diff --git a/fire-101/budgeting.ipynb b/fire-101/budgeting.ipynb index ebd910d..a91f333 100644 --- a/fire-101/budgeting.ipynb +++ b/fire-101/budgeting.ipynb @@ -13,6 +13,10 @@ "source": [ "# Track your spending - budgeting\n", "\n", + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh\n", + "\n", "## First steps to acheiving Financial Independence\n", "1. Understand how much you make and how much you spend\n", "2. Understand where you spend your money\n", diff --git a/fire-101/financial-planning.ipynb b/fire-101/financial-planning.ipynb index 6f60732..71e266a 100644 --- a/fire-101/financial-planning.ipynb +++ b/fire-101/financial-planning.ipynb @@ -20,12 +20,16 @@ "| $\\$$25,000 | $\\$$625,000 |\n", "| $\\$$50,000 | $\\$$1,250,000 |\n", "| $\\$$100,000 | $\\$$2,500,000 |\n", - "| $\\$$150,000 | $\\$$3,750,000 |" + "| $\\$$150,000 | $\\$$3,750,000 |\n", + "\n", + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -46,7 +50,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -202,7 +206,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -212,23 +216,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b9eb64b13faf417e8be9acb155186552", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(interactive(children=(IntText(value=4, description='Rate of return on investments:', style=Desc…" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "r_res = widgets.interactive(r_output, r=rate, a=age, sal=salary, sp=spending, w=net_worth)\n", "widgets.VBox([r_res])" diff --git a/fire-101/fire-overview.ipynb b/fire-101/fire-overview.ipynb index 7c806a9..92ec270 100644 --- a/fire-101/fire-overview.ipynb +++ b/fire-101/fire-overview.ipynb @@ -14,12 +14,18 @@ "# Set Your Money on FIRE\n", "Money and Investing 101 - How to become financially independent\n", "\n", - "Learn the basic principles of Financial Independence Retire Early (FIRE). During the workshop we will play with compounding interest and retirement planning visualizations and discuss budgeting and investing strategies that can lead to your financial independence. Note: Instructor is NOT a certified financial planner." + "Learn the basic principles of Financial Independence Retire Early (FIRE). During the workshop we will play with compounding interest and retirement planning visualizations and discuss budgeting and investing strategies that can lead to your financial independence.\n", + "\n", + "
⚠️ Warning Instructor is NOT a certified financial planner.
\n", + "\n", + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh" ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -50,7 +56,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -61,31 +67,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "image/jpeg": 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FiuFS82GqmZdl8F5jzQOD8l6LRfGm2Eu5Ntt7r/T7pbOWzr+9Fl2O+y5TB8SjVScK6wHDt3tWBHb51qLE24X+Dn3KAp7D7ikbhF9kiUzlL1ohgZZnJdVVEW5VIVVNqouSQ9y+8hS2JL/3tn/Up+6KyHB3e0czJl26q+n5QRCiNVCNrMCxyIJIFjroqhI3fi7/AMy7+6NVN39DMfMu/ujsPZ0JBs6Ei2/TrP7/AE+6z361k6sf5fZcdKbvxd/5l390ZDWl+Zf+Zd/dHYmzoSNSpRdiR08nWf3en3R+tZOrH+X2XIAHzd0hykJbwl1SGAkhZjf84Yl/nGe/tb0eZDGUlbsOIW9gm5yMPtqAVukWVwf6WCQBKTR2mFoMukWwx3RAyLdNOJFXeSnLx1sMbokLo62Slk22eI4hQMSw6Kti2H+B3g/m5Xfi+By02QlMNa0gEhHO6FolmLcJIxJYFKMtOtNM2g8Nro3uleNpDbcRqo5SJNipvRVWF6STksKC1MFYnEB2uiPZG9FVsfEKpC97TaeIbda2HaBoLvrosaJuN0ZPOOZ73cCeGvcsg/k5XtHNtkBZuzIGt9LKxHnZTDJfmstDdYFxERkRXEICaqrhKXj2eJIqzSLFjnXlePKO60HNBsd0e0XKq8ql5EhFNzLjx3um46Zc5wiIvNzbo+JNkaJFJiWLOqQI2jZYNB8LrQYTgjaQmV7tp51Pfrbv4rMZSMRlIp1drKJGUGCNoSha2DBqxjZI2SOXRcrTVjBqY9IILlcuV56mDU+OPWMpBtFG0V46mDUlHvAkc2ijbK8NWUY1ZdWFUEc2kbZSazsxikK4INpG2kkEK4LYNtHOJLSMwpsHojCtj1Y7tru2EnghRqhg1IwbYRthI392LB7mf4bF/Mw77U/EFmWcsTzuahtexfzMP+1Pxfcnjerb4/Aqj5SuBw6T/wAf/YK6E4o5+0i4WMXYn56WaSR1TE3MMtVl3SPVtuKAXkkwiEVqbVokdArHNmk2gGNO4liLzeGuGw9PTLrZpMSaXtG8agVFfQhqhVoqIsa3FnTtjHM3vfd9liuTjKR8zvatm1stogC9+1K2eGjFmTE3mpF5od9oWnmTIew7rSQF8aiSeKL30axhqfk5edZu1Uy0DgCW8l3GB21S8VqK0VdqLxxzo3wYY5MGILJJLiXG8/My2qDxkjLhmvkEVjoXQ/BRw6RlpECvGXaELyG29zjM7ebcaktOS6kNYQ+pdtc/e3bx+Kkco48PaGey7O1v2TcW7d17pk4acMGawLEUIbiZljm2+sjsqmvG3xqgKPkNU5Yb+51W7RyQ/pJ7/wBRmod+FyeGXwPFDUrbpN9kP6WZDUNJ7bgwz9zmNujUgnanv/UZqJxA9qHHYPxCqgXdHkHTnB57Jv8AJTHSacKXkpuYbtvZln3guSo3tsmaXJVLkqm1KpHP8pwy4y4KEqYf/VnfxEdEYvIjNS70uakIzDLrJENLhFwFBVGqKlyIWyqLFWy3ARIgloz+I+3KfhoYxGKpfbmDbjnZScGnoYtr2pt9LZX71Ek4XsZ6JH+rO/iI0f4VsXdA2iSRtMCAqMOotppRbV13QsTX3j5P47P+uU/Dwg0m4J5SRkZqbCbnDOXYeeQTViwibAjQVoyi0VR5FSKeSnxJrS4u0HFX8dZgj3BojzJA/aU0rwv4t8XkPYmf9vDloFwp4hPYtJSDzEmLEwT4mbYPi6OrlX5hLSN4h2m0iLVF2KsV7KZhhz4MTEdJcLC4byWbIU5xCMhNIS+alRiBQYrUyVDWOcSCR8VY4jglEymke1gBDXEa6gEjeumIp/h04UpvAJlluXZlXAKWF7w4vKZOk842gCrbooI0BF2otNvki345T7st0vdnDmub7nX+l3y+P6v7+mNlVFwju020WHwWnjnqmskFwb/BJP8ApK478Uwj5id/GRZ3cp4seIS+OzzuoR+bxsph5JYXkaBw5KTuFNdt5OleTascqmOWOme4qX/BWK5bbcVXrbfyKVzLcv6qRGpZnPfmVo8fwmCkpy6NtjcfFX3TYvkjlDgAxvXaZzTABaABjFxFvEQTIpl5BG67prs4uKOr0jjnuYz/AOvM6OX/APnV3Ru/lg86lfkrSJU0bXPYTuKzmHyFsMwG9v1XYkUxwucJOJ4XiveUokpqO9mXvDsmZ6wydEswuilMg7KdMXPHM3dH6B6Q4hjvfOFST8xJ94ywa1qalGPyhtyYvRRdmAPYhByUhFa2R0dojYowY04qP/6AC2x10ulRcMuNjaSjh5Dzk72eSo+VJmoxcvBjpi3jUj3yAal1t0peYZrfqnwEDynRNYBAYEi0Teou1FjmCQ4OtMVMAcwlzVqQiRHM4VQB5xKozaEXrVfEvEvSvA9oaWC4fqXTF2ZmHimZkgu1QuEAAjbSkiKQCDQpcqJVbloiKiJBw9tU2S0xuLK4x1uG8yPZrB9/48O3cpXisiEyw7LvDe0+0bLg9YHBIDH1KUU73KbBMsYwwa3GziCMmXWJptQIvaEoueZeFsCMytABIzUt1AAaqq+JESsU53LUxrm8bmLbe+MTWYtLeHXgrtpdpLonTW55nHP4Klpi72OYbrs87lXLHOWJ8MuMhNzrIph9kvNzTIVlnbtWzMG0Fxd8ZitEarRNvIkdGxU89wFyD0xMTCz2ICUw89MEIlKWiTzpOkgVlq2op0SqqtOmEV0cz2jmTY+Sdweakje41TbiwtldQj35MZ6MP/qzv4iNm+GLGeiR/qzv4iJn7xMh8fxL1yn4aNg4DJJFr3/iHrlPw8UxpsR/u9VoRX4J1f8A9SqgNxXXHnztveeceOiUS941cOibaJVSokbKkeba2mYDzDMO1lIh/Zj1KMpLfaN1uo9nYGzosjG6RWuG49OXCPfQjzvD2kBZecdiqO7xqqJy127Z7o8+681c7qbxIrtQ6Du6RDcViqg7vEiry8XFD1TRPhFyQgPBTgMbJGEjaK9dWUjaNUjaAoQkbJGUAurBCElZSMwIkbWF1Y4SuErCRtGEjMC4iMpAgwRy6FlIzBBHFxEbRhI1fdFsSMyEBHeIitEfSKBrS7IJLnbK2jaIbjXCRh8sRAJk8Y81rb9YtnrhkLhZbIskv7R5vSEUp9MWcOC1cguGHxsPiqqfHKOI7Lni/Zc/BWbBFR4jwx25WpcSLtEUN2GcMEzrhJ9psmrswhlIRu3hLbm+WniiQOTlYRfZHmFFPKahBttehV3UjMJcKn25lkHmiuAxuEoV0ijewtJadQr1rw4AjRYjNIIISlIgjNIzAi68Zjdic9zb8Ni/mYd9qfiDzO7E47m74bF/Mw77U/F9yc/5tvj8CqTlH/8AHyf+P/sFc0EYWOX9MtJsXTE8SbbxOdabCemwaAHlRABHjQBBOaKJsRI3dZWspWhzwc+C8/wzDJK55ZGQLC+d11DCXFMRalWiemHmmGg43HTEAT0iVE+SGfg40j91MOl5rKjturmQHmTTWV1Kc1F2EidUxj0090caxSQmJNy1NYlzR/opgMzLg8uU0SqJxipJyw9zm1Htx53Fx28FD5nYl5uXKxseIzsVR/DBpx7skMtK3DIMnfeSECzLqIqIagW1GxRVtFdqqtVRKDS0uAEbdH5JP+0nv7fNRz6TJsK5LvBY6yZtuAXIYLRU7W1OPl446F4Bv5hk/wCknf7fNRnMIqZJat5k12T8RktryipIqbDo2Q/t2x43ac777qZzky2y0brpWA0BuGfQAIpmuzbsRFWIo1wnYKW7iLS+g99yHnTUVLDcQERIlWRmkQRS4iVWHKCKJtIl6I5FdYdYZz4fiJ3DbYElNEZZey34PyrSLXEKyWEtEbb371R4JhUFYHmZ5ba2hG+/FdJucM+jgqQljMtcmwtjpfZbiPcInC5gcxhGJNSmJMPTDsjMhLtID3hXlZNADaCJtK1ONI5fnMPfK/U4LiYXEXhTlJ107ezeyur51VTN2uSEIYLODcRYfPiIjcRFITQiIjvERE3QRTpgNXI9hDm2v+cVdQcnqRsgcJTkQdRu8FJJPTd8RHwLJdbfG7KO0VrlzXLSi7CTipVZNwPY2M7pfgBWE04JYkJjW4SFcLnCG0qIvGNaKnRxxWILE17nj/7vwX+kn/8A0rEIrKOkjZM17W2N1p8aFqKT/tPwK7cjlDuyf58kP81//wBt+Or45Q7sn+fMO/zWn9rfi+qv9Mrzrk9/zzPH4Km3N2Olu4n/AJqxX/Oy/wBhk45pc3Y6X7ij+a8V/wA7L/YZOIFD+9bHlb/yniPir8SON+5k/wDvqd8mO/2wY7ISON+5k/8Avqd8mO/2wYtH/uasJR/6Uv8A2/VdjrGI2jk3updNMXkdIu9pHE52UY9zZR3UsPKAa03JoTO3rKID7Mde8NFyo9LTPqZObZqusI0ecERIjIRERuIiVERBTnKq7BTxxUHcrafu4xhjsrOvE9iOHHY66a1dmJR4jOWmD4riS11tf6FFXfi28RkwmGnWHgFxh5s2nGyzCbRiQGBD1VQiSAO2hcJuWF0MhjfuKpXhk4Smppl3DMMcF5t0bJubDM2TXLLsLxO38RElRtJUStyqK3uXGrZbEx/72z/qUirNJdHywmemJFy5UaWrJl+cljuVl3zqZV7QEnJFm9yq86TOMC6NohPN6ouu0TKqK+VBIRp2fHGcpJ5Zq0l+64tw1W2xKkgp8I/o5hxab8cxmforpWIg/wAJmCtmbR4i0JtGbTo2PZHGiIDBcm8hCSRMFSqLHHuM4XM+6GIL3lNkK4hOqJDKzBCQrNOkJCVlCFR21Tji2xCqfTtBYL3WewXDoax7myuLbAaW+a6Q987Bf/yLXsO/cjZOEzBaL/hFri6jv3I5q9zJn4lN/wBUmP8AZx6MYZM/Epv+qvfcimONVH9g8j9Vpf0tRdafNv0XsA+FdIcwk66Q+aRkQlHsSRozzkIaEhWqJDaokOVRUeMSTipHosZOQkuJK2jBZoAVQSrJOGIDvGVo3ZbiLdG7m1LZt2Zod8DwWccm5dhkXGn3vgjqbVrfE6RHsIRHMhJx8lNqVZRi7+CCcdmTHXCQuslqTLrkIiV/LxiQbeJblVNipGrmLgQAAQdVArajmYS/fu71MJLQloWQ74mHXX7c5tC02F3ZC0svlWPddBBL4GaHzXwtL20Vf1RNO87hGPNJGITqKI6t8rj4LHjFqjUPPkCFAJzQycb4mgeHpaMV+g6L9EMz2GutF4Vp0PPBRH2lSkW8kuVuUijNxjvZh7UR5MJiP7SR32KkxY/O3JwB7rj6j0VOpGpt3Ra81h0s78LKtL2hBEL2gosNT+iUq5uE6yXZUTT1HVfpiE/B5R+xwPoforCLlBGf3tI9R+eCgIpGyRJ53Qt0fgXW3vEVzR/Wqn0pDHPYa+x8K04HjJMntjl+mK+Wkmj/AHNI+HnorGGvgm/Y8H4+RzSB1vqxu23bGyRtEe6mbR0RBSCMxxIXg63bux5pC2HPEXJTBsOdn8QEDRUW0DRDMiUS1LLQFtRwl415Ltq0SHYInSu2W6pirr2U7Npyg2lukrGHNXvlc4W40O+Zfsj44o/S7S2bnSudK0bsjAl4IB83nH2l8ceOm2NHMvFNPZTdIiBoSKxlu7KAXbbRTl5VqvLHjhUoLwiRfxzR/jsx6DhWER0jNtwu7jw7lgcWxuWsfzbDst4ce9MbUuThftdnnf8AONUUswgOXdu60XfwO8FRYqXfc0JBh4la0A5VmrcpFdzWa3JVNq8nTF1z/BHhrzVoS7bGURGwbRH0Ymy4oxjtm11WNw4ltybLiHvE+gow4wQkXnR2pK8EOGsjmZ1pdr/hho0n4JMNeAhCX1RW5THe+tCBjUd7EFd6JJGTgqn4BMfHUPyrzojYQkwLhW5SuIxEi2cZVp2otkVjn7TXQmZwoysuJq7eH7RQr0D05dkjEJgieYIrSuIrw7QXLT5F+iKPE8FFSXVEDrk57K02E457M1tPUCwGQd8L9ivdEjMeEhNtvtA60QmBjcJDHvGNewtNjqto14cLhEEEEIulLzmE2ROe5xHw2L06sh+udiEkke+j+OzmGk8UkQDr9XrL27/g9ZZTalPhD+iLbB6tlNUNkfoL+oIVfi1K+qpHQx2uba6ZOB+S6SVaJHL2kzN2J4n/AJfNf644kg8JeMLz5b+rJ9+I+4RuvOPuW615w3DtSiXmtVonIlV4ouMbxeGpja2O+R3qn5P4PPQyufLbMWyN9/cpDwJ473jiCyZlaxP0EeqE4F2rLs3hUfGqB0RfkcuTMvmEwUkMCEwIcpC4JXCQlzSQhFaxJnOEvGevLf1ZPvw7g+OxxRc3LfLRNY5yfkqpxNBbMe9c2zG/Th8Et7ofRfVuBizKZXbGZy3mmKWy7xeciWKvSLXSsTbgC/mCS/pJ3+3zUVlimnWJzcu5LTHextPAoGOoUdi9Vb8pItFReRURY8dH9McRw6WblJUmBYbvsvZUy8K4bh1W7bnNYcjxakjqnStvYjPLfcdu9E+D1s1A2mcW7TXAg3y2bEcNRfyXR8Yp4kjnz3zca/SS39WT78Hvm41+klv6sn34sv1DSdvl91TfpSt/6fM/RdB+qGfTf+bMR/yGb/s7kcxY1w949rSSUdkiBoc5lJqQkV1pEK65MlyiiLyqWytUhpneHXSGYadZddkdW82bZ2yaitjgKB0XXZSoq7Yntr43NvmhnJatDhk3z+yrKQXIPmjE87ngf+tuC/0k/wD+k4hEJaC0YnnBxhkzIzrOJh4KYlCMmhdbqC65mblnBoqpdkdAkXteOKc1UcDg95yXoOIUzpqR0Q1LSBfiRku1Y5R7sj+fJD/Ng/2uYg0q4dcclniYZOTIg3yOVVUS7MICguJxDbVenoiv+ETSeexabB7EVaJ+XZRhNUyUuiBcrtpgRrnRXVRdv74sJK6OWP3b555rIYPyeqaeqbJJawvoezuUbNMsdL9xUn+C8U/zqv8AYZOOa1SJfwb8JE/gQmzKajvaYmNc8hsq4es1QNXASGltEAVtotbV4qxHpphG65Wjx/D5Kun5uO17jVdwJHHPczD/ANeZ3yY7/bBiXYvwqaRiJOS7siTYtX5pUiMqIZFYiGl1fBUTzuWkVFoZjuIYfiZYlJaoZ6YSb+FavAu+HDceEWr0tJXWlRNuyJIxOCWzmnTVZal5N1UccjX2uRYZ9/Yu9UjjvusBH/6quLd9zpG63et101db2qRheH/SUSG53D90S/ka7piJj+e5RIVhr0vcmdIXlxU3WjfGXaZJlppEMdVeeq5LiuMlRVRK7ESE1lfEGWvrvT+CYDU01TzktrWO/wCy8OC7E3tHcbZnVuWXHwU9aKkD2EzBCJzAWpm1Zi07bx+CVOtHbjZ3JchVQsyKmZFQuJUXnJHz5n8PfZsadBwL7iBorriuG0is8abF5Ym2CcNWPyEtLyTDsorUo0Eu3r5VXHhaaGwEM9YlSEREdqVoiVrxwmhq9ltnG/cpPKDAXzvEsFr6H5K/e6R0bJ/DvdKXAjmMME3XAb33sPXbMIPWNu0XU8QGKbTho7k15t6UxN5rMjsyzVe0Mug0UeaqJspFSf8ASA0j5x4eX/kV/wBtDHoPwi4hgjMwmGuyjXfD2udlzkagNEVEFk23dxEyohJVEFEqtIW50ImEo10PaoceFVxonUz7WuC3PTO5XccYWkcbL3Qekv6XD/6iX+3iQY5w4Y83KMzDByXhSEc0opCNwERD8IlpIqUovVWJD6+JpAN81VDkzWkE2GXb9l1Rs8UZWnQkc2YdwuY48y07fKZwAi/JV3iHN+cXnQqDhTxrryv9WT78Qn45TNNjfy+6eHJStP8Ab5/ZRjGS/wAIYj/nGe/tbsarGDJXXHHjtvecceO1KJe4ZGdE5qVUtkbLGHneHPJC9Ip2FkbWncAFFNJdD7rnZf0mRG4iInbiIOLKIGSW9AJEk4K8UdbdJp74eVe1JkW8QkOS7iu3aIvKlIckjwnFtIHR5pCJebzfUX2onUeIOLhG/Pgd4VdikXOQOHDPyV+yczcAl1hj1UYi+iWJC4yHoxLG+KL+N22F59IzYK8FWBUujxnitEihuYxYS3S53W3YjSTBhs5OsiLhcJ0IBjGrGEBzY7131vN+SNCnYb59qWInJcTPVgsLi3hjxHEBhQ1NDDgkHFILCNyZp7R2We42dUXWayfV3S9UMc5oWe8y82fiMbF9oaoX0RPAMSjZWxhmWhglzLR3jJSocRqIcmuNuBz+KqSewt9j4VlwR6bbg9sap9MJEiy8bPVjcJWxBJyaEjK9oS7QZD+rsL5UWKifCQP9N3gfqFeU2NF3+o3xH0KawxeWlng74McvhbCId0d0i8VRLy2rFRcNOnB41OhapDIyv8nArrSzfDEPWPL5BFOlYWcKGHNjMCITTzrs0RE60bQgLTAWjaJitCHdBEp5YqzSqdETMA5mW7zRt+iNJg2FMis/V1vJZ3GsQMzjlYDJMmLzmueIubdk80co/VGJ9wR6Pnic01Kjdbdc8fUYy60uySjaKeM/EsVtKBcX2R7UdM8EoOYdKk1ISDk/OFaU06AnqQc5rOtEFuIbiqictfku8SmMUWy3U/l1S4ZDzshe7QLoDAJNtloGmgEQaAQABG0REUEREfJbDwl0VNK6Y4uwtz2H2ihDeAg7cI3ZrSLeK27k9UWbozi3fcuJkBNHzgL+OWMw1tsic1dzscPe3LZ0YQTidmHPFJjVNGQjcopsGKkxHSDHpt1RlZVthsSy61q67tERGiW8vJDfN+9YFLiBcLp10s0fbmwK4Lt4fa7McrcIuCFhk0bRDaJHeH9GWYfUtyR01KYji8tmxOQbJjnTEmd5CPXKXqpEHjFVXxLFUd0gDThSruUrwMRMecOUhIS9L6yxb4a9zJA3cVDr27cRPBN/BJpMTY97kIm0ZXCN1pAXOIC/uXqxcT8sQiB8wxuEv7i6pRynoliPe743ZhEh822O5+D5pt7DZcyUTA2hVUJK8nORa8kQscw1kkgIyJ3/AFU7BsWfFFnmAbW+ir2M0iy53QyWczBc12QtUfZLd+SIxjGjDrBLk1odcE/WPGP0xlqjDJ4RtFtxxGfpqtTT41TzHZBseByUbpAqQq1Q9EY1IxW7Ss+cCS2xmkKNQnajRxrtR3aBXdsLxVY81VIedEdEncW74RiYaZ73UEW8DKusQ1SlC7EeGm2h7+F96I7MtO99vakLAMbCWzMtd5M8WjMLqHRc6G+7xy42+Ki9JUwm5gvG3wseF+FtE3VGCgxM/egnFSvf8v8ANOfeiFYnKPycy7KTA2utLx8hgu0HQrvASbfWi0VFSO1OFVEDdqRth4fJFLiVLUuLYpASM7Zj4gLZUGNDESG3du8n7SKnrSFOAYYeITbUkBi2TqGt5ipIlgKa7E27aUiQY/wbTclLPTZzbBiyF5AIOCq8WVCXZHIMOnljMrG3A35bs12bEaeGQRSPs42sM95sNBbVUtphLtS1spKgJHMELrxmRG7veCEerUr12/31RPoloyT/AIV4bWDArCy3KWtoo28dtontVOclIkvuEJTZzplW4bRatK3c1V5kS9TYgoiImzjXbFl4HwYOzUsy9KT0qLDgIrYiwYoA7qhaOwFRUUVTkVFSLSB000fNQe86wJO/t1O7RSKvEYaRgMrrX32Jz8AqqwjRUSfmjmgHVG8RMtCvMF0yEjs3RVCCg16a9ES6keuleDv4TNd6zCodQFxpwBUQcBdi213SE0VFTyLypCCWU5l5mWlxvdeNG2k7S85eqCDcSryIKryRWVMc75dh4zGVkttQyWMStcC2177rfmqhWi2CDNk9NP3WlMIbXFntdInUJFRUIC3KIvW8UeeCA27jUxeAmOtmcpIJJkMhEqF5sXmxwNzQJknJUR25UYcFMxXFzuUiJYo7QjCJmdx6dlsMEsQ1LsyJzLQ2S9pOkOsMzW1poiE7VJamgVFF4ovPYqqz9ppFxZoyPwUOLG6OW+xIMtdQB4kAJu09lAZmrWgsAhEktEAAi3SEBBEypaNfGXjqrdh8jrmZoxzGwLR5f0dxC7dty0G0q9ALHQDvAFMTii7N4i0w6LRNCjbJzIhcW9cbjedMyVROXZtRFRrk+55xCQN02cRlJ9s2iaJl2XOUUxVRy7XHRLYhJRVFNvHE6OkqGwC7TcAcM/XgmRylotrY2x32NvO1lEtAJjWSQVW4miNrtCI5gEvIBCnkpC/EMKaeeZfK4XWSFQMStuFFusJFRUIVzePau2ETUkeErMS82hy5645gwftCwXaUtKtpBlohIqitq0XkRz0T0CxDSmRKblcQlJKW75eYRogedcLU0qqutOIJAteJEp5eOKOLD5p53c3lmb7tdclMqcQggYJXus06HW9+66imnqyOe7+WWIA2XZaEJjemweLZXjoXLSIvhuMOyxOlL5Bdy2kInbaVw2kSbyZk4uIl8VH3hN4O5vAJiWl3nwnCmWycBWWnBpaahZaZKpLt+tEcxPDXJcDN0bBC0cw23PEN2qC74SgbVJMuVaKuytuylbCOaeb9h8PRSKaqjmiEjDcFLXdKZshIDfuExISGwMwlcPNRLd7k6qeOrQ+/dbdblG0REAAfZBES5eVeNYt/CO5zxCal5eaDFJMBmGW5hAKXmFIReaE0QlQ6EqVpEW0V4JpvEcYxbBgnpZt3B9VrXjadJt7W7tgIVRp44nsoCz9rQL8LKsHKCjO1Z+muR424KCVjCrF2L3MOJf8A5iR/qsx/tI1LuYsU5uLSBF1Sl5hE9dy2+qHfY5OCY/U1H/d6H6Kl4zrSssuy3XW9q2272bfLanQlJHwgcHWL4BaeIS7ay5qIDOSpk9LaxeIDIgE2DXk1gCi8irtpFwKI8sRabFW1LWRVDdqMgjsVl6PTg/k8oCXE1KAbx1ygRC1YHaJbyVeinlo+WxTd3a3t7tedGwPEO6ZD5pEP2YppcK2zcOt4fdSrq4VSNFivsD0jmxy/yoQzEBXE7qxG3KW1dnHWhcqr4pYbrs3LtOyrve5laVpgJ+cJXIvrSsVk1E+I2cRbj9d66CnlH/NjbXCQkJCJiQlluUc1uUrhWuxdvox0ngGjcpJN6tllO2ZohuOl1jNUqXk2InIiQuPD2C3mWi8rYL/dF7HyZeLOLwD3X9bhYeXlfESWiIkf91j5WNlQWgOIZRHqxauGP3DEG4RsLGSxUXGgEGpsBMUBBREdHI6iIOzql6cPWj07uw69pgkLSql5bMzbbvUmmQuGK60swp1syelSIHOcO8B+cPW8fHFiCcIcRlBcGG6qPbFwuUsvNuVVSemBCWqmB1To80ud2gLnDCxdIhLnfWhfpTow2+JCYXfaHtCQ7RLxw0aA8F8rOq607ic61NNKRqzRpUVi60TaMhqQpcIlXaiqnWSI1PTCZ2yDY8FYTVETGbZGXYnFjGLudDgxPHDszwLMN7mIzvpAyX7MevvXzLfwOJifVF+Xp9YHF/VEx2ETt0F/FQukaZ2/0KQNTT/NGMTOKvtjuwpd0TxdniGWmPMeIC/0wCn0wxY17osD4bDpvd422lfD0jYuQflhl1JOzVpS2TQv0cPNNWO6TuZhsKI+3jGa4hLrbsbO4q28ZDdaQ80spCXVtKPDSadbl5J48uUC+zl+tbCmDcRmpBDQFV+mOOCUxOzXVHUtejlH61/0dEVBPPaws3OIi/j5boeNIp8nMt28Vxed/F0MK8caykhEbVkq6cyOt+ZqacEGjhYjiTDX5sPCul1RHd9K4q+jHQ+kWNzJTUrgeHmMhKkH5VNtARutMjlsYAEXwq9b9yxF+5rwJtmV76Mc81n/APBHK0Pm7xenF24dgTDZa0QESUt60bva44zuIVoM5uLhuXir2jpubgAOpz+nooJpvg85hxyruCzU/io2kU735MKBlmaEO9wdbbAjtI1VFrsBeVErOsGxZ1sGlMbCIRKwhtMbh3SGqoJJ0bYflbEh3Li7WaI7iLNp2864fOiBVVAfmAB3KTBH/EknvW2P40d7Q3ZDMRL0rY0ek++9aLxzbQ7oBKkAn51xKqD8qKvk4o9NJMHUWUU91bf49UOeCMETIFvZcpdYf1wzE4tN3DNOSbOz7pXPGjxY9IYqTLzr78scwYAD5m6BsXEQugRoiiWbaOzyUGMd0rI6vD5V0BtEJssvVbfAyt828Y6Hdw9sjuMBIh3St3YqnulZRtzCHxHmWuj6BXfZuT0otKeqD5mGwG7JQ5Yf6Lmgk5E5rlCSezj50dg9zzjZPSRMo6WsYsK3k1dtu1PZ2xxo2Wb0ouzge01LBzB6zWtOiLToiWYRK0rhEt4ki4xWn5xgtqFVYVNslzTvXXWG4pugeUodxtIYqyQ0tlJsRdl3busG6YF1SEtoxNNHMWFwN6KBkxadkq1kgy2gvbGcAaf2kGbrBsP2h3vlrEOxXRV9u4mi1o9XdMf7i+iLLE0JI1IboRUUEE+bhnxGv3TtLiU9PkDccDmPsqYdbcFbSQhLqlCeYNbed6otzE8KbeG1QH2YhGkuj5siRNCTo9TLf6NyonrVIop8GlYbx2cPIrRUuOxPykGyfRPPc6ld7p1/SS32HYT90kdp4D48RT7TUbdzfMI4uLINwk29KiYGBAQlY7zST6UqkY7pRM+A/wCcU+0zGzp43Mw8NcLHh/5LNSysfi5e0gg7x/2K4ORPJEC4YtEFxCV75lxrOyiKrY8sw1xmx2iXeDtbNiGqxPUX+PkiFcEWmw4xKErloz0qepmwTnLcQtvgnUMRrTkJCHiRFWzqGRyt5qT+V/T5hUlHJLC7n4v4kX8b69h0VQcCk5rMdkx7Ez/ZnIu7hXX/AALiP+TF+tIiz2ghSmlElikqH5JMpNpNgI7GJw5Z4tbRN1pzNVeRz+kRElHCz/MuI/5MX60ivpqU01JJGf8Aq+CuK+uZWV0Mrd+xlwO0bhUBJOXBEz4GtLO85xcOmFtlps6sERZWppdlnZRzYnnomzOqxD8KYyDHnisgRDcO9xoQraQl1hLml44wtFWGmqA9v52LfV9JHVxOhfv38DuKvThf0V91MPNGBunJar0r0mopnYu6rgJTouQVXiiGdzjo2RNnjEwFquXsyYmlqo0i2vPWruqRpYnEtALkOJnwSaV+6klRxfyyVtamU2VPZ4J+3qmKKviISTiRIkGkuLs4dJvTb2VqXCto21Mt0GwTivI1QUTpVI9AEEEzm1fZf7nuXm5qaqCN+H8XW7e4dhyP+6gXDppQ62Evgcgv+EcVMGcq/wAnlXT1ZOrbtG5ajXkEHC2KKRLuD7RCUwORCSkwtFFV192g62ZmT+FmHi5zhdHEIiIpQRREo3gwmncQ0pl56b2uulNPInIFJV5ttoK8wA2J5iKu2qxd/ChMG1guJm0pIaSb1pDvDVtQUkLmqiKq15KQUtSJWvn3C4HcBfzKcxCidTOjoxqbFx4ucbeQt81CtJuGlpp42cPle/RAiFZg3dSyRDx6lBAldC7ZctqLSqXIqKqng74XQxB8ZSflPc+YdMgl7Xu+Jd61VsS8mwVh0+NBVFRdiXXKgrTGDMjYMJ8e8GN4FYYZwMcpA4GYSHqkhCKxm2Y/PztjpfSy10nJaj5nZaCHW/dc68SNPALpDhV0ODGJMwFBGbaEzk3d1Udt+DIv0J2oJJxcRcYpEd7mP+Y1yWfl01cNthCSWotw9bkWsWXJmRMtkWUibBSToIhRVT1xDOBxgQYxYAK4E0hxiniumriD0SIh+SNbzLeeEg1IIPbpZYP2l/szoCcg4Edmt/NQfuhV/wAIyX+Sn/rlintNsDGZEXXZggaaAsgiNojvGVxLlJRHjouwUi3+6JX/AAlI/wCSn/rkiqNNZEpmVJoXdUJZjK264R5ttU8u3q8UY3EHlleSDbPXXcF6RgQvh0fcfiV1loRb7l4dbu94ydvm6hqm9t4opvgYT/r5pv5JRfpT/nFy6FhbhuHim6MjKinosNxVnBNKA3plpa6KZ3e971u6FREHoGNqXgbA4/RebRsJ508B/wDoKZ8MenBaPyDc8Mu3MCU22waOvLLiAG28esQkbPWFVsRtolb+PZRabwXurgKaaCdwfveTMxA5pqeV42WyW3XKycsCGCcZIhoqJWlypRbq4WuD+W0kkW8PmpiZl2m5luZvldUJkbYPAgFrmzGzwyrxVqKbYrvAe5gwWWmWJh2axKdFkxd72mTlUl3SBbkF4WZcTcC61VFCRFtotUVUVRD9q4OS7A+m5q0jfezzz8OxXLpFhDE/KzElNALsvMtGy8Bc4DGi0LmmnGhJtRURU2pHz/nMMdlHn5UyvKXdeaIxHKfe7psmfLaNzRV6Nsd9aWY+xhsq7OTRiDQUEbiFCddNbWmW+s4Z2iidroRY4s0KedKfeGbDPNHMTdpCVovumZOkF22whJ1NvGgj0RWYrMI2X1IBNuxaXke2Taef45d1/wDZRSBYkWmOBd7He0PgjK0BG4iGxoVK7ZTeE14+LyRHVSK6GVsrA5q35WWjISuAiEt64SISy5rsvRx1hZM4zMuCInMOEIjbvW5cu9bTWbo7VqqQv0Rn2mDMZgRJp0LhuC/wjVwjaNN5UN0dnWhtxR5gjLvdogC0hG4yMizXCfZ6KLXZ9Cb7UmyWaaHJIK+hEEEEapeHqFcMeF6/D9cCZ5Q0e/8ACLI79VUL0Igejk3cI5ou2aYFwDaMbgMSAx6wmNqj6ooAGCkpuYkj3pd1UHtN7wF8oEKxR4vDpIO5XOFy3aYz3qx8NmrhhfETwuciRyb90VcUl8ipcsds1rPStyRD8SYdYeCZl1sdZK9F+0JJzgVLkVOglieqkNeKSlwxyRpadpqIn390qU6JY8GIy6PBsMcjzVak07zh7Q8qLyp8qI8xSkrOu4VNd9NCRtFlmGuabf3040Xk8irW38GxJqbZCYlzvaMaovR0iSc004lSNHQVgnZn+4a/VVFbSGF1x+06fRe004QiRAF6jmsqIqfiEi2CfRWiV2KqVqjaxpNJEWr74BH6073NdXMoVLlRWDoW6la0pTbWm2HeIDjOnkmMzMM1qMpcjro2L4QNhtJtqVpZadaqckdrajmW7dwN2Yum6WAzHZAJPYm3hTfltWuulmHph7KyRtATrbeUVMTJLhJLqJReMq8ixzXwxD3tKWATg610RsvIg1YjmLNVd8gptTdXjpFs4liZz80TpDUj+CaHaQjdYy0CdbPXxqK9MVL3Qk4x3wOHtXG/KmKTp8bWvAC8C0vEWrN54VXpH1Zegkkq6vbudlv4PMrVVLGUVJzZHvuHl/sqKnSzEXoxpJShPFYA3FDliEiQs3lznbfRHN+1Fndzvo01MhiDxjcQCDIdYC3zL5QMPZWNfU1LYYS/gsnT0pmmDDvVjcEj+rkpQN0gZECHtBlKLswBBIRuipiwYZJ4QZ+CtEgy225BEht8R3J/zie4E+Q2D1t2MVUvHObY3rXOj/pgA6BTR+0OKInicg+5rRl3WWjM7hfca11ubMFl4+SqL8kLcdnibEqtOGSbohbu3dpU47axGE0kcI9ULWqu6w3Fd6aokNyv2jcbk3TwOtklGlMtiTiMiBi0LJiRnaJo6NttgiS5RXjVeNLYfNEXDbEkdISuOto8y7e/fETxvFptsd4SHnbvo8sNuielzj00LOqIrt4290fP5Pp+SENLjmNylPpnGPd4K0cZURS6KV4WU75aOVu+FuD2otbSQiblri6aD9H76fJFUY4hE8RiNxNWlbcPOzXfJbT0oehcRJtaWzTMEQc2x7lz/wAIEi1Lg1LiAicuYgJiNpG2TRa0T5SLWiJeK+E+CME+TDQ88rfNEd4vkQSX0Y24WZ3XYnMW7t9xD2jtIvq2+1Eh4MZHwRvFvXaoezlAz9dwp6K9MbmiJDGudra/msdirA+VzWiwBAy7FMsOkxEwFq5ohtESHq9rrRZ2GtzmHAEwQk7LHbcYXEI3db9GXiX5FWK7w5PCh50X/wC6gymCkOUjmh73ASzb45zt7IXL5bemETYc2qcGAe8d6R0x7BC6SQ3Y0XI7uHaUq0ex9uYAVErokMu9dFEyguyR62XIja57G8Q9oC53k4/LFj6M48LwColvRRVtBPQSbMgy3HcVPwrF6PFoudpnaatP7ge0Kbol0IsSlrgLLG8nMXDCwkuSGmu2gphGyU08FcpqXcS2W3nL/VR6K47sZh8i0XNi+1rGh1pNqVyNqUvvW7bdm2LZwJ5uUJ6+4daoKNqEXFf1U8cMPCWDWI942XL3vMa1bgJMuTrJm4uKLenqWRwjaIuN3ioEsDpZja4B3+CsckqtPHHHXBnpeUjOjNja24Jug+ztseYU87altUSyoqLtoSIu1EovVCaWydd9z5l390cYYjg78s86DwONHeZ2kO8JGRCQ9YV6U/uiS5sNRbO5GYIOYTcc09MCBkHCxBGRXcOEz7U2w1MMGJtPAhgY84S+yqLsVONFRU5IYeFf+ZsQ/wAmL9aRQfAdwnjg5PSmJG4OHGJvg7abpSr4jcWQEUiZcEdqIi0IUWmY1iwtJeF7BMVw2blZKbcddeZIAEpSaauIlTnOtIg+VYlGlfO0xt3i3dfJQHYhFR2mkI933rXAvbOwvxUFwfcGFUwOyEkhlGF2BsuTrzzLStJqUC692hm67m1YBYvEFhKqqm+iJXbTAYzyUrKBvOu2S29rg8dBY71sMA/4h4di8vNRh7XWuQRlYam4uLd6kHAEFuJz3+Sj/rkiT90MN2Et/wCXMfYehr0LGWwHXTc8bgEbIgdoG6I+ERUbEQRVIuJapXl5EhPwm6ZSGKyTbMo64ZjMtu0KXea2AjiLtdBE41TZFlS1UbMNLHOAdY5XF/JPzxvnxVs0bSWbTfesbZWvmq+0bnfc+clJ225Jd0SNB49UaE09Tx6szonTSOmH22pyWIFtel5plUWi3A4y8FuxeggXj8cc3rLXBbDdoHwpT2B4k9hzgd+YYrwWtEdj0oT4gf5M4WxwCU1XUlxqVUIM1YvJ7EAC+J+mvyKtOUOFPqtmWH97crcRqLdoT7j/AAdYnhzpgxLnPS13gnmbVc1fNF5lFQkdTlUUUV40XkRdoVwYzs9MtO4jLlKybZoZtuqOumaLcLKNCqqDS8RKdFpVERa1SzJDhRwl0c0yTJc4HmXgUfSEVAvkJY8sW4VsLZFdU87MucgMsu/615ABB+VYsW0OHtfzu2La22hb6+Cq3Yrir4+Z5s302tl1+/gFKtIsWakJR6beK1pltSXpMt0AHtkaiKJyqqRW/c1YqT8piDTqj3x7ovTridmfo6R/K8kwnopEJ0z0nm8aNNamplgWrUsBVGvFrHD2a1ylyJsREQlom1VVBgE8/hc0E3KENwooGBbjzS21aNB5MqKiptRURYZl5QR+0t2f2C477707ByZf7G4OI5x1iOAtoL9tzfdorM4ddC5vEElpuRHWvyyONOS9RBXWDIVQmyNUG8FFcqqlUNabURFq7DuD7GJ10WVknZYCK12YmEsBoOcYiq3OkicQii1Wm1EqqXBgnC3hzoj31rZN3lA2jeC7sOMiVR8ZIHkhymeE3B20r38heJtl819QNL9MTJYKGofzxeO3MD45qLTV2KUcXszYjlex2SbX4EZdylMmwLDLTY5QabBsPEACgp9AxS/AXPJN6RaRTYZgmCvbLrNDMuA0XytiC+lGOEHhNcxBo5SQaNhhxFB6ZdojxguVQbBFXVISbFJVuoqpQeOGngcxiVwmYm3ZsyBt5loAtaNyqgZKWUEW3ZCZcVgNRGxrhsi9zu0O9cp8FqGUcsj2nacAA3U2uCcgp73RWl87geDd+4erQzHfTLXh2tcFhg8pZKpmqA7axr3O2n7ukGE66d1ST8u86zMo0NgGN6rLvA1eqtiQZFRV32XKbKRGuGvSbD8aw1JOXdcM1fEyEmXmsiNvAq1METjNNkRTgrxH3DnWXFUu9VaGWmdlVJq1LHLR3jE0QtiVoRom9DkuMxMmDA4EG2YOQ/N65BgD5aJzi0h4vYEWJtu493alvdUaLzRYphOKi9MOyFe9nZcjMmZSbAHXQmAaraGtCoEdE2silVvRIhrOHCUw1NXWkDRtEPWuts5eS4/aToi6cW4VNHMVamsOWZdNVAwcHvGbyEBoKGBk1api5YqbeNIq2VYEcuUrctRFRQrecIltGvHRdsU/KGQCQOY4ZttkfzULQcmDIynMcrHNIO8EXB+m/wAF4zTIuAYHmExIC80htKINpfIyzEu0yLvh2rcpXEZs3PFadiWtrc+RVWlfVSaaTTgy0q66OrEhHJedo6wt3xuFy2px+LjSumMHm5to5uxx4nTtC21Ly57q8SC0KDTZxkSciLFbhoNttzrNv5lacOTGic2Aw3S62Ye0NxDd7QknorFiYVoS2yd7rt+S0QESC1whtM771Ui3lTYlNnKiQ3zWjLj03cQCzIsCIAREOZlkerW60juVSWmwlWtYtG4jCXEA5AXv8hxK4Su34III2a8PRFV8NuDasmcTAeKkvM29UvgXC9Koqq9mLUhJi+HhNy7su8NzTwEB+lyj40XanjFIZniErC0p6CUxPDgqXwmYuESiSYdNxAWpd2QmXpF7fZWglyG3vAaeIhtWJNIzMY6RhY6xWouJG3Cmsu7dHqYwzYfN7sO4Ow+x4cM1DewtKaMakLhLtRHtFcVcwmb23LJzBUeDNkc5jwDzV5F6UpXiSJw8NwxFdJMPuEvNhG26F4exOtAkaWP0KcuG7hDDCcMRZZwVnZ65qStt8ENqa2bovNbEhpx1Mw2UrTkGa0sdbIWRK4BO50t4jc7Rc6nH418kdT4ZJMTsgUvPstzDV5jaY3ENvOAuNs0IioqLWKX0w4CBbmgdkp3/AAcRkU0LuablWBuN3UlRUmztEhBCRFuIaqSVVLYVTKoWeo0MTqV927lO+BRW3JF7Gp09TLMi6MudaGZNCetdDzKOihJzlLiUEjl/FsfKZmAuEQaEXbbbiI3nivddMi2kZEIpXoFE5Kq6aZadzM2IyQiUvJsFbLyo3CDTDVoNNCJbbRABRSWpKo1VUqqLD5iVPKe71YnUlJHAzZaLX+aiVtXJPLtu7PABe2NzwkAjzRL7o/swr0G09m8FmHnZXVmD1mtZO60rLrSAhWrZ5iSu2qF5KRiYUudHioxO5hjmbLhcFVjqh4fttNiFfmjXDM7i2JSEo9KNSra60bhdN0zdsvHMQjaORdm3bSOgMIW6zskNtvNu3vF1Y4LwqaJh5p8CtJkwMS80rvp4o7I0Q0htsF3LcIkJc0hId6MxjFEyEtMYsLfmq0eFVUlRG4PNyD6HuVqTpC4AFzuKEDOGtktxgJdq2PBieFy20rhKH7DhuipaOcKkkmMJnnsFlircBF2SUrfVDFh2FtsvXAAhm5oiNsWDNMDasQjGZkWzLmwSRc2bJyGZ0gtcrfTmfuEGh3U3vLbHMHC7p3OSWIHLyhsiJsgTt7QmVxkYiIkW7kEV9KLj4Q9KmJJknXjtHq88y5oAPOJf98cmaQYoc/NvTbu++d1vUEcoAPmgIp/zi5wek5xxe8XHbxUHE6kwRCOM2ceGtl5M3zMxcZXmZEZkXO5xfZi1ODtPyIS6xkXtCMVnhA75DvWEN3VuyxbOijdsqAj2vtRpL+9ZZ2x2SSpDhSeGDzhicvYx329aJXMSg6lrqk5+eP5TG3xo0K8sVhi+J97NEYla6WRrsuFzvRG4vRTpiV8HgWy4ebF7hEN3l58FguWtWRTiEbzc+GgUrRYdtG8CmSamp2XHwTCje11ypUya7QhRVTlvTxw1NAREIANxGQgAjvERFaIj2lIqRfmi2FDJSjMum8A5y67pZnF8iqq08VE5Id5QNjkg5t4107Lb1S8gI521xnYSGtGfB19AfioDo9iguCOaJdLOXDEa0x0e70d77lx8Aa+FAfzRlzhHqKvqX5IdMAduCPMObfBLsOXvLnslZzjU7K2JDHm5KD1YUc2Eb2ICJW7xFuiOYiLsiO0ombIIzUQE7kNYe3dW2K94csKYclb7RF1q42i51ojcYeaScnSKRP3ZOecEtUAN9Unzs+gEIh+VIiekPBliE+FruJsNlaQ5Zdx0c3lcFYdihka4FjTrrogyRuB23DTTX4LlDTidEWhaHed3uy2O96ytTyXR5cHUzbMCMWppR3LeMuErsvieGzBbBQHxmZTwY8iKDbyV5aLRKku1IgrnBzjWAzAniWHm0wh077aIJiULdpV5lV1FS2IjqAq9EbShe1rgLrz7G4JJInm2Vla8uWQbfRh64O9D2CnTntUTVD1jhC66IPTKjal4KqgVEtVdnV44Z9F2ymSaaaG4jtER/WReJE2qviWJjprifuVJNyrRUdeRRQhXmjmceXqqt1qeMkpuxieWOKuqKvmWX2Ga20Lja4PdktH/AMOMBNJRGYj+rOfd4tjG/wAcz3WTDwh4+MzNd7gV0vLkV3VMx314+QsqU6F6YaJJsWx87MWXrQxYTKPzs1qZZk5gi2qDSVyoXKXE2ClxkSonjiycP4LsUeSrzsrK3c0jN5wfOFtLfUaxkRQVFSbsaT8PPRevPnpKBjY3vAsPE9thcqPC4MVbp6gt4rrd3+TOkXmICXf6KL9mOCCeEck/LOF1TacaT1oR/qil+GzQrFZF0ZqZknFlRZEDm5fw0uBCbpeFVM7A0IczgiPElaxOocJqaeS72kAgjil0uMUUjrNkB3WzHxtdTVySHqxgJIR5seeEz4vNNH1wAvaEShdWM3IXNdYqdcrzFu2AhjdYwsN3XLpK7KCUeaSI9WFixq4dsLD3JQcV5gyIxo6Ax4JMG66jMu0486fE00Cma9qiIq2pyrxJyxKML4McXmLScWXkxLkdcVx32GkIfWaRPpsPqJ/2NJ/OOijVFdBT5yvDe85+WqjYAIwPKIiRFuiJEXmjmKJsXA1O25cRYIuqUu4Ke1rF/VEO4QNAcakpKaUJZJ5NUQ/kCq8aCeRV1KiJlQCJaAJbqxN6DqgRtNPofgo0eN0Uhs2QX7bj4gKAcFsrrCm5g94iAfSIjM/2IniDET4LyEZIS5zrrpl6Jar/ANqJdWIeIuJnPl5ZK0vfMLWNSjaNViEF1aQ06UsOuSrrUvvu0Dm/BkWfMqog7LtvRWlVpDssalDsT9hwcNy6upIwqwJGY9bXiaRTGLSze/MMB57gB9tUjRrHJQt2bly819tf2ocKwmmJBpzfZaPz2wP9aQy4SfxI8j8UobG8H0UA4X8FCbbGflTApqUHOIGCk9LcZDsXaYbSTxXJ0RBMGntYIkPVi6ndFMPXjk5f5GxH7NIqnhB0V9yHhmJYKYe8VpBcRJLP9FVVV1RcaV4lqnRWlxCklcC8geBJ+IV3h9TGLR3PZcDy1XpLz1vOh9kMS7URBsrhjySZJsoz5cQVcGEOVltTNwwmxdu4C82I/gWJXc6H2bmRFoiL+ChZmu2xUUwljskyyLRMyodYrz9syIfq2xV/CnpDa09Kg9Y6YldmtsHLzutmHZ0ROtMcXcIO9JUhB2za7+iER+qtEqq8iePi58xPAMQcedC1yYACvvEbhETK28uqK28a9Va8WxdI5jn22rWVm2mc2MyObe+7v0J4BQLEwG67KRc4t4iLnZvHDe4+RCRFujlTLb6Kfx0dMSfGsIJsusRbo711vO4t3x8u2nEsRqclnSKy3KOYrd3zi/3xrYZWu3rMVVJIzOxTM8UCM5e19mFrTA35t0BIi9EfvbISOPb1w738Zong30VM5ttUnszW9bL7UdaaP4Tr5Vi664WgtL0RjmbQDCincSl2hHIJiZ+aGb7VsdoaJYVa0HmjFBjkti1g1zKvsDaWMfJxIA8FGmG5yW3bjDtb0Oklp+4zldaK4erl9qJoEgNu7Ed0hwEXOYPnRm9uxzV+2SOTJ4SGZ4TiJKC05d6MRqcxqZfuO2wesUOC6PW82GTSiZFhouaIgUSGWeUrZjZ+0Ln7hWxRyZxV4SMjGXsaASLKOUSO0eIakVF81OiIzbHtMO65514t4zM/bO7/AHQI3l9H7UbiJojY1o3ALB1DzJI53EkpZhe6Xo/a/wCEotvR4LZdrtXF7RlFaYTKeCLtOgHsjm+3E9mJ7vaQEx3yGxr+kO79WYvRgZ70lguSnm4rlMuks/rpsQEsjOQeqTn50vatH0PHFv6DD+Th5oxRGFjc6PnRf+hrJakBEbiK0REd4iLKIj2lLZGsw9oaLLyflXIZLcSVaHBLg2vmlmjHwcrudVZkx2eyFS8pBFuw0aIYQMlKNS/5xEvdLpfPMfopxJ4gSE2kGkItXNM2m7uqXI153WXxRnMUrml5e45DIfnat9yZwc0lKyID3j7zu8/QJXpFOgDStKl5uAoIHZLLVeqMNmESerAUhJhsqRLrXSuItqkXLD2CRmHymoftkWA0WuDBC3ZB714vhcogKiNy0qXFm/ji5YdcMw0GOJLjLecLfL7qeJP98MeKDUYzhelTIsu99ui0suNTM/zocSGg8bh1oiiKKqqSU3qRKppog+ztdxTM0Ty27dFKIKRQHCFw5TLdQwyXbaHiGYm01jp8lQZA0FrxKSns40RYoTE+HjSknjNrG3QC7IIyWGWWj1RWTW4eXbXx1i1pyJr7G7fuVfVA0wHOZX3b131WNTESFRIRUVEkVCG5FFd5FRd5F6I5h7nvugMSn8Ql8KxoGJgZtdTLz7DSS7wTNhECTTQeCcBwhtRWxC0lSqEi5eoIcewsOaajlZKLhVjjOjsngb7mINjqpZ1KKA/BSxWkZ6v9GBoOweIVSiUQkRKjZCa0kxOxjIUxmU1zBJyLRUvVE3qIQ5UpcbqJsrVLu4f0H/6cxG/KIhLqma3MM0xaKeVaD47qcsM/c1aO97YV36Y+HxEtZXlGVBVCXDzSzueR5K8UZuow4S1Vv4n3j33+a1tBiPs1G6X+Y9xvAC3yHwCnOh2i8rhEsMtKBQdiuulmefcpmdeOnhDX5ERNiIiIiQ9wRV/CVwivSswsjhoArwInfEw6JGDZKKKLTYIqax2hCqkq0SqJRVrbbTzxUkW07IDL7BUkFPPWzbLc3HMk/ElWhGhhdVC2ouVUXMioXGi+KKIw/hLxeWMXJlWptmudrVgy5by6pxuiCvnCSeTjS7MFxJqcl2ZlkqtPAJgvEtC5pJzTRaoqcioqQ3RYjDV35s6binK7DJ6O3OWsd4zHcqd4UtBAw1O/sOaFuTSgvywDaErXYDjIDsBitBUU2BVKUGtrJhajaK87pjoSclwebNp1BMHAIDAuIwNKGi+JUVUjm+cbLD5uZkjWve7qgilvK0VpsmXaJsgL5YyfKXDAxwljGR17/utZyfxN9REYJDct0O8j7fNO59qEZy43b1oxjC5acniUZKWceotFMbQbAuhXjVAReW2tfFD+3wa4uuZTkW/Erzyr6VrCp6lWKGnwmplG0xht3ZeatZK+CnOzJIAeF8/JR9yW6pQ1zqjVEM7AVUQzsI7AJbTOwaKdqVW1FqttIls1we4y0JEgSr/ZYmFQy+fbBPpiH43KzDBkEyy7LmvEDoKl/WUD3TTxiqpDjsOngN5GEDtGXmpNLXQT5MkHgRfy+y6D0HwCTkZYFkUEwdADKZqJnMoo1Rw3E3kW6qIlBS7YiQ/xRPBFpeWHH3rNl+Qurc2Zf4q6q5l/oDLaqc1Vu5Shy0y4VZnWE1hjYNsjs75mAIzd7TTNURtOhTuVU5oxuafF6RsAde27ZGvlw7VharA6x9S5n7t+2dCO08ez5K5IIovg44SsTfxWVkZlWppqaIwJUZRt1m1o3dYit0EgSzahJxFxpTbekWlLUsqGbbNO1VdbQyUknNyWva+Sp/hy0TBtExWXAQPWgE4I5UcF1bAft/SawhBV516Ku0dtfsoVuaLz4YHRHBZ6vKjIJ55vsiHqLb8kUtJBc1b2YxHKWJkc4Ld4ue+5W55NVcj6Wz89lxA7rA28LpPGqxuY270aLGdC0y0WPJQ7RR6rGhQoJd09hppiLe7MzZecrZ/aVY9m+EnFR/PPL2TZY/Xqq/TESbl3+v8AXu+1C2VR3nk2Q+ld+pEiUK6dmkjv8j9VGfhlHvjYfAfRSlrhaxAeNGl85tP2FGFkvwxzfPYly8gOD/7y/qiKpGUSHBjNU3R7vO/xUN2D0DtYh4ZKdMcMvXlG/nTH/wBsoUTXCdKzbRy8xJobTokBgMyhVFei4BWqLtReRUSK/RI3SFjH6wfz8wPoor8AoDmGEf8AkfqtcMmxZeOXuKy65kjtqrfNut2XJxLSHidaEg3oYZ+V1w23WkO0D6pfdXlSEDeLOt+BdEgMetzh5pD1hXkWHaef2gX/AJDX6pmek5p2Wid8Jn9S6Q826HXGMZM1AA2nzR6vjXk6V27EQarsiNSSZw6xkIj6RW3W+Lo5Ymx6G2AQJMErroqRlqi2gKoKAnFbt2qla8VEolVVMxz8ma70hvNRuDpcuGRz46bh6p00fkmnJRmoNO3p4ZywVrYaq6lxLUlVRRUKlKjVaJSkI01xKVw4lGTabKamAoVmwCaJaibg9TiQRTaVq1IUGwtMbxz3Llu9Gn255xxTNshbQQFp2ioqit17K7CFEqLicaigJfXDj5VN5xSN93aqmqme3lMyWpGvGqrt+SHxZrQLC9laYZhZkkdK9xLCchmNrPK44Lxm5W4zdMhJ0yuN2g5eyCIlLuSibESiIiIkJcbkmG8MJ9kBaMSJp0yG4nnbwtv4tWKA6GxKoqjtpG5GRFziu3f/AIxKtEMDGZAJd4BJrv1ozQrS8GrLpLdtoIqcsynFxqniq5FNzbgXFWeM0jBTlw1HlbSy5+9x3XCJoSHWkNxXFZ2rbi2dVYVaNaGTM7MCzYVgkIumOcQH9X/yjoDS7QuUfdZM2CBi82XTbJRIKa+p3JttTWsu28dgkvFxzjRDAGmJQJcGRDUqTVgWiRCZCd1w1VwtaIIplyAS7aoq3DsYds2aM1587CIWkPdmL8fSyr3gd0BYZAphoSzmYCRb1rRkHo1tJaRfmESdoCMRjg2lBZl3WbbSamnsvZM7/wBoon0ixaKRVt2537TjdKq3tjuxgsAcgF4JLDCd2QEodibjzmCsGHn07bXOihtmN8lC9LCbYAt0csc98KuL+AezDulzud/zKLE4X9JhZKw8pXXDdzuyP1fajm7S3SIpsjDdG+4fR/4hrD2G0xe/btkpdVMIYbE5kKPCFoF51v8AH1o9kdARG7+Lbi+krU9KEbxl/HNhOzcRW9rLGsDbrJF9slI8PnC1Vg5iETPtE8do/Rb9ZYetI5knDCXErhlx1XnPfnS/Z9FemHGVw1rCpQncpzJ2iJlm8MV1tgluiOYulbfJRkwULnRu63OiZRQDa2lU4vWHY2PH6KQ6H6OuPGJ25Y6a4FNHtZMC8Y+ClEFU6pTBfBj47dpeJUDpiv8ARWVEWgsG4itERHeIi3RHrEsXtIqOFyTUm1RZohveUdtjp76r1lTYI+IEXy2uJVLKOnNzmfwrE4HTSYviILh7jM/HcPn4Jz0nxohul5cvCrvmPMHoHt/q8sNGGYf0+lG2FyVu0sxFmIodm0jzSaV1Q/adpuHBe0sY2Fuy3XeV7MhbG6lHnfHk65Dm2GhN7NytJ1zZFb6aut2mRRLcZnLRKKc4RMZuuASiFnK8NCsYGhjS47kw4Noi/pPNTclJTTEqbUvrr3xMhVvWg0QpqtorQ+OFAdybit23F8MEey1NF9Wifrhd3G85rtIsYIdwcMEA9GbauL5V2+SkdY0jaQMNMwMCyVU5tZIZHdw7gqS4He5+lsDmmp6bnSxCbYqsuIM97y7JkJBeok4ZPuoJLRVUUStbVVEVLspyxmIVwk6GzeKtkEvjE3JjbasqIs96ucex0mmwfoXEqK6Q05i7a8mleRtWueGS7TU8bTsg7IOpzKrDukNNgnQ9xpE9aIOic88G0CcazNSwLxOEJ2kSpsQgAaqqGiXxgUgMpKy8s2Nrcswyw2KcQttALY09FI5UnNHncJmmpWdaFo9a0qKOZpxoXRzsnRLw4+RFTiVEXZHW3InkSKfDpnzSyOeLEWFuGq0OM08UEELIjcHaN+JyzWrp2iRLxJtXyJxxzLgsxrzcmTXPMOm8fnOmpr9Kx0ljKfk79u9qXKedYUc26MS4aoMvNHnF1Yp+VjyGsHf8lY8lGttK465D4pxnxbIC2j7UWF3P85dIzUvdcMvNnZ2W3gB2nzivL8sQCclRtLeiYdz23auKdXWS32Hf90VXJh5FSAN4PwVnyga11ETwIPrb5q2IqHTnQssQ0nYFahJnIBMTZplUtQ8bOqQx3TcQmRrxoIGqbUSLehubcDv0x/O97Ml49Uj0wi/IhKntJG+qIGTNDXjK4KwtNUyU7i6M2NiPNKZGUbl2wZYAWmmxtAAG0AHoRBjzxDE5aXt74mGGK7uvebbu829UuhZFF8JPA9PTWIzOISkyw/3yYmTMyRtutWgIi02YiSONpbsRbKJs20qqZ3uiZeNt+xLooY55bTSbI4kXufzertk5xl4b2XW3B6zRoaesFVIQ6UpKd5vlPA2csAEbiGKGNA6BXn3bBptqqU2xzW7oNjmHnrgkptow3XpJxHDt7Pejinb4lTywvxXTnEMQlG5Gb42nbnnLNU49ZTVg8CIiColUloiVWzYijUqmXF9mNwljINjYHQ+YV7Hyd25GmCVrm3FyCLgeBP8Aut5VBKqoFgKqqAVU7AVdgXrtO1NlV46RthuEP4hMjKSwjcW03S3GWk43Dt286iIm1VVE8aIkdIQ3otXufZUe8pqYLM69NKCrlu1TLbdgfIrjhenGTwmjFXU2dpqVqMWqnUVMZG65Ad/+ykeguhErhIKrKa2ZMbXpt1E1h86wORputuQeqlVJUrEmcO1LiWgptVS2Cgjxqq8iJ0xukc3abcIMzjT7zLNzOGNPusgCbCmxZdJrXPEm80RgRC3xWkKlUt3d1VRFQw3Ay0ACwdDRz4nUEF2epcdw/NAn7hQ0tHFXQlZQqycud5ujuzL4iqIQdZkUVaLzlWqbEFVZGAtGG+TXVjxD9aFHffZjzavq5KqUvcvRaWgbTRCKMZDzPaUqWEz8vdmutjCzfZ+t/ujVZvs/WiIAQpLWPGi0KU7UeRypdYfrfuj3WbHqlGizY9r+PlhYul3kSZuYbLdMfaGPcYRjJNdT6xfvhQwyI7o2xx1tyeds7rr3SMpGqRskNFNlbJHtKsG6aACVM9iJ/G6KcarHikJZ7GTlDas3nSIe0WYcg+UiGOsaXOsE28OLfd17VMf/AKXtdabJ8FuoTqChiYt1GtOQuiq04+KE/CvJNug0LACL8pvEKZkYoiAzaO9XeTo2U41jfDZk2FI3sz5iJGWalwXIy0G2lthEuzjtMuNYiuJY5q5rXKZKLTtTW6pOu3XHx80bto8VdmyqKlpTP2Llgtc+iomwy1Eo2jfZHcCfD80WCbKWavscJ1Q6ikQCXEIbN8v1L0qtJHpXpgDUkjgCCvTQB4LberpNhVp4QXiAVS6qgtDtHahU8JrSgdUUxrCG8URlLzPYNwidiqiOkuZVQspKKIiLacV7iM0TrxOncRUsbAlrq2krvLxV2qRFRLiMlREuiYz+lc3uSrGnp/anAyMsGnjr2d2SbXiOpuGuumHlUzNdq1Namqr0qpfLxcXH7S+D3DeZecpFRLuVCL84fiHxQoweW1hEZFkHNdziL728iJybV5I1xqfuKwNluzLxIPQHH5VXatartWqwgucXWHitMwucdln+3YlWHBKNuADutO80SyVbFTMlWiICGqEaqtqUWkTeRxSWEe9wwvEGwK1UJZF3WawSQhPXBVeVFRdlMvStaskr9aBtb4GJifNAgW4TzbBJF+zHR2js2UyEvMFkaUCeXwq3G6o2G0oLRVaA0Nbq1rbSJELG6b/NZ3lEHQbLjcg332zGmXamKRFt3mu6wwKxHAdlymBZzqBC6KCRih1Ryi01hKlKEkJZWd1ZoI2utoJW6pCNo5YC1bzOxUEzCtuZU2HVVXVKirHsRJ9Tnxtz/k2Ga29AUFW3vhxRFVabM7SU6JQAqtLoY3JsnXWxEy1MiGw3VaIlfVt4WWzNoRFbAedIlRKKAN7RJxRNRsMyqKNhcCCN2eeh/MvNTrRiTEda71ni3q7bUEc3LdliVMrEa0REu9A5uY8uXrENuXZs9WWFjuJi2Vm8X2R25jLmjlLp3VXkWJVPIGAHiqWoYXvI4J7IoRPZ17KccN09PHQkuEC9C8SXdrcXycX64Y3XthkeIOWChqrTSsotonYVvewK4RItBVEXjJUTbRYXNKXZW+C5FT77/EqB90ZgIzTSaoL3eYDeZ3zhAdtvJHI2MSD7LpC604BCXOAh+0kd3uLLsJe0A1NV8IeXWUEvCoRqrkyYplWi1SqbEu217pvhjU6KuzDBG3mpqJK0lIrizuvKJgVCFVqG1QSopVRV6gxA05LSLhSZsPbVtaLkWyufouSWWXHMoCR9kRIvsx7siIjehipiRCQc4LbcxeW6nitWLlwDRT8rDW3A1mOwSG07R3DEdo0LjFabvFEynRYcQ2mxEEZmHd0RESaqpINecIpsp/CzJuUDY3bOxfx09E9HyNc/MSeNrjv1VP2TeJlLtSsu/MWMhlaAj8IVomZEOwRraNVWnrh2wnQec3z1LFhCJCR3ncW6Iizcl2Utlybqx0BwXYO0WGvPE0JlNCZaogG0m/CCy0t1EssYNVrsTvpdsYx3CpNt6SCVUc7ymYBmay15aqg1JqiCikiVLb0rn5RzRxjmmtHfmVUR8kqV1Q9s7nOsToLDIXN+AXjoFou/KHLmcwLptZ7BaK0HLchXEa3EJWkmzjFPlszDJLbcWYiK4iLeKEmDSdtvT1ofxSIE1fPWkOmde2m5NUuGUtAHMpmbIcbnfc95XoNoxgno8njhM6cNOfbIKSGXSopiEM5N5YTPvRHcexPVgREUMukKkRw3KbdNsdFkCK7zc0UFpzjrmpeMRIt0CMRIhaF0rBMyFKN1UhFFXjIhROOJHpbib8/NNSkoBPOvOi000G8bhlaIdA+NVoiIKqqoiVjpjgv4NpTCcKOQmGmZt2dD/CZOgLrUyRCokxYaUKUBCIRFUotxEqIplF9hFIGWleFXYtUe4YYz3lcQ8HGlOJYTMG7hE2Uo68CMumLMq9e1eJ2WzTTgjmRFqiIvjjoHQXSzSeddaaPGHCIyzF3jhlAbTfMkCTTiT1rROWH3SLuaZMXimMHmSk6rd3lM3TEsnZYerrGA5aFrfFRKJEm0E0GnsMaO8GHXzykbT2QWx3AAnQFdq7VWicnVjUzVMUcDnhu07QC1/HwWB9hrH1TIg4tj1cQbZDcO9a41wiP4RNSTM2bc21MOiDq2A1MMtEaB3xc1QCoRVssStpUVItn++Kdwvgrm5vEhxLGHmbQfF4JSXI3aq0ok0DjpgKA2No1EUK6nGlVi4vFFBQCbZJlvrlfWy29eKcbAhNzb3iNL9n1UE4dNHRn8FnCp4eUZdm5cx30NkCMwFeg20UadNF4xSJVoziQzsjKTYLVuZlmZgV7LzaH/AH0pDVwqT6S2C4m6tv8AI32gu5zrwKyyPyuOAnpRB+5j0h1uHFhjpeGw9SJq7eOTeMjBfQcUwVE4kQOlIWZWMqNne4fDT5pbaWWWiMo/ax3lcZ/LzVuGNyKi8SotfJHM+HNFKPPSh78s86yt3LqjIBXyEIiqLyoSR00kVjwqcF64m/37JPjKzpCiO3iuomUBLQU1DM04iIiXohVEURU2IqV+OYa6siGxqL+qmcn8QjppXNmNmuAz1sRp4aqBYjMiIRYvAHJkMg/Ml/jc2Zh/RMoLKf6Rt6IPgnAxibjo+6E8yzLoqXpKOvvPGPOFCebbFqvWVCp1YvTDZNuXaaYZBAaZAW2wTiEAG0R27V8q7VivwHBpKaQySZcFYcoMUgkiEMDtq5uSNLDd5pRFI8Jelj0hpOzMS+cJSSCWfZuoLgzBm+63dttOxZYxWmxQTjRVSLgx/FWJKVmJ2ZPVS8qybzx9Vpoblp1l2URE2qqonLHLGhc7N6TYmJilhT7xzL/O72lQO083O1YWND0lYnLWLbFpZGsa2L9xcFAwCkjlfJJNbYaw3v2/a66W0W0xkcSQe9nxR23NLmotPh4ibVarTiuG4ehVh/rHPWn/AAVYhKmrsgA4hL1uRvYM00PQoEqC9TrBmXqcsQYdM8Tw8tX3zPSjifmX3JgKf+XmEVB9mGOlJofdnj8RoVKZyeiqht0kwI4HUd+/0XX8R/S/RCUxIKPgIvIlGpkEQXmy5KHzw7JVRfLRUrLgE4SMRxWbelJkBmpZuXJwpwWkBW3kMBBl02kRtSITJUGiFkVdqVpdsWbXR1MVyLg7iqKohmoZtkmzhvB/PJc0Tks7LTD0k98LLnYRDxKNokBp4iBRJPEsSzgq0tlsMSbYnHNU0R98tHYZ56I061a2ilVUBtURE5C+Vq4a50GcbLrLJsKdo8659NvjsQPojx4OtExxxx1wjMJKXMQNQ2G47ah6kFVKBQCFSKi7DFE46jiqeGWnry2nF7EjPS3at3UmOow4SVNw0gEkcezv+CctLe6RkJaYKTkZGbnpmoCJGrUpL3nSxLyvd5w/mud5aRiVl2iMzBkWRMzNGxJVRq9SKxFoikiXUSvJFlTHARo8S61uTeZmUPWjMhOzpuC9vX2POm2W3aiKFE5ESK/xvDjwudKSeMV2I4y5lTXMGSoh0JcpVRRVORQXjSirP5RsqDE0nQa24/FQOT8lHtubDtB3bqQO42Wyy49X6xRosqPaj1F0S3SH2hjZYxFytRtOCSFKj1ijzKU7X1f98LFjVYUHFdD3cUhKVLrDHmUqXZhesaFCw4pQlcqwa4QXedKsl5pmP2kWFTPCJ1pT2Zi76pNJEASNkjYuwunP8fUqTYKyG+EJjnS74+bqi+0aQpa0+ky3gmQ85oC+w4sVhAkMHB4DuPmlbAVqJpbhhcZ2/wDl3f2AWJVonhstOh321mERPUkV4jdmFT8KiLloSV4q+bFPaDaOnik61KBcgb8w4P5mWFUQzzbLlVUAePMaV2IsXbpQgy0qErKILSeCGwOYw0VtgrzSXl6UFemKuso44HBsZNzrc5AKvrJrWhYcz6BI9JMRIiAjNwRABaAGvzpCNxGIUreX6hSsQ1mW1xmJgTTDJELpkTokTl5EQCWstvLNzV5VpaKw54s7ryERLn2hb1comRdYebby/JDRjbw654ACwyISfP0Bv9ZbVLjUbU2IpVfpQ0NN1G5t7CxjLi98x4fdeb89rCG0bQaCxoN0WmR3BMq1utt2ciCiJxVhNLmUweqDdLfMsu71uqCZl9ceTvhCsAcvW7XOIodRYGUat55b3W83zulORKJ0pHHuA7ytCyLZaGjXcPmVrik2LYiy1ujxZRT0vOX9QokNcoyLjqCtyDULzHbYFdpkmxConkrsjVRJwrRG4iLzvrRNcF0UmRaF0ZcnRNLwK8E1tw75XHWxOj/fHP2DLMqVNLFSx2c4AniQM/FSHC+D4AsIZsXBNQQPAuUccML21UhX4NUuXkReKqKVUdAk32ULDXHdaMxSYeURobUmNoFLpty60hQUHZQEcVOJKIND352VdIsQlyCVZEjGbcNn8nFRzgPhKgBhVBpxLxJRVhcgOO61164H8QJXXR4iYlAQbGQS1cwNEI0oqIbpKtEqqPhjQ3azBWGq5p3yFsjg4ZEEWOe7TTt8knxCf1hBq0FVeDVyQAh7GDGxCSgpUXk1qKNCHViBCt7ajDpKyYS7R7q97lcRjZnnDFDMiAF+FuIFRFuRBsFLa0FqwxzXTSnvPvGTLSV2AA/CqFSS+iCoqtV2MvLtWik66REPgZZFyXWlvee6ubbtG6iLsS8E2K2kJHvXcdPz/fyUeU7NmDx/PTzKfMLn+9sPZ2eFdRVALuMnVUvZTjVegVWGnE5zvcSS/wAJvvPUJba2iNArcrx2jYCdTYiUvjynXrRvuETJFBq7KDTSJU3V5bAAFVSSvFxKiKqocLaJ0tbbkAz1QGi3uPqNpvPdQkRUqlciCgohGqx18hsB4KPHC3Nx0vc9vYtmiLcAyQbKMtNd7O1MNpEetqItkqE2rtLKIgiiVS5WGGPawFM3CbbMN5JFtQAgvU6tIhXo42yCoipdapIu0kgYZdmXVlJUyAa2zs6iCOpHmy8siJbrirSg0QLlXeVVXxxOXHCy75kkb71Ee95hohvEiCoskJ2IpKutzGi02861Uhxo2GbR0/N3AJ0e87YbbaIyFvnuJTkkgQimwjOjdRb8IetDeumHqC42ogDaiQqSInHt2QHhAxG14JJ0JRkSa1qErr00WqG+wbdSi3UdNBBVRKTComxaw5rwjMPKsuSzLOQgXVkijlPWXtzAWug6mZBrQa8a0iGaVKTjr00fwr2q9Bu0VFkNnEPFTsxznGMAtvVlh+GTPm2ZhYfmm5JJOaInTeLmAVvW6oXW1zLcXL08ceTSauRdd5zxn7Rn5eUEjylk8EX/AGp/6NoSIvpIYdBla+50sn5w20px5nDAeJKr+dJNiL5FiG8+9biR6LXgNjyGg+ABJVkrowT0jKNsvGCyyoFgvojEwTYAygGNUQyVxpxRVEtTbtXjjw0ckazwNmNCl2yW0t4TK2tfJrDTyeWHodKWW1CXFHXJhtQIwUXgETfFw0EzezKig/XYNeLbCbRXESmcSmHTQULvdERASg2k9X2t3au2HKkRl7bHPK/hmsMySoEUm2PdsSL5HM+ZFuKmTaWxuUzDdOzXjhIExDwltkFTc1fMp3N+PF53LCQXIRT07aO9Dm3dcEa1xadERuuio9OdItYWqAriLL/H64X6f6UWjYJZvvc22IFLtkRXFmMvq9mLTDqEyu2naJmsqm07Mv3HRGEaZP6OzsviUu0zMOgStEw/uvNO7HhE6KUsahsRwUVUWiKhCpCXWnBlwmYZpAyJyT9kzbV2Qftbm2S52StHwT9I2pD40WqJxp7mlPzZW/BNZBLmlaWc/lL6BSLFwHRMR1QMhc6RgLVuUtZdlISHaNC23cnHyRvocMBiuTZeV4hyoENRsAbRJtbefwrruCKmxefnsFkmhGecmHbUZBJj8o1rxW3OkrlTsG4tlyJS1OhYj01wp4y0CEreHqRbNsu/X6k0ifRGTmxqmieWOvl2euu9eh0eC1VTG17QM919DvHgr6hLic+zKtG9MOtstBmN10xAB+Uv1caxzzN8KuOOjaj0qxXnMSyXJ5NebifREVxSZmpw0dnJl+ZNOLWmqiH9EG616KJEKflHC0f0wSe3IK+peRdS939ZzWjsuT8h6qVcLGnXuy4DEtcMgyd4qSEBzLo7EdMC2g2KKtort2qSoi0QYpgk8/h8yzOypWuslxLuOtrsNp0ecBJsXo2KlFRFTZpq2NlSMrNiMsk3Ok5/DuW+psNggp/Z2t92xBvvvrfvXSGgem0rjDN7B6t8EHXyhkOuZLyc9teQ02L4lqKSWOQdSoGjrRuNuhtBxo1adBekDBUIV8ixKsN4T8aYG3vhqZFN3vqXQy829lW1Lykqr4401JyijLbSjPiPosRX8i5Q8upnAt4OyI8d/oulEjxnJptkDddcbaaASI3DIQABHeIzWiCnjWOe3eF7G1SiDIN+MJZ6v+kmST6Ii2O4tO4gSFPTbswgrVAIkBlC6UZaQQQu1bXxxIm5QwNHuAk+Q/PBRqXkZVvd/VLWjzPgNPVHdNcJLmKk1h0kpDhSLrXXNolPPtHkyrtSWArTRF2kVCVEtGJB3IePYZLMzMo65qcTceFbn7Aadl/zLMs5WlUO9SEqEpObLkRKVlp1J+CYPqGQe2N37AwxaLkIzQiW66JNF5xZg+kRT0ojQ4m97OeIBIvl3cPBamXk3D7P7Owlo47z38c93ku/UVFjzeYA0oYCadBiKp7KxypgekuKSCIMpiD4AnEyajMMoI81G5hCRofNpEjDhgxtOMZBzxnLPV/0cwKfREmLlBTuHvAj1/PJZSbkdWxu/plrh3kHy+66KabERoIig9AiIp6kho0t0klsMl1mZp0QDdAN5x1zmttBzzX1Im1VREVYoac4V8cdEhF6Vlu1Ly2ZPJ3wbifRERnXH5l0npt52YdLnvmprb0DX4MOylETohup5QxNb/SBJ7dE/RcjKh771DgG8BmT6WHfmttIcTdxCbmJ55KOTB3WDtRsEEQbbFeda2gDXZVUVeWLo7m3EmjkZiURR75lpk3HAuS8mphE1b1vHYqg6FellYpdRERzZRQdpdUYgMrpHOSmJe6GGzDkrMjcDRBRasEQ+BdaNFB1orRVQJFS6i8aIqVeD1DjO6V3bfxWrxvCxPRezxZWts8MsgPJd9xz73Q+ItvYnLMtqKnKyxa4h5HHjEwbXtIAoVOh5OmED3CzjjjOqI5Ns7UEnmJYxcutzEmtdMU29mIaIESqZmRmakZmakZmalVVMl2kSrtVViVi2LxSxc3Hv1PcqXk9yanpajn5yMgbAG+uVyvREjKF1csEYWMmt3ZegzB9dz2y/fGyTzv6Vz13frjwWMLCrBcMbTqEqTEnev8AVD90ZTFnesJeiP7MIo1WOhg4JPMs4DyVWJGyRtNyzjJCLzTjJFui6BtEXomiLGiRtLqtBWyRlOzmLmiI3ERdURHaRL0RhItbuf8ARAZl88TmBHVSxWSyFuuzXFreixvkXrlXYrcNSyBjblN1NQ2CMvO78Cneguj7Wj2FGcxb3/MIycxbva1am1KiXVAD2qnKhknGiRF8WmibJ2YW4hdzmQ81wSK0ra8t1PVC7T7SDvudWxasNLa14yGgm76VBp4hTi2xXWlmN6yYCXAvBNOhfbznBy2+aNxfL5sUZaZ5SR2+SraGmef6kn7nZns7E5Sc3nMizEJWgPatEhH6wqq/LHlialcV3wjpERkP2eyKcUeODJnMy5gj7Vgj+yP0wow8Ne9ukWa77o/LCCAwkq9gjDnbR0CcMDkhZDXEObku628N3WQUzL47UXjhonHycIi3vau9LtL0xINJJgREWQ4ky+XNnX0l4vEKJDfgUhrXU2VsVN3bU1LIHr/jbDLH5F7lOgsGmZ/4E5YNhotNax1KlzhqWc+MQrx2DsVaeLiqio9aE6VayYKRe1jrDmVCBFNQUthNWgiqMsY5Voi02bvGkrwLA5F+XQnSvRpTB5Vc1bIFmJTI6oqDtbG7NsUdibaPrWHi1INgw01KuzLYAoMWaoNcV5uN0EVvFlCWto1U0qkP08LjeQnddZHEcWhk2o3sJJNrnIN7Rr3plxy7EZhpNzCpE7i6Jyaa2bBVE/J2iG1E5VFdnGqItI55csu1tmJg0HbzB2qCEPEiIN7h3cSIorRDUUW6VTYyzJCzaIy9rLIDsPXJQMoGNCK5QASElUSRVXLWGjBcGJVNCW9+y2Yerc00JlYcuyFalVRsI9pHYW0UosOPc6Rxv+diroWtYwOOQGg49p9Er0YARveBfBgHe8upWrcOU3TdSmbrqnHR5zYlNuuihd/Tc1MqfgJQylWhIhtVwc8w7cVUJb7Li5yjVa1WFouNkCCGWTaAh74LKLrlc5BszktXammXOqVVI8HJxtkBlZVq0bdjO668RUK2lFVpo94nF2kiLSq0SOgAZbk047ZOtz6DfftXpiDgzL9BQrbmjVaHQmP8Xau1VzYuGrbi8g1CtyEsOrTTsyXesudqN0CamrfgRWpaiXFdhPKJUTYiChV461bMKY1Ia1bXZk1XVXWeGmTyBSiVBob6ZSUbVSiIgpHhphhmIyzQe5s2S97gKvS1kuV1Ro7MBcCqRmSnVS2lcvFsQlMuXXIy32QGB7hGHAcC69r8TkfBJtMXpzDlaLD3h9zhXVECstuCy6KUItYoXFrAPadVqRLtzUhixnTCaalUa8AFWswiw3sA/gmhBUUaUK/ipRzi2LGuAaSzhAoTBA63YV4HLsha0HMtARtVSuFK8p+OIVj8yTzuYruce7cRFm+yX1lhl0m2+zTktNh+F5hsrWEt/kM78L5a/ZemiUnrXU8aoCeca0u+17ULdMZoSPZumZn6KrsT7SQo0STVgp9COH1iQrNU2vzlIj2kExrDy820f49KGm+/J+bleNF5ieA+OvwCeZFj8k1vVF5B9hov74esGZvxOWT9Gy4fJxo04obFohbVDZt8ipWG2Z8HJAHWEzL0yRmnrCvyw98HwkeJ3f8Ad20zLRFLWyuVSrUq3LWiFy5VpUUxjaluoNS8tp5HdjvXJWZjeCi6twD+UMCJAQ2ChC2TqsskiLUQRArcuyp8fWieghWzExdvWEnm2nmH2oMW0gxAu+QeDvQgA01LSrcg30BVd43UWqoipRM3FCDRB+10d7MA3Zt4ud9MOyFj5CWjS/0+SyrYZYqch5Bva1je2/XRS55SI4UNJaMBkNt0IJ/ERbHMUIaM1X6pRNTgt86K9020sFsSESuLm2ld5sN+mmmAjkaK4i3RHMX/ABRDJSXceO88xkWUeaH3i8cXuH4c6Q3dooVZVspxxdwWWgN47zzGW6PV/wCKJIWDmzK63ddmC1LHWG4c7voBy9Yh6YmvBzwfk8QuujljfSk23pstV8BLjqWeqQiWd30z5eqIRucMow54aB7ozP52rzblRjRpYC8n33ZN+Z8FGNHMGblgERGLY4MsGERKffTLaQsdURTK672ecKL0CXSkRPRfCCnZoJcco7zp9Rkd70lyinjJOhYm/CDiAsM94y+TIOtty6pqlrTfp2ez50HKvFhSQc23U6924eKzvILAX4jV+1S6A+737z4fFQ/SjF+/Z3oYAyBm7dEQEiv2rluyqvq5Ih2KY5LPnUJhkgHKCa0K29bj5f3Q1cIeMEyHe4F4V5Cvt3gZMs3pHu+QjiuY8rgoTUAyvNrr6qw+jbE0EbhYfM+KtUHGy3SEvNISj1pFSUjcDId0iHzSt+zDhwjg/wBFaXVrrGIq8J98d154fNdMfsrHsOMzI/4w96R3farCDg79zgi6spY1pFeDpFN/pi9IGi+0Me4aUzfWbLzgH9mkIOFSjePX6Lt1PKQUiEBpdM84GC9Ex/8Ac/uj3HTFznMtl5pkP9ywg4bNw9UbQT3pYzrJR/siJ+wSEX1bor0HCEhIcpCQkJdUhzD9aJQ9paLgGBy+UwICtduykNpfm0iKxaUEMkbC1439iQ4q0pN8XmgdHdMBP2h3fk4o3tiI6M4+2wzqnrspkQEI3DaWa3jrx3L6UO46TSn6Uh85p39kFipmo5WvIa0kdycDgnekENw47KF+eb9K4ftJG5YvLWkXfDOUbrRMLit6o1qReJIZ5iTe0+RXbhNmm2IatrUjvvb3ZaHe9otnkuiP6Jymumg6rXhS9Hc+uQr6KwixOcJ903S5xZR6ojuj8g/TWJZoNJ2sk7znSy/0YZR+tf8ARF05vs1MRvPxP0TP7nJ/VIIFjCxQ2TyxGsZWMR0JSFjVYzGqwpCwsarGyxosKCFP3dMW3BIDlRMN0kdevT0g73UfpiL4zgGDTdfyB6WNRyu4caSwjXl1RITRFy7Woqee09xBkd5gudbqC/ZNIedENMp6b+FGWAREiuBoht3bd5xePN7MXRopoW84DYdhP4VhITG6Tm49oE9pHwUZwnBpmdx48Jkphw2RmDBZh9pm9iWZVO+HHdWKCRjtFKIiEagmW7Z0hpdOBhkkklJDYOpaas4iBhPBkRF1yTaq8a5151YZdEilZaXdmTl5YH3aa05aWalXXSLMAG6yAk4anmVSVVrcvJEXx3GCf1pHvmAkXm3GICPVFBtT0Yj1NYalwAFg3LvO85JymopTIRI4uAO8kjstfgorpTpIUkyT9wkcwRhKtFlIRHjeLlyjb8pokQnAcVcmZgGhazEVxHeWURzEZZP4Uki1J7D5V4B10jKTBgNouOi6R2XEVMrqJRLuREhok8PYuEpWUZldaQiQsX5hAspeFMuO7iSicUTaeqhZERsHa45W+KmOhqzMC1wDOGpy8N6XiOrlxHrl6XZ/ah20Uatvet3EJfSHIHqM0X0FhnnyuKwSutyj/HsxIgXUSnaUa+ilQD5b718lIq53ZW4laEMtGGj+SY8RmNY6ZeiPmjliV6MNaqXVznICW+e9uL07G0NU6FRIh8s2ThAHWL/5F07u2JpiTmqlk5KirnryNpTxUuTxOQzNkA0fm4KRW/tbEN5+H10SbR3SkpKdUyzSx+BeCiFc1mqQ7FuKpEqonGNw7KxcJYk2481a7eRy/fQbKXg8tonQaIdoCgpsRVRfHHO7KF513Z63q7MXjofgzbuFMtKhDYhiLzVUdC15CybKnU6LRLv3S4i4Dmx3+SznKWjhj2JtD+027sj4eqYptHRdZbdcMnJctcmtMEZeQpltWO9DU0N98XLVUERKoShlUxKFxSbr6ELLxAw+XhR3wIaJet4NIqUC1L60USsIkICqqMybMJbE8p31k8RaojZu18EYlSkrOceVVtPam1C2L+8SFpUEG3jAUaF1wzvcUhAXjcvRXBIgvVbVRKmmxeOOuZsttn88vPcqJ0+mQ7DlY3Plr4hM+kbpCCGANr3uFjMslNUJ5xaV9RUhaZHVmRKqj8CI0oqrBolJUcJszuqHfM06aOIag58Gt5tIJg7apqoGtqNq2tURI1n8KdcdvKXlCtecUCebm5pVYVCRsCU2MpAee4CSq0Raoi1dtD8LJiXJp6YKYI1J6YdO+uoTbagmpKIFbTNbW46JxwtgNxdJkexsJsc/zv014nLuSXHXH5KVPEGGWnHRS5GnROsvKFlGwEVNWSBepLx7D5ERFrg9PsSedEQcaZI3RUtUyJ5yFAr4dTtoGyqcnii8MQNSdtLWg00AqQgjWomCdRRMVN0EJNUNhpatFoqbdqRTc7o0DGIOgy4DrX5qw7tWRqtUNeagJyqqraqKu2sdqSYm5H/dWOAPppA8TsBda4JF8uBvll+ZryxmbLUk6eY3r3HToiVAMgDkRE3wKqIm20ehIhKJzt64rv45YlOmM0NuqDiK1Eu2LY3TavVUiQVWnLdEew5q50R6ub0R/wCK1PSiFCbNLj+fhWzoGBkJfa303fRSC3Uy3nrT0GRuLzkI1r5W4iJZnR7R/wDyiT6Unq2gaHkaAPbHWL9c1SIwwPhR7O92et+0vow5AMiUiA2jdId/4PROePzvgga8QezVXi+k6ejE04N1sxVEXdNhnly5ZmVXppyV214qpt2xV+IzBOTFvazelm/3RNNAMQ1WKs3qIiQENxEI5hK7b5Ca4k2w+2LYLT3lQKpu3TPbv2T9VcWkMm0ss/rlFtAbAGTs3RQGTsBUI1fBXBXZzdqbV4qmKd1JCV1pWjl84RL9qH7SnEppkZw50c4Ja2IZZdWtcygatduyhDVdq7FReKkQPE5q7MWUrRy9XKMEY5yVxtYaeqzDKcw04Bde5By00GnzU6TSwdTvZhGK+0r0yJwiaaLMWXe3fOKI7ic+e6POywikMPJwrjG0bsxdYer8vFFpS0jA8cSolQ1zYnPtZoFyfkO9OODCRDrnczjuYey3zbfKOb0kTkixOC7Bu+ZgSIcolENl2riERjoXgZ0f1LQmY29oo1oAaLALz9zy47bjdSDTKeHDsPsayvzCEy1bvCNvhXfRRaIvIRjFTIkPem2N9+zZuoXgA8FL/wBEHP8AKZXF5FFOSFGgWGi9MC+e4yQkI9d7eH0Rtu8tvjjQtkjw6lMsnee0nQLyXEHy47iggh/bfZHANGrlIsKabweQObmMr1qOmnOUi+Cl/Lmp5SJeJIguO4tbKuzc2dyvVmTLrVIbGgTm08ECJ408cTPhTww5lm4nmm5dmpkBkYKp9atqoVE2IleVemKF4Vcf17oSjWVqXECPKQ3vEAkOUttogQfLXoRY8hxCaSvqjtHfc/novpXkng8NNTsiiGmR7AO3iTmVEcTnXJl43nd8yr5o80R7KJakJoKwRZtaALBehAWyRWCMQQpdRWCCCBCIIIIEIjCrAqxiBJRBBBAkoggghSELGsZWMQLiIwiwLBAkr2GbdHddcHzTMf749QxWZH/GHvSdMvtKsI1jEIMTTqAi6chx6bH88XpCBfaCPUNJZvriXnNB+yiQ0LGISaaI/wAR5Bc2zxT6OlUz1WS84D/ZNI9B0td5zTZeaRj++I6sarCTRQn+ISeddxUoHS/rS/su/wD+ceiaXN85lz0SEv3REVjCwno6Hh6lcNQ8b0ixHDic8277sTbQDDS6hEIlbl5xc0e1S4V9KKowDDnZ2YalWbr3S3sxCDY5jdKnNEdvj2JxqkdDyUgGGSjTTJEJWWBmK4R57xiXPUrtuzbcvJC8YdzTGxbVyezQcVlMHmEr3SBlt173ueGizj8/8FLh8GzcS27pul+64kT5V50RaYMnCK3sh6I5f13L6UJtMsdGUlydy607gYHrOdYuwA7V8YonLFTjikz8amfnnfvxHoMLdIzaBsPjxUurxaOkeGEXOptuv9Vd2MTOQQ5xW3eb/v4vJWN5TKNxcwLf/ELe/jsxG8ClTbaaF91x0xESMjMjLWFmsuNVypxU8vTEimxtZEOcWbtZv4r6UQ5Iwz3Ab56q7prygOItfd8ljDG9Y6PaK70iyjd5IctIZi4hAd20cvZQaAPqT6yx4YGzaBulzR3u0WQftGvowldduIi7WX7IxHcLvvwVvEA6S/BOejMnrHbvNaDzj2EV3iG6vnR7aSz162jlHep0CmUE+RBh3whnVMqvOtVtPPNPCL47QW30xiHvvXOmVv8AHNhhvvv2uCTCeenL9wyCcMAlSceEuO3iTpNbUBPa2p5sXO3OykrIMC4+0y4DT2pevK9t0gFVcl2kVNatVKiVuTo40istF5fVNK5zqXJ57gqjfkVERS8oQw4vMax0uqJWj+0VvnQ5FMecJA7FX4hQdIzbBcQ1vDf+X9VbM5wgyrxGyzKlMiQUdJ5LGCoW1Qb47juqqqiLxVrSHqTlZaZYGhut2Iovp388CMEaKR51XMSKQpTxjt44qnQxj84qVRLnFTktb4kXxK5s9NIU4PpL3tOGD2eVeRWZoV3au88tvJciEvHapUStIcFQXy+8AR3fm9U1VgbWhzKa9256m5+V7dyni6HYc9uqTw1S+mIuvWAaayuYl2WmicaVvTbtrDTiWPN4a0YYeCNNkNVcO4zcEUsb390F40FUVMwlsrSFGk2OBMHqJcxNDsWZmQFsVeEAFd5tbTQW9vipbszIte6Wzl5iGXaVxD0ImwATxIn90JnlBk2WZdvx+i5hNBJUECckjXZJNu8gpBimNTEzd3xMOvJx2Ga6q4UpUWhW0VpsqiRKMBl9TL15yDYP9K9WuzzLx+VIi2Cy+sdG7dDOV3i/327Ik+kMzqGBCuYU2/0zibR9FBRFTpbLphid1zs/mei01Y1gLYIwBc6DIenl4qK407rHTLeFNg+an7Krtr44XaMSQlnW60iWpcqNN53FHtbF+UIa0TdEedlG3eUv4+zEtBrUSy7eMdXd0oFHHC85VsVPOKOyO2Who/LJ+tfsRiNupy/PioppTN6x1fKRr5yruj+6G6U3DMv47PsicZnvCGRc4i63sxnF7WZcR632Ryj5v51fVEyNtgGpme0cYYE0yK3GTpdYi/4fZhZh+IkJg8JfBOkJFvFqTGwspdIkcIpc7WTu5272uz7UJJUrQK7nHYXpD96JwZe6rjM0XB0tZXHjWLsTMo/LvGNwgTrLOUTFwAUzEaDXfDaJLRVVF2UUorLG50iImmt4d8y3Q9HnEuaidleiGLDNK3GXSE7XSC4QMj3mcw2ERecSbabCWHKZmxmzImBELrbxuHMW7dcGzbDhpnxG5GR37ln6SSmlJia/3gc27+2ybEbJwhuL2ftF1vXEhl27RER/4vS8n74lHBLoI7iLrpENrTO+W8JOEOQB7XOXoQUrvJEzm+CxwXRt3bousOhz23Du+qoeU1e02p4Tl/K3EaDw3qOcGOAlMzAkQ5RKLr06nxkMPGVayuzQkGXjBhPhV7N1bE84l5sKdCdFmsOYvO0BACMzLiQRG5VXxIm2K40nxcp2admCyiWVoS5jAbg+XeJe0ZRqcNpudk2joM/FeScrMV9jpeaYfffcdw3n5BIGGicIQDeLKP3vNRNsSXSHF/cdlkQtuX4K5d/n3kPnEtfGSRnROTBtp2YeUQuDKpboNcpel+oU6YrjhMmydNoz22UaDrIAgRCnrWsY3ldjAq6gU0Z9xp3b3b/Jan/hdyVEMXtUzfeeN+5uoHjqVIcc0jfxMQa5g51t3TIbcxeTb9PiihuEnHDZxWbasEhEmbSuIbvyVmLa0Kc3BHeIZr2b2bfVx+uKX4aGrcYf7TUuXneCEbvltiiwRgNS5rs/dPxC9SxKV1HEBB7ue62/XXwTeOk/WZ9l3/gj0HSUOc057Ql+6IxBGt9kj4fFUzcfrB/K/gPopYOkTHVeH0R/ZOPQceluuQ+gf7KRD4ISaKPtTzeUtUP7T4fQhTUMYli/Oj6QmP2kj0HEWP0zPtiP2liDQQk0LOJTzeVE29jfX6lT8Jlst02y80xL++PRFiu1ghJoB/d6J9vKl29nr9lYdIIgAvuDum4PmmQ/3x6hPuj+ee9s/wBpYQaA8U8OVMe9h8wp1BEJHF5n9MX1S+0keo45M9cS84A/ZRI57C/iE63lNTnVrvIfVTGMLEUHSF//ALMvQL9lUj0DSM+cDfo3D/esJNHInm8oaQ6kjw+l1JoFWI6mkxc5gfnf+CPQdJB5zReiQl+6Emlk4fBOjHaN38/Qp9jCwzjpG1zgeH0Q+/HoOPMdYh9Av2awgwSDcU83FqU6Pb52+Kc4IQDjMsX532gMf7o9ExJj9M36RW/ajnNPG4+ScFbTu0e3zCVQR4BNtFuutl5ph++PRDEt0hKObJCWJmO0IWY1WNljRYEEhEaLGyxoSwpNuKn/AAP6Kjh0kU9NB+UzAiRoW8zKZSaCnNMq3KnSQiu7WNcexTWEbpkIXZy6oNgO72REBFK9mKom+G7E3QsJmTtrVaNvpctKIpeH402085Yj2N8IM3NgoGDAIVt2rFxKoK1t2uLlVaV6aJDPQ9RLMZZbXJ46DgFjKfHqOmi2WXJAyyTtpNi5TrxHzByMh1W+tb1i41+ROSFGhOH6+aC4cjVpl2i5g+1t9GIJ7tO9UPUX3oeMB06mJMVFtqXKpXKpi4pXW05HE4ovpKZzYtiMbrBUkGIROqRLOTa9zlqr7YASet5olcX8ezGMRc1juXzbfSty+Ti2dWKaluFedbraxKZukH1/96MN8K04JXaiUrdd8G7vdPwsZ7oWe98vNbaHldQM/u8l0FNKLMpbzi2r9hr9svTSG/R8NY6N3MzF1uyPrt2RS8zwxT7iUJiSROyD/RRN55eKNsL4Zp+WO8JaRIrhPwjb67U4t19PLDPQNTskZXPanWcsqBjDbauexdE6UTWqBGR3gyenxvF46KqjXoQYjknL6wxDrFm81N76sUxOcMc+6VSYkvRbep9Z6MyfDJPtKqjLSVSS3M2/s4t219KcSQlvJ+pa3K1+9Kg5ZYfFFsjav3b10bi01qZdE4st/pHueoERU+XpiKstk4QIO8RW+v8AisVDinDbiMyVXJaQHNdRtt8U8Q5phdiJsRITyvDBPNmhjLSSknFcD/H05X02xyPk/UtB0v3rtNyzw+KM/u2j2LppbWJbzhpTl1DP7z+luIZrbiIiIc1xe0UVJiPDliT42FLSAjaAZG5kVtHzpheNdq+NVhA3wuTo2/k0mqItaED6oq9pNdtgj5P1Lb3t5pNHyxw+MEv2rk8F03gDOpl1XsICee8tS+qhp8qREsSc1jxkJc60eraOWKlc4ecUULO9pBEqS1FuZQqkiJX+UU2U2Q1e+5O/oJT2Hv8AbRyPk9VAkm3muUnLGgY9z3bVz2LpLQ2WEQvVN6ri3cSi1lBF8RGVPThq0nm9Y6IrcVm1dvGZ8pdqlPpilpfh4xNtvVDK4dbQR2tTN1qbaV755VRFXxikNr/C9OmpETEpcS1XI/xr/wCN8kDeT1Tt7Rt5rkPLDD+fdK/a7MlfOjsuTjt3HbsTlqZ7g+z9NIXaXT1o6oLdg2IvIopmNU8RGSqleRaRQeH8N+IsJa3LSHO2k3MEWZLa/wAo40SlPIkI5vhennjvNiTu8x+nq10d/T1SX3Nrd66/llQPm23bVhpkrlw1u4x7O75xZRtL+N2EOk0xcdgbo5R80co3drl8pLFTMcLk6CKIsSm2vMf5Uov57o2QjLhLm7r1ZlbvNe/2sSo8EnD9o2801U8sKKQ3G15K0cRO0RDqj9b+LfZhtfdz9UQ3vOLeL5Ir0uEabVaqzLV8xz/aQkmdN5pxLVBjb0C5X/WRPhwuQEBypKrlLAWnYuTqBa2e5SmZISMyEbbi9rtQ+6D4c+/NNBL3XmYgIt7xkZWiPRtIoq1NKXuo16j+/Es4P+GKewWYGal5PDX3QQrO+mpkxElG29EamQzoNUTzl5aKmoYYgzZIuANDvXmM8dU+UyNdYk3uDYi+trL6KcHGjDeFSDEqNpEI3vH+lfP4U+nxJXkEYkSsjHCH/TL0j+I4D/VcQ/8A2EH/AEy9I/iOA/1XEP8A9hENwJN1aMAY0Abl1fwv45q2xkWizO2nMW8jCFkD01Gq+IKcRRA9F8K77mBAvggtN7+ju3fOItnkr0RzDindFYvMvOTDsthxOOneXgpmnQKInfO6IoIonQKQ4YN3T2MybZNtSGDUMrlNyXnScXb1hnESibEpTm9NVWxlquapDHT/ALiNdLE6/ZY52AzVuJioq7c2Dpe+Q0Fu06rprhFmxcA5Ro8wmOtQbdlDvBpfLRC9UUppjjwuYlKyiZiPWuu5vgmxl3SaHovI0Iumgp1kitpjh8xVxxx0peQvdpeWqmM1FUk/xjkuiFs6aTSTazpI0bymZrch250ULaIaLaglRERdiInRHn9Lyfma5zpbaG2e8r2qHlDTU8bI476i5tuyv8Ldy6p0SZtETzXARtb3NIWTLNx80fZ2xVXdBt240VvxKVX6zo/3RFpLhuxFpFQJeQoS12tvrtpT4xEc0y4QJrFZrvuYalgPVg1a0DqBaCmo7DdJa5y5eiH8NwaogqDI+1rW1TeK47TVDLMvrwSmCI57vO9UPUX3oPd53qh6i+9Gj5sqg9sjUjgiOe7zvVD1F96D3ed6oeovvQc2Ue2RqRxisR33dd6oeovvQe7rvVD1F96Dmyj2yNSKCI77uu9UPUX3oPd13qh6i+9BzZR7ZGpFBEc93XeqHqL70Hu671Q9Rfeg5srntkakcERz3dd6oeovvQe7rvVD1F96Dmyj2yNSOCI57uu9UPUX3oPd13qh7Jfeg5so9sjUhgiPe7jvVD1F96D3cd6oeovvQc2Vz2uNSGCI77uu9UPUX3oPd13qh6i+9BzZXPa41IowsR73dd6oeovvQe7jvVD1L96O82Ue1xqQxqqQwe7jvVD1F96D3bd6oepfvQc2UGrYpCLhDukQ+aRDHok27+le9s/3xGfdx3qt+ovvQe7bvVD1F96DmUoV9tCVKRxJ/wDSufa+1GyYu/8ApfqB+6Ip7tudUPUv3ox7sudUPZL70c5hvAJXSso0e7zP1TXBBBEhU6IIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQv/2Q==", - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "#a 5 minute overview of FIRE\n", "YouTubeVideo('8si7cqw9wm0')" diff --git a/fire-101/investing.ipynb b/fire-101/investing.ipynb index 7129b09..a2d4b1f 100644 --- a/fire-101/investing.ipynb +++ b/fire-101/investing.ipynb @@ -12,7 +12,9 @@ "source": [ "# Investing\n", "\n", - "
⚠️ Warning I am NOT an accredited financial advisor
\n", + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh\n", "\n", "## Before investing\n", " - Payoff debts\n", @@ -105,6 +107,7 @@ " * **GW 403(b) Supplemental Retirement Plan**\n", " * **GW 401(a) Retirement Plan for Faculty and Staff**\n", " * GW 457(b) Deferred Compensation Plan & GW 457(f) Restoration Plan\n", + " * HSA\n", " * Online broker (Vanguard, Schwab, Robinhood, etc.)\n", " * **target age retirement fund**\n", " * **index funds**\n", @@ -146,10 +149,19 @@ " * 401k matching\n", " * **403(b) with 401(a) funding plus matching**\n", " * Employee Stock Purchase Plan discounts\n", - " * HSA and other tax free options\n", + " * **Tuition Remission & Exchange**\n", + " * **HSA and other tax free options**\n", + " * **Dependent Daycare**\n", "* For advanced users only\n", " * Gaming the system with reward credit cards\n", - " \n" + "\n", + "
Mentimeter Question https://www.menti.com/alohp2v13yqh
\n", + "\n", + "### GWU benefits links\n", + " * [Retirment Plans](https://hr.gwu.edu/sites/g/files/zaxdzs5691/files/2023-12/2024_4_plan_brochure.pdf)\n", + " * [Tuition Benefits](https://hr.gwu.edu/tuition-benefits)\n", + " * [HSA](https://hr.gwu.edu/hsa)\n", + " * [Dependent daycare](https://hr.gwu.edu/dcfsa)" ] }, { diff --git a/fire-101/mentimeter.ipynb b/fire-101/mentimeter.ipynb index bf1a420..3380ca2 100644 --- a/fire-101/mentimeter.ipynb +++ b/fire-101/mentimeter.ipynb @@ -19,7 +19,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -37,7 +37,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -47,21 +47,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "text/html": [ - "
" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Mentimeter(result ='https://www.mentimeter.com/app/presentation/al3bon1eofr38siunek3o1ykwqqkf18w'\n", " ).show()" @@ -83,6 +69,31 @@ "
" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "
\n", + "\n", + "----------\n", + "
" + ] + }, { "cell_type": "markdown", "metadata": { @@ -97,13 +108,6 @@ "## Citations\n", "Cumby, James & Degiacomi, Matteo & Erastova, Valentina & Guven, Jonna & Hobday, Claire & Mey, Antonia & Pollak, Hannah & Szabla, Rafał. (2023). Course Materials for an Introduction to Data-Driven Chemistry. Journal of Open Source Education. 6. 192. 10.21105/jose.00192. " ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/fire-101/spending-less.ipynb b/fire-101/spending-less.ipynb index a1a6464..d950dff 100644 --- a/fire-101/spending-less.ipynb +++ b/fire-101/spending-less.ipynb @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -45,7 +45,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": { "editable": true, "scrolled": true, @@ -155,7 +155,10 @@ "### Does that thing really make you happy?\n", "- The concept of badassity.\n", "- The challenge of consumerism\n", - "\n" + "\n", + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh" ] }, { @@ -221,7 +224,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -231,23 +234,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "df1b77948d5349859aa33fae22f1c8a8", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Play(value=1, description='Press play', interval=500, max=20, min=1), interactive(children=(Int…" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "fs_rn_res = widgets.interactive(fs_rn_output, i=fs_rn_investment)\n", "widgets.jslink((fs_rn_play, 'value'), (fs_rn_investment, 'value'))\n", @@ -272,7 +259,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -321,7 +308,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": { "editable": true, "slideshow": { @@ -331,88 +318,7 @@ "hide-input" ] }, - "outputs": [ - { - "data": { - "text/html": [ - "
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AgeMattress 0%Bank/CD 4%Stocks 7%
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4060$299,301$756,481$1,668,663
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" - ], - "text/plain": [ - " Age Mattress 0% Bank/CD 4% Stocks 7%\n", - "0 20 $7,300 $7,300 $7,300\n", - "10 30 $80,300 $101,956 $122,280\n", - "20 40 $153,300 $242,070 $348,464\n", - "30 50 $226,300 $449,474 $793,403\n", - "40 60 $299,301 $756,481 $1,668,663" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df20.iloc[::10, :]" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "metadata": { "editable": true, "slideshow": { @@ -649,8 +392,11 @@ }, "tags": [] }, - "outputs": [], - "source": [] + "source": [ + "
Mentimeter Question
\n", + "\n", + "https://www.menti.com/alohp2v13yqh" + ] } ], "metadata": {