Rangkuman Matematika IPS Semester 4 (6)
Matematika IPS Semester 6 terdiri dari 1 bab, yaitu Notasi Sigma, Barisan, dan Deret. Rangkuman ini akan membahas secara per sub-bab
NOTASI SIGMA
Penulisan bentuk penjumlahan ke dalam bentuk sederhana yang dilambangkan oleh ∑.
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) 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Sifat 1 |
![](data:image/png;base64,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) |
Sifat 2 |
![](data:image/png;base64,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) |
Sifat 3 |
![](data:image/png;base64,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) |
Contoh Soal Sifat 3 |
![](data:image/png;base64,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) |
Sifat 4 |
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgsAAADjCAIAAACEtcBfAAAgAElEQVR4nO3dd1wUV/cw8AMsLFWaVAuICBKxIkUBMYq9996NolETMYqFWKLGGOwtoKCixl4QY1AsgF1QQEHBQrXQpfct7x/3l3332Z1dh+3q+f7xfJ6MO3fvLrNz5rZzgYsQQghRAWVXACGEkIrCCIEQQogaRgiEEELUMEIghBCihhECIYQQNYwQCCGEqGGEQAghRA0jBEIIIWoYIRBCCFHDCIEQQogaRgiEEELUVDRC5Ofnv3r1qqioSNkVQQihb5dqRYi6urpz587t2LHj2LFjy5cv9/PzW7lyZV5enrLr9TV78+ZNaGhoRUWFsiuCEFI5qhUhYmJiAODw4cPkP7Ozsy0sLAYNGsRisZRbsa8Vi8Xq3bs3ALx9+1bZdUEIqRzVihAZGRlnzpzhPzJs2DBDQ0PsbpKTXbt2NW/e3NTUNDMzU9l1QQipHNWKEAJYLJaTk5Onp2dtba2y6/IVioqKmjJlyrp16/T19TFCIISEqW6EqKio2Lp1q7e397Nnz5Rdl69QTk6Ol5fXo0ePwsLCmEwmRgiEkDBVjBBJSUkrVqzw8fEZPXp0QUGBsqvzdZowYcLKlSu5XO6uXbuYTGZGRoaya4QQUjmqGCGKiori4+Pv3LmzZs0ad3f3qKgoZdfoa3Po0KHJkyeT/79v3z4mk1lYWFhbW5udna3ciiGEVIoqRgie+vp6d3d3IyOj3NxcZdfl6/H8+XNbW9vz589nZ2dnZGQEBgYymcyEhIRNmzYFBgYqu3YIIRWi0hGCy+WuWLECAE6dOqXsinw9Nm3aBADa2toMBoPBYKirqwMAg8EAgN27dyu7dgghFaJaEaKioqK8vJz/yKJFiwAgLi5OWVX6+hQUFKSmpj77z4oVK7S0tK5du5aSklJWVqbs2iGEVIhqRYgTJ074+PjwFlF/+vTJxcVlypQpuGJOfg4dOqShoYErThBCwlQrQly/ft3NzW3WrFnbtm3766+/tm7d+ttvv1VVVSm7Xl+tZ8+e+fj4AMCkSZNwwitCSIBqRQg2m11TU5OSkhIVFXX79u2PHz8qu0Zfudzc3Li4uISEhFu3bmEzAiEkQLUiBEIIIdWBEQIhhBA1jBAIIYSoYYRACCFEDSMEQgghagqKEI2NjZmZma/lprKyUjEfRMUVFRXJ70t+//69sj8fQkihFBQh3r17Z2FhocYHZIFX2sWLFxXzQVTczz//zP+1yPZLHjRokLI/H0JIoRQUISorK3v06MF/3/n+++8HDhw4QFL9+vUzNDTklXbhwgXFfBAVFxISwv8lt23bdsiQIRJ/yQMGDOjYsSOvtH79+in78yGEFEpx4xCpqak2NjbkXqOurh4WFiZlgfHx8W3btiUFYhuCaGxs9PPz493T+/Tp09jYKE2BFRUV8+bNI82RgQMHyqqeCKEvgkJHqk+ePMm7eZmYmMTGxkpZ4KlTpzBCCCgpKenWrRvve/bz8+NwONIUWFdX991332GEQOgbpOi5TP7+/rybl52dnZSDn5WVlS4uLhghBDx+/Lh58+a87/nAgQNSFrhz504AGDBggEyqhxD6Uig6QtTU1Pj6+vJuXtOmTZOywPnz52OEEBYeHs77ks3NzRMTE6UpLSkpSU1NDcchEPrWKGE9xIsXLywsLHj3r6CgIGlKO3bsGACcPHlSVtX7asycOZP3Jbu4uJSUlEhcVHl5uaWlpYuLiwyrhxBSfcpZMXf+/HlNTU1y89LX179//77ERaWmprq6ut64cUOG1fs6lJWV9ezZkxckFi5cKHFRHA5nwYIFs2fPlmH1EEKqT2lrqpctW8a7eXXq1AkTfcvDkydPDAwMyJesoaEh/fwxhNA3RWkRoqKiom/fvrwgMWHCBGXV5OsWGhqqoaFBvmQDA4OkpCRl1wgh9MVQZl6m9PT0li1bkpuXmpraoUOHlFiZr9jChQv5V0jgnn0IIZqUnLnvxIkTDAaD3LwMDQ3v3Lmj3Pp8lYqLi7t27coLEvPmzVN2jRBCXwbl53YNCAjg3by6du1aVlam7Bp9hZKTk/nnj505c0bZNUIIfQGUHyFqa2s9PT15N6+ZM2dKuQYYUTp06BDvS7awsMABCYTQZyk/QnC53LS0NN6ABAAcPnxYrm/3xUUgWVV4wYIFvC/Zy8urrq5OJsWqLJn/oSsqKm7duiW+masiV5eKVIOrSjURIFCxp0+fPnv2TFmVEa9J36Fsv3CViBBcLvfChQu8m5e1tbXMn3DfvXt38ODB+fPnt2nTxtzcfM6cOefPnxeT1a6+vj42NvbKlStK3HkiMTFx27ZtY8aMMTMzs7Oz+/XXX+/evStNgaWlpW5ubrzvefXq1bKqKr8nT55cvXr1w4cP8ij8s6qrqy9evLhq1So3NzczMzNfX9+QkJC8vDzpSz569Kibm9u4ceNEzcxOT08fM2bMkydPpH8vybx69SosLGzRokUtWrQwMzPr27dvSEiIsv4QMr96Zejo0aOOjo6TJ0/mP3jw4EE3Nzc/P7/c3FxlVUzAnTt3Nm/ePHjwYDMzs44dO/7xxx/JycliXn/jxo0ff/zR3Nzc3d09KCgoPz9f+jqoSoTg/re3AeHs7CzNGmB+jY2Nv/76q62tbYcOHXbs2BEWFrZ7924nJycAmD9/vqjn6KtXrwKAnZ1daWmpTKrRJLm5uZMmTTIyMho5cuTBgwfDwsICAwN1dXWZTGZoaKg0JT969MjMzIx8yerq6idOnJBVnYnMzEwmk6mtrS3+UpaTc+fOeXh4GBoarlq1KjQ0NCwsbNSoUWR86/Xr1xIXW1ZWNnToUFtb26NHj1I+VVRVVe3cubNVq1YAEB8fL8UnkFBRUdGcOXNMTU11dXXXrFkTFhYWGhrq7e0NAB07dnz58qUiKyO/q1cmcnJyyE/Azc1N4J9ev349efJkGxubc+fOKaVuPM+ePRs0aJCOjs7MmTPJlbxkyRIAMDExuXr1KuUpO3bs0NTUnDNnTlhY2KZNm3R0dJycnF69eiVlTVQoQlRXVw8YMIAXJJYuXSqTYouKigCAwWDk5OTwDmZlZZF+LVEJnTZt2iTlOmRpkBZV3759WSwW7+DZs2cBwNjYODs7W5rCjxw5wlshYWNj8/btW6nr+/9FRkYCgIeHB5vNlmGxNJE15AJhb9y4ceRpQLIyy8rKfHx8LCwsRHVB3Lp1i79l9vTpU8neiMvllpaW7tixQ4LNTu7duwcAurq69+7d4x2sqanp168fAEydOlWCyuTn5+/YsePff/9t6onyuHqzs7N37NgRExMjwbn82Gz2sGHDtLW1AcDb25vyNWR2uHJTvf3+++8AMHfuXP6D27dvJ0/PFRUVAq9/+PChwOvJuOP333/f0NAgTU1UKEJwudwXL16YmpqSX5qamtrp06elL7OsrKxXr1779u0TOD5kyBAAGD58OOVZ79+/T0pKUtZK77i4OC8vr0ePHvEfLC0tNTY2BoA9e/ZIWf6sWbN4d7QBAwZIuYcEv+Li4qSkpIyMDFkV2CRLliyZOnUq/42Jy+UGBwcDgJGRUUFBgQRlksX/UVFRwv+Un5+/ePHiHj16nDhxYv369dJHiPT0dMpn28+KiYkBAD8/P4HjZ86cAYAWLVpI0NdEbjpDhgxp6onyuHr/+ecfAJA+78vx48c7depE7r+enp6Ur2GxWB4eHqampllZWVK+ncT+/vvv3r17Z2Zm8h988eIFuTFeuXKF/ziHwxkzZgyDwXj8+DHvYH19vYODAwBIEOP5qVaE4HK5586dYzKZ5MdmZ2cnv3vNyJEjyZOOnMqXuaqqKtI63rp1q5RFlZWVeXh48IKE9AWqsiNHjgAAk8mUIN7fvXuXwWCMGzeO8l+fPHmyfv16Enju3r0rfYR48+YNSLSXX15eXmhoqHC/c1RUFKlVSkpKU8tMSEgAgEmTJjX1REpSXr3R0dEAsGTJEmnqkJmZaWlpefny5Y0bN4ppQ3D/+2tOnDhRmreTOXJ5AMD58+f5j7948UJbW9vDw0PgUW/VqlUAMGfOHGneVOUiBJfLXb58Oe/m5ePjI9ykkgmS80MgVVF9ff3x48cPHDhw8OBBVcsXm5+fr62tzWQyU1NTpS8tOTm5WbNm5EvW1dWNjIyUssCrV6/u27fv4MGDISEh5eXl0tdQVnbv3g0A48ePb2rHF+mRAAA6nRvkFqasCCFKREQEGYaR4Eck2wgh5dUrkwgxZswYEhXGjh0LAL169RL1ShaL1a9fP01NTf6ncqVLTEwkPcMCreFz585RdoeQjqbBgwcLtKqbRBUjRGVlZZ8+fXhBQh5TblJTUzU1Nbt37y4wEN3Y2Hj16tV27doBwKBBg+gUVV9fn5qa+pS2169fSzYdjfSWSPkj4RcSEkK2FwUABwcH/nEaCcTHx5NhJBsbGzrLHjkczps3b+h/bykpKfX19U2tFYfD8fT0ZDAY/B30NL1580ZTU9PS0pLO7VU1I8TmzZtB0iE92UYIKa9e6SPEyZMntbW1yTwCMjQlJkJw/xsJWLVqFZ3CP3z4QP9Kfvr0qWTrglesWAEAO3bsEDhOnoGEW7qnT58GAHd3d2kmZKpihOD+b8omHR2diIgIGRb++PHjbt269e7dOz09nfIFP/zwAwAID11QyszM1NfXB9q6du1aW1vbpApzOJyTJ09aWVn5+fnJtkW1aNEiXsXGjx9fU1MjTWnkLkAzq0ddXR3ZH5AmPT29pnY5fvjwYebMmZaWlpcuXZLg4+zYsQOoOvcpqWCE+PjxY4sWLdq0afPu3TsJTpdVhJDJ1StlhPj48WOrVq0CAwPJf9KJEPHx8VpaWg4ODnRurz/99BP9KxkAmjpXqra2dufOnc2aNduwYYPwqOGECRMAYMaMGQLHr1y5AgAGBgbSzGhS0QjB5XJPnTpFphwAwKJFi6Qv8P79+7t27Zo8ebK6urr4nz0ZoqA5paSoqGjx4sUTaNu4cSP92QVnz57dunWrt7e3pqamPHJ3l5SU8G7TZmZmUjYj1q5dC7TbfI2NjZs2baL/vS1atKioqIhOye/fv9+3b9/y5ctNTEy6dOki8VDWjBkzgOqRjZJMIsSHDx9ARvuBs9nskSNHqqurX7t2TbISUlNTQbpdIGV49d65cwcAli1bJtnp48ePNzEx+fTpE/lPOhEiLy+PDJzQ6RY7c+YM/St54sSJNBfN1NXVHTlyZNOmTR07dtTX1xc1z7VTp06UEeLatWvkmpRmi0nVjRBcLnfdunXkE4aEhEhf2urVqy0sLFq0aGFiYmJra+vn50c5fFdYWGhnZ9eiRQslzmTg6dWrl4WFRcuWLU1MTDp27Lh582beVS4r6enp1tbWANCzZ09pWqNsNnvgwIEaGhpK380pNjbWwsLCysrK2trawsJi8ODBErRBORzOiBEjQGikSpSmRoi6urrXr1+n/S/yk+7Zs2eakKbu6L5161YAOHjwIJ0X19TUpKenC7wj6d0eMmSIcGVorkCU7OqtrKwUfsewsDASroT/6bNT1G7cuKGlpcU/rEgnQlRXV7du3RoAYmNj6XxYeSgtLXV0dLS0tGzZsqWpqamrq+vevXuFl3B1796dMkLw5ilIswBZpSPE3LlzAWDcuHFN7ZYRLysriyw/sba2Fl7nefv2bQDw8fGR4TtKic1m379/f/DgwQDg7e0t21WycXFxxsbGhoaGDx8+lKac9+/fa2lpmZiYFBcXy6puUqqoqAgJCSHdlU2dQpOfn09uEGfPnqXz+qZGiOTkZN6qFDoGDx5Mv/JkiHLv3r00Xx8XF0e/JgAwZcoU+pVp6tV7+fLlJlVm8eLFYkorLS3t0KHDrFmz+A9OmTIFAPr06cPlcu/du/f7779Tnktmi27fvp3+h5WThoaGa9eukeU+48ePF5gJ4urqCqLbEGpqatJkE1HdCEE2oLa0tJTTszyZwN69e3eB8EOeVgQuKRXRv39/AFixYoWsCiwoKOjcuTMA/Pnnn1IWRabPd+vWTYarK2Ti7t27ZP50k9rar169IjcgOUWI7OzsSZMmDflfvXv3BoDmzZsPEfLHH3/QrPmpU6egidu/v3z5csyYMQLv6OXlBQDW1tbClaEfe/jRvHoTEhKGDRsm8I7u7u4AYGtrK1yZI0eOiCqKw+GQZ8GNGzeeOXPm9H/IVO/vvvvu9OnTnTp1atu2LeXp7du3B4AFCxZI8GHlobS0lHQo/fXXX/zHyWcUnptLxiFcXFykSZitohEiKSnJxMRES0tLyuUeYqSkpKirqzMYDIHFUGSCI837ApfLLSwsnDt37jDaAgMDJV7luG/fPvKjpdkjLx6Hw5k+fToATJo0SZr5cAQZhFi7di3N15NsKPS/tzlz5ki25I3L5ZKxFvEPmwJ4EYLmoKJMxiHy8/OB9iQ6Sv/++6+WlhbNGTjipaWlAcD06dOlL4qQ5uq9f/8+ACxfvrxJZ9XU1Li7u9vY2Jibmxvx0dTUBAAGg2FkZGRpabl7927K00luHjqJFY4fP07/Sh4+fLjEk2iXLl1Knmv5n8N27doFACNHjhR4MXlWGDx4sDQJDlQxQpSXl5N207p16+T3Ljk5OWTzoqNHj/IO1tTUkKYl/d95VlaWkZER/Uaxq6urxJ1mx48fJ4VImXiDIL9Ye3t7mWT4InPMjx07RvP19fX15MGQJkNDQ4ElpvT16tULAEaMGEH/lI8fP1pZWQEAzWUxqjCXKT09XU9PT1bNX9nOduVKd/VKNpeJw+HU1tY2NDTU/68xY8YAgLe3N/lPytnnLBaLzHqn03rz9/enfyWD0JI3+kjPh7m5Of/MbxIJevfuLfCcd/jwYZC6O0QVIwRpNA0aNKi6ulr60hoaGm7duiU80JeZmammpmZsbMw/VyE7O7t58+bGxsaFhYX0y3/z5s0L2rKzsz+7HqKgoODmzZvCH//o0aMA4OPjI33i7sePHxsZGeno6ERHR0tZFJfLraur8/Ly0tLSun//Ps1TOBxOdnY2/e/t9evXn217PXnyhPIG3aNHDwDYv38//U/EYrFI1znNwd4bN24oN0LU19f36tXL2dlZYJfZioqK/fv3S/DYLnGEkMfVK5MVczzjx4+Hz401VlRUkFSMdGZeFBQU0L+SX7x48dlZv1lZWbdu3RJu2QcGBgLA1KlT+e8hz54909PTs7a2FuiQnz17NjSlO4SSykWI8PBwALC1tZVVvo3CwkIA8PLyEjh+6dIlAPD09BTOLzZ69Gjyn/Hx8UrJ7Upyn23cuFHgOImdGzZskLL8wsLC7777DmQ3Cpeamqqrq9u+fXvydaWkpEg5cVYy3t7eTCZTIBdhcXExGazmX/5SXFw8Y8aMKVOmiElJTbrgaHbo37p1i0SI58+fS1x/aSLEsmXLmjVrJvyrIYtUJKiVxBFCHlevbCMEWUAgPkJ8+PChefPmUv5BJbZlyxYA+PvvvwWOk1zFx48fFzhOZmfx57wqKSnR1tZ2cnKScpqPakWI169fW1lZqampCX81EisqKiIrh7ds2cKbzXn79m0rKysLCwuB/GIk09ngwYMbGhqioqIWLVpEvzEhQ2Q6h5GR0T///EOO1NTUkN5GLy8v6atEthIaMGCArCaJvXjxQl1d3dbWtqioKDU19YcffkhLS5NJyU1CFnUPGzaMd6N88+YNWZ8vEAuzsrLIDf3QoUOiSiO/UpoLAMlfh/JXTZ/EEeLFixd6enotW7ZcuXLl0qVLf/rpp59++snf33/GjBn6+voeHh4SNMcljhDyuHplGyHIfbZnz55iXvPw4UNNTU1bW1s5Zf0Rj6RxbdOmDW+G4adPn8ia6gkTJgivbE1OTjYxMdHV1SVN2IqKitmzZzMYDOmz6ahQhKiqqvr+++8B4Oeff5ZhsY2NjSEhIT169LC1te3cubOtrW2nTp06dOgwevRo4Q6BkpIS0iPRp0+fTZs2yWRAWAKFhYVr1qxxdHR0cHD47rvvbG1tXVxcHBwcli9fLn14IFMhW7ZsKZPBDILNZpMmbffu3ZctWybNZgzSiI2NHTt2bOvWrTt16mRra2tvb+/i4tK5c2fhbTDoRIjU1FQNDQ1ra2tRy0TYbPb+/fv9/f19fHz4e5l9fX0DAgLCw8ObWv/Xr1+TDuWmnkgeikVxcXGR4FEgPj4eqHI5fJY8rl4ycVP6bPzV1dW7du3izTNev369qHk+5PlAtvci+t6+fbt48WI7OzsnJydHR0dbW1tXV1d7e/vNmzeLCvY3b950dXW1s7OztbXt0qWLk5OTTJ6zVShCrFmzBgC6du0qq72D+HE4nJycnEuXLgUFBR07duzNmzeiXpmfnx8eHh4XF6f03RNramrIWqGgoKArV67IZDyZDGZSNlSlVFVVdfbs2StXrkiZukN6RUVFd+/eDQoK2rNnT0JCAuXoRWVl5aFDh4KDg8UkJOBwOGRim6ieaDabHRoaumPHjm3btu3duzc4ODg4OHjPnj3btm3bsWOHBLszZWRkGBoaCk9K+axTp04FixYZGSnBXLXExERDQ0OJM4PK9uq9ffu2oaFhQECANIVwudyysrLg4OD9+/cHBwcfOHBgz549lBPkGhoaevfuraWlpdzMfRUVFc+ePdu/f39QUNCNGzc+u96wrq4uJiYmKCgoMjJSVk0fVYkQkZGRWlpaxsbGKrtV7FegqqqKTHKX/pf2jYiLi1NXVx87dqxi3o7FYhUXF6tIZtzGxsbi4mKl9LEIa2hoKC4uFhiElx+S/Vthf3dVphIR4v3792TqcZNmm6CmIksWunXrpvTH/C8I2RxX4uxG6IvDYrF69OhhYmIipqfh26H8CNHY2Dhx4kQyb1cpW1d+I65cuaKtrW1lZYWttCYpKyvz9va2srJSypwWpHgk4bEEe8F+lZQfIYKCggCgY8eOSpk19I3IzMy0sLCApqxoQzylpaWDBg2ytbWV4RQ7pILevn07derU1q1bS7mG4Gui5Ahx9+5dPT09AwODW7duKbcmX7HGxsbhw4cDwNy5c7GVJrHDhw+7u7tPnDhRWbuXI7k6ePCgu7v7/PnzZTjH7yugzAjx8eNHkhtry5YtSqzGV48MPzg4OKjIqOOXq7y8PDo6Wpo8aEhlPXnyJDk5Wdm1UDnKjBBkh5ahQ4fiwKn8xMTEaGho6OnpYSsNIdRUSosQ+/fvB4B27dpJv9vBzp07p02bpjrbEqiOnJwckn1MIF2wBJ4/fz527NjLly/LpGIIoS+CciJEYmKilpaWmpramTNnpCyqqqrKzMxMW1tbHuvsvnQkh+WQIUMkzjfOs2nTJqC9dzdC6OughAhRWlpKNkuiv5eAGG/fvgUAGxsbha2m+VLs2bMHADp06CCTkVWSxk6CdcIIoS+XEiLEL7/8QtJm8ac4lxhJE+bo6KhqW5spV1JSkr6+PgDIZAum2tpaEtQvXbokfWkIoS+FoiPEhQsXGAyGlZXVixcvZFIg2XLWyclJJqV9HcrLy8k+i+vXr5dJgXfu3CH5cXnZOhFC3wKFRoi0tDRTU1MmkxkbGyuTAq9fv07y0PXq1UsmBX4d5s6dC1Q7m0umpqamb9++AKCtrR0TEyOTMhFCXwTFRYja2tpBgwaRxPE/ysL06dOtra1JFl+ZDGl8HY4dO0aSGw8ePHjJkiVSfskLFiwgW3iSrjyZ5JdFCH0pFBchAgICxKSwl5LwhlbfpqSkJEtLSzl9yR06dMDMKAh9UxQUISIjI+V02yIOHDigmA+iynjDD3Li6uqKaxsR+qYoKEIsWLCAwWBoyU1YWJhiPogqe/ToEZPJlN+X7OPjI5PpZwihL4WCIkRJSUmOPInaJ/KbUldXJ9cvOT8/X+n77iGEFEn52b8RQgipJowQCCGEqCknQjx48ODBgwdKeetvx8ePH6Oioj67+zlCCImihAjx7NkzAOjXr5/0RZWVlWHPuCh9+vQBgLS0NCnLwe0QEPpmKSFCpKWlLV68+OHDh9IUkp+fv2HDhgEDBmA6JlE2b968bds2FoslcQlv376dO3fu7NmzZVgrhNAX5MsbhygsLAwODh4wYAAAdO7cWdnV+TplZmb++eefbm5uADB58mRlVwchpBwKjRBFRUUrVqyYPXu2xM+25eXla9as2b59+9OnTx0dHTt16iTzSn4FTp8+7efnN2/evNTUVAlOz83NXbJkSXh4+J07d4yNjSdOnCjzGiKEvggKjRANDQ0xMTEAMHz4cMnGD+rq6ni7HQwfPrx9+/YyreBXIj8/f8SIEQCQkpIiwekVFRVFRUVcLrehocHe3n706NGyriBC6Mug6F6mjx8/GhgYbNiwgf/g3bt3HcS6c+eOcFGDBg3CpN+iLFy40Nramj9JxokTJ8R8w+3bt8/NzRUopLy83M7ObsyYMYqtO0JIVSg6QoSHh2tqat67d4//YEZGxm9ivX37VrgojBCiVFdXt2nTZs6cOfwHExISxHzDGzduFJ4XixECoW+coiPEsmXLDAwMZDJJHyOEKG/evAGA/fv3S1kORgiEvnEKjRAcDuf7778XnoBUWVmZIhZl2iWMEKKcOXMGAG7cuMF/sLi4WPyXLJyVDyMEQt84hUaI3NxcANiyZYvA8ejoaIZY169fFy5t2LBhGCEoTZgwoXXr1uXl5fwHDxw4IOYbZjKZGRkZAuVUVVXZ29tjhEDom6XQCHH//n0AOHPmTE1NzbFjx3i3sOrq6jdiVVdXC5fWqVOnjh07KrL+X4qePXu6uLhwudzr16/zViaWlZWJ/5IbGhoEyikqKmrevPmkSZMU/QEQQqpBoREiPT29WbNmbdu2HTNmTEhIiGSbDWRnZ8fHx+/cuRMAGAzGmTNn4uPjce8zfrNmzdLQ0Bg1atTChQspB/nF43A46enpjx8/9vf3BwBbW9uoqKiEhASBRglC6Kun6JHquLi4X3/9NTExUeISIiMj165dGxAQsHLlSvK/a9euffLkiUGG/T0AACAASURBVAwr+aUrLCzctm1beHi4cLOADjabfeTIEf4vec2aNWvXrs3MzJR5VRFCquzLy7qBEEJIMTBCIIQQooYRAiGEEDWMEAghhKhhhEAIIUQNIwRCCCFqGCEQQghRwwiBEEKIGkYIhBBC1DBCIIQQooYRAiGEEDWMEAghhKhhhEAIIUQNIwRCCCFqGCEQQghRwwiBEEKIGkYIhBBC1DBCIIQQooYRAiGEEDWMEAghhKhhhEAIIUQNIwRCCCFqGCEQQghRwwiBEEKIGkYIhBBC1DBCIIQQooYRAiGEEDWMEAghhKhhhEAIIUQNIwRCCCFqSo4QaWlpp0+f3r17d1xcHIvFUm5lEEII8VNahLh+/XqPHj1CQ0Pj4uIuXLgwZcoUHx+fjIwMZdUHIYSQAKVFiF9++aVXr14NDQ3kP9PS0gBgyZIlyqoPQgghAUqLEOXl5XV1dbz/zM/P19LSmjp1qrLqgxBCSICqjFQfOnSIyWRGRkYquyIIIYT+j5IjRHl5eWpq6r59+2bMmHHjxg3lVgYhhBA/JUeI8PDwefPmeXt7+/v7Z2dnK7cyCCGE+KlEL1NlZWVAQEDz5s0vXbqk7LoghBD6PyoRIbhcbkNDg4mJSbt27aqrq5VdF4QQQlyu6kQILpfbtm1bAMjPz1d2RRBCCHG5yooQHA7n1q1bqampvCMsFsvIyKh///6NjY1KqRJCCCEBSmtDjB492snJKT09vba2trKyctu2be7u7i9fvlRWfRBCCAlQWoS4efNmYGDgokWLFi1a9Mcff4SHh+fl5SmrMgghhIQpfxyioaEBc/YhhJAKUn6EQAghpJowQiCEEKKGEQIhhBA1jBAIIYSoYYRACCFETfYRIjU1da3cBAUFVVVVybzOCCGEhMk+Qvz9998gN5qamrhsAiGEFEP2EaKgoKBHjx68e7qdnd3Zs2fPnz9/TlIhISGOjo6kNEtLy4KCApnXGSGEkDC5jEOkpKRYWVmRe7qent6pU6ekLPD169e2trYYIRBCSJHkNVJ95MgRdXV1EiQMDQ1v3bolZYF//PEHAFhYWGCEQAghxZDjXKZly5bx+pqcnZ2lTOudk5Ojra1tZGSEEQIhhBRDjhGioqLC29ubFyRmzpzJZrMlLo3D4XTp0sXAwAAjBEIIKYZ810MkJyfzBiQAYNeuXdKUNm/ePADAuUwIIaQYcl8xd/r0aQ0NDRIhjI2NHz58KHFRiYmJwcHBNTU1MqweQgghURSxpnrhwoW8ZkSnTp1wn1GEEPoiKCJCVFdX9+7dmxck5s6dq4A3RQghJCUF5WV68eKFsbExiRAaGhqHDh1SzPsihBCSmOIy9504cUJTU5MECR0dncePHyvsrRFCCElAobldf/nlF15fU8+ePUtLSxX57l+rhoaGhoYG+q9ns9m1tbXyq49ysdnsurq6Jp3ydc99aOrfuqnf3pelpqaGw+HQf319ff03vkeyQiNEWVmZh4cHL0hMnz5dke/+9amoqNi+ffvQoUOfPXtG/6za2tqFCxfOmzfvxYsX8qub4nE4nBMnTowYMeKff/5p0ombN2+eNGnS3bt35VQxZbl+/fq4ceMOHDjQpLNOnDgxevToS5cuyalWypKQkDBt2rSVK1c2aVXWnTt3hg0bdvDgwfr6evnVTZUpen+Ily9ftmzZkhckzp49K493qa+vT01NjYiIiI6OLi8vl8dbyBaLxXr16lVERMTVq1eLioronHL9+nUXFxcfH5/IyMjq6mrK11RUVDx//lzgIIfDSU1NXbhwob29/e+//66aj0g5OTlRUVGXL1/Oycmh8/qUlJT+/ft37tz56NGjJSUlAv/6+vXriIiIy5cvv379Wvjc7Ozs3377zcnJacmSJWVlZTKovazl5+ffvn07IiLi5cuXNF8/e/ZsZ2fnP//888OHD/z/1NjYmJ6eHhER8e+//wp/UVwut6CgICQkpGPHjmPHjs3MzJTNB5CpT58+PXjwICIiIiEhgU6DoKamZs2aNY6Ojv7+/pQXAM+dO3euXbvG36YsLy8/f/68u7u7p6fn/fv3ZVB7GamsrHzy5ElERMTdu3fpRK/s7OyIiIjHjx83NjY26Y2UsIMQf3rw5s2bJyYmyqpkDoeTlpa2YsUKX19fV1dXfX19HR0dZ2fnZcuWibqHcrnc6OjoCRMm/Pbbb7KqRpNkZWVt3LjR19e3Z8+eBgYGTCbT0dFx3rx54uPEqVOntLS0Fi9eLKZ/KSEhwdvbu3///qJecOHCBQ0NjTlz5kiz1l22iouLQ0JC+vXr17t37+bNm2tra7du3XrMmDHimzsPHjwwNTUdOHBgcXEx7yCbzX7+/Pny5cu9vb3d3Nz09fW1tbXJy+7cuSNcSEJCQsuWLT09PSnvm0pRVVV1/vz5gQMH+vr6tmzZUk9Pz9zc3NfX98aNG2LOysnJcXR07NChg8DdMCMjY926db6+vj169CDfRvv27RcuXPjp0yfhQt6/f+/h4dGiRQuaMUkB6uvrb9++PXbs2H79+rVr105fX9/IyMjT0/PIkSNizqqpqRk+fLiRkdHt27fFl3/q1ClyUxKOi5WVlRMnTjQwMLh+/bqUn0JKjY2Njx49mjlzZr9+/ZydnfX19Q0MDLp37x4UFCTqlLy8vAkTJnTp0kVfX79ly5Y9e/ZsUgNROXvMLV26lBckXFxcxNy+m+TevXtGRkZ6enrh4eHFxcVVVVXPnz8nqcinT58u6j74/fffA8CGDRtkUocmSU9Pt7Ky0tDQ2LVrV35+flVV1Zs3b4YOHQoAAwcOFNU//vDhQwCYOnWqqGILCwt//PFHAwMDABg+fLiYCpw9exYA1q1bJ+UHkYnKyspOnToBwNKlS7OzsysrK/Pz83/66ScAaN++vcCzMM/Hjx8tLS27dOlSWVnJf/zChQu6uroAsHDhwoyMjKqqqsLCQj8/P5Ih+OnTp8JFJSYmqqmpjR49WkXaVWPHjiV/wdTU1IqKivLy8l27dgGAqanpo0ePKE+pqanx9PTU1dUVuM09f/7c3NxcU1PzwIEDBQUFVVVVr1696t+/PymfcuyhoKDA2tq6ffv2KtKuWrt2LQB07tz5/v37ZWVlVVVVly5dIhf533//Leqs+fPnA8Bnw8OHDx9atWpFdqDJzs4WfkFDQ4Ovr6++vv6rV6+k/SRSCA0N1dDQsLa2vnbtWmlpaVVVVUxMTIsWLQBgy5Ytwq8vLS11dXW1tLSMiYmpqqpKSUlp27Ytg8GIjIyk+Y7KiRBVVVU+Pj68IOHv7y+TYg8fPix8v0tKSlJXV9fU1KRczt3Q0DB//nwvL68nT57IpA5NcvPmTQCYM2cO/8H3798bGRkBwOXLl4VPqaqqcnd3NzMze//+PWWZp06d8vX1tbe3JzPHRo4cKb4O48aNYzAYDx48kOwjlJWVdevWbdy4cZKdzu/Dhw8A0K1bN/6DbDa7S5cuAPDHH38In8LhcKZMmQIAwj0AJBnwhAkTBI4PGDAAAJYsWUJZh02bNgGA+MdS8caMGdO9e3eZ3FWbNWumra3N3zDicrmTJk0iTzyUHSzkU4eFhQkc/+effwDgxx9/5D+YmZmpr68PANeuXaOsQEREBAD88ssvEn+E1atXd+nSJTU1VeISeMiaKoHf6e+//w4Abm5ulE+ZkZGRYv7W/CZPnmxjY2NhYaGmpkYZIbhc7suXLxkMxqBBg5raUSNDCxYsAICLFy/yHyStHxsbm48fPwq8nlwPp0+f5h2JiYkBgLZt2wo8UYmitH2qk5KS+FM20Y9pYrx9+zY0NFRg4OHTp0+GhoYAsHXrVunfQrby8vJCQ0MFFpmz2ey2bdsCwOLFi4VPOXToEAAEBgYK/xOHw/n999+9vLyuXbvGYrF69epFJ0I8fPhQU1Nz8ODBkj04FxUVkQtOgnMF1NTUhIWFpaWlCRwnjSovLy/hU+7evSvqM+7du9fc3Fx4UnVgYCAAODg4UP7O8/LyWrRo0bZtW4kn2pGNTARu65I5ffq08Pj56tWrAcDc3Fy4g/Hdu3dGRkZOTk7CO/W+f/8+NDRUoOuyoaGhdevWALB8+XLKCjQ2Nvbo0YPBYEg8qWHMmDEAIE2uHZ7r169HREQIHCSNYAAQfrSvrq7u3r27kZGR+LEHLpd77tw5Z2fnf//9lzQjREUILpc7d+5cUY9uivHo0aMTJ04I/FTj4+PJlyDQCVZcXGxjY9OmTRv+jlMWi+Xu7g4A4eHhdN5RaRGCy+WePn1aS0uLfDZ7e/u3b9/K411KSkrIg9KZM2f4j3M4nCbNe1MYNptN7jLCiQ4bGxvJAzXl4A2Hw3n48CGvW7lfv350IgTvIT0hIUGC2hYXF6urq3fs2FGCc2kaPHiwcEuLmDZtGgCcPHlS+J9qa2sp7/Lr168HgE6dOol6Epw+fToAHD9+XLLadujQgcFgyG8wg0QIT09P4V7ToKAgAFi5ciXNourr60kHxV9//SXqNTt27ACAFStWSFZb0sKLj4+X7PTPOnPmDABYWVkJ5/L5999/SW+t+BKKioqsrKyOHj0aFRWlpqYmqpeJiI6OplOmgj1+/BgA9PX1k5OT+Y9fvnwZACZOnCjwenIJLVy4kE7hyowQXC73xx9/5DUjevfuLY95+s+ePSPPjAJti9evX0+fPt3Ly6tnz55ifiGK9/79ez09PWNjY+F+pIcPH2ppaXXt2pXOyE3fvn3pRAgul7tq1SoAWL9+vQS1lXeEYLPZzs7OACDcD5aXl2djY2NmZvbmzRv6Bfr7+4u/jZ44cQIAxo0bJ9kDhLwjxMSJEyn7wRoaGnx8fNTV1emPpmZlZWlpaZmbm4tJlRYfH6+jo9O5c+eKigoJaivvCLFlyxZR/WCkQ+az+aRnzpz53Xffcbnc06dPixmHIAoKCtq0aWNqavrZdokikTA5atQogSuWRPfZs2cLvH7nzp0AMHbsWDpXuJIjREVFBX/KpvXr18v2uZ7FYo0cOZLJZAo3DNls9suXL7W1tQFAuPVKKSkpaUlTSDbzgYytCXclc//7Pfj5+dEph36EuHLlCgC4u7tL0NEk7wixe/duUc+wpNre3t70+4Xr6+tdXFz09fVFjfRyudyXL19qaWkZGxtLthOJXCPEtWvXNDU1R44cKfyIkJ6eDgAWFhaihvSFzZo167OtpfLy8vbt2wOAmG9MDLlGiFevXpmamnbu3Fn4I1dVVdnZ2VE+WPCLiopiMpn37t3j/vdkID5CcLncUaNG0R+pOnfuHP3bhb+/vwT9KIWFhU5OTq1atRKe1/7zzz8DwKJFiwSOHzx4kPzehXsjhSk5QnC53LS0tObNm5MIoa2tLdmFSOn+/fujR4/29PQUtRiqrKyMTCWiOe/7yJEj0BRNHeJLTEycNWuWm5vb1atXKV9A5oCtXr2aTmn0I8SDBw8AwMnJiXLio3jyixBv374NCAhwdnYODQ2lfAG50IcNG0a/TDKwuXnzZjGvycvLMzIyYjKZKSkpTasxl8uVW4QoKCj4448/nJycAgMDKac4x8bGAkDbtm3ptC+fPHkybdo0d3d3Og8xrq6uACDZGjo5RYjKysqjR4+6uLhMmzaNcl54dna2ubm5mppaenq6qEIKCwvbtGkzb9488p80IwQJq5QTh4RNmDChSXeMJj1T1tfXX758uVevXoMHDxZuRnM4HNL4Fr4LkU+qpaUl/pMSyo8QXC739OnTZNYaAERFRUlZGofDGTZsmL29PSnw+PHjoua5pqam6ujotGjRguZ02/z8/OimoL/gaObMmQ4ODqTCe/bsobwFsNns4cOH07866UeI1NRUADAzM5NsQFJdXb1r164SnCjK5s2bnZycmEwmAPj7+4saNF6+fDlQzVYShQxrT5gwQfwKo6qqKgsLCwC4cuVKk6vO5Xbu3JnBYEhwoijnzp3r0KGDiYkJAAwfPlzUr5pM5OvQoYP41S2TJ0/mXWnBwcF0ml9k2qGYGfdizJkzBwCa1A0oXnJysrOzs7W1NQA4OzuLWk117949bW1tbW1tMRuO+fv7a2lp8dofNCPE4sWLQcSomLC0tDT6t4ubN2/SfETLy8vr1q0bGa00NTW9deuW8Gs4HA5pRS1btkzgn8gnZTAYWVlZn30vlYgQXC532LBhANCjRw/pJ4FwOJytW7euWLEiMDBw0KBBAODi4kI5ny8kJARkN9dWGvv37ycVHj16NHmc55+gRpSXl5uamtL/rdKPEK9evSK3jPPnz4t5WWlpaVBQ0Or/tXTpUjU1NXNz89VCwsLCJJsXeOHCBfJtzJo1S1dX18rKatu2bcIvIxlcxKwL4Zeent6qVau+fft+do19fX09mdOydu1aMS9rbGwMDQ0V/tRmZmbq6upLly4VOL5t2zbJpsA+fPhw+fLlq1evXrJkiZWVlb6+/s8//yw8VZFMs/lsqN69ezf5bkeMGEEiivg/OpfL9fX1BYARI0aIf1lERITwt0EeY2fNmiVwfN26dXQeYIVlZWUtX7585cqVK1asIM218ePHCy+837t3LwA0a9ZM1P2ETOE7fPgw74hAhGhsbKTs8SbjWA4ODhJUXlZKS0tXrlwZEBCwevVq8ivo37+/wDA1h8Np06aNmDYEUK0NFKYSESI6OlpXV1dXV1e4K01KDQ0Nx44dU1NTa9asmfBKWrK10Z49e2T7ptLgcDiXL1/W1dVVV1cXmPVcVlZGMqj/+eefdIqiHyFIFzYAnDt3TszLMjIy1NTU6DeZHR0dpZ968ODBA/LMK7wews3NDQCmTJny2UI+fPjg4ODQu3dvOsOtdXV1JEJQTinmqa2t5T2M06Guri59EovXr1+T9RyzZs0SiL6zZ88GgC5dutAsis1mX7hwgclkampqis9kRS6kz/bmkYcb+sSvDKejsLCQDEd7e3sLNDT37NkDAM2aNaPsg6qqqnJ1dR06dCj/wYsXLwKApqZmXV3d27dvW7duLTzxmvtfT6+9vb2UlZeVioqKjRs3kp8bf5uAw+GQH8jSpUsFTiFZLaytrels5qb8CJGXl9ehQwcA2Lt3r5zegqykHTduHP9IbH19fa9evTQ1NSlzMFCqrq7ObgqJl02RGZne3t78d9jKykqygkROEUJNTU38RO+ampro6OhL/4sEYBsbm0tC7t27J5N8HufOnQOAFi1aCAxIkgUfn40Q+fn5HTp06NKlC80/R11dHUkdtmnTJjEvY7PZ9+7dE/7UrVu31tDQOH78uMDx6OhomSSRffbsmY6ODggtEiSPO/QjBEGmsfn6+orpeSMX0mcXRSYnJwt/G7weKoHjkZGRMhmqKSsrI30p/K0BLpcbHBwsJkKQ35etra23t7fnf0i8V1NT8/DwIDlOhBegcf+LEM7OznSqV1JSQv92kZOTI/ETFfmeBRYLk+bO/PnzBV4cGhoKVHOfKCk5QjQ0NJDW7g8//CC/d9m/fz8AMJlM/k7JtLQ0AGjXrh39+/jJkyeb9JQkcTYLspYVAAQGS0kaBprTUulHiKdPnwKAhYWFBBkFWCyWurp6U29MTfLq1SvSdjl16hT/8TVr1gDA6NGjxZxbXl7u5eVlb2//7t07mm9XUlJCpk6IWmksXqdOnRgMhvxSXdXV1ZFlbgEBAfzHSdeBo6Njk3r2yERJoFpxxtOzZ08A2L17twS1JeO6YoaLpUfW/QwYMID/4OPHj7W1tTU1NSm72sPDw1euXPnTTz/N59OnTx8AUFdXnzRp0uLFi48cOUL5RyRTDRcsWECnbj/88EOT7hifzQ4iCqlV+/bt+Q+SeRnTpk0TeDFpYAnPgqWk5AhBZuw6ODgUFhbK711IzLSysuJ/bLl+/ToAuLq60i8nJibGpymOHTsmWYWjoqIAQE9PT2CIjzwUiFoBK4B+hCDTYJycnCRo9ChgxVxWVpa6urqGhoZAZwhZXj5o0CAx5y5ZskRLS0s4O7qY22hubq6BgYG2trZkuSLkvR6Ct6BSYMJCXFwcALRp06ZJf8RLly4BgIGBgahRgcbGRhcXF5B0IbG810NwuVwy1jh58mT+g7m5uWS6Af0/IknRoampKT4dBVmkSZkDRtjOnTvp3y769esnMJZA36JFiwDA09OT/2B4eDgA9OvXTyDUrVu3DmjnmFBmhIiLi9PX1zc1NZU4KZCABw8eTJkyRXhCDplTL7AdBTmo3GHqtLS0KVOmCH980q/Sv39/gQUKZKmL8EMBJTLAOGrUqM++kqwV8vHxkWAxigwjRFlZ2dSpUwWWvnO53BcvXgBAq1atBHoMyALX7t27i+q9OXv2LJPJFE7rdvny5X79+onqV3ny5Im6urqFhYUEc3+5Mo0QS5cuFf4ZV1VVkQkLSUlJ/MezsrIYDIaxsTHlnPqUlJQpU6YIL5snLY+hQ4eKavQUFBSQgCTwdjTJMEJs37596dKlwkkGvb29QShjQl1dHVnGcfPmTZrl05nLxGKxyDiQQHNWYU6ePDl79mzhrrOZM2cK3/QzMjIsLCwMDAz4G4gNDQ2Ojo76+vo0J5gpLUKUlJSQDsTPLnqk7+jRoyDUMV1ZWenm5qampiawLI7kciCP+c+fPw8JCZFVNei7desWAHz//ff8B1ksFslEFBwcLPD6pKQkbW1tW1tbOlmDyFJE8bldCdJEpflYJECGEeLjx48AYG5uLnBrXrFiBVDlXysuLrazszMwMKB88iooKDAyMho6dCjJEUsUFBQkJiZ269bNyclJVDOCTIOhGYaFyTBCkASOArdmsiinT58+AhGOxWKRXK2Ue65cvXoVhNJF1NfXk1OOHj0qqg43b95kMBiurq6SDaLIMEKQNrFAJHjw4IG+vn6bNm2EZ7WS9WL0e3pJh5umpibl8AORlZVlZmZmamoq2UQs6ZEkFAI/1czMzFatWpmamgo3mJYsWQL/O1hN+k4EcjiKobQIMWPGDAAYO3Zsk3bQFC86Opqsq/jhhx9u3LgRGxt7/vx5Dw8PLS0t4dFd0tSaM2fOpUuXfvnlF8k6naWUnJxM5rmPGzfu33//jY2NjYyMHDRokIaGxooVK4Sf6DkcDslVHhMTQ1kgm80uKyvLzc39+++/ycQnKyur8+fPv3//vrKykvI5sbq62t7eXkdHh3LmxmfJMEJ8+vSpXbt2pLF87ty52NjY6OjoefPmqampTZw4kXLNCskNLryNGofDCQgIAABDQ0MbG5sWfPT09ADg559/FlWNESNGqKmpSZxKUoYRgvSf2NnZhYWFxcbG3r59+9dff9XQ0PDy8qLcWIl0u1EuuY+PjyfXw+TJk69duxYbG3v58mVfX18NDY01a9aIqcOvv/4q3KNFnwwjBBki1tfXDwoKio2NjY2N3b17t76+vq2tLeXePvfu3WMwGD179qTZMiY3BBA7yYokChTo0VKk3bt3MxgMAAgMDIyJiYmNjT18+HDLli1NTU0vXLgg/PqSkhIyoWPLli2xsbHHjh0zMzPz8fGhuU0ZV1kRgvSWmJmZ0c8QQAeLxXr06NHatWsnTpzYokULJpPp4eGxePFiygs0Ly9v1KhR1tbW8+bNU1aWFQ6Hk5ycvHHjxqlTp9rZ2TGZzC5duvj5+cXGxoo6haSamDFjBuW/3rp1a+jQoR4eHjo6OgYGBoaGhvr6+rq6uj179hw1ahRlbx5J70Vz2EpYYWEh6QKS7HQBmZmZu3fvnjNnTpcuXZhMpr29/YwZM86dOycqHUhaWpq6urqLi4tA8CstLXVycjI0NNTT09PU1NT6j6ampra2tqGhoahUdGlpadra2m5ubhLvOkly4ckkt2tBQcGRI0cWLFjg7e3NZDItLS3Hjx//119/iVrSUVFRYWtra2JiIjyLkcPhJCYm/vbbb1OmTLG1tWUymd26dVuwYIH4vVerqqpat25tZGQkZt2ZeGSNp0y6kSsqKi5evPjzzz8PHDiQyWQaGBgMHTp08+bNotLgs9nswYMHq6mp0Xn3/fv3t23b1tDQ0NDQ0M3NTdQPkDS5ZJj3oalqa2ujo6MDAgJGjBhhaGjIZDJ9fX1XrVolZqJBUVHRpk2bPDw8mExmz549161b16SLUwkRIikpqXnz5kwmk2Y2JMmUlZUVFhZ+dlt2iZM8y1xFRUVhYeFn2/INDQ0k0xRlv3B5eXlWVlZubm5hYWHxfwoLC3NzczMzM4WH4Orr6z09PU1NTSWebVJZWTl79uxff/1VstNFqampKSwspLN8gczXFOh8YLFY+fn5xaKJykhDmizSNCgDAwPnzJlDJ+MNfQ0NDYWFhXSu1ePHj8Pn1vqRK43OxErS4SZNP3BISMisWbNku5sph8Mhl/dnX/no0SMdHR06Q3EfP37My8sj18a7d+8om4BkNxe5zrpsEvLTpplLrb6+vrCwUILnHkVHiIqKCjI1QkX2NfsSZWVlmZqaenp60twDRAyy1kbiOVeqoKamxtXV1dzcPCMjQ8qizp8/D1JkulYRJHu5qH5I+hITE8mGOSqy455kSEb0gwcPSllOXl6eo6Nju3btZNI6/IIoOkKQ3mEvLy/ZPmR9a54+fWplZdW3b186mVUosdlssm5o+/btMq2aErx//75bt24ODg6SbXFBHDt2TF9f/4cfflCdXbslU1NTM2LECDMzM8nyShExMTEtW7bs3bu36jSyJbZy5UotLS1pFuSmpqZ27drVwcFBhgmmvhQKjRBkxVnLli1VKrv6F+rt27cTJ050dnYOCgpq0moSFotFpnu6u7uLSiL7xSktLfX392/Xrt3q1aubmkL57t27kyZN6tKlC2XG9S8Rm83etWtXx44d582b19TtdVNSUn766ScnJ6eNGzd+tpP2S3H69Onu3buPGDGiqak+3r1799tvv7Vv337evHli5jh9xRQXIV69emVpaQlitx1HTXXz5s0ff/zx5cuX9E+pra1du3btvn37pO+kUjXPnj1bunQpPQbM1AAAA+1JREFU/SnwxL59+zZu3CjxYKzKys7ODgwMbGoX4sWLFwMCAiRYXa/iSkpK/vzzz61btzapjfjo0aPFixcrcWha6RQUIWpqasjieOFUtAghhFSTgiIEWfTk6Ogov2wECCGEZEsRESIqKkpLS8vMzEyagUQul8vhcPLy8uSawQkhhBCP3CNERkaGjY0NZQ4JCYoyNTWdOHGiTCqGEEJIPPlGCBaLRfYVmTx5smTbjfG7cOEC0N7/DyGEkJTkGyG2bt0KAB06dJAsTaaAXbt2AcDChQulLwohhNBnyTFCPHz40MjISEdHJzo6WiYFkoynX/qSV4QQ+lLIK0Lk5+d369YNZLcL9NOnT3V1dZW+owNCCH075BUhyI4WAwcO/PTpU2VlZYV0kpOTyT4hDAZDTC57hBBCMiSXCEHy1ANAs2bNrKyszKVGcvoDAJPJvHPnjjzqjBBCSIDsI8SjR4/INj7yoK+vL9c9bxFCCPHIOEJUV1e7urrKKTwAgJqamvA21AghhORBxhGisrLSz89vtNxMmzZN1JZSCCGEZEtp+1QjhBBScRghEEIIUcMIgRBCiJp8I8Tz58/Hjh37zz//yPVdEEIIyYN8I8SyZcsAQPqtLpOSknAZBEIIKZh8I0ReXl5qaiqLxZK4hJycnA0bNhgbG2OyDYQQUjB5RYiysrKcnJyqqiqJS6ioqNi3b5+fn1/fvn0B4LfffpNh9RBCCH2WvCLE48ePhw0bZmxsLPHGQcnJyXv37v306VNmZqaWltbq1atlW0OEEELiybGXKTIyEgAEhqlzcnIeifb06VM2my1QTm5urp6e3qpVq+RXVYQQQsLkGCGCgoKMjIwyMzP5D65cuVJTtFatWgl3TGVlZenq6mKEQAghBZNjhOjRo4e3t7dAm6C8vPy9aHl5eRwOR6AcjBAIIaQU8ooQ1dXV1tbW06dPl74ojBAIIaQU8ooQMTEx6urqhw4dEjh+8eLFBaIFBATU19cLnIIRAiGElEJeEeLPP//U0NB49+4dl8utrKzk9R3t27evh2hDhgypqakRKOrdu3fa2tpr1qyRU1URQghRkleEWLVqFQDExMTs2bMnODhYeHSBvqtXrwJAQECADKuHEELos+QVIe7du9euXTt7e/uNGzeWlpZKUEJNTU1wcPCGDRu6d+8OAO3atVu9evX27duLi4tlXluEEELC5DiXqaCgIDc3V+LTGxsb4+PjY2NjExISXrx4kZiYGBcXd+/everqahlWEiGEkCiY/RshhBA1jBAIIYSoYYRACCFEDSMEQgghahghEEIIUcMIgRBCiBpGCIQQQtQwQiCEEKKGEQIhhBC1/weKog7kYBEP1gAAAABJRU5ErkJggg==) |
Contoh Soal Sifat 4 |
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANkAAAA/CAIAAADiwfq+AAAHZUlEQVR4nO2c3U9TZxzHf//Abr3yygsvuPDCxMTEkBgTYowxxiwSs2hmIC5oqJERXzBziWNGsowhUIbYiq8D5zabgXOS+sIYbCcyeZMDOHAoiLxUWqyUtrT0t4sWactpz/Ocnp7zHHg+d9CW/j4833POc56XA8jhsAHoXQCHE4FnkcMKPIscVuBZ5LACz+IiIc+rR5WNz/UuQ0sYU+ZZjDD7uqOuEKyi3nVoCGvKPItLiFaGGiYtiNYSwRP7C4aU6bIYdPRczoeSv/p/P7oFoObZQpqqUhPymplqmFRIqCxaz7a6o9/JlDLtefHN3ZycM+a7g57uKoYskhNXs6e/wRxL8ygiMtYwqRGn7J8QBUEQhPqi7Ir7giAIwpATERlTpsyis7kIDjaMYajXYpDT4vKaHfZjEEukOZhqmJSIV55pOWMAZboseoQSqO4JIopWqHji8vjTVJWakNfMVMOkQkLlFXSNnu+sDJfusBdAbln7RChNVakIac2+KfFWIeTWPhmf07S+NJBYOTaLrCkrvI/2ud1GOCfGYMSaU8RYynxMh8MKCbMYGGw8p4CfRTbO94grQoEWQysnPi+++/tcxuJdV8auXFMS8g9lZ64Lv3OfbVTD6mVYAQq0GFk52TU6MHz7QERra2XnrMxfCrl7LfuAodsyxBWhQItxlWX6i66WM2siYqZ7E3LjiaGh+u2Xehm7uV4BCrQYVFn23sU/eDM74rXD0ivXreir/brNLfMezVkBCrQYUpnkPnr64YnFLkih3ZH0AAo4J52BpR/d/Q3lx7ZHPrv7VI2t17n4UmisteLoNgBYt7/4SttoQOqvqYdyBWTIggrjKZON6Xj7r+yOFPbx9ec+uq8QrQAA5q7lVYd6L0n+Ph2kpICsWFBhNGXS8cXQVFPB4mFW9Ngp/4EPjNiyAdZfHZB4afDmZot2nWblCsiQBRXGUqYY657rubh41t5/68U84aemH50AAMnKJ+7ladxnVqaAjFlQYSBlqnmXhfHf8iNe64vbZkg+8r6tGBKsGnQ1n67qJjvPhxYCiQnS/FcUKKBaFlSsQmXaOcDZjvLMiFjOnRHZgrztpQBQ0SFxPHqE86XtXrJvDfdcEpB160U6FdSzoGIVKtPPRwdf//pZxEuy1GgCXWYAiFvXHsbfUf6VXgMJNArIrAUVRlBWtDZi+uFxgKzqHtlJTNECAEXNEp3mQJf5+MNp0i/0v3+bmJk5BWt6iRVQPQsqVqGygiy6hfMZcLhxLCj7zpE7ewG21g8tf2W+o+LI/Unir0x6wdp5e5iiekSkUUAVLahYhcq0WQyONR6GDSUC0UlatAKAVN/ifVvx5w/eUn61WlApIKsWVBhDmS6Lcz3VWXDg9jDhTdSobZ/UMRzov5Ip2RWZd4xO0g/J0kGpgGpa6LQ33ijKFFkMOeyFlEOmzsenAOBg/dDSEeZ79Us+FNgdUl/Qa4Hv/klnGBUooHoWuuyNN5AycRb9/97YC3uuDVBGxTtU92m4j7N24+YNawBgY5F9XJ8JM4UKmJJF7PZ4rfc66aIcC7kyYRZnWs+uhYKmKYIx1lAgEN8/nncN9wh/trQ9fT45l+gvOPsum2DXT8Nk9SggNQVUahG73UnbLOqkHIu6WQyO2nJhW1W3REdhOQvPapQNP3nbS9PXTtooYJSF9PZ4DbOovbL0QxDUzOJsR0Um5DW8JhoMQI9Qouy/Hez+Pm3NpJECRltIb4/XLIt6KEs/BEG1LIYmm45BxnmywYDgTP+NPIBTtAtCEBFRtEB1p/Od3Jp4erRTQCkLPa7ROivHva5OFn0DV/cAfLRtf7ItPCaTyZR3YMfGNdEHAzWDP2yBHUcaBtW+q9FQASUtorKo0d543ZWja6FRTpJFV/PpJEP/CTE1TSlx8rpc6s+3a6uAabKgwsDKifdHd5mVOAGws5hvBSjQYmhl/twIDivwLHJYgWeRwwqEWUy6aoGxx+FLIbPqYmGq1VJ28cKl5nGy8TgjkFzZN3jzEwDYcNIuu5dfM8iymHTVAmuPw5cg+aqL+c5KKHvqw/nOSrjw1EAPiUtGUuVAl3nT8WsP7psPAiPPL0FU6xrN1ONNafG2f7u4x0i0wDdPWHjkVpqZHhkJTw0uPKth5/AjyOLS5Lenz1Yey+MRRGQ8i3L1i9YP54aBq+sZFiGHoMnCeNtLP20Y06vMOEjOix8mvx32grhhKRYfQb4MmfpFK2TWhZfTD1zLYFmEHPkmQ0QM/ffjToaeeEGQxaXJb99Yx6NY+sPrzZnOolz9I7bsqGOKndNEChA0GeLc07JDtlFm7lyIsrg0+f3mbo4Bz4uy9Q/VZX7xhwsRZ1q+lNxwZDjkm8zfV5tT2+dHRHz78iXRurK0I59F2VULrD0OPw6CVRfezsrMk3X26wVZVd06TyergpxyQLRskr5q6wrBeVH/+f7UIKvf73bOMtNzShVjNhmfd+GwAs8ihxV4FjmswLPIYQWeRQ4r8CxyWIFnkcMKPIscVuBZ5LACzyKHFXgWOazwP0zJgH+DGbg+AAAAAElFTkSuQmCC) |
Sifat 5 |
![](data:image/png;base64,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) |
Sifat 6 |
![](data:image/png;base64,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) 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Contoh Soal 1 Sifat 6 |
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) 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Contoh Soal 2 Sifat 6 |
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) |
Sifat 7 |
![](data:image/png;base64,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) |
Sifat 8 |
BARISAN DAN DERET ARITMATIKA
U2-U1=U3-U2=Un-Un-1=b , b=konstanta
·
- Suku ke-n Barisan Aritmatika
Un=a+(n-1)b, a= suku ke-1, b= konstanta, Un =suku ke-n ·
- Jumlah n Suku Deret Aritmatika
Sn= n/2 . (a + Un) = n/2 . [2a + (n-1)b)
BARISAN DAN DERET GEOMETRI
U
2/U
1 = U
3/U
2 = U
4/U
3 = U
n/U
n-1 = r , r=konstan
- Suku ke-n Barisan Geometri
Un=arn-1
- Jumlah n suku deret Geometri
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)
- Deret Geometri turun tak berhingga
![](data:image/png;base64,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) |
Jika -1<r<1 atau IrI = 1, maka |
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) 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