{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from functools import partial\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# To look at the signals with.\n", "class Scope():\n", " def __init__(self, rate):\n", " self.ts = 1 / rate\n", "\n", " def __call__(self, samps):\n", " fig, ax = plt.subplots()\n", " ax.grid(True)\n", " xs = np.arange(len(samps)) * self.ts\n", " ax.plot(xs, samps)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Signal generator.\n", "class Sinusoid():\n", " def __init__(self, rate, freq, amplitude=1.0, phase=0):\n", " self.rate = rate\n", " self.ts = 1 / rate\n", " self.A = amplitude\n", " self.w = 2 * np.pi * freq\n", " self.ph = phase\n", " self.n = 0\n", "\n", " def feed(self):\n", " r = self.A * np.sin(self.w * self.n * self.ts + self.ph)\n", " self.n += 1\n", " return r\n", "\n", " def __call__(self, samps):\n", " return np.array([self.feed() for i in range(samps)])" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def dc(volts, samps):\n", " return np.ones(shape=samps) * volts" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "class RC_filter():\n", " def __init__(self, sample_freq, RC):\n", " self.k = 1.0 / (RC * sample_freq)\n", " self.y = 0\n", "\n", " def feed(self, samp):\n", " self.y += self.k * (samp - self.y)\n", " return self.y\n", "\n", " def __call__(self, samps):\n", " return np.array([self.feed(s) for s in samps])" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "class QuadratureMixer():\n", " def __init__(self, tune, RC, oversamp=100):\n", " self.rate = oversamp * tune\n", " self.tune = tune\n", " self.oversamp = oversamp\n", " self.scope = Scope(self.rate)\n", " self.filt_I = RC_filter(self.rate, RC)\n", " self.filt_Q = RC_filter(self.rate, RC)\n", "\n", " def sample_rate(self):\n", " return self.rate\n", " \n", " def freq(self):\n", " return self.tune\n", "\n", " def cycle(self, sgen):\n", " qtr = self.oversamp // 4\n", " filt_I = self.filt_I\n", " filt_Q = self.filt_Q\n", " \n", " I1 = filt_I(sgen(qtr))\n", " Q1 = dc(volts=filt_Q.y, samps=qtr)\n", " \n", " I2 = dc(volts=filt_I.y, samps=qtr)\n", " Q2 = filt_Q(sgen(qtr))\n", "\n", " I3 = filt_I(-sgen(qtr))\n", " Q3 = dc(volts=filt_Q.y, samps=qtr)\n", " \n", " I4 = dc(volts=filt_I.y, samps=qtr)\n", " Q4 = filt_Q(-sgen(qtr))\n", "\n", " I = np.concatenate([I1, I2, I3, I4])\n", " Q = np.concatenate([Q1, Q2, Q3, Q4])\n", " \n", " return list(zip(I,Q))\n", "\n", " def __call__(self, sgen, cycles):\n", " cycles = int(cycles)\n", " vv = np.array([self.cycle(sgen) for i in range(cycles)])\n", " return np.concatenate(vv)\n", " #I = np.concatenate(vv[:, 0])\n", " #Q = np.concatenate(vv[:, 1])\n", " #return I,Q" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Convenient units.\n", "MHz = 1e6; kHz = 1e3; Hz=1\n", "uF = 1e-6; nF = 1e-9; pF = 1e-12\n", "usec = 1e-6; msec = 1e-3; sec = 1\n", "ohms = 1" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [], "source": [ "# Set the radio to tune a 5-MHz signal.\n", "EnsembleRX = partial(QuadratureMixer, RC = 26.5*ohms * 0.047*uF)\n", "rx = EnsembleRX(5.0*MHz)\n", "rate = rx.sample_rate()" ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Feed in a carrier 1 kHz above 5 MHz.\n", "# We get two 1-kHz outputs in quadrature, as we should.\n", "IQ = rx(Sinusoid(rate, freq=5*MHz + 1*kHz), cycles=rx.freq()*1*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "data": { "image/png": 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wcetidxlkO3/9ERZmR6CFcncGrrvD1yB5PHTu598+/dLho/+Fk0V2NFqwamttvftfZofD+tJ3im12yvs8tKZKsMnlixftUNiOPX3HBZsMnUgMVaft2mIDvnHm5El3vSfbFQV2f6iJQTnkqr/A5b9l1erVXDw5iH+i8Kjg+kXqVl593Y+rz4aMuz3wW+euQ+xEvP2fEh49NfBlwE8ds6N8Jt7rf2c72BN0j9GhnaCP5dqZ7Zc9GtjdYdJYezV5+njwsQ9uth2/Vwaw3EWK6zUu+MI2+QVr72o4fsD/tvveF9lm4dyVoSeGnUuh/BiMvc132fg+tilr90rfAwP8kbXArkjsayh2eKSt5+6PbAJ3qhkrRH4lBhGZAfwVCAeeNcb8wUuZWcCjgAE2G2NucW3vCTwLpLgeu8IYs9eJg2/1RCCqLbXhMc33GdRg5zLctTr4Iasi/l81uwuPtLHXP8tknoU1wYUPqlkmOQ3W/tWOAmuorboxW+YDYpf3CCjuWMCENkx38zx7ERDI3WGPUYDYPqxQEsOW1+3d1sAr/Csf08FOaHRipM7m1+3Q277p/pXvN9W+TsEOJHG36WU7/NafYeD9ptp+kGO5/t/RNTGfiUFEwoE5wDQgH1gvIouNMdluZVKBh4FJxphiEXHv/X0R+K0xZoWItAOaaN1m1ay6jzg7ca/8M+SuJCcnh/79A+g0r9MhyftsY1/qRoE9Nc5e0QbqRCH0vQTikgLbr8cY+z1/AzAm8Lg1VbbZb8AMO3DAX9Ht7d8plLukypN2wtrQawNLpkljQ5/1fbIIdi2DC3/U8Ppf9fW+CDb8Bw5luRJjkIr32VWIp/7SvzsA92as8yUxAOOBHGNMLoCIzANmAu6Dfu8A5hhjigGMMYddZYcAEcaYFa7tZQ4eu2qNEodA4hDyKzLoPyG9+eL2nWI7EUO5Sxrvo1nBm9h4e+W58TmGRH4AR54PbP/TpXDqaHB3SUljYPuS4Js4tr9nZ7YHPBQ7zc5SDmXp8awFNpGPCKDeX/VhbQwtMdR9sJS/d4ed+9l+r32f2CbWc4A/iSEJcF9uMR+oP+h2AICIrMU2Nz1qjFnq2l4iIguAPsAHwEPGmGZc9F0pB0TF2uWxz4axt8Kml2h7ch8cOhL4/n2n2OGYgUpKs00iK3/n/9Bed1++aTt9G5pl3WBct7kyJAceF+ychMTh0G2Y//t07GWXfz/whe9RTA0xxsbudVHjnc7uRGyTYaiDDBzkT2LwdqlQfyB5BJAKpGNfydUiMsy1fTIwGtgPvA7cCnjMPxeRO4E7ARITE8nIyPD3+M9QVlYW0v7nI61zSzcChv2JsrIy2rUL4gQNsOaTgHdpcyqGcRJJ2Ko/BhcT2N33e+StCvAzS0wtF4W3pXjty0THTyHz7S0B7R5ZdZyhBzaS0+/75Af4Hhke05uYnR+zPsj3VvvjOxh7bDfbu3yDwgCeI6Uinn7Fe1m7fDFllWFn/b3tT2LIx3Yc10kGCryUWWeMqQL2iMgObKLIBza5NUMtBC6kXmIwxswF5gKkpaWZ9BDmIWRkZBDK/ucjrXPrcFbqPP16u+R5UIR+UbEE1WpeMIkuu5bT5einwYUOi6T/Nf9N/0BnjMvnsPJ3pI8dFNyAjuULISKGQdc+yKCYOP/32xMOuS8wqXcMGQVRZ/297U9iWA+kikgf4AAwG6i/hsJC4GbgeRFJwDYh5QIlQCcR6WKMOQJMBRxY+U0p1SwiooCo5o977T/hcDabMjMZPSqI9v52icEtI5LkGgX2xMDA960z9Do7TycQPUbbT2Y8sBEkwKa3JuAzMRhjqkXkHmAZtv/gP8aYLBF5DNhgjFnsemy6iGQDNcADxpgiABG5H/hQRATYCPyrieqilGopYuOh90WU7q22o4WaS990uxpAZbDjZASGXhP4btHt7OTHAxsh+TxIDADGmCXAknrbHnH72QD3ub7q77sCOEtjG5VSKgBh4XYtq7Nh+A3OrmgbAp35rJRS54LJP7ffz4FBFfp5DEoppTxoYlBKKeVBE4NSSikPmhiUUkp50MSglFLKgyYGpZRSHjQxKKWU8qCJQSmllAdNDEoppTxoYlBKKeVBE4NSSikPmhiUUkp50MSglFLKgyYGpZRSHjQxKKWU8qCJQSmllAdNDEoppTxoYlBKKeVBE4NSSikPmhiUUkp50MSglFLKg1+JQURmiMgOEckRkYcaKDNLRLJFJEtEXnXbXiMima6vxU4duFJKqaYR4auAiIQDc4BpQD6wXkQWG2Oy3cqkAg8Dk4wxxSLS1e0pyo0xoxw+bqWUUk3EnzuG8UCOMSbXGFMJzANm1itzBzDHGFMMYIw57OxhKqWUai7+JIYkIM/t93zXNncDgAEislZE1onIDLfHYkRkg2v7NSEer1JKqSbmsykJEC/bjJfnSQXSgWRgtYgMM8aUAD2NMQUi0hf4SES+NMbs9gggcidwJ0BiYiIZGRmB1cJNWVlZSPufj7TOrYPWuXU4F+rsT2LIB1Lcfk8GCryUWWeMqQL2iMgObKJYb4wpADDG5IpIBjAa8EgMxpi5wFyAtLQ0k56eHnhNXDIyMghl//OR1rl10Dq3DudCnf1pSloPpIpIHxGJAmYD9UcXLQSmAIhIArZpKVdEOolItNv2SUA2Simlzlk+7xiMMdUicg+wDAgH/mOMyRKRx4ANxpjFrsemi0g2UAM8YIwpEpGJwD9FpBabhP7gPppJKaXUucefpiSMMUuAJfW2PeL2swHuc325l/kEGB76YSqllGouOvNZKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDX4lBRGaIyA4RyRGRhxooM0tEskUkS0RerfdYBxE5ICJPOXHQSimlmk6ErwIiEg7MAaYB+cB6EVlsjMl2K5MKPAxMMsYUi0jXek/zG+Bj5w5bKaVUU/HnjmE8kGOMyTXGVALzgJn1ytwBzDHGFAMYYw7XPSAiY4FEYLkzh6yUUqop+ZMYkoA8t9/zXdvcDQAGiMhaEVknIjMARCQMeAJ4wImDVUop1fR8NiUB4mWb8fI8qUA6kAysFpFhwLeBJcaYPBFvT+MKIHIncCdAYmIiGRkZfhyWd2VlZSHtfz7SOrcOWufW4Vyosz+JIR9Icfs9GSjwUmadMaYK2CMiO7CJYgIwWUR+DLQDokSkzBjj0YFtjJkLzAVIS0sz6enpwdQFgIyMDELZ/3ykdW4dtM6tw7lQZ3+aktYDqSLSR0SigNnA4nplFgJTAEQkAdu0lGuM+ZYxpqcxpjdwP/Bi/aSglFLq3OIzMRhjqoF7gGXANmC+MSZLRB4TkatdxZYBRSKSDawEHjDGFDXVQSullGo6/jQlYYxZAiypt+0Rt58NcJ/rq6HneB54PpiDVEop1Xx05rNSSikPmhiUUkp50MSglFLKgyYGpZRSHjQxKKWU8qCJQSmllAdNDEoppTxoYlBKKeVBE4NSSikPmhiUUkp50MSglFLKgyYGpZRSHjQxKKWU8qCJQSmllAdNDEoppTxoYlBKKeVBE4NSSikPmhiUUkp50MSglFLKgyYGpZRSHjQxKKWU8qCJQSmllAdNDEoppTz4lRhEZIaI7BCRHBF5qIEys0QkW0SyRORV17ZeIrJRRDJd23/o5MErpZRyXoSvAiISDswBpgH5wHoRWWyMyXYrkwo8DEwyxhSLSFfXQweBicaYChFpB2x17VvgeE2UUko5wp87hvFAjjEm1xhTCcwDZtYrcwcwxxhTDGCMOez6XmmMqXCVifYznlJKqbPI5x0DkATkuf2eD1xQr8wAABFZC4QDjxpjlrq2pQDvAf2BB7zdLYjIncCdAImJiWRkZARWCzdlZWUh7X8+0jq3Dlrn1uFcqLM/iUG8bDNenicVSAeSgdUiMswYU2KMyQNGiEgPYKGIvGmMOeTxZMbMBeYCpKWlmfT09MBq4SYjI4NQ9j8faZ1bB61z63Au1Nmfpp18IMXt92Sg/lV/PrDIGFNljNkD7MAmiq+47hSygMnBH65SSqmm5k9iWA+kikgfEYkCZgOL65VZCEwBEJEEbNNSrogki0gb1/ZOwCRs0lBKKXWO8pkYjDHVwD3AMmAbMN8YkyUij4nI1a5iy4AiEckGVmL7EoqAwcBnIrIZ+Bh43BjzZVNURCmllDP86WPAGLMEWFJv2yNuPxvgPteXe5kVwIjQD1MppVRz0eGjSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIe/EoMIjJDRHaISI6IPNRAmVkiki0iWSLyqmvbKBH51LVti4jc5OTBK6WUcl6ErwIiEg7MAaYB+cB6EVlsjMl2K5MKPAxMMsYUi0hX10OngO8aY3aJSA9go4gsM8aUOF4TpZRSjvDnjmE8kGOMyTXGVALzgJn1ytwBzDHGFAMYYw67vu80xuxy/VwAHAa6OHXwSimlnOfzjgFIAvLcfs8HLqhXZgCAiKwFwoFHjTFL3QuIyHggCthdP4CI3AncCZCYmEhGRoafh3+msrKykPY/H2mdWwetc+twLtTZn8QgXrYZL8+TCqQDycBqERlW12QkIt2Bl4DvGWNqz3gyY+YCcwHS0tJMenq6v8d/hoyMDELZ/3ykdW4dtM6tw7lQZ3+akvKBFLffk4ECL2UWGWOqjDF7gB3YRIGIdADeA35pjFkX+iErpZRqSv4khvVAqoj0EZEoYDawuF6ZhcAUABFJwDYt5brKvw28aIx5w7nDVkop1VR8JgZjTDVwD7AM2AbMN8ZkichjInK1q9gyoEhEsoGVwAPGmCJgFnAxcKuIZLq+RjVJTZRSSjnCnz4GjDFLgCX1tj3i9rMB7nN9uZd5GXg59MNUSinVXHTms1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPGhiUEop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTy4NfqqkoppXx7e1M+uw+fDHr/bnExJDt4PMHSxKCUalGqamrJKjhOTW39TyD2T0xkGEO6d0DE26caN+zw8dPcN38zAGEB7ltnVEpH7h0c1K6O0sSglGpR/vnxbh5fvjOk53jpB+OZnNoloH2WZRViDKz42cWkJrYPOnZGRkbQ+zpFE4NSynG1tYab5n7KzkNlQT/HVSO6M61T4Pu9u+Ugw5PiuP/ygQHvW1Nby+0vbGD9nmMBJ4alWYX07dKW/l3bBRz3XKOJQakWbNehE/xzVS61QTarREeG8+DlA+nUNiqg/TLzS1i/t5hpQxJJ6tgm4Lgb9xWzOLOAS9MDi7v36Em2F57gV1cN4ZIBgZ3Y6wxIbE9mfmlA+xSfrGRd7jHuurhvwE1Q5yJNDEo1gy35JewrOhX0/kN7dAhqv3+uymVR5gG6xcUEvG9tLRwoKWdUShw3jesZ0L7LthYSGS48fuNI4tpEBhz7jQ15PPDmFgpPBrbvsqxCAC4fmhhwzDqjUjry/tZCjDF+n+Q/2HaImlrDjGHdgo57LtHEoFqV01U11Jrgrp7Dw4ToiPCA9ztxuoobn/mUiuraoOICDOrWnodGBbZPVU0tH2w7xFUjevCXmwLcGdscNOqx5WTmlXLTOP/3M8awNKuQif0SgkoKYE/OAHtKawLab2lWIcOT4kjuFBtUXICRKR2Ztz6PfUWn6J3Q1r+4WwtJ6tiG4UlxQcc9l2hiUK1G3VVosCLChDd/NPGrk5a/Vu44QkV1LU/dMppB3QLvlHzls/08/8leyqsDO9l9vucYJaequHxocFexYWHCyJSObM4rCWi/7YUn2Fd0ih9e0i+ouAB9u7SjXXQEuaX+J9N2XdfaAAAYKUlEQVTC0tNs2l/C/dMHBB0XYGSyfX0355f4lRiKT1ayatcRvjehd4toRgJNDOoseHRxFtsLjwe9/6WDEkkNYr+3vsgnuVMbvnNhr4D3rTGGPy7dwdqcowEnhmVbC+nSPporhnUnLCzwE8fFA7rw3Nq97A3gJAn2KjYmMizotnawJ8mnP95NeWUNbaL8u1taurUQEZg2JPjmnPAwYXhSHLlHi/3e570vDwIwY1j3oOMCDEhsR2xUOOv3HmPmqCS/4lbVGK4Z7bvs+cKvxCAiM4C/AuHAs8aYP3gpMwt4FDDAZmPMLa7tS4ELgTXGmKscOm4VoqKyChZmFoTQKRnGrLQUYiIDa1rZfaSM5z/ZS2rXdgF3aALkHTvF0x/v5omLArumKSqr4PM9x7hnSn/uCvJK9s2N+WQGePV8uqqGlTsOc83opKCSAnx9BRtIs0ptrWFZViHpA7r6fUL3GjulIzW1hqyCUtJ6x/ssb4xhyZcHGdc7noR20UHHrYv9+Z4iv5PSoswDDEvqEPKooIjwMC7s25k1u476VX5R5gH6d20XdD/Qucjnf5eIhANzgGlAPrBeRBYbY7LdyqQCDwOTjDHFItLV7Sn+BMQCdzl65C1E6akqjp6sCHr/7kF0KgI8nbGbZ9fsCTouQPuYCK4dHdg8zbrOwRe+P54eQYxWeXndPn65cCtHywM72X2w7RC1Bi4PoXNwVHJHVuccDahTcvWuo5yqrGFGkM05APFto+gZH0tuqf/vk015xRw+URFyZ+jIFNtmnplX4ldiyD54nF2Hy/jNNcNCigswoV9nnvl4N5/tKSJ9YNdGy+4+UsaW/FJ+eaUzs8Mmpybw0fbD5B07RUp8w014+cWnWL+3mAcuH9himpHAvzuG8UCOMSYXQETmATOBbLcydwBzjDHFAMaYw3UPGGM+FJF0x464BamsruXSP3/M0bLgE8O43p24e1Bg+9R1Dl4yoAtzvjUm4Jg1tYYJv/+QzXmlgSeGrYWMTI4LKinA152SgbQ9g23eSO7UhiHdg7+qG5nSkQWbDlB4/DTd4/w7/mVZhXSIieDCvp2DjlsXe+2Og36XX5RZQHREGJcObvyE6kvX9jH07hzLp7uLuH1yX7/iRoQJVw4PrTkHYHzveCIE1uw66jMxLNp0gDCBb47sEXJcsIkBbGK/5YKGR2QtyiwA4GqH4p4r/EkMSUCe2+/5wAX1ygwAEJG12OamR40xSx05wmbwSc5RfrVoK0G2qhAdEcacb42hX5fAbmHX5RZxtKyCe6f2D+r2d1lWIcuzDlGZGthJNqvgOPnF5dw7tT/tooPrZhqWFBdws0pBSTmb80t5cEbgE4/qDOzWnqiIMHIDaFY5frqKtTlFfHdCr5Cu6ka6klLm/hK6D/f9Nz9dVcOyrEKmDUkkKiK09SpHp3Tknc0FPq9gwY5GenfLQS4bnEj7mOBGBbm7KDWBt784QGV1baP1qKk1LM4sIH1gF+KDaCasr01UOKmdwliT03iTjjGGhZkFTOyXQGKH4O6g6+vXpR3d42L4eOfhBhNDTa3htc/3c0GfeJ+vyfnGn7OCt/+k+qfQCCAVSAeSgdUiMswY49eZQ0TuBO4ESExMDGlKeFlZWcD7P7XpNIUlNQxPCLwtttbA54U1/OvdT5nRJ7B/wuezKogOh+HhBUSVBH7C6hdRTXWtYcehk0QFUOcFuyoRoE3xbjIycgOOCxBvKvkgv4oPPlpJhJ9t5yv2Vdl9T+4nIyM/qLgAPdtBzrEqv1/nTwqqqaypJbHqIBkZh33v0ICqWkOEwMK1W2hTtMNn+Q2F1Zw4XU3fsKMhL3MQXWbvkP793lrSUxp/n20+Us2xk5X0jzzmyPIKnSqqOVlZw3OLVzIwvuH/kW1FNRQeP821fYxjyzoM6FDDor0nWLj0IzrGeE9K24pq2H/sNNOTqh1dTmJYx2o+3HaI91aspG3kme/xLw5Vk19cwcxetY7GDeYc5jR/EkM+kOL2ezJQ4KXMOmNMFbBHRHZgE8V6fw7CGDMXmAuQlpZm0tPT/dnNq4yMDALZv7yyhh99uIIbxvYKul100h8+oiy6I+np/jfL1NQa7l/zIZcN6cL0SwNvzgEYVHqav2/6kMLKaO4NoM6/2/Qx4/u05+rpE4KKC1AWX8DSvZtIHDCG4cn+jd1++p+fktq1ktlXXhJ0XICPT2Txyrq9TJp8MZHhvq/En/vP5yR1LOMHM6cE3QFcZ1zOOvadqiQ9/WKfZV97aQMJ7Ur44bVTifDjOBtjjOFP69/nSFhnn++zt+dtomPsEe6+bmrIdyoAo8urmJO5nLJ2yaSnN3y39878zbSNOshPrp8SUoe3u/wTH7Fobzkl7ftwzaQ+Xsu89tIGOsXWcP+sqQEPhmhMQmopK/6+huL2fbnSy0i2Z+Z+So844Wc3Tgn59XUX6DmsKfhTm/VAqoj0EZEoYDawuF6ZhcAUABFJwDYtBXcp2sxW7TpCeVVN0GO9wbZ7b84PrFll0/5ijpZVMD2EGZrd4mJI7BAdULNK7pEydh4qC71T0jVSJjPPv+GEB0vL+XzvMa4aEXpb7AV94qmswa+mrKNlFazJOcrVo3qEnBTANqtsLzzBkRON9wuVnqpi5fYjfHNkd0dOGiLC0M7hrN19tNFVQ09WVLM86xBXDO/uSFIAiGsTyZienViRfQjTwOTAorIK3tlSwLVjkhxLCgDJ7cMY2qMDb31xwOvjecdOsSL7EDeP7+loUgA723xQt/a8sSHvjHp/vPMI63KPcfvkvo4mhXOFzxoZY6qBe4BlwDZgvjEmS0QeE5GrXcWWAUUikg2sBB4wxhQBiMhq4A3gUhHJF5HLm6IiJacqeeqjXew7HthMyWVZhcS1ieSCvr5HXDRkZEocecfKKQqgE3np1kKiwsOYOii0zsGRyR0D6oh9Z/NBRAgpEQIkd2pDYodo1u055lf5xZkFGAMzR4WeGCb0S0CA1TuP+Cz77uYCamoN1/gxHt0fF7sWVlvro937/a0HqaypdSwuwLCEcEpOVTV6EbJg0wHKq2q4Yayzq/rPHNWD7YUnyCrwPv9k3vo8Kqtr+d6E3o7GBbhhbDJfHij1Ovfl7x/tIjxM+HYQc1N8ERFuuaAnm/NLWZtT9NX2qppafr9kGz3jY5sk7rnAr1RnjFlijBlgjOlnjPmta9sjxpjFrp+NMeY+Y8wQY8xwY8w8t30nG2O6GGPaGGOSjTHLmqQiYcITK3ay6bD/iaGqppYPsg9x6eCufjVJNKTu6nmLnwtv1dYa3t9ayKT+nUPuHBzVsyOHThmfV7BgmyMWZR5gfO/4oEcF1RERJvVP4JOco37NhViYWcDIlI5+LzHQmLg2kfSJC2O1j5NzXdxB3dozMIgZx94M7dGBTrGRrNrVeFKatz6Pvl3aMsLPZjZ/jOwSTnREGAs3eb96Nsbw/No9jEiOY3SAk/B8+ebIHkSFh/HWF2f2DZ2qrOb5T/ZyUf+EkJabbsjMUUlERYTx3Jq9Htu3Fx7njY35fHdC75Dfzw25aVwKSR3b8MiirRw/XYUxhj+8v53thSf4nysGO3ZXdq5pMbXqEBPJoG4d2Fnsf2L4dHcRx09Xh3z1PCwpjjCxzUP+2LCvmAMl5VztwNXzpH52WN0nu32fJL88UEru0ZOOzdCcnJpA8amqBq8i6+w8dIJtB49zjQP1rTM0IZzNeSWUllc1WCbncBmZeSWOzkgNCxOmDOrKiuxDnK7y/l7LzCshM6+E714Y2iio+mIjhcuHdmNRZgEV1WfGzth5hN1HTnLrROeXZugYG8VlQ7qycNMBTlZUezz2r1V7OHKigp9NC2Y+um/xbaP41gU9efOLfLa47pYqqmt4eMGXtI+O4N6p/ZskLkB0RDiP3ziS/cdOMfOptdz8r3X8e80evjehV4tZMM+bFpMYAMb37kROSS1VNf41rSzKLKB9TERISwYAtI2OYHhyR9buLvJdGDtTsk1kONOHhP7GGpYUR9tIO97al4WbCogKD+OKEJcMqDOpv2usd07jV89vbzpAeJg40r9QZ0RCOLUGPtx2qMEyL366l6jwMMebVW4Yk8yJ09Usz/Ye+/m1e2gbFc71DscF26xSWl7F8izP2DW1dsmO5E5tuHKEM69vfbdP7kvxqSr+tfrr7sP9Raf456rdzBjajbG9gm+O9eWnlw6gS7to7nhxA/PX5/GD5zewaX8Jv79uBB1jQx8a25gJ/Trz/G3j6RATweHjFTz8jUH8+ptDmzTm2daiEsM4V6dkto8rWPh6jPk3hnVzpNNqcv8EMvNKOH664StYsJPa3vvyINOGJNI2yDkE7sLDhMHx4azZdbTBjkGwJ453ttgx5nGxoY9tBzv5aVC39mRsbzgxnK6qYf76PKYM7EKX9qEtkeCuX8cwesbHem3aALui6Vsb87lqZPeQl2ao78K+nUnq2IY3N54Ze+ehEyzeXMDs8T0dmUNQ36T+CfTuHMuclTkendBvbcxn28HjPDhjUFArwPpjTM9OfHNkD+aszGFF9iH2F53i9hfXEx4m/PKqpv08yrjYSF74/niiI8J58K0tbNh3jP+7fniTJcH6LkpNYNE9F/HR/encdUk/RwYynMtaVmJwTdlfv9d3h+gH2w5RVlHt1yJZ/rgoNYGaWsOnPu4aVu08QsmpKq4Z7dzV87CEcAqPnybncMOflvXhtkMcOVHBdWOcvYr95sgefL73GHnHvH/WwHtbDlJ0spJbJ3ofahisMBGuG5PEJ7uLOFBSfsbjL3yyl5OVNdw6sbejccE2J90wNpnVu46c0SH6f+9vp21UBHdPaZrmjfAw4efTB7K98ARzVuYAsO3gcR57N5txvTtxlQMzjhvzvzOHkdq1PXe8uIGL/7SSA8Xl/PPbY0Na5tpfA7u154P7LuH9/5rM+l9cFvBnRCj/tajEkNghhq6x4nPECNhmpK7to0NeqqDOmJ6diI0K97nw1psb84lvGxXwxwY2ZmSXcMIEFm+uP73ka89/spcecTFcFuISCfVdOzoJEbxeudfWGp5ds4f+Xdsxqb8zf2d3149Jxhh49bN9HtuPllXwzMe5TB+SyIhkZzth69w2qTftoiP49aKsr67cF3yRz4fbD3P31P6OzPxtyFUjunPNqB78ecVOrv3HWq79x1rax0Tw5OzRTX4lGxcbyYIfT+QP1w3n4W8MYvl9lzDR1aTYHKIiwhjcvUOT3I2pr7WoxAAwqks4a3cXUVavg8zdsZOVZOw4zNUjexDu0D9SVEQYk/onsDy7sMFx5gdKylmeXcistJSQRkHV1ykmjMmpXVjwxQGvI4R2FJ7gk91FfOvCXo6Pue7RsQ0T+3XmzY35VNfr21m8uYBtB49zz5T+TbLAWEp8LFcO785za/dS4HbX8Lsl2yivquHBGQEuIhWAjrFR/OqqIXy25xh3vbSBPy7dzoNvbuGCPvHcfpGzd0f1iQh/unEk900bQK2BK4f3YMGPJwb1EZrBiIkMZ/b4ntx1Sb9mi6maV4tLDGMSI6isrmVVI2Pc563fT1WN4ca0lAbLBOPa0UkcOl7R4NouL6+zV7bfmeD82OfrxyZzoKScdblnNmU9vnwH7aIjuHl809x6f3dCb/KLy1ngNgnpZEU1f1q2g2FJHZp0gbH/dp38f/TKF+w8dII/Lt3Ogi8OcHd6vyb/UPZZaSn88srBrN51lH9k7ObSwV351/fSmmXCU2R4GD+5NJVFd0/iiVkj/V7UTyl/tLgP6kntGEan2EhWZNvZn/VV19Ty8qf7mNivs2Nj2+tcOrgrcW0ieWtj/hkjnYpPVvLyun1cPrRbk1xlTR+SSHzbKJ5Zletxa//5nmOsyD7EA5cPbLLmjelDEhnTsyO/XbKNcX3iSe7Uhvvf2MzB0nKenD2qSZs3enaO5cmbRnHPq5uY/pdVAMxKS+a/LgvtU7z8dfvkvnz7wl6crqpp8tExSjWXFpcYwsOE6UO68e6WAsoqqs9YPfS9Lw9SUHqaX1/t/HCz6Ihwrh7Zg9c35HHo+GmPlR7/9tEuTlZUc9+0pjlhxUSG86NL+vHbJdtY8uVBrhjendJTVfz3W1voERfD9xtYZ8YJIsITs0Zx/dOfcOXfVhPXJpKDpaf55ZWDvxoQ0JSmD+3Ghz+/hNW7jpKa2K5ZYrqLiQx3fDkGpc6mFteUBDB7fAonK2t4q95wworqGh5fvoNB3dpz2eDg1yhqzB2T+1LrGlNe58v8Ul5et49ZaSlNMjO0zq2TejMyOY6fvZ7Jb97N5rqn13KguJwnZ492dP0ab/oktOXtH0/kmyN6MCI5jme/m+bX+v1OSYmP5ZYLejZ7UlCqJWpxdwxgF7VL69WJf2TkcMPY5K/mCzy3di95x8p58fvjHet0rq9n51juuqQvc1buplfnWIYldeCht74koV30V+3hTSUyPIznbhvPz+dn8p+1e+gVH8tzt41jfJ/mOVn26tyW/7thRLPEUko1nRaZGESEh68YxA3PfMov3v6SJ2aNYtWuIzyxfAeXD03k4hBnOvvy08sGsLfoFH9esROApI5teO62cUF9xnGg4ttG8dxt46mqqSUiTFrUxw0qpZpHi0wMAGN7xfPzaQN4fPlOMlyTygZ378Afrx/Z5LEjw8N46ubRfH9SH0pOVTKhX2dio5r3T+3kcFilVOvSYhMDwN1T7EdmLs8+RL8u7bhtUu9mO0GLCGN7dWqWWEop5aQWnRhEhBnDujPDoUXjlFKqNdD2BqWUUh40MSillPKgiUEppZQHTQxKKaU8aGJQSinlQRODUkopD5oYlFJKedDEoJRSyoM09gHyZ4OIHAH2+SzYsATA92d7tixa59ZB69w6BFvnXsYYRxaCO+cSQ6hEZIMxJu1sH0dz0jq3Dlrn1uFcqLM2JSmllPKgiUEppZSHlpgY5p7tAzgLtM6tg9a5dTjrdW5xfQxKKaVC0xLvGJRSSoXCGNNsX8AMYAeQAzzk5fFo4HXX458Bvd0ee9i1fQdwua/nBPq4nmOX6zmjnI7RUusMpAArgW1AFvBfLb3Obo+FA5uAd1tDnYGOwJvAdtfrPaEV1Plnrvf1VuA1IKYl1BnojP2/LQOeqndcY4EvXfv8DVdrUYP1DOTNH8oX9h9uN9AXiAI2A0Pqlfkx8Izr59nA666fh7jKR7v+WLtdz9fgcwLzgdmun58BfuR0jBZc5+7AGFeZ9sDOll5nt2O7D3iVABLD+Vxn4AXgdtfPUUDHllxnIAnYA7Rxe95bW0id2wIXAT/kzMTwOTABEOB94BuN1tXfN3+oX66DWub2+8PAw/XKLMN1xYL9dLmjrop4lK0r19BzuvY5CkTUj+1UjJZcZy/1WARMa+l1BpKBD4GpBJYYzss6Ax2wJ8lGrx5bWJ2TgDwg3lX+XWB6S6iz23PciltiwF7obXf7/Wbgn43VtTn7GOpekDr5rm1eyxhjqoFS7O1RQ/s2tL0zUOJ6jvqxnIrhj/O1zl8Rkd7AaOwtqz/O5zo/CTwI1PpZ1zPq4+U5zyhzDtW5L3AEeE5ENonIsyLStiXX2RhzAHgc2A8cBEqNMctbSJ0bO+58H8ftoTkTg3jZZvws49R2J2P443yts91JpB3wFvBTY8xxL2W9OS/rLCJXAYeNMRu9PO7LeVln7NXmGOBpY8xo4CTwkJey3pyXdRaRTsBMbHNOD6CtiHzbS1lvzvU6NyTgc1hzJoZ8bKdmnWSgoKEyIhIBxAHHGtm3oe1HgY6u56gfy6kY/jhf64yIRGKTwivGmAV+1vd8rvMk4GoR2QvMA6aKyMstvM75QL4xpu5u8E1somjJdb4M2GOMOWKMqQIWABNbSJ0bO+5kH8ftKdC2xWC/sFcnudhMXdfJMrRembvx7FSZ7/p5KJ4dN7nYTpsGnxN4A8+Omx87HaMF11mAF4EnW8vrXO/40gmsj+G8rTOwGhjo+vlR4E8tuc7ABdgRSbHY9/kLwL0toc5ux3ArZ3Y+rwcu5OvO5ysarWug//ihfAFXYEe47AZ+4dr2GHC16+cY1x8jB9uL3tdt31+49tuBW4+6t+d0be/reo4c13NGOx2jpdYZO7LBAFuATNdXo2+k873O9Y4/ncCHq56XdQZGARtcr/VCoFMrqPP/ww7P3Qq8VPdcLaTOe7F3D2XYO4W6EU5prvruBp7Cx4ADnfmslFLKg858Vkop5UETg1JKKQ+aGJRSSnnQxKCUUsqDJgallFIeNDEopZTyoIlBKaWUB00MSimlPPx/awlAfRc/XN4AAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Zoom in on the first few cycles to see the RF ripple on\n", "# the sampling capacitor.\n", "rx.scope(IQ[:500])" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Now feed in a 15-MHz plus 1 kHz signal.\n", "# With the radio tuned to the original 5 MHz we\n", "# get good I and Q, but reversed in phase, and attenuated\n", "# by a factor of 1/3.\n", "IQ = rx(Sinusoid(rate, freq=15*MHz + 1*kHz), cycles=rx.freq()*1*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# The RF ripple is bigger in absolute terms also, not just\n", "# in relative terms.\n", "rx.scope(IQ[:500])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The above shows what happens when you use \"third-overtone tuning\"\n", "like is done on the simpler SoftRock Lite with crystal LO.\n", "\n", "It's an interesting option to reduce the gain, perhaps preferable to the 14-dB attenuator the Ensemble II uses for the two low bands. In other words, reduce gain by tuning low and get rid of the attenuator.\n", "\n", "But I'd have to work through that to be sure this is in fact a gain reduction and not an attenuation." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 64, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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Aw3/zdvYLGLeQF6N/4IZ4eXoE3z7AaxEbPygazyl/WqR0j/e+ZKfltP0fb88dxPbD5wAAxcKZtOlLg9tMNSdy9F2qd1w+59guVVGejgCjDQQAVKiVu/lVEg/kHtbT93KiVlGptCNx2+kLmRKVBB8NUsbxjVs+lisE4AWFBF9M/BwA8PvjN8hSkwtjDJER/CdAr0V4yZL3eNvD3gpvdqMNhEHDWwAAnxTji4lREfZETrvj0Q48cO7RSeskKwkicnJQPOMU3zan4JbJvX8CAMblvAUAaFq9nEw1ufz5BDdUxrqbxkOWiQuPlg/K1RFgtIEw6PMZAOCm8HX47O78gU2yGNyF1wfQ7q5esF64tDYMbIFCr6jjSAzZu+lVEoXkpXFVR/EZ7QzhIWdN9b3DA5P+XxW0gTAo7qji1S3eiizo1lC8mONOZs/JCxKVBBEzxZy/CtNLJk6C3zWMilfL6aBpdW4kPhbrbxo3TBMBkDJia2xGGwjBkbOX8HHWrQCA8D8fkawmL6/ezEt862pgHpBlWquRFfvggpwcwsCM4QCACn8/I1lNXow75nHaQHjGHhHb0qiwysqhgTYQgmF/bMFnWeINT02WqsUZw6Pq6LnLcoUEAyv5VOHeuDskC8nLX5sPYxeZovJz1EnEaHbnztKpNwrnRApvy1S3P3WLBLSBECSnnEAGHPnyca6gonj2E2Zyh9yrp5kKZwEv9Xigxq2SheTlWZHSIitGpNZYr9b0RKt4frf1wfx/JStRnNkv8rbvZ3J12IQ2EAAOpJmK83QQmT//fFSOmAIY3YfXrbjrKz3NVCBZGbmb2RFygxzNmGtkRdzxLd+YOViSGteMG8jTk3+W7Do1uUawZxFva7WXq8MmtIEAMPxPnqjvi3sSgBvFF9eYZ1SEe1rzmhSHz+pppgLZ9AtvjWJQivDXZh5jcFOjWKCyKTmfQmU/rypbPHc7M0tPM7nk9D7eRpQoEtNLgDYQAIAlu04CALo1jgWKOb4ouHRakqL8mKeZDp+5JFGJwhiZWzsOl6vDiWdEjMHrfZvwJ0qLFPIbf5akyDU31OERwZNW7pOsRFGSeAwLbnNfazxUKPIG4vh5xxV5bl7+1o/zdlrB5SJl8FpvPs2kUzS7wLzoq5D3knl6KbaMuPi4awpvp9tY4c4D3hW5mUbPDHxZ+KBk82TeXn2LXB02UuQNxNg53CvBSFwGwJFcLWWWBEUFM6AVT+62eq8OmsvHTvFeXX2zXB1OLNvNI7rb1YtxPFmlWQG95VLNVDlRB805cdH0nQuxsqKFYclIGWPdGWMpjLHdjLGhLl5/gDF2gjG2Ufw9YnrtfsbYLvF3vxV6vOH39QcBAH2aV3U8GWla4My+AlUwp/8w1xTQAJjxFG97vCNXhxMv/MqTBo68pZHrDnvVyqRat3I0AGC+rmaYl8Ui51LP9+TqsBm/DQRjLBzAeAA9ADQCMJAx5urbMIWImou/iWLfCgBGAmgNoBWAkYyx8v5q8pRLmY5piYhwp39FPZ6aGf+8YZccj3jkRp5Y8J15OyUrUQyj7GPZaoX3sxkjdqVuZadylHf/xtsf1Aq2Mu6kH9O5v/Ii4muQENq5l5yx4g6iFYDdRJRKRJkAJgPw9FPfDcB8IkojotMA5gPoboEmj/hm2R4AwPNd6+d/8RaRDXTZR3bJ8YinO9cDAPy0SqcAz+WQ+DGLaSBXhxO7j58HAMRXdOFyaxSZycnK/5pEmtVQI4mgUpjcpxGuThoeO7DCQFQDcMD0+KB4zpl+jLHNjLHfGGNGpRRP9w0I787j6w/3t43P/2KZKnbJ8IqyJRzJwbQ7omDuMN4qFrz02l98sfe1Pk3yv2h2k1QoKNPMzqPn3HcqCqz/gbetBsnVIQErzKErh2DnFa6/APxCRBmMsccAfA+gk4f78pMwNgjAIACIjY1FcnKyT2LT09ORnJyMHJN3yfqVy1z2vaFYOUReOYMtv43FqZjWPp0vEDSsEIYdaTkYO3kh2lV3n03SGHOoknhgFQAgedd5YHcyADXGvGQXj3rPObQVyYfzf9Rr1roXtff8iDNf98fGFm/5fT6rxjyoaRQmbM7A/329DK+3LeF+B4nY8T63XzQMYQCWFuuALMmfKds/10Tk1x+ANgDmmR4PAzCskP7hAM6K7YEAvjS99iWAge7OmZCQQL6SlJREREQLdxyluCEz6f++X1Nw530riUaW4X8K8e/RcxQ3ZCbFDZnpUX9jzCHJ+eMu3yPZYz53KdP9e5SVaenny6oxZ2Zle/X5kknA3+ecHKV+A/wdL4C15MXvuxVTTGsA1GOM1WKMRQIYAGCGuQNjzDxf0xvADrE9D8BNjLHyYnH6JvFcwBk1g9/+v9S9kHnrGq3skOI19WJLu+9UVFg5nrc3fyhXhxPfLtsLwM3ny1xLIFudtYhiJoeN85eLuLfcwTW8vaqpXB2S8NtAEFEWgKfAf9h3AJhKRNsYY6MZY0bFlmcYY9sYY5sAPAPgAbFvGoDXwY3MGgCjxXMBZ7/Iv5TPu8SMeZ7YXCREAQxp/x47L1eIbJYKw9DiXrk6nDCS3t3fJr7wjsZi9fJxgRXkJUYG4U+TdssVIpuFo3nbW633xy4siYMgotlEVJ+I6hDRm+K5V4lohtgeRkSNiagZEXUkop2mfb8horri71sr9LjjyFmeqiI6yoMlmK7iAzLruQAq8p4P7uDuiM9NLcJR1eYYFYUqe5FpfauUu89Yrw94u/C1ACrynmeEt9yXi1IlK5HM3iW8rdJcrg5JFJ2QQBPjFvKrolcLCl4y00pkdf13bgAVec8tTXlg39ZDRdjTZIeYyWzUV64OJ1am8pvg1rU8SPlRPi7AanyjQilH6vucohpVfeGkY7uIJOdzpkgaiF9W8xiCftdWd9MTeZP3KVTkxRzYl5Glji5bmSuS8nUZJVNFPl4XuYw8ugAxc2RTANT4TpyI31hTVFO7GNN+N70pV4dEipyBMLu3hod5eFVQ8wbeGumkFaFXU772P3HJHslKJJF+lLcVasnV4cT2I/yurnHVsp7t0O9r3s56PkCKfON1Eb8x6MciGlW9TNQ0b1m0oqfNFDkDseE4v9rufHVlz3fqMZa309XK7jqiF68tYAT8FSlO7+VtcQ9/hG3i7CUfvH4aCl8Ow2NGEYwEgz6NKdgxzxZElpKnQzJFzkD8uYsXtR8lUmd7xFXXBEiNf1Qpq3YQU0Axru66j5Grw4kfV+wFALzYzYu0HxGmUreZFwvuZzPMNO9uzltWJDAWp2snylQhnSJnIA6m8ymmGhW8KElpXqA6f9RiRdaw+3i6bAn2svYb3jbpJ1eHE+/9zd1bH77Ry2kv4y5iy1SLFfnHgOt4Vpz3/y5id6lGks5Or8rVIZkiZSBOnM9w36kgOr3CW8MvWhHe6ccDeF6ZtlWyEhsxl+qMiJKnwwmze2vxYuGF9HRB55G8NariKYJxJzRxaRFb5zKm+6onyNUhmSJlIL5awn26C8zNXxithbvrxp8sVOQ/t17LcxuuSD0lWYmNpCbztk5nqTKc2XDgDACggS+R7jF1LVZjDRWj1THAtqHQNJ9sipSBmLCYG4g7r6vhpqcLokxfeoWKzZvTIlzJLiLZXReIq+2bXperw4lxC3cBAF652YcLEDPn1SrWExnBP2NbD52VrMQm1n/P2+vVckrZceQcRq+4hANp9hmwImUgnuxYB22qhKNkpI9JbMuIuIn9K6wTZQGtREDWvG1qro9YjhEvEOuFo4ENJKecAAC0qVPRtwMY05izX7BIkTWM7cedNN6es8NNzxDhHxH30OEluTqcGPr7ZqSezbG1HGyRMhAvdrsajzYr7r5jQfQWnjPTHrdGkEUM63E1AODV6dskK7GBDDVzT2WZ7t48jq9xpo24Yt0xo/B+NtOjCY+3MeprhzyZ4jNWQq3iSZsO8ju4+Bj73G6LlIHwG2PO2/DBV4TmogpY2oVMyUpsYINYA2qr1mLunK387s2j6PyCKKam27J5wT0r1Kcx08RifJRa8TVnLvLvtt0JP7SB8Aazu+uVS/J0OGH2V798JcT91ecO4e0Nz8jV4cQbs3h6jf91qeffgcrW5O2exX4qshZjGtOYRgtZlrzH257vyNXhxDfCi+y2evYmpdQGwlsa3sJbxdJuDGzFF94/KyrpmUvFyFaQh2PnuAu1V/E1ruj5Lm+NPFOKMLwnj9p/+pcNkpUEmA2TeKtYAshx//Dvdbd4bSDUJlF8cee9LFeHE4O71gfg+CCFJEZNDsVu/89etDAVRV0xjXlsi3XHtABjGvNSKN+hmr0Ti/mxVhlAIsPtnWTSBsJbYoUL4xW1fKUrl1bzA20pKz7lbRe1olt/FtmBnxdG2i8UrTJn5mKmmrr85vB63la/Tq4OJ3Yf54vmV5Wx/zuuDYQ/ZKiZ3sJOP2lbWfkZbxWrHjd2Lq9/dZ+76nGeYjhD7PzLmuNZxB0t+QL8Dyv2SVYSIBaIok2Gu7EifCJmBfyOr/EBbSB8wSgiZCxoKYKR3fWz5BCeZgKUSq9hpmxJi+aHu4zi7R+PWnM8i3iqI1+AHzNnp5ueQcqeRbyt3UGuDiembzwMAOjSyIsM1BahDYQvGAE0Rj1kRTAixH9ZfUCykgBwVMzJl1er9sOhM9ybrUxxH4MvXVGF59dCth+5wwJAzYp+LsCrTLaaKc3N+b2iIrzM72UB2kD4gmIeNAalizuuYEmhdCCWsFjcrRm1ORThK5G+xav03t6g6DTmuctq/qD6jFFS2PBSVAQjOK5FTTlBe5YYCMZYd8ZYCmNsN2NsqIvXn2OMbWeMbWaMLWSMxZley2aMbRR/aoWQeoJiQXMx0by2QOrJC5KVWMz2abyt00muDie+W74XAHDndTWtPfC19/F23bfWHtdPHk+sAwD4NNS85ZJFXZEOQ+TqcMJIs/5St6ulnN9vA8EYCwcwHkAPAI0ADGSMOa+mbADQkoiaAvgNgDkK5RIRNRd/vf3VYxtdRdrvVRPk6nBiSHf+QRoZSmk3zHdD4fb6gXuKkdDOMtr+j7cL1UpI+Gj72gAciS9DhmMiXb5ixcGW7DoJwI/8Xn5ixae6FYDdRJRKRJkAJgPoY+5ARElEZLjWrATgRz4CRbj2ft6uHC9XhxO3tuDpv5fuPilZiYUYuflrXC9XhxMpR7n7YY0KAUiRUZFfqau2DlGuZKT7TsGGousPKqQ1sWJlrRoA86roQQCtC+n/MIA5psfFGWNrAWQBGENE01ztxBgbBGAQAMTGxiI5Odknsenp6T7v60yiaK06ntUkJSWBMWbpmGXQbOMIlAewscLNOOPhOOwY85ebLgMA+tTMCci5EkW7eOE85IS799yy+33+dfY/qFRS7jKmFWOOPZqMhgCOxiZip0Lfk43HebxJ80rhuWO0/btMRH79AbgdwETT43sBfFJA33vA7yCiTM9VFW1tAHsB1HF3zoSEBPKVpKQkn/fNx+uViUaWIUrbY90xLaDTe0kUN2Qmbdh/mogsHrMMRpbhf15gx5jjhsykuCEz6VJmVmBOMHsIH/fC1z3qbtf7PGHRfxQ3ZCaN/mubLecrDEvG/HFz/n8+vd//Y1lI3/FLKW7ITFq3Ly33OX/HC2AtefH7boX5PwjAXIGnOoDDzp0YY10AvAygNxHl3jcT0WHRpgJIBtDCAk320P1t3hoBNopgpN14Z24I+Ksrevtvxuvyop5y42DeLn43MMf3kTta8q/716FShjRNrKeU86GQWADZsJ9XKGxRQ17acSsMxBoA9RhjtRhjkQAGAMjjjcQYawHgS3DjcNz0fHnGWJTYjgHQFsB2CzTZQ7OBvN32h1wdTnRrfBUAYPl/IZC/f9d83tbvIVeHE9sOc/dDn8qLekrp2MAd2w8sCwhUgcvnZCtwiXn9wZyt2W78NhBElAXgKQDzAOwAMJWItjHGRjPGDK+kdwFEA/jVyZ21IYC1jLFNAJLA1yCCx0CY8/crFHdgLkMa9Cwfx9t2z8nV4cQnC7mb53ARvR5wLqjldBAlvLaMQMGgZetvvL3+Cbk6nPh7Oy87262x3IsES35JiGg2EdUnojpE9KZ47lUimiG2uxBRLDm5sxLRciK6hoiaifZrK/TYSmlebQtTwpU2AAAgAElEQVQnd8nV4UTDKmUAAMuD3ZvJKO+qWAK1uaK8a/t6AQ6abP8ib1d9EdjzeMkIkRfo3WCfxjSmh1s/JleHE+NF2v6XusuJfzAIoUtNSSQO4+1CtdYhhvfkH6y3gzlvTo4ptbTE22xnzDWBA377b/xwKbYOcXsC91SftjHfcmNwcZnP86N8XOH9bGbbYT71VdvG8qKu0AbCX4x1iJ0z5epwok1tHliz5dBZyUr8wEh/UO8muTqc2HjgNABHjYSAomhaF/PCPCk0veoVl9X8bmRmqbH+AGgD4T8RagYORZjWIXKC9Qu85H3edlHr7uzzZO718kznuvae+PxRe8/nBiNB4YG0IF2H2PgzbxUrX7twB19/6NW0imQl2kBYg1FH+NB6uTqcaFadV17bfUZ+RKZPHFrH20py52GdWSC+wB0b2JR+ucso3i4bZ8/5PORFMT/+nsgXFHT88yZv2zwpV4cT74r/5+AuFhSg8hNtIKygsygwsvJzuTqceFEk+Ppxe6ZkJT5gXn8IU+djap5Ose32v4VI3KdYWhdjHWLGpiBdh8jkqVJQ+iq5OpxIPcETbdatHC1ZiTYQ1nD1zbzdMlWuDifa1uXrEAfOB+EdxO4FvK3XTa4OJ1btSQMANLMzeKmUnERt7ghYgKAdZKqZ7fiyYjW/tYGwgkg1C6mYr3DNnjdBQZK4/e+sVvnHiUtE/YebAlT/wR2XTss5bwFUKMXX4HYdOy9ZiZdsmMTbVoPk6nBinnCf7p+gRj5TbSCsopSYjz6+Q64OJ1rGlQcArN+v1g+LW45s4q1i6ZcX7OCJAK6vXcHeExvu1IvUcnd9QRjKb0VdjKBB0foPnyX9BwB4sG28XCECbSCswsjLtHC0XB1OPNGRp40OqjrCWeqvmUTYHa3eWtSnVmwdonfzqgCAn1ftl6zESy7xqULV3IhTxJ1Y46plJSvhaANhFUapwpTZcnU4kVif39ms2xdEdxCpSbw11nYUYeMBHlRVT8biYYny9p/TA6KjLKzFbRcZak6HmeMfVEEbCKuIMOXrVyjuICzMsQ4RNAFNi0Td6RuelqvDiU8W8nQqI29pLFfIxTS553eihFis3ndKzYXffGz9nbctH5KrwwkjfYsK8Q8G2kBYSbRwl1OsTnXtsvxtXhEs2V2N+IeaalWQW7hT0vqDgZH+e9WXcs5fACNv4XmZxi0MkjrVf7/K23bPy9XhxGci/9IznepJVuJAGwgr6fQyb+e/KleHE33q8vTMQZG/P0ctNz8D892X7esPBm3EHdWiMXLOXwC3NOPrEL+vPyhZiYdkiBQbZdXwFDLYKUrY1o+VH/9goA2ElTQdwNsdMwrvZzONK/IpAOMKWGmM+Ic6neXqcGLHEf7lrV1JYvI0ReMhSgXTOkRGumwFLsmxMwGkF2gDYSWq5mUKU+cD55alH/I2cahcHU58tOBfABLjH5xRrD5EyUh+EXL8/GXJStxgFPdSLL33P+LirV2g08d7iTYQVhMtCnwotg5hhO0bnjjKYtR/qNZSrg4njAIu3ZtITstgzJtvniJXhxNGPMSH8/+VrMQNScIdveXDcnU48YH4vw3vaVMBKg/RBsJq2r3AW+NKWBGG9eB5md5XObGa2cuqqOdfKgjjh23ecLk6nBjQitdz/mX1AclK3HBe5I2qJD8RnpntR3j9h6uvCmAJWx9Q51sYKjS/i7frvpMqw5n29SsBAJbsUmtqIg97l/C2agu5OpwwFg9lF28BAJStJluBS0pGBsE6xBU1p79UqT/tCm0grCZKHQ8EM+Y61crGQxhV07q9LVeHExOXcO+vxxLrSFbixOVzshXkIVJ8xk6mZ0hWUgBG/elmd8nV4cRqkQCyVS1J7tOFYImBYIx1Z4ylMMZ2M8byrS4yxqIYY1PE66sYY/Gm14aJ51MYY2ql7vSVSGEk0tRyK42ryJMKpp5UNKBpz2LeKlZ/2nDfvLWFIlfvRoGbtd/I1eHE0514AaWvREJD5TAKULV7Tq4OJ96Zx6d9X1DFAcKE3waCMRYOYDyAHgAaARjIGGvk1O1hAKeJqC6ADwGMFfs2AjAAQGMA3QF8Jo4X3HQSGUgVm2Z6riufd317toJ5mcx3NeFqTlcUkxX/4Mx1j/BWsXWu+26IBwB8uUhRA5EmdMWoE4gGOBxHQvUOohWA3USUSkSZACYD6OPUpw+A78X2bwA6Mz7Z1gfAZCLKIKI9AHaL4wU3ze7k7bKP5Opwotc1PITfqIimFEc28ray87WFXIw01jHRUW562kj5ON5eVssjrWyJYrIlFIyiAZjm9QcVscJAVANgdl04KJ5z2YeIsgCcBVDRw32DD0UTq0mLAPYEo/xj55FydTjxnUhjPbynWmVPc1E08+2J84qtQ2yfzlvFClCt2cuTaBrFvVTDint5V8vuzqugBfXxZF9+AMYGARgEALGxsUhOTvZCooP09HSf9/WGRNEun/cnMqPkGgzzmGNKMJy8RJg6+x9ULqmOwUjcPR8AkHw4CjiS7PfxrHqff1rF12tKpO1CcrI6uYbqV+mGqkfmYdfkl3Goei8A9n22C6Nv3WKYtvsKxv66CDfXDnzgqKdjbrVqBEoCWF3uFlyU/D8y894a7ll1XRnPxmH7e0xEfv0BaANgnunxMADDnPrMA9BGbEcAOAluHPL0Nfcr7C8hIYF8JSkpyed9vWLZOKKRZYjmDrfnfIVgHvNPK/dR3JCZ9MLUjfIEOZOdzf9XI8tYdkir3ue4ITMpbshMS45lKadS+f/rreq5T9n22S6EY+cu2fo/83jMxucrOzugerzF+F/l5OR41N/f9xjAWvLi992KS8g1AOoxxmoxxiLBF52dkxHNAHC/2O4P4B8hdgaAAcLLqRaAegBWW6BJPs3v5u2KT+XqcOK2a/kM3q/rFEqsdmwLbyuo5UZ6IO0iAEDJTCXl43mboZara+XSxWVLyE92lmNbB2B6hd9TTESUxRh7CvzqPxzAN0S0jTE2GtxazQDwNYAfGWO7AaSBGxGIflMBbAeQBeBJIlJzNclbSqrnkQAoWmh+yQe8Vaz8o+Gu+XrfJpKVuMD8g5J9BQhXb4H4zMVMlCupQH4yowBVfDu5Opww1h9Ui542Y4k5JaLZRFSfiOoQ0ZviuVeFcQARXSai24moLhG1IqJU075viv0aENEcK/Qoh2IVrAyPnD2qxENsn8bba/rL1eHEDyv2AQD6NlfUb+Ka23m77U+5Opww4iF+Xq1IGdKFr/G2yyiZKvJhXIAM6aGoAwR0JHVgMa6Il42Tq8OJZ7twP/CfVu6TrMSJMAXvbqBwOusOIiZVsfojA1vVBAB8+o8ii/pHxRRmdbUSQM4XCSDb1lErg6sZbSACiZFSePE7cnU40VcUmp+oQgEh48tbtqZcHU4cP6dm3p48xPArdZw/IleHE1XLlQAAXMxUYLY4+4psBW6JjFD3Z1hdZaGAousQpYsrNF+98nPeGtX4FOHLxfz2/8Vu6qU/cEmWYnEHgstXJBuJvUt5q9j6w7bDvKpd5dIKBWC6QBsIu1CskpVx1XLk7CW5Qjb+xNuGveXqcMIoz/pg23i5QtzR+Dbe/vePXB1OPNS2FgBgkuxpzEVjeXvj/+TqcGLcwl0AFHWAMKENRKBp8xRvFcvLNKIXL0wyYbEieXMiS8pW4BLl01i3FYn75g6Tq8OJh9txA/GB7AJCRgEqxUrYztvG1x86NqgsWUnhaAMRaIzMm3+rNYXSR3jmfLtsrzwRJ/lVFCJKyNPgAuXSRBSGUTvjtALrSSaqqbAOkWPKc6RQnIE5/kHl9QdAG4jAUzpWtgKXKJFYzUhmePMHcnU48cOKvQCAJ1Sr/+AGpmhCuswsSQnp9izibdVr5Zy/AP47wd3LY6IViBFxgzYQdnJJreybxtXL2YuSPD02TOJto75yzl8Anwj3TOUKBBVE41sBABVPqZWEwHB3/WO9pKh94wKki1oJID9cwKfdhnRXN/7BQBsIOzDWIRQLaDLqQ4yXnYRO0fWHMip5exXG9U8CAGru/02ykLw82ZEb2DFzJdUfSU3mbdyNcs5fALM2c7fk266tLlmJe7SBsINWg3g7N1+xPanc1Zpf4UlZqD4jomz1+oP/iACwMucVCUwTVC/PDf8ZWXeoBgoVoDKvP4QrmeQrL9pA2IFR4CVLreArqVfIi0TwYNfX5GlwwWSRHuKZzmpVHSsU8wKsovXGL9m9WL1vOW8r1Lb3vG7YdZy7uwfD+gOgDYT9ZCqS/0hg/LacuWhz4ZkNP/I24QF7z+uG94Vb5j2t1YrsdkuDnrxNUSud2Z0tawAA/t5+1N4TJ73F25vVKstqlGN9tkt9yUo8QxsIuzDcXdf/KFeHE0ahdGnurhFqRpJWLqNg2urCaPcCb5PflqvDiUEd+BX86L+223vivUt4q9j6w+9iwd4wnKqjDYRdtHyIt4vflavDibvFlfLHIrLTFtKEzz5T6+OXdkHN8p0eUbU5b49ulqvDiTqVogEAp+z835rjHxRafzCjevyDQXCoDAUq8MhSXDwpV4cTUvL1LxfZbbuotf7w7TJuuJ4R6aqDCnMm3BxJcQdusC0v0+H1vK2o1jpSylGe9r+0qtmBXaANhAwUKzRfLJwvRNiWwXTtN7w1vLsUwYh/eEDkEQo2TlZsxTf2JEvV4cx9bbiTxvSNh+w54bzhvFXMAULpAlQFoA2EnQh/daz9Wq4OJwaLeIgpaw7Ye+Jias7zVygVHB4mzuyNH8A35qmV1sUwEOMW2uSGe2AVb42Fe0X4TZT57dpIzewKrtAGwk7aPMHbJLUWEgdcx9ch3rcjsZqRf4mpVRzodDCvPwjSS4vI7+M2Lwi7oW5lXlLz0BkbMgeb040olH/JjLIFqFygDYSdlBWRkxln5epwwtYrZmP94ZaP7DunB0wQt/+PtlfLb95nFJvGNMjKDvD6iOG9VE2t6nG7jvH1h5KRal0YuUMbCFkoVqe6eDH+UQi4J8/6H3irWP6lz5P/AwA8HUwBcq4w6moYaSYUwZhmmhzoacxkUf+h/QuBPY+XGGnP37r1GslKvMMvA8EYq8AYm88Y2yXa8i76NGeMrWCMbWOMbWaM3Wl67TvG2B7G2Ebx19wfPUGBEQ+xabJcHU681I0nDvti0X/2nLB4GXvO4yXRQXT775K2ojDOglFSZTjzf+34ndmHgZ7G3C8iqOt3D+x5vGTOVh4oeHPTKpKVeIe/dxBDASwkonoAForHzlwEcB8RNQbQHcBHjLFyptdfJKLm4m+jn3rU53qxDjFbrSuc/i359FdA8zKdED8O4WotAtsyN24X1URq6+Pb5Opwonp5nnMroPEQitZ/yMlxpD+JCA+uSRt/1fYB8L3Y/h5AvnkDIvqXiHaJ7cMAjgOo5Od5g5cyal5B2JKXKVmkP7jl48Cfywu+FeVFBwdJ+oNCMf8wZmfJ0+EEM+lKzwiQrl1/8/YqtaZxNh/ia46VFK8/7Qp/DUQsER0BANEWWj+PMdYKQCQA8zzGm2Lq6UPGWPD9B/3hYppsBXkwCqgfPRugeAgj3fk1twfm+D4yURiIB26IlyvEKprdxdutaqX/fqwD97L6fV2A6kMkvcHbm9VygDDWH4wyv8EEIzfZHxljCwBc5eKllwF8T0TlTH1PE1G+dQjxWhUAyQDuJ6KVpueOghuNCQD+I6LRBew/CMAgAIiNjU2YPNm3Ofz09HRER0f7tK9V1Nz3G2rv+RF74u/Cvvg73e/gJ56OOfnAFXy3LROdakTgvsYW22rKQeIiXtgmOXG6tcd2gTfv8wNzeQLF77qXCqSkgGOMueSFg2i15klcKl4Zq67/SrasXE5fzsHgZD6dZ9X/2vw+Jyb3AQAkd/hDKTdq4/P1TbeSCPNz6svf36+OHTuuIyLPXbyIyOc/ACkAqojtKgBSCuhXBsB6ALcXcqxEADM9OW9CQgL5SlJSks/7Wkb6SaKRZfifDXg65kuZWRQ3ZCbFDZlpvYgDa/l436lr/bFd4OmY9528ELgx20zumHNybP18eYPV/+vcMV/JUHLMOTk5lo7Z398vAGvJi994f6eYZgC4X2zfDyDfpSFjLBLAnwB+IKJfnV6rIloGvn6x1U89wUGpirIVuKR4sQBedf0jbgy7vRW4c/iAUf7xzVuDJ/2BW8xXqVfUqkFiYHl6+ZRZvK3V3trj+snS3Tz3Wu1KwXl36q+BGAOgK2NsF4Cu4jEYYy0ZYxNFnzsAtAfwgAt31p8YY1sAbAEQA+ANP/UEDyUq8PaCWsn76ogP8s6j56w9sOGX36Sftcf1kz838PxA/YKg/KNXGN5ym9Vypx7ek7tTf2N1evmZg3nb9XVrj+snxvrDG0GUf8mMXwaCiE4RUWciqifaNPH8WiJ6RGxPIqJi5HBlzXVnJaJORHQNETUhonuIKN3/IQUJnUS+nEVj5epw4nlRH+KLZAvjIczrXGHquPmZ3Q8DevckAyPeZuZzcnU4cWdLntZlnNXp5S+d5m1VtUKpNuw/AwBoFV9BshLfUOfbWtRofjdvV0+Qq8OJzg25I9q0jYetO6jhflhJLS+ObYf5XVK5khJLrwYKw52abC716YaygfhfZ6h5XWlOKxJs8Q8Gwak6FChWQrYCl0RFOK6kyar6xkZUr2L5l96czZPavda7sWQlAebCKdkK8lCtHP/sW+ZOvV6EYjUbaM3xLGLetmMAgDa11Vxz9ARtIGQSw6dzcEytqNcb68YAANaL22O/MbKLVr/OmuNZxMpUHodyS9OqkpUEiK7CMWCNOq6uAPC/Ljzf1UcLLEq7YdR/6DjcmuNZxNA/eHW/ETerdefsDdpAyMRYh1jyvlwdTgzuyr/Ao2ZYYLjMXjRh6szzm9cfwsLUSctgKdfex1vF6lT3bs4NsuWJ+8rVtPZ4fnL+Mo8Yb1y1rGQlvqMNhEzq9+Dt1t/l6nDi2po81nHLIQvSkm+ZyltjrIowfwe//W9YRc2kgZZQwmXMqnTM05j+Eplx2rJjWcn5y1dkS7AEbSBkEmFKWmfVfL8FmPPmXPE3f/+Mp3nb1WWAvDTenLUDADDmNrXy9lhOjMgvlbZHrg4nmtfgCRjW7/fvB77mfhFadeNgfyVZyg8r9gEABraqIVmJf2gDIZsGvXi7Z5FcHU4YH+yZmy3yZqqkViK8/WkXAQDXVAve23+PSBQJlv9RKz7gpe58/e2jBf65u1Y/JALk2qmVHfndeSkAgj8BpDYQsuk4jLeznperw4lB7XlitbFzUnw/iGLeMwbmbKIhu/5g0JDnJ1JtGrN1Le7Zs/jfE9YcMEpufrWCqFxGzbrrnqINhGyM1MSnbCro7iG1YnhE9dFzfrgiLn6Xt4rd/v+0kt/+39aimmQlNhBuKoCk0DRmuMkwZ2b5OI15eANvmVo/Y/tOXZAtwTLU+s8WdTIvylaQB2Mpwue8Oas+5207te6O3p6zEwDwfLcGkpXYRL2bePvfP3J1OHFnSz6NOXfbUd8O8PcrvL39+8L72cw7Ynrp5Z7B695qoA2EChg/oOvV+qCPvLkRAOBzX8qQmq9Wo0pbpMhajICtkMeID1iolqPAU53qAgBe/mOLbwfYu4S3DdTykJu1+QgA4P4QqC+iDYQKtH6ct/NelqvDif7iCu/LRT6UIT2wmrclYyxU5D+hdPvvMVVEfqIjalX0rVGhJADgvC8V5szxNeHqpEoxZx+IjAj+n9fgH0EoEC0qsCqWNyc6KsJ9p4KYJxbfe71njRiLGCmC/0bd0kiyEhsxp//OOC9PhwtKF+efsdPe1qrewt1b08o3s1qSX8zfzuNrQuXuVBsIVSgrokBPWpzl0k+urcn91Tcd8DLtxqF1vG3Y22JF/pGcwr1m7m0TL1eI3bR/kbdrJhbez2aG9uDpv9+f76W33IynAAD/1XnYakl+8cp0XtLmk7taSFZiDdpAqELXUbw1EtspwnCx0DbqLy/Sbly55NhWKL2GObtmeKi7tzpj1IdQ7PPVP4HX4Zi0cr9P+1+IjrNSjt8cO5cBAGhRo5ybnsGBNhCqYFxp75wpV4cTCXE8XcMGbxL3rRbJ4a6+OQCKfOcvEfTXrHqIB8e5oqSpHoFC7q4+ZQ8+vTcwYvwkzTRNxvysPa0K2kCognmhLduHRbsAYf6gX/B0MXG+cD/soVYxpCG/c2+Zd/qrNW9tGzVv4O1RH72GAkTHBnwNbskuD6srzhHR4Z1fDZAi3xifxGOZBrWvLVmJdWgDoRKKlol8Rrgj/rzKy2mAsmqV8TQCshpcpabbbcDpNIK3s9SqMmdUMXxr9g7Pdvh3Dm9veDZAinzj66U839WTHetKVmId2kCohFEmcvqTcnU48dCNtQAAb3ryBT6yOcBqfGP/KbWCEKUQJ+4gDq6Rq8OJxlV5Rt2dRz3wsMoxefqF++FlZzHZpvTxZUuo43brL9pAqIRRJlIxypV0ZJ11O0/8xyDe3qZWkRqjetyIXsEf3eoz5nlxsyOBZBhjudJOnM8ovPO673h7lVpZeJN2HgcQOu6tBn4ZCMZYBcbYfMbYLtG6TEDPGMtmjG0UfzNMz9dijK0S+09hjEW62r9IUYm7/eGkWrmZrovnb63b9MwnxF3GNbcHWJF3GOUf726tlteL7XQS60NLPpCrw4nRouzrl+6i9o3pMcXSawyewoMQP7gjtNa3/L2DGApgIRHVA7BQPHbFJSJqLv7MjvFjAXwo9j8NQC2nZhl0e4u3Rh0FRXipOzdcr88sZJrp8jnHtkJeHJevOKYlSkSq43YrhdaP8nbxO3J1OHG7iNqfuNTDuhUV6wRQjfcY0eCtg7j+tCv8NRB9ABim/HsAfT3dkXH3mE4AfvNl/5ClTife7l8uV4cTLYW768bCAuaMmgNNB9igyHMmieyticJbpkijaF6s4sUchrvA7K6KeV8ZhPL6FvPY99jVzoydIaJypseniSjfNBNjLAvARgBZAMYQ0TTGWAyAlURUV/SpAWAOETUp4FyDAAwCgNjY2ITJk33z9ElPT0d0tJq54w0Sk3kO/8XtpiAn3P988laN+YG5PI/RRx1LoFxU/msLQ/eSG39BdkRJv8/nD+YxG7rfbV8ClUqG7rKbp+9z000jUeH0Rmy+5hWkVWxpgzLP+GpzBpYdzsKgplG4oWr+BejrVj+FUhcPYHvD53E8tj0ANb7PH667jE0nsjGgQSS61wrsArW/4+3YseM6IvL8TSeiQv8ALACw1cVfHwBnnPqeLuAYVUVbG8BeAHUAVAKw29SnBoAt7vQQERISEshXkpKSfN7XNpLfIRpZhmjeCEsOZ9WYf1q5j+KGzKQRf27J/2JODtc8sowl5/IXY8zZ2TkUN2QmxQ2ZKVeQDXj8Pp/czd+nt2oEVI+3HDp9keKGzKR6w2e77mB8vrKzc59S4ftsfL4uZWYF/Fz+jhfAWvLgN9b4c3s5RURdiKiJi7/pAI4xxqoAgGiPF3CMw6JNBZAMoAWAkwDKMcaMS4XqACyqbxnk3MDzzGD5OLk6nDDSIvwopmzysGESb42cUoqweBfPvVSmuDoukdIx5u8zzsrV4URV4QGUmZ2T31vugimILkydu0BzdULzNFmo4O9/egaA+8X2/QCmO3dgjJVnjEWJ7RgAbQFsF9YsCUD/wvYvkhQzucrl+FhtKwCY0xdfynTKPCuSp+Ge36ASj03iSQO/uDdBshLFKCOCGE/4UVI2ABg1wtc7p3YxSvK2fsxmRYVjRE/fdm1oVif010CMAdCVMbYLQFfxGIyxlowxI21kQwBrGWObwA3CGCLaLl4bAuA5xthuABUBfO2nntCh2V283ThJrg4nHhVpBKauPeC6QyW1qrRdvsIN7A111KpLIZ2+43k77XG5OpwY3Ye7u46euT3vC9un8bbLazYrKpzPk7lb7vAQqB7nCr8MBBGdIqLORFRPtGni+bVE9IjYXk5E1xBRM9F+bdo/lYhaEVFdIrqdiNxEyRQhuorqX4q5uz4h0ggYdRUAAHsWS1JTONsPn3PfqahSO5G3Rlp2RWhew0V6eXNxoGL+O21YRUaW4y46JjpKopLAoc5kniYv0SaXTIWyb5rTCOSmz/7+Ft7e+6cERQVjBC99eGdoBS9ZRphYlzl3RK4OE4wxlC/JP2N7Torqf0aKcsMFXBGmrOF30ca0WCiiDYTKGOmyd86Sq8OJW1vw+dbpGw/nNV6KfYFTjvHcPr2bheb8sN/0E7PAxvy+Inw0gBfbeVUU38Gqz3nbT60Z6Fen87voz+6+VrKSwKENhMp0H8PbKffI1eGEMd/6/K+bHLWnFePYhSJcHMhTGvK4FaSodQHSvh5fL1qy6ySQZZp1Nte0kIw5OZ9RWzsU0QZCZcrVEBuk1DRTpdKO+Vb68Va+0f9bSWpc88kGPm/91q1qJXVTirAwIELM6Z8/JleLCcYYDJt+dp5IPRPXVp4gF/y8mqe+r1EhtJLzOaMNhOo06Mnb//6Rq8OJXk2rACCwK2KeuMltUvU4czCdG9Q7WqpVk0I5bvmYt8lvydXhxNf3XwcAKLvmI/6EYtNLr0zj018/PtRaspLAog2E6nQV+Y3+Uqs4yujejXEdU8uH3iDFVFcgIlx/xAuliQhDMtJoK0LHqyujOEzTSwqlwjdPL8XHlJKoJPDob4/qxIjqVGcPKDXNVDE6Cj9HvgkAyBqgVgW8u75aCcDhU68pBHPRHYW8mQBgRCkeN5teo6NkJXmZsDgVQOjVfnCFNhDBQL1uvN3yq1wdThRj3A/8x5PqBMcREU6J4vH3Xl/Eaz94ilFbQbFKhvdk8+C4Ry+qFT09du5OAMDkQddLVhJ4tIEIBnp/wts//k+uDjNb/8jdfK2wGhE2s3pPWu42U6gmhdI0Et5M/y2Uq8PMRcf7uOxQdiEd7eVipiP3Uih7LxloAxEMlI51bJujSmXy24MAgD4ZPOL7gilpmUzunEQfI7QAABGRSURBVMCnlwYnhGZka0BgzJFkUZXI6l95irf5xfj00qrUUzLV5PLGLH4x1OnqypKV2IM2EMFCxxG8XfWFXB1AHt/0nt15MJ/h1SETcwbQpjGhl1kzoAwQOb9mPidXh4FI31LrIe4+bRh+2fy8iru3fjyguWQl9qANRLDQRswPLxgpVwcAJAmXyJgGeKQdT973x4ZDEgVxjMXDyPAwPb3kLVVEOpIjG+U7Q5gqx9Wt4qg/diVbbmZjc+W40sUDWxhIFbSBCBYiTfOdZ/bL0wEAy4Rv+oNzEB7GULUsD7badex8ITsFnrfn8MXDBc91kKojaKl3E2/Xf194v0DzxY28vf07AMATibx+xffL98rRI+j3BS8DPLhLfak67EQbiGBioHAn/eUueRrSTEXlS/EC7Z+KXDRP/bxBhiIAwKl0x7RXzYqhv3gYEG6bwFuZMTc5pgVpkQrkqU7c1duY/5cBEeHEef4Ze6ZzXWk67EYbiGCiQQ/eHtsibxrg8xt4mzg896lra/JpgJRj5/MEEdlJ70+XAQAGiXoVGh8oYSonb67gZidLP+BtRIncynElIx2xGqkn0mWoynP3UpSmL7WBCDYai5QWayWkHiACroh52A4v5XnpvjY85uDLxf/ZrQpEhENnLgEAXuqmTkxGUHLHj7yden/h/QLFP2/w9um1eZ7++f94SosnJd2ljvqLFzAqatOX2kAEGzd/yNtlH9t/biMvPwvnrpEmjAyvySknbBYFTFrlWJPRqTX8pKGo7bFvqf13qcdMVeTK5s2hdUOdGERHRSD1RDpybL5LPSwuPgCgbuVoW88tG/1tCjZKlAMa9eUL1enH7T23sTg9OL9La/Fi4XjkxlpYvScNB9Iu5ns9kBgutkkvJNp63pCEMUf+rz2L7D3352142/M9ly+P7tMYGVk5WLDD3syzN4zhiTJfuKnoLE4baAMRjLR/gberv7LvnHuXObbLVHXZ5V4xzfSdjd4m/5o8p2qFeOI022j5EBAZDaz60r5zZpouKlq5zhjQq2kVlC1RzNbPV2aWw7X2icSiszht4JeBYIxVYIzNZ4ztEm15F306MsY2mv4uM8b6ite+Y4ztMb1WNKJP/OWqa4C4G/k6hF2R1d+JtON3/FBgl7iKpdD56sqYsuYAzl++Yousmz7kAVWv68R81hEVDbS4F0iZDZyyaU3pK1GNsEbB+Y2iIsJx7/VxWP7fKew8ak+98UE/8rWQq8oUR1gRLDzl7x3EUAALiagegIXicR6IKImImhNRcwCdAFwE8Lepy4vG60S00U89RYcbngYungI2/hT4c53e59g28vYUwP+1r430jCxMXn0gwKKANJGUDwDu0Yn5rKXNEwAYsOLTwJ8rJxs4IVxY759RaNf72sQhMjwMExalBlwWEeWuqS18vmgtThv4ayD6ADCiar4H0NdN//4A5hCRvZPUoUj9bkClq4HlnwDZAc6D9HFT3t442G3X1rUqoFmNcvhqSWqe2/NAcO3r8wEAfZtXLVKuh7ZQribQpB+wYRKQHmDHg19NHlMRhefQqlymOPolVMP0TYdx8HRgf0bMcReloiIK6Rm6+GsgYonoCACI1l0GqwEAfnF67k3G2GbG2IeMMZ1hzVMYA9o9D5zeA2z9PXDnOX/Usd1llNvujDE8kVgHx89nYOrawN1FnLnouHt4/w49MxkQbhwMZGcCywPoMZeTDez4i2+/tKfwvoLHOtRBDhE+Tw7c9BcR4eulXM+q4Z0Ddh7VYeTGlY0xtgDAVS5eehnA90RUztT3NBHlW4cQr1UBsBlAVSK6YnruKIBIABMA/EdEowvYfxCAQQAQGxubMHmyb0Vq0tPTER0dIq5qlI1Wq58EI8Kq1p9x91MX+DPmxGQ+pXTkqi5Iufppj/bJIcLI5ZdxPpPwbocSKBaAudsH5vJSp40qhuGl6/IXbgmp99lDAjHmxlvHoELaeqxq/QUyoypYemwAaLTtHVQ+wR0gkhOne7zfhM0ZWHUkC68mEOJirH+ff9qRgfn7+J35d93VcX7w9z3u2LHjOiJq6fEOROTzH4AUAFXEdhUAKYX0fRbAhEJeTwQw05PzJiQkkK8kJSX5vK+SbJpKNLIM0ZqvC+zi85iP7+THHlmGKCfHq13/3naU4obMpAmL/vPt3IVw7Owlihsyk+KGzKTsbNe6Qu599oCAjPnoNv7+//U/64+dlen4fF045dWu+05eoPihM2ngx3Otl5Wdk/v52n/qguXH9wd/32MAa8mL33h/p5hmADAmEO8HUNglwEA4TS+JOwgwPoHcF4D8nNHBRpN+QOw1QNLbQOYFa489vhVv2z2fLzDOHV0aVkZCXHl8mrQ7z3SQFbR6ixe26Z9QvUh6lthKbCOg6QBg3ffAyV3WHntsLcd2Se/uTmpWLIm7W9fE8sNZ2H7YWo+muyc6UosXhaJAheGvgRgDoCtjbBeAruIxGGMtGWMTjU6MsXgANQA4R978xBjbAmALgBgAb/ipp+gRFgZ0ewO4cBxY7DrAyCc2THJsd37V690ZYxjRqyHOXrqCjxZY98OSlOIIDny3f1PLjqsphM6vAOHFgLnDrDvmmf1Apohhedm3wLf/damP4uHAqL+25akF4g9pFzKxMpVXs9s08iZLjhnM+GUgiOgUEXUmonqiTRPPryWiR0z99hJRNSLKcdq/ExFdQ0RNiOgeIpKTiSvYqZ3IUyQs/wQ48a//x8vOctQnvuePwvsWQoua5XHbtdXww4q92Hb4rN+ycnIID367BgDw/u3NtOeSXZStzu8id88Hdsy05pgfXcPba24HihX36RAx0VHoWzcSq/ekYdpGa+qRGJ5xV19VGmVLFI2aD4WhI6lDhe5juYvg9Cfypkz2hdcrOrbr+ufBMbxnQ5QuXgzPT93kd8GXlm8uyN3ul1C9kJ4ay2n7LFCxHjDruTz1on1i1guO7dv8ywbQNS4CjaqUwagZ23H8nH9Bo+OTduduz3m2nV/HChW0gQgVylYDbnoDOLgGWDTW9+Os/dax7eOtv5mY6Ci81rsxdh49j/f+TvH5OHO3HskNjNv4ale/dWm8JCIK6PMpz/9l3F36wsndwBphFB5b6vXaljPhYQzv9G+K9IwsvPDbZp+nmo6du4x35/HP56SHW+u7U4E2EKFEwgNAnU7cQKz9xvv9zxwAZv6Pb/cZ7/OtvzN9W1RDr6ZV8OWiVHyWvNv9Dk6cOJ+BxyatBwC81L0BypWMtESXxktqXs8j+FNmA1Pu8X7/7Czg0wS+XaU5TxljAU2qlcVzXetj8b8ncNdXq7yXlUNoLRwfKpSKxI31YizRFQpoAxFKMAbcMg5gYcDMwcCu+Z7vm3Ee+KgJ3w6PAlr48ANQCG/0aYLI8DC8MzcF072YL76UmY3rTFNLRTFhmlJ0GgGUrsqD2+Z74bxAlHfq8lFrM8U+1qEO6lQqhRWpp/DCr5u8kEWoM3x27uN1I7pYqivY0QYi1ChXA7h3Gt/+qT+wbZr7fdKPA2+b5vRfsT6NePlSkZj6GE/n/OzkjZiyxn1d7bMXr6Dhq3NzH+95u6flujReEhEFPDSHby/72LPppuws4LVyjscjrE/dER7GMHkQ/3z9tu4gBv2w1s0e/M6h1jCHcdj6Wjc9teSENhChSO0OwO0iRdav96PlmkJqDG+aDLxXz/H41dMBk9W8RjlMephXBhvy+xa0fGN+gXPGc7ceRbPRjpyO/77RQ395VaF8PPCYSP++YRIwqmzBjhHHd+S9c3hpDxARmCnCSqWjsOSljgCAv7cfQ/zQWQU6Ruw7dSHPncOKYZ0QXUTzLRWG/o+EKo37ApG/AT/1R/SFvfxLzMKBu6cCpasASW8BO51cFkee8XvR0B031ovBDw+1wn3frMbJ9MzcK7hvH7gO1cuXwOfJ/+GPDXmnoHa/2UNXilONq5oAz2wExok8WKNFoNttE4GqzbnhMApMGQw9ABQvE1BZNSqUxKIXE9Hh3WQAQL2X+d3O+7c3Q0JceczYdBgfzM/rCr5uRBdUjNZp4FyhDUQoU68r8Py/wPuiEhZlA5P65e/X6lGg5zu2yWpfvxI2vNIVLV53rJE8+N2afP1ubVENH96pE/EpS4VawCsngTE1HbXK/3gkf78y1XkVQpvuAOMqlsLuN3vgxrFJOCpcX593sS4RFRGGHaO762j8QtAGItQpHYvkxOlIbFLd4UFi0P4loONw2764ZsqXisTeMb1w6Mwl3Dj2nzzljx9qWwsv92qIcP3FVZ/wYsDLR3hsxMQuQJopw2q9bsCdP7pN4R0IIsLDsHJ4Z1zIyMJtny1HiqnyYKv4Cvjh4VYoXsx1ckuNA20gigoxdYFR/kczW021ciWw5+1esmVo/KVkBeCZ9bJV5KNUVATmDW4vW0bQoid2NRqNRuMSbSA0Go1G4xJtIDQajUbjEm0gNBqNRuMSbSA0Go1G4xJtIDQajUbjEm0gNBqNRuMSbSA0Go1G4xJmVS1XO2GMnQCwz8fdYwCctFBOMKDHXDTQYw59/B1vHBFV8rRzUBoIf2CMrSWilrJ12Ikec9FAjzn0sXu8eopJo9FoNC7RBkKj0Wg0LimKBmKCbAES0GMuGugxhz62jrfIrUFoNBqNxjOK4h2ERqPRaDwgKAwEY6w7YyyFMbabMTbUxetRjLEp4vVVjLF402vDxPMpjLFu7o7JGKsljrFLHDPS3TlCeMzPMca2M8Y2M8YWMsbiQn3Mptf7M8aIMRZQjxFVxswYu0O819sYYz8HbsRqjJkxVpMxlsQY2yA+3z1DaMxPieeIMRZjep4xxsaJ1zYzxq51K5yIlP4DEA7gPwC1AUQC2ASgkVOfJwB8IbYHAJgithuJ/lEAaonjhBd2TABTAQwQ218AeLywc4T4mDsCKCm2Hy8KYxaPSwNYDGAlgJahPmYA9QBsAFBePK5cBMY8wbTdCMDeEBpzCwDxAPYCiDGdoyeAOQAYgOsBrHKnPRjuIFoB2E1EqUSUCWAygD5OffoA+F5s/wagM2OMiecnE1EGEe0BsFscz+UxxT6dxDEgjtnXzTkCgRJjJqIkIhLFhrESQPUAjNVAiTELXgfwDoDLVg/SCVXG/H8AxhPRaQAgouMBGKuBKmMmAGXEdlkAhy0epxnbxgwARLSBiPa60NEHwA/EWQmgHGOsSmHCg8FAVANwwPT4oHjOZR8iygJwFkDFQvYt6PmKAM6IYzifq6BzBAJVxmzmYfCrj0ChxJgZYy0A1CCimf4PyS1KjBlAfQD1GWPLGGMrGWPd/RxXYagy5lEA7mGMHQQwG8DT/gzKDXaO2V8deQgGA+HqKt3Z9aqgPlY976kOq1BlzPxEjN0DoCWAd130tQrpY2aMhQH4EMDzhei0EuljFm0E+DRTIoCBACYyxsq56G8Fqox5IIDviKg6+NTLj+L9DwR2jtlfHXkIBgNxEEAN0+PqyH87mNuHMRYBfsuYVsi+BT1/Evy2K8LFuQo6RyBQZcxgjHUB8DKA3kSU4deoCkeFMZcG0ARAMmNsL/g87YwALlSrMGbjHNOJ6IqYxkgBNxiBQJUxPwy+PgEiWgGgOHieo0Bg55j91ZGXQC3MWLjAEwEgFXyBxliMaezU50nkXeCZKrYbI+8CTyr44k6BxwTwK/Iuaj1R2DlCfMwtwBfC6hWV99npfMkI7CK1EmMG0B3A92I7BnwaomKIj3kOgAfEdkPwH0oWCmM2HXMv8i5S90LeRerVbrUH6sNv8T+4J4B/wX+sXhbPjQa/qgW49f8VfAFnNYDapn1fFvulAOhR2DHF87XFMXaLY0a5O0cIj3kBgGMANoq/GaE+Zic9yQiggVBlzOA/GB8A2A5gC8QPaoiPuRGAZeA/rBsB3BRCY34G/G4hC9zwTTS9z+NF/y2efLZ1JLVGo9FoXBIMaxAajUajkYA2EBqNRqNxiTYQGo1Go3GJNhAajUajcYk2EBqNRqNxiTYQGo1Go3GJNhAajUajcYk2EBqNRqNxyf8DuPsVCkVQfeoAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# The rest of the plots investigate the rolloff of the signal amplitude as\n", "# you move away from the center frequency.\n", "IQ = rx(Sinusoid(rate, freq=5*MHz + 20*kHz), cycles=rx.freq()*0.1*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "IQ = rx(Sinusoid(rate, freq=5*MHz + 40*kHz), cycles=rx.freq()*0.1*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "code", "execution_count": 71, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "IQ = rx(Sinusoid(rate, freq=5*MHz - 40*kHz), cycles=rx.freq()*0.1*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [], "source": [ "# This seems to be about the -3dB point\n", "sgen = Sinusoid(rate, freq=5*MHz + 65*kHz)" ] }, { "cell_type": "code", "execution_count": 76, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.635110667233397\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "IQ = rx(sgen, cycles=rx.freq()*0.1*msec)\n", "rx.scope(IQ)\n", "print(IQ.max())" ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "IQ = rx(Sinusoid(rate, freq=5*MHz + 100*kHz), cycles=rx.freq()*0.01*msec)\n", "rx.scope(IQ)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notes:\n", "- Here is the [schematic](softrock-bw.pdf).\n", "- For the I component to be truly in phase the received signal needs to be phase delayed by 45 degrees, as done in the signal generator. This is okay, because there is nothing magic about the phase of the local oscillator--it just starts whenever you turn it on.\n", "- You can see that with this 45-degree phase delay, the I half of the detector is centered on the two peaks, and the Q side of the detector is centered on the two zeros.\n", "- The sound card sees many copies of these single-cycle waveforms during its audio sample. The average that it sees is indicated in one of the plots.\n", "- The small amount of ripple you see at the detector output passes through the op amp gain stage before being passed on to the sound card, and so the bandwidth there would likely attenuate the ripple some.\n", "- The amount of ripple is really determined by the source impedance and the sampling capacitor, which is really just a filter capacitor. You can make it larger and get less ripple, but then you'd increase the time to achieve steady state. I believe that time is on the order of several time constants for the filter. With the parts shown, the time constant is about 12.5 microseconds.\n", "- I think this also sets the bandwidth that you have available for sampling with the sound card. If you have a fancy high-bandwidth sound card these component values might be limiting. The data above indicates that the -3dB point is about 66 kHz off of center. But that is in both directions, so the bandwidth would seem to be about 132 kHz." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.7" } }, "nbformat": 4, "nbformat_minor": 2 }