/4KcM72UPiWHhIHKcYH330kV1EsdimRi8CJpXgeN98803n4pjjoJsrQsOFOCbL+LHHHnOecTx9+nRlHP/xh23OQ4DQqlUrZ7+LMCFxHNzxySef2B0MFxcpYu+v0WT4UHcus4xjGq6UufnmtKwc/svwBDLyxfX71kisOEYo0rjGOz/YNixxHCz+/PNPM3HiRLuV3KU4ZlEcRnG8f/9+M2jQINU4Vo3jwIjjqVOmmDtuv90+VI42yzgnRSbSuG/fvubaa66J+9i8DFjXIpOaxkjweOfZG5TrGDJkSEKOjRJoNNxLxHFJHEsci/8hcZxiRN4IydJy0dgtEc3xKO7vUhxzHC+88IKzjOPdu3ebRx55xLk4pjkIwZFKVUgcJxOJ42COefPmmWeefjrmTB++p2cmGcdTJk8255x99mFfT/YxcprtqK7fu0ZixTE1E/lsivx9Sxz/7/4ZFHH84YcfmlKlSjkTx/v27bPJDGEUx2FvjsdDi5tvvlnN8QIijufPm2eqPfNMVA+sjzSoiTtk8OCEHNvQIUPszgrKTARBZNJ0sFHDhrYucyLmmkFC2aiRI+M+tunTptnyFP9Uzzq7gwSFcuXK2QQG1+e4nzOOV65caeN3SsjxecLueB5OHjx40H7Ws9NbpD4SxykGNSIjM3CSGegmStiyWPRDczwytl1lHPulVMXUqVOVcayM46QjcRy8QdM6JEhG2RftgiizUhU0wstsyyHimEH9ZNfvXyPx4ph62BLH/4OFGNmR1atXNytWrDBByTim3IxLcfzGG28kXRwTg1JyjiahLjOOicPDKo7ZwSlxHAxxvHbNGtOyZUv70DpRIvPss882I0eMSEhm7l133ZUwoW1F5j33OBWZE8aPNwULFkzYXDOuuuoqM2nixLiOC5nObuJ46y1HDhLMnqhQwcpy1+e5n8Xx6NGjzVlnnWUz0InLR4wYYX766SeJ44AhcZxi8EHm3cxYoC9evNikEn5qjoc4dpVx/OOPP5qKFSuaCy+80Kk4njlzpn2qTr3nsCJxnHwkjoM1qCf3WvPm6UoLxDLIxunXt+9hP3/1qlXm1ltvPby0xaGmMiwUXM+BRnRzIHEcPTSG9M5/GkQSR6QyCCkeElAqynWN48KFCzvJOOYhgCtxzHvv16+f3ckocXwg6fOfCqSKOKYZ3mXFiyesbAKjRIkS5qMPP4zruIhdXn3lFZvolajjQopS6tCVyFy/bp2pXbt2QqUxo1KlSmbZ0qVxHRs1pIsWLZrQ4zr5pJPsGpn37fo897M45jOEMizevNHPihhFGcfBQuI4xUh1cYww4gbkh1IVao5nzKxZs5RxrIzjpCNxHKxB5tYFF1wQ96KNDNMRw4dnWh/wvffeM5dmUrPuwQcfNAsXLHA+BxrRzYHEcfTQKNA774kFU61UWVbi2HVzPDLfXZSq2LZtm6lVq5YVx9u3bzcuMo4HDhwYyoxjst2RHjy0UI3j1BbHCD3Wc2TiJlIYImfp2RBv8zgyaRMptClT2aBBA7Nu7Von843cRaoncq5JGqCZXTzHtWH9etPy9ddN7ty5E3psZ515phkwYICNQ12f634Wx+wekzgOPhLHKUYQxDHZHWxxcbVQ8DKOqevL1iEXiy9KVVSoUMF5qQpu+Mga1ThWjeNkInEcnEGwXrdOnbi6l3uD+yHbOrNaHH44YYKpW7euuemmm8wdd9xhmjdvbusahjmgT9UhcRxf/MfD9yCIY/oshLU5XqQ4Vo1jN/W1+SyROE5tcbx82TJz3XXXJVQWIqGpfc5uqnhiI7Iu4ynfldngASLN31zFPZSTiBSEiRglS5Y0i+OU9AjtypUqJVTSI7TvL18+9MkJEsfCQ+I4xQiCOObDmEUPTTlcZhzzxJYnt5s2bUr663///ffm8ccft1sEkciumD59uhXHjRo1MmFFGcfJR+I4OOOTRYvMZZddlpAg/dFHH7WLraxei0XciuXLzaKFC+3rUuNP0jg1h8Rx9ARNHHs1jsk4Hj58uPNSFWQXhqk5HhnHZI6FMePYe2hRpkwZieMUF8c0z81YDz/eQSmguXPmxC20qWGeqCZtntCmXvKc2bOdzTe7whL5nvjdtW3TJjG1pMuWTeh5UKBAAdOzR4+4HiAEYUgcCw+J4xQjKOKYm/GQIUN8IY4//fTTpL8+WcZsgyJgdymO2SbKhzb1nsOKxHHykTgOzhg3dmxCtgby2ZaIjtoaqTEHEsfRE0RxTNYn5QJopOOqOR5ZgZTaWbp0qRNxXLZsWbNjxw6TbMLeHE/iOBjimAZ2idjx5A3qEbdo0SJuWYjcveeeexIqMmkS3LFjR6f1dtn5lahyECccf7x57rnn4q5t7D1AYAdBIue7erVqCTm2VB8Sx8JD4jjFCII4poM14thlqQqOo379+s4yjhHHjzzyiHNxPHXq1NCIY8qTMFiwRSJxnHwkjoMzqJEZ79ZAFn3cj8PcfCRsQ+I4eoIqjsk4dimOiUnPP/98s2TJkqS9LnHI1q1bTbVq1axc+vbbb42rGsfFihUz3bp1M2ECGUq2+80336yM4xQXxxPGjzcnnnhiQkQhDdPJEl4wf37cxzV1yhR7fiVSZFauXNnuuHI530sWL7a7ZRPR5I/moIl6P2SI33fffQmZZ2Laq6++2kyfNs35+e2HIXEsPCSOU4xUEMeIuJ07d9pFzZo1a+x/CYpZJAA3INfimIzj559/3pk43r17ty/EMRkXiOOmTZuaoPHTTz+ZlStXmmHDhpmWLVuaOnXq2HqCTZo0sZ3E165da3777Tf7td5T6latWrk+7FAgcRycQXMM7qOxBuhseXz8scfMvLlznb8XjeTNgcRx9ARRHHP/QByPHDnSmThu3bp10jOOeYjtieO7777biTimTEf//v2tOO7evbsJE8hQmrpSqqJZs2bmwIEDrg/Jl6SCOKZs1cUXX5yQerbUyJ01c2ZCSmAhMu8tVy5hIvPyyy83H334ofPyXDzgf/HFF+NKGCBmrFmjRkIlOKXLatWsmZAax0jj90aNcn5u+2VIHAsPieMUw8/imBptyOBnn33WlCpVyhbwR0qeeeaZ9v8RtTNnzrT15MjuyMmadgjB9evXm8mTJ9taytRxGzNmjJ0vsiyAhnA5JY4PHjxoG5+sWLHCzJkzx8ydO9f++euvv7aZJnv37rU1jl2LY+bn1FNPtTI1KDDvZNEwvyyuaYBIXTCyGhn8mSfd1DQky5G6hl5WgMRxcpA4Ds6gjt9Nh5pLRju4FqlrrAZ34RsSx+EQx8Q7yFnE6ObNm60s/e6772yMhJAiBnFdqsKVON6yZYvNbiTjmGQLF+J4wIABoRTHXrY74vi1115LSyIQqSeO161da+rVqxeXMKTZW5UqVWyd3ESJ2ZUrVpga1asnRGReccUVZvCgQb6ptYtc574diwBn3UuyUrzN8DIO5oZ6xLiHeBIZbrnlFjP6vfecz7GfhsSx8JA4TjH8KI6pzfbKK6+YIkWK/ONNOV++fDZIPffccxO+UCCLmECcAJiacWQ1R9ZhQhqefvrp9kMBaU1dJaTpl19+mbBj2L59uxXVVatWtZ3CEeS8Jh9k/JnMVrIb5s2bZ5544gnbVAqJnBMQ7PHeRo0aZTNueUKMIGZ+6B7Ov8+aNcvkzZvX/v5SnV9//dX06tXLPimOpt4ZC/D8+fNLHCcRiePgDBZZPbp3j7rLNvdEMk7INHadQaOR/DmQOA62OEbEEV9QBuKhhx4y1157rY0RkQalS5c2NWvWtNnG7733npV3/DenPmuIg8gu7dmzp+nataut60tjYAQ28pRF8YUXXphwcYw05/XZhUd8wvj999/t33k1jtmq7apUBe+d3VfE5D169DBhwst2J2mgefPmEscpLI4ZlBQoXapUTCKzaNGiNpEo0Q+wEZnduna1a8B4RCaClqSsIzUOdjXnZGiTiJOdbG7kd8OGDW0t4g05JMBXr1plr+eTo9wFx3lQ4rLLbPLQ0iVLnM+t34bEsfCQOE4x/CaOyaSl+2y0H4annXZaQrcmEpCTVXzNNdfYLLZ/en2yUJGFyItEiOOff/7Z9O7d20pp3ts/1dAqUaKEzXi96qqrEi6OWbBRu42M20KFClmh44lUPhz5kEcWkxlOkwXkOTI7leF3+NRTT9mmFrEGaAxlHCcHieNgDTJ+GjdqlPYA5kgjzymn2Ad7ffr0MSuWL5c0DumQOA6mOObeTlxat25dc9FFF2UpFYhJyPJF3CGT33///YQdA1KWmJDmvyQI8DD5rLPOsnEfx8NOM+aP+1Dfvn1txilSe/ny5QlLYvj+++/tPCCqKUdx11132ZIUFStWtA2i58+fb+UJcVi5cuVyJOOYeSAeZKcbZeM4Ht4ju+wo5cXuO+JmEhjCKo55aEEjNGUcp7Y4Rviy7nmiQoVsi0zWYeyEpUby2jVrciQWIcZp2qRJ1OW8WKsVL17cNG/WzNZb9kumccaxcMECe/+8/fbbzVlnnmnXt8wtvwPWlpcVL24eeOABK3PHvP++Fbs5fUyUrGjUsGG6z8sjDT6nmrz8spk0caLz+fTrkDgWHhLHKYZfxDGBBLXRyByORdAlUhyTNerT8ecAACAASURBVMIHFzI02uNAHH/xxRdxS8sGDRrYbOpoAwNEdyLF8apVq2wGS3Y73iJaOQ4+1FOVzz//3C7KeDIfjzSWOE4eEsfBlMeDBg40FSpUMBecf759YMV9iAUTn1vUMaX+XL++fW2XamUZh3tIHAdLHCMpeYDepUsXW280Ow/wvTiIjLyxY8cmLDZFjiKMiTOPFBfw2t79iWOOVxxTfoLSY2RP33///VkmEXBM/P6efPJJG7uUL1/exrGJAnG9a9cuK87ZTYYgJ6uS91mwYEFTsmRJOz/E4J07d7YCjd1aQSQy65vhZXtH1jiWOE59ccwgpiCZ6dVXXjG33nqrLZOIwPREJqUTya4vf9995pWmTc2okSNtOYmcjkUo5/XiCy/Yh1fZuSey+6HhSy9Zoe23LOPMBtL94xkz7Hz26d3b9OrZ0yZSsfv2wwkTbCY3X5PMY1qzerUtN1GjRg0r4LkXI7LxBPweSl53nU026tK5s5n58ccpMc8uh8Sx8JA4TjH8II4Jjgm0eLIYq6DjJk4JhUSIUmpkZneRknEQWMSacUzwyXZHnrRm5wl3ZuO6664zP/74Y0J+J2y/JIs5luNI1YxjpDHzH68w9ga1DkXOI3Ec3MEiicyfIYMHm4Hvvmvr8o0bO9bMnj3bBvOuj0/DH3MgcRwccUz8QdmF2rVrZ/uhdUZxPG7cuLiPgyzjIUOG2C3R0TxI5msRx8uWLYsrg5V+CY899lhUO59OPPFEm5GXiIxjYlIyiT/44APz4IMP2vg2q9cl45vECbK9yfxmB0hQQJyTkEFzZGo4N2rUyNavRRQ1btzYCvPPPvvMPqxAML7++uu25rZIbXHsjdWrV9syCpQkpDxN927dbEY98cj4Dz6wTev4mmQ+vGatOnLECLv7AHmdUWRed+21plKlSqZjhw722HkQn4oP19lFgYTlv344fuaRRAVqVyO3GWRwkwmebJmdykPiWHhIHKcYrsUxgSlBV7T1LHMi45h6wmRrxHMc8Yhj5p5SE/G8PuI43oxjgrr27dtHvRUqcqRixjFNbVikJaLxRKoL9FRD4th9IKihOXB5DkgcB0McExNSCqFy5coxPUBPlDj26vVmd3tyZuI41oxjyhwgIdlBFu1rUz4jEeKYbFoaMNepUyfqOaAfCBmCqY7XeJoHlzzEINMwslQbgz+z/mDtgEim9jYJA9SeFsEQx5EDibl+3Tr7Xz+ITGQlNXRpLjdj+nQ7yMjlgTsP1v1wjBqag4zngMSx8JA4TjFci+MlS5bYLW/xCjpKXJAVESsE6mzBi1caMp90+o4WsmuoVRfvPLBlkAyReAJlmt1Fm+UTBHFM7cB4H2BkHC+88ILrtxUKJI4VmGpxEu5zQOI49cWxl+FKPeNYd1154jieePDAgQM2szTW0mnxiGMvyznWuBhxTHZwPKUqyJZlR8e9995rf160x4A4TvWMY+QmWY40gKa3R3bOO37v55xzjm3gqIzjYIpjDc2BzoH4zwGJY+EhcZxiuBTHBMgPP/xwQgQdNdXmzZsX8za0ESNGJEQask2PzOVoYKFEZ9hYF0qRgzILZMrECrX04m0Ix2jZsqVJJb755hvb8CYR52LkoFa2yHkkjhXMK5gP9zkgcZz64pjyDGT5Um4h1s9cBB7ybvLkyTEfw9SpU21d0FiPAYF4ySWX2NIG0SYwkClNc6VYXztecUymMbE0tXpjTaSg7nEqi2Oa/H344YfmzjvvjLqEHmUCaFaojOPMkTh2/1mpoTlwfQ5IHAsPieMUw6U4pp5vVs0+oh333Xef2bZtW0zHsWPHDtuJO1HHQUOXaGCBE2st4YzjmWeeiTlgRXizFS/eY6A+NA1SUgm6YceSWfNPC7ihQ4e6fmspAwv2WJE4ViDsOhDWcDsHEsepLY6pa0yPgVKlSsX1uYu0peYn9YFjyXjmIfIjjzwS1zFQvoAH0dHMJ59h1Em97bbb4nptpDslt/bs2RNTEsWnn35qHn/88bh23yGOeQCQipDQMmbMGHP55ZfH9N65pt566y2J4yyQOFasoFhJ54DEsfCQOE4xXIpjSkPE2oQuclCLl61hBCSxQFO9eOr5Rg4yDVgAZRe+tmnTplE1XslqEOjTuIHFT7RwHJRqSMQc0KBh/PjxJlVgsdSqVauEvPfIwfbGrVu3un57vocHHTRifPbZZ23GeyzXscSxAlEtRsJ9Dkgcp7Y45sEhMUi8D3CPPfZYc88998RU45dsW0pcEMPEcwxkqZYrVy6qrF92nr3zzjtxv392jNWqVSvqBAb44Ycf7HUUbzxMtna8PUdcSWN+/5R8i/W9c00p4zhrJI7df1ZqaA5cnwN81nXs2NF069bN7k4ZPHiwXf+x0+Pjjz82ixYtMp06dUq3E5wHcj/++KMtA0S8EI1rEf5F4jjFcCWOkZtkRSRC0N199922o3GsNGjQICHHQWM8Ot1GA2Ulypcvn5DXL1KkSMwLPxY4N9xwQ0KOgwZ/NLdJFb7//nu7LTMR7z1y0HlbZC/b28tuolzLggULop42iWMFwq4DYQ23cyBxnNrimLrCiYgJ6c9AqaxYFpU0QkO6xnsMxNIkBPBQOrsybdmyZeaOO+5ISBzKgjy7rx35Gcpi/Yorrog725oGcQsXLjSpBCJixowZcWe8cx116NAhrh1UQYFrkPMq8lyUOFasoFhJ50C7du2sGKanUt++fW1d/9GjR1txPHPmTLtjiJ3LEsfBR+I4xXAljgkkaLwRb5CcN29e8/7778f85IkMk4ceeighorB+/fpRHweCNZbO2ZkF6yxUYp2HpUuXJqS2sfdUMNbsbxdQquSyyy5LyHv3BjUKY2mSGEZYZEXOHQFEtEgcKxDVYiTc54DEceqKYxIJdu/ebUqXLh13HEQ8FcvDR46BJsXXX399XMfA7jEe4kcTSyPNhw8fbks8xPPa7OBD2tLYLhZpzvbheOpLe+L+ySeftL/PVGLLli32oUG8uyBpijhw4EAbk4QZSqUgfigD+NJLL5lNmzbZv2de1BzP/eelhubA5TnAuq9Lly52l3T//v1tWUdczsSJE82sWbPs52dW4phdqso4Dg4SxymGy1IVNWrUiKuOGgFevXr14upezM0nEQ36br311piybJGLV155ZdyvX7Zs2ZhrPHtZn/EeA4NFC4uvVIJFW7Vq1RLy/r1tqjRbFNmD7KjI+ZM4VkCrRY3OAYnj8InjeKQtwvb888+3nx8kBMSSzECN4Xga0zEoc8ECN5qM33379tmtu/E2aKZnyKuvvmqb7EUL8WvFihXjen3ieeaP+CeWkmmuYB0wadIkU7Ro0bjf/0033WSzrVPp/ecE1In25jNPnjz2wR7z7Ilj5A+lQSjRsmvXLltbnBrna9assetQ5BESiZ8zbNgwM2DAANO7d2+7tR2hhHgia5Hrpm3bthqaA50DPj4HeCjJtco1y7XLNUy2MWUqKFXIg9OxY8fa+zAPPpcsWWLFssRx8JE4TjFcimNqC8daS47sWEpM8PQpXl5//fW4agxTaiLWWrbUobvrrrviClYJVDds2BDXHEyZMiXuOst0EZ8zZ05KBswsNslWiuf9e6UWWrduHfpsk2iQOJYklCjWOaCM4/CKY0B2kqkaq7CjRAMLzf3798f0+uzWIisy1qZoXrYtDYopfxUNyDP6dPDQOdbXpjYytZ3XrVsX0/sniSHeWJQ1BA/ho6nt7AeIw6mvHW9tZwRp7dq1Y6qvHTSoWXruueemnZvsiOTazEwc89AIcfzFF1+YtWvXWmnEWoJ1ybhx4+yDiEGDBtkt7T169EiTx8SOSKj27dtraA50Dvj8HOBa5Zrl2uUa7tWrl8025l6BD6K+PNf83Llz7S5o7smR4piHT8o4Dh4SxymGS3FMfd9KlSpFLSxZ4HDjIUsjEbCtkUyVaINEgnwCdbpQxwqLlcaNG8eV4bty5cq454Aa0eecc07Mx5E/f37z0UcfmVSFbYolSpSIa9HABxwfjLFkO4UZiWNJQ4ljnQPxngNktXh185ALLEjIVEM8sBghcw2xE3nPphkYMsNrtoLUSMUHn0EQx8gkBFHG31F2pDGZtq+99poVUfGA8I1VXiPHHn30UfPtt99G/bocN+frGWecEfMDa3pUxFKiwoPkhwceeCDm+Id4+Pbbb7d1klPtGkL0Ijbj2QHJ91599dU2Do62vnQQYet5gQIF7NxQ/oRm6BnFMbv9kPaUtaBkHA8vSIJZvny5mT9/vpk+fbqtecoWdjISKQHSr18/m3nsCWTkEg+MNDQHOgf8fQ5wrXLNUp6Ca9iTxlzbxGfcO6kzj5NZsWKF/dqM4piSStw7uIeoOV4wkDhOMVyKY6C8QtWqVbOV7cnT68qVK9sn0YkE0ccN7fTTT89WgMixUseMQCie8hAeBNrRdnFmcVW9enWzfv36hMwBC+fnn38+poC5UKFCNhsg1YNlPsDy5csX0xxwPiAoRPRIHEsaShzrHIj3HGArJFktPFT26uaxIOG+PHXqVLsNUuLYv+LYSyYgrkKEZldW0hyZRSffGy88PGB7PNnL0QhDHpzTDDfWTFsWwcTet912W0zCmu+jE308whZ5x9wfe+yxMR0D0phjSMXavkhL6vDGKo0ZZ511lmnWrFnU2eZhFMcM1l2IYxKAmDMeuJDAQSIOyTCsiyhXMXnyZJuJ+N5779kHgaw1KFuBQGabOwKKzEUNzYHOAX+fA1yrXLNcu5Sn8KQxTfHGjx9vH/Dz8JPGeKtWrbKlLCLFMckBiGPuHRLHwUHiOMVwLY6BYIInyTSpK1y4sC1fwSCLhG2Djz/+uM3kpP5cTjVd4wkWNzGapLFdLbJBBqKYwJjFwXXXXWeDQ56GJepYeGpGkET2cnaC05o1a9obbDy1nTODRU+ZMmWyHSizaCPDhuyAIMCiC8lQvHjxbM8BmeqtWrWKuVSJkDiWNJU01TkQ/zlA/Tyv4QqLFOQCGaxIh6zEMdselXHsH3HMZzC/E8qHcTyZNSrj72iKTF8JMpK2b9+e0GPgfOBc+qcyaghjFrV33nmnrcsY704jMi95P8S92Yk9iEvZJUZDN2KweLN8kXnLli2LKgZkDsiSfu6552x8nqoZYOw8QErEWiqE3xlz4Pr6SQVxTIKJJ44pT8MDH+af9QeJONQ5plwFW9XnzZtnMxB5mMN9nMxj7ukIZNZrSGTWjkgoDc2BzgF/nwNcq1yzlIbkGh45cqR96Is05gERDx7ZacDnECWXiOMyimNK20gcBwuJ4xTDD+LYgxsCQQNBMDcOnjgRSCSqJMU/QdBLbS22u7JdEZHLeOSRR2w2CTc6noYjmXMC6uu1bNnSLogQkiycGMjsxx57zDZcIZDKyfngif8TTzxhRXlWCwXE+n333Wdv+jz9CxqU7aB+Ng8xMi4kyIQiK/nGG2+0mbJ8rXCfcewtRiTgJGF1DoTzHCDbmDIVyDeyWlikUDePRcm0adPsQ0GJY39nHHsQYxEHEotRzowYjAQCJCm/Z7KSyJDNqexWSkcgpm655ZZ05wzxD3Ey/RwqVKhgsyARvomKP8m6JAZkF1dmu/B4fWKSggUL2piQ8zuRMRgiD0lXqlSpI5Zt4N/oM0KmMw9oUr2mLyKCBtGxNEZkpyJ1jdn9l6ri3IU4Jruf5Bf+jnOYOsc8BKJcBfch1n9kHlLvFHmMWKJsBfdxZBNZipz/rEM0NAc6B/x/DnC9Mrh2uYZ5GER5ChLhkMb4DRwUDyFxLcRxkeKYXWV83nplxXS/DQYSxymGn8Sxn+DGxOKBwSImWTcoboYEUgTidLkmkCIDhwArWXXjeO9sEWPr3v3332/lOaKYpidIPoK5WLp2pxLMNZ2eZ86caWtQ33vvvaZevXo2cP3yyy9z7OFBGEmkOPayWLztj17dPBZ1PIxiEUL2IQGL13CF4IQtUWQqqlO3++7LGpqDaDt1e9KYa9grU4H4Y4HCPRvxgEDOTBzzGa8ax/4Sxxnv7cQkjGQuFIkBWKQSE3PueDUYiX+IzXKiNBevSfxH3NGkSRPbrK506dJW5N5xxx228R6fl+xQS0Rj6MzgMxRpT7IEO+zIpiVZgPUB6wXKqrHrjQwyEj1yahdgsiHWfvXVV+3OwuzuuGN3WosWLWyMkWp1nf0gjr0GeVxnXrkKL+uYjEN2dnK9IZS4Jqh5jEDm4Qb3dWQ/1ybxnIbmQOeAf88BrlMG1yzXLtcwwphrGt9ApjGftZSpYb1Go0xKWkSKY2I91nZh7EcRZCSOUwyJY//il5uinuqJVBXHXt08hEhkwxWCF7LFeC0kE1uikMfq1O2+87KG5iCac4D7B9KYPgVcw9TRQ2qxQwjZxwIF6cA1n1Eck+nmiWMEWNgWI37NOA47nIOcjwg1MjEZ7MjjPE1GPMZrUEKA84Hsbq4hynEg8MgE47pJ9Z4Wmc35V199ZUuPIYQz23VHFjhlUq644gpTt25dOyc5JfCDLI4ZnN+R5Sq8rGMe9lP6jR2YyGNEEjtBeVjC+cf5iGgiQ5EHgsRz7CjR0BzoHPDvOcB1yuCa5drlGqZfFWsyrm1K07DLAGnMgyPuxcRxGcUx9wruHdxDwhSrBRmJ4xRD4lgIESRxzOLaq5tH5j4BCCVFCEoIUJBILPioecr2KTITkcdkHpOtiHxSp273HZg1NAfZ7dLNNcvDn759+9rFBtLCK1PBDgMWKMivjHVrkXE0aPK6dEscSxyLw2GBHpYEAkQmspK4hAzvhx9+2JZKqVKlimnevLmts4s8574hohfHnEcZy1V4WcfEbOz0I/sbeYxA4uHFmjVr7O+EXWNIZLKQieUWLlxoFixYoKE50DmQIucA1yzXLtcw1zIJPVzb1DXnWuea59rnHsDajN0uXrxG6SqvwabEcXCQOE4xJI6FEEERx95CBHFMJhCLEG/rI4sPAhXKVfAEnAxEr9kKAQrCSZ263Xde1tAcRNulG2HMwx/qGnvSmAdDyGKyW1iwsMU5ozhGVkgcK+NYiIwgOHmgRCzBQCgHLcvalThmEK/xsI45Zm75Nx7keY3yEEc89KcMCNnHSCWyERFM1EAlEQDhxKCkhYbmQOeAf88B71plcO1yDXMtc017wphrnWueXQes3dg1FimO2WHGQybuw9xDlHEcDCSOU1gcs42TC1oIIZIFGYORMgfpEy3e9kevbp63CGHr4zfffGPrUm/YsMEGMDzxZpsU9bWQx2xn5zWHDx9upTUSWZ263Xdg1tAcZLdLN9csooKHQJSgoYES9WjZGsmDImrnkXXMNvPIew0lbZAWXpfusGWxqFSFECKZ4tjLXs9Y65gHeAh6Tx4jjig1RvyGTKLkGHEcggmRzC4yBtnfGpoDnQOpcw5w3XINU8eYa5prmwQfrnWuedZt3AOI5yLFMT1ouE9IHAcLieMUXjgcd9xx5sknn7RN0TQ0BzoHdA7k9DlAA54yZcqkkzl33323adiwYVQ/58UXX7TjhRdeMA0aNDD169e3NQjpdl6rVi1TvXp18/TTT5unnnrKVKxY0VSoUME8+uijdhvqgw8+aJtAli9f3jaBpBFiuXLlNDQHOgdS4BzgemVw7XINcy1zTXNtP/bYY+aJJ54wlSpVstd7xrqliAp2KCCOw7j9MaM4ZkEnhBCJFsc0HkT6cH+NlMderWPuw/w7cpmdINQ8pk8FEokMZIQSWcjIJZpTIpoYSGUNzYHOgdQ4B7zrlmuYa5lrmmuba5xrnWuea5+H+jQ3ziiOedDv7VoIU6wWZCSOU4zIwuMamgOdAzoHdA7oHNA5oHMg6OdAiRIlrKQg283r0h22xUikOD7zzDNttrZXS1RDc6BzQOdALOcAdUtpMsg9hXvL8ccfbx/c09yOf6cRFmXDGOwGod4pO8EYNMvi69ghws4welJENsGjZj2DHWMamgOdA6l5DnjXsdc4j2uca91rmkd5sTZt2pjcuXNnKo7DFKcFHYnjFIMuwa4XcBqaA50DOgd0Dugc0DmgcyBZ5wC7EchwiyxTEbYFScbSHcSDxxxzjIbmQOeAzoG4zoGMa8ujjjpK9xedU7qv6ByI6R7CnylPxoN+b9eCCAYSxykG27u1WNdiXeeAzgGdAzoHdA7oHAjDOXDaaaeZ2bNn2+wVso3DKo6ROa5/FxqaA50DOgd0Dugc0DmgcyCrcyB//vw2C5mdYRLHwULiOMUg24ZtA126dDFdu3bV0BzoHNA5kLRzoFevXuaRRx5JFyBQm7RHjx5R/RzuX4zOnTvb0bFjR7utqV27dubtt9+2W57efPNN07p1a/P666+b1157zTRr1sw2bGnatKlp0qSJefnll03jxo3toPayhuZA50BqnAPedcs1zLXMNU1NzebNm5sWLVqYli1bmjfeeMO89dZb9p7A9miyjcleQRp79Y3DJo7Lli2rxboW6zoHdA7oHNA5oHNA54Bvz4FSpUrZWshejBamOC3oSBwLIYTINgjdyAChdOnStvZoNEQ2XEECeQ1XyCj0mq38+OOPZs+ePWbnzp22IQMNGrZu3Wo2b95su/tGdut23XVYQ3OgcyD6Lt1cw1zLXNM0YqEBC4uNXbt2pTVdoSEe0jhjU7ywSWNgbpDtNBHU0BzoHNA5kKhzoGTJkmn1SXPlymWKFCliHnjggSy/nualRxokGGhoDnQOBPMcONK1X6NGDfuwPzLbOGyxWpCROBZCCJEtNm7caAoXLnzY02Uaq0RDxk7dBBhsQSejEHn866+/2i69iKMffvjBCmSvU/eOHTtsd9/Ibt2uOw9raA50DsTepZtrmgdEnjDmoREPjzJK4zBnGwshRE4xdOhQU6BAgTRxXL58eds0LyORIoh7cOTgvuwN7tMamgOdA8E7ByKvcy8W84ZEcfCROBZCCPGPIHYff/zxTLcl0Y2b7tvZJePCg+ADKZRRHiOOEEieQEYqIZF3795tJRMymYF00tAc6BxIjXPAu265hrmWuaa5vhHGP/30k31oxM6Df5LGEsdCCBEfPMCrX7++OeGEE9LVKCUhgPhLCCGEAIljIYQQ/8igQYNsJkpWNa0eeughK32zQ8asFe/JtSePEUWeQEYeIZGQyAglFjLIJWQyA9mkoTnQOZA654B37XIdM7imuba5xnlgxDXPtc894EjSWOJYCCFih3vskCFDbGmKjDHdjTfeaGbMmGHvuUIIIYTEsRBCiCPClkVvGyPjqKOOMsWKFUuXoXL88cebMWPGRDWTmWUeezWPIwUyWYeeREYsMZDJkQPppKE50Dng33Mg4zXrXctc154s5lr3hDH3AEljIYTIGebPn29uu+22TJMBjj32WFO9enVbWkgIIYSQOBZCCJEliJsHH3ww3YLi3HPPNatWrTI1a9ZM9/dXXnml3XaeXTKrlxdZI88TyJES2RPJGQfSSUNzoHPAv+dAZtetd01zfXuyODNhrExjIYRIHNSXp0TFcccdZ+O3Y445xuTNm9ecfPLJaTFdwYIFTe/eve39WAghRLiROBZCCJElo0ePTlei4uijjzb9+/e3/7Z+/Xpz2mmnpZPHzZo1i3o2s2q4klmjFRYwmQ1POGloDnQO+PMcyOrazar5SmbCWOUphBAiPtjh0bNnT3PeeeelxW7sIuvatatp3ry5OfXUU9N2l916661mzpw5mnIhhAg5EsdCCCEyZfPmzTbjJFIM33fffTZT0KN169bpxHKePHmiXmRkFENZCWR163bfUVlDc5DTXboljYUQIudYunSpKVeuXFrcljt3bvPiiy/aHWNLliwxd999d9q/nXLKKeaVV16x9emFEEKEF4ljIYQQh4G8qVy5cjppTHbK4sWL030dtUuvvvrqdF9XtmzZbDfKE0IIIYQQOc/OnTtNo0aNzIknnpiWVYwoRhgDu0PYVRaZNECM99FHH2nHhxBChBiJYyGEEIcxYMAAm4USKYQ7deqU6UxNnjw5XaM8FiKjRo3SrAohhBBC+ADqyBPbRUrhwoULm759+6arY/z111+bevXqpcV1lCirWLGi2bRpk9PjF0II4Q6JYyGEEOn46quvDitR8eijj9pMlMxgwdGwYcN0X3/hhReqG3cK8e2339qMo0WLFpmff/45qu/94Ycf7EMFaiO2aNHCdOjQIctz5ddffzW9evWyX9u0aVPz3nvvJegdCCGEECIr+Hy/44470uK0k046ydSuXfuwWI1yYWQYX3XVVWlfe/bZZ9vPeRqd+gHKmHmljnK69j3xzE8//WRLeRDvxLujju+n9Ac/j/9mFS9lB94/MRs/6/vvv7e/H+Ym2fCa7EDkGHbv3m3ni99PZvD3e/fudX7MQojokDgWQgiRTgLXqVMnnQQmI2Xt2rVHnKUvvvjCfl3k99GxW6QGNWrUMOecc44566yzzKxZs6L63s8++8x+r/d7p+b1oEGDMv3aXbt2mUsvvTTtax988MGEHD8Lr4kTJ9rmPp07d7ZZ8CI6mDPmrkuXLvbP8SxmhRBC+Ac+e1999VUri73PXxrfzZs3L9OvR2i2bNkyrVEe46abbjIzZ850XrJiy5Yt9rP+ueees2U35s+fbwVqTjF37lzb34P4iCaCY8aMiUt0jh071tx4443mzDPPtP+Np/kgc1GpUiVz7rnn2hi8d+/eUT/8TwQI9WeffdYUKlTInHHGGebyyy+3cQRZ7hlZvXq1fYDBfF500UX2mBHN8YK45iEI/VnIms/stUV6uJZ37NhhzyMGvwfX17fwLxLHQggh0hg/frzdlugtFPhzv379sjVDbdu2TSeOWaCwyBD+hkUXiw7v9zZp0qSovp/tqwUKFEj3u2cxQPCe2eL1sssuS/u6hx9+OCHvgQUDCzvKpDASJaTDBL8Lb/74M3MqhBAiteEh4LBhw0yRIkXS7QqjbEVWWaGwZs0a+1ngfQ91kWmiR0apK8hUbdasmcmbN689pvz585uewkB5jQAAIABJREFUPXumK7WRaKZNm2ZKlSplXy9fvnxm8ODBcYlqvv/iiy9O+z1MmTIl5p9F/HXXXXfZB/bHH3+8adeuXUIkbLSQPczORI4hMjEgs/ImNGf0stn/9a9/mfbt2yek+eL7779vRfwFF1xgbr75ZvPpp5/G/TPDcG944IEHbMzOuciOwMgG6EJEInEshBAirVzBFVdckU4AEnxlNwgly6FkyZLpvp+sgv3792uGfQi/VxYsJUqUSPc7izZbl4VBxtImDLKBMi5KEceRr/fII48k5L0gOe+99960n0sgLKLjoYceSps//ixxLIQQqc/y5cvTfT5Su5idZcR8/ySVhg8fbooWLZr2vcWLFzejR492UlqAeGLEiBE269c7HrJb+/Tpk6PiePr06WniGFE9ZMiQuMQxP4+a0ddff7158sknrUiNlc8//9zcc889Vhzze0XCuhLHjz/+eLp+J0hkSpch+yNZtmxZmjgmwYSvSYQ4JsmFJt78XJIhVq1aFffPDDpkZZMdzvnDvLVu3docOHDA9WEJnyJxLIQQwvL000+nE39kVqxcuTLq7FWvW7eXsUyHbuEfZsyYYRcsLL4is0MSLY45D2bPnh2zOGZhymKQwJYFbFYLVbbV8dCiXLlyaT/3/vvvt39/pMUtCz9+NiOrrCvvZ3gj8ti848q4gOR7+DvvezLb9hf5c7N675m9biQcs3f8R1rERv6cyGPh2Ple79/IDorMFGJOszp+IYQQ/ofPXPoJkNnpNS/m858s2uywfft2W3bMixX4/goVKjjJ5ly4cKG5/fbb08UZqSiOE4mfxTEDKUk5lMgYK6fEMSXSvFiUsh1kzIsjQ3x37bXXpu00ffvtt31Tx1z4D4ljIYQQZurUqYdJRALQaCGYbty48WFlC7788kvNsk8YOHDgYZI3J8SxVxMxMnM1O+IYWYlwJmOZ7ydzhMC2Zs2atrZgZFBLZsQbb7xhKleunJZpwuB4aPpTt25dW38740KY4JisZLY08rUsvFgMZlx8UouP+s+Ml156yf4d88NDFrKwqNfMexg1alTa9j6Ea6tWrUz16tXt13Xv3j2dfGWbL9cI/16tWrXDFvA0p6RWIP/OfzPWnKbeOE0IOWbmhvfAMbC4zcjOnTttDUheh8X/+vXr7e+A7+fBAYs6pAJzHVmjnDqFVapUsXOuxZcQQqQePBgcOnSo3YIe+dnYo0ePbNd/5bOLzxZkc6Ssfeedd2yz22RBLwWydI877jhbpoLEBmRXLOKYz2g+d1955RX72U4MQXNgPnvplcDPGzlypK35SjySHXHMz6Q0Gz/rqaeesp+f1GGmZFfGh7/EwzQGprYvsQMxSUZ4bX53L7zwgn3ffH6T/f3dd9+liycyimMaGFLnl+aGlBXhs59jWrx4cZZCkGMnoYC4hXrJHHu3bt3M1q1bsy3IsxLHHBfH/s0330QtjoktkcHMAXPapEkT+3shromcU2I85oav8UqYcH689tprpm/fvjaGiTzfybQfN26c/f0/8cQTNtbidXgPkXPLnz/55BOb/EIcR+Y+P2fBggU2hmKumGNK/HlxLsdFzWrKwFBCZcKECel2XfJnalxzXGRI8wAm8twlvnv33XftuUF2PbWjI4+J64B/IzbkAQ6NyXm9jNczsfEHH3xgz2XeG3WMeR2OlXOiXr169jzmGLkneBnHxMW8V3YVRGYecwxcI5xfzzzzjH1tmlwzJ0cqdyOChcSxEEKEHIIlLyj2BjXTYs1aINjMKBKReMIfUMMYeXvllVfa4J1F5THHHJMwcYxMjfx5BJrZFceciwTkXnZUxkG2EzKWhQOw2IhstpfZ19PYxoPF4g033JDl17OQiBTdLC68f6NJEIE2C5KM33fsscdaGc2iAYFMYB2ZcUPncA8WEpGLKwLwyIUBrxGZ9U+WFRCcs9hE6mZ27CzAaG4X2dRu48aNdmHtHT+LhLJly6Z9z2mnnWbOP//8Iz5IYPEhhBAiteDBZ2QJIpIDatWqlamoPBIIYmrnIk29n0XmLwItGTtSEJtsoefzin4KPNAkRuVzN1pxjGilTAc/i/jAez88OOWz+JprrrE/lwfD1Mzl5x5JHPOZjzxD7vIZG/kzEdt8HzFXpNhDchK3IOsuueSSdA+PiR/4+cRmkXGUF2dwfMQlntSLFMe5c+e2D4qJkXh/kXEQMRpJA5HxDb87ymQ89thjmR576dKlbTmz7NS8jRTH/BziEc43/nz66afb9+wd8z+JY843xCsPtzPOAf9PDPfhhx+m/TxqRmeVvMDgIQflMvhd8SC+TJkydkdc5PtlbpGmlLfwRCi/Y8QwMpr55c+chzywj/xeHmbw8B0hzWvwfjgv+R7eAzs3vfOFeJRzi/fBHL/88stppTz4XiT5KaecYr+X8jI0+eP3tG/fPtOxY8d0ktcbJ598snnzzTftz/GuR0Qx5553jVDjnOsmT5489nv4nXAtRfa0iRzU4CbO5ufxuyXBgHg08n17MSQC/Pfff8/W9SdSG4ljIYQIOTx5jgwE6PQcbYmKjPDEmmAqcsHCk27hHhYBZK0gcQkIySyIXGTEK44JMMlo8P6fztlkbWQmjjM2x+MBQ+RiB+lKFgnZTpEBLsKZhRgLB7JkWLRFZhwTELNAJpj3Mo5Z5BKQRwpuMpVZLESKXI7dg3M2MnOGr2PhSDd6ji0yiOa68RoCMqfe37OY894/kG0c+X0sQrwFEIsLah56/0bGtbeIYRHLIsA7FhZeCOo777wz3ULi9ddfT3stslnOOeectMUF2f+R88uCgowV5iryd8ifmRsycZAPQgghUgckEpIr8jOPxmFkxcYie8mEpPmZ99nFz+WzjFgiJ+EzkZ1GfN4SR7KLiBgF2Yl8i0YcE++Q/eo9mCam4POXpoF8PvL5zuDzlL/jc/yfxDGfjwg+T3Dy79SBJgbxYmB2TCFgvYe6SDyvbjSCzhPH/DsSFJns/c54fzzcRbB6f8dnP7sE+fpIccwxEIfw/ojpOBYvZmAQtyBtvd8/x84DAC+2QibSvJhYyjt24iTvtaLJOCYuue2229JEJf1O1q1bZ187oziObI7HvJJs4MUtXmzFPPGzvFiHY/SEPP+lVBlxi/d+OX7m8eqrr7a/L4Q5vwP+zjuH+d3zfpkn7+cyH5485lgQud574JgQzvz//2fvPKCkqLI/vIIoICpmzDnngGsCFAwkdU0gJkRRMP0NCyomXAVUBAFRBEUQQck5J0mSkwQVFQNGBFQwEES5//N77OutHmaGnpnuqe7q7zvnHXSmp7vqdc/UfV/dd+/+++8fN7eac2UmK6NYsaa/Ia/z0+fIy3dloQfjbb2eJK9QgsFll10Wm3tliksYa+4VV/vfZX1f86H3xh+D3vtmzZq5xws9Z8WKFd17q/PTDYfgrlLF5frcaH6C5QV1Xkoq0e+63hM9n2JB/7OKZyXD9fn1nxt9TVnQie5igMwFcQwAkMVIjAUDUg1tPyoqCnSCmY0aClxouJV+KAPDZ6UmQxxLXErWBju4165d2wXiCozzEsfvv/9+3IJOndOVaaTPksSqMp6C8lgZLELPqwA3WOPYv54WfVqoKIOlSpUqse9LlGph7WsoK7D3Cx5l3uhYcopjDQXMOl9t+dQCQdtcg9LWLwC1mAuKbGVkCC1Egsepodf1WcV6Ti1m/PdatmwZK2/hu7Br0aM51jnpHLUgadeuXWzhqgWLzygLimM/dFzawqlz0/ZUza2eRwLdP0b/rTnV/ITRBAkAAAqH350SbGqn64quE9sTgHmh64CuGZJK/jm1WynV9X5VH1fC09fel9RT6QHFDgURx4oDfKavnkvyT+WnJDMl2bQTSDdqvVRMRBwrhrjvvvucdJbAkzhVmS3dIFecoBvhiif0c7fccouLC/ITx8pclkj0Elg3blViQmUeVHpC4t/HQIphVM4iKI71dWWFtmjRwp2XyhpIfEoI63uSf3ptfQYkBPUciv/1nLr5rh4lOnY9p26ge2GqOEc7CQsijnXDX/Mneak51fEpu1ZZrPmJY0lqiXf9jI5L2eGaF2XzqlSCMuh9nKgEAp2j4jG9F/p8+/hJ4l4lHFTqQTGSYiLFXpoDiVIdi+ZIsdXcuXOtVq1aMYGqOdM85BTHGipPoXhNc68yI4q3/GdGZS90nHpOZcR7AazkBu3g1GfQz7l/Pv28PtN6LSXs+OfT+6hYXPGpPh+K2/R1nZdeV58J3bTR77liPH1PnzXdGNL7GxTH/vj0OdXxK3NZZVD0Xuh4dVPGf64kn/XcOl79zivu9vOt5ud6fv9zkuB6Tn8eivuJF6MN4hgAIEtRYKC7zUGppOBYsi4ZKMvSBxV+KMCn2VZ6IXmYTHEs4Su01dDLTAXQ2lqoxUFu4lifiebNm8e+rqyQYHkH/xhtMfSP0Y0Jj4RrsGu8xGcQlVvw2RrK9lANwCAKdoOZvspUFlpM+q8psFYQHUQBfTB7RAtKv3BXxo3/umoGamGgxYvPJlKQr8WmFlStWrWKLZKDGTPK8hKqh+cDewX5OWsV6nf21FNPjb2eFgW5iWO9Zs6ayZ7glmb9d7AuHwAAZAYScxJhXhjpWiJxKdlVFCQHJdyUYehvYqoRbVF3qOUXW+jaKaGnrF3VH9a1tTDiWNdIlaLyNXB1jQvuptHzqq6vxFyi4ljXf8k0fV1Cfdy4cdvEwJLevlSEatvq53ITx4pBdKNYmaBe0ilzNYjOUzGQYijtNpL4DIrj3BoXqjSCdmzp+4ohdI4++9bHDPrX3yz36P/9z0la6vH51bLNKY4VT6mWs8pEKItVX9Mc6HlUHsOvPYLiWM+vOsa+JIpiOpXbCq4ZJG11vDpXrS8kUX08pFIc/v3L2RxPc+/7OGiOVAIiiN47vyNLMZbPOg6KY31fr+8/a3pdiWC/zlG2sK/lrN8T/3OKRxX7SUYrbvXyWu9HMCNZnysfi+v9l6zXa0jc63dOj1cpN59V7FF5Ei+j9VhJ9KA49nFvsBdH8HOvpB7/OMWifj51vCoLot8zHbNuXgR/z/SZlYj2glxxamFvTEFmgDgGAMhCFLwq6zAodRVQ645+MtFWyeBrKIBUsAvRFcfKWBAKPoMd0CVMFYwHBacXxwpmtejIr2mekLj1j9GCy5d40EIoP3GsLX/BrAst5hTkKyvEDzWZ8z+vLZZarChQ9l9T1oWyLYJogRb8OWVgeLRg8sG45K2CfS06JIYVaKu5iV+oKBNGaGHrj1OLNl83Tlk3/jW0sNS2T3/cOg8tRoL1J728VzZOUBznrKecnzhmdwAAQGahDEvFdsE+AcqkVSZsMlBWqq6PwZuRuulb2J4YeaHrpSSZ4lKJS0kpvxVeMaS20vvSDLpJvb2sZ4k7STVfikJiT5mhQSSmJdESFcc6Jl+SQJmukvUS3b45nuIbxUa6pku8KdNT19XcxLHOTTes/fHpmq9mfUF0LJoXSVaJcP1/UBwrttCcSfh59H0dl79JrWxkfUZUTs7HbZpf3QDQcftjVwzma/kqjlEpgvxuJucUx8q+VQaqBKbmISiU1eAut4xjCU+9tpegOhc9bxC9Zzo2nx2svg4+2UWfAy+O1QvC3xiQHFXsqM+K3zmm4/DvlWpCa5eazw5Xtq8SHRR/qa6xF8CaI5Uj8zGUPgOaTx97aVebZK++r/IqEtWaP1/+T8JcMZ/OT+eg2FGfYdUn1jlIQuv3Vj+jEoKak6C81XuouNC/R/5f1aL28la/65ojZSNLPvsYVCVacvsd1edOEt8/Tufj42pJe//51Xzrc6YbUMHXD2YrS7InUg8bMhfEMQBAFqItXD5rxGeOqLlXstF2Jm07C8pjySu68EZbHPvAWqI0mHWuuoQKNHOKYy2G/IItmPGbk2DjOAlRv/Vze+JYTUGCn8HtDWVqqBSEFpL+azoPbZkMooyaYEkObZX0KOj2CxENZQ+pBp7+WwsRZfRI/Or/tX1WCyS/JVcj+PuogL0gxy8prfdA701QHEtM5wXiGAAgc/HlJFS31f/N17VZNzSTJXQk0yQdfRaphkoo5My2LSraFaTaqv7aqzhSAk2STBm3PnNYMk2CTsJMJaFyZmN6lG2tcgwScJJsurmac1eT5LrOJVFxLOEXvGGb39DrehGamzjW9n/Fxl4QqhxVTmmaG0FxLDkrQeqbrQmJTMVDXhzrmCWOdf6JHrvWB144F1QcC4lif5NcAlJZqj77NyiOla2rc9H7o2PV14PnIiQ1lW3t5bJ6NPg623mJY8WHKikSjMfyG5orHbOSH4LiWMcdbCzpG+H5UiDKBtfnTLGXHqd4zu8g69Wrl/vc6PdGN/+V/euzj/W8ixcvjglcyWNlSOt3Tc/n5yqRocx33XDQ5ykojpVpnnOn2vbEsWJW/3uWyJBMTtaOVUhPEMcAAFmG7jr7INgPbQPMmX2RLJSpEGyUp8BYd+Mh+uLYb6MLLkCCNyy8OFagGpSjWjDmxiuvvBJ7jIJpXxdve+JY2UX+e1osqcGOvpZzqAGJFiJaaCvIDmYca/GqWniJimOhRa7/np5XGU++NqTQYsZvI3z11VdjZSz0+xJsqOcX0H5Bq8VMzmPXFk8dv+o2asGrRU3OjOP8bg4hjgEAMhdl4kre+V0rklbKpsyZuVpUJASVeRgsRaWblTm3/ydLHCcq+xR7+JggtyQGHaOPP3Tt9U3JPMEazomIY2UQe4GueERiWlmXwaFrtYbiIMUTEtu5iWNJWZ2vzkPzqmu55F8QvaZiHZ2j4viczfEkbSVbg5mleYnjYFkMZU3rtXM7dsUTil1UYiK/XUj5iWPdhA+KW1+mIac4VnatMsl9NrHKJuR8PyUmNc/+fdSuRi+08xLHummi3i1elCvbWZ+FnOerc/X/KklAUjVYqkJzFPzM5CeOhbJ8feKEZLfiP82Bbnzo8+2/r114Oldfx1ifDZ+5LAGtxAJ9Xb9nKoGmbOTc3ifNsXa66b3Q5z0ojpW0kNvNo/zEseJdf26S2bqx8X//93+5vraOqVu3bu69huiCOAYAyDJ0sQ8G3Kr9mlfd02SgwETBYPA1tVXMB5UQbXGsGxJBgRocXhxrQRQUzAp4c8uOCNYh1pY9z/bEsWrf+a7QWizlXJB5tBDT8BnxweZ4hRHH6g7uv6dFgYSx/ltNb0Tfvn1dQK4FnbLE/AJFgXwwu0eLCi8DdJMnr4x9f/x+/nPWONaiIhFxrCZE1DgGAMgMJAslfYKNvHQdlfBLNrpe69oV3E2m65uSBJJV41SCTiJMz6v4wg8JQclaLxclvJQVqYxWidy8Mh4VI0geqgyBfk6Zxdp559H1Tlm+vmdBIuJYjcn8HCgeUT3h3OZKc6LsUV9OIzdx7GMgxRm61is2ylnWTb0aFNtod5ayO1XDt7DiWI0CfcNdHbvqYud37NtrepafOPY7sCRWgw2Oc4pjxXwSkP4zrNINvmawRzfD9Tw+M1uxnZeVeYlj/z3fsFjxV86bBv58tV7xMVTO5ngFFccqd+FfU3GnBL3krySyzzzXZ1mxqeSwl+G+TIVQxrVKZOgxOmfNVW6xmY5b75NvCJ2zOZ7Ov6DiWJ8dfb71udH7pIz83GJPPYeeO5VNMiE9QBwDAGQRKh0QXFhoKLMh1ShozLktTh2naZQXfXEsVPLBZyflJo7FgAEDYp3BtfjQoi0YiGpR5hvcaWjbZ17iWKJagbcWAAruJVB9LUIF0drOGVzgKojXIkWSVcM3wSuqOF6yZElsq6J/7WDzOmWT+OMKDi1sgnOo7GP/e6sAX9seg3OjAF91j3XsWqj4WswFEceSxf5xktha9GlBwGIAACB90d9oCWKJIv83XHVV9fc+VTVHVR5AO12C12RlQ+ZsslaUc1J2rq7NOYeEr673uhZK9Eqm6WawhFdegtPXnfWlsvSzEq6SsZKmiieCJQESEcdqXqseA7qu6/qs7Fe/c0+CTVv9dV2VHFSZDZXz0HHkJo71dT2v/7rqC3ft2jUmCXV+KmngxawkpmKvwopjHbtq8nopqJjH36zWuamWteZY8YPEstYO+cnj7YljofPJWXYhKI6FyqB42ap/VTLCi2F9lnVzwMc0ytzVZ8HHckFxrPdJ77fmQu+Fjl9yVt/Tz6tUhBek+nnFvbrRIsGrnhMS1EUVx5oT3ejPKct1g0XnpPfOZxP77+n98GUq/Huh7HCfra2SLIrrfFym3xHVNFdSgo5dNz8UDwczjvMTxzp3ZWD7Y9Q5Ki7VYyXylWXsd4yq5Js+3/78lCGudZzmXHOqGH57TSohs0EcAwBkCcrEUJAbDGC00MivblkyUdZk8LWV+ZGzZixEUxwrmJQkzk8cK9iV/PTfUzCuLXCSpMqCCNZUVBZEsD6hgmw16vDf91v6VJJCxye0OPHfV/aG6ihrAaes4GATPy3Y/IKnqOJYQX3wub0U16LE4+sc+6FMqu7du28zz76shYYWMspO0uJHi4qgMFD2iF+EFUQcK4MpKLi1WJTAVlMXAABIT3Q90fXP33jV9U3/n+pdXZJxus4Gr0sSV8lulJcTSU/FDroZrdhFtY0T6Zsh0aWYIq9at8pc1jloHhMRx3pNlZjyN38lsTXvigPUT0AlCCRsdT1VvCGJK3ITx0JSTiUUfP1eyUBd91U6SwLPJ1/opoDKAkh8FlYc6/j1vD5203MrE1a1cJVMopvH/qa3SirkzPwtjDjWY7RrLFiuLKc4lvDUufrH6PiUgSthrOPzGeF671V6K1jKQjcBfLNizbmy0LWTavjw4W5OJIH9ey/Zqf/XHKgRoYS25KnmSJnpii+LKo712dH7F7y5ojhSNxT02dH3JamDpfx0Y0OZ5DkTA4JZwZUqVXLnrnhONyZ89r1iZN240XMnmnGsY1UtZp/YoR1willVnkQxuXajKobUc2ioiaA+34rJ1STTf0Yk8VUSh2SgaIM4BgDIEhQMBYNkBVC5ba1LpbgONkDTkDTzd9YhHLQo8sG4hoLsgiAx6zNENLRgyi141CIiKDE1FNQH0dZMZcHktqjzQwut3LZVastizscq0J08ebL7vj5nqs8WzADOObQgU3Z0cCHiv6eAOjdx7MtP+A7fQTQP+lrwNZQxElzsaEEU/L4WlLnVG9eWRWUc5Tc3Wiipc7dH4tjXMdxejWNtu/XlPIJDcwAAAOmHhFgwIzHYrG575QWKirIVVTs1mEWqGG/w4MEp3amiEgQSWLq++/4AiWY6KlNa86Xrtpdqign0fEpukPzLKY5HjRrlsje9HJe09efnS4TohnNu12Q9l5oCz58/P/Z+6MawLxOh4wiWE5EIlnwONhXOKbd1nL5xnuIvf8Pdy9RgQzmJTJ+drccoK9rfdFdMrmxVxT25vZbmRmJTcc/2PkuKWRTPeQkqieybF+dMVJAc9Vm2Es065mACi24MaM68QM85JEole1UnOBhrqsa2pGfOGE/zpTmRTJXAz7nrMvheKdlAktyXqpA09+JX0jtnczwdu4+f9Xv32WefxR2TfheCnw09RrGwf4xEfrABnV4vZ9NGod9nZS/ntnNPQ3Gekiy8HNZxql63f991cyWv3QcS9zk/byr1IYmv41TWtz6n/sZUbnGn1pI0PY8+iGMAgCxAd7iDd701FHilemGRE2VaSMAFA1MtPCA8JFaVLaBsBQ1f5iBRFCgroPU/ryA9r6yDjh07xh6n4Wv9BpFUVTCtzBFlwSigVWCtQFZBdV6NfrStTj8n8aosJAXzWtAGRaoWugrkdbzKEtHvhIYeq6yc4GOFFoz+WLWQ1IImiI5FW1D9Y3L7LM+cOdOdi3/M008/Hfd7p+wSiXf/fW39ywudo7I9lA2kY9bcaBGkRYMylSSKg2iBom2I/rnVXDAvNDedO3d2C38/f/rXZ0MBAED6oOuIGq4ps9XHVLquSWTm1iMgFUjeaQu7F1qK6SQ+dVM1Vei51QxWu2K0i047gwoqrSQSJbtUzkA735RdqRquurGr89A1VrGCnlfX8AYNGjh5fMkll7hdWcFruK6dkr86b8k6ZSDrmq/YQJJac5QzrpBY1fNJkM6YMWObGEgyXIkVapir51NJAz1WN7aDNW4lS3VDXOW5dOyqXRxsYif5p91JOhZlTesGe7AOtMS4kgV0U1qfI8VM/tiV0arnT2SdIIGu3WY6Bp3XY489lmuWsmJDxTCS3Xqcsl21LtDurJzvj7KBldGuOdBxqTeKsqtVXzvn4z2K0bS20bkqrtU5qTSYnxPJU4l/yXQ9n+JKxXY6DpXSCGZr67x1418yWseqbHov7P33Nd96n/R9SWnJ6WD8q2xhZSrr/dFjVBIk+BrKENax6Hs6Zn2W8xK8ksFKANLnXrJWx67PhZ5f5cyCN090nMrQ1mP1vKq3rNJjuaHM9ddee82dp+ZLn331pZHADvbLUHM/xc76POr90ON83Fnca0kIB8QxAEDEUS0tHwz7oYBKAWVxo+BCHZGDx6I72cqKAAiibA8tWrS401bcRBeG+owpMFdNQC0u8pLYWpwp2NaiTVtYMwmdk45Zc6NFbzLLzei5tbDU/GnxxoIAACD90E1b1eb3WZ7KLlQJB9XWL87rtGqy+trBGroRqpvEqaqvXNjrmrJ+VV9WGZYqN+FLR3iUsenr4Eokqs5vQbfeK+ZQFrDeG19Dt7Do2qsMaT2fLy+RSnTdV6yleDyd3jvFOpoDxXWJxiN6nNY+2mmW13uoOVX/FQnuTKrNq3PTzQgJW51DMmM0ve+6MZHXnGmedONGnxPJeEpTZBeIYwCACKOLurbCB7cYaZtXQbNKk4kCnmBNXA1lamRS4AYAAAAQBpI2qs8fLDOl3SLKQC5uJPSaN28eVy5DdVhVHzWdCApuSXZlEStDVXOpes21atVyZQ6UPa1ayGEkVwAApCuIYwCACKNsRN+4wY8mTZqEfVgu6yPYSVh1zpTdAQABXp20AAAgAElEQVQAAAB5JwSo3IG2jfsYSmWdnnzyyTy38KcaNVFVnWB/PKpPq1gzt3r9YaHt+yqh4GNixaAqVaWSTL7BmISyyiOohBe7bQAA/gfiGAAgoqjGneqxBaWxaoUFmzuEhbbAqxtw8NhU80xbywAAAABgW1SKQo26fOMrlapQTVI1lw0LlVFQEy1f6sHHm++++27KSywUNPZUXVqVoihbtuw2ZdMk31VmAgAA4kEcAwBEFAXAwaBYjbS0VS+dsqGVJRM8RnUoBgAAAIB4VFZBDbuCO8lUfkFN3sKuN6rGYGpgqx1kPqNXTeCKs+ZyoqjHgcpUjB071jW2U68DlVFTTVwAANgWxDEAQARRbTltvwtKWTVRSafMD20DVBfi4DGqqYqCeQAAAADYisTwxIkT45od77nnnvbEE084oZwOSMKeffbZseOT4FZCQLocHwAAFA7EMQBAxFBXXG3DCwrZY445xnVnTjeUoXLYYYfFHWvdunVplAcAAADwXz799FPX0M03O1YTt2uvvdY+/PDDtCqR1rp167iMaNViHjFiRNiHBgAARQBxDAAQMbp27RrXeG7nnXd2tefSlc6dO8cdr5qVpFs3bgAAAIAwUMZu+/bt43aSqZ5wr169Qi9RkZOlS5danTp1YoJbNZhVwuLbb78N+9AAAKCQII4BACKEmqPsvffe22Twbt682dIV1ZRTo5fgMWur488//xz2oQEAAACEWtZLtXjPOeecWIxUvnx5a9Kkia1evTrt3pk///zTevfubSeffHLcrjdJ7nQqlwYAAImDOAYAiAjaIlizZs04AXv00Ue77I90Z+7cubbHHnvEHfuzzz4b9mEBAAAAhMbnn39ujRs3tlKlSsWaztWuXTut+0GsXLnSmjZtauXKlYvFdDpmxXoAAJB5II4BACJCmzZtYt2sNbRNUGUrCsTXH5pN7WM2tXfhx/Q+Zj+uKPDx33PPPXHieL/99nMZ1AAAAADZ2LPitddes/333z8WGymTt0+fPmmfvfvee+9Z5cqVY8et5IAWLVrY2rVrwz40AAAoIIhjAIAIoOYowWYkGmqioi2OBaLrg2aN/2HWaIfCj/t2MJs5qMDnsGbNGjvxxBPjzqFWrVq2cePGAj8XAAAAQCYzderUuGbHu+66qz3wwANpWaIit11wSmhQEoA/fp3LxIkTCx6bAgBAqCCOAQAyHInV6667Lk64nnTSSbZ8+fKCP1nLy80alCjakDyeM6xQ5zJgwIDYdkyfNT1oUMElNAAAAECm8vXXX9v9999vO+64Yyweql69us2ePTv/H/xrs9nG9WYbfjfb8OvWsWmDiiUn58D0PHq+4PPr9f7etpfGp59+arfccouVLFnSnYPiuzvvvNO+/PLL5BwLAAAUC4hjAIAMp3v37q7mnZetO++8s2tMUmB+/9nskYqhiuPff//dbr755jgJftZZZ7l6eQAAAABRR9m6iu2OOOKIuAZzPXr0sC1btuT9gxK6k98xe+RMs8b7mDXa1+yuA8w632329UfJObgl75m1umLrc2voddpeb7ZsxjYPVTmN4cOHu4bH/jwOOeQQe/31110TPQAAyAwQxwAAGcyCBQvs4IMPjhOtyj7etGlTwZ/s0zlm9x1ddHGsUhezhxep7MaBBx4Yd07qHg4AAAAQdaZMmWJVqlSJxUB77bWXNWvWzH766af8f3D1N2ZvP2p2e6n/xWS3lzHrePvWHhZFRVnGQ9vZlsYHBp5/B7PnrzL76P1cf0Q1jZ988knbfffdY+dTtWpVV4YDAAAyA8QxAECGsnnzZrviiiviBKuE62effVa4J5za27bcuXe8BNaCo8npZs3OS3w0P99s8XtFOjctMoLnVb58eZs2bVqRnhMAAAAgnfnqq6/svvvus5122snFP9pRVrNmTZcosF0+nGLWotZWmfvfOG5Lw3JmrzRMjjj+cpFZh1tzxIn5i2Mxffp0u+SSS2Ix3W677WZPPPFERtRqBgAAxDEAQMaichTBesCqIaftf4Wm37Nxiw037j/O7JuPrbhRo7zTTjstTh5fdtllbvsmAAAAQBR7Vrz11luunIOPfY488kgX26nsQ76sWOpKUmy5Y/e4OC5p4vin7836tzK794gCi2OVpejUqVPcDrmKFSvaiBEj8i+9AQAAaQEZxwAAGYga3wUXFhq333574UpUeLSwuOMf8YuBJy/aWvs4BMaNG+fqNfvzkyRXfT8AAACAKCGBOmvWLKtRo0Ys7ilXrpz93//9X/6ZuZv/NPtkllmH+ralYeltyocVWRxL7CqBoHsTs3sO2TbBIAFxLNQQ74477ojFdUp2uOmmm2zZsmWFOy4AACg2EMcAABmGsk7q1asXJ40lkT/6qAiNT9avM2t5uVnDgDjWf79wzdZFQ0jnec8998Sd5/HHH++2cQIAAABEhe+++871cwiWqLj44ott5syZ/3vQ5k1mv/1ktuY7s++Wm80cYvZqw627w4J1jQsrjv/abPb7L2Y//WD241dby4699bBZ07O2ZjLnlMYFEMcS44MGDbJTTz01FtNVqFDBOnToYOvXr0/CDAIAQKpAHAMAZBjdunWzMmXKxAJvLS7atm1btCdd+aXZIxW3XRR0b2ph8sknn9gBBxwQJ4+VfQMAAAAQlRIVPXv2tCOOOCIuIaB9+/bue46//zb7eLrLLHaiOGdPijxGgcTxig/NujUxe/Bks0b7bpXRucniQohjoczpxx57zPWt8Od54YUX2qRJk5IwiwAAkCoQxwAAGcTnn39uhx12WJxIveqqq4pWokJ8OmebuniuMd6EbvGP+/Uns09mm80bbbZsptmqry3VtG7dOq6Ws6T5yJEjU/66AAAAAKnm/ffft2rVqsXinF122cUaNWpkX38diLH+/sts/hizpy4yuy2wOyyZ4vizuWZtr9++LC6kOBZq8nf55ZfHzrV06dL273//21auXFmEGQQAgFSCOAYAyBDUXOTuu++Ok8YHHnigLVmypOhPPmeY2Z05FiLKNlHdvF9Wmg19yew/l5k9XNHsvqPN7jpoa4OUJqeatbnebOYg1ZawVKAtjJUqVYo77/POO89+//33lLweAAAAQHHw/fff26OPPhq3k6xy5co2ZcqU+Ac6cTzWrHnVAondgovjeolL40KIY8Wy3bt3t6OPPjp2vieddJL169dv+w0AAQAgFBDHAAAZwsCBA10zER9o77jjjta5c+eiP7FqGA9rH98YT+Pew8ymDzBrdl7+ixR9T9sZezc3W5dPA5cioG2MZcuWjZPHb775ZkpeCwAAACDVSKL279/f9W/wsc2hhx5qL7/8svteHD7jWOI4gzOOxYoVK1xGtbKNfcm1G264wT7++ONCzCIAAKQaxDEAQAawfPlyO/LII+PEafXq1ZOTdbtpg9mrjbdZKLju3JLHiS4g1Ezv2Vpba/Almb///tvVxQue/8EHH1y0hoAAAAAAITFnzhyrWbNmLK7RDXIJ1W+//XbbB6vGsUqFvXH/1mbGrf6VY1zx314VpQovjr/5eGsSwDbPrXGVWbPzzRrtVWRxrEZ5Kjn2z3/+M3bue++9tz3//PP2yy+/FHAWAQAg1SCOAQDSHAXY9evXj5Om++yzj82dOzc5L/D7z2ZPXrh9KRwceT1O5S5a1N76nEnmq6++smOOOSZuHjQvksoAAAAAmYLk8COPPOLqGfuY5pxzzrExY8bkv0Psr81mm//c+m9w/LnBbNwbZnfuV3hxrOdXZnPO5/ZjxkCzR8+Jz3guhDgWv/32m7Vo0cIJY3/+EsmjRo1ycS8AAKQPiGMAgDRHWRk5yzSoYVzSWP3tto3xgsL4/47dmm3S8fat49kaZvcfk7dA1iJiau+tC5Ak065du7hyHTvttJMNHTo06a8DAAAAkAo2bNhgPXr0iGt2rP/u2LFj4Zsdqz7w+G5FE8fbY+bgpIljoV1jderUsRIlSrg52Hnnne2ee+5xpSwAACB9QBwDAKQx6qitpiFBaXz11Ve7hnFJY+nkvMtRtK9v9uWirVskg6Ut9DWVt8gr81jbJX8MdANPEjrvK664Im4+Tj31VLpxAwAAQEawcOFCF8uptq/iGNX6vf3223MvURFhcaxmeH379rWTTz45FtMdddRR1rNnT9u8eXPRjxcAAJIC4hgAII1R5kVQku67776uJl5SmfCmWaN9tx1tb8i/2d3638za3ZS7dNbXxnaxVDBv3jzbbbfdYnOiTJUOHTqk5LUAAAAAksWqVausefPmsZ1kkseVK1e29957r2hPnIHiWKxcudIeeOCBuJ11//rXv2z+/PlFP14AAEgKiGMAgDRFJRjKlCkTJ44ff/zx5L/QLz+YrVi6dVHhx1dLzP5Yu/2f/Xyh2X1H55513Ob6lNV8fuqpp+LmRVs8P/jgg5S8HgAAAEBR2bhxo/Xu3TuuX8NBBx1kbdu2dd/LRnEsJM2rVKkSm5Py5cu7+sc0ygMASA8QxwAAacjq1avtrLPOipOjapqir6cdL9+Wuzj+9ylby1qkAG3n1HbG4PzccsstbtsjAAAAQLqhHWM1a9aMxS2q6XvzzTfbF198UfQnz2BxLGmuHhb7779/bG6SkoUNAABJAXEMAJBmKKP2ySefjJOiKs0wa9YsS0uGdci9XIWa6q36JmUv+8Ybb8RlZKtkheriAQAAAKQTa9assZYtW8aV2jr77LNt1KhRyXmBDBbHYtmyZXbDDTdYqVKlYlL93nvvta+++qroxw0AAEUCcQwAkGZMmDDBypUrF1tYqP5dq1atLG2Z3j93cXzvEWbfLkvZyyq7+KqrrooT7Mcdd5xrKAgAAACQDiheGTx4sJ1wwgmxeOXQQw91/RmKXKIiIuL477//tmHDhlnFihXjyngoSWDTpk1FP3YAACg0iGMAgDTi559/diUpgjL0jDPOcM1DUsLaH82++8Ts+0//N/T/q7/dughJhBGv5J1x/NP3lkoWLFhge+65Z9x83X///W4BAgAAABA2ixYtsmuvvTauRMVNN91kX375ZfJeJMPFsfjpp5+sWbNmtvvuu8fm6rLLLrMZM2YU/dgBAKDQII4BANIISc+gBN1jjz1szJgxqS0z0eRUsyanB8apZk9V3SqPE+HVxrnXOH7wZLO/NluqUVOZ4JztsssuNnPmzJS/LgAAAEB+rF271sUpavjm45TTTjvNBg0alNyJi4A4FlOmTLELL7wwrlTbf/7zH5dYAQAA4YA4BgBIE6ZNmxa3sNB49NFHU/uio177X+AfHHf8w2zB2O3/vEpRKLM4N3GspnnFwKpVq1xWdnDeatWqZevXry+W1wcAAADIyebNm23kyJFx5RcqVKjgyo9t2JDk5sEREcd//vmnderUyZXy8HOmZtHDhw+nATIAQEggjgEA0iQjpXbt2nHy88wzz3TNVFLK0slmjSrkLn5fuMZs/bq8f3bzZrMu9+T+sw3/YfZ+fysu3nzzTStbtmzc/HXr1q3YXh8AAAAgyEcffWQ33nhjXImKevXq2fLly5M/URERx0IlPG699dZYozw1P9b/f/rpp0l7DQAASBzEMQBAyGzZssWeeOKJOOm566672uTJk1P/4ps3mT19ae7yV4sBLTbWfLftz61bbfbWw7bljl1y/7nmVbfWTy4mlKGiRUVwDg8//HC3aAMAAAAoTlavXm0tWrRw8ZyPS8477zzXAFlxX9KJkDhWn4qBAwe6kh5+7vbdd1976aWX7Lfffkva6wAAQGIgjgEAQmbq1KlWrly5OOl51113pWZhkRvvvZ27OPYLgmbnmfVuvjWDeOYgs7cfM3u8Up4/s6XhjmYzBlpx8/nnn9sBBxwQN4/169dnayMAAAAUGxKfKlFxyimnxInPZ555JvklKiIojoV23D322GOu14efwypVqtikSZOS+joAALB9EMcAACGiwPiCCy6Ik53KsEhqp+3tsfEPs/b1t5aXyEsgB+sg5/cYPYcWKBt+tTDo2LFj3FyqM3exZG4DAAAAmLmSCrfffrsrsaBYZMcdd7RrrrnGPv7449TNT8TEsZg7d67VqFEjFtMpyaJZs2a2cuXKpL8WAADkDeIYACBEHnjggdjCQqNMmTI2fvz44j+Qn743a1F7+/J4e2K57Q1m61ZZWPzxxx929dVXx8ljiflffw1HZAMAAED28Msvv1jbtm3jMmXVs2LYsGGpfeEIiuO//vrLevToYccee2xsLk888UTr16+fazwIAADFA+IYACAkZs2aZbvttluc5GzSpEl478fKL8063Lp1kVEQgdzwH7bljt3Nejxi9ttPFjbTp093mcbBeW3Tpk3YhwUAAAARL1ExduxYJ4p9/LH33nvb448/nvob2BEUx+Lbb7+1xo0bW+nSpWNzWrduXVu6dGlKXg8AALYFcQwAEAK///67XXrppXFy85hjjrHvvsulEV1x8tfmrTWPn621VQbf+Y+tEjlYpkL/6mv6nv5fmcqTem792TThjjvuiJvbAw88MLVbRAEAACCrUZyhRr0qTeFLVNSsWdPmzZuX+hePqDgWytY+66yzYjHdPvvs47K62U0GAFA8II4BAEKgefPm29Ti7dWrV/q8F3+sNft4utm4rmZv3GfW6iqzJy/a2ijv2VpbayIPbWe2dLLZ+nWWbvzwww9OxAfnWPUFN23aFPahAQAAQMRYt26dtW/f3vbcc89Y3HHyySdb//79i+cAJI4Vs92x2/9u9vvRoYHZiiRk6Krx8aMVze74X0LBFiUSvHCl2UfTLJXJFi1btnTC2M/t2WefbWPGjEnZawIAwP9AHAMAFDPqCB0MfjXuvPPO9K3XtmmD2e8/b61dvPbHreUoQmp+VxDefvvtuPrRyvwZNWpU2IcFAAAAEWLLli0utjvvvPNiMcdee+3lSlT89ttvxXMQf/9lNmuIWcsrzJ6p/r/RopZZvxZmP3xe9NdYMsnsldvMng08v/77raZmXyxMxlnk/dJLlrgeFj6u22mnnVyfEJWyAACA1II4BgAo5uZtF110UZw0VtOP0EtURBBtYaxTp07cXGtR99NP4ddhBgAAgGjwxRdf2F133RWTmrpRfcUVV9iiRYvCPrTIoOSKnj172vHHHx+L6Y477jjr06dP+iZeAABEBMQxAEAxZqSoJtsOO+wQC3p32WUXGzlyJO9Bivjggw+sQoUKcfL4iSeeYL4BAACgyPzyyy+uRMW+++4bJzR79OjhmuVB8li5cqU9+OCDtuuuu8bm+sorr7QFCxYwzQAAKQRxDABQjBJT3bWDErNJkyYsLFIs6//973/Hzbnegzlz5qTyZQEAACDiSAyPHz8+rnHbHnvs4eIOCWVIPprv888/Pzbf5cuXt//85z+2evVqphsAIEUgjgEAiqlERfXq1eMEppq3ffXVV8x/ivnxxx/thBNOiJv7yy+/3DZu3MjcAwAAQKFYvny5NWrUyJWmCJaoWLo0CY3oIFcUu7Vr184OPPDAWEx3yimn2MCBAylZAQCQIhDHAADFwNNPPx1bWPimHgMGDGDui4nhw4e7Offzv/POO9u7777L/AMAAEChEgJef/31uBIVJ598svXt25fZTDGffvqp1atXz0qWLOnmXf82btzYvvzyS+YeACAFII4BAFLM4sWLbb/99ovLeG3QoIErowDFgxqnaM6D78Gpp55q33//PW8BAAAAJIzitylTplilSpXiSiao/i4NeFPPX3/9ZYMHD7YzzzwzNv+HHHKIdevWzTZt2lQMRwAAkF0gjgEAUsiGDRusbt26ccLy2GOPJSsiBJYsWbKNwH/44YfDOBQAAADIUL7++mt76KGHrFSpUrGM18suu8zmzZsX9qFlDaoh/eijj9ruu+8ei+kuueQSmz59etiHBgAQORDHAAAp5K233rIddtghFtSWLl3aevXqxZyHRNOmTWNbG30TGxrlAQAAQCL8/vvvLrY7/PDD4xIC9DV2khUv06ZNs2rVqsXeh912282VhluzZk0xHwkAQLRBHAMApIhFixbFNe/QqFOnDtvoQuTXX3+1ihUrxr0nVatWtfXr14d5WAAAAJABzJo1yy6++OK4EhUPPPAAsjKkMmQdO3a0gw8+OPZ+nHvuuTZmzBhXzgIAAJID4hgAIAWoxpo6awcFpeqvqaEHhMvo0aPjGuUpI/ydd97hbQEAAIA8+eqrr+y+++6LNTvWDqYaNWrYwoULmbUQ35OGDRtamTJlYu+Jelp88sknvCcAAEkCcQwAkALUVVtlKbycLFGihHXu3Jm5ThOpf8cdd2zTKG/FihVhHxoAAACkac+Kt99+2w466KBY7HDkkUdaly5dKFERMuPGjbPzzjsv9r6on0WnTp3YTQYAkCQQxwAASeazzz6zww47LE5M3nrrrfbnn38y12nC8uXL4+oTatx1111hHxYAAACkGapdPH/+fLvyyitjMcMuu+xijRo1spUrV4Z9eFnP2rVr7fHHH3d9K/z7o9rHqoEMAABFB3EMAJBEVFPt+uuvjxOSqr320UcfMc9pxnPPPRfXuFDbHMeOHRv2YQEAAEAa8e2339rDDz8cK3Ol2EH9EWbPnh32ocF/kdivXbu22+Hnm1E/+uijiH0AgCSAOAYASCLaxliqVKmYjFSttdatWzPHaZqhcv7558dJ/sqVK7sGegAAAAAqUdGrV6+4Bmxly5a1Cy+80J555hl3E7pVq1aMEOdA70GLFi3skksuidU61jjllFNs0KBBrokeAAAUHsQxAEAKyx9cddVVtnHjRuY4TZkxY4aVK1cuTvRTixoAAACEsoolJIOxHSNz5uDGG29k1x8AQBFBHAMAJKnh2r333rtNwHrooYdaxYoV7cwzz2Sk6RwEs1M0jjrqKPvwww/5vQAAAMhyRo8ebccff3zoApRRuDnQTrLJkyeH/TECAMhoEMcAAEnKXN15550J7COyuFEtQzXDAQAAgOxFPSoaNGjgylOEHZswCjYH5cuXt0ceecS++eabsD9GAAAZDeIYACBJGSkE9NFZ1NSvX981OgQAAIDs5scff7T33nvPhgwZwsigOZg+fbr99NNPYX98AAAyHsQxAEASWL16tdWoUSN04cko+hzsueeeNnHiRH4vAAAAAAAAIKtBHAMAAAAAAAAAAABAHIhjAAAAAAAAAAAAAIgDcQwAAAAAAAAAAAAAcSCOAQAAAAAAAAAAACAOxDEAAAAAAAAAAAAAxIE4BgAAAAAAAAAAAIA4EMcAAAAAAAAAAAAAEAfiGAAAAAAAAAAAAADiQBwDAAAAAAAAAAAAQByIYwAAAAAAAAAAAACIA3EMAAAAAAAAAAAAAHEgjgEAAAAAAAAAAAAgDsQxAAAAAAAAAAAAAMSBOAYAAAAAAAAAAACAOBDHAAAAAAAAAAAAABAH4hgAAAAAAAAAAAAA4kAcAwAAAAAAAAAAAEAciGMAAAAAAAAAAAAAiANxDAAAAAAAAAAAAABxII4BAAAAAAAAAAAAAHEMAAAAAAAAAAAAAHlDxjEAAAAAAAAAAAAAxIE4BgAAAAAAAAAAAIA4EMcAAAAAAAAAAAAAEAfiGAAAAAAAAAAAAADiQBwDAAAAAAAAAAAAQByIYwAAAAAAAAAAAACIA3EMAAAAAAAAAAAAAHEgjgEAAAAAAAAAAAAgDsQxAAAUC1u2bMl1/P3333Hjr7/+YjAHfAYi+hnI+fuukdvfBQAAAAAACB/EMQAAhC6Nc8qlzZs3M5gDPgMR+gzkJ5ARxwAAAAAA6QniGAAAUspHH37IYA74DGThZ2Djxo1ubNq0KTb+/PNPN4JCOS+BDAAAAAAA4YI4BgCAlBK2vGIwB3wGwvkM/PHHH7Z+/Xo3NmzY4EZQJCcikAEAAAAAIDwQxwAAkBK8+EHaIW75DGTnZ2DdunWx8euvv9pvv/1mv//+e0woSyQHBTLyGAAgc6B3Rfh9AxjMAX0ooDhAHAMAQEpAHIcv7hjMQZifgdWrV7uxZs0a++mnn+znn3+2tWvXOpHsJbIEss9CzkseAwBA+rG9hsf0rwi/vwCDOShMHwp6UUBOEMcAAJASEMdIS8R1dn8GvvvuOze+//57W7lypf34449OJEsi//LLL04g+wxkn30clMeIYwCA9CPsawuDOeAzkJzPQM4+FHn1omBHGCCOAQAgJSCOCewJ7LP7M7B8+XL7/PPP7csvv7SvvvrKvv76a/v222/thx9+sFWrVjmBrAxklbHITx4DAED6EPa1hcEc8BlIfi+K3PpR0IsCPIhjAABICX7LIsHd/wK0D5cutYULFti0qVNt0QcfMDcsfiL9GVi6dKl9+OGH9vHHH9snn3xin332mX3xxRe2YsUKl4msLGSVsVD2sUpXaAGjxYpfqJB1DACQfoR9bWEwB3wGkvMZ8OXDdAM/r14UwbgsmH1MI+PsAnEMAAApwde4I7iLF8eSxi88/7wN6N+fuWHxE+nPwNy5c23evHm2YMECW7RokRPJksgSyMpCVvaxl8davPiax2QdAwCkL2FfWxjMAZ+B1PWi8KXEJJJ9XJZXM2NKimUPiGMAAEgJiOPcxfGUyZOtQYMGVrduXZsze3bkgl9lUs+dM8c+WLjQnW/Yx5OssXTJElu8aFGkzinVY8qUKTZt2jSbPn26zZo1y4nkDz74wAlkZSAr+1jyWLWPtWDxJSt8dgvlKgAA0gdKkIV/XWUwB6nqRaEyYrn1ovA7woLyOGfmMUQfxDEAAKQExPG2AZqk49QpU+yGevVs//33t9deey1yIlIZ1d27dbNBAwdGqhyHpPGI4cPd+Ukih308mTBGjx5tY8eOtQkTJtikSZOcRJZAVgbykiVLnDxW7WMtWrRQUdaxFig5ax2zKAEACB/EcfjXVQZzUFy9KCSRfTmxnL0ogjf3NSD6II4BACAlKJBQUEGQm4s4vuEGK126tF1x+eUuKzNKc/TexIn20EMP2eq8/agAACAASURBVIMPPmjjx40L/XiSNZYsXmwtnn3WXmzd2ubPmxf68WTCGDx4sA0dOtRGjBhhY8aMcQJ56tSpMXn84X8XLVqoqGSFtkhqcaJtkco6RhwDAKQPiOPwr6sM5qA4elFIIvtyYrqx7+OzvBoZQ/RBHAMAQEpAHOcvjkuUKGEHHHCAPfH445HKzJU4vv222+zss8+21q1b24L580M/pmSNpk2b2rnnnmtDBg8m6ziB+Xr33XetT58+1r9/fxsyZIgTyOPHj3c3SySPVbZi2bJlLtNF2yR9reOc5SrIOAYACB/EcfhxCIM5SFUvCsVk2g0mifzpp586gfzNN9+47GPJY5957G/uB0tWQPRBHAMAQErwwQRBbu7i+B//+IeVKlXKzjjjDHure/fIlKyQOFYN57333tuqVavm5GFUSjs81qyZ7brrrla/fn2bOWNG6MeT7qN79+7Wo0cPe+edd6xfv342aNAgGzlypMs8fv/9991ixWcda3GyatUqtzBRMxZltCCOAQDSSxzT9Dj8ayuDOUjWZ0A38rUTLNiLYuHChU4g68a+ylhoV5jkcbCRcc6sY4g+iGMAAEgJiOPti2ON3XbbzW666abIiEiJ49saNLDdd9/d9tt3X3vwgQdcXeCwjysZ47HHHnPi2NWn7tTJNQAM+5jSeXTu3NneeOMNJ5B79eplffv2daUrVLZi8uTJNnv2bFu8eLHLbNHCRPX0tB3S1zlGHAMApA/0rihYeSvFdRrqkRD29TgTh3bjTXrvPZs3d27ox5JtvSh0Y1/xmeRxsJFxXiXFIPogjgEAICUokFBAEXZQlO7iuGSJEnbUUUdZp06dIpGZGxTHKsdxzjnn2Buvvx4JyerFsd63qlWr2sgRIyLxnqVqvPzyy/bqq69aly5dYvJ4wIABrmTFxIkTbcaMGS6zRQsT1dNTRos6eUsca1Eicay/IZSqAAAIH8Rx4te/CePHW53rrrN69erZmNGjQ78eZ+JQzLB/hQrWqmXL0I8lyr0ofCkxSWRfTkzx2fz5813msW7u+xgtZ9axj9Mg+iCOAQAgJSCOExPHGmXKlLHatWvb6FGjQg8ikymOdW7ly5e3m2+6yZUoyPRyHEFxvPPOO1uDW2+12bNmhX5c6TratWvn5LFuiijzWGUrlHU8bNgwtzhRuQrV1fvoo4/i6hz7bBa/DRJxDAAQPvSuSPz6N3bMGLvkkkusevXqNnz48NCvx5k4unfr5uKtxx97LPRjyYZeFJLIEsjjxo1zu8JmzpwZi9FUssJnHaukWM4b/BB9EMcAAJASEMeJi+MddtjB9t13X3vg/vtt/rx5oQeSyRTHOrfDDjvMnnzyyYwvxxEUxxp6zyRE2Yaa+3y9+OKL9tJLLzl5rLIV3bp1s969e7vFibZGqq6er3OsrZCIYwCA9IUSZInHC8oyvuTii61mjRo2AnFcqJjrza5dXaz15BNPhB7/ZUMvCt3YVy8K38hYMdqcOXPiSoqtXLnS7QwL3uCXPIbogzgGAICUoDvQlKpITBz7Rnmnn366C+IyufxBTnHss3NV2qHn229ntGTNKY41Lr/8cleDL9OzqVMxXnjhBWvTpo21b9/eZR137drVLU60MNGWSG2HVCOWpUuXumyW7777znXu1oLkjz/+IOMYACCNQBwnfv1DHCdRHD/5ZOjxTFSHbuq//vrrbu3Rs2dPJ491c3/UqFGu5rGyjoMlxfwN/nXr1sXiNMRxdoA4BgCAlIA4Lpg49o3y6l1/vdsiFnYwmUxxrLHPPvvYXXfdZRMnTAj9GJMpjsuVK2fPPPOMLdR2vjQ4xnQazz33nMs6VskK1TpWdrZqFg4cONAtSvQ5RxwDAGQGiOOCi+NaNWu6fghhX48zWRw3f+qp0I8lqkM7wl555RXXi0K7whSjqWxFsKSYah37nWH+Br8Xx2qQhzjODhDHAACQEhDHBRfHJUuWtCMOP9yeffZZ10067IAymeJY53bGGWdY59dey9is49zEscYpp5xiQ4cMyehM8VSMVq1auaxjlavQwkRZLcpoUYM81byWONY2SDVfWb58+TYLEmocAwCkD4jjxK9/6llx8cUXW+1atWzUyJGhX48zcaixsmKsp59+OvRjierQjf0OHTrE9aJQzWM1zPMlxYI3+FXnWHGab5AncaxYDaIP4hgAAFIC4rjg4tiXdahUqZINGTw4I0VkXuJYQ19r2LCh6zaeiaUd8hLHkuK33HyzzZg+PSPPK9XiuG3btrmKY22DRBwDAGQG9K5I/PonWVytWjWrVauWu96FfT3OxNGlc+et4rh589CPJapDu8IUowV7UaikWHBn2OzZs2M3+L/55htbtWoV4jgLQRwDAEBKQBwnLo5LlCjhmsj5ZnJ77723/d999zkRGXZQmUxxrPM884wzXM1bCcOwjzVZ4ljjoIMOsvbt2mVspniqxXHHjh2dOH777bcRxwAAGQjiuOAZx+qDQMZx4TOOFROrHFjY8UxUh2I0yWPF5Soppl4UKlcRvME/a9Ys1yDvs88+cw3yfvzxR/vll1/IOM4yEMcAAJASEMfbF8cSqRKshx12mO23334u29g3ylP5g9c6dcq4rOP8xLHPOr766qutX9++GSdZ8xPHWtxcWKWKvUejvNh8tWzZMldxrPp5ZBwDAGQWiOOCZxxLHEsihx2/ZOJ4vUsXF1+pfFvYxxLlXhStW7d2JSv8zjAfp40YMcLFtGqQt2jRom3E8W+//UapiiwCcQwAACkBcZy/OPaZxXXr1LEXW7e2pk2b2gUXXODEpL6nf6+55hqbPGlS6IFlUcSxzqVkiRJOknvJesABB9h9995r48eNyygxnp849o3yVItv/rx5oR9rOgzEMQBAdEAcF0wcX1ytml155ZU2evTo0K/HmSqOFUMqlgj7WKK8M+z555+P3eBXkzzVOe7Xr58NHz7cJk6c6MTxBx98YJ9++iniOItBHAMAQEpAHOcvjnfaaSe74PzzbcTw4e57yr7t26eP1bnuOtujfHknWo844gh7qW1bW7hgQejBZWHEsQJ+/Xv44YfbIYcc4qSrzks1gU877TRr26aNzZk9O/RjLow41rmVKVPGSpcuHSszonHiCSfYu+++m1FCPFUDcQwAEB0QxwUXx1eQcVzoGEISU/EVGcepjdO8OFadYy+O+/btiziGOBDHAACQEhDHuYvjKZMnW73rr7eyZcta3bp1bcH8+bHvL160yAYNHOgyjSUllcF65RVXuEZ5mdJ0LSiOJVkvvfRSa968uT3xxBOuSYxKckge77bbbu48db5LFi8O/bgLKo4r7Lef1axRw6pfdpkdeuihrryIvr7jjju685r+/vuhH2/YA3EMABAdEMeJX/9Gjhhh1apWpcZxEWIINWtTXEWN49TGaYhjSATEMQAApATEcf4Zx7vssovdWr/+NnV+9f/v9OpllSpVctmsarr26KOP2ry5c0MXgYmK4wYNGlj53Xe3Y4891tVOU+mG+fPnW+9337Vrr7nG9tprL5d1rEzkp556KmOaAD7WrJkTx8oWb9yokU2cMMGVElFjkTPOOMO9X1rk6PxeeP55+2DhwtCPOcyBOAYAiA6I48Svf9pNVrVqVbviiiuocVzIGEJ9PhRTtaDGcUrjNMQxJALiGAAAUgLiuHDiWEOitd1LL9nJJ5/sMo9V+7hP794ZkZkrmarz2mOPPaxy5cr27jvvxL4nkfrWW2+5rZuq76xzu/SSS+ztHj0yohxHs0cftV3LlXM1mpUp7ctR6D3s+sYbdv7557sGh9paefbZZ9vgQYMyJlM8FQNxDAAQHRDHBc841q4xmuMVXhy7GsctWoQez0R1II4hURDHAACQEhDHhRfHepyycJs1a+ayVyVZ7777bvezYQeZCWUc33qrO2aVcRg4YEDc91Wao9ubb1qN6tVdOQuVfLjzzjttzOjRaV8X2IvjU045xd6fNi3uezr2Xr16ue+pXIWykm+68UabO2dO6Mcd1kAcAwBEB8Rx4te/4cOG2UUXXUTGcRFiiFdeeWVrxjHiOKVxGhnHkAiIY4CIs2XLFtu4caOtXr3a1q1bF/bhQBaBOC68ONZQdrFqG1988cWu1vFZZ53lOkyne9axL1WRlzjWUEM8NeJQVq7mIVMa5fkax6effnquNYz13jzXqpUdfPDBLktGmck93nor7YV4qgbiGCBxFKv9/fffTFkasmbNGjeyHcRxwcUxGceFjyFe6diRjONiiNMQx5AIiGOAiLNp0yabPHmyXXnllU7UKOgDKA4Qx0UTxxpz5syx5597ztUK3nPPPe322293v89hC8GiimMNNQl8+OGH7YgjjnCZx9ddd50T5eksxmPi+LTT8mx+pwxjZYer+Z8yZbK5UR7iGCBxli1b5v7mQ/qxePFi1+RVyRjZDOK4gOL4wgtdczxKVRReHCuOepYaxymN0xDHkAiIY4AsEMdjx451mX1PPvmkk3kAxQHiuOjiWJmqE8aPt0Z33mn77LOPy3R99dVX8/2ZTBHHOrehQ4ZYnTp1XD1kyXF1zk7nRnmJiGON8ePGWfXq1V29Y82D6lVnY9Yx4hggcSZOnOhuoP3yyy9MW5rx0UcfuR0k06ZNs2wGcZz49Y9SFUWPITr+N+OYUhWpjdMQx5AIiGOALBDHY8aMsXPOOceefvppxDEUG4jjootjjcWLFrnGeJUrVbJ9993X/YwEQ9hSsKji2DfLU/MTNZVTRnXNGjWsb9++aZt1nKg41vvc8+237eSTTnKLHr13mVCfOtkDcQyQOFOmTHF/X7p165b1ma3pxieffOLq1it7NJvLviGOE7/+DRs61C688MKtpSpGjw79epyJ4+UOHbaWqmjZMvRjiepAHEOiII4BskQc//Of/3Tb7Mg4huICcZwccazhGuU9+qgdeeSRbveAmsvpucIOOIsqjjXUZE67IY495hg79NBD7enmzW32rFmhn0dRxLGX4o//9/EqxaGSI9mWdYw4jjbatq+avJJJYYyolQ14//33rVSpUnbCCSfY0qVLwz4cyCGOVX6oRIkS1rp168h99hIFcZz49U+lt6pUrkxzvCLEENqtpVIVLWmOl9I4jYxjSATEMUAWZRxrGzg1jqG4QBwnTxwr63jQwIH2r3/9y4468kh75OGHbf68eaGLwWSIY83JiOHDrd7119t+++1nN9SrZ2PHjElLMV4QceznonLlyk42XFilik2eNCn0cyjOgTiOJpLFyrr84osvrFevXtapUyfr3LlzruO1115LeOh5CjJUNiBKzeQkjsuWLetEyQMPPGDr16+3KBAFySpxrBuAem8OOugg+/DDDy0bQRwXXByTcZwEcUzGcUrjNMQxJALiGCALunRri5QXx1FaZEF6gzhOnjj2TddefPFFO+uss+yqq65ytY/DFoPJEMcaC+bPt44vv2wVK1Z0orV7t24uYzfscymqONbo0KGD7V+hgivF8VyrVmkpxFM1EMfRZPXq1VavXj1Xd13biLWwD2MoA3TkyJEWRXGsv5+DBw/OeOkq+b1ixQr7448/LCriWKNhw4a2YcMGyzYQx4lf/9TDoUqVKq45+RhKVRQqhmjfrp27xrRCHKc0TkMcQyIgjgGyQBxrYSVxrK60iGMoLhDHyRXHKnOg3QO33nqry15966230lJCFkYcaygb975773XyWGU5VMIi7HNJhjieN3eu3XLzzW4Les2aNZ0kD/s8imsgjqPJypUr7cwzzwxNGAfHQw89lPFyNTdxrKGbaD/88INlMjNnzrRKlSrZ+PHjLUriuFy5cjZixIjIfPYSBXFcwIzjKlXcTjHEceFiiJdeesmJ4+eeey70eCaqA3EMiYI4BsgCcTxq1Cg799xz3cUBcQzFBeI4ueLYS8j27dtb9erV7dlnnrGFaZiVW1hxrHIcaih36aWXumxGNZZJt5rAhRHHGgP697ejjz7aDjvsMBs9alTo51FcA3EcTb7//ns7/fTTQ5fGGm+++aZFhZziuGTJkm7HQibHbUpc0Lm88847FiVxrFGtWjX78ccfLZtAHBcs41jN8a6++mpXfivs63GmZhyXVF3xF14I/ViiOhDHkCiIY4AsEcfKOEYcQ3GCOE6+OF6yeLENHzbMiVll56ppXthBZ7LEsYbOp3HjxnbZpZdal86dbeGCBaGfTzLEscpuPPjgg048aCGUjpniqRiI42iiLNhjjz02dGmsMWDAAIuqONY4/vjjbdGiRRmb2aqsXJ1H7969LWriWGJf5aOyqXcI4jjx69/QoUPtIonjq65CHBcyhtCNM/WIeOH550OPZ6I6EMeQKIhjgCwRx+edd561atUqYxcfkHkgjpMvjjUkLJVtfMcdd6Tl9seiiGNlGKsZirKOn376aZs5Y0bo55MMcayhBoAqw3HTTTelZf3mVAzEcXTFsTLotYVYi/owhq+t3L9/f4uyONaoU6eOrVmzxjKRKItjjUMPPdRmzJhh2QLiOPHr37Bhw+yiiy6iVEURYgj1vtDfe/WHCDueiepAHEOiII4BsqhUhcRxJm95hMwCcZwacaws3B5vvWWNGzWyd99913V3/ygi4thv77y+bl27//77bfy4cWlVrqIo4lilOB5u2tTOOP10mzZ1aujnUhwDcRxNvvvuOzv55JPd78Jxxx0XyjjggANcxmdUm+MFR+nSpa1bt24ZGb95cdynTx+LojjWuO666zK++V+iII4Tv/4N9+KY5nhFEseuOR7iOKVxGs3xIBEQxwBZII4VuKtURYsWLTJy4QGZCeI4NeJY5SpU//fee++1jh07pl3Zg6KK4zmzZ9sjjzxid999tw0cOLDA85Ou4lij97vv2oknnuhqHod9LsUxEMfR5JtvvnGf46pVq9rHH39sn3/+ebGO5cuXu2ZJO+20k40bN86iLo41TjvtNDfXmYa26+v4+/bta1EVx3rPevbsmRXxNeI48esf4rjoMYRiXMRx6uM0xDEkAuIYIOJs2LAhJo4pVQHFCeI4NeJYz6EO9U2bNLE2L76YVhm5yRDHOr/XOnVy4rjrG2+4hoBhn1OyxLFKbygDSXWOwz6X4hiI42jy7bffOnF8xRVXhCbLunfvbqVKlcoacSx50rRpU9u0aZNlEkOGDHHH369fP4uqONZQGaIVK1ZY1EEcJ379o1RF8jKOKVWR2jgNcQyJgDgGyJKMY1+qghrHUFwgjlMjjjVU6kDNQjq/9lrkxLHG4MGDrVGjRtaqZcu0agBYVHGs96rRnXfavffcE/q5FMdAHEc74/jyyy93MUZxozjmzTffdBnHEydOtKiK42AtZ40KFSrYmDFjMiqOkzzTsWv3SJTEsW5aaPj3R++VxP6ff/5pUQZxnPj1TzvDdKP4KprjFbnGscRm2PFMVAfiGBIFcQyQBRnHCtz/+c9/Io6hWEEcp04cz5o503r17GlDBg+OXKkKjcmTJtk9d99tTzzxhJuvsM8pWeJYo22bNnbZpZeGfi7FMRDH0RbHV155ZSiiTOK0a9eutvPOO0dWHEuKH3744XbQQQe5//bC8pJLLrFVq1ZZJpWqkFwdNGiQRUUc6xpQu3Zt18RV1zmJLS/2p0yZklFiv6AgjgvWr+HCCy+0q6++2saOGRP69TgTh3Zn6fer9QsvhH4sUR2IY0gUxDFAlonjbKjBBukB4jh1pSpUB3jUyJFp2WQtGeJYYvypp55yi4XCCtp0FcfvvvOOXVilSujnUhwDcRxN0iHj+I033nDi+L333rMoiuNq1apZ7969rUePHq4kSJkyZWKZrq+99poTeJlSqkLiWLtIoiCOdS633XabrVmzxlauXOnei2OOOSYmj+vWreu+F1UQx4lf/wYPGmRVKle2a665xsaNHRv69TgTR5s2baxkiRL24osvhn4sUR2IY0gUxDFAFohjZXycffbZ7uKAOIbiAnGcOnE8f9489zz6N+ygMxXieM6cOS6jUJJ17pw5oZ9TMsXx8OHDrcGtt4Z+LsUxEMfRRLVcTzjhBCeOFWMUN14cR7FURenSpd0Ilnb46KOPrH79+jGpfMopp9jSpUstk8RxppeqUGPCcuXKufdGWcVBFGMfccQR7jx1Xe/SpUvGiP2CgjhO/Po3aOBAq1y5sl177bWI40LGEK1bt7aSJUu6nVphxzNRHYhjSBTEMUCWiGNKVUBxgzhOnThevGiRLZg/P+3qGydNHM+ebSOGD3fPVZhSHuksjsePG+c6hYd9LsUxEMfR5KuvvrLjjz/eZcKG0axNN8A7d+4cOXE8depUd06HHnqoff3119vI+htvvNFlWUseN27c2H777TdLdySMo1DjWOJY1+z999/fPv30022+r+zwAw44wJ2rfjf0+CiCOC64OL4OcVzoGAJxXDxxGs3xIBEQxwARB3EMYYE4Tl2NYz1PutU2TqY4Vpax5kn/ppMcT4Y4njhhgo0ZPTr0cymOgTiOJukgjpXVGcUaxzonlT5QGYScSEaqrvSOO+5oe+21l7399ttpn9nqxXEUahwr41hyODdxrPdBkkvXdWUeP/TQQ6Fk46caxHHi1z/EcdFjCMRx8cRpiGNIBMQxQMRZv369C9hVqkI1jqPctAPSC8Rx6sRxOo9kiOMPFi60hQsW2JLFi0M/n2SLY73/yqgO+1yKYyCOo8nnn39uxx13XKjiWLVlo5ZxHBTHP/zwQ66PWbZsmZ111llOTqpciN6LdGbAgAGRaY6XnzgWv/76q7u2S+zrcZMmTYpczI04Tvz6hzguegyBOC6eOA1xDImAOAaIOH/88YfL+KhYsaI999xzkQtiIX1BHG8boCGOMzujOhniWEI8nbKoU70geeGFF6xt27auPMfrr7/usiT79+9vI0eOdGJF9ayXLFliy5cvt++++85Wr15t69atc9cuSUn9HeG6lV5IVh577LEu+/XPP/8MRRy/+uqrkWyOtz1xLHr16mXly5d3QlZxXTpnHffr189lHEehOd72xLGYO3eunXTSSe6cb7/99owoJ1IQEMeFE8cqURX29TijxXHbtqEfS1QH4hgSBXEMkAUZxwrYVeMYcQzFCeJ42wANcZzZIxniOJsG4jja4rh27dqhbMeXOH7llVciXaoiP3GsuE41jpVxrfchP5EZNn379s2ajGOPbpDpsfvtt5+NGzcuUje+EMeJX/8GBmscI44LFUO0fuEFxHExxGlkHEMiII4BIo4WGApeVKpCmV9RCmAhvUEcbxugIY4zeyCOEcdgLjtcwjLMUhXZLI59vePzzjvPSdnHH388bbOO+/TpE4nmeAURx9oxoXJNypS89tpr7eeff7aogDgugDgeMIDmeEWMubRudRnHbdqEHv9FdSCOIVEQxwBZknF8zjnnWJs2bcI+HMgiEMfbBmiI48weiOOCL0goVRE9Pvvss9DFsUqfZGupimDJitKlS7tGhStWrLB0FsfZUqrCM2vWLDv88MNdrf/hw4dbVEAcF0wcV6pUyd08GDd2bOjxSyYOZcIijlM7x4hjSBTEMUAWieMXX3wx7MOBLAJxvG2AhjjO7IE4LviCBHEcPZTtetRRR4Uqjtu3b5/VGcfil19+sZo1azqxotrh6bij7J133nHiOJtKVYiNGzdas2bNXDmRu+66K5Tfk1SAOE78+qda/hdccAHiuAgxV6uWLa1kiRJkHCOOIQ1AHANEHNUfHDp0qBPHajKQjgsLiCaIY8Rx9csuc1k3YQtfxHE484U4jiYSZ5KbYTXHk7x66aWXsj7jWEyYMMH23HNPu+qqq9KyEZuEdjZmHAs9Tv1FTjzxRFcXPAogjhO//g1AHBc5hmjVqhXiuBjiNGocQyIgjgGySBzrwoA4huICcYw4Rhxn90AcR5Nly5bZ0Ucfbf/6179CEcfBjONsLlXhM1vvuece22uvvWzBggWWjhnHqsOcjeJYn9MuXbrYPvvsY/369bMogDguYI1jSlUUKYagxnHxxGmIY0gExDFAxEEcQ1ggjhHHiOPw5S3iGFIh0SQ3r7nmGvd3PqyM4zJlytjkyZMtm8WxWLJkiR1yyCH23HPPWbrRs2dPJ46VwJBt4lh8++23VqtWLWvcuHEovyvJBnGc+DV10MCBNMcrYgyinbLUOEYcQ3qAOAbIInGsO7dkHENxgThGHCOOw5e3iGNINhJnao533XXXhSLDlMnZrl0722WXXWzq1KmW7eJY89GgQQOrXr26E3vpJo4lfkaMGGHZKI713nTq1Mk1SVNN6kwHcVzwjOPraI5X6DjkBZrjpTyGI+MYEgVxDJAl4vjcc891d24BigvEMeIYcRy+vEUcQ7JZvny5E8fKOA6rVEWHDh2sbNmyNm3aNMt2cSyGDx9up59+uq1atcrSrVSFxPHIkSMtG8WxWLx4sVWpUsU1lcx0EMcFq3GsGwZ1rrvOxo8bF/r1OBOHdlHsuOOO1u6ll0I/lqgOxDEkCuIYIOKsX7/ehgwZ4jKOX3zxxbAPB7IIxPG2AdqHS5fa1ClT7IYbbnDZcrfWr2+LPvgg9MAxmeO9iRNd9tvee++NOE6D9yPsBYl2urRt29Y6duxor7/+umuWpW7zEkmTJk2yOXPmuK32kpHfffedrV692tatW2d//PGHbdq0yf0dYadMeopjNWQLSxzr86RSFVOmTLGoUBRxvHbtWrv00ktt9uzZlk707t3bSpQo4cR2topjxeENGza0UaNGWaaDOE78+tf/v+K4bt26NmH8+NCvx5k4WrVs6cRxh/btQz+WqA7EMSQK4hgg4ihgHThwoBPHWrwDFBeI420DNMRxZo/HHnvMdt11Vzv9tNNs+vvvh3486T4Qx9Hk888/TwtxXLp0aXfzISoURRyLBx54wLp27WrpKI6HDRtm2SqOxSuvvBKJGBxxnPj1r3+/fnbBBRcgjosSQ7RosVUcd+gQejwT1YE4hkRBHANEHGVtDRgwwIljrsQnsQAAIABJREFUNZMBKC4Qx9sGaIjjzB6I44IvSMg4jh7pkHEsEYc4jqdLly724IMPWjrRp0+frG6O59EOi8cff9wyHcRx4te/fv8Vx9eTcVzomKvFs886cfwy4hhxDKGDOAbIInGsZjIAxQXiGHFMjePsHojj6GYcH3fccXb11VeTcZxGGcdjxoyxJk2aWLplHCOOzebOneuy5DMdxHH8NW7pkiW2cMECmzN7thvz58+3JYsXx9U4RhznHyeoXNu8uXNt9qxZ7t8PFi6Mfa9Vq1ZWqlQpMo5THKc9//zzbkfEyy+/7G5A9ujRw/r27etKDE2cONFmzpxpH3zwgbtp9vXXX9uPP/7omn3+9ttvtnHjRldWDKIP4hgg4iCOISyyVRwrq1iLicWLFrkFhP5bX/Pfo8Zx5g4yjgu+ICHjOHp89tlnThxfe+211DhOI3EsadWzZ09Lt4xjSlWYEy5Tp061TAdxvDWOk+AcMniwtW3Txh64/3675eab7cYbb7RGjRrZM888YwMHDLBePXu6poj16tWzCRMm5HmdlHAeOWKEjRo50ubPmxd6nFMcQ/HxuHHj7LVOnezRRx5xfTHqXX+91a9f3+2a6PTqqzZt6lQnNHfaaScnNPN7vlkzZ9qwoUNt9KhRtmDBgtDPL5MG4hgSBXEMEHEQxxAW2SSOJYjfnzbNBg0caK907GhPP/20NW3a1B5u2tQtIl7v0sXGjhnjFgUzpk+3m266ieZ4GTgQxwVfkCCOo8fHH3/s5OZ1113n/saHUaqiffv27m/otGnTLCoUVRyrnMKyZcssnXjnnXesZMmSNmLECMvmUhUrVqxwzT8znWwXxwt0c+btt+2uxo1dGYrDDzvMNQLebbfdXP+DPfbYww488ED3Pf191A22G+rVs4l5iOM333zTZSSfddZZVrFiRbvu2mutX9++sWSDqA2dl4R70yZN7NJLLrGjjz7a9ttvP9t9993d75fmUfN51FFHubnQHCrjWHF1Xs/Zvl07q127tp122ml29tlnu5rSgwYNCv1cM2UgjiFREMcAEQdxDGGRDeJYwliZIq1feMHq1KljZ1es6ALhgw46yCpUqODGwQcf7BYPl112mROPWnQoA0XS49b69d02vbDPI5njvYkTXfaIgn9KVWT3QBxHkw8//ND9ndMCXSKpuNFrtmnTBnGci5xcu3atpRPa8qwaparxm83ieNWqVS4ez3SyVRz73WL/efppV/pvzz33dJmwKsPyj3/8I27oa7oBJBlatmxZF+/lJo71uyHRKeEsOarnU1yor40ZPTr0c072UJa2bvhVrVrV9tlnH1ejXrsRcs6fhr6u3zfNs248vfrKK7k+p2ofH3rooVamTBn3d8bPod6jcWPHhn7OmTAQx5AoiGOAiKNAtX///tQ4hmInyuJYiwgJY2UVayviwQcdZLuWK+cCVy0acg4FwQpstejUouD444/PSHGsbBsF49qCqa2EygLp+sYbNnTIELfdMlPFsUSYLy+i90M19vSvr1XoBxnHyRPHqp2nraqqnbdkyRLXcE0ZeatXr7Z169a5a5fq5ulvyJYtW/gLnkYsXbrUiWMJEWX/hiGvWrdu7cTC9OnTLSoUNeNYvzdhvB/50b17d3ddHD16tGWzONbfsnR7bwpDNopjxQaKe+5o2NAOO+wwJydzk515CdDrr79+G3Gsusi33HKLk8ZB4ezl520NGoR+3skc+jutEhTHHH20E8aJzp/mpGSJErlmHGsHX+VKlWLy3sfbfg5vv/320M87EwbiGBIFcZyBrF+/3hUjZyEFiaDFtzr70hwPipuoimMtInq89ZZdeumltu+++xZoEaGgNphZkgniWBJVteNUfkNZ1dqCefLJJztxdOSRR7psaslw1TuVzOnbp49b9CijJN3FsUTxzBkzbMTw4a6cyLPPPuu2UD704INOErd76SUbPHiwq5+nmwWPP/64W+idftppNv3990M//kwVx2qYpWat//nPf9z/L1y4EHGcQaSTOJ4xY4ZFhaKK43SkW7du7pqX7eI4KmSbOFa8p9rDKpmgMhR5ZcjmJ47r5SKOdYNdjfP0uxF8vKSqxuGHHx76uSdrTJ482cW6SiZQ9nBB5k9DP/NKLhnHSt44YP/9t3m8kjSiNoepHIhjSBTEcYahLpYDBw50gVg2By5QcHH8z3/+0y3UAYqLKIpjZaAq8+GMM85wwWlBA+DgSHdxLGE8eNAgJ1H196PCfvu5Y9ZCR4G8FkQ+m1oZHvqeAvXLLr3Uzj3nHNtrr72sevXqaSmOJYwnjB9vHV9+2WX9SHwfccQRtv/++9s+e+9te++1l7spoJIjeq+VuaJanf/+979dZjniuGjiWNtVdcNBn5/TTz/dbWMn4zjzxPENN9yAOE4iiOP0BXGcfeJYN4unTJ7s/s7ppkFh4jwnjnMpVTHpvfdyFceKKzX09zXs80/G0E13xU+qXVzYWDmvUhVqhKcbObmJ4yjNYaoH4hgSBXGcYeiXWwtb/QHWhSgK9bIgtfz++++uq7XECOIYipOoiWNlnnTq1MlOOOGEbYL9QovjW29NS3GsbFrVbVYZDgngRM9Xi6SyZcq4un4aNWrUSDtxrHOTML7mmmtcxrSup77ESG7npO+V331317zm3HPPdRmBiOOiieO77rorLnNL2aOI48whXcSxsv/JOM6MjOMxY8ZYJoM4zj5xrJvnTZo0cZnGRZGeaoYsUZzzuRX/BYW0K8tQsqT799577gn9/JMRMz/x+OMuhixKrKy/H106d861dNqFF14Y99jgHN53332hz0EmDMQxJAriOMNQl1H/x1FbPlSXEWB74ljbghHHUNxESRwr8+S1Tp1clqREYlGlsRfHynZNJ3Gs8xw7dqzdfffdrpafJGlhz09bBdNJHGsRo1rMWqwddeSRbsFWkG2nWrwoi8VlyVKqokji+Lbbboub+xYtWiCOM0wcKx4NWxxTqiL9oVRFtMgWcaxYqH+/fq7xWl43lRONgxo1amTTpk7d5jVUAuyiiy7aJs6qVauWy3QOew6KOoYOHep2chVl/jTUZFB9NXJ7j7S+Pf6447b5mSuvvDLXOWfkHqc9//zzLk57+eWXrUuXLq5xY9++fV0viokTJ7peFB+o78eSJe5mrf57zZo1rnTqxo0bXQ13iD6I4wyjQoUKceJ43rx5YR8SZIA41h9/SlVAcRMlcawgXtmmhanPltdQRu71deu6rImwz8+LVS1kbr75ZlefuKC1/NJZHKs0xds9elitmjVd9ktRzw1xXDRxrK2rwfdAjyPjOG82bNhgy5Ytc8J27dq1FjZaPEoch1XjWNcVMo4zAzKOo0W2iGPd0L/jjjtcY7aixApaqzd/6inXyC230mcqt/Dwww9b1apVrVrVqvbIww+7+seSomHPQVGGzu3uu+5KSsysa03OUh/B2G7I4MEu2UH9N6pVq+Z6UShmz/Q5TDdxrF4UiuHU60Qx3NSpUxHHWQbiOMNQmQrEMRQElTMZMGAAzfGg2ImKOFbw2eLZZ4uUfZuXOK6bRuJ4/LhxrqmdtmUWNUMkncSxhLikcdWLLnJb25NxbojjxBckiOOiM27cOKtdu7bLTtOCLgxZm27iWJ8rMo7Tn65du9IcL0JkizieOmWKK0tW1Fjh1FNPte7duuUpMRWfzJs715XQ0lBCWBSEp87lpJNOSkqsrLJiEtH5xXhz58yx96dNc687PyJzmG7iWEO7Lv37cuONNyKOswzEcYaBOIbCiOP+/fsjjqHYiYo4VrB0zjnnJFUaa0h6NGzY0GVMpEMDk6eeeso1g0uGWNXYaaed7JKLL7Z+ffuGem6DBg60mjVquFrGyTq3U085xS1Swn7f0n0gjpODsqj8Z0+1tn/99VcLk0WLFrktyGGKYy10EcfpD+I4WmSLOO7bp4/r11CUOEE3qhs3buwkdNjnU9xjQP/+LjmiqLGWvMe777wT+vlEeSQqjidMmODKhvj3RusiSlVkF4jjDANxDAWFUhUQFlERx2917+6yZ5MtjrWFUZnMYWdGKFtD51jxrLOSWopDNYGV5dund+/Qzu3/2TsPOKmq8/3n/4s1GmtQ7AhWrBALsUaMFRVNYgk2pCsiWAAhIoIdFRErWLBhNyrYEMSCREDpgpVqAXuJPYb3//mezTs5Ozu7OztlZ2bneT6f86HszL3nnnvu3vd9znOed9LLLwdVxHrrrZcz0pi27bbbNggPwnw3Ece5tynDe/yDDz6wQgJ/wy233LKgxDG+2CKOix+QELwLnnnmGStlqDheeRHHt44cmVXMgBXT3nvvbaNHjw4xVqGvp77b7bffnnXMRTx65plnFoW4oiG3dInj8ePHh1ja789ee+0l4rjMIOK4xCDiWMiUOGZl8LrrrtMACvWGhkIcU8Au16QxAfGOO+wQbGQKfX2v/vOfdt655wZFbi6vEbL98MMPL5hVBVsb8dXdequtsvY0Tm4UYxFxnF5CIquK3MZ+ELbvv/++FdqqolmzZiKOc4xXXnklWCJts802tmzZMmsIuPnmm0UcNyCUC3FM3EIB40ziAwjTHXbYIRBx2FAU+loK0R577LGwsJcN8X7sX/9qL77wQsGvpaE3EcdCuhBxXGIQcSxkQhxTdRbimJVEQagvNBTimEJxuSaOf7vmmtata1ebNnVqwa/v6aeesqOPPjqnilzaOmuvbaeeeqo9N25cQa7rn5Mn24nt2uWcEKfts/fe4fiFvnfF3kQcN0zimCJ9W2+9tbVr166gHsdsBafCe0NBQySOb731VhHHDQjlQhxj30VB5EwIz+23396GXHll8N0t9HUUqhHbEidlEl+ttNJKwddYBe7q516JOBbShYjjEoOIYyET4vi+++6zPffcU8SxUK9oKMTxJptsklPSkaB45513DoqWQttUUDmcxL5ly5Y5J1c333xzu2jgwIIlT1Ta3mOPPcJ45/raOnboUNZJYbpNxHHDJI4LXRwP8krF8UoDd9xxRyCOn332WStlyKqivIhj7CWuvvrqOvn0rr766hX1ZIYOLfv4gNj2+uHD66za3mCDDaxTx45BaVzo+LhcmohjIV2IOC4xiDgWUmHFihUhmPv555/tp59+Cn/y72TFMdu2BaG+0FCI4x49euSMcESNAqGKn1gx+Lahmj377LMz3pJZk03FIYccYhTGK0TwzzmHXnONbdmkSc6V1Hi8QbYXw/0r9ibiuGESx3PmzAlWFYVUHKs4XmlAxfEaFsqFOKZhM4HH7rrrrltjTMDCCL8Pu3bpEorxzpo5s+B9L4aGMAEbtPXXX7/WuGrttdaygw46KFjbsCgv0rj+7pOIYyFdiDguMYg4FmKyGIL4iy++sAULFtjUqVODcf1TTz0V/uTfixcvto8//jh4HLPlqibimOTv+++/D8ejYrsTz4JQ7sQxyuB11lknJ6TxxhtvbBdccIFNf/31gl+XF48j2cmlBzBEbdOmTW3woEEFs+JALdTzrLNCAcJcksa0Y445xl566SUlNmkmJPI4bnjE8ezZs8MzfvLJJ4dYpL7Be+Wyyy4LNjQU7WkoaIhWFSNHjrRVVllFiuMGgnIijmkzpk+3m266ydq2bRsW/VlkR4VMTAhZfOghh1jfPn3s4YceCp8V4VmVPL7j9tvtuOOOs6ZbbpkYP/yPea9RYK1zp0424pZbbOqUKRq/AsxxEcdCuhBxXGIQcSwACGMSxxdeeCGQwV27drWDDz44bDenIEOLFi3Cym3Pnj3tzjvvtCFDhgTi+MYbb0w5gD/++KPNnz8/KJOvvfbaoKabPHmyff755xpwwcqdOJ45Y4adcvLJWRfDgwwgQCO5KPQ1xYoavPggo3JFrELWduzY0caNG1ewJADiuE/v3mHbYy5JY2xLbr/ttpAMFfrelUITcdwwieOZM2eGflA4tFDE8SWXXGJrr722TZkyxRoKGiJxPGLEiHBNCBpKGbKqKE/i2OMJighT8G3UqFEhBrj77rvticcfD4vvLKQVuo/F3hARjBkzxu787/iNuuMOe+Thh+35558PMXah+1fOTcSxkC5EHJcYRByXN1AFf/3116EYDKrFvffe2zbccMOwTSp5Ozb/xm8LH8LddtsteKqyBSgZWFugTqaIFaQIq8FsK9p///3DFsMvv/yyINcqlD4aCnHsBeQoeJIJ2cjzudcf/mC3jhxZdIQjCRGK6j/96U85IVb5/UGhvUceecTmzplT0GtDwUIBr1xZVVCI68zu3YMqptD3rVSaiOOGSRzPmDEjKI6JGwpFHF988cWBOCZ+aShoiMQxcSfXNGHCBCv2+BoRBfZutB9++KHSzjsRx+VLHKtpDBryHBBxLKQLEcclBhHHVtbBGonEAw88EIiZdDyjYrUjW6puueWWKsddsmSJde/ePUE+s2WdRqBPYSmsLwqRGAqlj4ZEHEOwojY5/PDD07Z1YHsuuwAoEIeqotBEam0+xxCj2RCrbBunEjZEdDFc63PjxgVCHL/lbEljPA75PfmyLCrqdA9EHJcucczvbsgzJ9KwsmK3kyuOIY7bt2+f937URByzXbxUiGNf+P/oo4+CjdiiRYvsww8/DNZgHmOJOK7/uPrTTz+1N9980yZNmmSPP/64jR492u65556w+IklEYQx9+jdd98N2+uxm3rnnXesXCHiuPAxm5rGIJdzQMSxkC5EHJcYRByXb6AGwYstBerhuhIh7jnKlsEYJCtYUkAqx5+HGFtppZWsUaNG1r9//6BKFoRyJo6dPIZkveLyy22fvfcOZCILLP7c8MyQWOKDd/hhh9nQoUNt4vPPhyJqxex7R98efOABa926dVhAqiupyu+LTTfZxDp26BC2IjJOhb4mGgVq8FnmfmSqOg7XtummdnavXvbKpElFfR+LsYk4Li3iGHLzX//6Vzj+a6+9Zk8++WQg0diWDZEGsfnBBx+EnxE35Is4hrBevnx5IOhQN3M+yGpIPIg+YhI8jiGOp02bZsUKYizqRmAFhlUDXqnsFqPg1umnn27nn39+UOS++OKLYVxffvnlklMcu1IXchVinD9ZZPCiiQgWuCYWT4sF9I3xhRjGyo0ij9i5bbvttrbFFlvYZpttFnbrIZ7AxxvLN+4Ri6sijqU4LvR7VU1jkOs4jWKz11xzjQ0fPjxwBXfddVeojzR27Njwu5taArzDKA7tsQj+1MQL/P4XT1AeEHFcYhBxXH4gwEWhMmzYsBDUZkKAVEccQ0g/99xzYbtnqu/w/2eccUZ4MQhCuRPH3lDT4g2MsvbiwYPt6LZtg8d47/POC/5tkMWQlnyuVIhG+kvfIY8pXJLu7xV+R2CZA4lTjMQqRP9ZZ51lm226adh5UZffmSwMHHLIIaG4E8UMi+3aSqGJOC4d4hjCD3IWkrhPnz5hZxM7JiDSaFj18DxAdhKPsKCCl3kugbIZsviJJ54Ic4fjH3bYYXbggQeG3R4dOnSwq6++Oth1XXjhheEZhVQuRkCiMp4k4scff7xtt9124fclC/8sMvL7CEKV/9t1112tb9++QRxQKsQxZAFk9+uvvx6UuvyepP8QxQ899FAg9KmTwf9zzRMnTrRiAIsS9HnQoEG25557ht17Nb0b+Bnzn+Je2L+JOBZxXOj3qprGINdxmohjIR2IOC4xiDguP5DMofQhgctGNYc6iKJ3yWoYCss0b948peIY/+SBAwdqJVHICA2VOPYGkYi6FkUxzYlib4XuX10b1/CPRx+1Tp06BZKjup0NWHBAxP7pwAPDjoSxY8YUnXdz3J6fMCFUPd91l12CYqwmqxEU1xTUgwyHyCn2ayv2JuK4+IljFqchANmi/9e//tWaNGlSaSdFcoM8wzucP/ldkas+sKvq3nvvtdNOO8123HHHQApzDog7Yh/+5HcSxTchkykADOkHCVhM4FoWLlwY4q22bdtWUmjV1BhzihsTexUzccw7fcGCBcG6qXfv3oHQZ1GB62THDfeNeJNFBhRsLEKwGEkx50IDIhuSu02bNsFaqS5xNPeFP6kFIquKhhvXqWkMym0OiDgW0oWI4xKDiOPyAn6CbNM88cQTA1mTCWnsigkCe5KyZOCx169fv5CMxcQxBAv+oMVe0ETIP1hgyMTnuqETxw2xQXjPmD49FAO8fvjwoNY97NBDgzLrqKOOsnPPPdeuu+46+8c//mFTXn01EOelQJJTtfvhhx4KZDA2IhQL5XceRFTjxo1tl112CURUl86d7Ybrr7cJ48cXvcVIKTQRx8VNHLPraN68eWGBGNKyLqp8Wi6IYxSgxDkQjBCOTtDVtiOAmIhnuJiIY8Zz7ty54fcmiuxMYzZ2lxUjcYwFBWrvbt26hT7WZm2ElQjzlaKphSaOP/vsM7vxxhvD7/5M74uIY3kcF/qdqqYxyEecJsWxkA5EHJcYRByXDyDqPvnkk6DYYGtcNoEuwX2rVq2CP1EyArE3f34ghNguyZY8EoJQ5OrRR0OiIJT3HMTb75lnngkqI+ZLuhBxXNoB7rzIlmPqlCnBrqGU7DdSNdTDKJBHjRpl/fv1s25du4Yty2zPH//cc7KkyENCcuWVV4b3GNvY2bbOWGNBECu/+dx7770XFjLxsGWb/3fffRd2u/B7pNwLtOaDOEYZO2fOnHAvUNlnEltkSxxjTfH000/bscceG5SqdT0/xHGxWFUwTyGx8cSFKM0mZitG4pjnkpgQhXE65H7cUBwX0qqC3ydYhvDsZHNfRByLOC50DKOmMchHnCbiWEgHIo5LDCKOywckIbNmzQpbHWvaWp1OI4nBn43EvKZCIRS2IrknsX/jjTcSFdSF8gRJPYWRWHSgUMxFF10UiJ10IeJYAa6SnPKeAyKOi5c4XrRokXXu3DltT/NUrUuXLhmfn/cDZCK2MJnuqComxfGbb75pf/vb32q0+Ui3YVVBbYtiAQICrDewEMkkHi2k4hgVOJ7ZuSCNaVi4IbYoVzCe2klW+HermsZAxLFQ3xBxXGIQcVw+YPvmU089FSwmsgly2dJJhWgUX1IPC3UBnpMoyjxRxLOQyrrpQsSxAlslN+U9B0QcFydxjAJz8ODBwUogm/iiR48eGZ0fBfnbb79tJ510Up3tMeLWqFEjmz59uhVDoTjGE4uvXJCT+EwvXbrUigEICCiizI60TK+nkB7HixcvDp7YubgvNLycZ8+ebQ0BFL5mV0ddIOK48O9VNY1BruM0KY6FdCDiuMQg4rh8QECH8hd1QzZBLsVl2FqIelkQ6oJ33303JPY+l/74xz8G24p0IeJYwa0SnPKeAyKOi5M4ZndRtgpMFhQvueSSjP1m2cES11bIpGGtxe6oQgNf49133z1n5OTmm28eFm4LDXajQZISQ2ZanJkGoT5p0qR67z8LFDfddFMo2pere4MQg0WPUgbkLznBLbfcEuoVYENSl+9KcVz4d6uaxkDEsVDfEHFcYhBxXF7EMTYBFG7KNMBl+2fLli3tjjvuCApmQagLsDbBr1HEsQJUJSmaA5nMgcsuu0wex0VGHOMdffzxx2dFBNLWWmutQDplQkaOHTs2+PhmS+JRtLMu9kn5ACQaBUNzpTam/f73vw/1BQqNzz//3Hr37p1VcWYadToKIV7AbqtNmzZZz/W4HXDAAUVxb7LBF198Ycccc0xQ7G+33XYpC2dXBxHHigUUDza8OM0Vx9hVjhgxwu666y578MEHw7v6+eefD7tNJ0yYEHZc+O/CvfbaK3AV7Lip684FoTQh4rjEIOK4fADRO27cONtpp52yIo15CXz88ceFvhyhBCHiuPABnZrGoJTnwOWXX25DhgyxoUOH2o033hh8UlkQra043jfffKPieHkijt95552gmswFaVtd3YTayLyzzz67zgXWkhvzh3lE0lpILF++3E444YSckpNcVzFYi7388su29dZbZ309qLEL4dmMWrpZs2Y5uy/MuYEDB9apSHAxAsV0/Pu3Q4cOaX9XxHHh36tqGoN8LPATp8VFjB966CF78sknQy0CEccCEHFcYhBxXD4gOCO4w2O2LhW6SV7YlsdKIKuGbAkVhEwg4ljBqRIUzYFs5gAqlquuusqGDRsWtozfdtttQd0We6eLOK5f4hjV0Morr5wVgYY3MgsCmZC2H3zwQVBtZkvibbLJJvbII49YofHSSy/ZDjvskDNyEiU3Si9sFgoJzs/zm+1c4fvnnHNOQYot87smlzYVWKNMmzbNSh1z5sypdF0nnnhi2t8VcayYQHFhw1zgv/baa+2GG25ILPA//PDDCeJ4ypQpUhwLIo5LDSKOywsoc/AiPPDAA2ut1A1hTAES1CHt2rULK4VffvlloS9BKGPi2BMMyAW2R3/11VdhiyekB6o31EAEIwQlFIKEBGCVG3IJdSJk09VXXx1WwglsUCXiqammMdAcKN45wHOKgsWTEbY/Dh8+PPhpYpt03333WefOnSsRx3x+wYIFQXHMYieKYxSXbH/kd0ihSbSGRBw//vjjWZFnq622WrC6yERtDObPn2/NmzfPug+nn3562HJfaJBgQ/bmgpgkjsNaYdmyZYW+rPDstW/fPutrosBzXYrq5hLEE8TFubg31As5//zzC0KA55s4ppZFNnEdu0RYEOJ3An7fkOvEik8//XSws4HAv/322+3mm28Oti4oG3k3sDDB7/5Cv7PUNAblHqeRa/FsssDPs8ozS07GM0xh06lTpwbLimSrCngKWVWUD6Q4LjGIOC4vkCyTGLHqd9RRR1nTpk2Djx4KDhpk8tprrx0qcO+xxx4h+OOXPoFbobdvCqWPfBHHJBgU3mOeEozECcbo0aMDuQTJxJYpVsAJaAhsIJBJNAh01DQGmgPFOQd4RnlWnTRmAQgVC9sf77zzTnvggQesS5cuVYjjhQsXhu3sIo7zSxxPnjw5Yz9e1JtHHnlkKHSGV3EmeOutt2znnXfOmMDDhuuII440KlYVAAAgAElEQVSwGTNmWDHg2WefDbFZLshJSFbEAsUAFm7+8pe/ZHU9FHfm90ChyFYWp7fZZpus7wux9rHHHht+RzUE5Io4Zo58/fXXgThm0Y/FP4pVvvbaa0GJz7Px2GOPhcXCUaNGhV2QxHUuCnDymPcG7wA1jYHmQP3MAY/VnDR2mwpyL55VnllysmeeeSY8yywG1UQcN4QFNaF2iDguMYg4Lk/yGPN5CDZUW926dQtqn+OOOy5sLzvrrLNCco6BPdYWxeCLJzQM5IM49gSDY3uCgY8ift4o4e6///5QlIGtUiyCMOchj5njBDdse1fTGGgOFPcc8EQEgoBkBKUZKhbf/ti1a9dKxDFJzKJFi4LSkoJcUhznjzhm8a5169Z1Js9IGIk9IJ753Z4peAf8+c9/zsgTGNIYm4tXXnklY+I61+BeQCpm63GMDQLvvGIpZMy7m+c0GzuTc889N3hAFwqMJTFM/LsmE6UxiyUzZ860hoJcEMco0p04ZrGPRT+IdXYUTJ8+PTyj48ePDwshWK/wu99Vxywk8m7gHZEc10FkqWkMNAfyOweS4zRyLZ5NdnyyU4Nn9oknnrDnnnsuLBS//vrrYXdoKuKY3wUijssDIo5LDCKOyxckSRDITrqh2CRII9Emyc4mkROEVGCOkVBkSxzXlGCgGoOIwHcTLy22RrHSjTIR8pjVb2wrIJ8IbNhKpaYx0Bwo7jnAs8ozCxGGygzCgGSEhSEUaNgMxGQOypfFixcHkoldNrzrIH1IRvg9IquK3BHHxBLs7MAuIp0CdaiMt9tuu3DPWOjLtjAY95QEFY/iuhB466+/vh199NFBxVgspLFfD0QYRGkmxCTPAQXceAZYNCkmsEuAXW2ZKI0hnVkMKjSwwdp2220zujfkXBDPCDcaErIljmke15F/MG/JRbjf7CiAZP/nP/8ZFIqM/6OPPhriOhcFxHEd7wuIKwQCahoDzYH6mQM8cx6r8f7incyzSe7Fs8ozS05GbkaORq5G/hcTx3vvvXeiiLGI4/KAiOMSg4hjQRBKTXGcKsGAJCLBmDVrVvA55rgQAqiO8eeG2CCAgXAieYV8ItkguFHTGGgOFPcc4FnlmUW9gvWMk8YsDLE75swzz6xEHKOAWbp0qX388cfBmx8Vi4jj/CiOAb+L2Y560EEH2WabbRZ8YCGRadhg4dm76aabWsuWLa1Dhw7h9zC+9Lki8JcsWWL9+/cPNls1EXeoeBs3bhwS1L59+4bktRgXyVlkxU4M7+W6EJNYhuy3334hcS/GQsbsYvvb3/6WlrUJ94rPMWcGDhwYxqQYALHB+FLAMF3l8brrrmv77LNP2AlRLNdRLMQxizZOHPM7mt8lLPax6Mdz7fUrINvZ4s5uMpSL7DRJjut4T7C4CImspjHQHKjfOcCzxzPIs0isxrPJM0oOxjNLTkZuRo5GrsbuUBHH5Q0RxyVOHBeLx5sgCA0PuSCO4wQDFSEJBuQQJJH7HLMFim2NqFPwOoY8hmCCaKJAA6QTAQ1EBySUmsZAc6B45wDPKY1nlu3JJCJse8Qvj23LEAk9e/asROKwbRLvc2wMsLSB7HHfPCmOc08cAxbz+L0LOXbqqada27ZtA/mJjQRqUYrnoDriPZBrCywIaEgm7jsEHddETEtSyp/YNrRo0cIOP/xwGzRoUNgii8VGsQIyDS9ILA0aNWpkv/71r6slJSHnISbxecZ6jGtjvhcjePYgAIkDmINYhcSWHFwnVg5c8+67725nnHFGeH8XQ9HCGMQexBLM76222srWWGONSveI62KxhIWM/fffPxTBoyBUsd6XYiCO+d3scR2LfV74mN8X8+bNC3YVKBWZ3zwbEFFxXIf6mHcE7wyIZDWNgeZA/c4Bj9d4FonVeDZZ4OF3OLkYORkxAjka1oI8z+z8iRXHXsRYiuPygIjjEieOqVTMQ0two6Yx0BzQHMjlHCBQaNeuXeJ3DsooSJ90v09CgRoFIohEksQCmwpIY5ILrCrY0shqNivZ+OGxrdGJY4posWXKyWNPNNQ0BpoDxTsHeE55Xmk8uyQjKFhqIo7xMOd3AzsSsLQhroE4ZseCiOP8EMdO4KJ0RSXI72LECKgFsRLi//OdDHK/SU5RhF544YVBhcyfbKHlHUCfis2+oTqQPLM9v1+/fsGHGXuPjTfeOKhwsbGADN9xxx3t4IMPtnPOOSdcHztvit2GBaKQBd7BgweHxYU//OEPtttuuwWi+MADDwy1NlAYs5OAeVlMNiIxmMvMbQiTHj16WJs2bWyXXXYJhaVPOOEE6927d9glQSwCEdqQkSvimN/R7A6J61e4XQVjTUEt/FHZ7g55zO9/3gOQUywm8m4gxmNxkcb7Qk1joDmQ/zngzxzPILlWHKNBGvPM8ruQhUPUxm+++WbgnJKJY98Zlq2FlVAaEHFcYsA3LPadI0D1rT5qGgPNAc2BXM0BtpuTKO65556J3zlUJyfhdcuI2o7h26Hcn9iLoaAyw88RRRtqsgEDBgTCoE+fPqGYTq9evULRR7azo2DCWxNlFg0lnJrGQHOgeOeAP6s8tzy/3bt3D0QNZPHZZ58dnnMsEmLimN8PblPh/sYQcSQjEBXFTq6VKnEcgzEuxDhzfyGgWDCAgOJP/l2MlhTpgHmMWpXknPcc8545zxwnOYdIw66p1MDiLypSFn4giVnkhVhgAZj7VipgjkNyoqJDUQ9JAtFZStdQaOKY5jZkiATchgy7ChcGoDpm4QfiiTmP8phCW4w33qkokBEJ4HkPYaWmMdAcqN85wLPHM8izyO90nk2eUZ5VnllEPSwm8yyzQ5SFoJg4ZreQ7wwTcVweEHFcYoAsjgtqsD2MAiOoGtQ0BpoDmgO5nAMsVLENNd7OyU6HTI4F8eENz0oax6dtsMEGofH7jMY5vBGkqGkMNAdKew7EzzTPehzL4AuL6gUyB9IQBVtsUyHiuDJx3LRp00DQCMVPULIIApGMeps5LQjFANSDMXF8yimnZEwcszsktqtg5whKenYxQDihVoRwQo3PQgOLKuwyYIcZixD4qNJQJKtpDDQH6mcO+HPHM8iziMKYZ5NnFEsKnlkWfth5yrPMTgIWnIjhkolj3xkmNHyIOC4xpFOgQk1joDmgOaA5oDmgOaA5UApzgIUlSAVXG7tnnicjIo4rE8eIBVB7oghS0xhoDmgO1HUOsFAX/w7GSxwv03S/D7lE4TuIJtSJkE4QUPxeYqs7SkbsKNgCj/LevYxvvfXWsGMtuSgeVjVqGgPNgfqdA3GRPHaRYtXDM4qdj9eocN9jnmlsZdZee+1KxHEcqwkNHyKOSwydOnUKFbAhkNU0BpoDmgP5nAOoAldeeeVKRX0oKpOL4yY3jptO+81vfqOmMdAcKOI5kO6zzHOP+hiPVAqlsd2Zbc+xZ55I4wrE20PZBYK3YOvWrdU0BpoDmgN1ngOxBRmNHWD4VdflGPh4e6NwMkUFqYNB23fffcPvqL322it4Yrdq1Sqck4anNA2PbDWNgeZAccwBfy79OeWZ5dnlGeZZhiTm/+KckGKwvjNMxHF5QMRxiQHfKIqG4G2MJ6iaxkBzQHMgX3MAf9KddtopESRgI3H00UeHiuPpfJ/fU974Dq1v377B7/G8884LfsZ4nrqnMT6o+BrjiSpv48J71appDPLhd8wzzvNOoxAaCjb8RbGoiL2NpTb+H1ZdddWCK8PVNAaaA5oDmgOaA5oDmgPMAfI8X+Av1qKoQm4h4rgEQWKFMkdNY6A5oDmQzznA9nFWlGPimEBhwYIFaX0fv1IveMQ2dIrrUEAFL1N8HykQRBVuCj3hibdw4cKwOEYRhrfffjsUrMGLj+I7NPzy1DQGmgOlMQf8ueUZ5lnGJ49nm98f+OWhMsYPM1YaQxonexuXe2E8gOrn//2//6eEXQm75oDmgOaA5oDmgOZAQecAXsd4JHusJuK4PCDiWBAEQagCyBy8rrbbbrtKBTkhMPCwg9ypDU76eFBBgOEFVSiogJcpKkMnmSGXIZYpJESRFchlGoWgaBDNahoDzYHSmAP+3PIM8zyzYMSzzQISzzrPPJ7GyaRxstpYxLEF79CTTz7ZjjrqKDWNgeaA5kDGc6Bt27bBliLZqsJ/lskxERjQjjjiiNDatGkTfJNphx12WGiHHnpoaIccckiiHXzwwWoaA82BAs+B+Jn055TGc+vPMc80jeeb3xPsFiOeU5xWXhBxLAiCIFQCRA3bxwka8DWOEww8TDt27BgUhLXBSZ9U5DEEEUQRhBEEMuQRJJKTyK5SdqWymsZAc6D05oA/wzzPvgOB55wFIyeMWUSKlcbJpLGIYwtjwq6MWbNm2ezZs9U0BpoDmgMZzYE5c+aEIldxXLfVVlvZ+PHj0z4Gv4e8zZw502bMmGHTp0+3119/3V577TWbNm2aTZ061aZMmRJ2rk2ePDk0L8DnxfXUNAaaA4WfAzyPNJ5NnlF/Xnl2X3311fAs03i2ecZ57hH5aIG//CDiWBAEQagE1IJYUqy33noptyg1a9YsVMWG/EkHNZHHTiBDHsUkMo3j0yCa1DQGmgOlNwf8GXaimMYznkwYxypjkcaCIAj5Ab9vL7nkkkoxHcVKhw8fXqdFutpEAXFMF8dyyVZmahoDzYHCzwF/LuO4zeO1VLGaFvjLEyKOBUEQhAQIFu69915r0aJFwlNzk002sR133NHWWWed8G+q6h5zzDFhJZogIlPlsScacbLhCYcnHWoaA82B0p8D/kx7AlJdEiLSWBAEIX+YOHGiNW3atIogoHnz5kE9XBckx3ZxXJcc0/m7ACIqufmioprGQHOg/udA/CzGMVtdYjXtDCsPiDgWBEEQAggEIIOPPvpoW3XVVRPWFO3bt7ebb745+OLhc8z/b7jhhnbBBRfYBx98kPbopSKQk4nkmEyOm6uT1TQGmgOlMwdSPcvxsx7/DlASIgiCkD9QjDQueBw3hALYkKE+rAtqEgXEu8piUYDEAYVfzFXTGFS3wB8TxiKNhRgijgVBEISA999/3/r16xeq5XoxvN12280eeeSRUNzqyiuvtI022iiRZLRs2dIefvjhEGCkg2RiqDYCWU1joDnQMOdA8nMv0lgQBCF/4Pfu0KFDgxjAyWKUxxtssEHi39iTPf744zk9b6q4T01joDlQ/HNAEJIh4lgQBEEI25Xuvvtu22mnnRJJxKabbmqDBw8OKhWCCIqfHH/88bb66quHn/PnSSedFIqtCIIgCIIgCMUHdpNtu+22ifhutdVWs6uuusrOPffcYD/m/3/wwQfXaSeZIAiCUB4QcSwIglDmQPEHKXzsscfaKquskrCoOOWUU2zu3LmJlWf8r6jGveuuuyaSjM022yyoWOq6vbEunsvz5s2zp59+Opwb9TOVfingl46/ci4I9eeff95uvfVWu+2228K5KR6RKej32LFjw7Fuv/32QLqnq9hOhcWLF9tDDz0UihUyPvyb+1kIfPzxx/aPf/wjjNWIESOCcumzzz5L+dlFixaFfvtn33nnnZzcT67dt8byp1QTdRu7eIuixk4QBKH0wY6x4447rpItRZs2bWz58uX27rvv2v7771+JUEYwwDtAEARBEBwijgVBEMocKIoHDRqUsKHAomLPPfe0xx57rAqpiRKlb9++YUsjn/31r39thx12mE2aNClshcwlibVkyZJArv7tb38L/dluu+2CIvqggw4KfeCcELv5BInV6aefbptvvrltscUWNmDAgKzUOFOmTLG//OUv4VhNmjQJhG82pPu4ceOsdevWoYAhY8S/C5XwzZgxww455JCwmIBanf48+eSTYcEhGSwE7LfffuGz9B3Lk1SfqyvefvvtQEjfeeed9sADD9gXX3yR9THLBZD5d911l40aNSos0DB2Io8FQRBKF8RlI0eOtDXXXDNBDm+55ZZhQdxjLd6Va6+9duLnxCcvv/xyobsuCIIgFBFEHAuCIJQxIF5Hjx4dVMSoUEgaIJBRnKAgTQZJBoQtZLFvb8QTuU+fPoHozRUWLlwYyOztt98+oYL2/tHWXXfdUMTv2WefzSt5/OGHHwYlNueGJO/Ro0dQ9WYKxo4igyi611hjjaDW/uqrrzI+HqreHXfcMZHs8e9sFMzZboXdZZddEveI+XHiiScGxXjyogLE5NZbb524pxC9qMuzxf3332/77LNP2JK7xx572Pz587M+Zrngqaeesp133tm22WYb++Mf/2hvvvlmwdTrgiAIQvZ4/fXXK72XsRi75JJLKi0ws0hInBMXy8OW7Msvv9QtEARBEAJEHAuCIJQpUBNOnTrVjjnmmEoWFWxpfO2116pVG37zzTd23XXXBaLSk4zmzZsHj+RcqEap7nvHHXcE0hhisXHjxnbUUUdZz549QzJDQZeVVlop9LVz58721ltvWT6JY8YDFTbnPOuss7IijiHXUXWSuF166aWBbOV6c0Eco2B+4oknCkYco6aObUxojRo1CuR4smUFxDEEpRPHjEkuiGNsLzbeeONwzPXXX99mzZqV9THLBai+WczwRYg33nhDxLEgCEKJ4tNPPw11KOJFd+I9CiEn46WXXgpKZP/cOuusY/fcc09Bd51AXPMeYicVu5SmTZtWL2Q2MRmKbN6JtGw9n7E4e/DBB8OxZs+endWYEkuxG5AYingvG+FBNmBhmT48+uijob333nspP8fi8wsvvBCunc8rJhOE0oWIY0EQhDIFimJUvXFV7d///vchwK1NxUvwe/LJJyeIJohnFCt4JWebaGCd0a1bt+C1hzqG80yePDn49KFeveCCCxKkNf0loajLOfEohsDF1oA/uVa+DyHOOWj+f+kSx3yez0JiE1CTaPz4449VPsf/Me6cd+nSpcGmIpWqk8/RD4JxjrdgwYKQMCUrd5OJ4zFjxoTvklzgXYh3MONZG5nMmJBMci4a36mr5UUq4pi2++67hyQs7kO6xDEJnPswMraMG/cpecxYsCBJvuaaa8JCgxPHJCyMN8dO/g7j5MdGmYzKnc8lzyX+TXKWPDfoB/YOjBd/8pn4HNxbzk1Lvnd8n59zPH7OseLz8tnPP/888XM/ZwzOx3jQd8YG/+xUc4lxZ2w4DvPCj8Ox6TvXzd9ZrGExJt6qzPgwN5LPzTH5Gc8QzyTHyMWikSAIgpA9eIdcf/319tvf/jbxLsZy68UXX0z5ed73F198cYhz/PPs2qmOEMx334kl2cmGtdcf/vCH0Bd2uvXu3Tu81/O5QM67kvNijUZ8BXGdDbp372477LBDONYVV1yRVYwM8dqiRYuwO6hVq1bhHV4IYLNGH7xRZDFVDMd9YucZ1854IpjIBYhXiXeJgbFEq4+aJ6UOFl6oQ8LCw8yZM2VFJtQZIo4FQRDKEJA8kHf40EKKkiSg1MSiAkIone+jMiCY9yQDi4vLL788EF7ZgIJxf/7zn4PVAQQWheRiEvaZZ54J/eacWBJwHelsqYeERGF99dVXW8eOHe2vf/2rdejQIShisZCAODvvvPOCfzLJFeesjThmHFANX3vttcELGfKchIO/488MsRf3DQL4pptuCgmRnydZcQwZx3fpCwE3YwF5fuGFF4aAj6TGE4+YOEYthFchRDrkOt7Q9P3MM8+0e++9N1xL8jgR6NOHK6+80rp06RLGhP5jycF3ICPTTXKSiWOfVywqcGyu3Y9VG3HM55gHN954o/Xq1ctOOOGE0LdOnTqFOUoiF3tDcw8uuugi+9Of/pRYzPBFh7PPPjuMSXx8CHUSHz82Y0wxSJI6FE4xac79YQ5yz2gTJ04M18qYtW/fPozXqaeeGs5PsuuF5bhX559/fjg/n43Hn3kzfPjwkASfc845Ye7F/SMZRJVOMsbPWajxxIj+PPfcc2HRh3lM3+kDinwWfRiX+J5xrL///e/hWIwdzyfjwfzyMaUfRx55ZMJ+Br9LxoNzk2jESRlENYQEY8d8R8HGOF911VXhXPJFFgRBKCyIdSAr46J3kHapFrQdxDZYPfl3sOfi3cDCZn2C9zvvI3yZ6UNc1I/3O/URqGWQy7oaMVj4hwz18/JezQZci8dEvDezeUeiXvb3NIsCEICFALFELBDYcMMNQ4Hm5GsjXoHg9s9BoucCkMWIEiDROX42RavLBcSAxOg04kdZkQl1hYhjQRCEMgOBHQQXhBnkmicVEI112UaGShGyjIDRg+IDDjggkFrZFGhDScAWSQIbCCoUjfSZJAFSjEIvFMrjnHixssWytkCc/pCMQKRSjA0yk/5y3RRyg/yCBIcwQ6mKFQeBaE3EMckUCQU2GhR5YywJ6Pksf4fUhjiETPME55VXXrGDDz44bAOlDRs2LLHVkGvAj5DAmu+utdZaieNxbgoS7rbbboH4JrHh8zFxDPEPgUmxPK6BhItECxUpn7n55psrWUZwXghL+sN3GQs/H8kZSSfJAdebToAZE8cch3vkBXdYVIAc9gS0JuLYtzZCRkKGkzxy/fRr1VVXDZ7a++67byBeUdICCrpxPsbdj8mfJFb0ASUVhCljxiIBFifNmjULP6evjBV/olaGMEXh7gk2fYacZUzx1oYs5p4zZp7A8Sf9guiHlHa1F/OCczDHuCZ/LlDoMlb0jZ/je40C3efxrbfeGhTkzAEWTyDGIW+5BhYeuH5sQJjH3gfGCUUP4xIri5n3zHnOwzXzbEEOcG7GiOti1wH33MeOsebzzFGIAx8LklauEeWa3xdv3GPuGYSFEhJBEITCAM9ifk/HpGubNm1CPFMTeGew+Mx7zr/He47Fw/oCcSVFdn3hmRiAa2nXrl0lezRIQ96Z+QDxVbwIDkmdDYhveI+y8AzhmQ14BxOr+QJvoYhjYqrk3WUow5NtPSCO99prr8RnEDLkAggbPPYh7hNxXDsQGPh9QDCgRX6hrhBxLAiCUGZARZpM+KKugFCqi98uQQdbn9q2bZvY3gjRBLmKujRTQLqxNR/CDjKRPqFyROF82WWXBbUJpBZkGCrcVH59yaA/qDP5HuQYhB7bHiHPCWo5lgfjkHGoJ2sijrn28ePH20EHHRS+x3VzHPwECc7ch9lV2Iw5gOSG9ON4JHVDhgxJEMckQZDGEHn0kT7RR47XsmXLQNTx/5DKFDSkfzFxTPAMQQm5fPjhh9v+++8fCEHOxfcglGfMmBH6DrHHdwn0uV7OyechTSk6yHHoH+ME4UwiWhfimDHBbsQVwJz/iCOOCMQ4BGhNxDG2Cyhh/V4xlvSJe4XSnONxTRTXwzfPVdMoe7kHbrdAH/jeaaedFhJfxgs1NwskJFz8HLUKxyUxpe8Q0xwfL21XSLNYceihh4Zxoj88N5C6LJJwTfQjVgBBYjN/WSTgXnkCDKHryQ1bLCF+PYhnnEkIGRvm/xlnnJG4Doh95hyksxPk3Bv6wc9QzUMKQFzTP8hhig062UvROwho9zBHnUN/uecQwFwHzwZ/+nPMXPOxI0Hj3CSEEOjMMz7H2DHfIYspvkSf+BljVxeluiAIgpAb8G7H65+YJCZ/KSScDohHeKfEKl+IXAjd+gCxgL/7iF8QCrD4TgzIO5QFdFdD4/GbLngf8l5iYZeY0eMN3u8stLIo6/FvusSxW5QRV2B5laqgNHBLLFpyvQcH731+xqIyx4v7WBNx7GIPFtGxFeH71Z3DwbuZz2Cx5ZZtda21kYo4Jn5i11asBE+XOCb2YfyIu7hH3KtUlnlYX3Cv2DEW12YhRuKaUl0HVmFuT8f4xLvV4jEh52AcabFwgGPTJ+51bJHCdRIbc974O3Ff+RmN5yqV3Zj/PBXxzbmZi/Tb7epSge/6cXzM6Av3lznBeNFPBA9+H4j16TP/n6zc599+L3wuZiMGEhoORBwLgiCUEdgij0oWItJJO8hNtrJnot4gsCWAg6zygARCkGA/VwoAzoF6E5KTvkJ6OSmID2ttXncEQSQjFNvzLXX9+vULATi2BCRUkIeujiX4RdVbE3HMWEGMkpwRtEKwYaFBckMgT1C91VZbhe/tvffeQYVNPyGOIb5JejgeBDXBIz/DDoGxcyIRcp8+cjyIT4hf+sZ3IZgJCmPimPuJcpVrhdDnXChrIQj5OcQihCUBOgEhBCokKWQn14UPMQkaanSU0pDHHBNyHBVpbR5yMXHsCQREJ/9Hnxkr5hkJQXXEMfOTsfNFDUhS7j2E89y5c8O9gqxlzBlblOIo0gl+SQjYiuvfJcEcO3ZsCPgJqDk+Cw/MIU+GIZ6xxOAYLEygYmJ+QbT6HCbJgIjnmjguaiyU2JDVFJFEte33mp9jU8L5CPrpnyd5zCNPvvv371/Je5LPsHDD9ZNkcq9d/c01cSzuGeQ+/89cHThwYCCnuT7uN/fMbTqYY4wHJAK2FE4c+1ZfFnv8/jCmHANbEE/YuffMZ/6fPpPwMHbeZ/rH2DLfaSTw3CtXeZNoS3UsCIJQv2C3DDtP4ncL8U5tdStisMAcH4OFRN7D9bEYyK4pPy8q45g85T0f2x6k65fLYjT1D3g3sxDPriGsoLCAgmRnCz/WYcRb6RDHjAPxDu/Erl27JuyiiKOII5IJxFhxzHszeRx5V7NATz9YeOV4xJT0EWusOMaNiWNiKmIQ4joWzllwJ67Dhor3eiqyj/iChWXOxWeJUSARsdMixsqEOI6LL5ILEJfXhTgmzrjhhhvC+BEnud0b95cdYnEsQazGOCKqcEU9MRHHxVqL+e8gfsMyjLiTa+RaifWJnYiZkvMEdnpxDBpxN404HGEBfeJesxsREtqPT9zEePMd4vwY9J1xpjFXYkKfcWEM+S5zI/Ye536z4E8/WdSn39iC8RxPmDChyvxhlwDHodEHiF7s81ypzzgyvz2/oPF802fO4Tv3AHEmcxHrM87JXKQP3B9qnwjlDRHHgiAIZQRIMlSCHnhChhGoQRZmSvSwIk1A5eQUhCgKSALcXCQaJA4QuRC/BMoEieSDPi8AACAASURBVDQK4xEc1UZ4kzARIEGKOWEY9w1ClMQA1WS6xDGkGiSjB8qQhwRrkKIE5gT7qFQ5FkQaymKCxuqIYwIyVD4kaJ4wQWp7H0lECA5RopJYobzhfDFxzHchA+MgkCSmefPmCUWyq2G5Xrf74OcQ0yRL9B+lAddHsM84M+aQ2rX5HMbEMUoQEhGCUIJ2V9eizoVkvP/++4MaN5k4JoHyceP/CYQZGx8H5ihJD2POPYHEJRHzRA2yF3UV3+WcJIYOro97z7GZ/wTynI/7RWM8IeSZx/SLYJ37z3XHxDGqZ8hSf16YJ8x3/znEtivMSVZ92y/kMgks489nGCO3o+B8kMmQ1JD0bM91GwkSQBIJEiAfR+4Z9hWMjc85kjWOx/eYC8wXvhcTx95/vksSzrj5ggBkvhPPnJ/559fIGGDl4uQ418XYcG4ac44k1BM5krT69sUUBEEoZ6AshBiLLSp459V1BxgkGkSRW5nRsK6K36f5AOflvcv7ikZcFYP3FYun3ieI1dqA4hICjR1cfj38iZoZMpD3IQuxxDkQh7URx7wT8fIlTmGRmmP5biTeu8SR2En5TjIAAcf1cB4IvDguhqyFJPZYwHejcUz6iK0UcZy/i2PimM8PGDAgxMK+qMv3OQ9Ci5jABcwDCEHiML5LDOp2Vyyo008WDepKHBM30Af/N+S31zqpjTiG+Cbedfsrj7WJ1xlfFqmJF10VS2xKXOSxijfuH7EWsSogJmJ+sDMKEQHX6BZ1iCggniFZfVyJlVhQ97kHmQtpymf9eeJeI+ogViOO49qIGRlvvkMMHxcJJu/gZzTiUmLkOBdjzPkZ/XPSmTiYZ4/8gnMTV7qymutjPiD+iVXCCET8PCwgEDf7rkH67Mfy43iew/Egk4mDfW4RuzEXYysyPotNDHMnm92kQulDxLEgCEKZAOUgxCKBj6sECKoIyuq6TS0GqgZWxwlonAiE4EKVmYvtjRBbkFgEzxSyg3Qj4CGggfyEDE21pc9BAMl2eg9IXa0bA2UBgST9T4c4ZkUecs2VvFgGkJzQ3K4CctO3/lNsju9VRxwTrJOIeHCLvUXydkO2qRHgoc4gseGexcQxQSgJTRy4or7wAoYEkCQ0kJOuvOX/8fVlTOP+k7wxTzxgxhKkum2Y1RHHXAOEIgEy10ayw/G4F5DKqYhjVBeo4T3gxZIjWSlF8oqK28cWxbuTlKiHYuI49uzGC5Cx4l7SP+4DCUt83QTYnpRxLSyKcOyYGObeJisvSBg8kcHywb0kSYqcBCYQ534xHm7twEIA1iLcd86BkoX57Ntx6Q+BOklCrPgloSI5i/tO0sf3OBeNAomMXUwcc914h8dzxEFyHBPHjLMnVfyd+eD3i/nOOf38LGagYHFimd8rsqsQBEGoH0BGQrTGFhWQpfz+zwT8/mYHkx+L9xUq0FTvjlyBWI8FT+IiGrFOcozh8Sv9YbGztuOxcB0rdNmuj9CBeI/3pb/zeHehHq2NOEZFyruO8xOHsqjMuBAnEkvxeey1iGmcIObd7seCfPP/J7bAa9YJbcg+3uPESMQqHn9ByroaOCaOiRs4FyQx52d3mF8P72qU1X4uYgF2JTk5zTua87Bzzotku5AkJr3TIY6JgSFsPaZknLG44tyQ/dURx8SULHQ4oYk4hH+jcKVPXD/9YixYUPdYhLiJuenxBrEgMRj3lRiSnIRcwe8HsTjxktuneSzKIgTxmBPHjJ/3k3kGwU5hQwhkFv7jn9EPro/FBr9PfN6t8+iDi0u8xQshxOIeTxFveXzN/Ie45f+JZdlZyfV6sUi+w/xD7OMgFouVxNwP5gHHYewgksl7mCv+OcaaotUQ5MTp5GrEtl7rhHvGmLKo4TkG9xUyvKYCm0LDhohjQRCEMgAveoJsAhkPtiDW3DogW6BeRFXrQb1bNLCFri5BBkQVChG2Y1HUi6AuJoUhc0mECPgIoAjYCGwg+KoDgRxqSCd/qWqdrFJGCYrawIPn2ohjCHgPSvl/Ajpf8U9uBOoEtPjbVUcco1AmUOM8HIsEJh3FZkwco9hAlRpva4S4JKlgrAgIUTJwPgJJV8ISJNbUf8hKtgYmFz1Jlzgmebv77ruDsoHrY9wI+kkyfC46cUz/nVCmf6iTk+cP5CoBvicbnMc9mGsijiHR3VLFLRtqumYIXeYfRHtMHEOSshgRg8TR1eLcXyeOGWvmlVuM8LzdfvvtoY8oali0IZHiuyT5bi/Cz5xYdisT5q1bSTB3quu79x/lCWMaE8dOXqfawloTccyziPrJE53a5juK6LjYnyAIgpA/sPgck528H9mGng3Ry24et37yBUtEAvkC7wuvb0GLVZW8vyHwvJ4A7+dkAUAy2BnkJBzjwTsUwo3FWIhICEqPQXjfQubVRBzzLiaW5D3IOxgiFssDFvQhdlG4+juaGNXjEkg/PxZ98PciMbkvEvMnggRiDrd/cjsvGjFnMnHs5yF+5PzsJIp9bHmP+8I7cQAxBv9PzMhOJqzJGAvibYhkfkb/UbTWlThmzIgTnUTFUoS4mvivOuKYRX+PTcgdsA5DJMKCAX2KiVxIcOYy18N9xzLCY0CId8bM/Yuxs/AddcRaxJccl2tl/LD08NiXmIw4h5gIdb6fj/iT/mGTRhzJ3PC+Mmd8TnBcJ8zpD7ESICdxmzhvxHOch/MhWvD/Jz9gTtB/8ib+j3NhD4Pggf+nHxD9Pr6IUTyOQyXsx+KaILCx2CDuZo6Re5C3sFjin2MeMx7E0xwH4t+FCRQdp5gz94HrYEdiTGbzM6E8IeJYEAShgYOAhOCDQMEDTv6E0CIYz5UXKQEv53CCDXIJNQXBabogUUA1i4qDwJPV8OTvQ9pBFnsAhVoWgrQ6ELyTILh6gT4me7mhInEyOh3imKDVSXKCc1Qk/J83rCQgaSGA+ZMgna171RHH3AeCNd86iFoiWfWBIoGkh886oRkTxwR2JBsxKUiwmYo4JqGECOR7ELUkQMn9p+80glcSk7paVThxDFAz+HY6J8d9e2dMHLNdj0KNfIZkgOA8OfElGWEMPYHkmrzYSU3EMWOByoJzkhwxJ7BciK/b7xnXjOcwcy3Z4xgVRrL6moQgFXHMfOZeOkmP8poEiACd+0WfUJj4dkjGjC3B/J3jEfRDnHMc7pmfA/ULiWRN94zijcyFmDhGMULQn8qvOpk4Zo757wbuLUmn3y/m+7Bhw6qMHckVf5KEpCpAIwiCIOQWxCq8V5wEdfInk7oVMSDpWICMrS/YbVKfXqfstIIAY7HZlbksTBIn1lZ3ge/5mKDmhUCLQVzsCu10iGMWU10wwDv7ySefDEIHCDaOzTvX40Le1RC5NRHHsVKUeDyuC+JFDiEIacRIqRTHvOtj8B2/ZshonwPEKH4uCEjfvUbjGlCf+s+JeWvLC2LimPPwvmcM3BvbRRrEjU6GJhPHxEP+/8SHyQvaEMk+94iXYpsEdqN5TEbcEo8ddmb+PUhrSGX6xrVy3cRk/nMWIIhTibFi4hjSOo5hiOmIzfznxDyA+DRW5hNLA+4XY+CxHj+DnCcfIR4mzvV5RxwPmNN+b4nrWZTwfnOPuLceozGfPc6MiWN+joWfF+uLx9QJcx9vn4dcA3mU3zcWAHx+cH5yMJ/DzC08m4XyhIhjQRCEBg4sD7AGcEKNRtBCYJOrAnYA6wS2YnmRLA/2YmKvNhC8cQxWzD3QggyNlScEMQRABDCchyC4JnIatSakmys7CP5iCwSCOJQiHvCnQxxD6HngR18JcPk8x6Txd1QPEK4kEwR9NRXHI0jjPB40omB13zEfF4Jhtq1BcFMkg4COgNMDdSeOY8VxdcQxY+zqWwJUCuNB3Hr/CfYhXfl/+o8qoS7F8ZKJYwJUjsP2Qyd84+bEMaQwVg98hj6jmog9mwGWJZDdTkDzb7daiYlj1B6osDw4JunYd999w7G5xxCtEMN+zTTuLVsdUY0wdgTU2RDHAJ9Bt6ugb2wXpA/cR9TwXDP3gp+TxLhiiXnKvPEEjiTYk1zuGXM+vmc0Eg3GGbUOyW9ycTwIbPqTXEU7mTj2rZh+bq7XSXd+jhKHcYnPzfgyXyD/mTu1zRdBEAQhO/B7lkVOX5z039+ohXMB4pjYVxjylnipPn6/Iwhgd5S/73lv8i4m3kpnRxZ2Td5vLLuSd8Dw3nIyMB3imDF1iyze9xCNEL6ofPmTvnmRZRpxZiriGBCzxL7AkH3JIFYjRqB5zBETx7yv46JqgNjFYyzmBKQp1+2WZR5bEEvSbxp/j6+XuLsm+7dUxDHCCM4TK1dR4hLbERMlE8dcW7wDjPgmGSiLXeCQfK3M+Zg4dqEFsQ12Cn4+CFas1+JrxVbPyXUWAIjBQEwcE+vH84XxiJ+DuDAj+ZXHRsTbELbYYvBvbMlYfOF89JMFecQfHpMRDxJ3AghbPw4LFMwb7zfzi9jYVdYcz+07YuIYlXryjjgHVhT+OUQ9Ht8RYzNO/hwQh8Zjxrnjwnr0K1UMKTR8iDgWBEFowCCAwS6CQMlX2NluyPasmNzKFSA7USM6Scs5WblH5ZiOsplADWKLghgEUASgEMME7CQwr7zySljRd39hfk4A51sCqzsmBTUgLT3xweeM77E1kCATIs6D7XSIYwJNPNMI4AkGUWs40QhRz3ZOAjNUP5DcBPPci+qIY75H8OnBG+Q7ShLOz88gZVEEuDcbwTdBdSrFcTrEMcQeyiGCUMaQ5IwtdyQzJChsTcO7lkAZzzmSlVT2BukSx4BED4Wvb5dMRRyTyBE8+xY//I5JECD3+Zkr5z0x4T7yfx7EkrQ4cQwBy/lIPrFj4bpJ2kjsGA/sJ7gvEKD0DZKZwjUcE4LZ/aCzJY75rI+133f+xHOOecvxCc69CIonDiwexKpzVPLurUjSgecxZC33hfNxzzgO5+dP1CJ1IY4h4J04Znwh1hlbjs05mPv+jKCwIYljbtJQwqOKYr4zdvgbijgWBEHILyCiIHr8Xcr7gZoEufIi5vc4Skh/59KIv9illS8QsxEr8Y72xVKINOIeFkfjGKcmECt6n9nBlgziHY9Z0iGO2R3k/8e7kFgGkj65YRtGLOeetqmIY+JEt1Og8c6sbUxSFceLvW4B7+W4mBpxHXCS1onemvoNQZm8YF8bcew1OYhpiNGcECbujv2BnThGte6xGvE16u1kELe5Wpe4Kf5MdcQxsQp2YrECl8Juqa7VfYzJLZKJYxYdYiQri7l+B4vscf0JlOaMIf/Gs5o562p5xA2xvzH5gc9ncoa439XdIxrXhDAlmTjmvNWhOuKYcXbBAveC3XrVnZt7Rk6QT69zoXgh4lgQBKGBJxUEUU4IEeyykgyhmA//UZIMghnIN1/Rh6gjgE93eyPKBQp4+ZZASESCT/oNoUzgQpDv6pPqiLAYBLUck6DY7ShQQxCUEiShHiYoStfjGBKYQB8ij+MRLELsQppDIkPWEkjST75PcE8fqyOOnRgkyORe8TNUIWw/JdHAm4xx4FwkGyQyEKmZEscEfQSvrnQlAcI/EGUEAaUrX+kHlg4Q5bUR/7URxwCym6TCSdZk4hhA9BKgcx+4x5DHbKtjbBljFCLulUxhErayOlhg8ESDz6BUYuy4V1w3SReLKE6YQ3RC4JLMkKSibvHvYS/Cfc6WOOa+Y7ni5K0vXnDN3Ad+zljFP6d/3OPY35kkFwU21889I3HAJ49tg8wTVEJeBZt7CNnOM54ucYxa2D/H8dkOTMJLokMyxhxmXjA+zCXGjrnJfWGMPcFHmcI458oCRxAEQagKYhTeja6CpbFIGe9WygWIyWLSyS2/8mVHxEK/7w7ifLx3WOSvzdM4GSx+ep+J75JjUMbJFa3pEMe8S71PxB8jR44Mu89QQNNYfGUBl8bfXcmayqqCd3+sOCbmTAbfp+4Dx3O1bUwcE1uzuJsOcRz7DCMKoH/eb1rcbxbUayMGqyOOAXEu4+1CDI+dYuKY+NV3FhJvxIXjHCyMuwiF2AThSHXEsc9F4g4EAH4+bDJqulbGF7Kb3CUmjll8SZc45lqYry5YYBEdspznhLyD2I14ytW6TqzTf2wzHP37908QysRzLFSk6rc3rzsSE8eIBqpD/Azze8NjNO4d8aTniOQ58bzm735O/s4ckzCgPCHiWBAEoYEC0g4Vqys8nXRElZnP1WICOPxPncCjUZQvthSoCQTVKGIhMSE2CWR8m6KrpgmIIREhTtPZssgx2faPLyzkM0EdJDIkF8Qu6l781pw4RqnqxDGKAC9QAkHoyQvkIUEfxCZEIP0jgOXvrgoliYPMdFIU5TUBPMfiXNwfJz4h5wjYOZ973rqimWPzd8hkyGb6xTUxpr7VEkKdwC4mjlE6oLTxxIj74kQ1xxg8eHD4vqtdvf/0jTEmyKXP6dw3Ehq25XliyXbWZOKYQJXxIIj2AJk2atSoxBhBlnJd3A+vAE6fnFCnYZuA/QgkfkxQkggSHLt6wovYoLCnL1wHhV9IECB6+RmfdZKcMeAasGLw+8J4sRDiCSNBevJWQIJwX5yBqE8uJMj1+EIIjWQ1VkqTkLKA4T9nfFhISCZ4SaRIipi/3E/uG+dlbnCtJFkkhTw//l3G2wlhxrG6oN+LDnpSyvG4ZpTPjBvziiQCFbrPcc7t94XPspACme82MIIgCEJ+QKHVuAAX7xhiiHws2vHeiGM64gOUyLkWIKD+hOzz+IC/c02Z2Kqh/HQlKO9KYgZ/d/O+Y7eZx5TpEMdxITQWSlFdc/2MN433HgVvWaAnhoBwT9fjmMXpeIcR8SAEJP0gJhkwYEBWxDHHiolj3ufebxqqWa/Jgd1VbaiJOCa/gHiNCeNk4hhggeD/D5maXAiZXMXvD5YOWHY4sLbw4xOPxIv1/MznD7kHsV98rfg+sxDBtRKbMdbJxfHqQhxzP4nlPfZFnUtcxBxhEQS4hzRj5TsL+RziHgexqd9bSHXmaNxv5i5jQr8RHvh4xcQxVhzVAXFIKh9r4ju/F/SfGDOe1/yduc55ae7dLZQfRBwLgiA0QBBQsJKOUteVvxBTWBLUVbWRCfBfRQXpBB5/EiTHxcpqAkEtHr4EgBDI2EJAJBLcoKaE2CWArot3MsckuOR7rJoTeDFGBMyoKTm2F04jqGQMIQ9RlUCeQRqTFMQBMlu8IK/Z1kbwhvKSxt+xwiCIj/tIhWKIX45FS1Z2kHiguMXvjnPSJ66b6yeYgxjmGpwUJGmA/OWz+B7HZCSAWB0yZEj4Ocpa1OB+PoJBAnGSIhThJBMEziQw3Du+R4BYm9ddTGpyzT5WkKGpkj2SIxI0Ehk+S+M8MeHNOfGBg+in4jQqCsaVPqLeJdin78kEKME/qhSUuZC5fJ57wee9L/zJHIDYZi6R1HHdBNIcG6KVhM+DasaLQigkPPQVr+nkeYeiGeUtP+f+xipoT0TpE+PCZ1ChxPYqJDKQ2z4ezD+OkSopJ5lgHvJckGxB9rKIQsFI5g2JSDwH+Def5bgoSdzCIhmMHfODBJVxYeywiUHZ4zYlzE8SCB9fVNqcn7FjfjJ2ydcuCIIg5D7G8oVaJz6xecqXKIB4iFgjLsBHfJnLeJL3Eu9gJwuJx1By8r7k3HHjHQTRVhNJzrs+VlkiouA9ibKT3TrExK7WToc45ni8E51g471HjMfnsbri/cuiL+pNBAoeK1ZHHPO+9J06/AkZyX0ltkGBy042V4HyHs6GOKbugZPejAMLvMTYxIhYQLCjj36jFE7lN1wX4hgwL9iVVBNxjKLWd2qxmA5xzfXTJ8Y8VmQTL8Z2aTHJyr1jThBzEh8hEnEbEBYOWDBgIZ6fEeMQC7MIwvUStxBHZkMc+31xf2sXmiBwYOeXx4hOZvszRNwWk+XMI1cucw+ZK/gY8/8cn/wNMQ39Jpb08UiXOGa++ucgpukT4wFxzD338WTHHePvtnz8HQsMzotogbxFKE+IOBYEQWiAIPjCYsCJWwJPyDcIuvooagAJCLkVJzYErazKuwojHUAgQqoR/BJAEZwTFEK6pXsdBOl8F1ITAo0Ak3EgCSBg5Of4QLtPIAElxDIJCecg8CMIptH3ZLKSoAsCmQALhS+Nv6NySPYF9s9yLIIySNTkxId/c32oZ7lejkfQC2Gc7O0HkUdQyfFINvh3TDYSlLI908+HOjv5fATEfIYiKthNQFxDcHOtdZkrnIs+xtdW3fc5NkG8jyv3IpkkpZ8kIxDSEPuMA33kemvyOOScqMGZJ3yee8Fx4r5wLu4Pn+HYzA8f4+R75koProm+egXuGBzff879Tf45//b7kOoz7lMcz7OaEmLmEfcbdRZzmWuAEE5FNnN/faz5syb1OHOba/Wx4/cI15t8TJ4JPoMVCudn7Lg+bV8UBEHIL4iLWASMLSpQ5vI7OZ/gXRz7KRNXsmheW/2DdMG7Jj6+k6MQvOzCihtKaxY3a3vnQKTGNg2oUzkmJBmELuSek48QlzURx4AFbS9IjKqUY0PWQSq6IhvCFvspH5fqiGPiMRac3f+WXWMukIC8c6IRT1lXSmdKHBNjsThNnzkuxCEiAfrGrjk/JoR3OlYntRHHviMuVsQnE8fEuQgDUA7TJ1TFXD+5ChZsPr9ZoIiVuYDYIz42Kl7mDveKOcFuQLchIfdggZvjsiPMC0mSn0Co01diymyIY+Yu6ub4WrGe83tNLJ88Fqh3YxDz0X8v1M3n2eHF/MICjXnP/0Pus+jgx06XOOb+x88uc5/ddMx3Yjp2O/oOT8afuYFgg7+7vR5ihWSrNqF8IOJYEAShgQHSCUsCLyBHw44ApWR9biGH2EI94sEOwQjBD6vVmZDXBEmZbIvkOwTTBH0EzfQHn1rUCQTdqC0IzFF80EeCPVTImSDTPhYLirXv+e5XsV53KfS90OcXBEEoJ6A+dTWqqzXZjZTv38XEbSgTYz9+SCzI1FwAkhM1LCRVOg2SrDbimAVtfP0hzdj1hnKSHVyojlkkd4UnpBi7ywCLuKhd/TxYNDkgGKklAWkNYUrM6ApTCNs99tgj+BXH1gn004+FPUZ8nyDjUcRCznlxXLcyY2yxOCBO9e+wUEscy7E4f/IuPvyF3UqKWNcLvwEWjtlpRU0PCML4XMwn4mC336gNCDH8miD2k4ljJ8Yhyr0gMI0FjxiIFLg3kJh8Lu4T1ivUaHnuueeq5AwQ4aiFUcFyXD5Pc9U4i/P8nfsNKe73iT+Zv5Ci3EdX6HNfIUm9nyjaY/A5yGf/Odcfg/75Yo6TrDExzKI+iwzxmLEwn2rMeMawuUONHc8v/k0eg0VNvJuPHYJ+XBT21QGyncUCz3X8vvuCE+Q2qma3QovvBYsikP6IBITyhYhjQRCEBgQUDqxEoz7x1XqCSwjcZN/VfINACnUE29m9LwRsqH4JYOsTqDUIBN1bjIAadQJBJWoLFAgEl6gtsK9IxzdZEARBEAShvsCiNuSkE7eQOhA6mXgAZwJUopB5fn6IJewbUhGHdQVKRiwasGpKp1HAtiaSEzIQMprdM1hYQZyxq4r/IyZESOGWBqhesR1zRTdksZ8Hcjf5uJB+EPjsooMwJMZG5crW/+Rddfjc+rFSkexcN0IGiEbsRiBbOS7qU84d7z6i39hMcCzGKnncIawhwPk5tSNiSyyAspT+cC7IcywgsAIZPXp0IJnTFXWwy8mvifNUt5MJOwwK7PpnIaaTAcmLgINihtimcf3Y0bFrEWK5usUB8gh2B2IlhsIbm7BYmYylGDkI54ec51qx4mJ8IONjmwjG+Kmnnkr0k0WFGPSB3Mp/zvUng2Pibc3P+TO2cUk+PuOd7Okck9TsgoMghqCm31jRcUzfLZlc2Dh+JqoD85brQkTE4sZll10Wxsa9td2+jucA8RFzmntBHxjn+rA5FIobIo4FQRAaEAiIY29hFAxsv0Jxm4+CKbWBwJwgjSJ0nmSwzY+AO13v3FyAayeAJVjGV4zVc8hitvpBItOnbt26BWUDQZRUlIIgCIIgFAtY0Ca+cysCGlvZIUbrE5Bmbtfg4gQKDOciToPcglBLp9VmkcF4sYOM7fjEwZCxvuuOc6Hs9KK2WDe4RQPxH8f281QXO/MZ4kXs1CBsU1mB+ef8WNWRoBC2bhsGecdxU12f2ypwLP5MZfFV08/jc0FCQ75CPtdk/1Vdf/2aavpu3N/arp97A4nM9TOW6VigcDy+h6IXojj5+Jyf82IlwbVC0lfnAx7fp1QEem0/r23s6Vu6c9fHDeKffnOv6Heq+5nJcRlfxizZ3s6PR37GnOZe0AfZkAlAxLEgCEIDAYEmK+9sb/OAHjUFK8qFVNCimKCQlpPZKHsJ5lF/1CfcO5jtWCgHWHVHuUGBDnzO2K5Vk/+rIAiCIAhCIUCs4v6s7oHKdvv6FgVAIhFrotL1vmC14H66xQIIMoj22FaDHW8oU1Ge0mcXWPDvXHk1C4IgNESIOBYEQWgAIEDGOxj/K7eFIKnArwo1RCFBMI7/HtsrvVo2nnxsj/OCH/UNEi1IYlbbvUCeIAiCIAhCsYEdUxQJcxKUWOrcc8+tN4uKZKAMxerL+0Pc2b1792q33xfS2oNic3jKsuONXWYUoSM+5t8UIsOygeK2giAIQvUQcSwIgtAA8NZbb4XqxF60hKSCIgj4qRXCoiIZ+KpBFFPd2C0rqEA8ZswYbYESBEEQBEFIARa48TGmoJkTta1atQpxXyHBzi0vfkwjvsM/t5hA/At5jGUaXsQUyGPHG0pkPFzvu+++YA8hCIIg1AwRx4IgCCUOfKqSLSqaNm1qN954Y736CNcEFL1YUxxzzDGJ5AfrCpIh95UTBEEQBEEQ/gfsKFDMenyHXQW2FekWMssnoQ0ZixDABQF4CSMUKDagzGb3HWQ7ReBQcOPhKnsyQRCE9CDiWBAEoYSBzQIKj/322y9hA0FSASGbXAm60KCwA0Xx4qIqFM1DCVJID2ZBpkTx9wAAIABJREFUEARBEIRiAwvrrVu3TsRMkLNnnHFGKARWDJgzZ06i+LELAoYOHVrobgmCIAg5hohjQRCEEgbkML5yXhka8hjFx0svvVSUFhAoPlCouKUG6uM2bdoESw35DAuCIAiCIFTUrujVq5etvvrqCWJ23333LbhFRXINiyFDhiRiUBcETJkypdBdEwRBEHIIEceCIAgliq+++spGjBhRSe3B32+55ZaCFUypDZDZ+OLttdde9n//938JhfTf//53+cwJgiAIgiCY2cMPP1zJomKdddaxRx55pCjqVsTAI/ioo46qVLjvxBNPLBqrNEEQBCF7iDgWBEEoQeBt99xzz4Wq1u4ZTLXoHj162JIlS7I/wY/fmy1baPb2VLPp48ymPWU2b5LZB2+b/esLs/9k7q332Wef2RVXXJHwZGbr5S677GIPPvhg0VXkFgRBEARBqE+89957oQBebFHBbq1isahIxosvvlipzgaCgPvvv7/Q3RIEQRByBBHHgiAIJYi3337bunbtWsmi4o9//KONGzcui4IpK8y+/dJs3stmD19uNuxUs0uPMruwtdnf9zO7+DCzoSeajexhNv52s4/eM/vl57qfZcWKUJykXbt2tuqqq4b+r7baatahQ4ei2oIpCIIgCIJQn2ABvU+fPrbKKqskiNiWLVsWdXxEnwcOHJgolEfbc8897f333y901wRBEIQcQMSxIAhCiQEbCuwottxyy0SA3rRpUxs+fHjmahS2Pi6db/bwZWaDDjY7a1tb0XltW9FpNbPTVjY77f/MOq4c/s+6bmB2Xguz6zuaTXrQ7MvlGXn3oTDeddddK13DTTfdFCw4BEEQBEEQyg3YeTVu3DgRGyEQGD16dBaigDrg3z+ZffWx2afvmy1bYLZ8kdmXH5n99EOtX3333XetRYsWiX5DfF944YX1029BEAQhrxBxLAiCUELAI5gtgYcddpittNJKCd+7M8880xYtWpTZQX/+0Wz+K2Yju5v13OZ/RHFtDQK5/15mY6/LiDxevnx5UNWst956iUJ5VA9//vnnVShPEARBEISyAqpiCuDFFhXt27evuqD+47/MXnnYbPxt/2svjTb71+eZnfjjJRXHe+Rys5Fnmg1rb3bV8WZD25nd1NnsgUFmE+82++zDGuPTu+++29Zcc81E/7fYYgsVyhMEQWgAEHEsCIJQYr53PXv2DH7GnlQceOCB9sILL2Sm6ljxH7N3XjO7uatZ980rE8Md/99/28r/bf/9d6XPrGx2wb5mL9xVYXNRB1DgBZKY/jsJ/tvf/jZUEV+8eHHdr0UQBEEQBKEEAfGKj7FbeNF22mknmzNnTtUPL5pjdn4rs767mvXZxez8XSssxT58p24n/el7s9fGmg0/zaxfK7NeW5l1a2wruqwVdpyt6LSmWdf1zXo2M+vbsmKn2ZTHzb5NvTPsyy+/DIXxvP8UQT711FPD/wuCIAilCxHHgiAIJWRRMWLEiGDp4EE5xUiuueYa++abbzI76EcLzO7ub3Zmk6qKYv7vkjZmt/UyG9Xb7OrjzXpuV+Vzwb7isiPNZo6vsLyoA7DWGDZsmDVp0iRxTdtvv33YlomdhSAIgiAIQkMHBY8bNWpUyaJi1KhRqUUBT99i1ulXiQX9Ffyd+Oz9+emf8LsvzR6/xqz/PmZd1k0tDkgWEnT5nVm/P1TEhMsXpjzs1KlTK1mpUSjvzjvvzGJkBEEQhEJDxLEgCEIJAHXuxIkTg5VDrM7t1KlTKJRHwbk644dvzSaMMuvdsmqy0LtFhd/xO9PMPl5s9slSs8VzzZ4dWVEsr4ptReOKz3/9aZ27gS9ex44dE4X+8MVDsYLKJqPrEgRBEARBKBF88MEHocCxk620bt26pVbqQg5fdHDluI2/n72T2ftvpnfCH783e/QKs3O3T8+arIqwYBOz6zuYfbKkyqFZ9L/66quD/Vhc3I9YVRAEQShNiDgWBEEoASxdutTOOeechHcc2//233//oFD5+eefMzjiCrMlb1RYVHReo3JCcPrGZnf1M/vwPbP//FLZ1uKbT82eusnsvF2qJi3XnmS2YHpG2zMpBtOqVatEkrHxxhvbkCFD7LPPPsvg2gRBEARBEIofxEDnn39+JYuKHXbYwebOnVv1wwtmmF17iq1AIZysCE6XOGZBftqTZr22S60w7vCrCmXx6ZuadVy94t+pFMjd1jcbfaHZv39OWcNin332SVwPJDI2HFyrIAiCUHoQcSwIglACFhVs8yOR8CCcbYBYPGRsUfHDd2YT7zHrs1uS7cQaZkP+ajbnBbNf/p064Vg0O/jc8Vn877zZgP3Mpj5RQTDXEZ988on179/ffve73yWIcZKOcePGqSK3IAiCIAgNEsQ5m2yySSK+QyBw7733/k8UANn67msVO76uOKbCczgVkZsucfz5MrPBh6cmjU/f3OyOc8zG32724mizsdebjeheYUmW8pw7VPQtCewWQxCATYVf10YbbRSuVRAEQSg9iDgWBEEoYhB8v/TSS3bIIYcECwdPKrp06RIK5WUM7Cfu7G3Wea3KiQAeeU8ON/sudeGThMXFvElmE+6oSC68vXy/2dL5dfY5diuOV155xdq0aZO4zt/85jfhOrW9URAEQRCEhoZly5bZQQcdFBbLnWBtf+op9q+XHzN76nqzR6+s2AF26VFm5+1YsUhfnQdxusTxy/enJILDsbGv+PT9ihjw+3+Z/etzs4+XmP1jSCiWV+W8Xf7PbMywlHHfd999Z2eccUbiuijmfNhhh9nnn3+en8EUBEEQ8gYRx4IgCEWMRYsWWa9evYKfsQfeWDqMGTMm8y1/qIbfeMnssqOqKk4GHVJR5K4mb2F+9tMPZt99U5FcePv+a7OfKWiXmS/xt99+G4r/bbvttolEg0KAt912W0hABEEQBEEQGgJYMB84cKCtvvrqiZhn1113tdmvTzO7/ZwK/+GztjbrvmkFqVtd4bq6EMfsCLvmxNTHuK692Vcfp/4e/z+8Q0VBvvg7nX9lNvREs2+/SPm12bNnW7NmzSoV/LvuuutyMHqCIAhCfULEsSAIQpHi+++/DxYVW221VSLo3nzzzYP3b8qCKekC3+IX7jXr1Twp8VjdbMSZZh/9V8n8848VypP3ppvNmWg26zmz+ZMqvJFDkpD7wnWLFy8OBWHcyxlfvOOOO86mT58ekixBEARBEIRSx5NPPhnqOXh8h0Bg9OjR9m+UvsNPsxXJJG1NLV3iGPUwNSqqKIfXrRAN1ASsyJL7xHn77VNRQDkFsNu48sorK5Hj22yzjU2bNi2LkRMEQRDqGyKOBUEQihC//PKLvfrqq9a2bdtEZWqUGh07drR33303WFhkDJTB/7iqovhJJX/j9cJ2xLA9ceFss8eurih4N+hAswv3Nhuwl9nAfcwuPcLstrPMXrqvgljO8XWPHz/e9ttvv0SSscEGG9jgwYPDlk5BEARBEIRSBvHMgQceGHaReazTrl07+/prdm79WKH+zQdxDDlMAeTk7/fft2aLMrBwllm3FN/t2dxs2YIarxWLCr/OX//613byySfbDz/8kOHoCYIgCPUNEceCIAhFiKVLl1qfPn1snXXWSVhUUCzu2Wefzb4q9SdLzEb1rlAYx8H/WdtWFEKZ/mxF0tJrmwoVSseVK5KS/7bgc0fi0Xd3s5Fnms172ezfWFTkBiROl156qTVu3DhRKK9ly5b2+OOPqyK3IAiCIAglC3ZPXX755ZVUuNg5zJgxo+IDEMc3d60ogte1ceXWjT83yJw4fum+iiLIyd+9sWPthY2XzDU7fdOq5+7dsqJuRjVA6DBhwgRbb731Ete79tpr21NPPZXJ8AmCIAgFgIhjQRCEIrSouPvuu4PXr6tR2M4ImZqVRUUc/F/fsWrwT9JxfWezq46tSE5qVbisXEEgX3ui2awJFclODkCSwTZG1NZeKG+11Vaz0047zebPn5+TcwiCIAiCINQ3XnjhBdtss80SJCrxzciRI4OtQ8JObP4rZpMeNJv8cNU2/rbMiePxtwW/ZAQAidZ5VbP7L6q94zOeNeOz8XlRRV9yRPXeyFFc269fv8Q10xBDLF++vC5DJwiCIBQIIo4FQRCKDJMnT7ZDDz00YVHxm9/8xk466SSbO3dudhYVjvdeN7umXdWK2l02NOuxZWo1S03tjEZmQ9tVKI9z5EPMFkbI85122imRZJBo3XDDDfbNN9/k5ByCIAiCIAj1BWwbDjrooEoWFcccc4x99VWSTQQL8T9+l7phEZYpcUwNiylPVG54F79fy6I8FmY3da5aoK/Lr8zu+bvZv/9LetcAbNbimG7VVVe1QYMGqX6FIAhCCUDEsSAIQhHho48+sv79+9taa62VCK5btWplY8aMsZ9+ypEdxFuTza78SwoSeOWKhh0FWxn7tjK7qavZw5eZjR5odvmfzc5smpo8xveO5IHCKzlMsM4999yEXQe+eEcccYRNmTIlNwS6IAiCIAhCPQBFcd++fStZVLCzrM6F4r5anjlx/Mu/zX76oWrj/2v6zqNDzLqnsKlg1xnFk9MANmsUfI6vv0mTJiqUJwiCUAIQcSwIglAkYCvfgw8+aLvssktCjbLpppvaFVdcUVWNkg3eetVsSCri2EngRqGidyii8tkHZt98avb1J2ZL5pmNGWZ2fqvUScvAA81efyZnqmN8AF966aVQQAafY8Zj3XXXtQsuuCAQ7IIgCIIgCKWASZMm2UYbbZQgTVdaaSW75ZZb/mdRkS6+XJY5cVxX/PSj2Yv3mfXcLvU5bzmjQo1chxoWxx57bGIMiO2wIdNOMkEQhOKGiGNBEIQiwdSpUyv5+mJRceqpp9pbb72VW4Xtwplmw05JSRrjfRc8jmc9b/ZzUsVrCGGULk9ca9aredXv92hm9uQNZt9/nbOukkxcddVVCT9ACPXmzZvbAw88kDsFtiAIgiAIQp5AfYrDDz+8kkXFCSecYJ999lkGB6sn4vizD80eHGx27s5Vz4e3cd89zZa8UefDsmss9nimUN7o0aNz129BEAQh5xBxLAiCUAT44IMP7Pzzzw8BtAfTLVq0sIcffrjuapRaT/ZWhUqE4nbJyQCE8FM3VU/+QmC/N93s2pNSeN2tazb6woqkJkeAMJ8zZ461a9cuEOmMC97Pxx13nM2aNStn5xEEQRAEQcgHLr744koWDVtuuaXNnDkzM1FAvonjFf8xmz6uohbGWVumJo37tDSb9mTNFhfVgEV/BAHYj8Xx7oIFC7LvuyAIgpAXiDgWBEEoMAiiUdCipHU1CtsZL7roIvv0009zf8JPlprd2dus4+pVE4KLDzObPaGCIK4OX31i9sAgW9H1d0mJy8pmt/Y0W7Yg5+ODhceuu+6aSDIYn2uvvTa3Fh6CIAiCIAg5xGuvvVZJYcvi99ChQzMXBeSTOGZX2WNDKizJuq6TmjQe2Npsxjizn77P+DTLly+3Pffcs9KYnH322SqUJwiCUKQQcSwIglBAoDaZMWOGHX/88SFwJoBebbXV7MQTT7Q333wzP0Xg8Cx+cHCFLUVycTwsLLCyqAk/fGP21PVmPbeppDpeQUJx/Wlmi+fkvMts58TbuFGjRglfvD/96U82ceLEUHBFEARBEAShmMDiNjukvE4D7cgjj7Qvvvgi84Pmizh+7/WK+hZnNau6I81jPXabvfNaVSuzOoLYFkGA7ySjbbzxxvbKK69kdVxBEAQhPxBxLAiCUEAsW7bMBg4caOutt14ieEaFMWbMmPwRoj98a/bYNWad16uqGL6+Y+2edahMnrvV7NwdK9tVOHG8aHbOu0ySgWon9ghcc801rVevXrZo0aKcn08QBEEQBCEbYMmwxhprJOK7bbbZJtSzyAq5Jo5/+sFs/G1mA/5o1nX96o895jqzj5dkZE+RCt9++6117ty5UqE8SHUVyhMEQSg+iDgWBEEoELBgwMN4xx13TJChG2ywgQ0YMCCzgilpYgVB/8S7zXqmKHA35Dizt6bUfAAqaI8ZZtZjy8rEcYdfmd3c1Wzp/Lz0+7vvvrPrrrvOtthii0SisfXWW9s999xjP/74Y17OKQiCIAiCUFdMnjzZmjRpkohX8PS95ZZbsq9bkUvi+NsvzR653KzXdlXtyzgmggLiwnkvm333Vc02ZhmAWhVxTIcP9E033ZTTcwiCIAjZQ8SxIAhCgTBt2jRr27ZtJYuKY489NlhX/Oc//8nfiQn833jR7LKjqha467eX2eRHzH75peZK23f1tRWd10jyvlvDbFRvs0+W5KnbK+zdd9+1Dh06JBQ8K620UlCoZK3gEQRBEARByAFY/D/00EMrWVQcc8wx2VlU5Jo4/vR9sxFnmfXYIvXxKJY89nqz5YvM/p3jIs3/BST65ZdfbquuumolQcD06dPzcj5BEAQhM4g4FgRBKAA+/vhjGzx4sK277rqVqkqjQEaJnHcsW2h2e8+qPnZdNzC7/RyzD9+pnnSe8ZzZoEOqks7dm1RsZfz+67x1G/uOsWPHViqqsv7669tll12WV5W2IAiCIAhCOrjhhhuCGCAu6MsCd07qVuSCOP58WcUOsdMbpy6Ad+EBZq8/Y/bdNzlXGacqlNe6detKyuz27dtnr8wWBEEQcgYRx4IgCPUMiGE8jHffffeERcWGG25oF110UW7UKOn6HL9wj9n5uyfZTaxk1vf3Zs/cYvavzyt/Z8V/KvyPR3S3FV1+VzVp6b+v2dQnKj6X52IzkO6Mmfvi7b///jZhwgT7pSaltCAIgiAIQh6RbL/Azqhrrrkmd0RotsQxO9oeucKse6PUpDHCgHemmf1cPxZgkOnjx4+33/72t4kxW2uttWzcuHH1cn5BEAShdog4FgRBqGfMnDkzVNleZZVVQoDMFj3+/cYbb+RGjZIOOM/SeWa3dLMVnVarlDis6LSmWZ+WZnf2Nps2xmzxXLMFM80mjDK7+gSz0zetkmyE72BTQeGUvHd9hc2ePdv+8pe/JGw+8MXr2rWrvfNONUppQRAEQRCEPIKdT1iQxRYVBx98cNhlljNkSxy/OdnsrG1THwMLs4Wzc1YAL11Qp6JPnz6JMaPts88+2kkmCIJQJBBxLAiCUI8geRg0aFAli4oddtjB7r333mDDUK9ATfLyA2b9WlWxnVjRaSWz0zc2O28XswEHmP19v+B3t6LLulWTDdrgQ8ymP1tvyQbKnVtvvTV44fk4brrppjZixIhQRE8QBEEQBKE+gV9vbFHRuHFje+GFF3IrCsiGOGa32dB2VW3KglVZY7MHLzabOcFsxri6tW+ytwqjhsX222+fGDvEFdiQCYIgCIWHiGNBEIR6AmTnY489ZjvvvHPCoqJRo0Z2/vnnB4+3guDL5WaPDjE7q1lVz+KQjKxcUWk7udp2nKz03d1s/G1m39aTzcZ/sXDhwqAy9u2NKHwoRvPPf/6zXvshCIIgCEJ5Y+7cuda0adNKqtlLLrkk93UrsiGOJz9s1i2FRYXHez2aVRyn1w7pt/Oam701OevLwmoMb2isPXz8GM/58+dnfWxBEAQhO4g4FgRBqCfMmzfPTjnllIRFBTYLf/7zn23OnDn2HzznCgH8iD9ZavbEtRUEcCryuKbWd0+zZ0eaff1p3guopEoynn/++eBv7EkGJPKAAQMKR8QLgiAIglBW+OGHH4J9FoXdPB5p06aNff55Uq2IQhLHxGi3nmXW+Vd1i/Nqa/giz3s5J5f29ddfB6uPuFBely5dtJNMEAShwBBxLAiCUE++d1deeaVtsMEGiYB41113tYceeqj+LSqSAWn9zadmL95rNvhQW9Flw4okxFuUmKzo9KvQgo3FVceavfpYhdK4nkljB7YUV199tW222WZhTFFyU3SQ4oM5V/kIgiAIgiAk4cYbb6xkUUGsN2nSpPzUrciUOCZWu/iICqK3SIljMGXKlETxY9qaa65pjzzySM6OLwiCINQdIo4FQRDyDIjhsWPH2u9///uERQUex71797ZPPvmkOMaf5Oan782Wzq9QEF/XvsLX+Nxdzbo3MTt9c7Oezc0G7Gc2vIPZ83eaLVtY4ZNcINLY8eabb9rxxx+fKJTHn6eddlr4f0EQBEEQhHyBXWNNmjSppJK99NJLgz1ZXpCKOIa8xTaiJuKY3WV9ds89cdw5t8Qx4zZkyJBKBQYRWixevDhn5xAEQRDqBhHHgiAIecasWbPsuOOOSxCbWFUceeSRQVVRMIuK6vCfX8x+/N7sq+Vm779l9s40szkTK4qlzP9nxf9hSwHJjM1FEYAk45577glFBmO1z7Bhw+yrr74qdPcEQRAEQWiA+Pbbb619+/aVSM4DDjgg7DLLG776uMKLOG7Uqfj7vmYfvl3995YtMOv3h4rP9shh69nM7K1Xc15IukWLFokxxff4vPPOy+k5BEEQhPQh4lgQBCGPwN/uqquust/97neJABiCE6Izb2qUnGBFhYXFL/82++Vns3//XPH3YiO6/4tly5bZOeecY+uss07CsmLfffe1iRMn5merqCAIgiAIZY077rjDVl999UR8R8HjF198Mb9xxy+/mH32YdWGEplYrdrv/Wz2+bLU382mffGh2c8/5PQSGb/7778/UROEttFGG9nUqVNzeh5BEAQhPYg4FgRByGPxtvHjx9s+++yTsKhYb731rE+fPvlVo5QhUG7jJ9i6devEWFMor3///vbRRx8VunuCIAiCIDSw3WTNmjVLEJuojqm5UNyigNIqOIiaOx5fCudR20IQBEGoX4g4FgRByBPmzZtnJ598ckIxwVa7o446yv5/e/cBLUdZv3Fc/9I7AgZBeuiIgHRQOihdRYogEaQTgjQjkCigAgLSkRJAOoQm1QQEQlGQUEJROoEQQokYQBBR1PmfZ855x9+8mbY77+zdvff7OWcO4d69u7NT3/eZt0yYMIFWsA3QZHjnnntuUpFTgLzSSitFo0ePjisgAAAAdSkc1hBkdoiKddddN3r33XfZuIHD+YUWWijZxipPX3jhhWxjAOgwgmMAaMC0adPiISrUwtgVeJdZZpm4wKvJ8tCMV155JRoyZEgyu7kmqdHEeU8++SSbHAAA1KZhFOwQFXPNNVd0xx130CiggZ57Rx55ZNzwwm3r5ZdfPnr55ZdDfxQAoADBMQA0UNC9/fbbo9VXXz0ZNkFj7w4bNiyaPHky27vhISuuueaaaOWVV04ND6IQn5ZAAACgjhdffDEaPHhwEmRqOeaYYxiioiFvvfVWPOSb29ZqELDXXnvFZW0AQGcQHANAYC+88EK09957J0NUqCvjlltuGT366KNxsInmW3sfffTR8SQ1bsiKNdZYIxo7dizbHwAAtOXjjz+OhyCzQ1SstdZa8QS9aIYmylP5zbbw1hwW48aNY5MDQIcQHANAQGrVeuaZZ6bGZFthhRWiyy+/nCEqOljJeOyxx6KtttoqqdzNOOOM0cEHHxxNmjSpU6sBAAD6kdNPPz2aY445kvLdvPPOG915550MUdGBOSwOP/zwVCvv9dZbL3rvvfea/mgAAMExAISj1sR33XVXtM466yTDJKhVxNChQ6O3336bTd3hiWtGjRoVLb300kklY7nllouuvPLK6KOPPmJfAACAyiZOnJhMvuuW4cOH0yigg0OE2O2vIStOOeWUTn08AAxotDgGgECeeeaZaPfdd08m8VAr18022yy67777aI3SB6ZMmRLtv//+SesgtT7eeuuto0ceeaQvVgcAAPRowwANQWaHqFh77bXj8XfRuX1w2mmnpfbBkksuGQ8PBwBoFsExAATw/vvvR2eddVY0aNCgpECr1q4XXHABE6b04ZAVt9xySzxJodsnCpE1ic3UqVP7arUAAEAPueyyy6JZZpklNUTF3XffTaOADvvwww/jOUPcflDvPjUQoCcZADSL4BgAArSCuP/++6NNNtmEISq6jMa/U1BsA/1VVlklDpSZkRsAABTR3AgrrrhiaoiKgw46iCEq+shDDz0UB/duX8w222zRbbfd1lerAwADAsExAAQYd23fffeNZppppqQFxOabbx6NHz+e1ihd4Lnnnot22GGH1BAi2l8vvfRSX68aAADoUp988kl02GGHpYZHWHnllaM33nijr1dtwNJD/5EjR6aC/DXXXDOaNm1aX68aAPRbBMcAUMMHH3wQnX322dECCyyQFGAXX3zx6JxzzqE1ShcNWXHNNddEK620UrKPFltssXjyPO0/AAAA34033hi3aHVlB014PGbMGBoF9DFNOL3CCisk+0XB/lFHHdXXqwUA/RbBMQDUGKJCY9ytu+66SeF17rnnjg488MDo9ddfZ7t2EbVEOeSQQ6K55poraRW+xRZbxF0eAQAALJXjll9++aR8p95KJ554Ylz2Q983CLj55puj2WefPdk/Cy64YDRhwgR2DQA0gOAYANr0yiuvxOPcuSEqtAwePDgaMWJEdNNNN0U33HADS5dsA+2P4cOHx63B3b6aeeaZoyOOOIKQHwAAJD7++ONoyJAhybwVWjQ53s477xw/hB42bBhLH26Dgw8+ODrggAOieeaZJzVR3vbbb89EeQDQAIJjAGiDhji48MIL4yEP7DhrapGiroxq2ar/snTHNtD+mGOOOZJxjt2y7LLLxsGyxjEEAAAYN25cNOuss6bKC25IBJbu2QZZ++f666/nAAaAwAiOAaANr776atzawS+0svTWNtDYhT/+8Y/j8fIAAADOP//8Pi+fsLS3DRjrGADCIzgGgDZMnTo1OvbYY1Pjq7H03jYYNGhQdN5550Uffvgh5wEAAIief/75aLnlluvzMgpLa9tgiSWWiB5//HGOYAAIjOAYANqcmGPixInRCSecEG222WbRRhttFG288cYsPbINtL+22mqr6Mwzz4ymTJnCOQAAABKTJk2Kxo4dG912220sXb4Nbr311mjMmDFxuRwAEB7BMQAAAAAAAAAG2VW7AAAgAElEQVQgheAYAAAAAAAAAJBCcAwAAAAAAAAASCE4BgAAAAAAAACkEBwDAAAAAAAAAFIIjgEAAAAAAAAAKQTHAAAAAAAAAIAUgmMAAAAAAAAAQArBMQAAAAAAAAAgheAYAAAAAAAAAJBCcAwAAAAAAAAASCE4BgAAAAAAAACkEBwDAAAAAAAAAFIIjgEAAAAAAAAAKQTHAAAAAAAAAIAUgmMAAAAAAAAAQArBMQAAAAAAAAAgheAYAAAAAAAAAJBCcAwAAAAAAAAASCE4BgAAAAAAAACkEBwDAAAAAAAAAFIIjgEAAAAAAAAAKQTHAAAAAAAAAIAUgmMAAAAAAAAAQArBMQAAAAAAAAAgheAYAAAAAAAAAJBCcAwAAAAAAAAASCE4BgAAAAAAAACkEBwDAAAAAAAAAFIIjgEAAAAAAAAAKQTHAAAAAAAAAIAUgmMAAAAAAAAAQArBMQAAAAAAAAAgheAYAAAAAAAAAJBCcAwAAAAAAAAASCE4BgAAAAAAAACkEBwj5dVXX43++Mc/RpMnT2bLAACAAeWf//xn9Pzzz8cLAAAAMNARHA8wf/jDH6Ill1wy2mWXXTJ//9Of/jT61Kc+FQ0ePDj6xz/+Ufvztt122/jztFxwwQWV/27o0KHJ3x199NGp3w0ZMiT53QMPPBANBI8//njynXfYYYeom1x00UXJuhUtX/7yl+N9d/LJJ0dPPfVUz2+rz33uc9Hcc88drbTSSn3y+fifu+++O3WsHXjggT157FZRdP1bfPHF42Ny4YUX7rP1Q2eceuqp8b7WcsUVVwzo8zhk+UjX88985jNxOUjLf/7zn6hbnHfeeck+P+uss6KBZMqUKdHNN98c3XbbbdGf/vSn6MMPP4wGkibPd21P3Qu1vP3221F/9o1vfCPZjmokg7Caqp91Yr/1et3yhhtuSNZ/o402qvVef//736MRI0bEy3HHHZc0LHM/O/fccwOtNYBeQnA8wIwZMyauDK233nqZv3/vvfeieeaZJ37NyJEja3/el770paQC9vOf/7ylQoL7u+9///up32288cbJ7377299GA8H999+ffOc111wz6ia/+MUvknWrusw000xxJbiXt5ULFxZaaKE++Xz8jx6E2eNrttlmiz744IOeO3arKLr+zTnnnPHPZ5llllr3iHPOOSde6HnSvdxDXi2tPJTtj+dxCC+88EI0wwwzTHe+d1Nw/Mtf/jJZrxNPPDHq7/7yl79EO+20U/wgzN8vn/70p6NvfvOb0ZNPPhkNBE2d7++++2602GKLJe995513Rv2ZvX/ed999fb06/U5T9bMQ+62sbNPrdcsLL7wwWX81Iqj7oM69l+6LomuD+9nKK68caK0B9BKC4wFATwaPOeaY6KWXXkoFx2pRfP3110ff+c534sKjc+yxxyYBybPPPlvrswmOw+jmMNKGb6rMqSWuXeaff/44yMoK4X7yk58EXx+C44FF166s4+vSSy/tuWO3G4Ljr3/968n733LLLQHWGE3ob8FxnfM4dCj7f//3f9F2220X7bffftF///vfqFsMpOB46tSp0Re/+MXSB3m6bv/mN7+J+rumzvcdd9wxtT0JjtFfg+Oysg3B8f8QHAPIQnDcz6nSY1sTfPazn00K23PNNVdmQdS2Ot5kk026Lji+9tproxNOOCFeJk2aFA0Eb7zxRvKdr7zyyqib2PCtqHuUKoJ60m/DgVlnnTX+eS9uq7wWx928r/ojtf7NChQ23XTTnjt2qyi6/hEcDxz9LTiucx6H8IMf/CC3zNEtBkpwrEYNGjLEhsNf/epXo0MOOSTuNm0DIC0qr6obdX/WxPl+8cUXT3e+ERyjjqbqZ50Ijnu9bhmyxbF6eyg7WHTRRaNlllkm/tlDDz0U/7+WrbbaKtBaA+glBMf9nLpZnnHGGXGhW61o/ELiAgssEO2zzz7RhAkTcitRt99+e1cFx+guVcM3RwU2ewxq3MJelBcco7PWXnvt5Fhaf/31U60G1WpiIB27BMcDR38LjuucxyFoPGX3mboudKOBEhxfddVVyffUffaSSy6Z7jUa69gOLXL66adH/Vno810TP84+++wEx+gJnQiOe13I4BgAshAcDyDqzmdDDw2g/69//Svztc8991zyOt2weyU4/uijj+Llk08+SX6mf2vCsssuuyye/Ea/z/Lxxx8nf//vf/87tyVM2Ws0I7t7TVE315dffjkOntSda9q0aVEImjDm4Ycfjlu6avKcO+64I3r99dejJrUavumYU2tN9zdVJvlpYltVpZYHmrTJb9EUKjhu97uF2Nd6j9///vdxSwuNFVmlW7Y7tu21Q8Pg6Ppy+eWXx5OKZE2sqa7o+o76rIkTJ0YhaCgddxwpRNA+cuGplpNOOqnPj90y2na/+93vokcffbT2eK5ZwfHf/va3+P21rhqq6M033yy8bm222WbJ99O+0s/0uzrqnL/6Wzc2oY4vPeSsM3GrO36rLvacsNf2IlVfV4W+q1r6aEIg3aPaDZJa3Qd17qWdPo9D7BcbHJ955pmVrp0PPvhgdM8998TbtlV//etf42GVtC1V4dd+efrppwuvwXnBscprv/71r+NF50deua5Xjo3tt98++Z4//OEPc1+37777Jq/bY489WvoMbeese1nR6+z3bWpbhDrfy84DTfia1cK/3RbH2ob+uaV/6xjXcDMK6rLOE21fHfeu7NDqcdPqsZsVQOq+q3ukWmDrnvfKK68UvkfWPtcEgyqLFQ3P0Gp5S+/vb1P1CNU+0rle9EAtdJm5zrrk0XVewyVq4ke9h/ZH3v6vs9+aKNuEKLeF3kdNBMeaLHPs2LHxPVHvP378+MrnaKt1lG69Jte919eta3WiDAZURXA8QOgGrxuJbiiLLLJI0vq4qGXNuuuum9yEVCjqluB4m222icMbLXfddVfyc12U3d/svffe8aywu+22WzzBji0Yq2KqAsT777+fel8N9u9ec/LJJ0+3TuqWri6T7jUaNzrLcsstl7zGb8mtisDBBx+cDAXiFr2vPj+vgqxKhPvOWQGXbrJqcTPffPNlVga073Xjy6PxHFdcccV4OeWUU6JWtBq+6cZnwzfdSLM0ta2q0GdrfMvPf/7z021HtdDXsZMXHFf5/Ha/W4h9LaqY6tz0eyHMO++80bbbbhtPFJXFnmPqqvbWW29FW2+99XTroG3iWnQo1FhttdVS544WjSGsQLCO4cOHp9ZHdM5XncCjqWO3yvsoENEYynab6Fo1bNiwuDC4/PLLR1/4wheir33ta5Wuf35wrMrMDjvskByndtG13Q/vbddwf1l99dVb/o51jnHRPWfLLbfMXB99pwMOOCAVrFShSkzed8xbbJCyxhprJD8vmnXdhjJ//vOfo3aMGzcu/rwZZ5wxeS/t1w033DB+SFMlSGp3H9S9l3b6PK6zX7bYYovUOe0W/WyOOeaYbnI8Vdr0ef55pWuczsdRo0bF562WrBBOFc/vfe970cwzz5x5vA0ePDgOiLMqln5wrFa3uo5mrbvuEUWV024+Nmy5UedsntNOO63tIU3Uk879bdGQbLfeemvyum9/+9uNbYsQ53tVhx9+ePJeQ4cOjXskZl3vWqHt797jkUceiS666KJo0KBB0x1b2oYu7NAE3P7xp22l8n/Rtb3OvcUPIFXW99/H9ca86aabCh9yaXLGd955J1Vf0bEbqryliSHda5966qlo9OjRqXKfP7Z33XtukarrUlQ+cXR86DqXdf3TMaPz2r/u1tlvVcs2Zetep9zWiX0UMjh+5plnolVWWSVzm2n+I12P8sLdduso3XZNrnuvD1XX6kQZDKiK4HiA+O53v5vc4HShOuKII+L/VyFVT/uzHHXUUcnFSWM+dfvkeHZSNFUGdXHPKyy48MQ+KdaN3/1OYZhPT8bt36tA79PTVPd73TRt4UdPqMvWSYsmK/QLzWUTvtmWN3mLbjDnn39+5vbWGFbudRqmpBWthm966mzXK2sCxia3VRm1jN1ggw0KP9cGFX5wXPb5db5b3X2tIEEFbls5zVo0Fvq999473d/b76ZCpX1I4i/qBqtWJH4h2y4qoKvC3A61+Ne2d+91zTXXxD9XmGI/Q0/3O3nsVmnBUXZ86dri/q0JolqdHE+LfRCWtWiMe30fRxWevNeuuuqqLX3Huse47kkK7cr+XkGgxuKrSpWVsvf0F/twwwaPRd1lbYVLlexWXX311XHlLG+dVJGxFe+sICnUNbSde2mnz+M6+8UOi5G12Hu4rmd5k2Vq0XXVPnC/4YYbUp+vB23uAX7ZohbQRcGxKqtZw4/ZRSF8Vs+obj82FOYoQNKiYC7Pnnvu2faQZjZ8KLr2K4SyQWET2yLE+V6VAg73EHeFFVaIw64QwbG9L+28886F20H1EbUQL3qNQrys1oR17y12Pe33zlq0T3ScWHrgZMMtv+W2DY7rlrcUirnXqM7mP3y3wXHd7VKm6rqUTTCnydqLjvW8yYfr7LeqZZuida9bbuvEPgoVHKs1qx9QZi061jWnS6g6Sjddk+ve60PWtZougwGtIDgeIBQQqHLmumDqpqSb6S677JL7pErdU+wNsZeCY7uo26O+tz7fL+TZrub2++ppsP/E+6CDDkr9rW4q/s1dN1x787dPYG04q4KNWnqoC59a+NqumVo233zzymGktoH7nSqS2l5XXHFFXIHW2IC2sqx1njx5cp8Ex6oE3Hjjjalwy39a3PS2qkKVAfv+KqRqQh49PLHHXjvBcd3vVndf63Ps++t80OfquNV+t6GGCjx+gSbrHFPLuf333z8+l1Rg9CsU7r1UUVQrObVuty382mnNKgr03HvMPffcyfAF2sZ6mu9+p9ZVnTp2q/D3sa6RqoiNGDEiPl78bdducGwLndo3qlQoaLFhkyY/cdcwHT/aHksttVTy+1133TX+mboRV1X3GBcdE+73ai30s5/9LB4uRq3Yta1sxVPX5arU2lOtsPMWHZt+5cYGlp0IjvW+9hzSsazzSnMV6Lu6CW7t4gdJIa+h7dxLO30e19kvCqp1jNuHgSp/6Ge2941aH9n9onVVpVX3BZ1XWePF+pXJb33rW8nv9HptRwV1eqChc8wPsf0HUzY4douOhyOPPDK+D6gVmHoN2d9r0sFePTaK6N5kr3etXKOaCCna3RYhzveq1GtuwQUXTPa76xEXOjh2i7778ccfH9/3/ePS3t9+/OMfx+f3sssum/qdHh6FvrdkracegGtfKSw67LDDUuUT9TqzLfdtcOzfK3SvskOm1C1v2bDWb1WrsoJrtRliu5Spui5F5RMdb7b8scQSS8T7XaGzjmnbMlivU2vNEPutatmmaN3rlts6sY9CBMfq6WVb2OrhklpBa1gOvf/uu++eul7pnhaqjtIt1+QQ9/om6lqtfg+gCQTHA4g/XqO6PhTR2JjuBqILWztPs2xw7G6WVRb7N+0Gx7rYqzuVpe9sL7bqCu2owmqfsj7xxBOpv1VBwL+I+xf7IUOGJL/TzdJRtx33c3Ut9YewEN0M7HvbluBFYaSdyFBdWXxqcWSDGI0V6lPwp22hRV0MW2HDN91Q9eTTLuuss05c+FALRz/Qymot2OS2KqMxo+z7Zk1ApJt/u8Fx3e9WZ1/r2F944YWT36mrv9+iRy3ibAXPLxT655hahKlLm6XClX2NKvd+a0H7kEaLWnm3ascdd8y9Ruj/7f7xHwI1deyWsd3PtJx99tmp32s9jz766GDBsQr6vuuuuy7VCsIfmqbuBDJ1j3FVJGzFQ5M4FVUcVHENReeEXS9/rNtOBMd2HEadi2qlZGkcR7/rrR8khbyGtnMv7fR5HGK/2DGOsyZjs/tFAYT/wF2Bkg0msiqTtuu+rgU+XY/XWmut5DUKRIqCY73Wb/GlcpsNAhUUanzFXjw2LAVTenine7KOGTvUh67VecdGniZCina2RYjzvSq1QM8ajq2J4FhlFdvaXWO4utDaLXvttVeqDKJ9uN5666Xew6p77Gatp0J6v8u9ekHZ1zz22GOFwbECfn+s0RDlLT+s1YNelVF9IbZLmarrUlQ+URhqe0zoQYal8YZty3o7vnnd/ValbJO37iHKbZ3YRyGCY3uNUF1CY/H79P3tetptWaeO0o3X5Hbu9U3UtTp1nwXKEByjkH0qVjR2YNXguJ2l3eBYLTay2JuzKpKWHa/V/r26S2a1pPTHOdb40S7wcF0sVZGzLafULTGPWr251x1yyCGVwkjbQjZrbGZRiK2CjJZWxzAuY8O3VhYVPvxutE1vq1YKTeoqmccWLKoGxyG+W519rVab7m9VEc0bn0wtDtzrFDDagNQ/x7IqsBoKx74maz31AMs+tW91yAdVQm1w4IdFah1h1yGvMhzy2G11HEjt4zy2BUu7wbF6k+TRGKt548fWCY5DHONqWWx7fmQdp6qofeUrX4m3ja7hWV2aW/WrX/0qtY81lrmv6eBYYz/addDEO1UecNnzMPQ1tN17aSfP46aDYxsc6MG2H0hkjdHoVyZVUXQ/V8uzPD/60Y9yhwizwbFaOOaNn62W9bZlnwLXXjs2iu65dlEX3na6dTcRUrS6LUKc71XZddA9xDYiCR0cqyVp1j5RLzz3GoXIWY1R1LrRvUbj6johjl1/PVW/yWtAY8N6TWCWFxznDZESorxlw1pdJ/2HCiG3S5kq69JK+Jo3D4daTWaVn+vutzrBcd1yW6f2Ud3gWC287T7KemifVYZ08xLUraN0wzU5xL2+ibpWp+6zQBmCYxSyFTKN8VsnOFZFR0FAlcWGtO0ExwpQ8mbLVcXSvW7RRRfNDQ/sE0BVvGxYnDWEhw3M1FIxq9CvwnIRtfZ1r1166aUrhaG2VZZaTGsMMRVUOsUP37L2Z96YZjo+7GzMTW+rIgoCbUtMTXKXx4ZbVYPjEN+tzr62FW/9XRH3AESLZkTO+m7qjZBVINJEnFVaTdiHUkUTIGWx56nex58ESvvStu7TmIpNH7tV2MqD36PBUiE0qwLSSnBcNKGpAgp7rQwVHIc4xm2LY9e6O6/wHorOZ92f3GdqLMOsY7vp4PjYY49N/i5vch1HwXlWkBT6GtruvbST53HTwbEqbbaraBHbM8lvcazWwbpmKDDP8tprr6VaYxUFx0UBhv8Q3FXOe+nYqBoca1HwqftOK0KHFO1sixDnexXq8ePG69Q9yB/CKnRwrKEnstjWiH4LO0fnnnuN7kVOiGPXX0/N45LHTsx68cUX5wbHeWWAEOUtG9ZqgqwsobZLmSrrUlQ+sS1udU3Po94RuharlaYeooXab3WC47rltk7to7rBsd1H2hZF7rnnnuS1aiUeoo7SDdfkEPf60HWtTt5ngTIExyhkuxZlDXHQrWMcF7XoUWucvNBP3QKzukBrFlz380mTJiXdqew4x7pBuNdorEFH3U1toeHUU0/NXWzBWoFVlTBU48D5raF1w9ZTYLXeKCrohFBlnFgFAGqhoHX1x/LSuKKd2lZFJk6cmPydQqSiFqV6Mpx3DOV9fojvVmdfq2uh+xu1Fij6/CWXXDJ5rcYozPpuKvBkUUsQu355LUPUKqlKSJ/FjkeqVkmqzPmLrUBoojXbXbuJY7eMwiL3dxr6wg/JLPsQqp3gWK0N81o5iFro2nHsbJfROsFxiGPc3792PENVJjXURlb3yXZp39pxRHVc5k3I1XRwrPED83qz+GzQaYOk0NfQdu+lnTyPmw6O7cS5ZT12bKtKPzi215Tx48fH+00hiP5Gwy34YycWBccjR44sXA9NLuVeq/Om144Nnx4eaSxUjdl86KGHph4oVAlemw4p2tkWIc73MhpCQcMtub+99tprp3tN6OA4b7gzNym3PwxB3tigdp+GurfY9Rw1alSlIXTs9rbBscbRbbK8ZcPavImtQ22XMlXWpah8YueIUbDWqrr7rd3gOES5rVP7qG5wrDGX8+49PrtdVJZ0wWadOko3XJND3OtD17U6eZ8FyhAco5CdHVmtI3olOFYlrN0LrZ2B143f6iqcusj7s8a6cY5tFyMNrp/V9bTVxYU/ZWGoWm7ZFnP+ou+pySNef/31KLSqE4xZqizb9XOtIzuxrfLYbtG68ZdxE3FUDY5DfLd297Uqj1lDrVRZbOuOKueYDY5VoMxjWxy3Ehzb7l2tLFmTJ4U8dsvYbsllLUk03nqd4FjjB5axY7DZFr11guNQx7iCbBvy+YuCcfX2UJfPoopcGY1dZ0MVbb+i/Vk1oLT3vVaCYzu+pz++bdGxayvIoa+hde6lnTqPQ+yXouDYDmFkWwVlsRV/PzjWtXH48OHTjZmetxQFx1njl1sKV/xhl3rl2KhC6+OPu6prbFVVQwqF1VVCina2RYjzvYzmr3B/pzk4soQOjvPewwbHtnFFXotjGxyHurfY9dSk4XWCY3+Yp9DlLXt8u+FmfKG2S5kq61JUPrEPAFU+bVXd/dZucByi3NapfVQ3ONb5ljVHTx7b+MAOXdJufbQbrsl17/WdrGsVfQ+gKQTHqBwcZ00U1q3BcdFNp+xCqxua+71aEevJqhsv0K2LWm3YliIKL+abb77MWZhtyNzKohuvm2G+ShiqFrOqlNogxF/UijpvbLJ2tRO++WNGa2b7Tm6rLHafVil0tRoch/hu7e7rN998s63P1qJJP7K+W96+bjo4tpXPVhYNedDksVvGdu3zw2Cfur/WCY6rdFmbf/75k/fR8RQiOA55jKtVps7JbbfdNnMW63bHAbTjJNvKrK7xqrgUqRpQ2lYkrQTH9nzOmqCtSpAU+hpa517aqfM4xH4pCo5tsJbXitjRhF9Zr9W2zZrzQdcSlRm0nRUw2AfQRcGx3w27aAIjtWztpWOjKlXSNWlQ3mSWRaqGFJdddlmlkKKdbRHifC+jibjseJsaRs1f7KTQat3mfq6H6VXZ+1LeOVgnOA51b6mynnWD41DlrSphbch7bpPBcdkE3WXq7rd2g+MQ5bZO7aO6wbHtAeSPD+1Tzx+7rv7wS+3UR7vhmlz3Xt/JulbR9wCaQnCMyk8gyyoq/SU4tuPXaoIp3UD9p7A2PFLLN7Uwdq/Zc889cwv8+l7taDUM1ZNctcxSCxPdnO3NqWpAVlU74ZvY9XIPJfpiWzm2ZYG6RBfR/s87hvI+P8R3a3df60GGrRxqzMN29HVwrCEW7MzsqggoOMxb7DifWheNMdrUsVvGXncU2haxE2+0ExwraC1qiavhddz1yx+WpU5w3NQxrlY3mrTkuOOOi1tf+C06dFy26vDDD0+9h9a9TNWAUmNjtxMc29YuZd0kbbdSW0EOfQ1totIS+jwOsV+KgmONrex+p0C2auXbVjz9ngq6Xqts4Y//aF9XFByXHa9HHnnkdMMg9MKxoVBKIZMWtegqY8f+zRv+IEvVkMKO+xk6pAhxvrcSHIdo3d9XwXGoe0snguNQ5a0qYW1T99x21qWofKIxrd3PdR/vleA4RLmtU/uobnBs93FZuK+J89xrdV8NUR/thmty3Xt9J+taRd8DaArBMQqttdZayUWprDVWfwmONVaTC2DUnVsV16yJMFZdddVknGM7i6o/iaDtVqNhMIpolml189Niu4/nhZEKgNzr7fAYfuhixztUqKTWdqG0E75pCBBbeHBdgprcVmX8Sd1efPHF3NdqeJK8Yyjv8+t+t7r72p6Lo0ePLvx8FXbcZ9lJh/o6ONb4abaFqB8g+fT03/UW0KLgpaljt0pYZrvvvfvuu7mvtdeTdifHKxpL7oEHHkhe54bfCREchzh/tX2zjj3rueeeS7UebbU3jA0niiZd89mAcsyYMaXjHLYaHNuuj7vuumvha/XAMquCHPoa2kSlJfR5HGK/FAXH9pqq+Q6KznE3CZmtTPqVTD20yGND8qLguGziHju7vVpo9cqxYcevLBrb0dGDpLotjlXOrTKOZeiQIsT5XkbfTffaosVOCqyec+7nrVz/mw6OQxy7VdezbnAcqrxVJawNtV2aDo7tgyz1ZM2j67TOEfXC0HW9r4PjEOW2Tu2jusGxfWi53377Fb7Wzumz2mqrBamjdMM1OcS9vlN1raLvATSF4BiFNKaTuyg9/PDDAyI49j/fdYX0KzG2xZobtkAFcI2bWRQ0FW1HW7iyT6bzwkhN1Od+rie5eRO66SmoJlpwr211BvIi7YRvfjdlN65ok9uqCtsKrmgcNhVW8o6hvM+v+93q7mtboLazlWdN/GfH4LRPzPs6OLbduKtOsGIr3Bo3t6ljtwobduZNPqKKib3uthsc77PPPrnrsdtuuyWv079DBcchzt899tijUhBkK2maeKcqzXA+88wzJ3+79tprJxOcltlggw1KW3yq1WO7wbEm/nJ/p3XUuZhF56T9DFtBDn0NbaLSEvo8DrFfioJj2zVWEylmTdAnaqVlP8NWJu25edddd+VWqu3rioJjVbjzHm7q565VvgJ3hTG9cmzooZD7O32Hoge4b731Vqp1V1Gg5Bs3blyqh1HWw3S1lJt33nkbCylCnO8h2Gt+iDGOmwiOQxy7VdczRHAcorxVJawNtV2aDo7VW9P9XIFb3gS36rHpXqf7RF8HxyHKbZ3aR3WDY3vu6T7k12UtO6SDekOEqKN0wzU5xL2+U3Wtou8BNIXgGIVPPt3g93ri2k7Y2KvBsQoc9qagReNUWWrZ5L8m73M33XTT5DWq5GbdjCZMmJAE0P7s10VhqO364wdJjp5cF038ptldVajXkvceeaqGbyoEqAKr7kpFs6E3ua3KqFBoC07qHu/TU3Hb+q1qcBziu9XZ17aVaV4PAj1Ft121ND5Z3nfrdHCs4UFsYdO1oitjW0Zoefrppxs7dstoglHbsuvRRx9N/V4FbTs8kF8BaSU41nLVVVdltuhzLcwUzPjBtx33V9uuVXWPcVsg1zibeZUPjX1cdaIw57XXXosGDRqU/J0mEVRr1t3rN6wAAAuQSURBVHbG/Ne57Y8/qHPKH0ajleBYFTV7ju+0007TTY6j7alj1X6GX0EOeQ0NXWlp4jwOsV+KgmOFHHZMcJVJdK20VOm1LTf9yuTgwYOTn2vyoKx9v/nmm6f+vig41qLylcb5LTo+VIntlWNDtF3trPT6jKyyp8qntlV1WdBRFFD7+0p03tnWzE2EFKHO94EQHIc4dquuZ4jgOER5q2pYG2K7NB0c6+GsPa817rofDGpcXHsNtff1EMFxWdkmb91DlNs6sY/qBse6ptrGM7rPZYW3toym/fXqq68GqaN0wzU5xL2+U3Wtou/h9qer12txD5CBOgiOkcuO9auni+3o1eB48uTJqQt/1iRYuvHbCrCWk08+OfP9nn322dSNRgVOhTqqvGq91T3GtoLTbNv2ZlUURtpZs/UkX+ugMEiVEt3A1DLPjnN3wAEHTLd+ak3tfl9lXEHLhm/aHuqK5S/LLrtsqluPW9QdTU/jO7Wtyihw0MRi7u9ViNP2U0FB23LEiBGpmYSzjqGiz6/73erua1tQUfityZg0+YfeQ4VUOzSNghaN2dYtwfFZZ52VvF6tzFQoqmLq1KmpfWbHwQx97FY5vmzrFR1fCqxUEN97772jJZZYYrrPqRMc6/0VqqlCoeNMw+7Ybpcad7CoZabOBYVVZROlhDzGVQmxlSf9XseoAl4Fv2q5pG769jywFZciCqL9fahxRosWO7a//m3/fv3114/3ncbCUwXGtn5sJzgWhYr277W/9Z3V9fPqq69ODcuQV0EOeQ0NHQ42cR6H2C9FwXHWw2RdKxXsqlyjANNuz6zKpO1eq/VRRU6t38eOHRtPimNbq7lFQYf2uwsT/eDYTXimLsYaIkst9O3xoWu4P8ZiNx8bjtbHfkddh48//vh4iBPdk3Td1rlrX3PRRRe19Blq9WaDLF1HdD/UWJzqTbbiiitOt61DhxShzveBEhzXPXarrmeI4DhEeatqWBtiuzQdHIvOLXsc67jTg0Oto+4LNnRUWcg+MAoRHJeVbfLWPUS5rRP7yAbHWlQXqLJst912ufc53YO0v1XWveOOO+Jz2D6E1QRxVp06Srdck+ve6ztV1yr7Hn6O0c5wo4CP4BiVugKr0D6QgmPRjd1edN9+++3C7jpaioIkFYxsaJO3qEWcLvhVw0h1kbJPiYuWpZZaarrJeEIGx60s6qKctU2b3FZVqBuxnak9a1lkkUWSwk8rwXHd71Z3X6trr7p5l/2tCjIqyPr6Mji2Feiy8SB9trWHWpm6VhRNHLtlFBZp7PSi99f3y6ucVgmOVbDVcVn0GTo2s76DggP/tRrPvRV1jnG/5X/ZUjaBSd2Jouz1UMe2nYwr7zup0tducKzKoipyZetlz4esICnUNTR0ONjEeRxiv5QFx/os2406a9E2UGidFbCoNZ3/YMdfNMmQJrLzf+66Ntvg2AYZWYv2/ahRozK3Y7ceGzZAsD0KyhZNYtwOVfb9lmP+Yif1aiKkCHW+D4TgOMS9pZPBcd3yVtWwNsR26URwrGuogsKydVT5JfTY1FXKNkXrXrfc1ol95AfHVRe14rWtp+01r2hRDxl/yJG6dZRuuCbXvdd3qq5V9j0IjtEEgmPksl1CWq38OrawW2XW+qxCij9EhO3OqSegzoMPPlhp3EQ7DpOeOufRE0L3Oj3pzGK7MFXpGjR+/PjMlkWusKTxPbV+Pvvd1Gou6+ZhZ+jOWtTiKa8wom4yVSbuyZLVCiprUWijgtmwYcPiJ8hlE/Q1ta2q0IzBWU+3tSh8UAjgCgX+MVTl89v9biH2tSZ/1D72u27bc8fvitfKOaau024oD32XPLbrdt7nOWpRatcxbwKsPApQ7N9r+zd57JZRSxpVoBR+2VYsGm9Xw8a89NJLyc8ViFW5/okb+02VFrVwUUs9/7to36hLtN/F3XYptV062wmO6x7j2r4nnXRSZssOt6gSp33RirIwPWvxr4cKKTWBmR2uxi0KYNTdUt1w3c9abZXugjMFK1mfodaqp512WmrCHdsqOvQ1NMS9tOnzOMR+0UQ47ndq8ZlHLYTVWsj2QtB3VwVW9wU7frh6bfmVwaz9oYqyui+78Xy1zbOC4zPOOCP5mSrYamns93rSopZ7ZQFgtx0bWeeAghbb+8Bf1DrNb+nVKrXCsmNm2vEtTz/99FTF3B/2I9S2CHW+t2ubbbZJ3lut4tph70sK2crGb80bK9aOhavzOfS9pcp6+j0E7Pa23endpGBF6pS39ECklfkG6myXMlXXpah84lx66aWpsV3ton2eNW9E3f1WpWxTtu51ym2d2Ef+pL9Vl6wexeoJkdXTTouuUzqX88rBdeso3XBNrnuv70Rdq+x7aNLhOuUtIAvBMTJp/EB3sVHXDISjFiZPPPFEXKhR1ym15lYAoq64dekmpPdSoK0uQ6qMXHnllXEriV7U5LYqoyfv6i6qFo2qoKuCqhtxt3y3uvtarU1VkFBPABUC9T2LCuRohibIUMhrx/LVfshrUdEKBRIq0CqA0YM7taavOg7olClT4jG+VdEpmkm8yWN82rRpcVdSdeVXhe3QQw+Nj1O1BlJQ2Jc0xIKCQE1wpVBHD5tC03bS99cQOaowKUD0x0Dt5mtof90vbrvqvPUnNLPj7mY9cFe3Z1VI9dBK+0LDIPnHst5bFUcNP6FzsGifa7IghW16LwUHWied9/3l2NC1R9tADw1GjhwZ3+80hIPuf1UntSyj7aXQfvTo0fGQF+pSXXUIlW473weKXjh2+6K81SvbRaGjHt5pqAoN+aCgtuqQU3WFKNvUKbf1yj5SUK7W3XpgqcnCdU996KGHcieMC1lH6ZZrcp17vUNdC/0JwTEy2W6brcxUDQDIpsDz/PPPjxe1WMij1rbu+quwFEDfUcXPnbfXXXdd7usUImg2eDdMT7uhBACgO1BuGzi41wPFCI4xHT1Vm3322Uu7SAAAqrNj4GnSuiya+diOxXvvvfeyiYE+pJZP7nxUt9O84Uc0HrZ73YYbbtjx9QQAhEW5beDgXg8UIzhG7jhkGjtP3TMAAPWpW6YLltQiUROQuslFNFaZWjPaGbo1jnbd8ZQB1Gcno9PcDRpKQl1YNfSE/m3HSFa4rGEmAAC9jXLbwMK9HshHcIzpxpR0kxZocjgAQBgKmTQRSdakKP7PNMHdO++8w6YHuoDGnp1hhhlS56ge/mixP1NorCEtAAC9j3LbwMK9HshHcIwUDdLvZufs68mHAKC/0eR0GqbCD6Fs8KRZuv2JOAD0LbUitj0C/GXOOeeMzj33XHYTAPQjlNsGFu71QDaCY0w3i6pmtnXdpwEA4WloCs1SraGB9thjj3i29TvvvJMJtYAupgnwbr/99ujEE0+MZ4ofOnRodMkll8QzxTOsDAD0X5TbBg7u9cD0CI4BAAAAAAAAACkExwAAAAAAAACAFIJjAAAAAAAAAEAKwTEAAAAAAAAAIIXgGAAAAAAAAACQQnAMAAAAAAAAAEghOAYAAAAAAAAApBAcAwAAAAAAAABSCI4BAAAAAAAAACkExwAAAAAAAACAFIJjAAAAAAAAAEAKwTEAAAAAAAAAIIXgGAAAAAAAAACQQnAMAAAAAAAAACA4BgAAAAAAAADko8UxAAAAAAAAACCF4BgAAAAAAAAAkEJwDAAAAAAAAABIITgGAAAAAAAAAKQQHAMAAAAAAAAAUgiOAQAAAAAAAAApBMcAAAAAAAAAgBSCYwAAAAAAAABACsExAAAAAAAAACCF4BgAAAAAAAAAkEJwDAAAAAAAAABIITgGAAAAAAAAAKQQHAMAAAAAAAAAUgiOAQAAAAAAAAApBMcAAAAAAAAAgBSCYwAAAAAAAABACsExAAAAAAAAACCF4BgAAAAAAAAAkEJwDAAAAAAAAABIITgGAAAAAAAAAKQQHAMAAAAAAAAAUgiOAQAAAAAAAACR9f96SPxihPjpVAAAAABJRU5ErkJggg==","https://editor.mnweg.org/uploads/images/Quintenzirkel-20Violin-20LSG_c6fd9492-be8b-4b4f-a8ba-ecbd4192d52a.png?width=1995":"data:image/png;base64,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"},"translations":{"editor.tile.task":"Aufgabenstellung","math.subtractionSign":"−","math.additionSign":"+","editor.tile.abcNotation":"ABC Notation","editor.tile.cloze":"Lückentext","editor.tile.text":"Informationstext","editor.tile.line":"Linie/Pfeil","editor.tile.image":"Bild","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern {shortcut}","digital.toolbar.zoomOut":"Verkleinern {shortcut}","digital.toolbar.markRightWrong":"Richtige und Falsche anzeigen","digital.toolbar.showSolution":"Lösungen anzeigen","digital.toolbar.scrollNextTask":"Scrollen zur nächsten Aufgabe","digital.toolbar.shareSolution":"Lösung teilen","digital.toolbar.copySolutionUrl":"Lösungs-URL kopieren","digital.toolbar.downloadSolution":"Lösung herunterladen","digital.solution.headline":"Bearbeitetes Dokument","digital.solution.studentId":"Stimmt diese Nummer nicht mit der im Dateinamen überein? Dann handelt es sich womöglich um eine Kopie eines bereits bearbeiteten Arbeitsblattes.
Mehr erfahren.","digital.toolbar.clearInput":"Eingaben löschen","digital.toolbar.clearInputAndSelectTile":"Eingaben löschen (wählen Sie einen Baustein)","digital.toolbar.infoTile":"Baustein-Information","digital.toolbar.infoTileAndSelectTile":"Baustein-Information (wählen Sie einen Baustein)","tile.digital.explanation.fallback.passive":"Du kannst hier nichts weiter tun.","tile.digital.explanation.fallback":"Tippe oder klicke – sofern vorhanden – auf die Lücken, um diese auszufüllen.","tile.digital.overflowMessage":"Text zu lang, bitte kürzen!","tile.allocateWords.digital.explanation":"Tippe oder klicke auf eine Lücke, wähle aus dem Dropdown aus bzw. gib die Wörter ein.","tile.paper.digital.explanation":"Gib einen Text ein.","tile.paper.digital.nonLined.explanation":"Hier kannst du leider nicht schreiben. Eingaben sind nur auf einfacher Lineatur möglich.","tile.multipleChoice.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.multipleChoiceTable.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.pairOfTask.lines.digital.explanation":"Um ein Paar zu bilden, tippe oder klicke auf einen Partner und tippe dann auf den dazugehörigen Partner auf der anderen Seite. Um ein Paar zu löschen, tippe auf einen der verbundenen Partner.","tile.pairOfTask.number.digital.explanation":"Um ein Paar zu bilden, klicke auf den rechten Partner und gib die Nummer des dazugehörigen Partners auf der linken Seite ein.","tile.sortTask.digital.explanation":"Tippe oder klicke auf die jeweilige Lücke links und gib eine Zahl ein, die die Reihenfolge kenzeichnet.","tile.wordSearchPuzzle.digital.explanation":"Tippe einzeln auf die jeweiligen Buchstaben, die zu einem Lösungswort gehören. Wenn du mit einer Maus bzw. am Computer bist, kannst du mehrere Buchstaben gleichzeitig markieren. Erneutes tippen oder klicken löscht die Markierung wieder.","tile.crosswordPuzzle.digital.explanation":"Tippe oder klicke auf das auszufüllende Feld und gib den Lösungsbuchstaben ein.","tile.mathplot.digital.explanation":"Hier kannst du aktuell leider noch nichts ausfüllen, eingeben oder einzeichnen.","tile.signature.digital.explanation":"Hier kannst du aktuell noch nichts ausfüllen oder eingeben.","tile.qrcode.digital.explanation":"Tippe oder klicke den Code an, um den Link dahinter aufzurufen bzw. den Inhalt anzuzeigen.","digital.solution.filename":"Lösung","digital.solution.text":"Lösung","digital.noScriptHint":"
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
\nWenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen.\n Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
\nEinige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
\nFür Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesem Weg kann das digitale Arbeitsblatt leider nicht anzeigt werden.
\nDas kann daran liegen, dass Sie es von einem iPad aus öffnen oder es in der Vorschau von anderen Programmen sehen, die unsere digitalen Arbeitsblätter nicht öffnen wollen.
\nWas kann man tun?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf MNW.
\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim Materialnetzwerk eG-Support oder lesen Sie Details zur Sache auf https://mnweg.org/faqs
\nViele Grüße
\nIhr MNW-Team
"},"config":{"worksheetFormats":{"a4Portrait":{"code":"a4Portrait","name":"A4 (Hochformat)","grids":[{"id":"main","gutter":1,"columnCount":12,"columnWidth":13.25}],"gridGutter":0,"height":297,"width":210,"paddingTop":10,"paddingLeft":20,"paddingRight":20,"paddingBottom":10,"bindingPosition":"left","headerHeight":26,"headerMarginBottom":4,"footerHeight":12,"footerMarginTop":4,"logoMarginTop":6,"logoMarginLeft":6,"logoMaxWidth":20,"logoMaxHeight":20}},"defaultWorksheetFormat":"a4Portrait","fontDimensions":{"small":{"sizePx":12,"lineHeightPx":16,"label":"9","breakpointSize":"small"},"medium":{"sizePx":14,"lineHeightPx":18,"label":"10½","breakpointSize":"medium","isDefault":true},"large":{"sizePx":16,"lineHeightPx":22,"label":"12","breakpointSize":"large"},"extra-large":{"sizePx":21,"oldFloatSizePx":21.333333333333332,"lineHeightPx":29,"label":"15¾","breakpointSize":"extra-large"}}},"worksheet":{"name":"LÖSUNG: Teste dein Wissen -2-","format":"a4Portrait","fontSize":"medium","pages":[{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -2-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-8"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"1"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"ed31ead7-b041-4be9-9af7-f70ddc63a766","z":3,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":0,"width":170,"height":10,"busData":{"canHaveParentTask":false,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"1"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Benenne die folgenden Noten mit ihren richtigen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ed31ead7-b041-4be9-9af7-f70ddc63a766"},"children":[{"tag":"path","attrs":{"d":"M-0.8182500302791595 -1.74721160531044 L638.8682850991179 -0.726515918970108 L644.8697604332854 38.284615270030784 L-3.084331840276718 34.013013593089866","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"074705dc-567e-45bc-8298-57ebd5b302e1","z":2,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":10,"width":170,"height":29,"busData":{"stylesOutput":{"--top":10,"--left":0,"--width":170,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 109.60629921259843","width":642.5196850393702,"height":109.60629921259843,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-074705dc-567e-45bc-8298-57ebd5b302e1"},"children":[{"tag":"path","attrs":{"d":"M-0.43400387838482857 2.198786485940218 L644.1421478596319 -2.0972031466662884 L640.426592310964 105.92720631735884 L-1.4931461103260517 105.95040766375624","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"53fac195-11ce-4a9e-bb8b-9f14057b4e8f","z":4,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -2-","x":8,"y":30,"width":162,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":30,"--left":8,"--width":162,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 612.2834645669292 56.69291338582678","width":612.2834645669292,"height":56.69291338582678,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-53fac195-11ce-4a9e-bb8b-9f14057b4e8f"},"children":[{"tag":"path","attrs":{"d":"M1.6225622072815895 2.7003076896071434 L614.8359495933483 3.004710279405117 L612.6533617313336 55.99893635024471 L-2.965484581887722 53.78666108359737","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-7 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"cc8f1650-a96e-4262-880a-4c6b79520bc9","z":5,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":55,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":55,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"2"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die angegebenen Noten in das Liniensystem. Achte auf die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-cc8f1650-a96e-4262-880a-4c6b79520bc9"},"children":[{"tag":"path","attrs":{"d":"M0.5032203160226345 2.94787472859025 L643.3807088193287 2.4788823761045933 L644.6508619841923 39.83757909683614 L0.032551880925893784 41.10711976437001","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"041c5741-8750-498a-86bf-630b980f3b19","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":65,"width":170,"height":29,"busData":{"stylesOutput":{"--top":65,"--left":0,"--width":170,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 109.60629921259843","width":642.5196850393702,"height":109.60629921259843,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-041c5741-8750-498a-86bf-630b980f3b19"},"children":[{"tag":"path","attrs":{"d":"M3.8896797820925713 -1.2672386094927788 L639.6447662134458 0.7933538034558296 L642.5011316557218 110.0159171208974 L-3.333948500454426 112.57823377701007","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"e53c6e10-a007-455e-a794-91c628263e06","z":9,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":17,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":17,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"e'"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e53c6e10-a007-455e-a794-91c628263e06"},"children":[{"tag":"path","attrs":{"d":"M-1.4792890585958958 1.237852517515421 L52.347376923890806 0.5779498256742954 L54.18453906092236 40.02674206642537 L3.1182569228112698 39.175196613353776","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"a535e4e5-e8af-48a3-9409-c331edfafdb4","z":10,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":45,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":45,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"d''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a535e4e5-e8af-48a3-9409-c331edfafdb4"},"children":[{"tag":"path","attrs":{"d":"M3.540944553911686 -3.0654381290078163 L48.204578600706554 -0.43990860134363174 L49.14040847855995 34.79940085036783 L2.1304166093468666 35.135425373149204","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"86c33672-ed0f-40f0-89b5-690f5493469d","z":11,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":73,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":73,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"a"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-86c33672-ed0f-40f0-89b5-690f5493469d"},"children":[{"tag":"path","attrs":{"d":"M-2.7363674752414227 0.8056026212871075 L51.21263608697245 1.5030109398066998 L51.80957934621165 38.346353265625524 L1.0704535134136677 37.65682158170371","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"104d3c90-e459-40b9-9fec-f1746c71bad8","z":12,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":99,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":99,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"es''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-104d3c90-e459-40b9-9fec-f1746c71bad8"},"children":[{"tag":"path","attrs":{"d":"M3.2846512757241726 1.4017304815351963 L50.90057812246869 2.1530063785612583 L51.739403467508055 34.88651236442952 L-0.9096881188452244 38.240090812725114","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"b391e299-db3f-4000-9892-30c50b59b190","z":13,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":126,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":126,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"fis'"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b391e299-db3f-4000-9892-30c50b59b190"},"children":[{"tag":"path","attrs":{"d":"M-1.5322313085198402 -2.337493561208248 L50.81681085366199 -1.3768261894583702 L55.191512592019535 39.6460616580966 L3.2942664846777916 39.33275747222929","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"a2f1671e-96d7-41b0-9f52-cf8402b6ee93","z":14,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":153,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":153,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"b''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a2f1671e-96d7-41b0-9f52-cf8402b6ee93"},"children":[{"tag":"path","attrs":{"d":"M-2.3005287013947964 -0.8209450282156467 L48.13104693952391 2.1132744513452053 L53.839544821413256 34.80980672238498 L0.4322647489607334 39.6469726741138","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"ace1d7d6-79e3-49a2-a9a9-dde5b98b707f","z":8,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":10,"y":94,"width":160,"height":0,"busData":{"stylesOutput":{"--top":94,"--left":10,"--width":160,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"162mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ace1d7d6-79e3-49a2-a9a9-dde5b98b707f-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ace1d7d6-79e3-49a2-a9a9-dde5b98b707f-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 183.03030303030303 0 420.969696969697 0 604 0 L 604 0","marker-start":"url(#tile-ace1d7d6-79e3-49a2-a9a9-dde5b98b707f-markerStart)","marker-end":"url(#tile-ace1d7d6-79e3-49a2-a9a9-dde5b98b707f-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 604.724409448819 0","width":604.724409448819,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ace1d7d6-79e3-49a2-a9a9-dde5b98b707f"},"children":[{"tag":"path","attrs":{"d":"M-0.09202232584357262 -2.009690795093775 L602.9400394772158 2.677100744098425 L607.0544278238879 0.316982951015234 L-2.9159715436398983 3.1376169584691525","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5199941e-39d0-46e0-9ca4-bce8d66e73e8","z":15,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":110,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":3,"hasSolutionTile":null,"stylesOutput":{"--top":110,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"3"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bilde zu den vorgegebenen Noten jeweils die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"enharmonische Verwechslung."}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Achte auf die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5199941e-39d0-46e0-9ca4-bce8d66e73e8"},"children":[{"tag":"path","attrs":{"d":"M-0.7095529399812222 -2.8299658335745335 L645.2389325630654 -3.2027837075293064 L640.9473388922204 35.07440652249484 L-3.0707841478288174 39.973675745708036","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"2117a479-e0b5-4e5e-ae88-2a6eb5c5722b","z":16,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":0,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2117a479-e0b5-4e5e-ae88-2a6eb5c5722b"},"children":[{"tag":"path","attrs":{"d":"M-3.4340599551796913 2.4919035211205482 L156.4701436005357 2.553709961473942 L155.92882589919597 110.21324780436717 L2.0154732689261436 110.51646354647838","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"4d870e67-d642-441b-9c1c-678f3e672528","z":18,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":57,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":57,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4d870e67-d642-441b-9c1c-678f3e672528"},"children":[{"tag":"path","attrs":{"d":"M-2.3318709433078766 -1.742304414510727 L159.01888274325162 0.7408680021762848 L160.2346086419943 106.65202542247735 L2.2498770654201508 113.42212410869561","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"7f2d7dfd-f92d-43be-92ca-81898ef70d3b","z":19,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":114,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":114,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-7f2d7dfd-f92d-43be-92ca-81898ef70d3b"},"children":[{"tag":"path","attrs":{"d":"M-3.9643880054354668 3.026589624583721 L158.30304387135536 -1.5173173025250435 L155.371765404177 108.34609274419509 L0.573563702404499 108.09977798017226","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"83613800-1a9a-4566-808b-58f1bc767a52","z":17,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -2-","x":3,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":3,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-83613800-1a9a-4566-808b-58f1bc767a52"},"children":[{"tag":"path","attrs":{"d":"M3.9952488504350185 -1.3427406512200832 L159.30618243567704 2.590620283037424 L162.5718399798131 55.838846660006475 L-2.6549220718443394 52.94958338772101","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"850cb69a-2b8a-4cfb-bcd6-f069753ff138","z":20,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -2-","x":59,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":59,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-850cb69a-2b8a-4cfb-bcd6-f069753ff138"},"children":[{"tag":"path","attrs":{"d":"M2.820473749190569 3.088347177952528 L156.34678442679404 -2.5106665082275867 L158.35713882647514 55.99947388355775 L-1.0182140283286572 58.48355193321748","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"6cc6668d-260c-4b84-ab20-6dfc7f208f45","z":21,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -2-","x":116,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":116,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6cc6668d-260c-4b84-ab20-6dfc7f208f45"},"children":[{"tag":"path","attrs":{"d":"M-2.3680130764842033 -2.3592149689793587 L157.07438987769245 -0.26794619113206863 L160.70956534422993 57.97991242517872 L-3.2693714424967766 56.864012623924445","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"cd56fca5-da04-4fcb-93e6-2164a294a210","z":22,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":170,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":4,"hasSolutionTile":null,"stylesOutput":{"--top":170,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"4"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bringe die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Rhythmuswaagen"}]},{"tag":"#","children":" ins Gleichgewicht. Achte auf die angegebenen Bedingungen."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-cd56fca5-da04-4fcb-93e6-2164a294a210"},"children":[{"tag":"path","attrs":{"d":"M-2.4864256605505943 1.7469395622611046 L641.0392949451495 -3.9102381244301796 L643.4151806701709 40.264869972300815 L1.7904014363884926 38.26301149947672","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"02d295b7-1978-4093-ba66-2df9252a7c54","z":23,"templateName":"image","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Bild - LÖSUNG: Teste dein Wissen -2-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":180,"width":170,"height":51,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":180,"--left":0,"--width":170,"--height":51,"--border-radius":"var(--default-border-radius)","--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"51mm","width":"calc(170mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:13px;top:-104px;width:614px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-02-18-20um-2000-32-31_2df3b044-d076-42f8-a97c-25a52f15a419.png?width=1842","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 192.75590551181105","width":642.5196850393702,"height":192.75590551181105,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-02d295b7-1978-4093-ba66-2df9252a7c54"},"children":[{"tag":"path","attrs":{"d":"M-0.4921362102031708 -3.907002717256546 L639.5915203486372 -1.4377863705158234 L639.1337938700606 192.40327176733282 L2.0165202915668488 196.2068997351673","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -2-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-8"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"2"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"1c578fd2-4a91-4f36-b7d3-725d67c7b3d6","z":1,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":5,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":5,"hasSolutionTile":null,"stylesOutput":{"--top":5,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"5"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bestimme jeweils die richtige "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Taktart."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-1c578fd2-4a91-4f36-b7d3-725d67c7b3d6"},"children":[{"tag":"path","attrs":{"d":"M-2.2060972563922405 -2.520663309842348 L639.5810556393851 -2.5797666795551777 L642.602296231388 41.520125481468725 L2.2290844805538654 37.93223640618949","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"47d57922-adcf-448b-8a01-2be5594b4a36","z":9,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":15,"width":170,"height":22,"busData":{"stylesOutput":{"--top":15,"--left":0,"--width":170,"--height":22,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 83.1496062992126","width":642.5196850393702,"height":83.1496062992126,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-47d57922-adcf-448b-8a01-2be5594b4a36"},"children":[{"tag":"path","attrs":{"d":"M3.5222464092075825 -1.6435811407864094 L641.2144381386031 2.426853071898222 L645.1443186384429 80.83806713726226 L3.6931134946644306 81.43110724594298","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"bfb2ad8c-2af4-455d-95df-39591b0725d6","z":10,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":50,"width":170,"height":22,"busData":{"stylesOutput":{"--top":50,"--left":0,"--width":170,"--height":22,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 83.1496062992126","width":642.5196850393702,"height":83.1496062992126,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-bfb2ad8c-2af4-455d-95df-39591b0725d6"},"children":[{"tag":"path","attrs":{"d":"M1.591923963278532 3.761631418019533 L644.2298642602552 0.06117134168744087 L643.3215196338285 84.50731539781991 L1.9758988730609417 85.76410782392922","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"26730a4b-6c95-4bbc-8438-929ca21d499f","z":4,"templateName":"task","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":90,"width":170,"height":30,"busData":{"canHaveParentTask":true,"enumeration":6,"hasSolutionTile":null,"stylesOutput":{"--top":90,"--left":0,"--width":170,"--height":30,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"6"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die beiden "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Dur-Tonleitern."}]}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"disc"},"children":[{"tag":"li","key":"b74bce49-b522-4a98-a102-ed7783d770cf","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Zeichne zuerst den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Notenschlüssel"}]},{"tag":"#","children":" an den Anfang der Notenzeile."}]}]},{"tag":"li","key":"c757f298-3882-41d8-ab72-8f643e8edf13","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe dann die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Vorzeichen"}]},{"tag":"#","children":" der Tonart auf und notiere die Töne."}]}]},{"tag":"li","key":"4c90f2e4-0dcc-42f4-9f5e-dbb6992f33d9","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Setze die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Halbtonschritte"}]},{"tag":"#","children":" an die richtige Stelle."}]}]},{"tag":"li","key":"d834c62b-83aa-424b-810e-56a521f3728d","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe dann den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Dreiklang."}]}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 113.38582677165356","width":642.5196850393702,"height":113.38582677165356,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-26730a4b-6c95-4bbc-8438-929ca21d499f"},"children":[{"tag":"path","attrs":{"d":"M-2.414746806025505 -2.243073657155037 L639.1111805085827 -3.9222056418657303 L641.7311465387036 113.84386109331932 L-2.2252588719129562 113.914820661343","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"aa0c3442-436e-4700-8243-decb1e3ff265","z":7,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":135,"width":28,"height":30,"busData":{"stylesOutput":{"--top":135,"--left":0,"--width":28,"--height":30,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"F-Dur:"}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 105.82677165354332 113.38582677165356","width":105.82677165354332,"height":113.38582677165356,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-aa0c3442-436e-4700-8243-decb1e3ff265"},"children":[{"tag":"path","attrs":{"d":"M3.8159999139606953 2.13184679672122 L108.20349618355473 -1.1302118189632893 L109.3720584766074 111.92606289828505 L-0.2619313709437847 109.69661994422164","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-text isTextLike font-likeWorksheet fontSize-extra-large hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large","lineSpacing":"likeWorksheet"}},{"id":"ca297a96-9305-4f35-9bd0-cf41e79e1e28","z":5,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":145,"width":170,"height":35,"busData":{"stylesOutput":{"--top":145,"--left":0,"--width":170,"--height":35,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 132.28346456692915","width":642.5196850393702,"height":132.28346456692915,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ca297a96-9305-4f35-9bd0-cf41e79e1e28"},"children":[{"tag":"path","attrs":{"d":"M1.5740021206438541 2.6563655994832516 L643.9435376954068 2.7915595434606075 L641.8904074263562 132.42380676896673 L-1.5415654443204403 135.3779017749558","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-extra-large hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large"}},{"id":"b0a17f41-5f66-4848-b8b1-154e8b9b7025","z":8,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":185,"width":28,"height":30,"busData":{"stylesOutput":{"--top":185,"--left":0,"--width":28,"--height":30,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"A-Dur:"}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 105.82677165354332 113.38582677165356","width":105.82677165354332,"height":113.38582677165356,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b0a17f41-5f66-4848-b8b1-154e8b9b7025"},"children":[{"tag":"path","attrs":{"d":"M3.896843783557415 0.5462760999798775 L107.12039378220877 -3.566227190196514 L104.47407367760977 113.30183048317518 L1.415158860385418 112.51917643616285","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-text isTextLike font-likeWorksheet fontSize-extra-large hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large","lineSpacing":"likeWorksheet"}},{"id":"bcc8df17-985a-418c-a6b7-3abb9e23677b","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":195,"width":170,"height":32.5,"busData":{"stylesOutput":{"--top":195,"--left":0,"--width":170,"--height":32.5,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 122.83464566929135","width":642.5196850393702,"height":122.83464566929135,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-bcc8df17-985a-418c-a6b7-3abb9e23677b"},"children":[{"tag":"path","attrs":{"d":"M-3.861020654439926 0.6719895303249359 L640.1263033543516 -2.9273175299167633 L641.9751984272887 119.92139388186726 L-1.577030748128891 125.98340273959431","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-extra-large hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -2-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-8"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"3"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"fb05df5c-b927-4ba0-b0b1-d954dfb890c0","z":1,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":5,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":7,"hasSolutionTile":null,"stylesOutput":{"--top":5,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"7"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Fülle den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Quintenzirkel"}]},{"tag":"#","children":" richtig aus. "}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-fb05df5c-b927-4ba0-b0b1-d954dfb890c0"},"children":[{"tag":"path","attrs":{"d":"M1.2695469371974468 2.300205457955599 L643.7373460140814 1.712910283356905 L646.4119729605306 34.4255179270926 L2.427827190607786 39.44159341899781","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"3e02d50f-c858-4859-9768-ab38928b2d14","z":2,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Patricia Schmidt","licenseVersion":"4.0","title":"Bild - LÖSUNG: Teste dein Wissen -2-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":40,"width":170,"height":150,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":40,"--left":0,"--width":170,"--height":150,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"150mm","width":"calc(170mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:-12px;top:7px;width:665px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Quintenzirkel-20Violin-20LSG_c6fd9492-be8b-4b4f-a8ba-ecbd4192d52a.png?width=1995","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 566.9291338582677","width":642.5196850393702,"height":566.9291338582677,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-3e02d50f-c858-4859-9768-ab38928b2d14"},"children":[{"tag":"path","attrs":{"d":"M-0.2674294114112854 2.9148817658424377 L642.7774040196825 0.35289865732192993 L645.2907726262499 570.0980401297254 L-1.725370466709137 569.5713353415174","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -2-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-8"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"4"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"a867b590-9d63-47ab-8071-ef0c5d9ceb1b","z":17,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":0,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":8,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bestimme die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Intervalle"}]},{"tag":"#","children":" in der Grobbestimmung."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a867b590-9d63-47ab-8071-ef0c5d9ceb1b"},"children":[{"tag":"path","attrs":{"d":"M-1.29369593039155 0.0037440694868564606 L639.2496632394184 0.7776945270597935 L638.6122007426609 35.62078913597493 L3.364351149648428 38.3896202698174","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"e7a26f85-3045-402a-a2d9-81987bbad75a","z":2,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e7a26f85-3045-402a-a2d9-81987bbad75a"},"children":[{"tag":"path","attrs":{"d":"M-0.3122359737753868 0.05730988830327988 L157.1457757679379 -2.3996381536126137 L157.8068444458401 90.53470184090804 L1.2224837318062782 97.00040699723434","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ee4a4970-5dc6-4d16-8db8-dabd59ddeff0","z":3,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":57,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ee4a4970-5dc6-4d16-8db8-dabd59ddeff0"},"children":[{"tag":"path","attrs":{"d":"M1.7781826220452785 2.653348747640848 L158.53755485169648 -3.831486042588949 L161.07739566914796 91.31280213403772 L0.9017333947122097 94.06088512945246","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"e4e2634c-d94f-45bb-85ce-9e6ea000b157","z":5,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":114,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e4e2634c-d94f-45bb-85ce-9e6ea000b157"},"children":[{"tag":"path","attrs":{"d":"M-0.14851807430386543 -1.1159647218883038 L162.00706721000432 0.9995618350803852 L160.58949864558934 92.03557793605398 L2.0124725215137005 94.54927496421408","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"39920d29-8e43-4a41-a951-6e2312df3036","z":32,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quarte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-39920d29-8e43-4a41-a951-6e2312df3036"},"children":[{"tag":"path","attrs":{"d":"M2.1307615861296654 -2.007475934922695 L159.8693028268969 0.9750248566269875 L160.1650117216265 40.93435794038801 L-1.3558910265564919 35.57953268213301","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"989f1eac-b73f-4855-9aa7-945e234afc8a","z":33,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":57,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Terz"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-989f1eac-b73f-4855-9aa7-945e234afc8a"},"children":[{"tag":"path","attrs":{"d":"M0.4837399832904339 -1.3872665874660015 L161.99471390895604 -3.3066330663859844 L160.255409962461 36.54784126130967 L1.0974931828677654 38.888705800456094","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"dd594017-2204-4970-8f7d-f9b2129d2764","z":34,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":114,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sexte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-dd594017-2204-4970-8f7d-f9b2129d2764"},"children":[{"tag":"path","attrs":{"d":"M-1.144301027059555 3.4451228082180023 L162.26323297150492 -1.622964769601822 L160.60776403077006 37.031072608363914 L-0.8421531617641449 34.22000407351284","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"c5443ad9-f1f7-4426-9b85-cf181cf91e14","z":7,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":0,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-c5443ad9-f1f7-4426-9b85-cf181cf91e14-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-c5443ad9-f1f7-4426-9b85-cf181cf91e14-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-c5443ad9-f1f7-4426-9b85-cf181cf91e14-markerStart)","marker-end":"url(#tile-c5443ad9-f1f7-4426-9b85-cf181cf91e14-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c5443ad9-f1f7-4426-9b85-cf181cf91e14"},"children":[{"tag":"path","attrs":{"d":"M0.8866336569190025 -1.3067468628287315 L160.76234187461495 -3.137102745473385 L159.65353073455452 1.440355397760868 L-0.6045946851372719 -0.39004626125097275","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"fc9ab9d4-4bec-43d0-8028-77311e02fe1e","z":11,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":57,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-fc9ab9d4-4bec-43d0-8028-77311e02fe1e-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-fc9ab9d4-4bec-43d0-8028-77311e02fe1e-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-fc9ab9d4-4bec-43d0-8028-77311e02fe1e-markerStart)","marker-end":"url(#tile-fc9ab9d4-4bec-43d0-8028-77311e02fe1e-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-fc9ab9d4-4bec-43d0-8028-77311e02fe1e"},"children":[{"tag":"path","attrs":{"d":"M0.94038150832057 1.155788142234087 L157.78957126192807 2.252652246505022 L160.5167485242343 -2.1737189702689648 L0.41158614680171013 3.6748922653496265","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ac2d927a-9368-43eb-a104-f6562cc22ac2","z":12,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":114,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ac2d927a-9368-43eb-a104-f6562cc22ac2-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ac2d927a-9368-43eb-a104-f6562cc22ac2-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-ac2d927a-9368-43eb-a104-f6562cc22ac2-markerStart)","marker-end":"url(#tile-ac2d927a-9368-43eb-a104-f6562cc22ac2-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ac2d927a-9368-43eb-a104-f6562cc22ac2"},"children":[{"tag":"path","attrs":{"d":"M-1.0319106988608837 -3.361344713717699 L159.26948161326408 -0.9947784133255482 L155.79136784277915 2.9754065088927746 L1.8475907631218433 1.0537266544997692","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"2c709be8-4b83-4b16-b26c-5b9ea663ab6c","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2c709be8-4b83-4b16-b26c-5b9ea663ab6c"},"children":[{"tag":"path","attrs":{"d":"M-2.709666583687067 1.684338841587305 L159.46037974111795 -2.1512487791478634 L155.81033923380136 93.23161151814531 L-0.2504863478243351 91.26169314789843","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5d210fc3-5bb0-4b32-b364-739001da7b60","z":9,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":57,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5d210fc3-5bb0-4b32-b364-739001da7b60"},"children":[{"tag":"path","attrs":{"d":"M-2.2713732868433 -1.4599292129278183 L158.49712024159788 -3.6505501121282578 L159.03569493718504 96.37676955196332 L3.6729640811681747 96.137351045341","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"e93ce00c-fa26-4977-8efe-f9bd47354b42","z":10,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":114,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e93ce00c-fa26-4977-8efe-f9bd47354b42"},"children":[{"tag":"path","attrs":{"d":"M0.16173816844820976 -0.7368708364665508 L157.24801040344 -3.4315478317439556 L162.4947713678336 93.45515338885855 L-1.660845149308443 91.83198670852255","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"0be3bcba-d7b4-41c7-a092-981517391719","z":37,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Terz"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0be3bcba-d7b4-41c7-a092-981517391719"},"children":[{"tag":"path","attrs":{"d":"M-2.4652662687003613 -0.8680564351379871 L160.78797693453788 2.2928747944533825 L158.09936053954124 33.88614750204711 L-1.5219601802527905 35.25541460810332","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"cb39c29f-0f6f-47f7-8bd6-917dc7c1a0bf","z":36,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":57,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quinte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-cb39c29f-0f6f-47f7-8bd6-917dc7c1a0bf"},"children":[{"tag":"path","attrs":{"d":"M1.9256967306137085 3.306883454322815 L161.311381096915 3.535196900367737 L158.22973513133883 39.198068163526344 L2.200290083885193 39.997914812696266","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"d8c03a90-d1c9-43ae-975b-21b2dd7593dd","z":35,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":114,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sekunde"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d8c03a90-d1c9-43ae-975b-21b2dd7593dd"},"children":[{"tag":"path","attrs":{"d":"M0.2985386811196804 2.7606763280928135 L155.34719084851503 2.1077163852751255 L156.31779109589814 35.74753340629964 L1.4370239935815334 36.38046976475148","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"39860285-73aa-4f66-b123-f277576985e3","z":8,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":0,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-39860285-73aa-4f66-b123-f277576985e3-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-39860285-73aa-4f66-b123-f277576985e3-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-39860285-73aa-4f66-b123-f277576985e3-markerStart)","marker-end":"url(#tile-39860285-73aa-4f66-b123-f277576985e3-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-39860285-73aa-4f66-b123-f277576985e3"},"children":[{"tag":"path","attrs":{"d":"M-0.922681950032711 -2.7804100289940834 L161.56764790691494 -2.209617592394352 L162.28935501255154 3.3140785917639732 L-2.112296961247921 -2.686616398394108","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4","z":13,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":57,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4-markerStart)","marker-end":"url(#tile-cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-cfb01659-4fd6-4cf8-83c3-2ab0f2f760d4"},"children":[{"tag":"path","attrs":{"d":"M2.75598456710577 2.131038762629032 L162.11226834632515 -0.8363868221640587 L161.51186479903816 1.0839820876717567 L-3.100645996630192 0.7170966640114784","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"d1fd2b94-ef25-4090-8820-39102443c646","z":14,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":114,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-d1fd2b94-ef25-4090-8820-39102443c646-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-d1fd2b94-ef25-4090-8820-39102443c646-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-d1fd2b94-ef25-4090-8820-39102443c646-markerStart)","marker-end":"url(#tile-d1fd2b94-ef25-4090-8820-39102443c646-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d1fd2b94-ef25-4090-8820-39102443c646"},"children":[{"tag":"path","attrs":{"d":"M3.165031176060438 3.2198996134102345 L162.51439640574216 2.2871692962944508 L162.6892589097476 3.075100142508745 L-1.8410209603607655 -3.9227775745093822","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"d1ba2d71-96f6-46bd-bd57-61920ae36ac7","z":18,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -2-","x":0,"y":85,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":9,"hasSolutionTile":null,"stylesOutput":{"--top":85,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"9"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die geforderten "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Intervalle."}]},{"tag":"#","children":" Achte auf die angegebene Richtung."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d1ba2d71-96f6-46bd-bd57-61920ae36ac7"},"children":[{"tag":"path","attrs":{"d":"M3.848645858466625 1.9842340424656868 L639.4811489005376 -1.1779575869441032 L645.3290056605626 38.51098117156057 L3.8241009041666985 38.970020621252345","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"63c89cd4-3ec6-42fc-8418-5c2c3e6189cf","z":16,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-63c89cd4-3ec6-42fc-8418-5c2c3e6189cf"},"children":[{"tag":"path","attrs":{"d":"M0.8286385349929333 -0.7892773561179638 L155.5329003100848 -1.5108641795814037 L155.8153449063754 94.86043233978819 L0.5593951754271984 97.0527020226724","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"d19e999e-7b6f-4a2c-ac05-9b830f8809a7","z":19,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":57,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d19e999e-7b6f-4a2c-ac05-9b830f8809a7"},"children":[{"tag":"path","attrs":{"d":"M1.4599593318998814 1.6969101391732693 L158.28948551319598 -2.386524800211191 L158.80152648590564 96.83145784396004 L-0.06849294528365135 92.26522718924355","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"4fb690ba-7dbc-4e61-a95a-b4353395b51c","z":20,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":114,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4fb690ba-7dbc-4e61-a95a-b4353395b51c"},"children":[{"tag":"path","attrs":{"d":"M-0.7146749906241894 -2.076472420245409 L157.33995981417655 3.0584578327834606 L161.5582037707424 92.40067419964146 L1.5742121525108814 91.28300282913517","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"0caf1c88-345a-4ad3-8981-83c10bbb53aa","z":38,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quinte (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0caf1c88-345a-4ad3-8981-83c10bbb53aa"},"children":[{"tag":"path","attrs":{"d":"M1.2324199937283993 2.145517263561487 L157.0039868568635 1.3078353740274906 L161.26149716131448 41.38301711825757 L-0.12871608510613441 40.541131432336854","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"29e692fb-5baf-4d7a-8cba-5c1af92fd038","z":43,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":57,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sekunde (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-29e692fb-5baf-4d7a-8cba-5c1af92fd038"},"children":[{"tag":"path","attrs":{"d":"M-0.9219772666692734 -0.7646393924951553 L160.8320423466718 1.3743839114904404 L157.625949035362 37.83942926598816 L3.3420670181512833 34.71230877114563","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"ded870dd-3644-47db-9be7-d79dd119b65d","z":42,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":114,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Septime (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ded870dd-3644-47db-9be7-d79dd119b65d"},"children":[{"tag":"path","attrs":{"d":"M1.1845331266522408 2.5985566303133965 L161.6672593382752 -1.8662144020199776 L162.7047575739777 37.0063967846158 L0.0311586931347847 37.856551899743366","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"7cb2decf-7a24-424c-afe6-5643ea618e24","z":21,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":0,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-7cb2decf-7a24-424c-afe6-5643ea618e24-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-7cb2decf-7a24-424c-afe6-5643ea618e24-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-7cb2decf-7a24-424c-afe6-5643ea618e24-markerStart)","marker-end":"url(#tile-7cb2decf-7a24-424c-afe6-5643ea618e24-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-7cb2decf-7a24-424c-afe6-5643ea618e24"},"children":[{"tag":"path","attrs":{"d":"M3.753095805644989 -2.312365710735321 L162.5349345756328 1.6851680874824524 L159.4889083457744 -1.0469734072685242 L-2.4533422589302063 -1.2841808199882507","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ec10664a-3bf9-47df-922a-496c2457b23c","z":26,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":57,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ec10664a-3bf9-47df-922a-496c2457b23c-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ec10664a-3bf9-47df-922a-496c2457b23c-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-ec10664a-3bf9-47df-922a-496c2457b23c-markerStart)","marker-end":"url(#tile-ec10664a-3bf9-47df-922a-496c2457b23c-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ec10664a-3bf9-47df-922a-496c2457b23c"},"children":[{"tag":"path","attrs":{"d":"M0.6570629067718983 -2.9164272136986256 L155.88212503396034 -0.08421798422932625 L157.45384074650764 -3.795057613402605 L0.773943442851305 -0.976070124655962","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"6cc14f45-be91-4bcd-bb1e-effc8957c4a4","z":27,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":114,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-6cc14f45-be91-4bcd-bb1e-effc8957c4a4-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-6cc14f45-be91-4bcd-bb1e-effc8957c4a4-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-6cc14f45-be91-4bcd-bb1e-effc8957c4a4-markerStart)","marker-end":"url(#tile-6cc14f45-be91-4bcd-bb1e-effc8957c4a4-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6cc14f45-be91-4bcd-bb1e-effc8957c4a4"},"children":[{"tag":"path","attrs":{"d":"M-3.3125752434134483 2.680425189435482 L161.5444767204678 -0.7059585824608803 L161.413423511163 1.2245750650763512 L-0.537033699452877 -3.1537062898278236","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"6ebbb9f3-20c8-4b3b-9056-c1ced2f31a1e","z":22,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":0,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6ebbb9f3-20c8-4b3b-9056-c1ced2f31a1e"},"children":[{"tag":"path","attrs":{"d":"M-3.158007338643074 -0.1722436398267746 L156.36741940207838 1.5602254420518875 L160.38247076697706 90.59284944269132 L0.06536941230297089 97.9350902530856","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"541e25eb-52e7-4b24-9d23-b1d6b429e95f","z":24,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":57,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-541e25eb-52e7-4b24-9d23-b1d6b429e95f"},"children":[{"tag":"path","attrs":{"d":"M-1.0148765295743942 2.895040914416313 L161.26013727016806 1.9444359987974167 L162.61025543041586 91.98633829686116 L1.165849044919014 91.18743626210164","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"972ffecf-7298-4e5b-870f-7d34b29f11cc","z":25,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -2-","x":114,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-972ffecf-7298-4e5b-870f-7d34b29f11cc"},"children":[{"tag":"path","attrs":{"d":"M-3.273057758808136 -1.771075427532196 L155.15819507367968 -0.9073306918144226 L160.98033290632128 93.99617772731256 L2.1249963641166687 94.18768125209283","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"da18c673-307b-42d0-8786-4c310f5cd62d","z":39,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":0,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sexte (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-da18c673-307b-42d0-8786-4c310f5cd62d"},"children":[{"tag":"path","attrs":{"d":"M-0.8658363372087479 -2.785833403468132 L155.77593867011427 2.1938128024339676 L160.27794377036452 36.277282572520065 L-3.0409733802080154 38.96923956943779","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"558d6dca-bca9-413d-afc9-85696c3aa781","z":40,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":57,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Terz (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-558d6dca-bca9-413d-afc9-85696c3aa781"},"children":[{"tag":"path","attrs":{"d":"M-2.014216523617506 3.75418845936656 L161.17127956353187 0.6940789632499218 L158.6257925172901 37.28414541779189 L-0.7645692639052868 35.272337618452596","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"d0caed2a-750a-45ea-8078-0cea0c955786","z":41,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -2-","x":114,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quarte (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d0caed2a-750a-45ea-8078-0cea0c955786"},"children":[{"tag":"path","attrs":{"d":"M-0.6897015385329723 3.417033474892378 L158.36302401028632 3.390268247574568 L162.37873615227699 35.626349869352865 L-0.21348796412348747 36.5177593856874","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"936e52af-21b6-4c75-a5d4-a814f2d611c1","z":23,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":0,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-936e52af-21b6-4c75-a5d4-a814f2d611c1-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-936e52af-21b6-4c75-a5d4-a814f2d611c1-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-936e52af-21b6-4c75-a5d4-a814f2d611c1-markerStart)","marker-end":"url(#tile-936e52af-21b6-4c75-a5d4-a814f2d611c1-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-936e52af-21b6-4c75-a5d4-a814f2d611c1"},"children":[{"tag":"path","attrs":{"d":"M-2.7714306712150574 -3.7299302220344543 L159.27840965516924 -2.0292676091194153 L155.96339767701983 3.027535140514374 L-1.8512322306632996 -0.8310063481330872","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5584e983-1fe3-41e3-a9c7-69587aba20fa","z":28,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":57,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5584e983-1fe3-41e3-a9c7-69587aba20fa-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5584e983-1fe3-41e3-a9c7-69587aba20fa-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-5584e983-1fe3-41e3-a9c7-69587aba20fa-markerStart)","marker-end":"url(#tile-5584e983-1fe3-41e3-a9c7-69587aba20fa-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5584e983-1fe3-41e3-a9c7-69587aba20fa"},"children":[{"tag":"path","attrs":{"d":"M-0.42829252779483795 -2.1086091846227646 L158.06620655484556 3.714876666665077 L159.55173407025694 -0.3864269107580185 L2.786590799689293 -0.4755081981420517","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5afb0930-bb10-4081-8395-118291369937","z":29,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -2-","x":114,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5afb0930-bb10-4081-8395-118291369937-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5afb0930-bb10-4081-8395-118291369937-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-5afb0930-bb10-4081-8395-118291369937-markerStart)","marker-end":"url(#tile-5afb0930-bb10-4081-8395-118291369937-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5afb0930-bb10-4081-8395-118291369937"},"children":[{"tag":"path","attrs":{"d":"M-2.391071442514658 -3.4096016250550747 L157.86011444680452 -0.5572705827653408 L162.73185681454896 3.3185628093779087 L-1.6546285189688206 1.4267608560621738","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"4abff4ab-0bb9-4385-a0bb-73c0e9637c06","z":31,"templateName":"cloze","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Lückentext - LÖSUNG: Teste dein Wissen -2-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":165,"width":170,"height":66,"busData":{"canHaveParentTask":true,"enumeration":10,"stylesOutput":{"--top":165,"--left":0,"--width":170,"--height":66,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit2"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"10"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Übersetze die folgenden "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"musikalischen Fachausdrücke."}]}]}]}]}],{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"agitato = "},{"tag":"span","attrs":{"data-cloze-length":18,"className":"form-print-input form-print-input-18 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" pianissimo = "},{"tag":"span","attrs":{"data-cloze-length":10,"className":"form-print-input form-print-input-10 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"fortepiano = "},{"tag":"span","attrs":{"data-cloze-length":21,"className":"form-print-input form-print-input-21 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Allegro = "},{"tag":"span","attrs":{"data-cloze-length":8,"className":"form-print-input form-print-input-8 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Lento = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Presto = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" forte = "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Adagio = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"crescendo = "},{"tag":"span","attrs":{"data-cloze-length":13,"className":"form-print-input form-print-input-13 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" cantabile = "},{"tag":"span","attrs":{"data-cloze-length":10,"className":"form-print-input form-print-input-10 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" dolce = "},{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"espressivo = "},{"tag":"span","attrs":{"data-cloze-length":13,"className":"form-print-input form-print-input-13 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" pomposo = "},{"tag":"span","attrs":{"data-cloze-length":9,"className":"form-print-input form-print-input-9 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" serioso = "},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"tenuto = "},{"tag":"span","attrs":{"data-cloze-length":13,"className":"form-print-input form-print-input-13 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" legato= "},{"tag":"span","attrs":{"data-cloze-length":17,"className":"form-print-input form-print-input-17 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571275,"attrs":{"viewBox":"0 0 642.5196850393702 249.4488188976378","width":642.5196850393702,"height":249.4488188976378,"key":1714126571275,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4abff4ab-0bb9-4385-a0bb-73c0e9637c06"},"children":[{"tag":"path","attrs":{"d":"M3.8778515607118607 3.7726871222257614 L641.8997619990994 3.694923087954521 L640.152063692062 249.99876298550078 L2.3510652333498 249.7186979258389","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle backwards-flag-reducedEmptyParagraphLineHeight","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"}]}}Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
Wenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen. Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
Einige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
Für Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
Wenden Sie sich für Rückfragen gern an: support@tutory.de