FeernandoOFF · July 22, 2025 20:22
diff --git a/CompoundInterestDSL.ipynb b/CompoundInterestDSL.ipynb
 {
  "cells" : [ {
    "metadata" : { },
    "cell_type" : "markdown",
    "source" : [ "### Compound Interest Calculator\n", "\n", "This is compound an interest calculator, with a few improvements over the ones that you can find online. The main two features are:\n", "\n", "- **Multi-income visualization**: You are able to visualize the growth of multiple income streams at the same time.\n", "- **Partial Contributions**: You can add monthly and yearly contributions to your income streams at specific years and stop them at any year.\n", "\n", "Overall, I've created this calculator to be able to plan and visualize multiple investment strategies at the same time.\n", "\n", "### Formula\n", "This calculator uses the formula given by [this article](http://www.math.com/tables/general/interest.htm), this is an example:\n", "\n", "![image.png](attachment:9fb34f0b-7db1-4dfb-9169-96836e251336.png)\n", "\n", "\n", "### Usage\n", "\n", "```kotlin\n", "var chart: PlotGrid? = null\n", "\n", "compound {\n", "\n", "    // Simple usage\n", "    addIncome(\n", "        name = \"Math example\",\n", "        principal = 10000.0,\n", "        annualRate = 0.06,\n", "        contributions = listOf(),\n", "        compoundingFrequency = 1,\n", "        years = 1\n", "    )\n", "\n", "    // Partial contributions\n", "    addIncome(\n", "        name = \"Complex Income\",\n", "        principal = 0.0,\n", "        annualRate = 0.1,\n", "        contributions = listOf(\n", "            // Contribute 250.0 every month from year 1 to year 3\n", "            Contribution(\n", "                amount = 250.0,\n", "                frequency = ContributionFrequency.MONTHLY,\n", "                endYear = 3,\n", "            ),\n", "\n", "            // Contribute 1000.0 every month from year 4 to year 6\n", "            Contribution(\n", "                amount = 1000.0,\n", "                frequency = ContributionFrequency.MONTHLY,\n", "                startYear = 4,\n", "                endYear = 6,\n", "            ),\n", "        ),\n", "        compoundingFrequency = 1,\n", "        years = 6\n", "    )\n", "\n", "\n", "    chat = visualise()\n", "}\n", "\n", "chart // Needed for Notebook to display the chart\n", "\n", "```\n", "\n", "This will generate the following chart:\n", "\n", "![image.png](attachment:3b0e404a-8da3-4743-8311-5203d4bfd1b4.png)\n" ],
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"
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rI8go+zXcn4l9zPNj/yMQyAIywfMJpLG0QJA4YPPZyfSZ4nNCJZL3G/lm/1M15OAfhuY0XgOfH/Y9rx+Z4iDPfuKzR5MkMknVgn5JSAT7CumnShdAhYqK3aMmZ+S23D/VPJqtkDaCCET7fgWfHZ4H/+d94/lG3x+El/3BOp4Xrzs8ChSYQwupDksdINa85zwXZIn3j89RtNM4YsnzDj9GeDqNAGQTmWQ7Ppc8b6Q8DFUvXm/Q1B1AHyUkic9acNtoczkwLxTPObxdphMJIcTzQ4JUSiAHJR00ER3WRztdcjbKGSFVkWhzWwDb0O+IH0wOlJTuORMO95XgYIoQcT90WI12Zg2goyr3xVk3B8noASIKFQOkI9xEwuuIXvuMM16e/8OaUnju9OcJ3xZp4nbRfh9hkB/OzHnOVBXCzzl4fuH9GuwvDmIBHJTYf8F2PI/oyDfklecSfY947xC54P64f/b/w17r8yDYX4/qJ8Zz5n3nc1TSfqTqwv7jMxLIFu8Z+5UKUgBVRV4n2xD2bbh/D6+Zx3tYPxvgtnxO2E9sH4S/o/ud95DPIu9tsA1/Z3rdVFIQPqozmb4vfJ4QvKCJMQyvl07jSFT4NUdhOx6DptWHVUTZbvPmzX67aD814L3gNUU7h8OjbhvAfub3+VHbCSGeDxIkIUQiQb7of6ffNCHE0yBBEkIkEprh9HsmhHhaJEhCiJyAZiiam55XuD+a2WiKi6573GgIvRD5iwRJCGEGfcgYxs70BQxcYHBDLiUYLUfn8ZL68gkhkokESQhhAqPbGJXHEHlGCNJxng70uRZGijIakpF00U77QojkIkESQpjAFAnMARSdIToXYXQdU1pEJwoVQiQXCZIQIuvQtIYcMZljXGBuKGbcFkLkBxIkIUTWoQM1Ez2GJzDNdZhpnubA0p7zSgiRG0iQhDCGakq+HXQRJGaf5lI3cYHJNZnJ/lETqorcg+9Xvn3HxLMjQRLCGGanLmnW66TyMEE6fv6G+/G3M27VrgL3Q9H/DxU8fKZuZqfmUh7ffPONW7t2bbEZ7JnFm8uQcGmO8IWeA9j/XBqEi8dmmrE7gBnKGdmW6VIvIrdhyoZHzfguRBQJkhDGcICXIP2dhVtOurdHrnO1xqx3VUesczN+PhrdJAWXQqGprkePHv5aggzJZ9qAAC61wzXMuBhxr169XIcOHfylVgK4RAlD+bmwL9cw5NprJV16BHniOT/q2nMi95AgiadBgiSEMRKkdJZsO+Vqj13v6o/f4GoWSdLsjZmFhaYuhGf06NFpy4MLPNOkQpPYpEmTUuv69OmTungtlSAu2Dto0KDUeobyI1IlVYmQJy6yPG3atOgqkcNIkMTTIEESwhgJUjqPK0hckPett97yF7PNxNGjR13VqlX9/EoBa9ascbVq1fIHTPZ7jRo10kbSccHeatWq+QvLlgTrqDRNnjy5RJESuYUESTwNEiQhjJEgpfO4grRkyRIvOPQ7onmMatKMGTNSFSRkCEGij1HA/v37XZUqVXwlKPg3zXQBly5d8tL1qOkH6NdE0xzNeur8m/tIkMTTIEESwhgJUjqPK0hMNFmuXDk/N9HevXvd5s2bXe3atd0XX3zh19MxG0EKX0+NqhICRPVp+/btXpDCz4FO3CxDuh4FMkWfp+HDh+syJDmOBEk8DRIkIYyRIKXzuILExI2VKlXy1ZwARrLVqVPHXxIEyXnSChIdsR+nghTAe9e1a1fflymoXIncQ4IkngYJkhDGSJDSeVxBQmKiAoQU0ceIy5cgQfQn4npqAUwHULNmzbQ+SL/++mtq/e7du/19ltSvKRNUqHr37u1HwuXb+xgXJEjiaZAgCWGMBCmdxxUkDnrvvvuuW7hwYWoZI9T69evnO0/TN4gmsClTpqTWM4qNJjFgGy6WO2TIkNR6RrExZcCTXpSW6hH31b17dx2IcxAJkngaJEhCGCNBSmfR1pOu+qh1rk6RJFUbuc7NfMg8SOvWrXN169b10jN48GB/n/QzCqCvUePGjd2wYcO8ONGxOtwkx4g05lGiiYzbM4Q/3OQWhsui0CmbzuGMdosecJGqTz75xHXq1Mldvnw5bZ2wRYIkngYJkhDGSJDSOXL2mltcJElLt53ysrT31JXoJmkgRF9//bVbunRpxpmwmQxywYIFfgLJTDNp09l68eLFbtGiRcVm4Q6za9cu3zxHFap9+/Z+qH/Pnj3d9OnT3S+//OIfB0kaP368l6SH3ZfILhIk8TRIkIQwRoIUD7gWG+ID9Dui0sTlS5iokgkpW7Vq5cWJZjpEihm8kSZhz61bt3yEeBIkSEIYk6+CRNPW8ePHo6tylkddrLagoMBt27bNzZ492/dHatiwob92W0lNdkKI3EaCJIQx+ShINEUx6utx5hvKFbiYbf/+/R979mze00OHDrq9+w+4bzYdd5NWHXKfr1YsMnnVQTdp5YFiy5XsZFLR/p+94Zi7cSfzyUWuIkESwph8FCRgIsfOnTvHYpJFmtTo4M1zflLuFflU91nb3Tujf/Kj85Tsp+bode6dUWuLLVeyEz77baf+i7t0407065HTSJCEMCZfBYm5igYMGOAvDsss2HS2ZqRYLoXmMS5ZwmVMmLG7pOa1h3Hn3n3Xe+4OV3fcz37qAiX7qTduvas79qdiy5XshM9+x+lb3GUJkhDiSchXQQI6zn711VdeQAidnHMpPCfmRfrhhx+e+pprEiT7SJBsI0ESQjwV+SxIAcgHM2IzTJ9h97kQngvvzbMiQbKPBMk2EiQhxFMhQUo2EiT7SJBsI0ESQjwVEqRkI0GyjwTJNhIkIcRTEVdBYlZqLgjLXEZJzrPOwCxBso8EyTYSpFKEeUdKungkQ4SfpJ8A9/Oo6ySx/mFzndBX4mk7bAoRJW6CxJXuucBr69ati3VqTmKY8ZtrsGW6TMnjIEGyjwTJNhKk5wxXx2Z47YgRI/z0/lxUMsqqVatcu3bt/Gy1/GA/SpR27Njh74vte/fuXewyBwzpZcQK99mlSxd/ocswZ8+e9RPFcXtGt+TKvhLxJk6CdODAAX/x16lTp/ph8JxMRDs3Jy38LgwcONBfg42pCZ4UCZJ9JEi2kSA9Z7jQI2dtXOeoSpUqvtQdBtmpXbu227Rpkzt9+rT74IMP/PT+JVV22KZ+/fr+gpRcH2ny5Ml+4jcmgAMOUs2aNfMXnmQ9F79s1KiRO3/+vF/PDyNyxfPhvrgGE1cRD185XIinIS6CRPWVi7POmTMnuirx8LvCpJYM939SJEj2kSDZRoJUShw6dMhVr169mCBxmYJhw4al/qYvBNsdPHgwtNXfmTJliq8MBXBAqlevnq9CwZIlS/y1k8JniFytOzgYIGJcgDJ8tXAOFmPGjEn9LcTTEBdBOnfunD9peFSlNqksX77cV5Ie1vyeCQmSfSRItpEglRJ79+4tJkjXr1/31ZvwtP80yTVo0MB99913qWVhaBIbN25c2rKuXbv6Jjzghw/pCsPMuTS5QVBxCv84Um3igptPM7uuEAFxEaTDhw/770C+XhWdi9VSRS6pSl0SdwsfuJ5ztrvaY9YXHah/VgxSZ8xPrvbodcWWK9kJn/320zZLkJ43mQSJJrC3337bbdiwIbSl801kn3/+edoyoGmAfhMITRia5LjMAXCV7nBFCiZNmuQ7osLHH3/sunXrlrZ+4cKFvgoVHuXCjyfNdnFISR3fRXbhXXiymoQNh44e9f3v8lWQdu3a5U+0kFm+54STIwaKUHnmO1VQUOD279/vtm7d6tatW+fmzZvn9hT9hp28cscdvnjLHVGMcrNo/9/MsFzJRvjsn7h82xXefxCrY2QsBYkfIZb9/PPPoS2de++993xTWhREoEmTJsUEiX5LdLwEzgypGIWZOHGiP2MGOoFTcQpDterdd9/1Fa0AfiwZ5UZVINfDfnlQ9HwLT550hcdPuMITipI594uy/6f1rm0JFaTba9e5q2PHuWsTPnPXPh3v7u7ZG93Eg1BQiVqxYoXbtm1bdLX/TK5evdr3P1ywYEHad6skkJHx48e7GTNmpPoMhuE35LPPPvO/DYzAi0Lz/BdffOFPiEpqogcEiZOwjRs3+r5INL/zuJxodezY0f/GMOKNky36O/7zP/+zr1DzQ+vOFjh38ndFyd+cOUMFwf8GRI9FuZpYChI/0IjJ4sWLU8uCPkX0JcoEHSzpYB2GH7KgDxECFFSTAgYPHuxHuwGjdlq1apVWdeEHF4F60pJ7LlF46pS70KChO1/1bXe+Wg3FIAVV3nZnc3z/X3r7Hfcvb1R2bZo1d7du345+jNzVYcPdmf/6N1fwcllX8MLL7uaizN/D2bNn+76AFSpU8EIShQowff/mz5/vv4+cwGQSsgD6BdF3kPvlBIfvaFiSfv31Vy8r06ZN8zJDJTk8sIJqD7fnufAdZ1sGgGSCbemDRRWJUa6MaJ0wYYL75ptv3Pr16/2oV07etm/f7rf78ssv/2ySLzogXHq/szv/VtVi+1XJTvh+8T2LLleylCrV3IXmLV3hpUvRr1VOk/OCxNlmjRo1fLNamI8++sgNGjQo9Tc/XjS7cTYIlLyZtyQQmlmzZqWay4AqD52ugyrUjz/+6H8cgx9jpIcfU85igR+9d955x3dUDUCwqDLFmcLff/dydLZMeXe2XAXFIKdfKefOlClXbHku5UJRfn25TJEgNcssSKNGu4KXyrizr77mzpZ91d1c+vf+gWEY5MB3j+9OVJAQF77DDKsH+hUiGuG+hmH4ftMXkelAArp37+5FCPgNoKJDM1cAEjVgwIDU3Go0mwfbA1KDwGXqV0h1GPl6WFWLEzqeM6NgAx4UvY6LzVq4s0XyGN2vSnbC94vvWXS5kqUU7fvzdeq5wtAgpziQs4KEqHBWxpnfa6+95s8Q6XMUjDJjPhZ+HL///nu3Z88e30Q2cuTIVCdqfqA4M+SMDpg2oGnTpv7K4cgUFSPOAoP7owzOmSGlfdZTkudMlh9zQJjoxE1nbs4UKa/TKTwqbnHDC9LbNf78EHNwU7Ke00VCcabcq8WW51IuFOXXooPMswpSAE1SUUFCZBCacEWW7zSjRTONHOP3AaGiFB7ACQ0nOtwHvxFVq1ZNqz7TPEZFmtsga9WqVfNNdAGMmmVakaeZvoP7porNb1IYL0gtWv15EpJh3yqlH75ffM+iy5UspWjfn69XX4L0vGACOn4cERI6T9POj7yEz942b97szxhpPmOUGWecAT/99JOv+DCZXQDVqH79+vntuc/wkH1ApqhKIVs8bnQiSX5UeU7cntI/IhV3JEj2yTdBonKTSZD4bgVN2gH0K6Iik2mCxpkzZ/qTlPA6TqIQHL6r9GVCkMIzYAcCRJWKak9Uhvjdeeutt7zsPAlIEXKU6XYSJPtIkIwjQbKBM8tMP55UdpCnoAIU5mF9GuBR68MiFnckSPaRIP0JI0Vp/gozd+5cLx6ZvpP0GaIZnKavAPocIT2c/NARnAqR7yT9ryBDCBBVYPoasW34RAixYhkj0B4XKl+I2s6dO6OrPBIk+0iQjCNByi0om2/ZsiW6WESQINlHgvQnn376abGpNJAgRo5l6hNEMzryFD5hoT9SIEVUk6ggcbmQAJrjAymiosy/qSoF0McIgXqc3w5OzuhUzujZoN9UJiRI9pEgGUeCJOKIBMk++SZIiEUmQaKZikpMuCLESDH6C2aCiRsRIK6RGEAnawZj8BjBfGk0pQXQ4TuQKprruVwRzfEBnFhxm/BgjEzwHBnCz7xQQT/HkpAg2UeCZBwJkogjEiT75JMgUQmiusNIMSpGiEbQKZv+P8gLfYeA5jD6EQbzJdH8hQDt3r3b/81tuR+WAc3pNLkxgSsgSfQ5DCaARYrat2+fNpks03zQCZznRWWL7Wnqexg8f5oCqXZlasKPIkGyjwTJOBIkEUckSPbJJ0Fi9CdzFdWpUyc1p1B4Rnym3WC0KZOyIjtMzxHARaLLly+ftoyJHakYMSKVUad09A5XoKgiUa1i4AXbITbhgR5IF/MtIU7B/EaZJpsMoLmObRg0kqlfVCYkSPaRIBlHgiTiiATJPokQpJGj/ASRwZwnN5csjW7ioUpE/x/EBeFhZuvovEI0bzFCNZjTLIAKD9UdJmYMg+TQNMaw/kzTAVDxoQpF/6NMfZkY5EFzHZ2sHzYAg9FwyBYTzj7J5LASJPtIkIwjQRJxRIJknyQI0rXPJrqzlau4c9VrunNVq7tbP/4Y3eSZ4ZqHo0aN8mJlARL1NBenliDZR4JkHAmSiCMSJPskQZDuX7nqCgsKinLW///BzZvRTZ4Zms7CQ/azDYJEU92TVI9AgmQfCZJxJEgijkiQ7BMXQdqEIDXPfC22fICL1XKJFFWQ4hcJknEkSCKOSJDsExdB2lm2vGtWv767efvxOicnDeZGooO2KkjxiwTJOBIkEUckSPaJgyCdK8qp8hVdq9deczv+dZh9vsF0AsOHD48ufiQSJPtIkIwjQRJxRIJknzgIErlUlNllyrp2nTq5S5cvRz9KiYbqERfBZSTckyJBso8EyTgSJBFHJEj2iYsgUUUqKMrQIklq0rixGz95sps1f76bOW9e7DNjzhx/YdxMYe4kLnfyJNdnCyNBso8EyTgSJBFHJEj2iYsgESSJrC1b3o156RX38UsvuyFxz99ecMPeqenGjhnjxo4dmxZm++byJOHruT0pEiT7SJCMI0EScUSCZJ84CRJBkC4W5XJR/vjX/8c5l5jYslfv6FfjuSFBso8EyTgSJBFHJEj2iZsgJS0FRYJ0uUdPpuqOfj2eCxIk+0iQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4EiQRRyRI9pEg2UaClPxIkIwjQRJxRIJkHwmSbSRIyY8EyTgSJBFHJEj2kSDZRoKU/EiQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4EiQRRyRI9pEg2UaClPxIkIwjQRJxRIJkHwmSbSRIyY8EyTgSJBFHJEj2kSDZRoKU/EiQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4EiQRRyRI9pEg2UaClPxIkIwjQRJxRIJkHwmSbSRIyY8EyTgSJBFHJEj2kSDZRoKU/EiQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4EiQRRyRI9pEg2UaClPxIkIwjQco+169fd8uWLXNTpkxxCxcudFeuXIluksadO3fcDz/84KZOneo2btwYXV30+3jf/fTTT3796tWrXWFhYXQTv3++/PJLt3z5cnfr1q3o6tghQbKPBMk2EqTkR4JkHAlSdrl586br06eP69Wrl5s2bZrr0KGD69Kli1+eibt377rBgwe7jh07ui+++MI1b97ci07AgwcP3IQJE1zLli39+nbt2rmRI0emSdLcuXNdkyZN3Oeff+66du3q+vXr524X/fjFGQmSfSRItpEgJT8SJONIkLLLtm3bXP369VNVnLNnz7patWq5w4cPR7b8kzVr1rh69eqlqkxsV6NGDXfw4EH/92+//eb/PnnypP/7YtEbyf1t2rTJ/33ixAm/nu0AMWrcuLFbsmSJ/zuuSJDsI0GyjQQp+ZEgGUeClF0QnOrVq/smMVi/fr2vIl27di2y5Z/079/fffTRR2nLWrVqlaoijR8/3r3//vtp66lQDRkyxP/7m2++8dUjKlEBY8eO9VUrqk9xRYJkHwmSbSRIyY8EyTgSpOwzb948V6lSJd901rNnzxKrRwjMe++95/sqhaGJbMCAAf7f3bt39/cTBmlq3769//eIESNc586d09YjTQ0bNizWrMfjxSGAIJ17u3qRIPHjUVExyN8Fqfg6pfRT8ErZlCBFvyPPHH4PvCC1LBKkcsUeW8lO/i5IxdcpWUjZ8mmCVOx7kqOJrSBRyfnss8+8tCAp1apVcxs2bIhu5qEfUaNGjdyMGTPSlg8cONCLFdA3afjw4WnrJ0+e7KtMgDwhUWEWLVrk6tatm1a1ountwoULvoku13O36IBQeOJ3d+atqu7Uy2XcqaIfcEXJt5x84SV3oWs3frXd9Rs3ntv3l/u5RR/FO7fdufeauVMvvlzssRUlL/LSK66gVh13/+Ild7vo2P28vmOlndgK0rfffus7VNMHidFso0aN8tWkXbt2RTf1sC3CE6Z3796pZrfwvwNGjx6danYbM2ZMsSa4OXPm+Ga3cEdtrBMhi0M4u/UVpGrVXUHR2VVB+YqKQYIKUnS5kp2cefnvFSRGska/J88Sfyb6rxUkmvKij61kJ0EFKbpcyVLKlHfn677rK0hxOkbGVpA6derkJk6cmLaMKhEjzDLxySef+Ca1AH4IkRua6YC+SG3atPFvXgDVKfoZAdMJNGjQIK05jfvs27dv6u84oj5I9lEfJNuoD1Lyoz5IxlEfpOxCkxdD8YNRbJTsatas6UUG9u7d67777rtU89fWrVtd7dq1/Wg0YB4kRqmdPn3a/3306FF/+507d/q/9+/f70et7dmzx//N/TMKjtFwcObMGX97OofHGQmSfSRItpEgJT8SJONIkLLL8ePHfbMZVR9GmjVt2tQNHTo0JUxUhMqUKZMSIipDzJfUrFkz3/eIatOKFSvCd+knm6SqxHr+z7xHYRgxx+0+/PBDfz/0gQpXnOKIBMk+EiTbSJCSHwmScSRI2Yfmrs2bN7uVK1e6ffv2pckK8yIhT1R6wlAZYpbsYL6jKFSSWF/SiLhTp0759VSokoAEyT4SJNtIkJIfCZJxJEi5Ba+DPkr0NRIlI0GyjwTJNhKk5EeCZBwJUm7BjNnhSR1FZiRI9pEg2UaClPxIkIwjQRJxRIJkHwmSbSRIyY8EyTgSJBFHJEj2kSDZRoKU/EiQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4EiQRRyRI9pEg2UaClPxIkIwjQRJxRIJkHwmSbSRIyY8EyTgSJBFHJEj2kSDZRoKU/EiQjCNBEnFEgmQfCZJtJEjJjwTJOBIkEUckSPaRINlGgpT8SJCMI0EScUSCZB8Jkm0kSMmPBMk4+SRIXNF+8+bNbv369X7734sOsroobDyRINlHgmQbCVLyI0EyTtIFCQFauXKl69Chg6tSpYp77bXX3KuvvuoqVqzo/27durVbtmyZu3fvXvSmIoeRINlHgmQbCVLyI0EyTpIF6cKFC65v376uadOm7vPPP3cbN250Bw8edMeOHfP/37Rpk5s6dapr1qyZ69q1qztz5kz0LkSOIkGyjwTJNhKk5EeCZJykCtLVq1e9HE2ZMsXdvHkzbV2U20U/BHPmzHHdunVzF2O2I/IVCZJ9JEi2kSAlPxIk4yRVkO7cuePOnTuXtuxRnD9/3t26dSu6WOQgEiT7SJBsI0FKfiRIxkmqIIlkI0GyjwTJNhKk5EeCZJwkCxJ9iubPn1+sKlRQUOBGjx7t+vTp4xYuXOirTSJeSJDsI0GyjQQp+ZEgGSfJgvT111/7fkVhrl275lq2bOkaN27shg8f7urVq+dGjRqVto3IfSRI9pEg2UaClPxIkIyTVEE6e/as6927txsxYoT77bff3I4dO9yePXvcyJEj/RB/hv4zkg2Jqly5sv+bztoiHkiQ7CNBso0EKfmRIBknqYKEEDF8v3379n6E2uzZs12/fv1cuXLlfPPajBkz3PTp0920adNc9erV3bBhw9zly5fT7kPkLhIk+0iQbCNBSn4kSMZJqiDBDz/84JvQtm/f7rZt2+YaNGjgRSjMjRs3XJMmTdyRI0fSlovcRoJkHwmSbSRIyY8EyThJFiQ6X9PERhPam2++6QYPHuyFKMyGDRu8ODFvkogPEiT7SJBsI0FKfiRIxkmyIAUwH1JJcyJRWVq9enV0schxJEj2kSDZRoKU/EiQjJMPgiSShwTJPhIk20iQkh8JknGSKkgM59+8ebMrLCxMW/4wtmzZ4v7444/oYpGDSJDsI0GyjQQp+ZEgGSepgkT/I+Y56t+/vzt69GjauignT570/ZMGDhzorl+/Hl0tchAJkn0kSLaRICU/EiTjJFWQ4O7du+7zzz93derUcT169PBD+7///nv3448/+v8z9J/ZtGvXru3GjBnzyIvaitxBgmQfCZJtJEjJjwTJOEkWpIBDhw75uY8aNmzoXnvtNVe+fHk/WWT9+vX9sH8mkBTxQoJkHwmSbSRIyY8EyTj5IEgBzJR9seiFMsv2hQsXil2jTcQHCZJ9JEi2kSAlPxIk4+STIInkIEGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmScfBGkmTNnuq1bt0YXe5gPaffu3dHFpcq9e/fc6dOn3fnz5x9rtm9G3BUUFPjbZYI5n86cOeNH6mWCx+D20Yv1xhUJkn0kSLaRICU/EiTj5Isgvf/++27JkiXRxV44WrZs6b799tvoqlLj119/dW3btvVp1qyZGzBgwEMnqfzll19cq1atfHgdBw8eTFvPPE7t27f369u0aVNMBE+cOOG6dOni1zdv3tytXbs2bX0ckSDZR4JkGwlS8iNBMk7SBen48eNuyJAhrlatWl4iuPzI0KFDfZgkskOHDq5ChQrut99+i960VDhw4ICrWbOmW7Fihb9eHNd+279/f4mVH54/M4GvWbPGbz9r1iwvVfwbmNeJCTARPJYxQ/i7777rq0mAeLVu3drPKH716lUvZ+wLHjPOSJDsI0GyjQQp+ZEgGSfpgnT48GFfOXn99df9JUX4NxUj0qJFCy9IS5cudQ8ePIjetFTgmm+9e/eOLi6Rzz77zHXq1Cn1N9eYYwZwBAsWLFjgmjRpktb0RhVp+vTp/t/r16/3QhS+CG+/fv28HMYZCZJ9JEi2kSAlPxIk4yRdkBAf5GHcuHHup59+8v8OQr+dbIkRIDeNGjVyc+fOddu3b/f/X716tV9eEjTDffrpp2nLunfvnhKcDz74wAtPGKpk3bp18/+eOHGia9euXdrrpD8WTW0l9WeKAxIk+0iQbCNBSn4kSMZJuiAFPE5H6NKG5jCayxCWkSNHusmTJ/vqD5KTqYmN54xQffXVV2nLP/zwQ9erVy//b/okRatB3C/NavDxxx+nZClg0aJFrl69eqlmOkCW+Pv69es5n8Ii2UOQzlZ9250p+vE+UyRJSvZzumx5n+hyJTs5/VIZd6l7jyKTue9uF51kPa/vL/dzt+j3AEG60LyFO/Ny2WKPrWQn+o4Zp+gk5Fydel6Q7hUdj5/Xd6y088SCBKdOnfLbRbNp06Y0WSgtEKR33nnHDRo0KLXs6NGj7s0338z4/Kn6IFDTpk1LW06n7r59+/p/d+7c2fenCkOzHJUn+OSTT1zXrl3T1tMsRzMdOzIAQaKPUhySLkjlHGdZSvZzqkzw4118nVL6Of3SK+5it+78ULhbRTIT/Z48S+7cvevcndvufLMW7vTLZYo9tpKd8P3iexZdrmQpr5R1Z4sE6f7FS16Qot+TXM0TC9KqVatc5cqVXcWKFV2lSpXSUr58ebdr167oTZ47VIkaNGjgvv7669SyoEr03Xffhbb8O1R/RowYkbaMflNBsxty1KNHj7T1AwcOdP379/f/pvpEf6twBY0KE1Ws+6VUms8GamKzj5rYbKMmtuSH75ea2AyTD01syAF9bqik0Pdn3759bu/evakwTD5b8wN99NFHvoks4MqVK77zePD8me+IDtWBvCBTPPfg76AKFWy/bt06V7du3VQFjP5MSBgdzwHxq1Gjhp9zKYDq0tSpU1N/xxEJkn0kSLaRICU/EiTj5IMg0XzUtGlT3/fGGob5M6psxowZbtu2bb65jU7XiBEwjB8BCoQGWWLk3YQJE9yWLVt8h2ya1+hgDlSlqDLR14j5j+igTYUpECaa6VjXs2dPf3uqR+yLCxcu/PmEYooEyT4SJNtIkJIfCZJx8kGQYM6cOb6/TqbO0NmGOZfomI200F8oPAR/48aNvqLE5I4B9J2iIzZNaYxKi/aXunz5shs7dqxfP3r0aD87dxjmQmIeJNYzJxRzK8UdCZJ9JEi2kSAlPxIk4+SLIB06dMiP7KJ5i2Y2mp4QFbJz586sNbGFyTSy7veiAz/zJNHRKsqj+gw96/o4IUGyjwTJNhKk5EeCZJx8ESQ6LdNBu2zZsr5jNhNHBnn11Vez0kn7cUDWsn1duDgiQbKPBMk2EqTkR4JknHwRJK5ftnnzZt9Ph7444XDbaLOVyG0kSPaRINlGgpT8SJCMky+CJJKFBMk+EiTbSJCSHwmScfJFkOjvU1IY5ZbNS46IZ0eCZB8Jkm0kSMmPBMk4+SJIo0aN8le9Z4h7EOYXouN248aN/fB7ER8kSPaRINlGgpT8SJCMky+CNH/+fD/nEJfeIAybZ9h/hQoV/LxCDKUX8UGCZB8Jkm0kSMmPBMk4+SJImWDYO/MHcbmOTEPuRe4iQbKPBMk2EqTkR4JknHwWJOBSH3Xq1Hnq2wsbJEj2kSDZRoKU/EiQjJMvgkQnbCpG0TALNTNXl3SxWJGbSJDsI0GyjQQp+ZEgGSdfBIlLetAhu3379qlwzbKaNWu6N954Q520Y4YEyT4SJNtIkJIfCZJx8kWQZs6c6fr06eNn1A5n8ODBj7ytyD0kSPaRINlGgpT8SJCMky+CJJKFBMk+EiTbSJCSHwmScfJNkC4WvVAuN/LLL7/4y49o9Fo8kSDZR4JkGwlS8iNBMk6+CBIdsufMmePeeustP/cRF67lIrXt2rVzx44di24uchwJkn0kSLaRICU/EiTj5Isgff/9965SpUpuwoQJ7ueff/ZVpMWLF7tWrVq5Zs2a6WK1MUOCZB8Jkm0kSMmPBMk4+SBIDPFn1Nrs2bOjq9zVq1dd/fr1vTSJ+CBBso8EyTYSpORHgmScfBCkO3fuuCZNmrhdu3ZFV3l69erlvv322+hikcNIkOwjQbKNBCn5kSAZJx8ECaggMdQ/Ck1rDRo0cOvXr4+uEjmMBMk+EiTbSJCSHwmScfJFkFasWOH7II0fP96tW7fOj2Jbvny574PUvHlz39Qm4oMEyT4SJNtIkJIfCZJx8kWQYN68ea5q1ap+9Boj2fh/x44dNYothkiQ7CNBso0EKfmRIBknnwQJuDjtjh073MaNG93Ro0f98H8RPyRI9pEg2UaClPxIkIyTb4IkkoEEyT4SJNtIkJIfCZJx8kWQ7t6969auXeuH+jNhZDizZs1y586di95E5DASJPtIkGwjQUp+JEjGyRdBmjRpknvppZdc5cqVXZUqVdLy+uuvuz179kRvInIYCZJ9JEi2kSAlPxIk4+SDIDEPUsOGDd3EiRPd9evX3Y0bN/z/w1FfpHghQbKPBMk2EqTkR4JknHwQJOSHa64xik0kAwmSfSRItpEgJT8SJOPkgyDBpk2bvCT9XnRgFfFHgmQfCZJtJEjJjwTJOPkiSDdv3nS9e/d2tWvXdqNGjUrL8OHD3alTp6I3ETmMBMk+EiTbSJCSHwmScfJFkBAhJoZs1qyZz3vvvZdKo0aN3MGDB6M3ETmMBMk+EiTbSJCSHwmScfJBkOikzfXWGM7PcP979+75/4fz4MGD6M1EDiNBso8EyTYSpORHgmScfBAk5Kd79+5uxowZ0VUipkiQ7CNBso0EKfmRIBknHwQJ9u7d6y9Mu3v3bi9M0Yh4IUGyjwTJNhKk5EeCZJx8EaTp06e7mjVr+okiu3XrlpZOnTr567KJ+CBBso8EyTYSpORHgmScfBGkL7/80vXs2dP17dvX9erVKy1I0rFjx6I3ETmMBMk+EiTbSJCSHwmScfJFkESykCDZR4JkGwlS8iNBMk6+C1JBQYGbO3euJpCMGRIk+0iQbCNBSn4kSMbJR0G6deuWn1l70KBB/kK1XMSWztsiPkiQ7CNBso0EKfmRIBknnwTp+PHjbubMmX5iyDJlyrgqVaq4YcOGuW3btrnCwsLo5qXOtWvX3MqVK92VK1eiq9Lg4rrffvutGzNmjFuxYkWx58o8TkuXLvXrFy5c6G4X/bBFWbVqlRs3bpyvll29ejW6OnZIkOwjQbKNBCn5kSAZJ+mCdP36dbdu3TrXp08fV6FCBVeuXDnXunVr9+abb/oqkiUjRoxwf/3rX92+ffuiq1IgOzz3Hj16eLlp06aNGz9+fGpqAi7Ey/106NDBX4y3S5cu7qOPPvLSFDB16lTXvHlzf/v+/fu7rl27+v0SZyRI9pEg2UaClPxIkIyTZEFavny5q1Onjr/ESN26dd2kSZPc/v37feWmYcOGbvv27dGbZI3Fixd7aalVq5afo6kkeA08V5oF4eTJk65GjRpu165d/u/Nmzf76QvOnTvn/+a18VrXrl3r/z506JDfPriUCtUnHnf+/Pn+77giQbKPBMk2EqTkR4JknCQL0siRI90//dM/eYH4+eefU8upynDpEZrWLEBWGjdu7Hbu3Oll5WH9n7jA7pAhQ9KWtW3b1k2ePNn/m2Y1qkZhBgwY4KtIMGfOHH+9OS6vEjBhwgT3/vvvx3qCTAmSfSRItpEgJT8SJOMkWZAuXLjgFixY4Jul3njjDT+T9nfffeerMAgSgpJtaNpq3769W7ZsmRcU+kOVJEisb9q0qW8iC0MzWb9+/fy/aS6LChQC1K5dO/9v+lhFBYr+TLz+mzdvppbxWFSX4hCQINlHgmSblCA9uP/cv7/+CgMSJPNIkIwTEiTKCdHvSa7msQQpgOrJ1q1bvUhUrVrVd86mL9KSJUvSKiulDT86dJQeOnSo/5tmMwRpz549kS3/hBfK+q+++ipt+YcffugnvYSOHTu64cOHp62nukQ/Kxg8eLCfCDPMokWLXL169dI6a1NVO3/+vJfKXM9dPgRFglRQpZo7/UrZoh+Q8opBTpUp5xNdrmQnp1582V3o2o0fFnf9xo3n9v3lfm4x0OPOHXfuvebu1EuvFHtsJTvRd8w4L5dxBbXruvsXL7nbd+8+t+9YaeeJBCkMfXWoIlFhqVSpUqo/DiPFSpsDBw64ihUr+g7VVICQHC59QpPZxo0bo5t7EJ2JEyemLeN2H3/8sf83M4MjTGFoWgyqRp9++ql/vDCzZ8/2zW53in4Aw0SvT5erAVWQ7KMKkm3CTWzR78gzh98DVZDMowqScSJNbMW+JzmapxakACpHO3bs8NUXRrQFnZ5Lk0uXLrkff/zRN68xLJ9RZ9WqVfOdx4+WcC24UaNGpapFwPOmqoTkwaxZs1zLli39aLYAqkqBVDGNANWisAAOHDjQJ85IkOwjQbKN+iAlPxIk4yS5D9LjQlWJ0V/ZhsesXbt2aoQZMPUAzXCXL1/2f9P8xkg3/o8EMQ8SwkOpD06dOuVH6m3YsMGv37Jli++UfvjwYb+eOZYYBceoOdaznPVsF2ckSPaRINlGgpT8SJCMI0Gyg4oSTV1MPRDARJbly5d3J06cSC2jWkRnbeZC4v+//PJLah0wpD9Y36RJE/f999+nrWc6g2bNmrnu3bv79YxsizsSJPtIkGwjQUp+JEjGkSDZQVshI8nCzWMXi94I+gxxjbgwVIqo+iBVmaCixPqzZ89GV3moSNFRnRF8SUCCZB8Jkm0kSMmPBMk4EqTcgs7ajFoLS5MojgTJPhIk20iQkh8JknEkSLkFQ/+pLImHI0GyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIGWfK1euuCNHjrgTJ064e/fuRVdn5PLly/42169fj67yXL161a/nvjNx8+ZNv/5izN7okpAg2UeCZBsJUvIjQTKOBCm7LF261DVr1sx16NDBNW7c2HXq1MmdOnUqulka33//vWvatKlr06aNa9mypdu2bVva+k2bNvn7ZD3/X7NmTdr6PXv2uNatW/v13M93332Xtj6OSJDsI0GyjQQp+ZEgGUeClF12797tK0eFhYXujz/+8OLy4YcfRjdLceDAAVerVi23detWf5slS5a4hg0bukuXLvn1BQUFrm7dum7lypV+/S+//OJq167tjh8/7tdTWUKK5s2b59fv27fP39/OnTvDDxM7JEj2kSDZRoKU/EiQjCNBsuXzzz/3VR/kJRNjxoxx3bp1S/1NkxyCtHjxYv/3nDlz/O3vh34kqU5xv7B69WovUNeuXUutR8gGDRqU+juOSJDsI0GyjQQp+ZEgGUeCZMeDBw9c27Zt3ZAhQ6KrUlBh+uyzz9KW9ejRI3Wbfv36uQEDBqStHzlypOvSpYv/9/jx41379u3T1s+ePdtL1d27d9OWxwkJkn0kSLaRICU/EiTjSJDs+PLLL12jRo3cmTNnoqs8VJVY/9VXX6UtHzhwoOvZs6f/d8eOHd3w4cPT1k+ePNmLFQwePNh17949bf2iRYtcvXr1fPNbALJEkx+dvHM994oOCAhSQZVq7nTRQYIfECX7OVV04DxdlhRfp5R+Tr34irvYrTtnWu7WrVvP7fvL/dy5c8cV/cedb9bcnX6pTLHHVrKV8v/6PYsuV7KSl8u6s7XruvsXL7m79+49t+9YaSf2gvTFF194iTl58mR0VQoqTPQfQqTC9O/f31eOoGvXru6TTz5JWz9hwgTXrl07/+9hw4alqkkB3377rWvQoIG7ceNGahkyxt9xSGHRfkGQzlZ9250p+vE4U66CYpA/5Uj73yqIy6XuPXwFCaGJfk+eJTTlU0G60LyFO1N0kIg+tpKd6DtmnKIT8HN16vkKUmHR9yz6PcnVxFqQpkyZ4pvWLly4EF1VDCpFQ4cOTVvGbSdOnOj/PWrUqLQ+SkCTW9Dxe9asWa558+Zp0wnQZEc/JQQsrqiJzT6cYamJzS5qYkt+1MRmnLJqYssqDMGvUaNGiUP7KeExAi0QGjpjMx2AL3kXQXMct9+xY4f/myH+jFoLRrVhj8GoNmAUHNsfO3bM/40UtWjRwotTnJEg2UeCZBsJUvIjQTKOBCm70KxWsWJF98EHH/hKT58+fdzUqVNT1Zxp06a5N954I9X0hvB07tzZ9yVatWqVe//9932TWjDqDZGiWkSliRFrffv29f++XfTjFjBu3Djf5IY0cVsqUOH+R3FEgmQfCZJtJEjJjwTJOBKk7LJixQrf6Zp+RYS+SMuWLUut3759u6tfv777vUgAAqgO0SzH0PxvvvkmTX4AiaIi9NFHH7kZM2YUkx86YC9YsMDfnuH/58+fT1sfRyRI9pEg2UaClPxIkIwjQcotDh8+7DthIz2iZCRI9pEg2UaClPxIkIwjQcot6DMU9BcSJSNBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCZKIIxIk+0iQbCNBSn4kSMaRIIk4IkGyjwTJNhKk5EeCZBwJkogjEiT7SJBsI0FKfiRIxpEgiTgiQbKPBMk2EqTkR4JkHAmSiCMSJPtIkGwjQUp+JEjGkSCJOCJBso8EyTYSpORHgmQcCVLyuXfvnps3b57r16+fGzdunDt37lx0k9ghQbKPBMk2EqTkR4JkHAlSsnnw4IEbPXq069ixo1uzZo3/d5s2bdzly5ejm8YKCZJ9JEi2kSAlPxIk40iQks2+fftcjRo13PHjx1PLWrdu7WbOnBnaKn5IkOwjQbKNBCn5kSAZR4KUbBCh5s2bu8LCwtSySZMmuQ4dOvjqUlwpPHHCnXvjLVfwwsuu4KUyikFO/e0ld/qFl4otV7KTM//8grvUuUupCtKFxk1dwV9fLPbYSnbC94vvWXS5kqUU7ftz79RyhRcuRL8eOY0E6TEZOnSo69KlS9qyBQsWuAYNGrgbN26kll2/ft0dPXrUHTt2LOdz9+5dV/Tk3d05c93tL6e529OmKwa5O/0rdyfDciVLmTLVFa5c5b+/NJkfOXKk2HflacL9XLt2zd/vvcVL3O2pXxZ/bCUruTOdfFVsuZKlFB1f7n7zLR153a1bt2JzjJQgPSaDBg1y3bt3T1u2cOFCV69evdSPIGzatMkva9y4cc6HflQzZs50M+fOVQwzdsIEN2nKlGLLlSxmzhw3Y8YM16dPH9ewYcNi35WnCSdP/G5wv9x/scdUspYJn092n06cWGy5ksXwHSs63gwbNsw1atSo2PclFyNBekzGjx/v2rdvn7aMZrdmzZr9WYkJQZNbHHLnzh1v84pt+vfv7+bPn19suZL9MFI1+j15lvDbEH0MJfv57LPP3Mcff1xsuZL9cNyJfk9yNRKkx2Tt2rWuTp06adWiAQMGuMGDB4e2EuLJ4Yd78eLF0cVCiOdEQUGBO3HiRHSxEA9FgvSY0LeIatGcOXO8Be/cudO98847bteuXdFNhXgiPvjgA9+fTQjxdNy8edNXiWjS5IQjGpp1SHQ54SSX7gaXLl2K3q3IcyRITwBD/du2bes7azOiTWf94nmwe/dud/LkyehiIcRj8scff7hatWq5v/71r+7FF198ovztb39zb775pr6DohgSpCeEMxVE6WLM5nMQQoikcuXKFd8pvmzZsu7VV199opQrV85Vr17dnTp1Knq3Is+RIAlhCPNqMZxUZ69CPD0SJFEaSJCEMIIqJMPKW7Ro4fu30Q8iOiJSCPFoHiVISBCJLpcgiYchQRLCCDqHMsSfYa/0oWjZsqWbPXt2dDMhxCMoSZD4+6WXXnKVK1f2l4qKypEESTwMCZIQBvBjXK1aNbdnz57UsiVLlvgJ1G7fvh3aUgjxKDIJEv9u166d+/HHH92BAwfcDz/84MqXLy9BEo+NBEkIA9avX+8FicpRAFNHVKlSxZ0+fTq0pRDiUWQSpDJlyvgRxwzv37Jli7/KQaZmNgmSKAkJkhAGLF++3M+jFZ54lLNcBGn//v2hLYUQjyKTIAXy81/+y3/x1VkJknhSJEhCGEC5nz4RV69eTS3bu3ev7yvBRU6FEI9PSYJEmOto2bJlEiTxxEiQhDAgaE47e/ZsatnGjRv9DzVXlBdCPD4SJFEaSJCEMIAJR+mQzQ93wJgxY1zPnj3d/fv3Q1sKIR6FBEmUBhIkIYxYtWqVq1+/vlu6dKmbOXOmq1evnp+lXQjxZEiQRGkgQRLCEJrVmA9p5MiR6pwtxFNSkiDxN520uW4m37UXXnjBj26TIInHQYIkhBAi1mQSJP7dsWNHN336dHf8+HF37tw5X6mlGTtcSZIgiZKQIAkhhIg1mQSJSlH79u3dtGnT3BdffOHDv7t37y5BEo+FBEkIIUSsySRIQRXp5ZdfTkt0GwmSKAkJkhBCiFhTkiA9TiRIoiQkSEIIIWKNBEmUBhIkIYQQsQZBYpqMoAntSfLKK6+4qlWrSpBEMSRIQgghYg3XNHz//fdd7dq1vSg9SerUqeNatGjhCgoKoncr8hwJkhBCiFjz4MEDf13DP/7446lCBUoz2IsoEiQhhBBCiAgSJCGEEEKICBIkIYQQQogIEiQhhBBCiAgSJCGEEEKICBIkIYQQQogIEiQhhBBCiAgSJCGEEEKICBIkIYQQQogIEiQhROK5deuWO3funLt79250lefy5cv+chVCCBEgQRJCJJ7Tp0+7hg0burFjx0ZXuQMHDvh127dvj64SQuQxEiQhRF7w6aef+iu379y5M7Xs3r17/iKnffv2dYWFhaGthRD5jgRJCJEXXLp0ydWsWdN17Ngx1dS2ZMkSV7VqVXfq1Km0ba9fv+42b97sNmzY4G8X5fz5827btm1uzZo17uDBg/5iqQH8m4oVF0C9c+eO/009duxYav2ZM2fc+vXr3caNG93JkydTy4UQuYUESQiRNyxatMi98MILbtWqVf4q7jVq1HDz5s1L2+bo0aOuVatWrkmTJq5x48aufv36bt++fan1NMWx7r333nPNmjVzlSpVctOnT0+tv337tmvevLkbOnSo69evn6tcubKbO3euX7d69WovaaznPnr37q3KlRA5igRJCJE3UNFp3bq1a9CggevTp4//N0ITXt+mTRv34YcfenG5f/++b36jGS4QGapNCFNQNRoxYoSvQlF1Au4PcXr99dfdV1995c6ePetu3rzpm/MQo8GDB6cej+pUuPokhMgdJEhCiLyC37hXX33VVaxYMa0/EuzevdtVqFDB/fDDD74ZjVD9eeONN/y/ozA6bvbs2e7NN990Fy5c8MsQJCpPVI/CIFidOnXycrZnz560dUKI3EOCJITIKxAVKjlUhaIgRsgTgtOyZUufRo0auTp16rjjx4/7bei/tHTpUl+B+uCDD3y1iApSWJC4zYQJE8J37aHyxH2XL1/e9ezZ0+3fvz+6iRAiR5AgCSHyCgSpbdu2rnv37sWat9atW+crSCtXrnQnTpzwUkToTI0YsT3iU6tWLd9Bm+azGTNm+H5GUUFi1FwmmG9p2bJl7t1333Vvv/227/MkhMg9JEhCiLwCQaKfUbdu3YoJEsJDc9qXX36Ztjzgxo0bvlpE36KA+fPn+yY2JpuERwlSAH2ZypQp4zuOCyFyDwmSECKvQJBatGjhOnfuXEyQAPmhijRz5kx36NAh3yzGdAB0qKYTd9OmTf0ItK1bt/rldPSmWe7nn3/2940gUR0aM2ZM2v3SURvx2rRpkzty5IibNWtWxn5QQojcQIIkhMgrGJk2ZMgQLzCZBIn1Cxcu9MP4ER1m2aa/UVAhYpg/fZgYrj9gwADfsbtXr15+agAuZ4Ik9e/fv9j0ATTRjRo1ynfSJtz/ihUr0rYRQuQOEiQhhMgAonPx4kXfrBYF2WEepfDfV69eDW1RMlSYGBHHsH8hRO4iQRJCCCGEiCBBEkIIIYSIIEESQgghhIggQRJCCCGEiCBBEkIIIYSIIEESQgghhIggQRJCCCGEiCBBEkIIIYSIIEESQgghhIggQRJCCCGEiCBBEkIIIYSIIEESQgghhIggQRJCCCGEiCBBEkIIIYSIIEESQgghhIggQRJCCCGEiCBBEkIIIYSIIEESIsvcv3bNXZ802V0bM8ZdGzv2mXJ11Ch3Z8vW6EOIHOTqrbtuxs9H3bSfjjxzpqw97A4VXI0+hBDiOSJBEiLLFJ486U79b/+7+/3f/vfu93/3PzxTTvw3/627Nnp09CFEDnL8wg33T32Wu790X+r+U49nyz90WewWbvk9+hBCiOeIBEmIh3Djxg33xx9/uAcPHkRXPTWFp0650//XP7qT/+F/dif/l//1mfL7v/v37tq4cdGHEDnIiYs33N8GrHD/b+/lXpSeJX8pkqTFW09GH0II8RyRIAmRgcLCQjdr1izXuHFjn7Fjx7o7d+64s2fPulu3bqW2G1ckJ1988UXq702bNrnOnTu7K1eupJZFkSDlJxIkIeKFBEmIDGzdutW9+uqrbuHChW737t1u165d7vDhw65mzZrup59+Sm3Xrl0716NHj9TfS5cuda+88oo7f/58alkUCdKfnD592v3+e/40E0mQhIgXEiQhMvDtt9+6ypUr+6pRwNWrV92KFSv8gT3g/fffd3369En9vXz5clehQgV34cKF1LIo2RYknvfs2bNdly5dXIcOHfxzHjp0qNu3b19001Jl+/btvtp27949//cnn3zi+vbtm77RM7J69Wr/Wp9nk+jzIpuChNgj60KIp0eCJESEgoICN2rUKPfWW2+5zZs3u0OHDrn79++7u3fvuhMnTvh+SQG5LkhUslq2bOmaNm3qnxuvZ9WqVV6Qfvzxx+jmT8XevXvdtm3boouLsWXLFjdhwoSUIA0fPtwNGDAgstXjQ3Pn2rVr02Tohx9+cNOnT897QaKq2a9fv+jiEtmxY4evlFrAd2XNmjX+OyZELiFBEiICFYiqVau6ihUrukaNGvmDze3bt93Ro0e9NPFjHpDrgjRixAhXu3Ztd/HixeiqNHh9iM5vv/1WrP8Ur+XmzZteEPfs2eOOHTuWWnft2jXXq1cv161bN99cxt/BbeirxX1xGw5+PMbly5dTt0WQBg4c6IWJbQ4ePJgmNnSOD28f9AHjvvg371P16tX97YL9jbxGnz/LOPiT69evp5bzWAgk98VzZX2mJr/jx4/76hdNrIHcPQ3ZFCQ+kx9++KH/d/h18h7wOhH9APZz+/bt/XvB6w+fAHA75OlU0Wc2DPuYcJ98bqhSBvD54Dbcb5QjR474fcl3ifeR/blgwQL/feN+HtY0LUS2kSAJEYEf7WnTpvkfbapJQadsDpBvvPGGb8YJyGVB4qDFa+C1PAwOaDS9tW3b1nXs2NE1b97cdzYHOqv37t3bd1LngNukSRNXrVo1t2TJEr8eWaxSpYp75513/L5Yt26dX85tqFLRYb1Vq1Z+n1Kx4v4RLRg5cqS/zaBBg3xH+LfffttLUyAh48eP9/cRwAGU7ZA9DuTNmjVzr7/+uu8H9uWXX/pteK39+/dPiRa3adOmjRcAXiPPhf5kwMG9U6dOvtmPpj5kGOFav369X8990FGf6hvPkyZKPg9Pi5Ug8Tp5Hz7//HO/b4J9HYj+4sWLfXMyIs37Q5UR2A9UH9lH7Jvvv/8+df/cF2LMYzRs2NCLNftr6tSp/jbcD/+n+gp8jrjNe++95/dlz549vWAhRHzeeB/5/H322WepxxDCGgmSEBmYM2eOl4vwmTGC9Oabb8ZGkAKhC3cqj4KM8BqoHgTiMnfuXH+wpHrDQQ+54IBK0xwVGEbucfDjoMdtuC0HXtbxN8s52NWpU8d3dg8qEosWLfIH2qBf15gxY7xssT+5Lc10r732Wur5Rvso7dy5MyWtwP3xGBxkA4lFqng9QLWEAzLPN2i+4QCMIAQVMYSP17px40b/PD/44APXvXt3vy3b0Cl/5cqV/m+2j2MFif2NhPBafv75Z/86kVLEB3hdvGbklPeB18jnt169em7Dhg1+G/ZP3bp1U9U5hJnPOXLFd4T9y7bc5tKlS36b0aNH+88FILW8d7/++qv/m/eGzwmfL8SZ53bmzJm0EaJCWCNBEiIDQTNbuLkmboJ04MABL0jBQS4TVGKoHtDsEUDTCFWhoBqE7CAeAYgJ4hEIFSLz0UcfpdZzgG3dunXa9AfAwRQhCQSJA3JwAA2gwkM/pUzrqVIgaoEg0d+IAzIH2wBuS7UEqB7x2njfAuhgz3uIbHFQR9gQwgCeM5UmDtwcwKl0IFRUW4LX+7RYChL7febMman19NOishZU2tge6QngM86+o7M3laP58+e7SpUqpapvyE8gogFU+3gc3hfC37Vq1fL7EfFhv7Zo0cJ/HlkWgLSxXdA8K0SuIEESIgNJECQqKwgSB7eSQCLoV0U/ngAOZogIQgMIEgfUgO+++843bwXCMGTIEF9FCkCQOPjOmDEjtQwyCVK0kzZVDQ6+wfqwINFPKSxIjChEkKj0BIQFiWoFohcedcj7yevlII0cID/Lli1LracZiOahoOJENSSodHGAD9/Xk2ItSMH7CTRF8r4GgkSTKK8zAAnms8N7QD82QiXu5Mk/H5P3iCa2MLyXvB80nQa3mTJlSupzQv8xpIn3hIpV8B2hKQ9BCldrhcgFJEhCZCAJgsRBnn4zVHtKaro4d+6cP2CFq0wICNWDoC8KB9JwP6aoIH388cfFKkgI0ldffZVaBpkEKTiIA8+X/iyB0HEwDQsSw9Z5XhxogcoGzT7hyk5YkOhbxfbh0Vn0ieE9pLpGFQNBCg+HjwpSAPukfv36qerW02AtSFSDAqKChOyEBYkRh4hkSX2uECSqa2FovqTp9VHQQZw+a4FA06SKIIU7hwuRC0iQhMgAP96cQYcFiYMrI9uCPimQaaLIMmXKPHQ0TrYECZADXgdn7PybAx4jib755hvfhMYBkiYyDpaMLKJCgPDQ1IVUIQoc9Oh8G8AcUYhFICaTJk3yTVWM9uIgh3jQlBLtHM4BukGDBilBotJARYgKAs8L8aIvSlCl4THpY0TlCLmiszSvJTho81tF517+H4yY+vTTT32lB3juHPh5f2hK5MAcjLhD4ngeSE+4sjJx4sSUOPD6aVrjtoTHj76mJyGbgoS8BHLJ62S/M1osIOhMHQgSMsp7xuvkdQcdu7t27epPDNjnNK8FowqpDrEfw7B/ef8mT57sP0eE0Ww8BtUhTiwYDcfn7N133/WfI+B+eR/5HIRHLQphjQRJiAzQcZSDTHhYOD/uHBToeBxAvw0OCAGM/qKqlGmIc0A2BQkQIw50HCTpG0SHXf5GPIDXyLxPyB5ywfw5wbBuJAOBCkatAXMPUTEKOiyzLQdT7jsY/UazW3SiQioFdIIOxIpmO+6bShL7DDEJqlaAZCI3VJVowqOvCqIXTFnA/SBZVEeo+MHXX3/tX0tw4OeAi/DR0ZzQOTm4PRJAsxD3G4Ck8XyAvk3si2CE37Bhw56pn0w2BYlKF9UwYD+x33nfAng/2ffBfkJaeJ1U/uifBewn3kfeV95f3otgegD2NzIahc8aVUv2Ne8pt+cxONHgvaM6x2PQXBc0jfI54m/ex2A0ohC5gARJiCyTbUEKoNmPs/pglFEUDv6ZxI4DXHAgDf6ONkHxN/cbSFP0NpmWceAO9/XJ1Ama9eEqXvRxAQkKmhCjjxEQzNsThft71Gvjdpn2y5OSTUGK7odH/Q1U/ngfwh2ogepP9DOT6fZh2D5TnyL2Y6blwLpwfzIhrJEgCZFlrARJ2JJNQRJCPDsSJCGyjAQpP5EgCREvJEhCZBkvSP/H/+lO/vv/0Z38n/7DM+X3/+7fumuh0Ucid0GQ/r9+37v/u+cy9//0erb8x25L3KItEiQhShMJkhBZprCgwJ198WV35i//yZ35z//5mXL6H/+jux4aYSZyl1OXb7oqI9a6Sp+sdq8/Y8oPXuV+/O1M9CGEEM8RCZIQ2aaw0BWePu0KT5589vz+u3tw9elHVonsUXj/gSv449ZzyZmi3LyT3plaCPF8kSAJIYQQQkSQIAkhhBBCRJAgCSGEEEJEkCAJIYQQQkQoJkjbt2+PbiOEEEIIkVekCdI//uM/+itwU0VSFEVRFEXJ16QJUiBJVJIURVEURVHyNcUESVEURVEUJd8jQVIURVEURYnk/wenORg9vhNmkwAAAABJRU5ErkJggg=="
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"
      }
    }
  }, {
    "metadata" : {
      "ExecuteTime" : {
        "end_time" : "2025-07-22T20:21:25.803334Z",
        "start_time" : "2025-07-22T20:21:22.097399Z"
      }
    },
    "cell_type" : "code",
    "source" : [ "%use kandy\n", "import org.jetbrains.kotlinx.kandy.ir.Plot\n", "import org.jetbrains.kotlinx.kandy.letsplot.multiplot.model.PlotGrid\n", "import org.jetbrains.letsPlot.scale.guideLegend\n", "import java.text.NumberFormat\n", "import java.util.Locale\n", "import javax.swing.text.NumberFormatter\n", "\n", "enum class ContributionFrequency {\n", "    MONTHLY, YEARLY\n", "}\n", "\n", "data class Contribution(\n", "    val amount: Double,\n", "    val frequency: ContributionFrequency,\n", "    val startYear: Int? = null,\n", "    val endYear: Int? = null\n", ")\n", "\n", "data class IncomeStream(\n", "    val name: String,\n", "    val principal: Double,\n", "    val annualRate: Double,\n", "    val compoundingFrequency: Int,\n", "    val years: Int,\n", "    val contributions: List<Contribution> = emptyList()\n", ")\n", "\n", "class CompoundInterestCalculator {\n", "    private val incomeStreams = mutableListOf<IncomeStream>()\n", "\n", "    fun addIncome(\n", "        name: String,\n", "        principal: Double,\n", "        annualRate: Double,\n", "        compoundingFrequency: Int,\n", "        years: Int,\n", "        contributions: List<Contribution> = emptyList()\n", "    ) {\n", "        incomeStreams.add(\n", "            IncomeStream(\n", "                name,\n", "                principal,\n", "                annualRate,\n", "                compoundingFrequency,\n", "                years,\n", "                contributions\n", "            )\n", "        )\n", "    }\n", "\n", "    private fun calculateCompoundInterestWithContributions(\n", "        principal: Double,\n", "        annualRate: Double,\n", "        compoundingFrequency: Int,\n", "        years: Int,\n", "        contributions: List<Contribution> = emptyList()\n", "    ): Double {\n", "        val monthlyRate = annualRate / 12\n", "        val totalMonths = years * 12\n", "\n", "        var amount = principal\n", "\n", "        for (month in 1..totalMonths) {\n", "            val currentYear = (month - 1) / 12 + 1\n", "\n", "            contributions.filter {\n", "                it.frequency == ContributionFrequency.MONTHLY &&\n", "                        currentYear >= (it.startYear ?: 1) &&\n", "                        currentYear <= (it.endYear ?: years)\n", "            }.forEach { contribution ->\n", "                amount += contribution.amount\n", "            }\n", "\n", "            // Add yearly contributions (at the start of each year)\n", "            if (month % 12 == 1 && month > 1) {\n", "                contributions.filter {\n", "                    it.frequency == ContributionFrequency.YEARLY &&\n", "                            currentYear >= (it.startYear ?: 1) &&\n", "                            currentYear <= (it.endYear ?: years)\n", "                }.forEach { contribution ->\n", "                    amount += contribution.amount\n", "                }\n", "            }\n", "\n", "            when (compoundingFrequency) {\n", "                12 -> amount *= (1 + monthlyRate)\n", "                4 -> if (month % 3 == 0) amount *= Math.pow(1 + (annualRate / 4), 1.0)\n", "                2 -> if (month % 6 == 0) amount *= Math.pow(1 + (annualRate / 2), 1.0)\n", "                1 -> if (month % 12 == 0) amount *= (1 + annualRate)\n", "                else -> amount *= Math.pow(1 + (annualRate / compoundingFrequency), 1.0 / 12 * compoundingFrequency)\n", "            }\n", "        }\n", "\n", "        contributions.filter {\n", "            it.frequency == ContributionFrequency.YEARLY &&\n", "                    years >= (it.startYear ?: 1) &&\n", "                    years <= (it.endYear ?: years)\n", "        }.forEach { contribution ->\n", "            amount += contribution.amount\n", "        }\n", "\n", "        return amount\n", "    }\n", "\n", "\n", "    fun visualise(): PlotGrid? {\n", "        if (incomeStreams.isEmpty()) {\n", "            println(\"No income streams added yet!\")\n", "            return null\n", "        }\n", "\n", "        val individualPlots = incomeStreams.map { stream ->\n", "            val plotData = mutableListOf<Triple<Int, Double, String>>()\n", "\n", "            val finalAmount = calculateCompoundInterestWithContributions(\n", "                stream.principal,\n", "                stream.annualRate,\n", "                stream.compoundingFrequency,\n", "                stream.years,\n", "                stream.contributions\n", "            )\n", "\n", "            for (year in 0..stream.years) {\n", "                val yearlyContributions = if (year == 0) {\n", "                    stream.principal\n", "                } else {\n", "                    var yearContribs = stream.principal\n", "                    stream.contributions.forEach { contribution ->\n", "                        val startYear = contribution.startYear ?: 1\n", "                        val endYear = contribution.endYear ?: stream.years\n", "                        val activeYearsUpToNow =\n", "                            minOf(year, endYear) - maxOf(1, startYear) + 1\n", "                        if (activeYearsUpToNow > 0) {\n", "                            when (contribution.frequency) {\n", "                                ContributionFrequency.MONTHLY -> yearContribs += contribution.amount * activeYearsUpToNow * 12\n", "                                ContributionFrequency.YEARLY -> yearContribs += contribution.amount * activeYearsUpToNow\n", "                            }\n", "                        }\n", "                    }\n", "                    yearContribs\n", "                }\n", "\n", "                val yearlyAmount = if (year == 0) {\n", "                    stream.principal\n", "                } else {\n", "                    calculateCompoundInterestWithContributions(\n", "                        stream.principal,\n", "                        stream.annualRate,\n", "                        stream.compoundingFrequency,\n", "                        year,\n", "                        stream.contributions\n", "                    )\n", "                }\n", "\n", "                val yearlyInterest = yearlyAmount - yearlyContributions\n", "\n", "                plotData.add(Triple(year, yearlyContributions, \"Contributions\"))\n", "                plotData.add(Triple(year, yearlyInterest, \"Interest\"))\n", "            }\n", "\n", "            val years = plotData.map { it.first.toString() }\n", "            val amounts = plotData.map { it.second }\n", "            val types = plotData.map { it.third }\n", "\n", "            plot {\n", "                bars {\n", "                    x(years)\n", "                    y(amounts)\n", "                    fillColor(types) {\n", "                        alpha = 0.8\n", "                        legend.type = LegendType.DiscreteLegend(nRow = 1)\n", "                    }\n", "                    position = Position.stack()\n", "\n", "                }\n", "                layout {\n", "                    title = \"${stream.name} - Total: ${\n", "                        NumberFormat.getCurrencyInstance(Locale.getDefault()).format(finalAmount)\n", "                    }\"\n", "                    xAxisLabel = \"Years\"\n", "                    yAxisLabel = \"Amount ($)\"\n", "                    style {\n", "                        legend {\n", "                            position = LegendPosition.Bottom\n", "                            direction = LegendDirection.HORIZONTAL\n", "                        }\n", "                    }\n", "                }\n", "            }\n", "        }\n", "\n", "        val chart = plotGrid(individualPlots)\n", "        return chart\n", "    }\n", "\n", "    fun printSummary() {\n", "        if (incomeStreams.isEmpty()) {\n", "            println(\"No income streams added yet!\")\n", "            return\n", "        }\n", "\n", "        println(\"Income Streams Summary\")\n", "        println(\"=====================\")\n", "\n", "        incomeStreams.forEach { stream ->\n", "            val finalAmount = calculateCompoundInterestWithContributions(\n", "                stream.principal,\n", "                stream.annualRate,\n", "                stream.compoundingFrequency,\n", "                stream.years,\n", "                stream.contributions\n", "            )\n", "\n", "            var totalContributions = stream.principal\n", "            stream.contributions.forEach { contribution ->\n", "                val startYear = contribution.startYear ?: 1\n", "                val endYear = contribution.endYear ?: stream.years\n", "                val activeYears = minOf(stream.years, endYear) - maxOf(1, startYear) + 1\n", "                when (contribution.frequency) {\n", "                    ContributionFrequency.MONTHLY -> totalContributions += contribution.amount * activeYears * 12\n", "                    ContributionFrequency.YEARLY -> totalContributions += contribution.amount * activeYears\n", "                }\n", "            }\n", "\n", "            val interestEarned = finalAmount - totalContributions\n", "\n", "            println(\"\\n${stream.name}:\")\n", "            println(\"  Principal: $${String.format(\"%.2f\", stream.principal)}\")\n", "            stream.contributions.forEach { contribution ->\n", "                val freqStr = if (contribution.frequency == ContributionFrequency.MONTHLY) \"Monthly\" else \"Yearly\"\n", "                val startYear = contribution.startYear ?: 1\n", "                val endYear = contribution.endYear ?: stream.years\n", "                println(\n", "                    \"  $freqStr contribution: $${\n", "                        String.format(\n", "                            \"%.2f\",\n", "                            contribution.amount\n", "                        )\n", "                    } (Years $startYear-$endYear)\"\n", "                )\n", "            }\n", "            println(\"  Total Contributions: $${String.format(\"%.2f\", totalContributions)}\")\n", "            println(\"  Interest Earned: $${String.format(\"%.2f\", interestEarned)}\")\n", "            println(\"----\")\n", "            println(\"  Final Amount: ${NumberFormat.getCurrencyInstance(Locale.getDefault()).format(finalAmount)}\")\n", "        }\n", "    }\n", "}\n", "\n", "fun compound(init: CompoundInterestCalculator.() -> Unit) {\n", "    CompoundInterestCalculator().apply(init)\n", "}\n" ],
    "id" : "fd41c4ef1fb98427",
    "outputs" : [ ],
    "execution_count" : 47
  }, {
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    "cell_type" : "code",
    "source" : [ "var chart: PlotGrid? = null\n", "compound {\n", "    // Simple usage\n", "    addIncome(\n", "        name = \"Math example\",\n", "        principal = 10000.0,\n", "        annualRate = 0.06,\n", "        contributions = listOf(),\n", "        compoundingFrequency = 1,\n", "        years = 1\n", "    )\n", "\n", "    // Partial contributions\n", "    addIncome(\n", "        name = \"Complex Income\",\n", "        principal = 0.0,\n", "        annualRate = 0.1,\n", "        contributions = listOf(\n", "            // Contribute 250.0 every month from year 1 to year 3\n", "            Contribution(\n", "                amount = 250.0,\n", "                frequency = ContributionFrequency.MONTHLY,\n", "                endYear = 3,\n", "            ),\n", "\n", "            // Contribute 1000.0 every month from year 4 to year 6\n", "            Contribution(\n", "                amount = 1000.0,\n", "                frequency = ContributionFrequency.MONTHLY,\n", "                startYear = 4,\n", "                endYear = 6,\n", "            ),\n", "        ),\n", "        compoundingFrequency = 1,\n", "        years = 6\n", "    )\n", "    chart = visualise()\n", "}\n", "chart" ],
    "id" : "b43fb67f9bad5088",
    "outputs" : [ ],
    "execution_count" : null
  } ],
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