![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4UAAAU1CAIAAAArqPa4AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZ1gU1wPv8dmlFwFBiiJFFET9o1ixxBa7YteoURFjjZhoNLZEE02s2MBesGJv0VixkliCvRsQNYoIKNJ7270vzr3z7KWJaCIx388LnmV2Zvbs2WH5zZk55yjUarUEAAAAfCBKqgAAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAPIoVQAAAADyKAAAAMijAAAAAHkUAAAA5FEAAACAPAoAAADyKAAAAEAeBQAAAHkUAAAAII8CAACAPAoAAACQRwEAAEAeBQAAAMijAAAAII8CAAAA5FEAAACQRwEAAADyKAAAAMijAAAAAHkUAAAA5FEAAACAPAoAAADyKAAAAEAeBQAAAHkUAAAAII8CAACAPAoAAADyKAAAAEAeBQAAAHkUAAAAII8CAACAPAoAAACQRwEAAEAeBQAAAMijAAAA+AhpUwUfAbVa/fz5c0mSFAqFWq1WKBR6enpWVlbUTNmXm5v78OHDGzduPHjwQKFQSJKkUqn09PQaNWrk6urq6OioVHLSCAD4yCnUajW18G+XlZW1fPlyT09Pecn69esXL15MzZRZycnJwcHBcXFx1tbWtWvXtrW1zbdCZmbmkydPwsLCoqOj3dzcGjVqpK+vT70BAD5KtI9+JGxsbFxdXUXjqFqtVqlU0dHRarXa2tpaS0uL+ilTAgICKlas2LVrV9EgKn9q8k9JkvT19WvVqlWzZk2FQpGenv7dd9999913FSpUoPYATbGxsVeuXOnSpYskSWvXru3Ro4e1tTXVApBH8WGo1WrR1C1+RkREdOvWTZKkX3/9tWLFitRPGZGamurn5zds2DAbGxv5w5IfaP7U/NXAwODVq1dTpkwZNGhQ06ZN9fT0qElA2L1794sXL0JCQgwNDXV1dffu3Tt27NikpCRTU1MqByCP4p+mUCgKtrHJIRVlgUqlWrp06YwZM/J9TC9fvgwKCvrrr7/S09OVSqWRkZGVlVWTJk3c3NzEOtHR0bdu3dLX179z546Wlta5c+cMDAyoT/zHjR492t7e/vLly76+vpMnT3ZwcBg4cODcuXPv37+flpa2detWqgggjwLILzAwcOTIkZpLXr586efnd/ToUYVCoaurq3m7xYoVKwwNDXv06DFixIiQkBAdHR2xiZ6eHmEUSE1NtbKycnBw6Nix47fffmtmZjZ69Oju3bufPXt248aNRkZGT58+dXR0pKIA8ij+Ufmu14ufotGUyikLLl++XLlyZSsrK/kD2rNnj6+vr1qtlq+/iw9LV1dXV1dXpVJlZmbu27dv+/bt5cuX19b+v3+qo0ePpjLxX/b69esNGzaEhobq6ur+8ssv8+bNGzRo0K5du9LS0vr37x8fH79t27bu3bt36tSpcePGzZo1Gz58OJUGkEfxD+F6/XvP98nJySqVKjU1Va7VcuXKmZqalm4Apv3794v0KXb16NGjBQsWKJVK+ZOyt7f/+eefnZ2ddXV15a2SkpKeP3++YsWKa9euSZKkVCr79u37AaslLy8vNTU1Ozs7IyNDPtJMTEx0dXX/Xa22eXl58fHx4l2YmJiYmJhw5vZvkZ2drVAoxo8ff/HiRV9fXx8fnwkTJpw6dcrR0dHNzW3u3LmrVq2ytrbOzMwcMmTInTt3qDGAPIoy7dWrVwsWLJBHEUpJSfHz8yt52Fq1atWLFy/+72GkrT1r1qx8K/z2228nT55893KmpaV99913BYdTnT179tum7czMzHHjxhU1MmteXt62bdtCQ0P19fUNDQ0rVqyopaVlZ2cnB6/IyMjnz5+LnDpkyJBq1aqVMMQkJyd36NBBc4mvr69mVfv4+Hh7exfcm6mpqamp6Zo1a5KSko4fP37y5Em5obRQf0ed7Ny5888//xSD2pYrV87S0tLIyMjS0lLUSV5eXmRkZFJSUlxcXGpqarNmzerVq1dw+KoSmjlz5tsOB1F8+fNJSkras2dPRESEhYWFo6OjpaVldnZ2dHR0ZGRkYmKiq6trhw4d6J1dxlWqVOnMmTPh4eHnzp1LSEhwd3fv0KFDp06dYmJiAgIC2rZtq6urO2rUKG9v761btzIkBUAexT+qFNfrs7KyRowYUb16dfFrQkLC4cOHu3fvXsJXjI2NnT17tni8cePGgivo6+vLK7yLixcvZmVlFVyekZHxtvsPCwsrdFdCenp61apVvby8SrKr8PDwDRs2VKlSpXXr1m8M8c+ePWvWrJn80cTHx//xxx9yg+KcOXPat29f/B5MTU379+/fr1+/4lf7O+rE0dFx4MCBJU+Ht2/fPnbsmLOzs52dXdWqVd+qMHZ2dl988cV7LL8sKirq5MmTlSpVGjRoUFEjuebk5Fy6dGn9+vWTJk1iEIOy6fr16/Pnz9fX11+9enVCQkK3bt1iYmKuXr0qbhWNjIxs3ry5t7f377//XrFixaFDh1arVq1Tp07Hjx+n6gDyKP4JpbheL2dWsb65uXlGRsawYcPatWvXv3//kryi/DM5OXnUqFEKhcLFxWXChAma6xQsUvELC11HNICp1Wp/f/98YeKtXkKSpK+++srQ0FChUCxevFgMulTom3rj3lxcXJydnbOysqZNmzZv3rziI2lSUpIotthDbGysaAVUq9WWlpbt2rUr+adcwtXetk6MjIzUavWSJUvepU4UCoW+vn7jxo09PDwUCsWTJ0++/vrrJUuWFN+mW+jLvfE4kRdqlj8gIMDQ0LDgPkNDQ+/fvz9kyJDi96arq9uyZcsbN26cOnWqdevWRkZGfLGUNX/++WeNGjWMjY07d+5cq1YtV1fXoUOHyv2WKleu/PPPP/v5+U2YMOH169e2trYqlaok32YAyKN4P0rRPir/V5Z/9u7d+5dfflmyZEmdOnVq1KjxxleUf+bm5t64cSPfCqmpqYcOHSpqcwsLC7nJMCoqStwfWajQ0NCHDx+KCVHz8vIKLcaNGzfECm9sJJPvMcjMzCzmTaWlpY0fPz4pKSk2NjY9PV2lUimVSltb28qVK9evX9/T09PCwkKSJD09valTp/r4+PTo0aN9+/bF1LbmqKJ6enoijyoUiqlTp773Oxf/pjrJyMhYsGBBTExMSkpKWlpaVlaWWq3W0dExMTExMDBwcnKqWbNm8+bNRc2o1eoqVaosXLhwy5YtYn6ptyp86cqfm5tbcIVHjx49f/68V69eYueJiYmnTp26detWTExMXl6eQqEwNDR0dnauXbt23bp1y5Urt3fv3tzc3J9++qlHjx7fffcd3y1lyqBBgxYvXly+fPmTJ0+qVCofH58GDRporlCvXr24uLjjx49bWlqK9bdt20a9AeRR/EPevX1UkiRtbe1169a1b99+2LBh58+fL/5OPs32Uc3WJnmFNm3aiAetW7cWvYI0X87BwaFZs2Zi82vXrv3888/y5vneiFqtlhsXCy2GWq3euXNncHBwUZvnWygV3dAov6nMzMyQkBB9fX15Q5VKJe4f/eOPP1avXr1ixYoGDRooFAozM7P58+e3b98+MDBw69athTaUavZbUigU9vb2GRkZxsbGarW6WrVqf8fB8LZ1ku+zK7RO0tPT9+/fr1kn4mdMTIwkSXfu3Dlw4EBWVlbnzp0nTpwo7sLU1dUdNmzY6dOnR40atXr16pLcnSxXlFz+4gtcfPlfvXp14sQJHx8fuRvZ0KFDRTcmzQ2vXr0aGBiYlZVVr169jIwMHR0dlUpFX8AyKDc39969e+np6efPn7979+7169e7dOlSr149eYWYmJinT582atSoVatWmZmZlpaWK1eu9PHxoeqAMk5JFUCSpPXr14u2JVNTU09Pz+zs7ODgYKpFTpOOjo5t2rTp0aNH796927dvb2NjM2rUqMePH4sVTE1NBw4c+Oeff06aNKnQPTg5OSUlJWnusH///iqVSpKknJycf+n5j5aWlrm5eY0aNerXr1+/fn1XV1dzc3NDQ8PTp0/379//zz//1DwzcXR09PLyEm/5nzRv3jx5uJ+4uDgvL6/MzEzNsxFxj4GxsbGBgYGRkdG9e/fkuws8PDw4+MuazZs3GxkZde3a1d3dfdu2bQsXLvT3909JSRHPpqen+/r6tmrVKjg4ePz48TY2NlWrVr127ZrmdZXnz59fuXJl0aJFvr6+CxYsOH/+fEnuP/63iI+PL/XbUalUml9TxUtPT/+Y6g1lAe2jH4l3vF5/5syZ5OTkCRMmqNXqL7/88vTp07Nnz27SpEmhd+PJryhptFnmay7VtGfPnoJBZM6cOYVufuTIkWLeZsHyaDZiKRQKY2PjXbt2laTGCu14W2jtbdmypeDdCzk5OYGBgaK/jlqtHjRo0IYNG37//ffQ0FBXV9d8K1tYWGzatGnEiBHyzidNmnT9+vWoqKjz58+/91G7/4E6WbRoUcuWLQv9l5aamvrXX3/t379foVBMnjxZxLupU6cOHTq0T58+q1evLr4De75WSYVC8dlnn5Wwk1m5cuXyfUY1atQQPZPUavW6detycnLkQ7RNmzYjR460t7eXA6gY5Ov+/ftHjx49deoUebQMGj58+PXr16dPnz5+/PhZs2ZVqFChbdu29vb2gwYNMjAw2Llzp4eHx4ABA9q3b9+rV6/U1NScnJxNmzZp7uHAgQOZmZmPHj2qXLmyJElnz54tV66cu7v731rs3NzcyMhIMUhFwVu0S6158+YvXrxQq9UnT550dnaWJKl+/fozZ840MjKqUqVK/fr1i9k2KCgoMzNTswNrRETE0KFDz507J1f1mTNnGjduvHPnzoKbL1y40NHRcciQIRyTII8if7h8l+v11tbWAQEBgwYNsra2trCwWLx48RdffDF06NBdu3a98dK2vLeirpmKG7kKjQ4FN3/b0XY0X1StVuvq6r7LeD2ab0rUXlFvSkdHx8PDIy8vT0tLS/QGs7GxiYuLW7Zs2apVqwquHB4enpycLMa5VKvVhoaG69evHzBgwOrVqwcOHFi6MU0/YJ0U+plKkqRUKk1MTOrUqVOnTp2MjIxt27YNHTpUbDJp0qS+fft27do1ODi4mPMczdMk8aBq1aqlK39ycnLr1q3lv4jr16/L+/zkk0/mz59f8KVNTU2bNm3atGnTqVOn5ku3KCPq16/fsGHDp0+f2tjYLF26tEOHDgcPHmzVqlX79u29vb2vXbvWvXt3fX39169fjxs3TnPoj/T09IULF4aGhlpaWrZt2/bGjRsDBgxYu3atv7+/jY3NvHnz3vjSrVu3Ln6FmTNn5jtPu3379vfffx8UFJSbmysORVtb2759+44fP97BwUFeLTY2du7cuaGhoY8ePcrNzU1KSlKr1VZWVjVr1uzatauXl1ehnQIjIyNnzpzp4OCQb4S1x48fKxSKpKSkX375Zfny5YUW9cWLFwkJCUW9kUOHDj19+vTUqVMvX77kkMM/g+v1H4l3bB81MjIyMDDYuHGj+FV02Xn06NHSpUuLj7Py6xbTPlqSYpdu84Jtge/YN6jQ2itqn7a2tvfv35ffhbm5uUKhuHnzZqH5df78+XPmzMnMzJRfwsrK6sSJE5MnT/bz8yvmH0Op38UHqRNNBgYG1atXF3c1qNXqmjVrtm3bVnQVKskhoXmUlk5WVpaTk5NcfvlKvZubWzEHtub5EsqmiIiI+/fv29rafv311//73/9cXV1btGgxceLE6OjoBQsWdOjQQVdXd9u2bQcOHDAzM5O3SkxMvHHjRuPGjRUKxd69eyVJGjVqVKVKldzd3aOiouTbb4rx25vExsbKK6tUqjFjxtStW/fYsWOi55w4nqOiovz9/Tds2KC559jYWH9//6CgoMePHz979iwxMTEpKSk8PPzQoUPDhw+3s7ObNm1aenp6we/whg0btmrVytDQcN++fT/++KO4hu7m5latWrXAwMALFy74+/snJCTMnTvX19c3Jyfn6tWrBw4cmD59epUqVRo0aPDXX39NmzZt7ty5mpcOJEm6f/9+8+bNq1Wr1qxZM0mSrl69OmXKlKtXr0qSdOrUqW+//VZ0YM3JyfH39//xxx8Llg0gj/5H5QsKb9U+KhrwlErlgQMHkpOTxcIJEybk5eXt2LHj6dOnxTebFeynX4pil27zfHnl3eejKrT2itqnlpZWampqvneRm5sbFRVV6Mpz585ds2aN5kvo6ur26NHjm2++uXLlyrhx4yIiIt7XwfCh6iSfpk2bLl68WN586tSp6enpZ86cuXDhwhsPiYLZ+q2/3ZTK1NRUufxmZmZib1OmTGE2pn+1zZs3//DDDzExMWPGjGnSpElAQICTk1PlypX3799fuXJlFxeXjIyM4cOHjxkzZsyYMfJWx44dc3FxCQ0NjYiI2Ldv34IFC7Zv3x4UFHTw4EEnJ6dC/2wLPVmytLT8sQg1a9aUVx43btyaNWvUarWTk1NgYOCDBw/++uuv48ePjx07Vk9Pr+CQw+Lg9PDw2Lt377lz586ePbtp06YuXbpIkhQTEzN//vzvv/++4CYHDx7csmXL7du3Bw8eXKlSpejoaPFOb9265ezsbGNj4+HhsWzZstjY2IcPHy5ZsuTq1au9e/c2MDC4efNmcHCwUqns16/f1atXt27dqvm35uXltXbt2qCgIJGVP/3003r16rVo0eLZs2edO3euW7euGNQiMDAwJCQkIyOjJK3LAHkUbyaGWszLy5Mv7lhYWIwdOzY3N3fu3LnUT6Fyc3NNTEzkX+Pj48WDovoEaGtr9+jRY8eOHQWf6tChw5IlS27evDlu3LjHjx9/TD27u3btKo/HJNqiJEkqeK3876Cvrx8eHi7/Kt9OR9vnR6BChQpOTk5hYWF+fn6ZmZmvX78+f/78vn37Ro4cGRISEhUVVfBmaA8Pj5iYmI4dO8p3cDo6OmppaY0fPz40NFSzJbV4JcmjsbGxa9askSTJ2Nj43LlzAwcOdHV1dXBw6NChw7Jly/7666+i7k52dXXt3bt3y5YtW7VqNWTIkMOHDy9btkw8tWXLloIjsl29ejU4OPjq1asdO3YcNWqUuClWcHFxsbGxady48dWrV0eNGtWjR48TJ05IkuTp6fn999+LQUscHByqVatma2sbGRmpudvKlSv7+vp6enpu2LDhxo0b7u7ujRs3NjY2Pnz4sLu7+8CBAzt27ChevUePHrVr1w4JCeGYBHkUkvQ+xh8VPab37Nlz7949sXDYsGGffvrptWvXLl68WOgrSv/t6/V//fWXmN1KTLkUExPzxndRpUqVVq1abd26VTRjaH5qSqWyW7dufn5+KSkpGzZsOHDgQEZGxru8iw9SJ4VG7T/++EPeSYsWLfLy8l6+fClGiSrmkNA8SkvH1NT00KFD8ksPGjSofPnyKpXq2bNnfGN8BCpWrKijo+Pt7d2oUSNTU9ObN2/evHmzTp06ly9frlu3bqtWrfKt/+zZM1NT0xcvXqSlpfn7+1+6dOmLL75wcXF5+vSphYVFoYPvFvzOLOEBeebMGdGpf9GiRXZ2dvmetbGx0dHRKfQLuSAfH5/PPvtMoVAkJibmmwlPoVDMmTNn06ZN2dnZIk8X3K0kSWlpaS4uLuXKlRNHvmZS37dvX8eOHcXXUb4CiKFbx40bFxMT8/r164ULF/br10+tVovIK14oPj7+8OHDISEhnp6eHJAgj0KS3vl6vdwDRldX98iRI/JCX1/f8uXLjxs3Li0trdBvz//y9fpz587p6uqK9bdt26atrS3W1Gw0LahSpUpeXl6HDx9et25doZ+au7v78OHDRcuE3Nf131InhXzFKJXR0dHyTpo2bSp2cuvWrZL8y3+XwisUisaNG4sXEn2wjh8/7urqunjxYsYW/Qj07Nmzc+fOX3zxxcmTJ2fPnr1mzZrWrVu3aNHC3Ny8TZs2pqam+db39PQsX7783bt3W7RokZubO3HixFq1arVt2zYyMjIvL69hw4YlP39+o/j4eLGmPCHzW51G5juMv/76a/GsuIOz4CZWVlbiBE8e+kqTkZHRgwcP4uLiChZm7969AQEBLVq0KLQAHh4eaWlpRkZG2traK1asWLFihYuLy6NHj6T/N3eGubl5z549V6xYMW7cOA5IkEchSe/cPmpsbCzO5hUKhbe396lTp8RT4mJWdnb2woULi2o2KwvtoyqVKisrKzs7OyMjI6Vobxzss4RtgWq1etOmTX369BFr3rp1a/PmzWLQe21t7UqVKr0xJ40cOfKTTz7p1KnT5MmTz507l52dna9KdXR0fHx8KlasuHnz5oInA2WwTorh4eEh78TFxSU7O1uhUBTa6K55SMjlj4yMLHX5u3Tpcv369SdPnoh9amlpbdmyZciQIXPmzLl79+4/Px4q3v//MKVy+fLlYtC0+vXrFzoMmczGxiY1NTUkJKRChQr9+/d3dHQUx+F7H7dInkwkLCzs3fcmd58veFVh1apVs2bNMjc3P3369LRp016/fi0/pa+vf/r06aCgoKZNm06bNi0wMLDg1Knm5uYbNmw4ePBgvuUbNmxYtGhR3759O3bs2K5du6dPn86ePXvt2rX16tULDQ2dM2fOgQMHUlNTmzdvPn369I0bN16+fJlDEe+I8Z4+Eu843pOY/lssrFix4smTJxMSEszNzUWjwsGDBw8fPtylSxfNJoSSj/dUkpa80m0ul3/06NE9e/YUe7t9+3ZRU5/n5OQUvIpXfFtgwVLFx8fPmzdv5syZhoaGCoUiOjp61KhRYsAmtVpdt27dEma1WrVqHT169MiRI9OmTcvMzPTy8ho9erTYp1zg6tWru7q6Tps2bfTo0Zqjw5S1Oime6FwsNjQ0NBQNyUX9A5NfSC6/Wq2+c+eOVMT89W8s//Dhw1esWDF48GAx2JaWlla3bt26dev2+vXrxYsXm5qaent7i3ZufPR8fHwaNWp05cqVkJCQpKQkS0vLOnXq1K1bV3OGp5J8X72RmLxNkqTvv/++QYMGxQ8F+sadh4eHi2fFgMeyn3/+WfRAdXV1PX36dERExNGjR6tWrerk5GRlZeXg4DB79mwx9bGtra2xsXHv3r3v3bsnBkhu0aJFRkaGnZ3dgQMHWrRoYWJiYmFhMX78eLHnRo0aXbx4cfr06R07dtTT07t9+/bp06dNTU0tLS0vX74cEhKyaNEiGxubBg0aGBkZRUdHi38WAHkU7/O0Xq1WDxw4MDAwcOjQofK3nqen5+TJk0+dOlXoMHgfnLOzc7Vq1TRjVqHZ661O4nNycsRWN2/eFO3HoaGhZ86ccXV1/fnnn/X19UVv+qlTp4qRBcVWAwcOfKumnW7durVq1WrChAnbt2/ftm3b119/LVe7bOrUqZ06dfryyy8HDx78Yeuk1CdL/9+Xjra2JEni/2hJyp+vwPneRUnKL/pZjx8/XnOqAgsLi0mTJsXHxy9ZsqRSpUqDBw+m0/1/QcOGDRs2bHj58uWGDRveuXPnrUbCL/lpWP369bt06XL06NG4uLiWLVvOmjVr1KhRxsbGxe+8qCNw2bJl4tnmzZtrLh80aJD8WPOyjHxdXm73lR/873//y/dAcwgCeXh8Nzc3Nzc3ebmTk9PIkSPF43r16mnGd80R9YF3wfX6j8S792eSs0Jubq62tna1atWio6PF8ooVKw4ePDgpKWnkyJGaA5VLZeZ6fb7CFLVw06ZN/fr169ev38mTJ4vfm5mZ2aFDh/bv379v37769eunp6fn5OS0bNly4cKFw4YN09PTy87O3rt3b4cOHe7evStPT+/m5ta0adO3fQsmJiYBAQG//fbbggULjh8/3rlz561bt+bm5sqFMTEx2bx586pVq3766aeS/EcsXZ2I28KK31vprtcXerSoVCoxRW1JjuRiFr6x/CL3r1mzJicnZ9asWXfu3NHcW/ny5adMmdKmTZsVK1acPXuW+0r/Izw8PJRKZemmZXr69GnrwgwYMEBztZ07dzo5OUmSlJ6e/u2339rZ2c2dO7ckvabyOXbsmJi1zszMjPCHjxjtox+Jd7xeXzBefPLJJz4+PqtWrRLPfvnll/v3779z586lS5fECMll6nr9jh07iuofo+nBgwdi3OaihqunKEoAACAASURBVGSS35SWlpZoSyu0TS4lJaVJkyba2tra2tqiRVmSpCpVqmzYsKHUbWzlypVr3759+/bt4+Lili5dOm3atEWLFsmv6+Li8tVXXy1atCgqKkqMI/N+60ShUBTVnf/dr9erVCrN2svMzDQwMNDW1s7IyCg49JL8Qu+r/DI3NzdXV9eePXtqa2v36tWrT58+hoaGolSVKlX66quvkpKSVqxY4ePj836ny8IHFBkZKbqEF/zDjIqKOnjwYF5enkql0tLS6tWrV0nu/Bb58rfffiv4bL6Jf42Njc+ePTt79uwdO3akp6cnJSVNnz590aJFY8aM+e677wpOUSZ2/vTp0wsXLpibm+fk5Dx58uTkyZPbt28XT/34449ikCaAPIr/VsCdOnVqQEDAsGHDJEnS09ObMWPGhAkTli5dKvJomXLr1q3g4OB8CVszORUVu0vH2Nj44sWL48ePv337tui4YGdnt2XLlveSYywsLGbPnv3w4cPTp0+3adNGXt6rV6/58+dfv349IiLC3t6+rNVJSc46RBgtYZaVy1+wwPkWlrwkOjo6hw4dmjhx4tKlS9etW+ft7e3l5SXfPGpqatqhQ4du3brt3r1bjMiLf6n09PTly5eHhIS4u7tra2vfuXPnhx9+qFWrlnyCtHz58vDw8OnTp4uxSBMTE7/55puFCxcWHLW04Dm8lZWV5jVuWcERTO3t7detWzdjxgxfX99du3bFxcWJqZJ279594cKFfLPgiqM6ODi4efPm+Q51PT09Pz+/UaNG8cmCPIqy7n1dr8/3ZVq1atXQ0FDRUti+fftBgwbt3r17w4YNw4YNE3cXyRu+y2Vc6b2OP1qSJKGnp1fM3tRqdVxcnGgBlZcbGRlVr169WbNm/fr1s7CwMDExWbdu3bx583777beNGzfa29u/32Dn4uJy7ty5unXrio4CarVaT0+vdu3aYWFhq1atKn48+dLVSaEjF0rv43r9s2fPmjRpInby4MEDfX19cb2+0MaefIeiGLKgJM1CRZU/Hy0tLT8/v7S0tGPHjgUEBOzYsWPkyJF9+vQR5xXOzs4//fSTp6fn6tWrNW82xb/I06dPp0yZMmbMmClTpoglKSkpn3322cqVK8UF9MmTJzds2FBziCIzM7Offvrpm2++CQwMfOP+xXj4JS+PnZ3d8uXLFy5cOGXKFDG4/aNHj+bMmSMPdF+8vn37LliwIF/jK0AeRRn13q/XC61bt/b19a1Ro4ZYZ9q0aWfOnFmzZk2nTp2srKykMnO9Xt6Jubm5mOOu1NUo/9TT0xPJSS5beHh4WFjY+vXr9+zZ4+Lioq2t/cMPPwwdOnTGjBkBAQHvvY/28OHDjx492q1bN/kDqlixouhTJQYF/OfrpHTX68UAT5rdp+QxrYo/TRIPJk2a1KtXr/dbt0ZGRn379u3bt29ERMSMGTMePnz4ww8/iJerV69enTp1Bg8evHXr1ho1avDd8u8SGBgYFRW1YcMG0Xloz549r169atas2f79+5ctW9azZ08/P7/Ro0fXqVNHkqS7d+8GBATExMSUK1duwYIFDg4OUVFRxVy1f5dzTn19fX9//z59+vTp0yc2Nnbjxo0zZ87U7JYudt6jR4/x48cnJycbGRmZmprWqFGj4JV9TRMnTszKylqxYkW+5WJWUjFbryRJu3fvDg0NlSTJycmpf//+xZy87du37+7du7NmzZIkKSkpafny5efPn8/Ozh4/fjx3r+JvxW1SH4m/o31U8PLyOnr0qPwSYhJRPz+/fK/7Ec/P9N133x05ckSMzbRnz57Vq1cfOnRIDNeqVquHDx9++/bt9u3bi7ns3yMtLa2kpCTNvjvm5uaiSNevX/+wdVLyfb58+dLFxUXeycWLF7W0tBQKRfny5Ys/JN49AZSEvb39li1bPv/8819++UUuZKdOnXJycsaOHVvqKbLwQfj7+xsYGEyZMkWE0bVr10ZERISFhS1btszQ0DA1NXX+/PnLly8XYVSSJF9fXwcHh0aNGiUlJV24cMHZ2TkxMbEk31el1rx581GjRqnV6vT0dDHMc74/NDMzs5YtW3bt2vXTTz+tX79+8WFUkqSgoCDx/ZzP0aNHNc9C16xZM2vWrJkzZw4ZMsTLy6uovaWnp48YMUKey3T06NEzZsx49eqVPMMqQB7Fmxux3nF+pqJWs7GxSUhIePXqlXiJ7t27V65c+ezZs/PmzUtOTv4vzM/k6upq/f9UrVq1SZMmo0aNEj1exYRDZmZmqampS5Ysee8fqzySlKgopVIpilRod4p/sk5Kvs9FixY1atRIbB4dHX3z5k2xubOzc/GHRMFs/fepVq3alStX5CkhatWqpVAokpOTZ8yYwXfLv8WxY8ckSerTp4+8JDg4WEdHp2PHjk+ePJEkydDQcP369flGrDMyMnr9+nVoaKibm1twcLA88vzfp3bt2uLB06dP/8n6sbS0zMjIqFmz5q5du4qK3YaGhgkJCZ07dxa/im+57du379y5k8ZRkEfx4X3++ef79u2Tf508eXJWVlZUVNQbp/b5WJmYmJw5c0b+tX379mq1+vDhw0V12y+1fPe5ypOvREZG/isqKjMz09raWu7mtW/fPvkdtW7dukwVdfDgwX/++ad4XKFCBdHaff78eeZw+le4dOnSvXv38s1aaWFh4eTkdOHChT59+iQlJenq6uYLowMGDMjJyenSpcuRI0cuXrzYrFmzgrOMFnOyVOo/CrETCwuLok4j32jPnj3GxsbGxsZPnjwRGy5ZssTCwkJPT69nz55ixImCW+nr61etWlWhUMTHxzs7OyuVSgsLix07dkiSFBQU5OHhoaOjM3z48BYtWjRo0GDEiBFpaWkKhaJly5bW1tY1a9YU9VynTh1tbe2+ffvevn27Ro0aSqWyRYsWhc5TCpBH/4v+vuv1kiQplcrmzZs/fvxYrPbJJ5+I8ZBTU1P/C9frC92np6dnYmKiWLNDhw4imm/evPk9fqapqamVKlXSvF4vTwQvz0ZYpuqkoOPHj4ueyGq1Ojk5OTAwUJRcoVCIf2/FHBKl+Cf9LoyNjcXphFqtFjNISZKkUqkeP37M10sZt3///tWrV0+ePDnf8tmzZ+/bt69Pnz4uLi6DBg3KNynojRs39u7dGxgY2LVr1/79+9vb2w8fPryE31fv4tSpU2In+eYVe6s9L126NCsry9/fX1wzCQ8PnzhxopeXl5eX18GDB8+fP19wb5mZmYsXLz516lT16tWdnJzWrl378OFDY2PjiRMnJiUl9ejR48qVK/7+/t988018fHxcXNzcuXPF+w0KCnJycoqLi5MkaeLEiQ8ePPD39//hhx+8vb0TExMPHz584cIFX19fjkOQRyFJf+f1eqF27dq+vr7yBc2BAwdmZWWJs/CP/np9ofts2LDhrVu3xJoNGjQQ/QN27tz5Hq8vf/fdd2LkF1GkrKwsMZa7JEkVK1Ysg3WSz82bN42MjMQNcAqFYufOnSqVSj7qqlWrVpImqH9sgPrU1FTRXqVQKGJjY8XAqGq1moafMi4sLOzIkSObNm0q+JSZmZmvr29wcPCLFy/27t1raWkplqenp3/11Vd79+5duHDh5cuX79696+jo+H6H9gwKClq8eLEY7VjT0aNH9+7dK0lSzZo1i/oTKIknT540aNBg2LBhot/93bt3xfsSzxZ6J0BKSsq3335raGi4bds2SZJiY2MHDBgQGxsbExNz9+7dzMxMd3f3MWPGyKNiydVlZ2cnV86NGzc6duzo4+Pj4uJy69Ytd3f3Ll26lCtX7tq1axyKeEf0r/9I/K3to/IZ+axZs0S/y08//dTe3j42NrYMjvf0jtUolawtsHz58hEREfL6HTp0OHnyZF5eXmJiYsGeOjk5OSdPnmzevLmJiUkJS3LhwoVRo0bJN4yq1eqVK1dqa2vLnXDLYJ1obrJnzx4tLa3evXuLDSMiIgIDA+UL9yNGjCh+eKlCs/XfatOmTaKNRwxKVeoDEn+r6dOnP3/+vG3btgMHDlQqlZcuXTp16tSGDRsKHfr39u3bO3fuDAsLUyqVT58+HTx4sLOz8+XLl48ePfrNN984OTnFxsYGBATY2dnt3Lnzxx9/9PDwSEpKCgwMvHLlipeXV9u2bQv9zhTzMxVavFatWomhoE6cOOHv7z9nzpymTZvWqFHD2Ng4JSXlypUrFy5ckCTJwMCg4O3mb3uwyXNJKBSKlJQUhUJx8eJFS0vLVq1a2djYFNybmZnZr7/+6ubmZmpqeuzYsc8///zLL79MTk4ODw9PSEhQKBSaoxoXdfzn5OSI7zfRGCHONvX19Usx7xRAHv04/U3jPWkyNDQcPXr06dOn27dvr6Wl5evrq3mXUhkZ7+m9twUWUyoTExO59tq0aXP8+HEtLa2wsLDGjRvnW/PRo0etWrUKDg4+c+bMt99+W/w0MNnZ2VOmTBk6dGitWrXkAty7d2/jxo1iPiGlUlm1atWyWSeSJKlUqhUrVvTp00fcbCD+WXp5eWVlZYkVjIyMxCQLbzxNkt65fTQ8PLyojlOaHjx4MHLkSPnTPHXqlMg3arWaGXHKlIsXLwYHBwcGBi5btmzo0KHPnz+fM2dOoWF02rRp8+fPlz/TAwcO+Pv7e3l5aWtrL168WKlU5uTkfPbZZ82bNw8KCnr9+rWzs3NoaGi/fv3u3Lkj/qKL+s5MT08PDg4udJoGMQqeyG1qtToxMfHo0aPHjh3TXLNq1ar79++X+/hr7rzkkdTMzOzmzZuJiYmJiYk6Ojq2trZqtbpHjx6zZ8/OzMzU19cfP358vk10dHQ++eQT8Xjv3r0KhcLPz6958+ZqtdrR0VGtVp88efL58+fi2ktR7RSWlpbHjx+PjIy0tra2sLAICwt7/fp1bGwsg/WCPIp/lK2tbXBwsHjs5ub2H5/sW76eJUlS48aNc3JytLS0Xrx4UXDNuLi4GjVqdOnSpV27dgcPHrx8+XKTJk2aNm1qY2Mj/ytVq9VRUVFHjx5NS0ubOXOmZktqVlbWuHHjDAwMxK9OTk5vHAXmQ7l27drWrVu///57zblnli5dmpKSIrf1enl5/TMTcqamporRKGfNmlVMv+lnz55dvnx56NCh4tfc3Nzff/9dDseanzLK1JFmbGx87ty5Qp/dsmVLwTkjUlJS1qxZExISIg6/8PDw/v3737179969e+7u7g4ODj179gwLCyvmRb29vYsvVcOGDcWDFStWDBgwYNu2bcHBwU+ePMnOztbX13d3d/f09Bw7dmzBXlNmZmZi53JkLF7jxo23bt1qaWmZl5dna2srvkzmzp27ffv2169fP3r06I2bb9myxc3NTbzfWrVq/e9//7t3756Dg0PxQ/137tx58+bNdnZ2Pj4+3t7eixcvFv2iRo8ezTEJ8ij+v2awv+96veDp6bl9+/bPP/8834Yf9np9rVq1xH1+Wlpaxd/J9Pr169atW79xfiapBNem7ezsoqOjbWxs1Gq1oaFh1apVxYzYvXv3zrfmnTt3xCSrOjo6Yhj2jIyMsLCwa9euZWVlyVMCVq5ceciQIfK4+qIYmZmZkyZNSkpKEv9ExTyu771O2rVrV1QfKblOxD2sOjo6SqUyMjLSzs5OZOXY2FgxEWJMTEyTJk38/f3lrV6+fDl//nwx7I4ovL29fb5uJUUdEnL5nz17VrryiwkhdXR0rly5cvz4cWtrazMzM1tbW5H1k5KSoqKiXrx4UblyZW9vb/G6GRkZX3/9dVZWlqjt6tWrk0fLGvmv8vfff588efKcOXPy3ftx7NixCRMmyH+2mn/FeXl57dq1++WXX0Sf8ZCQkBYtWlhaWoqeQCKcFfMtVOhdqkVp1qxZyadWrlSp0lvtfN68eZUqVdLR0alSpUpERIShoeGtW7cCAwNfvXplZWVlYGAwfvx4zWrx9vaOjY2Vfx0xYkRqampCQoKjo+OLFy+ys7MvXLiwd+/eJ0+eNG3a1NLSUnTQnDlzpiRJRkZG8ub+/v7169d//vx548aNu3fv7ujo+PDhw06dOhVs7gXIo//d7+i/+3q9YGpqamxs/PTp0ypVqmhu+GGv13t7ew8ZMkR+14VWhfh1165dmZmZReXRt7o2bWNjExgYOGzYMLG+m5vbixcvHj58qFKpNNv/EhISxBgrmsUwNDR0d3evW7du8QWOiIj44osvxN1dYomrq6u7u/t7r5Pc3Nyi8qhcJ+bm5n/++WdUVNTr168zMjJu376tUChsbGycnZ3lGbw0fwYFBf3888+ZmZk6Ojpiib29/a5du/KNuVPUaZJc/oIFzrewqPI/efJE1HCjRo08PDzEJunp6WLYLFtb26pVq+bb2+TJk2/evCmachUKBb2GyxpPT08zM7Njx45lZ2dLkrRw4cLY2FjNUUUDAgJGjBgh/9m6uLi0aNEiKyvr1KlTL1++VKvVCQkJPXv2DAwM7NKly+jRoxcuXGhnZ9eoUSPxrEKh0NLS8vT0LOMXoCtVqjRv3jzNJdbW1t9++638a76hr/KdBCqVyokTJ2ou0dfXl4cXaNeunXggt5XKm5uYmIwdO1beysfHh2MS5FF8mPZRSZK6d+++ceNG0a+zjLSP5nsXxS9cuXKlg4ODJEkDBgzId+H4rdpH9fT0RIOKPAzWsWPHFArFo0ePXFxc5NXMzMysrKxWrlzp7OzctGlTMc/nGwscFha2f//+I0eO5OTkyIVs0qSJPDPW+62TNWvWVKhQ4Y11oqWlZWdnJ1pGC10nLy/v9u3bwcHBR44cSUhI0NHRkeuwS5cuP/zwwxuv1JewwPkWivJbW1tr9kGJi4s7efJkkyZNjI2N5U0MDAzk8ssLk5OTf/311927d0dFRckjUvXr16/4O33xz5s4ceLEiRNv3LjRpUuXly9fSpK0ZcuWEydOtGrVSl9f/9atW7dv35ZXnjp16k8//SSaCXNzc0eMGCFGZEtMTPT09GzWrJmzs3NKSor4mxIHap06dQ4fPly5cmWqGiCPojQeP3586dIlubFHXOh8Y/vozZs34+Li1Gr12w6y2LZt282bNzs7O4sv8efPn79tA2daWtrFixfF5qGhoaVoH5X3UFSzX6ELHz16dODAAdFi99lnn+WLR/fu3RP/mcREnW8s1ejRo3fu3CnSrY6OTlpamomJycqVK8U1azlq161bt27dunfu3GnSpEmbNm0aNGjg4eHh5OQkoo/8KllZWTdv3jx//vxvv/0WERGhp6en2X5cs2ZNPz+/4vNcqevkl19+EYUpWCfPnz9PTk42NTUtam9ZWVnPnz+/fv36jRs3goODs7OzRWOV+Cnmqf/xxx87duz4xs80Jibm0qVLbyxwvoVy+Rs0aKCZR0eOHJmUlHTixIk//vjDw8OjSZMm9vb2mhvm5eWFhIQEBQWdOnUqOztbqVRqaWmJFWrVqpWvAQllR7169a5fv961a1cx3dfLly93796t+RdXvnz5wMBAeZ4hcTSuW7fO0tJyyZIlKpVKoVBcunRJHGzyX1njxo3379/PSQjwQSj+411SPg5qtfr58+eSJJ08eXLp0qViYkk9PT21Wv3rr78W9fWam5sbHR2tVqv3798fEBCgr6+vVCp1dXXlu/2KFxkZ+ezZMzEXs3g5hUJRr169tWvXlqTMr169ErdOjh8//uHDh/r6+iJklHwcu5iYGNGJdezYsS9fviy0u2uhC3Nzc8UF2T/++EPznapUqsjISIVCce/evUmTJunq6iqVSoVCsWXLlqIGb5ez+IgRI0RPJgMDAy0trUuXLhUMjiqVauHChfv27cvNzVWpVFlZWebm5nIn9IiIiISEBGNjY/GimgXW1taeMWNG586d39h+XOo6ESPLSpJUsE7CwsJSU1P/+OOP7du3a2lpmZqaGhoaiq3i4uKSk5OTkpJMTExEOQu+RJUqVdatW2dmZlaSzzQ6OlrcuKZZ/pK8C1H+Bg0arFmzpuBu+/TpEx4eLiZfrVixouhNEh0dHR0dbWpqqlQq5b5WYm+enp4lacrFhxUWFtagQYO0tLSCh8euXbv69etX6FYrV6786quvCh5Irq6ud+/eLf5mEgC0j6LYs4r/N3Rc7dq1NXteF3+9XltbW1y4dHNzk7cq+flJ5cqVK1euPHny5OXLl2u+Ygk3lwdGsbKyEmFaesvr9TY2NuKBgYHBW03qKHcMKrhcVKO2trbcmf2NpRJ1+NNPP8m3VeXl5e3evXvAgAEF9z9lypQxY8Zcvnz5wIEDd+7cycrKevbsmbxCvtCmVCpdXV29vLxatGghd3L6m+qkqPeoVCpr1KghPu7AwECVSiXPWSpoaWmZm5vn21W5cuU6dOhQp06d+vXrv1V/IHmc//dVfmHXrl1Xr149duzYmTNnxBA5YrnmhI3ixsEOHTp4eXkVP5wWPqCVK1dmZmZ+9tlndnZ21atXP3HiROfOnZOTkzXXmT59uhxGxUSgWlparVu3FkM4+fj43L59e/369ZqbGBsbb926VYTRR48eHTx4sEmTJiXvjQTgPSQZ2kc/JllZWXFxcZrn/dbW1sXPLSlJUmZmZnx8vNzAULFixbfKhTExMfKlbV1d3XyTMr9RXFxcdna2XOBSXCyLiooSnRveloODQ6HvNC8v79WrV3KjS4UKFUrSYCwam+UWTTlwF+PVq1exsbE3b958+PCheEU9PT0rK6vOnTuXL1/ewcGh1E10f0edPHz4MCMj4/nz5/fv38/JyYmLi8vKyhLv18zMrHz58u3atTMxMbGxsZFH6i610pXfwMBAc5ypovb88uXLs2fPRkdHp6Sk6OjoWFtbN2vWrHr16hUrVqRNtIxLSUmJj48/evRofHz8hAkTDA0NHz58uG3btvDwcJVKZWlp2a9fv+bNm0uStGPHjlu3bnXp0sXNzS0nJ+fWrVu//fbbkCFDqlevnpeXd+TIkePHjyckJOjp6TVr1qxXr16WlpZZWVm+vr62trZt2rSxs7PjYADIowAAFCksLGzDhg1FDYCwZcuWxMTEfH3Ms7KyxIjx9evXL7hJTk5Ot27d/Pz8qlevTvUC/zzO/wAA/zLVq1cXEx0VfComJiY0NDRfGJUkSU9Pb+/evdOnT4+Kiiq41apVq6ZPn04YBcijAACU1MiRI589e7Zu3TrNW43PnDkzd+7cyZMnF7qJsbHxrl27/Pz8bty4IS+Mj49ftGiRpaUlN4wCHxDX6wEA/1bnz59ftmyZvr6+trZ2YmJi7969Bw0aVPwmOTk5S5YsuXHjhqGhYWZmppmZ2ZQpU8SAygDIowAAAPgv4no9AAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAAQB4FAAAAeRQAAAAgjwIAAIA8CgAAAJBHAQAAQB4FAAAAyKMAAAAgjwIAAADkUQAAAJBHAQAAAPIoAAAAyKMAAAAAeRQAAADkUQAAAIA8CgAAAPIoAAAA/su0qYJ/l2qOVagEAMC/zqOnf1EJKIpCrVZTCwAAAPhQuF4PAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORR5jpXhQAADrRJREFUAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAAAA8igAAADIowAAAAB5FAAAAORRAAAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAA8igAAABAHgUAAAB5FAAAACCPAgAAgDwKAAAAkEcBAABAHgUAAADIowAAACCPAgAAAORRAAAAkEcBAADwf9qtYyKAYRiAgadSKKzwJ1Ai7hIMnv4haBJ+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgAAfhQAAD8KAAB+FAAAPwoAAH4UAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAAD8KAIAfBQAAPwoAgB8FAAA/CgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIAgB8FAMCPAgCAHwUAwI8CAIAfBQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAMCPAgDgRwEAwI8CAOBHAQDAjwIA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAOBHAQDwowAA4EcBAPCjAADgRwEA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAADwowAA+FEAAPCjAAD4UQAA8KMAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAA+FEAAPwoAAD4UQAA/CgAAPhRAAD8KAAAfhQAAPwoAAB+FAAA/CgAAH4UAAAWVE/Xd96qVAEAYMvM/N6CSTqebiY1AAAAAElFTkSuQmCC)
Productividad del pasto Cuba OM-22 bajo diferentes
densidades de siembra y frecuencias de cosecha
InterSedes, Revista electrónica de las sedes regionales de la Universidad de Costa Rica,
ISSN 2215-2458, Volumen XXIV, Número 49, Enero-Junio, 2023.
10.15517/isucr.v24i49 | intersedes.ucr.ac.cr | intersedes@ucr.ac.cr
Universidad de Costa Rica,
Sede de Guanacaste
Liberia, Guanacaste
jorgeclaudio.vargas@ucr.ac.cr
Publicado por la Editorial Sede del Pacíco, Universidad de Costa Rica
P : ganadería, adaptación al cambio climático, pasto, nutrición animal, rendimiento
K: livestock, climate change adaptation, grazing land, animal nutrition, productivity
Productivity of Cuba OM-22 grass under dierent planting densities and harvest
frequencies
Recibido: 26-03-22 | Aceptado: 18-04-22
C (APA): Vargas Rojas, J. C. & Carvajal Suárez, I. (2023) Productividad del pasto Cuba OM-22
bajo diferentes densidades de siembra y frecuencias de cosecha. InterSedes, 24(49), 216-237.
Isaac Carvajal Suárez
Ministerio de Agricultura y Ganadería
Región de Desarrollo Pacíco Central
Esparza, Puntarenas, Costa Rica
icarvajal@mag.go.cr
Jorge Claudio Vargas Rojas
R: Se evaluaron tres densidades de siembra, denidas por las distancias entre surcos, las cuales
fueron: 70 cm (4375 kg biomasa ha-1), 85 cm (3750 kg biomasa ha-1) y 100 cm (3125 kg biomasa ha-1) y
dos frecuencias de cosecha, a los 45 y 70 días después del corte de uniformidad (ddu). El experimento se
realizó entre diciembre de 2020 y mayo de 2021 en la Finca Experimental de Santa Cruz de la Universidad
de Costa Rica. Se utilizó un diseño en franjas, donde se cuanticó la producción de biomasa fresca y seca,
altura de planta, longitud de tallo y hojas, contenido de clorola, proteína cruda y número de nudos por
tallo; para cada variable se efectuó un análisis de varianza. El uso de una distancia de siembra de 70 cm con
una frecuencia de cosecha de 70 ddu, mostró valores mayores para biomasa fresca (p < 0,0001), producción
de biomasa seca (p < 0,0068), altura (p < 0,0194) y longitud de tallo (p < 0,0093), en comparación con las
otras combinaciones. Mientras que una combinación de distancia de siembra de 85 cm y una frecuencia
de cosecha de 45 ddu presentó valores mayores para contenido de clorola (p < 0,0284) y porcentaje de
proteína cruda (p < 0,0134). En edades de corte tempranas hubo mayor contenido de clorofila y de
proteína cruda, mientras que en edades tardías hubo mayor producción de biomasa. Por productividad
y por contenido de proteína, el Cuba OM-22 es una alternativa para bancos de forraje. Este trabajo
formó parte del proyecto de investigación B8009 inscrito en Vicerrectoría de Investigación de la
Universidad de Costa Rica, San José, Costa Rica.
A: ree planting densities, dened by the distances between rows, which were: 70 cm (4375
kg biomass ha-1), 85 cm (3750 kg biomass ha-1) and 100 cm (3125 kg biomass ha-1) and two harvest
frequencies, at 45 and 70 days aer the uniform cutting grass (auc) were evaluated. e experiment was
carried out between December 2020 and May 2021 at the Santa Cruz Experimental Farm of the University
of Costa Rica. A strip design was used, where the production of fresh and dry biomass, plant height, stem
and leaf length, chlorophyll content, crude protein, and number of nodes per stem were quantied; an
analysis of variance was performed for each variable. e use of a planting distance of 70 cm with a harvest
frequency of 70 auc, showed higher values for fresh biomass (p < 0,0001), dry biomass production (p <
0,0068), height (p < 0,0194) and stem length (p < 0,0093), compared to the other combinations. While a
combination of a planting distance of 85 cm and a harvest frequency of 45 auc, presented higher values for
chlorophyll content (p < 0,0284) and percentage of crude protein (p < 0,0134). At early cutting ages
there as a higher chlorophyll and crude protein content, hile at later ages there as higher biomass
production. Due to productivity and protein content, Cuba OM-22 is an alternative for forage banks.