From 61fe715061327bc75a38720fa87aeb3a4d5cd800 Mon Sep 17 00:00:00 2001 From: Jan Genoe Date: Sat, 6 Jan 2024 17:32:23 +0100 Subject: [PATCH] klasse C --- AnalogeElektronica2/Klasse-BPDF.ipynb | 54740 ------------------ ToegepasteAnalogeElektronica/Klasse-C.ipynb | 306 +- 2 files changed, 48 insertions(+), 54998 deletions(-) delete mode 100644 AnalogeElektronica2/Klasse-BPDF.ipynb diff --git a/AnalogeElektronica2/Klasse-BPDF.ipynb b/AnalogeElektronica2/Klasse-BPDF.ipynb deleted file mode 100644 index 00a332efc..000000000 --- a/AnalogeElektronica2/Klasse-BPDF.ipynb +++ /dev/null @@ -1,54740 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "# Klasse B versterkers" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-05T21:19:01.234424Z", - "iopub.status.busy": "2024-01-05T21:19:01.233943Z", - "iopub.status.idle": "2024-01-05T21:19:02.411759Z", - "shell.execute_reply": "2024-01-05T21:19:02.411285Z", - "shell.execute_reply.started": "2024-01-05T21:19:01.234393Z" - }, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "from cursusdef import *" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Inleiding" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "In {numref}`vermogenversterkersB` hernemen we een overzicht van de verschillende versterkers die we bespreken in de leerlijn analoge elektronica. \n", - "In het vorige hoofdstuk bespraken we de laagfrequent versterkers die slechts 1 vermogentransistor gebruiken in de laatste trap (daar waar het meeste vermogen verbruikt wordt).\n", - "In dit hoofdstuk bespreken we de laagfrequent versterkers die 2 of meer vermogentransistor gebruiken in de laatste trap. \n", - "Dit geeft een duurder ontwerp van de versterker, maar zoals we later zullen zien, geeft dit een veel efficientere implementaties.\n", - "Als een gevolg hiervan kan de duurdere aanschafkost gemakkelijk terugewonnen worden door het lager energieverbruik." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "execution": { - "iopub.execute_input": "2022-08-09T14:54:16.060266Z", - "iopub.status.busy": "2022-08-09T14:54:16.059267Z", - "iopub.status.idle": "2022-08-09T14:54:16.087990Z", - "shell.execute_reply": "2022-08-09T14:54:16.087416Z", - "shell.execute_reply.started": "2022-08-09T14:54:16.060266Z" - }, - "mystnb": { - "figure": { - "caption": "Indeling van de vermogenversterkers.", - "name": "vermogenversterkersB" - }, - "markdown_format": "myst" - }, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - ":::{list-table} Indeling van de vermogenversterkers\n", - ":header-rows: 1\n", - ":name: vermogenversterkersB\n", - "\n", - "* - \n", - " - laagfrequent of breedband\n", - " - hoogfrequent of resonant\n", - "* - 1 transistor in de vermogentrap\n", - " - Klasse A\n", - " - Klasse C
Klasse F
Klasse E\n", - "* - 2 of meer transistors in de vermogentrap\n", - " - **Klasse B**
Klasse G\n", - " - Klasse D\n", - ":::" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Basisschema\n", - "\n", - "### Schema voor DC werking\n", - "\n", - "{numref}`Bfig1` toont het basisschema van de Klasse B versterker. We herkennen een bipolaire npn en pnp transistor. \n", - "Beide transistors staan in gemeenschappelijke collector configuratie.\n", - "Op deze manier werkt de vermogentransistor als stroomversterker. \n", - "De spanning aan de basis wordt (op de redelijk constante basis-emitter offset na) doorgegeven naar de collector.\n", - "De stroom aan de collector wordt echter met de factor $\\beta_F$ van de bipolaire transistor versterkt. " - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Basisschema" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T13:37:13.280699Z", - "iopub.status.busy": "2024-01-02T13:37:13.280374Z", - "iopub.status.idle": "2024-01-02T13:37:13.357286Z", - "shell.execute_reply": "2024-01-02T13:37:13.356362Z", - "shell.execute_reply.started": "2024-01-02T13:37:13.280678Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker voor DC werking.", - "name": "Bfig1" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2024-01-02T14:37:13.323376\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.8.2, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - 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indot=Dot()\n", - " Line(d='down', l=1.4)\n", - " T2 = BjtPnp( d='right')\n", - " \n", - " Vdd(xy=T1.collector, l=0.75, label='$V_{DD}$')\n", - " Line(xy=indot.start, d='left', l=0.5)\n", - " Dot(open=True, label='$v_{in}$')\n", - " Line(d='down',xy=T1.emitter, l=0.3)\n", - " outdot=Dot()\n", - " Line(d='down',xy=outdot.start,toy=T2.emitter)\n", - " Vss(xy=T2.collector,label='-$V_{DD}$')\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down',l=1.5, label='$R_L$')\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Het is belangrijk in dit schema de verschillende bouwblokken te herkennen. {numref}`Bfig1anot` toont deze bouwblokken. We hebben natuurlijk in de eerste plaats de belasting $R_L$. Deze wordt hier symbolish weergegeven als een weerstand, maar kan in de praktijk eender welke actuator zijn die vermogen opneemt in fase met de belasting.\n", - "\n", - "Daarnaast zien we (in de groene box) zowel het pull-up netwerk als het pull-down netwerk aangeduid.\n", - "\n", - "In het schema van {numref}`Bfig1` zien we dat er zowel een AC-pad als een DC-pad tussen beide voedingen ($V_{DD}$ en -$V_{DD}$) en de belasting mogelijk is." - ] - }, - { - "cell_type": "code", - "execution_count": 88, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Pull-up en Pull Down" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T18:23:20.433601Z", - "iopub.status.busy": "2024-01-02T18:23:20.432450Z", - "iopub.status.idle": "2024-01-02T18:23:20.529807Z", - "shell.execute_reply": "2024-01-02T18:23:20.528954Z", - "shell.execute_reply.started": "2024-01-02T18:23:20.433560Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker voor DC werking met aangeduide bouwblokken.", - "name": "Bfig1anot" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='down', l=1.5)\n", - " indot=Dot()\n", - " Line(d='down', l=1.4)\n", - " T2 = BjtPnp( d='right')\n", - " \n", - " Vdd(xy=T1.collector, l=0.75, label='$V_{DD}$')\n", - " Line(xy=indot.start, d='left', l=0.5)\n", - " Dot(open=True, label='$v_{in}$')\n", - " Line(d='down',xy=T1.emitter, l=0.3)\n", - " outdot=Dot()\n", - " Line(d='down',xy=outdot.start,toy=T2.emitter)\n", - " Vss(xy=T2.collector,label='-$V_{DD}$')\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down',l=1.5, label='$R_L$')\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - "\n", - " pullup = EncircleBox([T1],padx=.1).linestyle('--').linewidth(1.5).color('green').fill('xkcd:very light green')\n", - " pulldown = EncircleBox([T2],padx=.1).linestyle('--').linewidth(1.5).color('green').fill('xkcd:very light green')\n", - " Annotate(th1=0).at(pullup.E).delta(dx=1.5, dy=1.2).label('Pull-up').color('green')\n", - " Annotate(th1=0).at(pulldown.E).delta(dx=1.5, dy=-1.2).label('Pull-down').color('green')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Om dit schema te kunnen simuleren in SPICE, geven we nummers aan de verschillende knopen, zoals je kan zien in {numref}`Bfig1num`. Deze nummers kan je dan vervolgens terugvinden in de spice-listing." - ] - }, - { - "cell_type": "code", - "execution_count": 115, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Benoeming knopen" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T18:53:32.694263Z", - "iopub.status.busy": "2024-01-02T18:53:32.692656Z", - "iopub.status.idle": "2024-01-02T18:53:32.794183Z", - "shell.execute_reply": "2024-01-02T18:53:32.793241Z", - "shell.execute_reply.started": "2024-01-02T18:53:32.694205Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker voor DC werking.", - "name": "Bfig1num" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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outdot=Dot(color='red').label('2', loc='center', ofst=[.2,-.4])\n", - " Line(d='down',xy=outdot.start,toy=T2.emitter)\n", - " Vss(xy=T2.collector,label='-15 V')\n", - " Dot(color='red').label('9', loc='center', ofst=[.2,-.2])\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down',l=1.5, label='100 $\\Omega$')\n", - " Ground()\n", - " Dot(color='red').label('0', loc='center', ofst=[.2,-.2])\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "De simulatie (zie {numref}`Bfig2`) van de spice code geeft duidelijk de dode zone aan bij de nuldoorgang van de spanning. In {numref}`Bfig2B` bekijken we deze nuldoorgang in meer detail." - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Verloop van Stroom en Spanning" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:19:31.427439Z", - "iopub.status.busy": "2024-01-02T14:19:31.427159Z", - "iopub.status.idle": "2024-01-02T14:19:31.621408Z", - "shell.execute_reply": "2024-01-02T14:19:31.620432Z", - "shell.execute_reply.started": "2024-01-02T14:19:31.427419Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: stromen en spanningen als functie van de tijd.", - "name": "Bfig2" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "circuit=SpiceParser(path='simul/classB1.sp').build_circuit() # CHECK DISTORTION WITH FOURIER SERIES ANALYSIS ==> .FOUR 10KHZ V(12) \n", - "end_time=2e-4\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(step_time=100e-9, end_time=end_time)\n", - "\n", - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['1'],label='V(1) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['2'],label='V(2) [V] ($V_{out}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(0,end_time*1e6)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(0,end_time*1e6)\n", - "ax[1].set_ylabel('Stroom [mA]');" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Detail stroom en spanning rond nuldoorgang" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:19:19.130273Z", - "iopub.status.busy": "2024-01-02T14:19:19.129147Z", - "iopub.status.idle": "2024-01-02T14:19:19.301066Z", - "shell.execute_reply": "2024-01-02T14:19:19.300099Z", - "shell.execute_reply.started": "2024-01-02T14:19:19.130250Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: detail van de stromen en spanningen als functie van de tijd in de buurt van de nuldoorgang.", - "name": "Bfig2B" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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Pb7oGOH42hae+2cmmI9mjg3WuE8BbdzWhcnnP62zpOGoDAsa2g7S0NI4ePZo7fYsUzMmTJ3N7s6pVq4abm1u+t42Pj8/tcQoKCiIrKwtfX988PVzOSu2q4PT3QBITEwkICCApKemGPggBJ+oRg+zzwwcPHkyrVq1o3749H330ETExMYwaNQrI7s06efIkn376KS4uLjRu3DjP9oGBgXh4eFy2XERKrtCKXnzxSDvmb4zm/5b9wdpDCfSeGsHLAxpxV4sqxd47JiLOp0qVKoXeNjAwkMDAQCD7Q97CngYoIvJPTlWIDRo0iMTERF577TViY2Np3LgxS5cuzZ17IzY29rLRlETE+bm4mHi4Yw261K3Ek1/vZEfMeZ78eifL98Tx5p2NCfTRJ7kiIiLiXJyuX3306NFER0eTnp7O9u3b6dKlS+5j8+bN4/fff7/qtq+88kruMLgi4nxqVSrH1yPb83SferiaTfyy/zS9p0bw865Yo6OJiIiIFIjTFWIiUrZZzC6M7labH8d2omGIL+dSrDz2RSRjvojk3CXnHE1OREREyh4VYiLilOoH+/L9Yx0Zd3MdzC4mftoVS69pEfyy77TR0URERESuS4WYiDgtN4sLE3vW5bvRHagdWI4zF9J55NNtPPn1TpLTNNmmiIiIlFwqxETE6TWpWp6fxnbiX11qYjLBN9tP0GdqBOsOJRgdTUREROSKVIiJSKng4Wrm+X4N+Gpke8L8vTiVlMaDczbz4vd7SMnINDqeiIiISB4qxESkVGldvSLLHu/MkPbZ01p8tukYfaevZWv0WYOTiYiIiPyPCjERKXW83Cy8dltjPh/elsp+HhxLTOGeDzfy5tL9pFmzjI4nIiIiokJMREqvTnUCWD6hC3e3rIrdDh9FHOHWd9ex68R5o6OJyD8kJiYSGBhIdHR0vrcZOHAgU6ZMue563bp1w2QyYTKZCjyf6NChQ3O3/f777wu0bWGOyRHy+3MREWOpEBORUs3Xw5W3727KnIdaUcnHnT/jL3LHzA1MWXmAjEyb0fFESrX+/fvTo0ePKz62ceNGTCYTkZGRAEyaNIn+/ftTvXr13PutW7fGx8eHwMBAbr/9dg4cOJBnHy+99BJvvPEGycnJ180yYsQIYmNjady4cYGyTZ8+ndjYwk0a/89jAmjSpAkvv/zyFdd/8803qVChAmfOnCnU8+UoyM9FRIyjQkxEyoSbGwSxcnwX+jetTJbNzozf/uT299fzR5z+UREpKsOHD+e3337j2LFjlz02d+5cmjVrRosWLUhNTWXOnDk88sgjuY+vWbOGxx57jE2bNrFq1SoyMzPp1asXly5dyl2nSZMmVK9enQULFlw3i5eXF8HBwVgslgJl8/PzIzg4uMDHfqVjysm8e/fuy9aPi4tj0qRJvPrqq1SqVKnAz/fP58jvz0VEjKNCTETKjArebrx7X3Peu785Fbxc2RebTP931zHz9z/JzFLvmIij3XrrrQQGBjJv3rw8y1NSUli0aBHDhw8HYNmyZVgsFtq3b5+7zvLlyxk6dCiNGjWiadOmfPLJJ8TExLB9+/Y8+xowYAALFy4ssmyFdaVjAggPD2fPnj2Xrf/8888TFhbG6NGjb+h5cxT25yIixUeFmIiUObc2qcyKCV3o0SAIa5ad/y4/wN0fbuTImYtGRxPJH7sdMi4Zc7Pb8x3TYrEwZMgQ5s2bh/1v23399ddkZGTwwAMPABAREUGrVq2uua+kpCQAKlasmGd5mzZt2LJlC+np6fnOVZBshXW1YwoPD+fw4cOkpqbmLtuxYwfz589nxowZuT12N6qwPxcRKT6O+W0XEXEygT4efDykJd9sP8FrP+5jR8x5+s1YyzN96vNQ++q4uJiMjihyddYUeLOyMc/9/Clw88736sOGDePtt9/m999/p3v37kD2qX933nknFSpUACA6OprKla9+PHa7nYkTJ9KpU6fca7xyVKlShfT0dOLi4ggLCyvQoeQnW2Fd7ZjCw8Ox2Wzs37+fFi1aADB+/HjuuOMObrrppkI915EjR9i7dy/9+/fPXXYjPxcRKR7qERORMstkMnF3q1BWTOhCp9oBpFltvPrjPu6fvYnjZ1OMjidSKtSvX58OHTowd+5cAA4fPszatWsZNmxY7jqpqal4eHhcdR9jxoxh165dVzzVztPTE8g+pbAoshXW1Y4pNDSU8uXL514n9s0337B161YmT55c6OdatmwZf/zxR55lN/JzEZHioR4xESnzKpf35LPhbfh8cwxv/ryfTUfO0mdaBC/e2pBBrUONjidyOVev7J4po567gIYPH86YMWN4//33+eSTTwgLC+Pmm2/OfTwgIIBz585dcduxY8eyZMkSIiIiqFq16mWPnz2bPVl7YQe4uF62wrrWMeVcJ5aens7TTz/N008/nafXavfu3fzrX//iwoUL1KtXj4ULF+Lm5kaTJk1Ys2YNFSpUYP369Xz00UcMGzaMf//731SqVIkvvviCDRs24OnpecM/FxEpeuoRExEhu3dscLswlj3emdbVK3ApI4tnF+9m2LytnE5OMzqeSF4mU/bpgUbcTAU/bfeee+7BbDbzxRdfMH/+fB5++GFMf9tP8+bN2bdvX55t7HY7Y8aMYfHixfz222/UqFHjivves2cPVatWJSAgoMC58pOtsK50TDlyCrEpU6aQlZXFM888k/tYWloa9913H/Pnz2fPnj0EBATw5ZdfkpmZycWLF3NPmdy1axeNGjWia9euNG7cmF9//ZUdO3bk9oTd6M9FRIqeCjERkb+pHuDNl/9qzwv9GuBmcWH1gTPc8t4Gtp0x5bmgX0Tyr1y5cgwaNIjnn3+eU6dOMXTo0DyP9+7dm7179+bpQXrsscf4/PPP+eKLL/Dx8SEuLo64uLg8g1wArF27ll69ehVZtsK60jHlCA8PZ9u2bUyaNInJkyfnFk8A33//PX369KFu3bpA9umTZ86c4cCBA7nL4H+FGMCJEycIDc3be3+jPxcRKXoqxERE/sHsYmJEl5r8PLYT4VX8SErN5LM/zYz9cieJFzUCmUhhDB8+nHPnztGjRw+qVauW57Hw8HBatWrFV199lbts1qxZJCUl0a1bN0JCQnJvixYtyl0nLS2N7777jhEjRhRZtsK60jH9/bGEhARatWrFwIED8zy2f/9+GjRokHt/7969NGzYkD179uQZqGTbtm00btyYEydOUKVKlTz7cNTPRUSKlgoxEZGrqBPkw+LRHRh3Uy1cTHZW7Iun97QIVuyNMzqaiNNp3749drudFStWXPHxF198kenTp2OzZc/pZ7fbr3j7e4/VnDlzaNu2Le3atSvSbIX1z2PK0bFjR+x2O7/99ttl24SEhOQOvBEZGcmWLVvo1asXZ8+eze05i4iI4MCBA1SrVo2jR49eNjqjo34uIlK0VIiJiFyDq9mFsd1rMbFxFnUCvUm4mMHIz7Yz8asoklKtRscTKTX69evHyJEjOXnyZL63cXV15d13383XujNnzqRcuXK5oxXm16hRoyhXrlyBtslRmGMaPHgw+/btIzw8nPHjx/PVV19hNpvp06cP3333Hffffz+//PILDRo0wGQy0bhxYw4dOkR4eHhuAVeQn4uIGMdk10UP15ScnIyfnx8JCQn4+/sbHUcMYLVaWbp0Kf369cPV1dXoOGKAnDZwc68+vPf7UT6KOIzNDsG+Hvx3YBO61NWoZGWBke8FaWlpHD16lBo1alxzmHe5spMnT+ZeW1atWjXc3NzyvW18fDzJyckABAUFkZWVha+vLy4uzv9ZttpVwel/AklMTCQgIICkpCR8fX1vaF8avl5EJJ/cLS4827c+PRsG8sRXO4lOTGHI3C080LYaz/drgLe73lJFSqJ/XkNVEIGBgQQGBgJgs9lyizIRkRvl/B/niIgUs5ZhFVn6eGeGdqgOwILNMfSdvpbNRxKNDSYiIiJOQ4WYiEgheLlZeGVAI754pC1VynsSczaFez/exOs/7SPNmmV0PBERESnhVIiJiNyADrUDWD6+M4NahWK3w+x1R7llxlp2Hj9vdDQREREpwVSIiYjcIB8PV94a2IS5Q1tRycedw2cuceesDUxeeYCMTNv1dyCSTxpfSxzpn8Pqi0jx0pXlIiIOclP9IFaOr8DLS/ayZOcp3v3tT37ZH8+Ue5rSIOTGRlaSss3V1RWTycSZM2eoVKkSJpPJ6Ehlks1mIyMjg7S0NKceNdFut5ORkcGZM2dwcXEp0CiSIuI4KsRERByogrcbM+5rTu9Gwfz7+93sj01mwHvrGN+jLiO71MRidt5/3sQ4ZrOZqlWrcuLECaKjo42OU2bZ7XZSU1Px9PQsFcWwl5cX1apVc+qiUsSZqRATESkCtzQJoU2Nijy3eDe/7D/N2ysOsGrfaSbf05RalQo3OayUbeXKlaNOnTpYrZpI3ChWq5WIiAi6dOni9HNImc1mLBZLqSgoRZyVCjERkSJSycedj4e0ZHHkSV75cS9Rx89zy4y1PN27PkM7VMfFRf8AScGYzWbMZrPRMcoss9lMZmYmHh4eTl+IiYjx1BctIlKETCYTd7WsyorxXehcJ4A0q43XftrH/bM3cfxsitHxRERExCAqxEREikHl8p58OqwN/7m9MZ6uZjYdOUufaRF8uSVGI+GJiIiUQSrERESKiclkYnC7MJaP70zr6hW4lJHFs4t38/C8rZxOTjM6noiIiBQjFWIiIsUszN+bL//Vnhf6NcDN4sLvB87Qa2oEP0SdVO+YiIhIGaFCTETEAGYXEyO61OTnsZ1oUtWPpFQrj38ZxegFkSReTDc6noiIiBQxFWIiIgaqE+TDt492YGLPulhcTCzbE0evqRGs2BtndDQREREpQirEREQM5mp2YdzNdfj+sY7UC/Ih8VIGIz/bzsRFUSSlaM4oERGR0kiFmIhICdG4ih9Lxnbk0W61cDHB4h0n6T0tgoiDZ4yOJiIiIg6mQkxEpARxt5h5pk99vh7VgRoB3sQlpzFk7hZe+G43l9IzjY4nIiIiDqJCTESkBGoZVoGfx3ViaIfqACzYHEPf6WvZfCTR2GAiIiLiECrERERKKC83C68MaMQXj7SlSnlPYs6mcO/Hm3j9p32kWbOMjiciIiI3QIWYiEgJ16F2AMvHd2ZQq1Dsdpi97ii3vruOncfPGx1NRERECkmFmIiIE/DxcOWtgU2Y81ArKvm482f8Re6ctYEpKw+QkWkzOp6IiIgUkAoxEREncnODIFaO70L/ppXJstmZ8duf3P7+ev6ISzY6moiIiBSACjERESdTwduNd+9rzvv3t6CClyv7YpPp/+46Zv7+J1k2u9HxREREJB+crhCbOXMmNWrUwMPDg5YtW7J27dqrrrt48WJ69uxJpUqV8PX1pX379qxYsaIY04qIFJ1bmoSwYkIXejQIxJpl57/LDzDwgw0cOXPR6GgiIiJyHU5ViC1atIjx48fzwgsvsGPHDjp37kzfvn2JiYm54voRERH07NmTpUuXsn37drp3707//v3ZsWNHMScXESkagT4efDykFe/c3RQfdws7Ys7Tb8ZaPll/FJt6x0REREospyrEpkyZwvDhw3nkkUdo0KAB06ZNIzQ0lFmzZl1x/WnTpvH000/TunVr6tSpw5tvvkmdOnX48ccfizm5iEjRMZlMDGxZlRUTutCpdgBpVhuv/riPB2Zv5sS5FKPjiYiIyBU4TSGWkZHB9u3b6dWrV57lvXr1YsOGDfnah81m48KFC1SsWLEoIoqIGKpyeU8+HdaG/9zWCE9XMxuPJNJn2loWbY3BblfvmIiISEliMTpAfiUkJJCVlUVQUFCe5UFBQcTFxeVrH5MnT+bSpUvcc889V10nPT2d9PT03PvJydkjkVmtVqxWayGSi7PLed31+pddztYG7m1VhfY1KvDM4j1sjznPM9/uZunuWN64rSFBvh5Gx3NaztYOxPHUBkRtQBz52jtNIZbDZDLluW+32y9bdiULFy7klVde4YcffiAwMPCq602aNIlXX331suWrV6/Gy8ur4IGl1Fi1apXREcRgztYGHqwMVU0mfopxYc3BBHpNWcPdNW0097eTj7dNuQpnawfieGoDojZQdqWkOO6Uf6cpxAICAjCbzZf1fsXHx1/WS/ZPixYtYvjw4Xz99df06NHjmus+99xzTJw4Mfd+cnIyoaGhdO/eHX9//8IfgDgtq9XKqlWr6NmzJ66urkbHEQM4cxu4FRh5+iJPLd7N3lMXmH/ITLxbEK/0b0BFbzej4zkVZ24H4hhqA6I2IImJiQ7bl9MUYm5ubrRs2ZJVq1Zxxx135C5ftWoVt91221W3W7hwIcOGDWPhwoXccsst130ed3d33N3dL1vu6uqqX7gyTm1AnLUNNKxage8f68T7q//kvd/+ZNne02w9do5JdzahZ8Nrf5All3PWdiCOozYgagNllyNfd6cZrANg4sSJzJ49m7lz57J//34mTJhATEwMo0aNArJ7s4YMGZK7/sKFCxkyZAiTJ0+mXbt2xMXFERcXR1JSklGHICJiCFezC+N71OW70R2pG1SOhIsZjPh0G098tZOkVF3rICIiUtycqhAbNGgQ06ZN47XXXqNZs2ZERESwdOlSwsLCAIiNjc0zp9iHH35IZmYmjz32GCEhIbm3xx9/3KhDEBExVHhVP5aM6cTIrjUxmeDbyBP0mRbB2kNnjI4mIiJSpjjNqYk5Ro8ezejRo6/42Lx58/Lc//3334s+kIiIk/FwNfNc3wb0bBDEE1/v5FhiCoPnbGFwuzCe61cfLzen+9MgIiLidJyqR0xERBynVfWKLHu8M0PaZ59V8NmmY/SdvpZt0WcNTiYiIlL6qRATESnDvNwsvHZbYz4f3pbKfh4cS0zh7g83MmnpftKsWUbHExERKbVUiImICJ3qBLB8QhcGtqyK3Q4fRhyh/7vr2H1CgxuJiIgUBRViIiICgK+HK+/c3ZSPh7QioJw7h+IvcsfM9Uz75SDWLJvR8UREREoVFWIiIpJHz4ZBrJzQhVvCQ8i02Zn2yyHumLmeg6cvGB1NRESk1FAhlk8uv78BaTpFR0TKhorebrz/QAveva855b1c2XMymVtnrOPDNYfJstmNjiciIuL0VIjlk3nbbJjRArbPA5suYBeRsqF/08qsHN+Fm+oHkpFlY9KyPxj04UaiEy4ZHU1ERMSpqRDLJ3uFmpCSAD8+Dh92hSNrjI4kIlIsAn09mPNQK/57VxPKuVvYduwcfaev5bON0djUOyYiIlIoKsTyKXPocug9Cdz94PRu+HQAfHEvJBwyOpqISJEzmUzc0zqUZY93pn1Nf1KtWbz4w16GzN3CqfOpRscTERFxOirE8svsCu1Hw7gd0OZfYDLDwWUwsx0sfRpSNAGqiJR+oRW9WPBIW17p3xAPVxfW/ZlA76kRfLP9BHa7esdERETyS4VYQXn7Q7+3YfQmqNsHbJmw5UOY0Qw2vg+ZGUYnFBEpUi4uJoZ2rMHScZ1pXq08F9IzefLrnYz4dDvxF9KMjiciIuIUVIgVVqW6cP8iGPw9BDXOHlFxxfMwsy3s/xH0ybCIlHI1K5Xj65HtebpPPVzNJn7Zf5reUyNYujvW6GgiIiIlngqxG1WrO4yMgP4zwDsQzh6BRQ/CvFvhVJTR6UREipTF7MLobrVZMqYTDUJ8OZdiZfSCSMYt3MH5FJ0hICIicjUqxBzBxQwtH4JxkdD5SbB4wLF18FE3+O5RSD5ldEIRkSLVIMSXHx7ryNibamN2MbFk5yl6TY1g9R/xRkcTEREpkfJViFWsWLFAN39/f44dO1bU2Usedx+4+UUYsw3C7wHssPMLeLcl/PYGpF8wOqGISJFxs7jwRK96fPtoB2pV8ib+QjoPz9vKs9/u4kKa1eh4IiIiJYolPyudP3+eadOm4efnd9117XY7o0ePJiurDE96XD4U7voY2o7Mvm7s+GaI+C9smwtdn4GWQ8HiZnRKEZEi0Sy0PD+P68zbKw4wd/1Rvtx6nLWHEnj77iZ0qBVgdDwREZESIV+FGMC9995LYGBgvtYdO3ZsoQOVKlVbwbAVsH8J/PIqnD0My56CzbPg5peg4e1gMhmdUkTE4Txczbx4a0N6Ngziya93cuJcKvd/vJmHO1bn6d718XQzGx1RRETEUPk6NdFms+W7CAO4cOECNWvWLHSoUsVkgoa3wWOb4ZbJ4F0pe0CPr4fC7Jshep3RCUVEiky7mv4sH9+F+9pUA+CT9dHcMmMtO2LOGZxMRETEWPkerOP7778v26cb3iizK7R+JHtC6K7Pgqs3nNwO826BLwZB/H6jE4qIFIly7hYm3RnOvIdbE+TrzpGES9w1awNvr/iDjEyb0fFEREQMke9CbODAgVSpUoVnnnmGP/74oygzlW7uPtD9ueyCrNUwMJnh4HKY1QF+eAySThqdUESkSHSrF8jK8V25vVllbHZ4f/VhBry3jn2nko2OJiIiUuzyXYjFxMQwduxYvvvuOxo1akSnTp345JNPuHTpUlHmK718guDWqdmnLDboD3Yb7Pgc3m0Bv7ySPUG0iEgp4+flyrR7mzPrgRZU9Hbjj7gL3Pb+Ot5f/SeZWeodExGRsiPfhVjlypV54YUXOHjwIL/99hu1atVi3LhxhISE8Mgjj7Bx48aizFl6BdSBQZ/DsJUQ2g4y02DdVJjeDNbPAGuq0QlFRByub3gIKyd0oVfDIKxZdt5ecYCBH2zk8JmLRkcTEREpFoWa0Llr167Mnz+f2NhYpkyZwv79++nUqRONGjVydL6yo1pbGLYc7v0CAupC6llY9WJ2QbblY8hMNzqhiIhDBZRz58PBLZlyT1N8PCxEHT9Pv+lrmbvuKDab3eh4IiIiRapQhViOcuXK0b17d7p370758uU5ePCgo3KVTSYT1L8FHt0It70PftXgYhwsfTJ7UujIzyAr0+iUIiIOYzKZuLNFVVZO6ELnOgGkZ9p47ad93D97E8fPphgdT0REpMgUqhBLSUlh/vz5dO3albp167Jo0SImTpxIdHS0g+OVUWYLNH8Qxm6Dfu9AuWBIOg5LxsD7bWDX12DTtRQiUnqE+Hny6bA2vHFHY7zczGw6cpY+0yL4cksMdrt6x0REpPQpUCG2fv16hg8fTnBwMI8++iihoaH88ssvHDp0iBdeeIEqVaoUVc6yyeIObUZkj7DY63Xw8s+eFHrxI/BBR9j/I+gfFBEpJUwmEw+0DWP5411oU70ilzKyeHbxbobN28rp5DSj44mIiDhUvguxunXr0qVLF3bu3Mlbb71FbGwsn3/+Od27dy/KfALg5gUdxsLjO+Gmf4O7H8Tvg0UPwkfd4NAqFWQiUmpU8/di4b/a8UK/BrhZXFh94Ay9pkbwQ9RJ9Y6JiEipke9CrE+fPkRGRrJt2zYeffRR/Pz8ijKXXIm7D3R5CsbvhM5PZk8KHRsFCwbC3D5wdK3RCUVEHMLsYmJEl5osHdeJJlX9SEq18viXUTz2RSSJFzV4kYiIOL98F2IzZsygadOmRZlF8suzAtz8IozfBe3HgMUDjm+C+bfC3L5w6Bf1kIlIqVA70IdvH+3AxJ51sbiYWLo7jt7TIli177TR0URERG5IvgqxFi1acO7cuXzvtFOnTpw8ebLQoSSfvAOg9xvZ15C1Gg5mN4jZAAvugo+6wr4fNKiHiDg9V7ML426uw/ePdaRekA8JFzMY8ek2nvhqJ0mpVqPjiYiIFIolPytFRUWxc+dOKlasmK+dRkVFkZ6uU0eKjW9luHUKdHkSNrwH2z+B2J3w1ZDsOck6TYDwu8HsanRSEZFCa1zFjyVjOzJ11SE+ijjMt5En2HA4gf8ObELnOpWMjiciIlIg+SrEAG6++eZ8XyRtMpkKHUhugG9l6PMmdH4CNn8AWz6EhIPw/aOwehJ0HJc9LL6rp9FJRUQKxd1i5tm+9enZMJAnvtpJdGIKg+ds4cF21XiubwO83fP9Z01ERMRQ+fqLdfTo0QLvuGrVqgXeRhzE2x9ueiF7pMVtc2Hj+5AUkz0x9Jr/QvvHoPXw7ME/REScUMuwiix9vDNvLfuD+RuP8fmmGNYeSuCdu5vSunr+zt4QERExUr4KsbCwsKLOIUXBwxc6jYe2I2HH57B+evbE0L+8DOumQNtR2Tcv/dMiIs7Hy83Cq7c1pmfDYJ7+ZifHElO458ONjOhck4k96+LhajY6ooiIyFUVaEJncVKunv+bGPr2WeBfB9KSYM1bMLUR/Pg4xO0xOqWISKF0qhPA8glduLtlVex2+CjiCP3fXcfuE0lGRxMREbkqFWJlidkVmt0Pj22Gez6FkKZgTYHt8+CDjjCnN+z+BjIzjE4qIlIgvh6uvH13U2YPaUVAOXcOxV/k9pnrmbrqINYsjR4rIiIljwqxssjFDA1vg3+tgaFLodEd4GLJnovs2+EwtSH8+h9IOmF0UhGRAunRMIiVE7pwS3gIWTY70389xB0z13Pw9AWjo4mIiOShQqwsM5mgeke4ex6M3wPdngefELh0Bta+A9PC4csH4PBqTRAtIk6jorcb7z/Qgnfva055L1f2nEzm1nfX8VHEYbJsei8TEZGSoVCF2Pnz55k9ezbPPfccZ8+eBSAyMlKTODsz3xDo9gyM3w13z4fqncFugz9+gs9uh/daw6ZZkHre6KQiIvnSv2llVo7vQvd6lcjItPHm0j8Y9OFGohMuGR1NRESk4IXYrl27qFu3Lm+99RbvvPMO58+fB+C7777jueeec3Q+KW5mV2h0Owz9CUZvhtYjwM0HEg/B8mdhSgP4YQwc+R2yMo1OKyJyTYG+Hswd2pq37grH283MtmPn6Dt9LZ9tOpbvuTFFRESKQoELsYkTJzJ06FAOHTqEh4dH7vK+ffsSERHh0HBisMD6cMs78MR+uGUyVGqQPbjHjs/g09tgcl1YMg4O/6aiTERKLJPJxKDW1Vg+vgvtalYk1ZrFi9/vYcjcLZw6n2p0PBERKaMKXIht3bqVkSNHXra8SpUqxMXFOSSUlDDuPtD6ERi9EYb+DC2GgGdFSEmEyPnw2R3wTp3snrI/f4Esq9GJRUQuE1rRiy8eacfL/RvibnFh7aEEek+L4NvtJ9Q7JiIixa7AhZiHhwfJycmXLT9w4ACVKlVySCgpoUwmqN4JBrwLTx6Ewd9Dy6Hg5Q+pZ7N7yj6/C96uDd8/BodWaSh8ESlRXFxMPNyxBksf70yz0PJcSMvkia938q/PtnPmQrrR8UREpAwpcCF222238dprr2G1Zvd6mEwmYmJiePbZZ7nrrrscHlBKKLMr1OoO/afDEwdhyBJoNQy8K0HaeYj6HBYMhHdqw/ejYf9PcPGM0alFRACoVakc34xqz1O96+FqNrFq32l6T4tg2e5Yo6OJiEgZUeBC7J133uHMmTMEBgaSmppK165dqV27Nj4+PrzxxhtFkVFKOrMFanaFW6fCEwfgoZ+yT2X0DoS0JIhaAIseyC7KpjWBb4bDpg/gxHbI1CfQImIMi9mFx7rXZsmYTtQP9uHspQweXRDJ41/uIClFp1iLiEjRKnAh5uvry7p16/j222/5v//7P8aMGcPSpUtZs2YN3t7eRZExj5kzZ1KjRg08PDxo2bIla9euveb6a9asoWXLlnh4eFCzZk0++OCDIs9YprmYoUbn7ME9nvgje8LoNv+CSvWzHz9/DPZ8A8ufgdk3waSqMLsHLH8O9nwL545pzjIRKVYNQnxZMqYTY7rXxsUEP0Sdote0Naw+EG90NBERKcUshd3wpptu4qabbnJklutatGgR48ePZ+bMmXTs2JEPP/yQvn37sm/fPqpVq3bZ+kePHqVfv36MGDGCzz//nPXr1zN69GgqVaqk0yiLg4s5e8Lo6h2z76clwclIOLENTmzNvqWe/d/3ObwDoWprCG4MvlX+ulXOvnn4ZV+rJiLiQG4WF57sXY+bGwTyxFc7OZJwiYc/2cp9bUJ54ZaGlHMv9J9LERGRKyrwX5YZM2ZccbnJZMLDw4PatWvTpUsXzGbzDYf7pylTpjB8+HAeeeQRAKZNm8aKFSuYNWsWkyZNumz9Dz74gGrVqjFt2jQAGjRowLZt23jnnXdUiBnBwy/7urJa3bPv2+1w7mjewixuN1yKhwM/Z9/+ydU7uyDz+0eBlvO9lz+4eoGbd/Z1bCIiBdC8WgV+HteZt1ccYO76oyzccpy1hxJ45+6mtAz1NTqeiIiUIgUuxKZOncqZM2dISUmhQoUK2O12zp8/j5eXF+XKlSM+Pp6aNWuyevVqQkNDHRY0IyOD7du38+yzz+ZZ3qtXLzZs2HDFbTZu3EivXr3yLOvduzdz5szBarXi6qp/1A1lMkHFmtm3JvdkL7OmQuyu7KIs8RAkn/rrdhJSz4H1UvbyxEPX37+LJbtwc/P6qzj762tOoZazzOyWva7JJfuriyW7N++vZS6YqHX6EC5bjoOre/Z6Jpe/euZM1/j6z3X+cex5F1zlsWv0/l21Z1A9ho5mysoi5Px2TH/YoAg+ZJKSxRN4qRYMKneB+RuiSUzK4JPZazhWrxKhtji1gzJM7wUO4rAzW/L5tzXnb3GedUz/+D7nWxcwmf/2t/5vNxcXyLLhlxINp/eAq1v2umZXsLhn/z9hdvvf9y5qI3JtBS7E3nzzTT766CNmz55NrVq1APjzzz8ZOXIk//rXv+jYsSP33nsvEyZM4JtvvnFY0ISEBLKysggKCsqzPCgo6Krzl8XFxV1x/czMTBISEggJCblsm/T0dNLT/zeARM5Q/VarNXekSClKFghpkX37J2sKXIjFlHzqb19PYUo+henCXwVb6jlM9qzs9W2ZkJ6UfbsBZqAxwKkb2o04MQvQBuCowUGkWNUD3gRw+2tBzut/zJA4UgLovUBcgW4AB66/rt1kzlugmd3A4gYWT+weftlzsnpWwO7119e/7uNZEbtnhb++r5D9wbCUGI6sBwr8yv773//m22+/zS3CAGrXrp17ut+RI0f473//W2Sn/pn+8WmH3W6/bNn11r/S8hyTJk3i1VdfvWz56tWr8fLyKmhcKTLlgLrZt3J/3f2rrjbZMrHY0jHb0nO/mvPcz8jzmIstExM2THYbJnsWJuy42LPAbsPl78vttr/Wy14H7GAn93vTX/dzv+ev7+1/rXsVpjyP2a/4bX6ZCrNRoWhAFSlbUjJNnEmDrL+afgU3KO9m1yWrIga76t+9vw38dfk6OX+b/3f/78tz/67bbZd//9fX7O2z/0dwsWfiYs/CbM/7D7rJnpX9IbI15Qq5889q9iLd4ssFj8pc8KjCBY8qJHtU4aJHCDYXt+vvQBwqJeXy17OwClyIxcbGkpmZednyzMzM3J6pypUrc+HChRtP9zcBAQGYzebLer/i4+Mv6/XKERwcfMX1LRYL/v7+V9zmueeeY+LEibn3k5OTCQ0NpXv37lfdRko3q9XKqlWr6Nmzp05nLaPUBsQXMCenMPaTCLYnuEAG1A/24e27GlM/2MfoeFJM9F4gVquVlVdoAzbAZreDzQpZGZCZAVnp2d//dd+UlQ5Z1uzLMNLOYUo5lz1oWeo5TH99JfUsppyvadln9LhmpeCalUK59DhCkiJzn9NucoHyYdgr1cceUA97pXrYA+qDf21w9SzuH02ZkZiY6LB9FbgQ6969OyNHjmT27Nk0b94cgB07dvDoo4/mjqK4e/duatSo4bCQAG5ubrRs2ZJVq1Zxxx135C5ftWoVt9122xW3ad++PT/++GOeZStXrqRVq1ZXfQN1d3fH3d39suWurq560y3j1AZEbaBsq+TrxZA6Nh66uRkv/7ifP+IucOcHmxjfoy4ju9TEYi7wjDDipPReIFdvA26Ag6ZzysqEtPOQchYunIIzByB+f/bXM/uzC7ZzRzGdOwoHl/1vO5MLVKgOQY2h1k1QuweUd9y4DWWdI3/3C1yIzZkzh8GDB9OyZcvcIJmZmdx8883MmTMHgHLlyjF58mSHhcwxceJEBg8eTKtWrWjfvj0fffQRMTExjBo1CsjuzTp58iSffvopAKNGjeK9995j4sSJjBgxgo0bNzJnzhwWLlzo8GwiIlI29G0cTPvagTy3eDe/7D/N2ysO8Mv+00y+uyk1K5UzOp6IlBZmC3gHZN8q1YWa3f73mN0OF+PhzB/Zt78VaKSeg7NHsm/7l2SvX6l+dkFWuweEdci+dk0MV+BCLDg4mFWrVvHHH39w8OBB7HY79evXp169ernrdO/e3aEhcwwaNIjExERee+01YmNjady4MUuXLiUsLAzIPm0yJiYmd/0aNWqwdOlSJkyYwPvvv0/lypWZMWOGhq4XEZEbUsnHnY+HtGRx5EleWbKXHTHn6TdjLc/0qc9D7avj4qKLx0SkCJlM4BOUfavZ9X/Lcwu0/XB8K/y5Knsk6pyCbeN72aNG1+jyv8KsomPPYpP8K/QwLPXr16d+/fqOzJIvo0ePZvTo0Vd8bN68eZct69q1K5GRkZevLCIicgNMJhN3taxK+1r+PP3NLtb9mcCrP+5j5d7TvH13E6pW0ABPIlLM8hRo3aDrU9k9ZIdXw5+/wp+/wMU4OLg8+wZQsVZ2QVanJ4R1zJ7aR4pFoQqxEydOsGTJEmJiYsjIyMjz2JQpUxwSTERExBlULu/JZ8Pb8PnmGN78eT8bjyTSZ9paXry1Afe0Cr3myL4iIkXOswI0vjP7Zrdnz4F2aFV2YXZ8E5w9DFsOw5YPs+dfbXwHNB8MoW0dOOebXEmBC7Fff/2VAQMGUKNGDQ4cOEDjxo2Jjo7GbrfTosUV5n4SEREp5UwmE4PbhdG5dgBPfr2TbcfO8cy3u1mx9zT/d2c4gb4eRkcUEckurILDs2+dJ0JaMhxdk91TdugXSD4BOz7PvvnXhuYPQtP7wCfY6OSlUoGHeHruued44okn2LNnDx4eHnz77bccP36crl27cvfddxdFRhEREadQPcCbRSPb81zf+riZXfjtj3h6To1gyU7NCC8iJZCHLzToD/2nw4Q98PByaPZgds9Y4p/wyyswpSF8cS/s/yl7+H1xmAIXYvv37+ehhx4CwGKxkJqaSrly5Xjttdd46623HB5QRETEmZhdTIzsWoufxnWicRVfklKtjFu4g8e+iOTspYzr70BExAgmE4S1h9vfhycPwID3ILQd2LOyh8df9ABMaQArXsgepVFuWIELMW9vb9LT04HsiZsPHz6c+1hCQoLjkomIiDixukE+fDe6I4/fXAezi4mfd8XSa2oEv+w7bXQ0EZFrc/eBFoNh+AoYsw06jodyQXDpTPbIizPbwcc3w7ZP4K+Jp6XgClyItWvXjvXr1wNwyy238MQTT/DGG28wbNgw2rVr5/CAIiIizsrV7MKEnnX5fnRH6gSWI+FiOo98uo0nv95JcppO8RERJxBQB3q+ChP2wX1fQv1bwcUCJ7fBT+OzT11c/hycj7nuriSvAhdiU6ZMoW3btgC88sor9OzZk0WLFhEWFpY7obOIiIj8T3hVP34c24l/damJyQTfbD9Bn6kRrP9TZ5KIiJMwW6BeX7h3AUzcD71eh4B6kHERNs2E6c3gm2FwaofRSZ1GgUdNrFmzZu73Xl5ezJw506GBRERESiMPVzPP92tAz4ZBPPHVTmLOpvDA7M081D6MZ/rWx8ut0FN7iogUr3KB0GEstB8Dh3+DDTPgyO+w59vsW/XO0GFc9vxkLgXu9ykzCvyTqVmzJomJiZctP3/+fJ4iTURERC7XunpFlj3emcHtwgCYv/EY/aavZfuxswYnExEpIJMJat8MQ36AkWuhyaDs0xaj18IXd8Os9hD5GWSmG520RCpwIRYdHU1WVtZly9PT0zl58qRDQomIiJRm3u4W/nN7Yz4d1oYQPw+iE1O4+4ON/N+yP0jPvPxvrIhIiRfSBO78CB7fmd1b5uYDZ/6AJWNgWjisnQyp54xOWaLk+zyIJUuW5H6/YsUK/Pz8cu9nZWXx66+/Ur16dYeGExERKc261K3E8vFdeO3HfXwbeYIP1hxm9R/xTL6nKY2r+F1/ByIiJY1f1ezrx7o8BZGfwqZZkHwSfn0NIiZnj8bYbjRUCDM6qeHyXYjdfvvtAJhMptx5xHK4urpSvXp1Jk+e7NBwIiIipZ2fpyuT72lKr0ZBvPDdbg6cvsDt769n3M11eLRbLVzNur5CRJyQh192z1jbUbBnMWx4F07vhs0fwNbZ0PQ+6PIkVKhudFLD5Pvd3WazYbPZqFatGvHx8bn3bTYb6enpHDhwgFtvvbUos4qIiJRavRsFs2J8F/o2DibTZmfKqoPcNWsDf8ZfMDqaiEjhmV2h6SAYtRYGfw81u4MtE3Z8Bu+2hB/GwNmjRqc0RIE/Zjt69CgBAQFFkUVERKRM8y/nzswHWjD93mb4eljYdSKJfjPWMXvtEWw2u9HxREQKz2SCWt1hyPcwfBXUuvl/Bdl7rcpkQZavUxNnzJiR7x2OGzeu0GFERETKOpPJxG3NqtCupj/PfLuL3w+c4fWf97Ny32neGdiUav5eRkcUEbkxoW1g8GI4vhXW/B/8+Ut2QRb1BTS7Dzo/CRVrGJ2yyOWrEJs6dWq+dmYymVSIiYiIOECQrwefDG3Noq3H+c9P+9hy9Cx9pkfwwi0NuL9NNUwmk9ERRURuTGhrePDbfxRkn0PUwjJRkOWrEDt6tGx1E4qIiJQEJpOJe9tUo2PtAJ78eiebj57lhe/2sHxPHP8d2IQQP0+jI4qI3LgyWpDd0FBMdrsdu13nrIuIiBSl0IpeLBzRjpdubYi7xYW1hxLoNTWCxZEn9HdYREqPnIJs+C9QuwfYs7ILsndbwg+PQdIJoxM6VKEKsU8//ZTw8HA8PT3x9PSkSZMmfPbZZ47OJiIiIn9xcTExrFMNfh7Xmaah5bmQlsnEr3Yy6vPtJFxMNzqeiIjjXK0gm9ECVrwAKWeNTugQBS7EpkyZwqOPPkq/fv346quvWLRoEX369GHUqFH5vpZMRERECqd2YDm+HdWep3rXw9VsYsXe0/SaGsHyPbFGRxMRcazcgmwVhHWCrHTY+B5MbwoR70DGJaMT3pACF2Lvvvsus2bN4q233mLAgAHcdttt/Pe//2XmzJkFGl1RRERECsdiduGx7rX54bFO1A/24eylDEZ9HsmERVEkpViNjici4lihbWDoT/DANxAUDunJ8Nt/YEbz7Mmhs5zzfa/AhVhsbCwdOnS4bHmHDh2IjdWncSIiIsWlYWVffhjTkce618LFBN/tOEmvaWv4/UC80dFERBzLZII6PWFkBNw5GypUh4un4ecn4L3WsPsbsNmMTlkgBS7EateuzVdffXXZ8kWLFlGnTh2HhBIREZH8cbeYeap3fb55tAM1A7w5nZzO0E+28vx3u7mYnml0PBERx3JxgSZ3w2Nbod874F0Jzh2Fb4fDR12zR1x0kkGM8jV8/d+9+uqrDBo0iIiICDp27IjJZGLdunX8+uuvVyzQREREpOi1qFaBn8d15q3lfzBvQzRfbI5h7aEzvDOwKW1r+hsdT0TEsSxu0GYENL0PNs2E9TMgbhd8fhdU7ww9XoGqrYxOeU357hGLiooC4K677mLz5s0EBATw/fffs3jxYgICAtiyZQt33HFHUeUUERGR6/B0M/PKgEZ8MaItVcp7cvxsKvd+vIn//LSPNGuW0fFERBzPvRx0fRoe3wntHgOzG0Svhdk3w6LBkHjY6IRXle9CrEWLFrRs2ZJZs2ZRu3ZtPv/8c7Zv305kZCSff/45zZs3L8qcIiIikk8dagWwfHxn7m0dit0Oc9Ydpd+MtUQdP290NBGRouHtD33ehLGR0OwBMLnA/iXwfltY/lyJHPI+34XY+vXradGiBc8++ywhISEMHjyY1atXF2U2ERERKSQfD1f+764mfDK0NYE+7hw5c4m7Zm1g8soDZGQ61wXtIiL5Vj4Ubp8Jo9Znz0Fms2afujijGWx4FzJLzryL+S7E2rdvz8cff0xcXByzZs3i+PHj9OjRg1q1avHGG29w4kTpmulaRESkNOheP5CVE7owoGllsmx23v3tT257fz37Y5ONjiYiUnSCGmbPQfbgYghsBGlJsPLf2SMs7llcIgb0KPCoiZ6enjz00EP8/vvvHDx4kPvuu48PP/yQGjVq0K9fv6LIKCIiIjegvJcbM+5rzvv3t6CClyv7Y5MZ8N46Zv7+J5lZ6h0TkVKs9s0wai0MeA/KBcP5Y/DNwzCnJ8RsMjRagQuxv6tVqxbPPvssL7zwAr6+vqxYscJRuURERMTBbmkSwsoJXenRIAhrlp3/Lj/A3R9u5MiZi0ZHExEpOi5maDEYxkVCt+fB1RtObIW5vbMH9Dh7xJhYhd1wzZo1PPTQQwQHB/P0009z5513sn79ekdmExEREQer5OPOx0Na8s7dTfFxt7Aj5jz9Zqzlk/VHsdmMP1VHRKTIuHlDt2eyC7IWQ/43oMd7bQwZ0KNAhdjx48f5z3/+Q61atejevTuHDx/m3Xff5dSpU3z88ce0a9euqHKKiIiIg5hMJga2rMqKCV3oVDuANKuNV3/cxwOzN3PiXIrR8UREipZPMAx4F0atu3xAj43vQ2ZGscTIdyHWs2dPatSowcyZMxk4cCD79+9n3bp1PPzww3h7exdlRhERESkClct78tnwNvzntkZ4uprZeCSRPtPWsmhrDPYScCG7iEiRCmp0+YAeK56HWe3hwPIiH9Aj34WYp6cn3377LSdOnOCtt96iXr16RZlLREREioHJZGJw++ose7wzrcIqcDE9k2e+3c3w+duIT04zOp6ISNHLGdCj/wzwrgSJf8LCQfDZHRC/v8ieNt+F2JIlS7jtttswm81FFkZERESMUT3Am0Uj2/Nc3/q4mV347Y94ek6NYMnOU0ZHExEpei5maPlQ9oTQHceD2Q2OrIZZHeDnJ+BSouOf0uF7FBEREadkdjExsmstfhrXicZVfElKtTJu4Q4e+yKSs5eK55oJERFDefhCz1fhsc3QoD/YbbB1NrzbHDbOhCzHvReqEBMREZE86gb58N3ojjx+cx3MLiZ+3hVLr6kR/LLvtNHRRESKR8WaMOhzeOgnCAr/6/qx57DM6+Owp1AhJiIiIpdxNbswoWddvh/dkTqB5Ui4mM4jn27jya93kpxmNTqeiEjxqNEZRq7JvX7MdO6ow3atQkxERESuKryqHz+O7cS/utTEZIJvtp+gz9QI1v+ZYHQ0EZHi8bfrx7Jaj3Tcbh22JxERESmVPFzNPN+vAV+NbE+1il6cSkrjgdmbeemHPaRkZBodT0SkeHj4Yuv6rMN2p0JMRERE8qV19Yose7wzg9uFAfDpxmP0m76W7cfOGpxMRMT5qBATERGRfPN2t/Cf2xvz2fA2hPh5EJ2Ywt0fbGTSsv2kWbOMjici4jRUiImIiEiBda5TieXju3BXi6rY7PDhmiMMeG8de04mGR1NRMQpqBATERGRQvHzdGXyPU35cHBLAsq5cfD0RW5/fz3TfzmENctmdDwRkRJNhZiIiIjckN6Nglkxvgt9GweTabMz9ZeD3DVrA4dOXzA6mohIieU0hdi5c+cYPHgwfn5++Pn5MXjwYM6fP3/V9a1WK8888wzh4eF4e3tTuXJlhgwZwqlTp4ovtIiISBnhX86dmQ+0YPq9zfDzdGXXiSRueXcdH0ccIctmNzqeiEiJ4zSF2P33309UVBTLly9n+fLlREVFMXjw4Kuun5KSQmRkJC+++CKRkZEsXryYgwcPMmDAgGJMLSIiUnaYTCZua1aFlRO60K1eJTIybbyxdD/3frSRY4mXjI4nIlKiWIwOkB/79+9n+fLlbNq0ibZt2wLw8ccf0759ew4cOEC9evUu28bPz49Vq1blWfbuu+/Spk0bYmJiqFatWrFkFxERKWuCfD34ZGhrFm09zn9+2sfW6HP0mbaW529pwINtq2EymYyOKCJiOKfoEdu4cSN+fn65RRhAu3bt8PPzY8OGDfneT1JSEiaTifLlyxdBShEREclhMpm4t001lo/vQruaFUm1ZvHi93sYMncLp86nGh1PRMRwTtEjFhcXR2Bg4GXLAwMDiYuLy9c+0tLSePbZZ7n//vvx9fW96nrp6emkp6fn3k9OTgayrzmzWq0FTC6lQc7rrte/7FIbEFA7KKxgH1fmP9SSzzbH8PbKQ6w9lEDvaRG82K8+tzcLcareMbUBURsQR772hhZir7zyCq+++uo119m6dSvAFd+o7XZ7vt7ArVYr9957LzabjZkzZ15z3UmTJl0x0+rVq/Hy8rruc0np9c9TXaXsURsQUDsorErAE41hwZ9mjl3M5OnFe/hs9S7uqWnD183odAWjNiBqA2VXSkqKw/Zlstvthg1llJCQQEJCwjXXqV69Ol988QUTJ068bJTE8uXLM3XqVB5++OGrbm+1Wrnnnns4cuQIv/32G/7+/td8viv1iIWGhhIbG3vdbaV0slqtrFq1ip49e+Lq6mp0HDGA2oCA2oGjZGbZmL0umhmrD2PNslPBy5VX+zegb+Ngo6Ndl9qAqA1IYmIiISEhJCUlXfMsu/wwtEcsICCAgICA667Xvn17kpKS2LJlC23atAFg8+bNJCUl0aFDh6tul1OEHTp0iNWrV+erkHJ3d8fd3f2y5a6urvqFK+PUBkRtQEDt4Ea5usLYHvXo0SiEiV/tZH9sMuMW7WLAHwm8dlsjynuV/O4xtQFRGyi7HPm6O8VgHQ0aNKBPnz6MGDGCTZs2sWnTJkaMGMGtt96aZ8TE+vXr89133wGQmZnJwIED2bZtGwsWLCArK4u4uDji4uLIyMgw6lBEREQEaBDiyw+PdWTsTbUxu5hYsvMUvaZGsPqPeKOjiYgUC6coxAAWLFhAeHg4vXr1olevXjRp0oTPPvsszzoHDhwgKSkJgBMnTrBkyRJOnDhBs2bNCAkJyb0VZKRFERERKRpuFhee6FWPbx/tQK1K3sRfSOfheVt59ttdXEjTYAgiUro5xaiJABUrVuTzzz+/5jp/v9ytevXqGHj5m4iIiORTs9Dy/DyuM2+vOMDc9Uf5cutx1h5K4O27m9Ch1vUvYRARcUZO0yMmIiIipZeHq5kXb23IwhHtCK3oycnzqdz/8WZeWbKX1Iwso+OJiDicCjEREREpMdrV9GfZ4124v201AOZtiKbfjLVsP3bO4GQiIo6lQkxERERKlHLuFt68I5z5w9oQ7OvB0YRL3P3BBt5a/gfpmeodE5HSQYWYiIiIlEhd61Zixfgu3Nm8CjY7zPr9MLe9t569p5KMjiYicsNUiImIiEiJ5eflypRBzfjgwRb4e7vxR9wFbntvPe/+eojMLJvR8URECk2FmIiIiJR4fRqHsGJCF3o3CiLTZmfyqoPcNWsDf8ZfNDqaiEihqBATERERpxBQzp0PHmzJ1EFN8fGwsPNEErfMWMvstUew2TRljYg4FxViIiIi4jRMJhN3NK/Kygld6FK3EumZNl7/eT/3fryJmMQUo+OJiOSbCjERERFxOiF+nsx/uDVv3hGOl5uZLUfP0md6BAs2H8NuV++YiJR8KsRERETEKZlMJu5vW43lj3ehTY2KpGRk8cJ3e3jok63EJaUZHU9E5JpUiImIiIhTq+bvxZcj2vHvWxrgZnEh4uAZek1dw3c7Tqh3TERKLBViIiIi4vRcXEw80rkmS8d1omlVP5LTMpmwaCejPt9OwsV0o+OJiFxGhZiIiIiUGrUDffj20Q482asurmYTK/aeptfUCJbviTU6mohIHirEREREpFSxmF0Yc1Mdvn+sI/WDfTh7KYNRn0cy/ssdJKVYjY4nIgKoEBMREZFSqlFlP34Y05HHutfCxQTfR52i17Q1rD4Qb3Q0EREVYiIiIlJ6uVvMPNW7Pt8+2oGaAd6cTk7n4U+28tziXVxMzzQ6noiUYSrEREREpNRrXq0CP4/rzLCONQBYuOU4faZFsPFwosHJRKSsUiEmIiIiZYKnm5mX+jdk4Yh2VK3gyYlzqdz38SZe/XEvqRlZRscTkTJGhZiIiIiUKe1r+bN8fBfua1MNgE/WR3PLjLVExpwzOJmIlCUqxERERKTMKeduYdKd4cx7uDVBvu4cSbjEwFkb+O/yP0jPVO+YiBQ9FWIiIiJSZnWrF8jK8V25o3kVbHaY+fthbntvPXtPJRkdTURKORViIiIiUqb5ebkydVAzPniwBf7ebvwRd4Hb3lvPu78eIjPLZnQ8ESmlVIiJiIiIAH0ah7BiQhd6Nwoi02Zn8qqD3DVrA3/GXzA6moiUQirERERERP4SUM6dDx5sybRBzfD1sLDzRBL9Zqxj9toj2Gx2o+OJSCmiQkxERETkb0wmE7c3r8LKCV3pWrcSGZk2Xv95Pw9+so2ENKPTiUhpoUJMRERE5AqC/TyY93BrJt0Zjrebma3R53hrp5kvthzHblfvmIjcGBViIiIiIldhMpm4r001lo/vQpvqFciwmXj5x/0MmbuF2KRUo+OJiBNTISYiIiJyHaEVvfjs4VbcUT0Ld4sLaw8l0GtqBN9uP6HeMREpFBViIiIiIvng4mKiW4idJaPb0yy0PBfSMnni653867PtnLmQbnQ8EXEyKsRERERECqBmJW++GdWep3rXw9VsYtW+0/Sauoalu2ONjiYiTkSFmIiIiEgBWcwuPNa9Nj881okGIb6cS7EyekEk4xbu4HxKhtHxRMQJqBATERERKaSGlX354bGOjL2pNmYXE0t2nqLX1Ah+++O00dFEpIRTISYiIiJyA9wsLjzRqx7fPtqBWpW8ib+QzrB523jmm11cSLMaHU9ESigVYiIiIiIO0Cy0PD+P68zwTjUwmWDRtuP0mbaWDX8mGB1NREogFWIiIiIiDuLhaubFWxvy5Yh2hFb05OT5VO6fvZmXf9hDSkam0fFEpARRISYiIiLiYG1r+rP88S480LYaAPM3HqPf9LVsP3bW4GQiUlKoEBMREREpAt7uFt64I5z5w9oQ7OtBdGIKd3+wkUnL9pNmzTI6nogYTIWYiIiISBHqWrcSKyZ04c7mVbDZ4cM1Rxjw3jr2nEwyOpqIGEiFmIiIiEgR8/N0ZcqgZnw4uCUB5dw4ePoit7+/nmm/HMSaZTM6nogYQIWYiIiISDHp3SiYFeO70LdxMJk2O9N+OcQdM9dz8PQFo6OJSDFTISYiIiJSjPzLuTPzgRZMv7cZfp6u7DmZzK0z1vHhmsNk2exGxxORYqJCTERERKSYmUwmbmtWhZUTunBT/UAysmxMWvYH93y4kaMJl4yOJyLFQIWYiIiIiEGCfD2Y81Ar/ntXE8q5W9h+7Bx9p0cwf0M0NvWOiZRqKsREREREDGQymbindSjLx3emQy1/0qw2Xl6ylwfnbObEuRSj44lIEVEhJiIiIlICVK3gxefD2/LqgEZ4uLqw4XAifaatZdHWGOx29Y6JlDZOU4idO3eOwYMH4+fnh5+fH4MHD+b8+fP53n7kyJGYTCamTZtWZBlFREREboSLi4mHOlRn2eNdaBlWgYvpmTzz7W6GzdvK6eQ0o+OJiAM5TSF2//33ExUVxfLly1m+fDlRUVEMHjw4X9t+//33bN68mcqVKxdxShEREZEbVyPAm69Gtue5vvVxM7uw+sAZek2N4Ieok+odEyklnKIQ279/P8uXL2f27Nm0b9+e9u3b8/HHH/PTTz9x4MCBa2578uRJxowZw4IFC3B1dS2mxCIiIiI3xuxiYmTXWvw0rhPhVfxISrXy+JdRPPZFJIkX042OJyI3yCkKsY0bN+Ln50fbtm1zl7Vr1w4/Pz82bNhw1e1sNhuDBw/mqaeeolGjRsURVURERMSh6gb5sHh0Byb0qIvFxcTS3XH0nhbBir1xRkcTkRtgMTpAfsTFxREYGHjZ8sDAQOLirv4m9NZbb2GxWBg3bly+nys9PZ309P99ypScnAyA1WrFarUWILWUFjmvu17/skttQEDtQIxvA6O7VqdrnYo89e1uDsVfYuRn27m9aQgv3lIfX0+d9VMcjG4DYjxHvvaGFmKvvPIKr7766jXX2bp1K5A9tOs/2e32Ky4H2L59O9OnTycyMvKq61zJpEmTrphp9erVeHl55Xs/UvqsWrXK6AhiMLUBAbUDMb4NjKoByywu/HrKxPc7Y1m9/xT31bLRoLyuHSsuRrcBMU5KiuOmlDDZDbziMyEhgYSEhGuuU716db744gsmTpx42SiJ5cuXZ+rUqTz88MOXbTdt2jQmTpyIi8v/zr7MysrCxcWF0NBQoqOjr/h8V+oRCw0NJTY2Fn9///wfnJQaVquVVatW0bNnT11nWEapDQioHUjJawM7Ys7z9OI9RCdm/2N4b+uqPNO7LuXcneKEJ6dU0tqAFL/ExERCQkJISkrC19f3hvZl6G9qQEAAAQEB112vffv2JCUlsWXLFtq0aQPA5s2bSUpKokOHDlfcZvDgwfTo0SPPst69ezN48OArFm453N3dcXd3v2y5q6urfuHKOLUBURsQUDuQktMG2tSqxLLHu/DW8j+YtyGaL7eeYP3hRN4e2JR2NfXhcVEqKW1Aip8jX3enGKyjQYMG9OnThxEjRrBp0yY2bdrEiBEjuPXWW6lXr17uevXr1+e7774DwN/fn8aNG+e5ubq6EhwcnGcbEREREWfl6WbmlQGN+GJEW6qU9+T42VTu+3gTr/24jzRrltHxROQanKIQA1iwYAHh4eH06tWLXr160aRJEz777LM86xw4cICkpCSDEoqIiIgYo0OtAJaP78x9bUKx22Hu+qP0m7GWHTHnjI4mIlfhNCcRV6xYkc8///ya61zvcrerXRcmIiIi4ux8PFyZdGcTejUK5tlvd3HkzCXumrWBUV1r8XiPOrhbzEZHFJG/cZoeMRERERG5vu71Alk5vit3NK+CzQ4zfz/Mbe+tZ+8pnTUkUpKoEBMREREpZfy8XJk6qBkfPNgSf283/oi7wG3vrWfGr4ewZtmMjiciqBATERERKbX6NA5m5YQu9GkUTKbNzpRVB7lr1gYOnb5gdDSRMk+FmIiIiEgp5l/OnVkPtmD6vc3w9bCw60QSt7y7jo8iDpNl0yTQIkZRISYiIiJSyplMJm5rVoVVE7vSvV4lMjJtvLn0DwZ9uJHohEtGxxMpk1SIiYiIiJQRQb4ezB3amrfuCqecu4Vtx87Rd/paPt0YjU29YyLFSoWYiIiISBliMpkY1Loay8d3pkMtf1KtWbz0w14Gz93MyfOpRscTKTNUiImIiIiUQVUrePH58La8OqARHq4urP8zkd5TI/hq6/Hrzs0qIjdOhZiIiIhIGeXiYuKhDtVZ9ngXWoZV4GJ6Jk9/u4th87ZyOjnN6HgipZoKMREREZEyrkaAN1+NbM/z/erjZnZh9YEz9JoawQ9RJ9U7JlJEVIiJiIiICGYXE//qUoufxnUivIofSalWHv8yitELIkm8mG50PJFSR4WYiIiIiOSqG+TD4tEdmNCjLhYXE8v2xNFragTL98QZHU2kVFEhJiIiIiJ5uJpdeLxHHb5/rCP1gnxIvJTBqM+3M2FRFEkpVqPjiZQKKsRERERE5IoaV/FjydiOPNqtFi4m+G7HSXpNW8PqA/FGRxNxeirEREREROSq3C1mnulTn28e7UDNAG9OJ6fz8CdbefbbXVxIU++YSGGpEBMRERGR62pRrQI/j+vMwx2rA/Dl1uP0mbaWDYcTjA0m4qRUiImIiIhIvni6mXm5fyMWjmhH1QqenDyfyv0fb+aVJXtJzcgyOp6IU1EhJiIiIiIF0r6WP8vHd+G+NtUAmLchmn4z1rL92FmDk4k4DxViIiIiIlJg5dwtTLoznHkPtybY14OjCZe4+4ONTFq6nzSresdErkeFmIiIiIgUWrd6gayY0IU7W1TBZocPI47Q/9117D6RZHQ0kRJNhZiIiIiI3BA/T1em3NOMjwa3JKCcG4fiL3L7zPVMWXWQjEyb0fFESiSL0QFKOrvdDsCFCxdwdXU1OI0YwWq1kpKSQnJystpAGaU2IKB2IGoD+dEu1ItvhjfnjZ/3sWLvaaYt3cnyHUd4847G1A3yNTreDVMbkAsXLgD/qxFuhMnuiL2UYkeOHKFWrVpGxxARERERkRLi8OHD1KxZ84b2oR6x66hYsSIAMTEx+Pn5GZxGjJCcnExoaCjHjx/H19f5P82TglMbEFA7ELUBURsQSEpKolq1ark1wo1QIXYdLi7Zl9H5+fnpF66M8/X1VRso49QGBNQORG1A1AbkfzXCDe3DATlERERERESkAFSIiYiIiIiIFDMVYtfh7u7Oyy+/jLu7u9FRxCBqA6I2IKB2IGoDojYgjm0DGjVRRERERESkmKlHTEREREREpJipEBMRERERESlmKsRERERERESKmQoxERERERGRYqZC7AomTZqEyWRi/PjxuctMJtMVb2+//bZxQaXIXKkNXLx4kTFjxlC1alU8PT1p0KABs2bNMi6kFKkrtYHTp08zdOhQKleujJeXF3369OHQoUPGhRSHe+WVVy57nw8ODs593G6388orr1C5cmU8PT3p1q0be/fuNTCxONr12sDixYvp3bs3AQEBmEwmoqKijAsrReJabcBqtfLMM88QHh6Ot7c3lStXZsiQIZw6dcrg1OJI13sfeOWVV6hfvz7e3t5UqFCBHj16sHnz5gI/jwqxf9i6dSsfffQRTZo0ybM8NjY2z23u3LmYTCbuuusug5JKUblaG5gwYQLLly/n888/Z//+/UyYMIGxY8fyww8/GJRUisqV2oDdbuf222/nyJEj/PDDD+zYsYOwsDB69OjBpUuXDEwrjtaoUaM87/e7d+/Ofey///0vU6ZM4b333mPr1q0EBwfTs2dPLly4YGBicbRrtYFLly7RsWNH/u///s/AhFLUrtYGUlJSiIyM5MUXXyQyMpLFixdz8OBBBgwYYHBicbRrvQ/UrVuX9957j927d7Nu3TqqV69Or169OHPmTIGew+Lo0M7s4sWLPPDAA3z88ce8/vrreR77exUM8MMPP9C9e3dq1qxZnBGliF2rDWzcuJGHHnqIbt26AfCvf/2LDz/8kG3btnHbbbcZkFaKwtXawKFDh9i0aRN79uyhUaNGAMycOZPAwEAWLlzII488YlRkcTCLxXLZez5kF+PTpk3jhRde4M477wRg/vz5BAUF8cUXXzBy5MjijipF5GptAGDw4MEAREdHF2MiKW5XawN+fn6sWrUqz7J3332XNm3aEBMTQ7Vq1YorohSxa70P3H///XnuT5kyhTlz5rBr1y5uvvnmfD+HesT+5rHHHuOWW26hR48e11zv9OnT/PzzzwwfPryYkklxuVYb6NSpE0uWLOHkyZPY7XZWr17NwYMH6d27twFJpahcrQ2kp6cD4OHhkbvMbDbj5ubGunXrijWjFK1Dhw5RuXJlatSowb333suRI0cAOHr0KHFxcfTq1St3XXd3d7p27cqGDRuMiitF4GptQMqOgrSBpKQkTCYT5cuXL76AUuTy2wYyMjL46KOP8PPzo2nTpgV6DvWI/eXLL78kMjKSrVu3Xnfd+fPn4+Pjk/uJqJQO12sDM2bMYMSIEVStWhWLxYKLiwuzZ8+mU6dOxZxUisq12kD9+vUJCwvjueee48MPP8Tb25spU6YQFxdHbGysAWmlKLRt25ZPP/2UunXrcvr0aV5//XU6dOjA3r17iYuLAyAoKCjPNkFBQRw7dsyIuFIErtUG/P39jY4nxaAgbSAtLY1nn32W+++/H19fX4MSi6Plpw389NNP3HvvvaSkpBASEsKqVasICAgo0POoEAOOHz/O448/zsqVK/N82n01c+fO5YEHHsjXuuIc8tMGZsyYwaZNm1iyZAlhYWFEREQwevRoQkJCrtuLKiXf9dqAq6sr3377LcOHD6dixYqYzWZ69OhB3759DUgrReXvr2d4eDjt27enVq1azJ8/n3bt2gHZgzf9nd1uv2yZOK9rtYGJEycamEyKS37bgNVq5d5778VmszFz5kwjokoRyU8b6N69O1FRUSQkJPDxxx9zzz33sHnzZgIDA/P9PDo1Edi+fTvx8fG0bNkSi8WCxWJhzZo1zJgxA4vFQlZWVu66a9eu5cCBA7oepJS5Xhu4dOkSzz//PFOmTKF///40adKEMWPGMGjQIN555x2j44sD5Od9oGXLlkRFRXH+/HliY2NZvnw5iYmJ1KhRw+j4UkS8vb0JDw/n0KFDudcK5PSM5YiPj7+sl0xKj7+3ASmbrtQGrFYr99xzD0ePHmXVqlXqDSvlrtQGvL29qV27Nu3atWPOnDlYLBbmzJlToP2qEANuvvlmdu/eTVRUVO6tVatWPPDAA0RFRWE2m3PXnTNnDi1btizwOaBSsl2vDWRlZWG1WnFxyfsrYzabsdlsBqUWRyrI+4Cfnx+VKlXi0KFDGqyllEtPT2f//v2EhIRQo0YNgoOD81yon5GRwZo1a+jQoYOBKaUo/b0NSNn0zzaQU4QdOnSIX375RaeslgH5eR+w2+2515Pnl05NBHx8fGjcuHGeZd7e3vj7++dZnpyczNdff83kyZOLO6IUsfy0ga5du/LUU0/h6elJWFgYa9as4dNPP2XKlClGRBYHy08b+Prrr6lUqRLVqlVj9+7dPP7449x+++15Bm8Q5/bkk0/Sv39/qlWrRnx8PK+//jrJyck89NBDufPKvfnmm9SpU4c6derw5ptv4uXlddkIWuK8rtUGAM6ePUtMTEzuvFEHDhwAskdXvtoIa+JcrtUGMjMzGThwIJGRkfz0009kZWXl9pJXrFgRNzc3g9OLI1yrDVy6dIk33niDAQMGEBISQmJiIjNnzuTEiRPcfffdBXoeFWIF8OWXX2K327nvvvuMjiIG+PLLL3nuued44IEHOHv2LGFhYbzxxhuMGjXK6GhSTGJjY5k4cSKnT58mJCSEIUOG8OKLLxodSxzoxIkT3HfffSQkJFCpUiXatWvHpk2bCAsLA+Dpp58mNTWV0aNHc+7cOdq2bcvKlSvx8fExOLk4yvXawJIlS3j44Ydz17/33nsBePnll3nllVeMiCwOdq02EB0dzZIlSwBo1qxZnu1Wr16dO8WNOLdrtYG0tDT++OMP5s+fT0JCAv7+/rRu3Zq1a9fmTm+TXya73W4vomMQERERERGRK9A1YiIiIiIiIsVMpyaKXEXOAB3i3FxdXfMMtCEiIiJSEqgQE/kHu91OXFwc58+fNzqKOEj58uUJDg7WXE8iIiJSYqgQE/mHnCIsMDAQLy8v/fPuxOx2OykpKcTHxwNo+GkREREpMVSIifxNVlZWbhGmeUFKB09PTyB70t3AwECdpigiIiIlggbrEPmbnGvCvLy8DE4ijpTzeuqaPxERESkpVIiJXIFORyxd9HqKiIhISaNCTERESqXff/8dk8mUO/DOP+9fybx58yhfvvxVH4+OjsZkMmEymS6bzPVGDB06NHe/33//vcP2KyIiJZcKMRERcXrdunVj/PjxeZZ16NCB2NhY/Pz8rnj/Rvzyyy/8+uuvN7yfHNOnTyc2NtZh+xMRkZJPhZiIFFi3bt1yP72Piooq8udTb4EUhpubW55pC/55/0b4+/s7dEAfPz8/goODHbY/EREp+VSIiZQiXbp0YdiwYcXyXCNGjCA2NpbGjRs7ZH8bNmzAbDbTp0+fyx5Tb4Fcy9ChQ1mzZg3Tp0/PLdijo6PzdWrivHnzqFatGl5eXtxxxx0kJiYWKsOVeuRuv/12hg4dmnt/5syZ1KlTBw8PD4KCghg4cGChnktEREoHFWIipYTdbicqKooWLVoUy/N5eXkRHByMxeKYWTDmzp3L2LFjWbduHTExMXkeU2+BXMv06dNp37597ocDsbGxhIaGXne7zZs3M2zYMEaPHk1UVBTdu3fn9ddfL5KM27ZtY9y4cbz22mscOHCA5cuX06VLlyJ5LhERcQ4qxERKiUOHDnHhwgVatmxpyPN369aNsWPHMn78eCpUqEBQUBAfffQRly5d4uGHH8bHx4datWqxbNmyy7a9dOkSX331FY8++ii33nor8+bNK/4DEKfl5+eHm5tb7ocDwcHB+Zovbvr06fTu3Ztnn32WunXrMm7cOHr37l0kGWNiYvD29ubWW28lLCyM5s2bM27cuCJ5LhERcQ4qxERKie3bt2M2m2natKlhGebPn09AQABbtmxh7NixPProo9x999106NCByMhIevfuzeDBg0lJScmz3aJFi6hXrx716tXjwQcf5JNPPsFutxt0FFJW7N+/n/bt2+dZ9s/7jtKzZ0/CwsKoWbMmgwcPZsGCBZf9HoiISNmiQkzkOux2OykZmcV+K2ghEhkZSf369Q2djLpp06b8+9//pk6dOjz33HN4enoSEBDAiBEjqFOnDi+99BKJiYns2rUrz3Zz5szhwQcfBKBPnz5cvHjRoSPSiVyJI4t9FxeXy/b39wnEfXx8iIyMZOHChYSEhPDSSy/RtGnTaw6lLyIipZtjLu4QKcVSrVk0fGlFsT/vvtd64+WW/1/R7du3F9v1YVfTpEmT3O/NZjP+/v6Eh4fnLgsKCgIgPj4+d9mBAwfYsmULixcvBsBisTBo0CDmzp1Ljx49iim5ODs3NzeysrIKtE3Dhg3ZtGlTnmX/vJ9flSpVyjOgTFZWFnv27KF79+65yywWCz169KBHjx68/PLLlC9fnt9++40777yzUM8pIiLOTYWYSCmxY8cOBgwYkHu/b9++tGnThhUrVhAbG8uyZcto2LAht99+O+7u7hw5coTz58/zzTff0LRp06uuXxCurq557ptMpjzLcoYNt9lsucvmzJlDZmYmVapUyV1mt9txdXXl3LlzVKhQoUAZpGyqXr06mzdvJjo6mnLlylGxYsXrbjNu3Dg6dOjAf//7X26//XZWrlzJ8uXLC/X8N910ExMnTuTnn3+mVq1aTJ06NU9v108//cSRI0fo0qULFSpUYOnSpdhsNurVq1eo5xMREeenQkzkOjxdzex7rWgu4L/e8+ZXTlH194E69uzZw6BBg9i0aROvv/46P/74Iw0bNmTXrl08+uijLFq0iPnz5zNt2jQ++eSTq65flDIzM/n000+ZPHkyvXr1yvPYXXfdxYIFCxgzZkyRZpDS4cknn+Shhx6iYcOGpKamcvTo0etu065dO2bPns3LL7/MK6+8Qo8ePfj3v//Nf/7znwI//7Bhw9i5cydDhgzBYrEwYcKEPL1h5cuXZ/HixbzyyiukpaVRp04dFi5cSKNGjQr8XCIiUjqoEBO5DpPJVKBTBI2wfft2TCYTzZo1AyApKQlXV9fcOYzc3Nzw8/Pj4sWLpKenM3HiRAAaNGjAd999d9X1i9pPP/3EuXPnGD58+GXPN3DgQObMmaNCTPKlbt26bNy4Mc+y6tWr57luKz09Pfv3+W/XUQ4bNuyyufeeeOKJAj+/q6srM2fOZObMmVd8vFOnTvz+++8F3q+IiJReGqxDpBSIjIykTp06+Pj4ANm9YW3atMl9fM+ePTRq1Ihdu3bRqFGj3KG9IyMjCQ8Pv+r6RW3OnDn06NHjikXfXXfdRVRUFJGRkUWeQ0q/06dP88MPP1CnTh3c3NxueH8dOnSgQ4cODkiWbdSoUZQrV85h+xMRkZKvZH/MLyL5MmnSJCZNmpR7f8+ePXkGydi9ezeNGzfmyy+/5NixY1itVs6fP8+sWbNYsmQJy5cvv+L6BXGlT/ujo6MvW/b3Hooff/zxqvtr0aKFhrAXh+nXrx8XLly4ao9VflWtWpVDhw4B4O7u7ohoALz22ms8+eSTAISEhDhsvyIiUnKpEBMphfbu3Zs74mBmZiYXL16kfPny7Nq1izvuuIOOHTuSmprK5MmTCQsLu+r61zJz5kxmz57Nxo0b8xRxRWHUqFF8/vnnRfocUrpt377dIfuxWCzUrl3bIfv6u8DAQAIDAx2+XxERKblMdn3kLJIrLS2No0ePUqNGDTw8PIyO43CdOnVi4cKFhIaG3tB+Tp48SWpqKgDVqlVzyKle1xIfH09ycjKQ3Vvg7e1doO1L++sqIiIizkc9YiJlyMmTJ2+4CAPyDDVfHNRbICIiIqWNBusQKUPyM6S3iIiIiBQ9FWIiIiIiIiLFTIWYiIiIiIhIMVMhJiIiIiIiUsxUiImIiIiIiBQzpyrEIiIi6N+/P5UrV8ZkMvH9999fd5s1a9bQsmVLPDw8qFmzJh988EHRBxUREREREbkGpyrELl26RNOmTXnvvffytf7Ro0fp168fnTt3ZseOHTz//POMGzeOb7/9toiTioiIiIiIXJ1TzSPWt29f+vbtm+/1P/jgA6pVq8a0adMAaNCgAdu2beOdd97hrrvuKqKUIiIiIiIi1+ZUPWIFtXHjRnr16pVnWe/evdm2bRtWq9WgVCIiIiIiUtY5VY9YQcXFxREUFJRnWVBQEJmZmSQkJBASEnLZNunp6aSnp+fet9lsnD17Fn9/f0wmU5FnFmNlZGRgs9nIysoiKyvL6DjiIFlZWdhsNi5evEhGRobRcURERMRJ2e12Lly4QOXKlXFxubE+rVJdiAGXFU92u/2Ky3NMmjSJV199tchzSckUFhbGBx98QGpqqtFRxMESEhK45ZZbOHbsmNFRRERExMkdP36cqlWr3tA+SnUhFhwcTFxcXJ5l8fHxWCwW/P39r7jNc889x8SJE3PvJyUlUa1aNQ4ePEjFihWLNG/ChXR6Tl+PyQRrnuiMj4drkT6fXC4jI4PExESqV6+Oh4cHkF28Jycn4+vrq15RJ5WWlkZ0dDQbN27Ezc2twNtbrVZWr15N9+7dcXXV72VZpXYgagOiNlDCZFzCMqMpJrKw/mst+N5YYZQfZ8+epW7duvj4+Nzwvkp1Ida+fXt+/PHHPMtWrlxJq1atrvrL4+7ujru7+2XLK1aseNXizVH8/SEsxJ/jZ1OJuWSmS5WifT65XFpaGufPn8disWCxZP962Gw2zGYzZrP5hrugS4tu3bqxZs0aAHbs2EGzZs2K9PmGDh3K/PnzAfjuu++4/fbbC7S9xWLBbDZToUKF3AK7IKxWK15eXvj7++sPbxmmdiBqA6I2UMIc3QvuNvCpAtWbQDF+YO6ID+ed6r/KixcvEhUVRVRUFJA9PH1UVBQxMTFAdm/WkCFDctcfNWoUx44dY+LEiezfv5+5c+cyZ84cnnzySSPi50vLahUAiIw5Z3AScUZdunRh2LBhxfJcI0aMIDY2lsaNGztkfxs2bMBsNtOnT5/LHps+fTqxsbEOeR4REREpJY5vzv5arW2xFmGO4lSF2LZt22jevDnNmzcHYOLEiTRv3pyXXnoJgNjY2NyiDKBGjRosXbqU33//nWbNmvGf//yHGTNmlOih61uEZRdi24+pEJOCsdvtREVF0aJFi2J5Pi8vL4KDg3N7Dm/U3LlzGTt2LOvWrcvzewzg5+dHcHCwQ55HRERESomYvwqx0LbG5igkpzo1sVu3brmDbVzJvHnzLlvWtWtXIiMjizCVY7X4q0csKuY8NpsdFxfnq+7FGIcOHeLChQu0bNnSkOfv1q0b4eHhmM1m5s+fj5ubG//5z3944IEHGDNmDN988w2BgYG89957l80HeOnSJb766iu2bt1KXFwc8+bNy/2ARUREROQyNhuc2JL9vZMWYk7VI1YW1A/2wcvNzIX0TA7FXzQ6jgDY7WBNgYxLxXu7xocOV7J9+3bMZjNNmzYtoh/E9c2fP5+AgAC2bNnC2LFjefTRR7n77rvp0KEDkZGR9O7dm8GDB5OSkpJnu0WLFlGvXj3q1avHgw8+yCeffHLND11ERESkjEs4AGlJ4OoFweFGpykUp+oRKwssZheaVi3PxiOJbD92jnrBNz4ii9wgawrl329Q/M/7/Clw88736pGRkdSvXx8vL68iDHVtTZs25d///jeQfc3m//3f/xEQEMCIESMAeOmll5g1axa7du2iXbt2udvNmTOHBx98EIA+ffpw8eJFfv31V3r06FH8ByEiIiIlX8ym7K9VWoLZOQdOUY9YCdTyr+vEth07a3AScSbbt28vtuvDrqZJkya535vNZvz9/QkP/9+nVDkTrMfHx+cuO3DgAFu2bOHee+8Fskc4HDRoEHPnzi2m1CIiIuJ0jjv39WGgHrESqVX1vwqxaA3YUSK4enH+sf34+vgU7/D1rgXr2dqxYwcDBgzIvX/77bfj7u7OkSNHOH/+PN988w1Nmzalb9++tGnThhUrVhAbG8uyZcto2LDhVdcvUOR/DOVrMpnyLMsZ6tVms+UumzNnDpmZmVSpUiV3md1ux9XVlXPnzlGhQoUCZRAREZEyIHfExHbXXq8EU49YCdQyrAIuJog5m8Lp5DSj44jJlF0UuXkX760Aw7DmFE9/H6hj165dtGrViq1bt/Lvf/+badOmAbBnzx5q1KjBpk2bGDFiRO5ce1dbvyhlZmby6aefMnny5NypKaKioti5cydhYWEsWLCgyDOIiIiIk7kYD2ePACao2troNIWmQqwE8vFwpUGILwBbjur0RLm+7du3YzKZcidWvnjxIunp6UycOBGABg0acO7cOZKSknB1dWXo0KEAuLm5Ub58+auuX9R++uknzp07x/Dhw2ncuHGe28CBA5kzZ06RZxAREREnk9MbFtgAPMsbGuVGqBAroVpXrwjAtmgVYnJ9kZGR1KlTBx+f7MFddu3aRaNGjTCbzbmPh4eHs2fPHtq0aZO73Z49e2jUqNFV1y9qc+bMoUePHvj5+V322F133UVUVJRTTT8hIiIixSBnoI7QNtder4TTNWIlVOvqFZm3IZotuk5M8mHSpElMmjQp9/6uXbs4duwYVquV8+fPM2vWLJYsWcLy5cvzFFi7d++mcePGfPnll1dcvyB+//33y5ZFR0dftuzvw9LnnBZ5JS1atNAQ9iIiInK54znzhznv9WGgHrESq/VfA3b8EZdMcprV4DTibHbt2sUdd9xBx44duemmm3j77bcJCwtj7969uYVYZmYmFy9epHz58ldd/1pmzpxJuXLl2L17d5Efz6hRoyhXrlyRP4+IiIiUcNY0iI3K/r6a846YCOoRK7ECfT0I8/fiWGIK24+do3u9QKMjiRPZtWsXCxcu5P/+7//yLJ8xY0bu9xaLhUOHDl1z/atZsGABqampAFSrVs1Bqa/utdde48knnwQgJCSkyJ9PRERESqhTOyArA7wDoUINo9PcEBViJVjr6hU5lpjC1qNnVYhJgZw8eZLQ0NAiW//vQ80Xh8DAQAID9TsgIiJS5uXOH9amQCNMl0Q6NbEEa635xKSQjh49WqTri4iIiBiiFMwflkOFWAmWM3Ji1InzpGdmGZxGRERERMRAdvvfesRUiEkRqhHgTUA5NzIybew6kWR0HBERERER4yQehpREMLtDSFOj09wwFWIlmMlkolVYdq/YVs0nJiIiIiJl2fG/5g+r0gIsbsZmcQAVYiVc6xp/FWJHVYiJiIiISBmWO5Gzcw9bn0OFWAnX5q/rxLYdO0eWTZPbFhdNJFy66PUUEREpBXImci4FA3WACrESr0GID95uZi6kZXLw9AWj45R6rq6uAKSkpBicRBwp5/XMeX1FRETEyaSchYQD2d9XbWNsFgfRPGIlnMXsQouwCqw9lMDW6LM0CPE1OlKpZjabKV++PPHx8QB4eXlht9vJyMggLS0NFxd9duFM7HY7KSkpxMfHU758ecxms9GRREREpDByesP864C3v7FZHESFmBNoXb3iX4XYOYa0r250nFIvODgYILcYs9vtpKam4unpicnJJw4sq8qXL5/7uoqIiIgTyhmoo1rpuD4MVIg5hVZ/Tey89ehZ7Ha7ioEiZjKZCAkJITAwEKvVitVqJSIigi5duujUNifk6uqqnjARERFnl9MjVgrmD8uhQswJNA+tgMXFRFxyGifOpRJa0cvoSGWC2WzOvWVmZuLh4aFCTERERKS4ZWbAye3Z35eSgTpAg3U4BU83M42r+AGaT0xEREREypi4XZCZBp4Vwb+20WkcRoWYk2hTQxM7i4iIiEgZdHxz9tfQtlCKLtFRIeYkWv81n9gWTewsIiIiImVJTOkbqANUiDmNVmHZA3YcPnOJxIvpBqcRERERESkGdvvfesRKz/VhoELMaVTwdqNOYDkAth07Z3AaEREREZFicC4aLp4GF1eo3MzoNA6lQsyJtM65TkynJ4qIiIhIWXBsQ/bXKi3A1dPYLA6mQsyJtM6ZT0w9YiIiIiJSFhxbn/01rKOxOYqACjEnkjNgx96TSaRkZBqcRkRERESkiEWvy/5aXYWYGKhqBS8q+3mQabOzI+a80XFERERERIpO0gk4fwxM5uyh60sZFWJOplV1zScmIiIiImVAzvVhIU3B3cfYLEVAhZiTaa2JnUVERESkLCjFpyWCCjGn0+avHrEdMeexZtkMTiMiIiIiUkRyB+roZGyOIqJCzMnUCSyHn6crKRlZ7DuVbHQcERERERHHuxAHiX8CJqhWuiZyzqFCzMm4uJhoFfbXMPY6PVFERERESqOc68OCG4NneUOjFBWnK8RmzpxJjRo18PDwoGXLlqxdu/aa6y9YsICmTZvi5eVFSEgIDz/8MImJicWUtmjoOjERERERKdVK+WmJ4GSF2KJFixg/fjwvvPACO3bsoHPnzvTt25eYmJgrrr9u3TqGDBnC8OHD2bt3L19//TVbt27lkUceKebkjpUzsfO26HPY7XaD04iIiIiIOFj0X4VYKR2oA5ysEJsyZQrDhw/nkUceoUGDBkybNo3Q0FBmzZp1xfU3bdpE9erVGTduHDVq1KBTp06MHDmSbdu2FXNyx2pcxQ93iwuJlzI4fOaS0XFERERERBznUiKc2Z/9fbUOxmYpQhajA+RXRkYG27dv59lnn82zvFevXmzYsOGK23To0IEXXniBpUuX0rdvX+Lj4/nmm2+45ZZbrvo86enppKen595PTs4eEMNqtWK1Wh1wJDfOBWhS1Y+t0efYfPgMYRXcjY5UquW87iXl9ZfipzYgoHYgagOiNlBcTEfWYgHsleqT6eYLJejn7cjX3mkKsYSEBLKysggKCsqzPCgoiLi4uCtu06FDBxYsWMCgQYNIS0sjMzOTAQMG8O677171eSZNmsSrr7562fLVq1fj5eV1YwfhQBWsLoAL32/YQ7n4XUbHKRNWrVpldAQxmNqAgNqBqA2I2kBRa3xiAbWAaHsVdi1danScPFJSUhy2L6cpxHKYTKY89+12+2XLcuzbt49x48bx0ksv0bt3b2JjY3nqqacYNWoUc+bMueI2zz33HBMnTsy9n5ycTGhoKN27d8ff399xB3KDfA4lsPLTSGIzvenXr7PRcUo1q9XKqlWr6NmzJ66urkbHEQOoDQioHYjagKgNFBfL7LcBCO18H1Ub9jM4TV6OHPTPaQqxgIAAzGbzZb1f8fHxl/WS5Zg0aRIdO3bkqaeeAqBJkyZ4e3vTuXNnXn/9dUJCQi7bxt3dHXf3y0/1c3V1LVG/cK1rBuBighPnUklMySLYz8PoSKVeSWsDUvzUBgTUDkRtQNQGilTqOTi9BwBLzS5Qwn7OjnzdnWawDjc3N1q2bHlZV/CqVavo0OHKF/GlpKTg4pL3EM1mM4DTjzbo4+FKgxBfQMPYi4iIiEgpEbMZsIN/bfC5cmdLaeE0hRjAxIkTmT17NnPnzmX//v1MmDCBmJgYRo0aBWSfVjhkyJDc9fv378/ixYuZNWsWR44cYf369YwbN442bdpQuXJlow7DYVpXz55PbJsKMREREREpDY6ty/4aVnqHrc/hNKcmAgwaNIjExERee+01YmNjady4MUuXLiUsLAyA2NjYPHOKDR06lAsXLvDee+/xxBNPUL58eW666Sbeeustow7BoVpXr8i8DdFsiT5ndBQRERERkRuXO39Y6Z3IOYdTFWIAo0ePZvTo0Vd8bN68eZctGzt2LGPHji3iVMZoXSN7Yuc/4pJJSrXi51myzqEVEREREcm39AsQuzP7+7DSO39YDqc6NVHyCvTxoLq/F3Y7RMaoV0xEREREnNjxzWDPgvJh4FfV6DRFToWYk2v113ViW4/qOjERERERcWJl6LREUCHm9NrkFGIasENEREREnNmxvwqxMnBaIqgQc3qta2QXYjuPJ5FmzTI4jYiIiIhIIWSkwMnI7O/LwIiJoELM6VX39yKgnBsZWTZ2n0wyOo6IiIiISMGd2Ao2K/hWgQrVjU5TLFSIOTmTyZQ7n9gWXScmIiIiIs4o97TEjmAyGZulmKgQKwVaaWJnEREREXFm0WXr+jBQIVYq5AzYse3YObJsdoPTiIiIiIgUgDUt+9REKDMjJoIKsVKhQYgP3m5mLqRlcvD0BaPjiIiIiIjk38ntkJUO3oHgX9voNMVGhVgpYDG70CKsAqDrxERERETEyRzbkP21etm5PgxUiJUa7Wr6A7DxcKLBSURERERECuDYuuyvZWTY+hwqxEqJ9rWyC7FNRxOx6ToxEREREXEGWVY4viX7exVi4ozCq/jh7WbmfIqV/XHJRscREREREbm+UzvAmgKeFaFSfaPTFCsVYqWEq9mFNjWyR0/U6YkiIiIi4hSO/W3YepeyVZqUraMt5TrUCgBUiImIiIiIk4j+20TOZYwKsVIk5zqxzUfPkpllMziNiIiIiMg1ZGVCzKbs76urEBMn1iDEFz9PVy6mZ7L7ZJLRcUREREREri5uF2RcAHc/CGpsdJpip0KsFDG7mGibc53YEZ2eKCIiIiIlWM78YdXagYvZ2CwGUCFWynSopfnERERERMQJ5AzUUQZPSwQVYqVOh9rZA3ZsjT5LemaWwWlERERERK7AZvtfj1hYJ2OzGESFWClTJ7AcAeXcSLPa2Hlc14mJiIiISAkUvxfSzoOrN4Q0NTqNIVSIlTImk4l2NbNPT9xwOMHgNCIiIiIiV5B7fVhbMFuMzWIQFWKl0P+3d+dxUdZ7/8ffwww7CgqC4IK441IamkuLuZaWS8tdZre22OLxlCl356SnU2l58vw6J2+z0tOiWacy687SyqORW5ZLJqJmuCQQiiCyCCoKA8zvjxGKQGV0Zi4GXs/Hg8dc853ruuaN8wX9eH2/36vifmKbmScGAACAuijtW/tjA7x/WAUKsXqo4n5iSekndKaEeWIAAACoQ2y2X6+ItWmY88MkCrF6qU1ogCKD/VRSVq4dv+QbHQcAAAD41fH9UlGOZPGToq4yOo1hKMTqIZPJpH7MEwMAAEBdVLFsfcveksXH2CwGohCrpyqGJ3JjZwAAANQplfcPa7jDEiUKsXqrohDbfaRAp4pLDU4DAAAAyD4/LO1cIdaAF+qQKMTqrZZNAtS6aYDKym3anppndBwAAABAykuRTmVJZh+pZS+j0xiKQqwe69+OeWIAAACoQyqGJbaIk7z9jc1iMAqxeqxfZSHGPDEAAADUAQxLrEQhVo9VrJz4U2ahThSVGJwGAAAADV7lQh0UYhRi9Vh4Yz+1Dw+SzSZtTWGeGAAAAAyUlyoVHJa8LFLLq41OYzgKsXquYp7YFuaJAQAAwEgp6+2PLXtLvkHGZqkDKMTquYrhidxPDAAAAIY6dK4QazvQ2Bx1BIVYPdf3XCF24NgpHT9ZbHAaAAAANEjlZVLqN/btdhRikgcWYgsWLFBMTIz8/PwUFxenTZs2XXD/4uJiPfXUU4qOjpavr6/atWunxYsXuymt8ZoE+ig2srEkrooBAADAIEeTpLMnJN9gKeoqo9PUCR5ViC1btkxTp07VU089pZ07d+q6667T8OHDlZ6eft5j7rzzTq1du1aLFi3S/v37tXTpUnXu3NmNqY336zwxCjEAAAAYIGWd/THmOslsMTZLHeFRfwpz587VxIkT9eCDD0qS5s2bpzVr1mjhwoWaM2dOtf1Xr16tjRs3KiUlRU2bNpUktWnTxp2R64T+7UK16NtUFuwAAACAMQ5tsD8yLLGSxxRiJSUl2rFjh6ZPn16lfdiwYdq8eXONx6xcuVK9evXSiy++qH//+98KDAzUqFGj9Pzzz8vfv+Y7eRcXF6u4+Ne5VIWFhZIkq9Uqq9XqpO/GvXq2bCQvk5SWW6T0nJOKDPYzOpJHqfjcPfXzx+WjD0CiH4A+APrAJSs5JcvhbTJJsra+TvLgPz9nfvYeU4jl5OSorKxMERERVdojIiKUlZVV4zEpKSn69ttv5efnp08//VQ5OTmaPHmy8vLyzjtPbM6cOZo1a1a19vXr1ysgIODyvxGDtAo065dTJr3+2Xpd3cxmdByPlJCQYHQEGIw+AIl+APoA6AOOCi/YpX7lVp32CdPXW5Il0z6jI12yoqIip53LYwqxCiaTqcpzm81Wra1CeXm5TCaT3n//fQUHB0uyD2+844479Nprr9V4VWzGjBmKj4+vfF5YWKhWrVpp4MCBCg0NdeJ34l4/WQ7q9U2pKmrUSiNGdDM6jkexWq1KSEjQ0KFD5e3tbXQcGIA+AIl+APoA6AOXyivhOylF8u8yXCNuvtnoOJclN9d5ay54TCEWFhYms9lc7epXdnZ2tatkFSIjI9WiRYvKIkySYmNjZbPZdOTIEXXo0KHaMb6+vvL19a3W7u3t7dE/cNd0aKbXN6VqW0qeLBbLeYtXnJ+n9wFcPvoAJPoB6AOgDzgsdaMkyavDYHl5+J+bMz93j1k10cfHR3FxcdUuBSckJKh///41HnPNNdfo6NGjOnXqVGXbgQMH5OXlpZYtW7o0b13Tq00TeZtNOlpwVul5zrukCgAAAJxX4VHp+D5JJilmgNFp6pRaXRGbP3++wye+//771ahRI4ePu5D4+HiNHz9evXr1Ur9+/fTGG28oPT1dkyZNkmQfVpiRkaF3331XkjRu3Dg9//zzuv/++zVr1izl5OToT3/6kx544IHzLtZRXwX4WNSjVYi2p+Vr86FcRYcGGh0JAAAA9V3KBvtjVA8poKmRSeqcWhViU6dOVcuWLWU2m2t10sOHD+uWW25xeiF21113KTc3V88995wyMzPVrVs3rVq1StHR0ZKkzMzMKvcUCwoKUkJCgh577DH16tVLoaGhuvPOOzV79myn5vIU/dqFaXtavrYcytXdV7c2Og4AAADqu0Pr7Y9tWbb+92o9R+yHH35QeHh4rfZ1dgH2W5MnT9bkyZNrfG3JkiXV2jp37szKNuf0bxeq+WsPavOh3AsucgIAAABcNpvt1yti3D+smlrNEXv22WcVFBRU65P+5S9/qbyBMuqOnq1D5GvxUs6pYv2cferiBwAAAACX6the6XS25B0gtepjdJo6p9aFmCP30JoxY4ZCQkIuNRNcxNdiVq82TSRJW1Kct/QmAAAAUE3KuWGJ0f0lS/VVyRs6p6yamJ+fr1deeUU9evRwxungQv3bhUmSNv9MIQYAAAAXYn7YBV3WfcS+/vprLVq0SJ999pnCwsJ02223OSsXXKRvW/tNqbem5qq83CYvL+aJAQAAwMmsZ6VfNtu3mR9WI4cLsfT0dL399tt6++23derUKeXn5+ujjz7S7bff7op8cLIrWgYr0MesE0VWJWcVqmtU8MUPAgAAABxxeJtUekYKipDCuxidpk6q9dDEjz76SMOGDVNsbKx+/PFHvfzyyzp69Ki8vLwUGxvryoxwIm+zl66OsS+ksuUQwxMBAADgAhXzw9reILFSd41qXYiNGzdOvXr1UlZWlj7++GONHj1aPj4+rswGF+nXzj48cTOFGAAAAFyB+WEXVetC7IEHHtCCBQt000036V//+pfy8/NdmQsuVLFgx/epeSotKzc4DQAAAOqVojwpc5d9u+0Nhkapy2pdiL3xxhvKzMzUww8/rKVLlyoyMlKjR4+WzWZTeTn/mPcksZGN1djPolPFpdqTUWB0HAAAANQnKRsk2aRmsVLjSKPT1FkOLV/v7++ve++9Vxs3btSePXvUpUsXRURE6JprrtG4ceO0fPlyV+WEE5m9TJWrJzI8EQAAAE5VMT+M1RIv6JLvI9ahQwfNmTNHhw8f1nvvvaeioiLdfffdzswGF+p/bp7YVm7sDAAAAGex2aRDG+zbzA+7oMu6j5gkeXl5aeTIkRo5cqSys7OdkQlu0O/cPLHtaXkqLi2Tr8VscCIAAAB4vLwUqSBd8vKW2lxjdJo67ZIKsYyMDH333XfKzs6uMj/MZDLpsccec1o4uE7HiCCFBvoo93SJktJPqM+5oYoAAADAJTu0zv7Yuq/kE2hsljrO4ULs7bff1qRJk+Tj46PQ0FCZfnNfAAoxz2EymXRN+zCt3HVUGw8cpxADAADA5UvZYH9ktcSLcniO2DPPPKNnnnlGBQUFSktLU2pqauVXSkqKKzLCRQZ2biZJWrePIaUAAAC4TGWlUuo39m0W6rgohwuxoqIijR07Vl5el7zOB+qIAR3DZTJJ+7JO6uiJM0bHAQAAgCc7migVF0p+IVJkD6PT1HkOV1MTJ07Uxx9/7IoscLOmgT7q2SpEElfFAAAAcJkq5oe1HSB5sRDcxTg8R2zOnDm65ZZbtHr1anXv3l3e3t5VXp87d67TwsH1BsdGKDH9hNbvy9Z/9402Og4AAAA81aFz9w9j2fpacbgQe+GFF7RmzRp16tRJkqot1gHPMrBTuP6xZr++O5Sjs9Yy+XnzvxcAAABw0NlC6ch2+zbzw2rF4UJs7ty5Wrx4se677z4XxIG7xUY2UmSwnzILzmpLSq4Gdgo3OhIAAAA8Tdq3kq1MahIjNWljdBqP4PAcMV9fX11zDTdnqy9MJpNuOFd8rWeeGAAAAC5FyrlhiVwNqzWHC7HHH39cr7zyiiuywCCDOtsLsbXJ2bLZbAanAQAAgMdhfpjDHB6a+P3332vdunX64osv1LVr12qLdSxfvtxp4eAe17QPlY/FSxknzuhg9il1jGhkdCQAAAB4ioIjUu5ByeQlxVxvdBqP4XAhFhISottuu80VWWCQAB+L+rUN1cYDx7VuXzaFGAAAAGqv4mpY1FWSf4ihUTyJw4XY22+/7YocMNigzuGVhdikAe2MjgMAAABPwfywS+LwHDHUTxXzxHb8kq+CIqvBaQAAAOARysullA32beaHOaRWhdhVV12l/Pz8Wp/02muvVUZGxiWHgvu1ahqg9uFBKiu3aePB40bHAQAAgCc4tkcqypW8A6WWvY1O41FqNTQxKSlJu3btUtOmTWt10qSkJBUXF19WMLjf4M7h+jn7lNbvy9aoK6OMjgMAAIC6rmJ+WJtrJYuPsVk8TK3niA0ePLjWS5ubTKZLDgTjDOwcrte/SdGG/dkqK7fJ7MXnCAAAgAtgftglq1Uhlpqa6vCJW7Zs6fAxMFZcdBM18rMov8iqpMMnFBfdxOhIAAAAqKusZ6Rftti3mR/msFoVYtHR0a7OgTrA2+yl6zs205e7M7V+XzaFGAAAAM4vfYtUViw1ipSadTI6jcdh1URUMfjc6olr92UbnAQAAAB1WsX8sHaDJKYmOYxCDFUM6NhMJpOUnFmozIIzRscBAABAXVUxP4xhiZeEQgxVhAb5qkerEEnS+n0sYw8AAIAaFGRIWXskmaS2A4xO45EoxFDNoE724YnrGJ4IAACAmuz70v7Yqo8UFG5sFg91WYXYqVOnVFhYWOXL1RYsWKCYmBj5+fkpLi5OmzZtqtVx3333nSwWi3r06OHagPXAwHPzxL77OUdnrWUGpwEAAECdk7zS/hg70tgcHszhQiw1NVU333yzAgMDFRwcrCZNmqhJkyYKCQlRkyauXWVv2bJlmjp1qp566int3LlT1113nYYPH6709PQLHldQUKAJEyZo8ODBLs1XX3SNaqyIxr46Yy3T1pRco+MAAACgLjmdK/3ynX079hZjs3iwWt/QucI999wjSVq8eLEiIiLcevPmuXPnauLEiXrwwQclSfPmzdOaNWu0cOFCzZkz57zHPfLIIxo3bpzMZrM+++wzN6X1XCaTSYM6h2vp94e1fl+2bujE5WYAAACcc+A/kq1cat5datLG6DQey+FCbPfu3dqxY4c6dXLvvQJKSkq0Y8cOTZ8+vUr7sGHDtHnz5vMe9/bbb+vQoUN67733NHv2bFfHrDcGdrIXYuv2Z2umzebWghsAAAB1WPLn9sfYUcbm8HAOF2K9e/fW4cOH3V6I5eTkqKysTBEREVXaIyIilJWVVeMxBw8e1PTp07Vp0yZZLLX7VouLi1VcXFz5vGLem9VqldVqvcT0nufq6GB5m006nHdG+46eUPvwIKMjGabic29Inz+qog9Aoh+APgD6gCSp+KQsh9bJJMnaYbjUwP4snPnZO1yIvfXWW5o0aZIyMjLUrVs3eXt7V3n9iiuucFq4mvz+yoztPFdrysrKNG7cOM2aNUsdO3as9fnnzJmjWbNmVWtfv369AgICHA/swdoFeWlfgZcWrtikwS1sRscxXEJCgtERYDD6ACT6AegDaNh9ICp/q3qXleiUb4TWfn9IMqUYHcmtioqKnHYuhwux48eP69ChQ7r//vsr20wmU2VBVFbmmlX2wsLCZDabq139ys7OrnaVTJJOnjypH374QTt37tSjjz4qSSovL5fNZpPFYtFXX32lQYMGVTtuxowZio+Pr3xeWFioVq1aaeDAgQoNDXXyd1W35TRN1/Nf7lOWV5hGjOhtdBzDWK1WJSQkaOjQodX+4wENA30AEv0A9AHQByTJvPwTSZL/VXdpxKCbDU7jfrm5zlvIzuFC7IEHHlDPnj21dOlSty7W4ePjo7i4OCUkJOjWW2+tbE9ISNDo0aOr7d+4cWPt2bOnStuCBQu0bt06/d///Z9iYmJqfB9fX1/5+vpWa/f29m5wP3BDu0Tq+S/3aUf6CRWVSsH+Dev7/72G2AdQFX0AEv0A9AE04D5gPSsdWitJMncdI3MD/DNw5ufucCH2yy+/aOXKlWrfvr3TQtRWfHy8xo8fr169eqlfv3564403lJ6erkmTJkmyX83KyMjQu+++Ky8vL3Xr1q3K8eHh4fLz86vWjpq1Dg1Qu2aBOnT8tDYdPK5brogyOhIAAACMkrJBKjklNW4hRfU0Oo3Hc7gQGzRokHbt2mVIIXbXXXcpNzdXzz33nDIzM9WtWzetWrVK0dHRkqTMzMyL3lMMjhnUOVyHjqdq3b5sCjEAAICGrGK1xM43S14O344Yv+NwITZy5EhNmzZNe/bsUffu3atdnhs1yrXLWE6ePFmTJ0+u8bUlS5Zc8NiZM2dq5syZzg9Vjw3sHK43N6Vqw/7jKiu3yezFMvYAAAANTlmptH+VfTt2pLFZ6gmHC7GKYYDPPfdctddcuVgHjNG7TVM18rUo73SJdh05oataNzE6EgAAANwtfbN0Jk/ybyq17m90mnrB4WuK5eXl5/2iCKt/vM1eur5jM0nS+n3ZBqcBAACAISqHJY6QzA5fy0ENGNyJixrYOVyStI5CDAAAoOEpL5eSv7Bvd2ZYorNcUiG2ceNGjRw5Uu3bt1eHDh00atQobdq0ydnZUEfc0KmZTCZp79FCZRWcNToOAAAA3OloonTyqOQTJLW9weg09YbDhdh7772nIUOGKCAgQFOmTNGjjz4qf39/DR48WB988IErMsJgYUG+uqJliCRp/X6uigEAADQoFcMSOwyTvP2MzVKPOFyI/e1vf9OLL76oZcuWacqUKXr88ce1bNky/f3vf9fzzz/vioyoAwYzPBEAAKDhsdmk5JX2bVZLdCqHC7GUlBSNHFn9Qxg1apRSU1OdEgp1z6Bzhdh3P+eouJRFWQAAABqE7GQpL0Uy+0odhhqdpl5xuBBr1aqV1q5dW6197dq1atWqlVNCoe7pGtVY4Y18VVRSpm0peUbHAQAAgDtUDEtsN1DybWRslnrG4bUn/+d//kdTpkxRUlKS+vfvL5PJpG+//VZLlizRyy+/7IqMqANMJpMGdgrXsh8Oa92+7Mol7QEAAFCP7TtXiDEs0ekcLsT+8Ic/qHnz5nrppZf00UcfSZJiY2O1bNkyjR492ukBUXcM7PxrIfbsyC4ymUxGRwIAAICr5KVKWXskk1nqONzoNPXOJd2N7dZbb9Wtt97q7Cyo467tECYfs5fS84p06PgptQ/n8jQAAEC9te/cvcPaXCMFhhqbpR665Bs679ixQ++9957ef/997dy505mZUEcF+VrUv739h3Bl0lGD0wAAAMClKuaHcRNnl3D4ilh2drbGjh2rDRs2KCQkRDabTQUFBRo4cKA+/PBDNWvG3KH67NaeLbRh/3F9kpihqUM6ysuL4YkAAAD1zsks6fD39u3ONxubpZ5y+IrYY489psLCQu3du1d5eXnKz8/Xjz/+qMLCQk2ZMsUVGVGH3Ni1uRr5WpRx4oy2pbJ6IgAAQL2070tJNqlFLym4hdFp6iWHC7HVq1dr4cKFio2NrWzr0qWLXnvtNf3nP/9xajjUPX7eZt18RaQkaXniEYPTAAAAwCWSWS3R1RwuxMrLy+Xt7V2t3dvbW+Xl5U4JhbrttqtaSpJW7clUUUmpwWkAAADgVGfypbRN9m0KMZdxuBAbNGiQHn/8cR09+utiDRkZGZo2bZoGDx7s1HCom3q3aaLWTQN0uqRMa/ZmGR0HAAAAznRgjVReKoV3kULbGZ2m3nK4EHv11Vd18uRJtWnTRu3atVP79u0VExOjkydP6pVXXnFFRtQxJpNJt11lHyv8yY4Mg9MAAADAqRiW6BYOr5rYqlUrJSYmKiEhQfv27ZPNZlOXLl00ZMgQV+RDHXVbz5aa9/VBfXcoR5kFZxQZ7G90JAAAAFyuktPSz1/btynEXMqhQqy0tFR+fn5KSkrS0KFDNXToUFflQh3XOjRAV7dpqu/T8vTpzgxNvqG90ZEAAABwuX7+Wio9KzVpI0V0MzpNvebQ0ESLxaLo6GiVlZW5Kg88yO1xFcMTj8hmsxmcBgAAAJct+Qv7Y+dbJBP3i3Ulh+eI/fWvf9WMGTOUl8c9pBq6Ed0j5Wvx0qHjp7X7SIHRcQAAAHA5SkukA6vt27GjjM3SADg8R2z+/Pn6+eefFRUVpejoaAUGBlZ5PTEx0WnhULc18vPWjV2ba+Wuo/ok8YiubBVidCQAAABcqtRvpOJCKShCatnb6DT1nsOF2OjRo2XiMiXOuT2upVbuOqqVu47qqZtj5WsxGx0JAAAAlyJ5pf2x8y2Sl8MD5+AghwuxmTNnuiAGPNW17cMU0dhXxwqLtX5ftm7qFml0JAAAADiqvEza96V9O/YWY7M0EA6Xum3btlVubm619hMnTqht27ZOCQXPYfYyaUzPc4t2JHJPMQAAAI90eJtUlCP5BUttrjM6TYPgcCGWlpZW46qJxcXFOnLkiFNCwbPcflVLSdL6fdnKPVVscBoAAAA4rOImzp1GSGZvY7M0ELUemrhy5crK7TVr1ig4OLjyeVlZmdauXauYmBjnpoNH6BjRSN1bBGtPRoFW7jqq+6+hHwAAAHiMslLppxX2bW7i7Da1LsTGjBkjSTKZTLr33nurvObt7a02bdropZdecmo4eI7br2qhPRkFWp6YQSEGAADgSfZ9IRVmSAFhUrvBRqdpMGo9NLG8vFzl5eVq3bq1srOzK5+Xl5eruLhY+/fv1y23MLGvoRp5ZZQsXibtySjQgWMnjY4DAACA2tr2uv2x1/2St5+xWRoQh+eIpaamKiwszBVZ4MFCg3w1sHO4JOmTHcwVBAAA8AiZu6T0zZKXReo10eg0DUqtC7Ft27bpP//5T5W2d999VzExMQoPD9fDDz+s4mIWamjIKhbt+HRnhkrLyg1OAwAAgIva+i/7Y5cxUmNuQ+ROtS7EZs6cqd27d1c+37NnjyZOnKghQ4Zo+vTp+vzzzzVnzhyXhIRnGNQ5XCEB3so+WazvDlW/xQEAAADqkFPHpR//z77d9w/GZmmAal2IJSUlafDgXyfvffjhh+rTp4/efPNNxcfHa/78+froo49cEhKewcfipVFXRklieCIAAECdt+NtqaxEahEntexldJoGp9aFWH5+viIiIiqfb9y4UTfddFPl8969e+vw4cPOTQePUzE8cc3eLBWetRqcBgAAADUqLZG2v2Xf7sPVMCPUuhCLiIhQamqqJKmkpESJiYnq169f5esnT56Utzc3f2vormgZrPbhQSouLdeq3ZlGxwEAAEBNflohnTomBTWXuow2Ok2DVOtC7KabbtL06dO1adMmzZgxQwEBAbruuusqX9+9e7fatWvnkpC/tWDBAsXExMjPz09xcXHatGnTefddvny5hg4dqmbNmqlx48bq16+f1qxZ4/KMDZnJZKq8KrY8McPgNAAAAKjRtoX2x94TJYuPsVkaqFoXYrNnz5bZbNaAAQP05ptv6s0335SPz68f2uLFizVs2DCXhKywbNkyTZ06VU899ZR27typ6667TsOHD1d6enqN+3/zzTcaOnSoVq1apR07dmjgwIEaOXKkdu7c6dKcDd2YnlEymaTv0/KUnltkdBwAAAD81uHtUsYOyewjxd1vdJoGy1LbHZs1a6ZNmzapoKBAQUFBMpvNVV7/+OOPFRQU5PSAvzV37lxNnDhRDz74oCRp3rx5WrNmjRYuXFjjio3z5s2r8vyFF17QihUr9Pnnn6tnz54uzdqQRQb769r2Ydp0MEefJB7RtKEdjY4EAACACtvOLVnf7Q4pqJmxWRqwWhdiFYKDg2tsb9q06WWHuZCSkhLt2LFD06dPr9I+bNgwbd68uVbnKC8v18mTJy+Ytbi4uMr90AoLCyVJVqtVViuLT9TW6CsjKwuxPw5oI5PJZHSkS1bxufP5N1z0AUj0A9AHUE/6QGGmLD99JpMka68HJU/+XgzgzM/e4ULMKDk5OSorK6uycqNkX0QkKyurVud46aWXdPr0ad15553n3WfOnDmaNWtWtfb169crICDAsdANmK1M8vUy60j+Gb267D9q19joRJcvISHB6AgwGH0AEv0A9AF4dh/ofPT/1Km8VDmBnfRd4hFJ3HLIEUVFzpt24zGFWIXfX1mx2Wy1utqydOlSzZw5UytWrFB4ePh595sxY4bi4+MrnxcWFqpVq1YaOHCgQkNDLz14A7S19Ed9knhUmX7RemxEV6PjXDKr1aqEhAQNHTqUlUEbKPoAJPoB6AOoB32g9Kwsr0yTJIXc+KRGxI4wOJDnyc3Nddq5PKYQCwsLk9lsrnb1Kzs7u9pVst9btmyZJk6cqI8//lhDhgy54L6+vr7y9fWt1u7t7e2ZP3AG+q9erfVJ4lH958djem50d/n7mC9+UB1GHwB9ABL9APQBeHAf+HGZVJQrBbeSpetoyewxpUCd4czPvdarJhrNx8dHcXFx1S4FJyQkqH///uc9bunSpbrvvvv0wQcf6Oabb3Z1TPzG1W2aqmUTf50qLtVXP9Vu+CgAAABcwGaTtp5bpKP3gxRhdYDHFGKSFB8fr7feekuLFy9WcnKypk2bpvT0dE2aNEmSfVjhhAkTKvdfunSpJkyYoJdeekl9+/ZVVlaWsrKyVFBQYNS30KB4eZl0W88WkqRPuKcYAACAcX7ZLB3bI1n8pasmXHx/uJxHFWJ33XWX5s2bp+eee049evTQN998o1WrVik6OlqSlJmZWeWeYq+//rpKS0v1xz/+UZGRkZVfjz/+uFHfQoNz27mbO3978LgO53FPMQAAAENU3MD5yrukANeudo7a8bhrkpMnT9bkyZNrfG3JkiVVnm/YsMH1gXBBbcICdV0H+z3F/rFmv+bfzf3bAAAA3Cr/F2nfl/btPpOMzYJKHnVFDJ7pyZs6y2SSVu46qp3p+UbHAQAAaFi2vyXZyqWYAVJ4rNFpcA6FGFyuW4tg3XFuiOLsL5Nls9kMTgQAANBAlJyWEt+xb/f9g7FZUAWFGNziiRs7yd/brB2/5GvVHlZQBAAAcIvdy6SzBVKTGKnDjUanwW9QiMEtIhr76ZEBbSVJf1+drLPWMoMTAQAA1HM2m7Ttdfv21Q9LXvzTvy7h04DbPHx9W0U09tXhvDN6Z3Oa0XEAAADqt5T10vF9kk+Q1PMeo9PgdyjE4DYBPhb96cbOkqRX1/2s3FPFBicCAACoxyquhvW4R/ILNjYLqqEQg1vd1rOFurVorJPFpZr39UGj4wAAANRPuYekA2vs21c/bGwW1IhCDG7l5WXSUyO6SJI++D5dB4+dNDgRAABAPfT9G5JsUodhUlh7o9OgBhRicLt+7UI1rEuEysptemFVstFxAAAA6pezhdLO9+3b3MC5zqIQgyFmjIiVxcuk9fuPa9PB40bHAQAAqD+SPpBKTkphHaV2g4xOg/OgEIMhYsICNaFfG0nS375MVlk5N3kGAAC4bKeOS9/OtW/3eUQymYzNg/OiEINhpgxur2B/b+3LOqmPfzhsdBwAAADPVl4ufTZJOnVMatbZvloi6iwKMRgmJMBHUwZ3kCT986sDOlVcanAiAAAAD7blVennryWLn3TH25K3v9GJcAEUYjDU+L7RahMaoJxTxfrXhkNGxwEAAPBMR3ZIa2fZt2/6uxTRxdg8uCgKMRjKx+KlGSNiJUlvbkpRxokzBicCAADwMGcLpE8ekMpLpS5jpLj7jE6EWqAQg+GGdYlQn5imKi4t1z9W7zM6DgAAgOew2aTPp0r5aVJIa2nkyyzQ4SEoxGA4k8mkp2/pIpNJ+izpqHYdPmF0JAAAAM+w89/S3uWSySzdvljyDzE6EWqJQgx1QrcWwbqtZ0tJ0uwvf5LNxnL2AAAAF5S9T1r1Z/v24KelVr2NzQOHUIihzvjTjZ3k5+2l7Wn5Wv1jltFxAAAA6i7rGen/7pdKz0htB0r9Hzc6ERxEIYY6o3mwnx6+vp0kac5/9qm4tMzgRAAAAHXUmr9I2T9JgeHSbW9IXvyz3tPwiaFOeeT6tgpv5Kv0vCK9u/kXo+MAAADUPXs/k35YbN++7XUpKNzQOLg0FGKoUwJ9LXrixk6SpJfXHtSOX/INTgQAAFCH5P8irZxi3752mtRukLF5cMkoxFDn3H5VS13dpqlOFZfqnre26uufjhkdCQAAwHhlVumTB6XiAqllb2ngU0YnwmWgEEOdY/YyackDvTWwUzOdtZbr4X//oA+/Tzc6FgAAgLHWvyAd+V7yDZZuXySZvY1OhMtAIYY6KcDHojcn9NKdvVqq3CZNX75H874+wLL2AACgYTq0Tvr2f+3bo16WmkQbmweXjUIMdZbF7KX/d/sVemxQe0nSvK8P6i+f7lFpWbnByQAAANzoVLa0/BFJNinufqnrrUYnghNQiKFOM5lM+p9hnTR7TDd5maSl3x/WpPd26EwJS9sDAIAGoLxc+vQR6XS2FN5FummO0YngJBRi8Aj/3TdaC/87Tr4WL32dnK1xb21V3ukSo2MBAAC4TkmRtPpJ+7BEi790x2LJ29/oVHASCjF4jBu7Ntf7D/ZRsL+3dqaf0B3/2qzDeUVGxwIAAHAum03a96X0Wh/p+zfsbcP/nxQea2wuOBWFGDxKrzZN9ckf+qlFiL9Sjp/WbQs3a+/RAqNjAQAAOEdeqvTBXdKH46SCdKlxS+mu96S4e41OBiejEIPHaR/eSJ/8ob86N2+k4yeLddfrW/XdzzlGxwIAALh01rPShv8nLegrHVwjeXnbb9j86PdS7Eij08EFKMTgkZoH++mjSf3Ut639xs/3vf29ViRlGB0LAADAcQe/thdgG16QSs9KMddLf9gsDZkp+QQanQ4uQiEGj9XYz1vvPHC1br4iUtYymx7/MEn/XLNfWQVnjY4GAABwcScOS8v+W3r/dik/VQpqbr9R84SVUrOORqeDi1mMDgBcDl+LWa+M7amIRn5a/F2qXl3/s17b8LOubtNUI6+M0ojukWoa6GN0TAAAgF+VlkhbXpW++YdkLZJMZqnPJOmG6ZJfY6PTwU0oxODxvLxMemZkF13RMljvb/tF29PytS01T9tS8/Tsyr26tn2YRl0ZpWFdI9TIz9vouAAAoCFL2SitekLKOWB/3rqfdPNLUkRXY3PB7SjEUG+M6dlCY3q2UMaJM/py91Gt3HVUP2YUauOB49p44Lh8PvXSoE7hGnlllAZ1Dpe/j9noyAAAoD4rLZGO7ZGO7JAydkgZP0i5P9tfC2wmDX1eunKsZDIZmxOG8LhCbMGCBfrHP/6hzMxMde3aVfPmzdN111133v03btyo+Ph47d27V1FRUfrzn/+sSZMmuTEx3K1FiL8evr6dHr6+nVKOn9LnuzK1cleGDh0/rdV7s7R6b5YCfcwa2iVCI6+MUr92oQrw8bgfBQAAUJfYbFJ+mr3gOvKDvejK3C2VFVfdz+Ql9ZooDfqr5B9iRFLUER71r89ly5Zp6tSpWrBgga655hq9/vrrGj58uH766Se1bt262v6pqakaMWKEHnroIb333nv67rvvNHnyZDVr1ky33367Ad8B3K1tsyA9PqSDpgxur+TMk/p891F9vuuojuSf0WdJR/VZ0lFJUkiAtyKD/RUV7KfIED/79rnH8CCLSssN/kYAAIDxbDaZy85KhRmS9ZR0Mks6mniu8NohFdVwOx3/JlKLOKlFL6llL/t2QFP3Z0edY7LZbDajQ9RWnz59dNVVV2nhwoWVbbGxsRozZozmzJlTbf8nn3xSK1euVHJycmXbpEmTtGvXLm3ZsqVW71lYWKjg4GDl5OQoNDT08r8JGM5ms2nn4RP6fNdRfbk7U9kniy96jEk2hQX5KirEX5HB/gr295avt5f8vM3ys3jJ19ts3/b2kp/lN9vnHn0tZlnMJplNJnl5meRlqtiWfbuizcskL5N93pvZZJLJJJlkH65QMWqh8lEVr0umc40mVR/dYGK4w2WzWq1atWqVRowYIW9v5hk2VPQD0Aec6Lf//Kzctl3guc3+aCu3f6li+9yjVPW5rVwqL5XKSs49Wqtul1vPtf12u0Q6WyCdOSGdyZfOnns8c6Jy23bmhEzl1vN/X2YfqXn3qkVX07YMPaxHcnNzFRYWpoKCAjVufHkLq3jMFbGSkhLt2LFD06dPr9I+bNgwbd68ucZjtmzZomHDhlVpu/HGG7Vo0SJZrdYaf4kWFxeruPjXf5gXFhZKkiz/bC+bHz9E9UXPc1/PSJK/va3yrwSbZDv3zPbbF6ySjp/7qmN+91cWnMwk6WZJSpRKDc4C49APYFQfMNXR3+4X+leRl6luZr5cFd9zic2sQgUqz9ZIybY22mVrryRbeyWXRKsk1VtKrThi/7kv1BflZ4ucdi6PKcRycnJUVlamiIiIKu0RERHKysqq8ZisrKwa9y8tLVVOTo4iIyOrHTNnzhzNmjWrWrtJZTLZKMTqs/N+unzsAAB4jHKbSeUyqVRmWWVRqcwqlVklsqjUZq5st8qs0opHm72tUAEqsAXqhIJUYAtUgQJVYAs69xioE+e2i+Sr8/8DoX4WobArd+JgQo8pxCr8fpiVzWa74NCrmvavqb3CjBkzFB8fX/m8sLBQrVq1UtGD38q/SZNLjQ0PZi0t1TfffKPrr79e3hbX/siU22wqt8n+VW6TTbbKERo2VYzWsLf9/greuYEbVdXwy+L3LZfy+6Sh/RVTZi3Vlq1b1a9vX5m9Pe7XJpyEfoD63wcu4X8eLzjk7nyv/W6s/W/YKtt+v4/JvsiFyUuS6dx+FW2myvaLDQG0nPvyu+Be51dqtWrjN99owPXXyMLw1AYpPy9X3ec551we81skLCxMZrO52tWv7Ozsale9KjRv3rzG/S0Wy3nne/n6+srX17dau3dIC3k3ZY5Yg2S1qtg7RN5NWjInoIGyWq3y2bNPEa3a0gcaMPoB6AOwWq0K9pGimgbRBxooP9vF1xaoLS+nncnFfHx8FBcXp4SEhCrtCQkJ6t+/f43H9OvXr9r+X331lXr16sUPDwAAAADDeEwhJknx8fF66623tHjxYiUnJ2vatGlKT0+vvC/YjBkzNGHChMr9J02apF9++UXx8fFKTk7W4sWLtWjRIj3xxBNGfQsAAAAA4DlDEyXprrvuUm5urp577jllZmaqW7duWrVqlaKjoyVJmZmZSk9Pr9w/JiZGq1at0rRp0/Taa68pKipK8+fP5x5iAAAAAAzlUYWYJE2ePFmTJ0+u8bUlS5ZUaxswYIASExNdnAoAAAAAas+jhiYCAAAAQH1AIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABuRiEGAAAAAG5GIQYAAAAAbkYhBgAAAABu5jGFWH5+vsaPH6/g4GAFBwdr/PjxOnHixHn3t1qtevLJJ9W9e3cFBgYqKipKEyZM0NGjR90XGgAAAABq4DGF2Lhx45SUlKTVq1dr9erVSkpK0vjx48+7f1FRkRITE/X0008rMTFRy5cv14EDBzRq1Cg3pgYAAACA6ixGB6iN5ORkrV69Wlu3blWfPn0kSW+++ab69eun/fv3q1OnTtWOCQ4OVkJCQpW2V155RVdffbXS09PVunVrt2QHAAAAgN/ziEJsy5YtCg4OrizCJKlv374KDg7W5s2bayzEalJQUCCTyaSQkJDz7lNcXKzi4uIqx0hSXl7epYWHx7NarSoqKlJubq68vb2NjgMD0Acg0Q9AHwB9AL/WBDab7bLP5RGFWFZWlsLDw6u1h4eHKysrq1bnOHv2rKZPn65x48apcePG591vzpw5mjVrVrX2jh071j4wAAAAgHorNzdXwcHBl3UOQwuxmTNn1lj0/Nb27dslSSaTqdprNputxvbfs1qtGjt2rMrLy7VgwYIL7jtjxgzFx8dXPj9x4oSio6OVnp5+2X/Y8EyFhYVq1aqVDh8+fMEiHvUXfQAS/QD0AdAHYB8t17p1azVt2vSyz2VoIfboo49q7NixF9ynTZs22r17t44dO1bttePHjysiIuKCx1utVt15551KTU3VunXrLvpD4+vrK19f32rtwcHB/MA1cI0bN6YPNHD0AUj0A9AHQB+A5OV1+WseGlqIhYWFKSws7KL79evXTwUFBfr+++919dVXS5K2bdumgoIC9e/f/7zHVRRhBw8e1Pr16xUaGuq07AAAAABwqTxi+frY2FjddNNNeuihh7R161Zt3bpVDz30kG655ZYqC3V07txZn376qSSptLRUd9xxh3744Qe9//77KisrU1ZWlrKyslRSUmLUtwIAAAAAnlGISdL777+v7t27a9iwYRo2bJiuuOIK/fvf/66yz/79+ytXOTxy5IhWrlypI0eOqEePHoqMjKz82rx5c63f19fXV88++2yNwxXRMNAHQB+ARD8AfQD0ATi3D5hszlh7EQAAAABQax5zRQwAAAAA6gsKMQAAAABwMwoxAAAAAHAzCjEAAAAAcDMKsRrMmTNHJpNJU6dOrWwzmUw1fv3jH/8wLihcpqY+cOrUKT366KNq2bKl/P39FRsbq4ULFxoXEi5VUx84duyY7rvvPkVFRSkgIEA33XSTDh48aFxION3MmTOr/Z5v3rx55es2m00zZ85UVFSU/P39dcMNN2jv3r0GJoazXawPLF++XDfeeKPCwsJkMpmUlJRkXFi4xIX6gNVq1ZNPPqnu3bsrMDBQUVFRmjBhgo4ePWpwajjTxX4PzJw5U507d1ZgYKCaNGmiIUOGaNu2bQ6/D4XY72zfvl1vvPGGrrjiiirtmZmZVb4WL14sk8mk22+/3aCkcJXz9YFp06Zp9erVeu+995ScnKxp06bpscce04oVKwxKClepqQ/YbDaNGTNGKSkpWrFihXbu3Kno6GgNGTJEp0+fNjAtnK1r165Vft/v2bOn8rUXX3xRc+fO1auvvqrt27erefPmGjp0qE6ePGlgYjjbhfrA6dOndc011+jvf/+7gQnhaufrA0VFRUpMTNTTTz+txMRELV++XAcOHNCoUaMMTgxnu9DvgY4dO+rVV1/Vnj179O2336pNmzYaNmyYjh8/7tB7WJwd2pOdOnVK99xzj958803Nnj27ymu/rYIlacWKFRo4cKDatm3rzohwsQv1gS1btujee+/VDTfcIEl6+OGH9frrr+uHH37Q6NGjDUgLVzhfHzh48KC2bt2qH3/8UV27dpUkLViwQOHh4Vq6dKkefPBBoyLDySwWS7Xf+ZK9GJ83b56eeuop3XbbbZKkd955RxEREfrggw/0yCOPuDsqXOR8fUCSxo8fL0lKS0tzYyK42/n6QHBwsBISEqq0vfLKK7r66quVnp6u1q1buysiXOxCvwfGjRtX5fncuXO1aNEi7d69W4MHD671e3BF7Df++Mc/6uabb9aQIUMuuN+xY8f05ZdfauLEiW5KBne5UB+49tprtXLlSmVkZMhms2n9+vU6cOCAbrzxRgOSwlXO1weKi4slSX5+fpVtZrNZPj4++vbbb92aEa518OBBRUVFKSYmRmPHjlVKSookKTU1VVlZWRo2bFjlvr6+vhowYIA2b95sVFy4wPn6ABoOR/pAQUGBTCaTQkJC3BcQLlfbPlBSUqI33nhDwcHBuvLKKx16D66InfPhhx8qMTFR27dvv+i+77zzjho1alT5P6KoHy7WB+bPn6+HHnpILVu2lMVikZeXl9566y1de+21bk4KV7lQH+jcubOio6M1Y8YMvf766woMDNTcuXOVlZWlzMxMA9LCFfr06aN3331XHTt21LFjxzR79mz1799fe/fuVVZWliQpIiKiyjERERH65ZdfjIgLF7hQHwgNDTU6HtzAkT5w9uxZTZ8+XePGjVPjxo0NSgxnq00f+OKLLzR27FgVFRUpMjJSCQkJCgsLc+h9KMQkHT58WI8//ri++uqrKv/bfT6LFy/WPffcU6t94Rlq0wfmz5+vrVu3auXKlYqOjtY333yjyZMnKzIy8qJXUVH3XawPeHt765NPPtHEiRPVtGlTmc1mDRkyRMOHDzcgLVzlt59n9+7d1a9fP7Vr107vvPOO+vbtK8m+eNNv2Wy2am3wXBfqA/Hx8QYmg7vUtg9YrVaNHTtW5eXlWrBggRFR4SK16QMDBw5UUlKScnJy9Oabb+rOO+/Utm3bFB4eXuv3YWiipB07dig7O1txcXGyWCyyWCzauHGj5s+fL4vForKyssp9N23apP379zMfpJ65WB84ffq0/vKXv2ju3LkaOXKkrrjiCj366KO666679M9//tPo+HCC2vweiIuLU1JSkk6cOKHMzEytXr1aubm5iomJMTo+XCQwMFDdu3fXwYMHK+cKVFwZq5CdnV3tKhnqj9/2ATRMNfUBq9WqO++8U6mpqUpISOBqWD1XUx8IDAxU+/bt1bdvXy1atEgWi0WLFi1y6LwUYpIGDx6sPXv2KCkpqfKrV69euueee5SUlCSz2Vy576JFixQXF+fwGFDUbRfrA2VlZbJarfLyqvojYzabVV5eblBqOJMjvweCg4PVrFkzHTx4kMVa6rni4mIlJycrMjJSMTExat68eZWJ+iUlJdq4caP69+9vYEq40m/7ABqm3/eBiiLs4MGD+vrrrxmy2gDU5veAzWarnE9eWwxNlNSoUSN169atSltgYKBCQ0OrtBcWFurjjz/WSy+95O6IcLHa9IEBAwboT3/6k/z9/RUdHa2NGzfq3Xff1dy5c42IDCerTR/4+OOP1axZM7Vu3Vp79uzR448/rjFjxlRZvAGe7YknntDIkSPVunVrZWdna/bs2SosLNS9995beV+5F154QR06dFCHDh30wgsvKCAgoNoKWvBcF+oDkpSXl6f09PTK+0bt379fkn115fOtsAbPcqE+UFpaqjvuuEOJiYn64osvVFZWVnmVvGnTpvLx8TE4PZzhQn3g9OnT+tvf/qZRo0YpMjJSubm5WrBggY4cOaL/+q//cuh9KMQc8OGHH8pms+nuu+82OgoM8OGHH2rGjBm65557lJeXp+joaP3tb3/TpEmTjI4GN8nMzFR8fLyOHTumyMhITZgwQU8//bTRseBER44c0d13362cnBw1a9ZMffv21datWxUdHS1J+vOf/6wzZ85o8uTJys/PV58+ffTVV1+pUaNGBieHs1ysD6xcuVL3339/5f5jx46VJD377LOaOXOmEZHhZBfqA2lpaVq5cqUkqUePHlWOW79+feUtbuDZLtQHzp49q3379umdd95RTk6OQkND1bt3b23atKny9ja1ZbLZbDYXfQ8AAAAAgBowRwwAAAAA3IxCDAAAAADcjEIMAAAAANyMQgwAAAAA3IxCDAAAAADcjEIMAAAAANyMQgwAAAAA3IxCDABQL23YsEEmk0knTpyo8XlNlixZopCQkPO+npaWJpPJJJPJVO1mrpfjvvvuqzzvZ5995rTzAgDqLgoxAIDHu+GGGzR16tQqbf3791dmZqaCg4NrfH45vv76a61du/ayz1Ph5ZdfVmZmptPOBwCo+yxGBwAAwBV8fHzUvHnz8z6/HKGhoQoNDXXKuSQpODjYKQUiAMBzcEUMAODR7rvvPm3cuFEvv/xy5fC+tLS0Wg1NXLJkiVq3bq2AgADdeuutys3NvaQMNV2RGzNmjO67777K5wsWLFCHDh3k5+eniIgI3XHHHZf0XgCA+oFCDADg0V5++WX169dPDz30kDIzM5WZmalWrVpd9Lht27bpgQce0OTJk5WUlKSBAwdq9uzZLsn4ww8/aMqUKXruuee0f/9+rV69Wtdff71L3gsA4BkYmggA8GjBwcHy8fFRQECAQ0MPX375Zd14442aPn26JKljx47avHmzVq9e7fSM6enpCgwM1C233KJGjRopOjpaPXv2dPr7AAA8B1fEAAANUnJysvr161el7ffPnWXo0KGKjo5W27ZtNX78eL3//vsqKipyyXsBADwDhRgAoEGy2WxOO5eXl1e181mt1srtRo0aKTExUUuXLlVkZKSeeeYZXXnllRdcSh8AUL9RiAEAPJ6Pj4/KysocOqZLly7aunVrlbbfP6+tZs2aVVl+vqysTD/++GOVfSwWi4YMGaIXX3xRu3fvVlpamtatW3dJ7wcA8HzMEQMAeLw2bdpo27ZtSktLU1BQkJo2bXrRY6ZMmaL+/fvrxRdf1JgxY/TVV19d8vywQYMGKT4+Xl9++aXatWun//3f/61yteuLL75QSkqKrr/+ejVp0kSrVq1SeXm5OnXqdEnvBwDwfFwRAwB4vCeeeEJms1ldunRRs2bNlJ6eftFj+vbtq7feekuvvPKKevTooa+++kp//etfL+n9H3jgAd17772aMGGCBgwYoJiYGA0cOLDy9ZCQEC1fvlyDBg1SbGys/vWvf2np0qXq2rXrJb0fAMDzmWzOHCQPAEAdtWbNGg0fPlxnz56Vj4/PJZ0jLS1NMTEx2rlzp3r06OHcgJJMJpM+/fRTjRkzxunnBgDULVwRAwDUe8eOHdOKFSvUoUOHSy7Cfqt///7q37+/E5LZTZo0SUFBQU47HwCg7uOKGACg3ouLi9PJkye1YMECDRky5JLPU1paqrS0NEmSr69vrW4cXRvZ2dkqLCyUJEVGRiowMNAp5wUA1F0UYgAAAADgZgxNBAAAAAA3oxADAAAAADejEAMAAAAAN6MQAwAAAAA3oxADAAAAADejEAMAAAAAN6MQAwAAAAA3oxADAAAAADejEAMAAAAAN/v/eAN6nlLMiagAAAAASUVORK5CYII=", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['1'],label='V(1) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['2'],label='V(2) [V] ($V_{out}$)')\n", - "ax[0].legend( loc=(0.54,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(47,53)\n", - "ax[0].set_ylim(-0.5,0.5)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(47,53)\n", - "ax[1].set_ylim(-0.2,1)\n", - "ax[1].set_ylabel('Stroom [mA]');" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "{numref}`Bfig2C` toont de stroom door als functie van de spanning over de transistor voor de npn transistor. Voor de pnp transistor bekomen we dezelfde grafiek." - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroom door en spanning over" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:19:59.804754Z", - "iopub.status.busy": "2024-01-02T14:19:59.803607Z", - "iopub.status.idle": "2024-01-02T14:19:59.935142Z", - "shell.execute_reply": "2024-01-02T14:19:59.934352Z", - "shell.execute_reply.started": "2024-01-02T14:19:59.804697Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: de stroom door een npn transistor als functie van de spanning.", - "name": "Bfig2C" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "figure, ax = plt.subplots(figsize=(10, 8))\n", - "ax.plot(analysis.nodes['8']-analysis.nodes['2'],-analysis.branches['vpos']*1e3)\n", - "ax.grid()\n", - "ax.set_xlabel('Spanning over de npn transistor [V]')\n", - "ax.set_ylabel('Stroom door de transistor [mA]');" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Schema voor enkel AC werking\n", - "\n", - "In heel wat implementaties is een DC pad naar de belasting niet gewenst. Hierbij denken we bijvoorbeeld aan een luidspreker. Een DC stroom bij een luidspreker geeft een vaste offset van de conus die de lucht aanstuurt. Dit geeft heel wat verliezen en geeft ook een asymmetrische weergave van het geluid. Dit geeft belangrijke vervormingen en ook ook ongewenste hoger tonen. \n", - "In {numref}`Bfig1AC` zien we de condensator $C_{out}$ aan de uitgang. Deze zorgt ervoor dat er geen DC stroom naar de uitgang loopt. Deze condensator wordt na het opstarten opgeladen tot de gemiddelde spanning van de emitters van beide powertransistors. Normaal is deze spanning de helft van $V_{DD}$ maar indien er een andere gemiddelde spanning op deze knoop zit zal deze condensator deze offset opvangen.\n", - "\n", - "Om de AC uitgangsignalen zo goed mogelijk door te laten, is het aangewezen $C_{out}$ zo groot mogelijk te nemen.\n", - "Van de andere kant moet er natuurlijk ook me rekening gehouden worden dat hoe groter $C_{out}$ is, hoe langere het duurt eer de evenwichtswaarde op de condensator bekomen wordt. Bovendien wordt $C_{out}$ duurder als hij groter wordt gekozen.\n", - "\n", - "Om de AC ingangsignalen zo goed mogelijk door te laten, is het aangewezen $C_{in}$ zo groot mogelijk te nemen. Ook hier gelden de aspekten van opstarttijd en kostprijs.\n", - "\n", - "Een ander substantieel voordeel van het schema voor AC sturing is dat er maar 1 voeding nodig is. Dit is in vele gevallen een belangrijke besparing op de kost van het circuit." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "KULeuvenSlides": { - "slide_title": "AC schema" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T07:24:34.052439Z", - "iopub.status.busy": "2024-01-03T07:24:34.051799Z", - "iopub.status.idle": "2024-01-03T07:24:34.212216Z", - "shell.execute_reply": "2024-01-03T07:24:34.210867Z", - "shell.execute_reply.started": "2024-01-03T07:24:34.052388Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker voor AC werking.", - "name": "Bfig1AC" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", 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"output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='down', l=1.5)\n", - " indot=Dot()\n", - " Line(d='down', l=1.4)\n", - " T2 = BjtPnp( d='right')\n", - " \n", - " Vdd(xy=T1.collector, l=0.75, label='$V_{DD}$')\n", - " Line(xy=indot.start, d='left', l=0.25)\n", - " Capacitor(d='left', label='$C_{in}$')\n", - " Dot(open=True, label='$v_{in}$')\n", - " Line(d='down',xy=T1.emitter, l=0.3)\n", - " outdot=Dot()\n", - " Line(d='down',xy=outdot.start,toy=T2.emitter)\n", - " Ground(xy=T2.collector)\n", - " \n", - " Line(xy=outdot.start, d='right', l=0.5)\n", - " C1 = Capacitor(d='right', label='$C_{out}$')\n", - " R = Resistor(d='down',l=1.5, label='$R_L$')\n", - " Ground()\n", - " Line(d='down',xy=outdot.start,toy=T2.emitter)\n", - " \n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - "\n", - " pullup = EncircleBox([T1],padx=.1).linestyle('--').linewidth(0.5).color('green')\n", - " pulldown = EncircleBox([T2],padx=.1).linestyle('--').linewidth(0.5).color('green')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Gebruik van de voorinstelspanning\n", - "\n", - "Aangezien de dode zone zoals aangegeven in {numref}`Bfig2` en {numref}`Bfig2B` duidelijk problematisch is voor de werking van het schema in de buurt van de nuldoorgang, is het aanbrengen van een voorinstelspanning tussen beide basissen van de vermogentransistors eerste dat moet gebeuren om een nuttig klasse B versterkerschema te bekomen. We kunnen op 3 manieren een voorinstelspanning bekomen:\n", - "\n", - "* Aan de hand van een weerstand tussen de NPN en de PNP transistor\n", - "* Aan de hand van een aantal diodes tussen de pull-up transistors en de pull-down transistors\n", - "* Aan de hand van een circuit met een NPN transistor tussen de pull-up transistors en de pull-down transistors\n", - "\n", - "Naast het circuit dat voor de voorinstelspanning zorgt tussen beide bassissen moeten we natuurlijk ook ervoor zorgen dat de nodige stroom kan vloeien vanuit $V_{DD}$ naar de basis van de NPN transistor en vanuit de basis van de PNP transistor naar ofwel -$V_{DD}$ of de grond. Hiervoor kiezen we in eerste instantie de twee weerstanden $R_1$ en $R_2$. In een later stadium zullen we hiervoor ook betere alternatieven voorstellen.\n", - "\n", - "Hiermee rekening houdende worden deze 3 mogelijkheden hieronder uitgewerkt." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Weerstand als voorinstelspanning\n", - "\n", - "De keuze van een weerstand als voorinstelspanning is in eerste instantie de meest eenvoudige om te implementeren (zie {numref}`Bfig1VoorR`). Deze implementatie heeft echter verschillende nadelen.\n", - "\n", - "* We willen met de voorinstelspanning de spanning van de basis-emitter diode nauwkeurig volgen. Deze diodespanning gaat dalen bij toenemende temperatuur, waardoor de stroom verder gaat stijgen als de spanning dezelfde blijft. De stijging van de stroom gaat dan de interne temperatuur nog verder laten toenemen waardoor dit onstabiele effect zichzelf versterkt.\n", - "* Als er variaties op de voedingsspanning zijn, gaan deze variaties een invloed hebben op de voorinstelspanning." - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Voorinstelspanning" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T19:15:12.095076Z", - "iopub.status.busy": "2024-01-03T19:15:12.094504Z", - "iopub.status.idle": "2024-01-03T19:15:12.302624Z", - "shell.execute_reply": "2024-01-03T19:15:12.301295Z", - "shell.execute_reply.started": "2024-01-03T19:15:12.095030Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker met weerstand als voorinstelspanning.", - "name": "Bfig1VoorR" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - 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d='left', l=0.5)\n", - " PullUpIn=Dot()\n", - " Rv=Resistor(d='down', label='$R_v$', l=1.5)\n", - " indot=Dot()\n", - " Line(d='right', l=0.5)\n", - " T2 = BjtPnp( d='right')\n", - " r1 = Resistor(xy=PullUpIn.start, d='up', label='$R_1$',l=1.5)\n", - " Line(d='right', l=0.4)\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " r2=Resistor(xy=indot.start, d='down', label='$R_2$',l=1.5)\n", - " Line(d='right', l=0.4)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " \n", - " Line(xy=indot.start, d='left', l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " outdot=Dot(xy=T1.emitter)\n", - " Line(d='down',toy=T2.emitter)\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " \n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " Voorinstelspanning = EncircleBox([Rv],padx=0.2,pady=0).linestyle('--').linewidth(1.5).color('red').fill('xkcd:light pink') \n", - " EncircleBox([r1],padx=0.2,pady=0).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([r2],padx=0.2,pady=0).linestyle('--').linewidth(0.5).color('blue')\n", - " \n", - " Annotate(th1=0).at(Voorinstelspanning.W).delta(dx=-1.2, dy=0.3).label('Voorinstelspanning').color('red')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Diodes als voorinstelspanning" - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "metadata": { - "KULeuvenSlides": { - "slide_title": "voorinstelspanning met diodes" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T16:48:14.011975Z", - "iopub.status.busy": "2024-01-02T16:48:14.010681Z", - "iopub.status.idle": "2024-01-02T16:48:14.188205Z", - "shell.execute_reply": "2024-01-02T16:48:14.187403Z", - "shell.execute_reply.started": "2024-01-02T16:48:14.011953Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker voor DC werking met diode voorinstelspanning.", - "name": "Bfig1v2" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='left', l=0.5)\n", - " PullUpIn=Dot()\n", - " dv1=Diode(d='down', l=1.2)\n", - " indot=Dot()\n", - " dv2=Diode(d='down', l=1.6)\n", - " PullDownIn=Dot()\n", - " Line(d='right', l=0.5)\n", - " T2 = BjtPnp( d='right')\n", - " r1 = Resistor(xy=PullUpIn.start, d='up', label='$R_1$',l=1.5)\n", - " Line(d='right', l=0.4)\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " r2=Resistor(xy=PullDownIn.start, d='down', label='$R_2$',l=1.5)\n", - " Line(d='right', l=0.4)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " \n", - " Line(xy=indot.start, d='left', l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.9,-.4])\n", - " Line(d='down',xy=T1.emitter, l=0.8)\n", - " outdot=Dot()\n", - " Line(d='down',toy=T2.emitter)\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " \n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " Voorinstelspanning = EncircleBox([dv1,dv2],padx=0.2,pady=0).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([r1],padx=0.2,pady=0).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([r2],padx=0.2,pady=0).linestyle('--').linewidth(0.5).color('blue')\n", - " \n", - " Annotate(th1=0).at(Voorinstelspanning.W).delta(dx=-1.2, dy=-0.7).label('Voorinstelspanning').color('red')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Transistor als voorinstelspanning" - ] - }, - { - "cell_type": "code", - "execution_count": 98, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Voorinstelspanning met transistor" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T18:36:54.192829Z", - "iopub.status.busy": "2024-01-02T18:36:54.191961Z", - "iopub.status.idle": "2024-01-02T18:36:54.455531Z", - "shell.execute_reply": "2024-01-02T18:36:54.454668Z", - "shell.execute_reply.started": "2024-01-02T18:36:54.192808Z" - }, - "jupyter": { - "source_hidden": true - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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MxnaNKz1GOQn9+uuvtfBdEGNCyQkhIuLx6quwca3602p9yAfDdujQQe3+Pn364JdffkFiYiICAgJq1faAAQOwc+dOSCssuLdr1y4kJyfrfaBr60GDdH4OQ1AqLcXso7ORkZeBdf9Zp5U2bS1tMajdIAxqNwjZRdkYumMo+rXth09e+KTK165///5aOTcxHlQhlhARST16FAXp6Tpp+/PPPwdjrMrLNuvWrQNjrNaJCQAMGzYM9+/fR2RkJEJCQiqVnp83b55iMb+ZM2fWe9Xhmlz7/XedtW1IJh+cjEC3QK0lJhU5N3DG7vd2o6isCOsT1lNlXqJAyQkhRDBlZWUoKiqCVCqFVCpFUVERSqsoEicvPR8bG6tYI8cQEhVT9KjgEd7e+jaW9F6C8PbhOj2XmcQMX770JXq26onBMYNRXFas0/MR40DJCSEi4uTtDSsnJ6HDUJg/fz5sbGywZMkSbNq0CTY2Nhg9enSNjxM6UWncsWO92zBUJdISfLDrA8zqNgtmEv29RTRzaoaRQSPx8d6PKZkkVOeEEDG5uX073Lt2hW2TJkKHohPp6enYsWMHoqOjERcXp7OZPZfXrEF7DZIoY5T4IBEpT1PQt21fQc4fdSkKPVr0QMSICGzfvh0AXxbB09NTkHiIMKjnhBARyb17F6UmvC6MvnpUsp7NTDI1iQ8S8fO5nwVLTADgXf93MWr3KBRL6fKOmFFyQggxSXVJVGbMmCHqwl/z4+Zj0iuThA4DX7/0NRLvJQodBhEQXdYhREQyExLQ0NsbFra2QocimJou/fj4+CA5Obnayz3p//4L95df1nWoelVUVoS5sXPxbc9vBY2jtLQU48ePx+rVqxXbnjx5AmdnZ+GCInpHPSeEiEhabCwKHjwQOgzB1fcz2Y2YGC1FYjiiLkVhQvAEQWPIyclBv379VBKThQsXUmIiQlSEjRARYVIpWIVCZmIgX5MnJiamyoGyvr6+CAsLw7hx42ocJCsrKdFVqIKJSYrB+x3eF+z8d+7cQf/+/XH58mUAgJWVFbpEdMGkScJfZiL6R8kJISIiMTeHxNxc6DD0ojYJSXh4ONq3b6/xzB0zHS0BIBSpTApziTkszIR5Szh9+jQGDBiAB8969VxcXLBr1y4suLdAkHiI8Cg5IUREPEJCYGOi04gB3SYkytq++642wjUoX770pSDn3b59O4YNG4bCwkIAgLe3N/bu3Ys2bdpg0h3qNRErSk4IEZHUI0dg5eAApzZthA5Fa/SVkCi7unEj3Lp0qVcbhuTig4uIuxuH7i266+2cjDEsWbJE5bJNSEgIdu7ciUaNGgEAfj73Mzp5dIK9lb3e4iKGgZITQkREYm4OJpMJHUa9CZGQKDO1SY4l0hK9VoMtLS1FREQE1qxZo9g2bNgwrFmzBtZKKz5bmFmgTFamt7iI4aDkhBARaejrCzOlP/7GROiERJmLv79O2hWKhZmFVsabxMTEYPHixZg0aRIGDx6s9picnByEhYXhwIEDim1z587F9OnTK71ezg2cBRsHQ4RFrzohIuLQrBny7t2DY/PmQodSK7/99hs+/PBDSNXMNNJXQiLHGIN5gwY6PYe+tXBugZ6teta7nZkzZ+LKlSuYMWOG2uRE3YycX3/9FUOGDFHbXq9WvWBtbpzJNKkfqnNCiIhYOjoi5fBhocOotd27d6tNTEJDQ7F161bMmTOnzuvk1FbuvXsoSE/X+Xn06cbjG9h/Y3+928nNzVX5X9np06fx4osvKhITFxcXHDp0qMrEBAC2JW9Dfml+veMixoeSE0JExM7DA3n37xvdmIk5c+age/fulZKPXbt2ITAwUFF6XlurDlcn/fhxuL30kk7PYWq2b9+Obt264eHDhwD4jJyTJ0/i1VdfFTgyYqgoOSFERCQSCTpMmIDix4+FDqVW2rVrhyNHjiA1NRXLli1Tu0bO/PnzVdbI0UWiwhiDQ7NmcDexN9XGdo3h6+qr9XYZY1i8eDEGDx6MoqIiAHxGzokTJ9BGgxljPVv2hI2FjdbjIoaPkhNCRMbOwwNnv/lG6DDqxN3dHePHj69xMT95ovL888/jzp07Wjt/5rlzyDx/HuZWVlpr0xDImAylslKttllaWoqxY8eqTBUeNmwY/v77b8VU4ZrcenILUia+isaEkhNCRMemcWM0aNwYD8+dEzqUetFk1eGEhARs2rRJK+djMhkur1kDn2HDtNKeIXlU8Ag3H9/UWnsymQz9+vVTmSo8d+5cbNiwQWWqcE1uZ99GidT0lgogNaPkhBAR6hARgbx79yArM40aEhUTFeVP6wUFBVo5R35aGloNHIgGGn7qF7PMzEzFVGErKyts3rwZM2bM0MuAZWIaKDkhRISsHB3R0NcXJ6ZNM4mibMrc3d3Rp08frbb58OxZJP/yC5pruV1D4e3ijT5t6v+9lTxbELHsWdKryYyc6nzU8SM4WjvWOy5ifCg5IUSkGvr5we2ll3Bm/nyjm72jT1kXL+LymjUI+uoroUPRmZtPbuLArQM1H1iDnJwcxdfamJHzS/wvyC2uPC2ZmD4qwkaIiLUeOBB27u64f+AA3Lp0gZUjfUpVlnLkCCTm5nj1++9haWcndDg6I5VJIZXVf+CphYUFSkpKYGVlhRMnTmg88LUq7Nk/Ij7Uc0KIyLl16QJbNzfEffaZURZo04XCzEz8O3Uqsi5cgPsrr8DS3rQXnjM3M4e5mXm923F2dgYAuLq61jsxAQAbCxuYS+ofFzE+1HNCCIFrhw7otmIFbu7YgXv790NWWgqvnj1hYSOeGhOMMWRfvYr7Bw+iUbt28PvgAzT08xM6LL1o3bA1JK3qP1hVPuBVWwNf3/Z7GzaW4vkZJOUoOSGEAAAsbGzgM3QoSvPzcXffPvwzcSLahIUh68IF2DZpAktHR7gGBCDr4kUAgE2TJjCztER+aioAvhjekytX+AwgiQSugYHISkgAADRwcYGFrS3y7t8HADRq3x45169DWlJS6VhrZ2dYN2yIp7dvAwAa+vgg9949lBUWAgAad+yIzPh4AIClgwNsmzZFzo0bAACnNm1QkJGB9BMnFN/X42vXcGfvXljY2MChWTM8uXoVAFCWnw+JpSWKsrLgEhCA61FRsHV3R6vQUDT08dHJc1xYWIgHDx7Azs4OjRs31sk56uLao2s4eOsgOnl0EjoUFZsTNyPYMxjODZyFDoXoGSUnhBAVlnZ2aBMWhjZhYQAAey8v5KWmQvosOdCEUFNGGWPY9OefWLZxo2Lbht27IZFI8OkHH8ChwvFW9vZwbN4czj4+cOvSRWdxpaSkYP78+di0aRPy8/laMS+99BImTpyIgQMH6uy8hBgrCaNh+oQQE8AYw5gxY7B27Vq1+wMDA3H06FHFuAh9uXXrFrp27Yq0tDS1+xctWoSJEyfqNaaKbjy+gTOpZ/BewHv1asfLywupqanw9PRESkpKveNac24NPgj8ANYWtDKx2NCAWEKISYiOjq4yMQGACxcuqBRn05cRI0ZUmZgAwKRJkxD/7DKVUMwl5rAyN7yS/FkFWZAx06rDQzRDyQkhxCQsX768xmM2bdqE7Oxs3QfzzMWLFxEXF1fjcZrErksP8x/iStYVQWNQ58qjKyiWFgsdBhEAXdYhhBg9xhisra1RWlrz4nWurq61Wt+lPvLz8zVKhiwsLNC0aVPdB1SF3Pxc5Oflw8nRCTb1mKGVnp4OmUyGRo0a4dGjR/WOa/iu4fhfn//RgFgRouSEEGL0apOcEN2ztLRUlLKvj6N3jiKkeQjMJNTJLzY0W4cQYvQkEgm6dOlS4yUUiUQCNzc3mJnp582utLQUDx8+rPE4W1tbNGzYUA8RqaftnhMHh4rzoupmw4UN6OjWEU4NnLTSHjEelJwQQkxCREREjcnJqFGjsHr1aj1FxIWEhNQY1/Hjx9GxY0c9RVTZqZRTOHjrIP4b8t96tSOfrVOfBEeZjMmofL1IUV8ZIcQkhIeHY9SoUVXuDwwMxKJFi/QYEbd+/Xp4eHhUuX/RokWCJiYAYCYxM8hLJ1ZmVlS+XqSo54QQU1ZUBJw6BWRmAo6OgKsr8KxCKgIDgRs3gGdFwfDyy8C///KvnZwALy/g8mV+v317ICUFkK86q3ysnR3Qpg1w4QK/7+sLPHwIPH7M77/0EiCv2Gptzds6f57fb9MGePqUHy8/9uRJgDHA0hIICgLOnOH7WrQASkoA+bTcF18Ezp4FpFLA3BySF17A6h498AJjWLB3L+5mZAAAbKys8OmIEZj28stw/OsvwMwMCA7m5wEAd3egQQPgWUVavPAC/15KSwGJBOjSpTz+xo0BZ2fg+nV+v2NH4MoVQF6gTvl5adgQcHNDq5s3cep//8M3f/2FjVu3KoqwWVlZYevWrQgNDa3NK6oTbV3awsLM8N4O3vF/h8rXi5ThpcqEkPo5cwb4+GPgzTeBc+eA06d5AiLk2HddVIxVblNpTZexPXvil8mTFbsm9O6N7yZNgqOtbd3arq+8PHjduoWV77yDzP790fTZJY/GjRsbRGICAFezrmLf9X1Ch1HJxosbkVeSJ3QYRACGlyoTQuomNpYnJh4ewFdfAW3b8u2vvKJ63PPPl3/drp3qvubNVe936KD+a3XHVmxLWYsWqverW7um4rFt2lR9bMuWqvdbtQIASI4cUWwyDwgAWrfmt+oeq1y+Xv7cVRXTCy+Uf+3rq7qv4vMSFKT40qZ3b1i4ufGelqIi4J9/Kr8+hBBKTggxejIZEBEBWFkBs2fzywnEcFk8+7NrZQVs3gxERQFLlvBLXgJpaNMQzZya1bsdmUym8n99dfbojAYWDbTSFjEulJwQYszS04E//+TJib+/0NGQ2jAzA1asAI4cAfbv5z03TZoIEoq1ubVWCp3Jp01nZGTg5s2baF2xt6qWSqQloFJc4kRjTggxVg8eAEOHAj16UGJizHr04Jeu3nsP0EJV1brIyMvAxQcX692OvMeEMQY/Pz8cOnSoXu1deHCByteLFCUnhBirX34BIiMBb2+hIyH11a4d8P33wBdfCB1JvTg5lRdLKy0tRa9evbBixQoBIyLGipITQozRnDlAaGj1g1AJAODs2bNITEw0/MsDQUHA0qXAmjV6P3Wrhq3Qq3WverdjZ2encp8xhoiICERERNSpvRGBI+BgpZ1qs8S4UHJCiLG5coXXKvHzEzoSg2WrNG34wIED6NChA/z8/DBjxgzDTlRcXPj4k1u39HralKcpiL0Tq7X2mjZtikaNGinur1ixAq+99lqtB8puurgJ+aX5WouLGA9KTggxNr//DsydK3QUBq1Tp0545513IFGqV3L16lXMnz9fJVG5ePGiYSUqEgl/bfVcybZEWoISaf0X6pOzsLDA/fv34as0zfrIkSNo27Ytnj59Wun43Nxcte2UsTLImHZm/hDjQskJIcbkwQMgIKD62h8EFhYWiIqKQmpqKiIjIxESEqI2UQkMDDS8RKVdOyAsDKjiDVsXJBKJyvOjDba2trh8+TL69eun2Hbr1i00a9YMN2/eVGw7efIkXn75ZbUrSltILAyyrD7RPXrVCTEmMTG8PgbRiLu7OyIiIhAbG6tRouLr64tt27YJGPEzmZlAdLTeTufj4oO+bfpqvV0zMzPs2bMHX3/9tWJbTk6OYibP7du38Z///AeXLl3CL7/8Uunx73d4H3aWdpW2E9NHyQkhxuToUaBnT6GjMEoVE5Vp06bB3Fx1Ublr165h9OjRwveg9O4NHDyot9Ndybqi0/L1ixcvxi+//AIzM/6WU1paitdffx1du3ZV1EaZO3cuCuVrFD2z/sJ65JborweJGA5KTggxJmPGAPb2QkdhtNLT0xEZGYl3330XCxYsgFQqrXTMwIEDtX6Jo9YaNeILG5qQkSNH4tixY7BWqoSbmpqq+DotLQ0rV64UIjRigKhCLCHGorgYWL+ef6omGktPT8f27dsRExODuLg4tb0ivr6+CAsLQ1hYGPwNpaDdkyd8aQIz3X+GdLR2hJu9W73bcXBwUPm/oldeeQVXr15Fu3btUFBQUGn/t99+i1GjRsHR0REAENg0ENbmwpX1J8Kh5IQQY5GTA9RmZV0Rq0tCInhvSUU3bgB5ecCzN2pdsreyh6ejZ73bmTdvHhYvXoyJEydWeUxUVJTaxAQAHj16hB9//BEzZ84EAFiZWxne60L0gpITQoyJgIvDGTqTSEiUWVjwnhM9SMtNw7m0c+jTpk+92hk8eDAGDx5c5f5t27ZhypQp1baxZMkSREREwMXFBadTT+P9Du/T4n8iRMkJIcaiYUMgPFzoKAyKySUkykaO1EuvCcB7KHS9hg1jDNevX4e3tzeuXbtW5XG5ubmYOnUqVq9ejWJpMazMaXaaGEmY4MPSCSEaSU8HZs8Gfv5Z6EgEZewJiZeXF1JTU+Hp6YmUlJSqDxw5EvjxR0BpvRpdyS3OxcmUk1opYV8TxhguXLiAqKgobN26FXfu3FF73M6dO9HAvwHeaP2GQb1+RD+o54QQYvBKSkqwdu1abN261SgTkjqRyQA9fXZ0sHbAbxd/00tyIpFIEBQUhKCgICxYsABnzpzB1q1bsWXLFqSnpyuOGzRoEDpFdEKfn+p3qYkYJ0pOCDEWdnaAocwk0bMvv/wSy5cvr7Td5BISZVZWQIU6LLr0tPgpisqK9Dq+QyKRIDg4GMHBwVi8eDH+/vtvjBkzBvfv34dMJsOZZWew0HMhJk+erLeYiGGgOieEGAuJBLC0FDoKg8IYE75gmq688w5gY6O30/Vs2VOri//VlpmZGfr06YObN29i1KhRiu1TpkxBdna2YHERYVByQoixyMsD4uOFjkIQS5cuxYoVK9CtW7caF/Mz6FWHa2PjRv6a68m4zuNQWFZY84E6ZmlpiVU/r0LASwGKbfn5tDKx2FByQggxeFZWVvjkk09w9OhRxRo5okpU9MDCzAJ/Xf8LFzIuCB0Kdl7ZCdCseVGj5IQQY+HiArz7rtBRCE6+Ro7JJyqdOwMN9FvfY0a3GZh2eJqgz1NRWRFWnFmB1g1bCxYDER4lJ4QYi5wcYPt2oaMwKCadqJSU6G22jpyXoxemd52O8+nn9XpeZcfuHsOq/qtgbqa/wcDE8FByQoixKCsDSkuFjgIAkJycDIlEonJzc3NDaGgokpKSBInJ5BKVCxf4ekp69tJzL2H5meXYc22P3s/906mfcDLlJLxdvPV+bmJYKDkhxFiYmellEThNJCQkAAA+//xzbNy4EevXr0d4eDj27t2LXr16CT67wuQSFT1b2W8lfk34FcfvHdfbObclbcP1R9cxI2SG3s5JDBgjhBiH0lLGYmOFjoIxxtjEiRMZAJacnKyyPSIiggFgf/zxh0CRVS8tLY1FRkaybt26MYlEwgBUuo0cOVKnMXh6ejIAzNPTs/oDDx9mrKxMp7FUp6SshMXdjWNzj85lJWUlOjtPbnEui9gbwZIeJjGZTKbYPmjQIMVrkpKSorPzE8NkGB/DCCE1y8wENm8WOgoAvOfE1tYW3t6q3e+tW/NBjDk5OUKEVSN5j8qWLVswdepUmKspcrZz507D6D3ZtAkQcAqtpbklXm32Klo3ao2+m/vi4oOLWj/HsbvHMGDLALzt9zb8GvuZVhE9Ui+UnBBCai0hIQEBAQEwq3CZaf/+/TAzM0NwcLBAkVUtPT0dkZGRCAkJgaenJ7799ltIpVKVY3x8fLBmzRrDeJMsK9PbqsTVGRIwBNvCt8HCzAL9fu+HH0/+iNtPbte5vcsPL2Ne7Dy8uflNNHdqjn1D9+G1lq9VOk75Ndi7d2+dz0eME5WvJ8RY2NoC3sIPFExJSUFmZib69u2LrKwsMMZw7949LFu2DPv378dnn30GHx8focMEUL5IYHR0NI4fP662R8THxwfh4eGGVwLfwsJgxhg5N3CGcwNn7AjfgYO3DmLnlZ2wt7LH7mu7YSYxw4dBH+LPq3/iSdETSCQSfPbiZ/jx5I8AgBMpJ9DZozMYGN7zfw9puWkIaR6C/4b8F2aSqr+//v37Y9u2bQCAH374AWPGjNHHt0oMBK1KTIixyMsDoqOBDz8UNIw9e/bgrbfeqrTdzc0N3333HYYPHy5AVOUMPSHReFXiI0eAkBC9rq9TFzImgwQSyJgMDPy5NpeYQ8rKe6XMJeZ1eo7d3d2RkZFR83NFTA71nBBiLHJzgVOnBE9O4p+V0F+7di2aN2+OvLw8bNq0Cdu3b0dWVlat2oqMjMSvv/6KxMREDBkyBOvXr69TTIaekNTJ+vVAx46As7PQkVRL3vthLlFNoiwk9X97UTcmiIgDJSeEkFpJSEiAhYUFhg0bBisrKwC8C97f3x8LFy7Ep59+CksNFyj08PDAzJkzsXfvXpSUlNQqDmNNSCqOcyGEVEbJCSHGolEjIDxc6CgQHx8PX19fRWICQJGsTJ8+HYcPH8Ybb7wBgC/Y5uDggHv37sHLywsAcP/+fQQGBiIxMRFvv/02AODEiRPIyMio8dzGmpDIbdiwQaPvEwAQGAhY0wIzRJwMY7QVIaRmubnAH38IGkJOTg5u376NwMDASvv69esHANi9e7dim52dHVq2bKlSNXbWrFkYM2YMPD09NT7v5cuX0b17d3h6emLChAmIi4tTSUx8fHwwY8YMXLx4EcnJyZg7dy4CAgIMKjEB+HgdORsbm+oPtrICDCx+QvSFkhNCjEVpqSDlzJXJK8OqS06CgoLg4eGh8gYMAP7+/khOTgYAJCUlYc+ePZgyZUqtzjt79mzExsZW6ikJDQ01+IREmXL8X3/9dfUHnzkDFBXpOCJCDBMlJ4QYC4lE8E/S8sGwHTp0ULu/T58+uHv3LhITExXbAgICFD0n06ZNw+TJk+Fcy0GeAwYMUDs4cteuXQgLC8OsWbOMrvR8//79hQ6BEINFyQkhxqJxY2DoUEFD+Pzzz8EYU4wpqWjdunVgjCEgIECxzd/fH0lJSThx4gTi4+Mxfvz4Wp932LBhuH//vqKIWsU1cubNm6dYI2fmzJlGl6io9cEHgL290FEQIghKTggxFg8f8pLmRiYgIADJycmYPHky5s6dC2ulQZ5lZWUoKiqCVCqFVCpFUVERSqtYeVleej42NlaxmJ9JJypRUUBhodBRECIISk4IITrl4+OD3NxcZGdnY9iwYSr75s+fDxsbGyxZsgSbNm2CjY0NRo8eXWObokhUSkoAmnZMRIqSE0KMhY0N0KKF0FHUmoWFBYqLi3Hx4sVKa/HMnj0bjDGVW20LsZlsomJmJvgYI0KEQskJIcbC0hJ47jmhozBoJpWojBgBODgIHQUhgqDkhBBj8fQpEBcndBRGoy6JyowZMzQvklZLjDE8ffpU8wf88gt/zQkRIUpOCCEmT9NEZf78+ejevbvWe1FKS0vx8ccf48CBA4ptdnZ2Wj0HIaaEytcTYiwaNgQGDhQ6CpOgz0s4OTk5CAsLU0lMFi5cWHOtF19fKl9PRIuSE0KMRX4+cPAg0KeP0JEYHfmaPDExMZVK38v5+voiLCwM48aN01qV2Tt37qB///64fPkyAMDKygq//vorhgwZUvODXV35oFhCRMj4fvLv3OEj2Ou4tLpejRhhlLMrak0iAWbPFjoK01dSwtfXIRpJT09HZGQkunXrpliT59ixYyqJia+vL2bMmIHExEQkJSVh7ty5cHNz08r5T58+jS5duigSExcXFxw6dEizxAQAjh+nOidEJ8LDw9GgQQO1K2T/8MMPkEgkOHXqlACRlVOfnAwaBJibAykpVT/yn3/4m9LEiToKTUC3bvE322friBBCjENdExJtr168fft2dO/eHQ8ePAAAeHt74+TJk3j11Ve1dg5C6srf3x/FxcW4efOmyvbc3Fx8++23GDRoEF588UWBouPUX9YZMQLYsYNXo6xqga7ffuP/f/CBbiKrSvPm/NNjgwa6O8etW8CcObzXIyhId+cxFbm5fAVVoltNmgAVipiR2l2yCQ8PR/v27XW2OCBjDEuWLMGkSZMU20JCQrBz5040atSodo0NHUrl64lOyJeXSEpKgre3t2L7kiVLkJ2djW+//Vao0BTUJyd9+/I/hL/9pj45KS4GoqOB558HlNbQ0KmSEv6/lRX9whoaej304+FDYONGgD59G1RCIldaWoqIiAisWbNGsW3YsGFYs2aNSsl+je3YAbz0EtU6IVrn7+8PgCcnoaGhAICHDx9i6dKl+Oijj1QSFqGov6xjYQEMGQIkJwNnz1be/+efQHY2MHw4v79lC9C5M69g6eQEvPkmcP585ceVlPAeibZt+Sh0d3dg1CjgWdenwvr1/JLRvn3Af//LC0/Z2ABJSerHnMiP378fmD+fH9+gAfDKK8CFC6ptFxTwNtu25W26uAAvvACsWFHeVq9e/OuRI8tXglUeU/HoEfD557xnxcoK8PQExo/nz0lNjh3j7TduzM/fvDkQFgbcu1d+TPfugJcXcP06H/xob88Hx0VE8EGRyuLi+GvVsiX/nl1d+WW5q1crn1siAd5/H4iNBV58sfz8y5bV/1jl5+foUb5t7Vpg1SqgTRv+egcFAUeOVH78w4e8R6BhQ/6HuG9f4No1/vyOGFHTM0pEQqhLNjExMQgODsa2bduqPCYnJwf9+vVTSUzmzp2LDRs21C0xAfh4EypfT3SgdevWsLGxUawWDvClJGQyGWbNmqW187Ro0QInT56s24NZVeLjGQMYmzCh8r7+/RmztGTs4UPGli7lx3XqxL+ePZsxNzfGbGwYO3VK9XH/+Q8/duBAxpYvZ+zTT3k7rVsz9uRJ+XG//sqP8/dnrGNHxpYsYez77xm7e5ex27f5vl9/rXz8Cy/w29KljH37LWONGjHWogVjpaXlxw4fzs85YQJja9Yw9uOPjI0ezdg77/D9N28yNmUKb2/MGMY2buS3Cxf4/sePGWvblrGGDRmbPJmxn39m7IsvGGvQgMdaVKR6rubNy+8nJfHjgoL497N2LX++Xn6ZsePHy4/r1o3H3qwZY++/z5+r99/nMfXtq/qcjh/Pj581i7HVqxmbPp2xxo0Zc3Vl7MED1WMBxgIC+L5p03i7Xbvy7QcP1u/YWbPK7x85Uv56tG3L2Hff8dekWTPGHBz4cyhXVMTPY2bG2CefMLZiBf9en3uOn3v4cEaeefxY9XkWkQ0bNjBzc3MGoNLN19eXzZgxgyUmJjKZTKb1c/v6+irOo87t27dZ+/btFfFYWVmxzZs31//Ew4czlp1d/3aMmKenJwPAPD09hQ7F5HTq1Il17NiRMcZ/hq2srNh///tfrbWfk5PDzMzMWG5ubp0eX3VywhhjHTrwN4iSkvJtDx8yZmHBE41Hj3gS0rEjY4WF5cfcusW3d+lSvm3fPv6G9fHHqueIiuLbp0wp3yZPNtq1U22XseqTk44dVWPduZNv37u3fJuzM38TrM6BA5XPITduHGOOjozduKG6ffdu/phVq8q3VUxOfvyRH1MxaaioWzd+3KRJqtu//JJv37evfFteXuXHX73KmJUVT9CUAYxJJIydPl2+raiIsSZNGAsLq9+x6pITDw/GcnLKt8sT3uXLy7dFRlbexlh5glhdcpKaytgvvzC2bh1/rTZsYGzzZsZ27WLs0CGeHCclMXbvHn9jLyurui1jkJ/PWHS00FEIYvDgwWoTk9DQUHbhwgWdJCVy1b1Bnjp1ijVp0kQRj4uLC4uLi9POiWNjGZNKtdOWkaLkRHeGDx/ObGxsmFQqZe+//z5zdXVlOcp/rxljMpmMLVmyhLVo0YI5OTmxt956iz18+JAxxtjMmTPZx0rv53l5eczMzIw9efKE3b59mzVo0ICZmZkxOzs7Zm9vz54+fVqr+KqfSjx8OJCVBfz1V/m2338Hysr4vgMHeNfjF1+oDlBt2RJ4913g5EneZQ/wS0EAMG2a6jnCw4FWrYA//qh8/tGjazfwdexYvv6IXLdu/H/lEcnOzsCpU8Ddu5q3K8cYsHUr8MYb/PJVVlb5rUsXwM6O16Goirzo0vbtmnXXfv656v2vvuL/795dvk25ymReHr/k1KgR4OMDnDlTuc0XX+SX4OSsrXnsFUZt1/pYdT74AHB0LL8fFMTvKz9+925+KWfUKNXHfvll9W0XFwMdOwIffgh89BG/BDd8OB9EGBoK9OzJ42/XDmjWjD8n1tb861dfBd57D5g8mV/O++cffrnP0OXkVP/zZcLmzJmD7t27V7o8s2vXLgQGBipKz+tzjZzt27ejW7duePjsb5zWZ+SsW0fl64nOBAQEoLCwELt378bvv/+O//73v3BU/nsNfqlnx44diIuLQ2ZmJpycnDDx2QzdhIQEBAYGKo69ePEivLy84OzsjBYtWuDHH39E//79kZeXh9zcXDjUcuxU9cnJ0KF8/Il8Zg7Av3ZxAfr1A27f5tvatav8WPk2+TG3b/OxExUXLpNIAD+/8uOUtW6t4bfxTMWaIg0b8v8fPy7f9v33fDxGixaAvz9PAI4f16z9zEz+5h8Tw8eMVLzl55cnY+q8+y7Qowcwbhx/s3zrLf7m+ORJ5WMdHPiYHGUeHny78nOVns7flBs14vtcXXksiYnqx8Coq7vSsKHqc1SXY9XR5PF37pSP3VHWuHF5MqdOXcYQSKXA/fs8GYmKAhYt4uN4Xn2VJ01BQTwh3rGD6ksYmHbt2uHIkSNITU3FsmXLqiw9r7xGjq4SFcYYFi9ejMGDB6OoqAgAn5Fz4sQJtGnTRuvnI0QX5INix4wZg2bNmmHcuHEq+7OysrB48WJs3rwZXl5esLS0xJAhQ3Dm2YfehIQEBCnNZq2YrFy4cEFlf21VXyG2aVPeS7BnD38DTU/nA13Hj9d86qjym0h1byjq9tnYaHYOOXNz9duV/0C9/TYQEsK/p6NH+ayj//2PJwzLl1ffvkzG/w8N5W9q6lT3hmptDRw6BJw4Afzf//HBphMm8EHChw8D7duXH1vVc6X8vchk/PVJSeG9V+3b8wTQzIwnXfJ4lWnyHNXlWHU0eXxd3zysrID4eP48lpXx75UxoLSU9yDJb7m55f9nZvLkJDOzcntSKR88feECH8hrbw/85z+8N65r17rFqG3OznywuYi5u7tj/PjxGD9+PNLT07Fjxw5ER0erzNiRJyrz589HUFAQdu7ciRZaKoao9Rk51WnZkqboE52RTyd++PAhNm7cCKsKP2vHjx+Hj4+Pyu/Oo0eP4O7ujsePHyMlJUXRBlA5OUlISMDXX39d5/hqLl8/fDiwdy+/nCH/xC6fpdOyJf8/KQno1En1ccnJ/H/5N9ayJZ9Nc/9+5d6TK1fK29IHV1c+C2TECP7GNnQo78H4+mseR1WJQePG/HJOYSHw+ut1O7dEArz8Mr8BvNDbCy/wT/EbNpQf9/QpTwaVe0/S0vgbrfy5Skzkt19/rTyr5fFj/n0aupYtgX//5TO5lH85MjNrnv3k4cEv69RWYSH/Obx/n8+IOnsWOH0auHy5PKHLywM2b+a3vn2Bb78VvuZNYSG/JPmf/wgbh4GQL+YXERFRZaKSkJCATZs2Yfr06fU+n0wmQ79+/VTWyJk7dy6mT5+um2nKrVpVneATUk8eHh7V9ixmZmZWqs2za9cuvPLKK7h06RJatmypWLySMYaDBw9i4cKFivuJiYn16jmpuXz9gAG8K379ev6Hul07/mYK8CmxNjbAjz/yMQByd+/ybvOXXuL1UoDyP6jPgleIieFjEPTxB1cqrfyGZ2FRXqvl0SP+v3wcR8XLLebmwDvvAH//zXs61LVf3SUPefvK/Px4j4q6fT/+qHr/++/5//37l8cDVO592LCBJzbGoH9/3quxdq3q9qVLdXdOGxvA25uPS/n4Y37uixd5QvjXX3z8ipNT+fF//cV/5leu1F1MmiguVv9zQiqtOqxcBK1AS+OJMjMzFYmJlZUVNm/ejBkzZuiufsqhQ3R5kQimc+fOOH36NK5du4aCggJ8//33OHv2LD799FPIZDIUFRWhtLQUjDHMnj0bt27dUvScFBQUIC8vr16/GzX3nFhb8zfkVav4/U8/Ld/XqBHwzTd88OKrr/IeiNxc3gvBmOqba58+PAFZvhzIyABee43Xslixgn9CUPpjojO5ufzTdmgo/xTs4sJ7bZYv55dEOnbkx7Vvz9/AVq7k3fsODnx8ir8/sGABr1Xyxhu8NkenTjwpuXGDj1WYPbvy4E65efP4gMb+/XmPQXExT+IKCnhNEWUNG/L6MenpfBDqiRO8Ym/v3uVd+76+/PbVVzwhdHfnn6x37eLPqTEYNYo/zxMmAJcu8UTx33/5c+zqWrexJXVlZ8d/Tvv04TH9/jt/Pe/d46/xuHG8d+XHH3lSSwySu7s7+vTpg0WLFmmlvZJnBSDLysoA8DVydu3aRaXoiUkLCgrC7Nmz0aNHD+Tl5aFbt244evQoXFxc8Oqrr+KFF16Ar68vmjdvjrCwMNja2qL1s3GidnZ2+OSTTxAYGAhLS0s8ePAAFrX9m6nRnJ4TJ/i0TjMzPn2zos2beZ0Ta2tex6JPH8bOnq18XHExr+vRujWvNdK0KWMffshYerrqcfKpwQcOVG6juqnE6o5XnuZaXMxrk3TqxOuUWFvzWL74gk+RVhYdzacyW1pWniqbnc3Y1KmMeXvzNpyd+bTriRMZu3On/LiKU4kPH2Zs8GBew8Pamk/T7t6dsT//VD13t26MeXoydu0aY2+8wZidHa978vHHjFWcM37jBmNvvcW/H3t7xl5/nU/Z7daN3yo+F0OHVn6OKsZZl2PVTSVes6by45s3rzw9OD2dsSFD+BRte3vG+vXj35eLS83TvnWtqIixr77i34/8NmwYYzqculolqVS1Hg6p0uHDhxXTe6dOnVqvtqysrBRteXt7s+vXr2spyhrs3q1aGkGEaCqxeEkY09O8O6K57t15T0x1Cy+aukePeM/Jt98CU6cKHQ0f1zN2LB9wCwA//cR7e/QpPZ335Pz8s37Pa4SOHDmC1157DQAwderUeq0VYmdnh4KCAlhZWSE9Pb32a+TU1aef8p9/ES8P4eXlhdTUVHh6eiJFzH8PRajmMSeE6Jq66+rysUk9e+o3lqqMHMnHXMl9+SVfOoCYPOdnM/BcXV31l5gAvK7Ns0tJhIgNXTgnwhs6lI9tevFFPg360CFetC80FAgOFjq6cmFhwMSJwOLF/E0jNJTHqq9ZPNbWfJwU0Sv5oD5dLxxICClHyQkR3htv8AHX+/bxXpRmzYDp0/nN0Hz7La+vcvAgn5nVsyevlPz887o/t40NHxxNxOGjj1RnjYnMlStXFEXuaPSB8K5cuYKbN2/Czs4OL730kvbr+lRAl3UM0dGj4hpvMnYsf8PPyeH1Tm7c4DObdPzDXycWFnxWlrxOzePHfMr8N9/w2GsjLo7P3Nq9W7Pu++xsXnOIiMO6dfx3QmTOnDmDrl27ws/PD4+eTZ3PyMjAN998A5m6wpJEp5Rfj/79+6NHjx547rnndP56UHJCSG05OPDKtPIEpaSE9/I0awbMnMlL8mtCKuXJxoABvFjhrFm8MBwhInXixAl069YNxyssKSKTyTB9+nSMHj2aelH0qKrXIzMzU+evByUnhNSFgwO/tDN5Mh8nAwAPHvAen5YtgTZteA2X337j1WcfPaq+VH9qKjB3Lk9SqupNcXKqe2ViYnw8PFQXMjVxjDGMGjUKhdUUnvvll19wWF0BTKJ1FV8Pb29vTJs2DWFhYYrxV7p8PWjMCSF1ZWMDfPcdX1n7u+/45R75atM3b/LbunXlxzs788UsmzThiUZ+fuU2ZTLem7J3L+DpyccdjBrFl3woLuZLRZBaMdpP2oGBokpOjh8/jiQNfr5XrVqFnoYyi89AZGdnY8OGDXjppZcQrKVJBMqvR1BQEE6ePKkYZ/Lzzz/j448/BqC714PqnBCiLampvB7KgQPAyZO1H4NSFTMzvr5PWBhfQVtp0Tmi3q5duzBw4EAAQIMGDeBSj1lO6enpkMlkaNSokWIMhF4MH84XJa1uMVETsmrVKnzyySc1HmdhYYGmTZvqISLjkZOTg7y8PABAw4YNYWtrW+828/Pzkf1suZdly5Zh/Pjxin0lJSVwcHBASUkJ/Pz8NEoqa4t6TgjRFk/P8llGhYW8DP/587wH5cYN/v+9e+pXi64JTWOts6KiIqSmpta7ndzcXC1EQ6pScVXcqpSVlWnl9TRVT548wZOK68LV08OHD1XuZ2dnK5Z1sNRR7x4lJ4Togo0Nn2ZcsbuzrIzPwMjJ4YtHjh5ddRuenvySzkcf8cs6Uim/LERq5KQ0Bdfe3l7lfm3Je04cHBy0EZrmBgwAtPAJ2Fj07NkTZmZmNc4Aqe/raYoePXqkmHbt7OysWC24PsrKyvDgwQMAvOekf//+CA4ORm5uLiYoVcfu06dPvc+lDiUnhOiThQUvpObiwntRKjIz4ws7jhnDL+UoL5b18CGwcSNfZJNobMKECfUqXy8voW5jY6PFqDRw8iRfhFLDHgVj17x5c7z99tvYtm1blcdYW1vjwoULaGUsC5vqyeDBg7F9+3YAwKVLl+Dp6amVdsPCwrBt2zZkZ2fjxRdfRJs2bZCeno78Z+PlrK2tMXbsWK2cqyJKTggxBBV7SQh5+LB8LSeRWLNmDe7cuYOzZ89W2mdlZYUtW7ZQYqJHFV+PGzduKPbp+vWgqcSECMXcnE8b/vNPXhtl9uzqExMrK1EvAkdMn7OzM2JjY/HTTz8hICBAMWXV1tYW586dUwxyJvpR8fWwtbWFq6srRo0apfPXg3pOCBFK1678pik7O6BXL93FQwzLqFGiLF9va2uLCRMmYMKECYpLag0bNoS/v7/QoYmS8uuhT9RzQoixePIE2LlT6CiIvqxdK8ry9YQAlJwQQki15LNHaF0XQvSHkhNCjIWjY+0uAxGtkNd4yMjIwM2bN/V3YhcXUVWIJUQZJSeEGIvSUloYUADyHhPGGPz8/HDo0CH9nLhrV9FMIyakIkpOCDEWhYWar3hMtEa54FdpaSl69eqFFStW6P7Eu3apX3+JEBGg5IQQYtLOnj2LxMTEOi8AWLHaJmMMERERiIiI0EZ4hGjVwoULcebMGeNd8PIZSk4IMRZNmgDDhgkdhVFQXvjswIED6NChA/z8/DBjxow6JypNmzZFo0aNFPdXrFiB1157TXcDZd94Q1Tl60ndKf9cLlu2DMHBwWjVqhUmTZqEs2fPGmWiQskJIcYiMxPYtEnoKIxCp06d8M477yiKeAHA1atXMX/+fJVE5eLFixr/4bawsMD9+/fh6+ur2HbkyBG0bdsWT58+rXR8vRcKvHxZdBViSd1MmzYNffv2hbm5uWLbnTt3sHjxYnTu3NkoExVKTggxFozxG6mRhYUFoqKikJqaisjISISEhKhNVAIDA2uVqNja2uLy5cvo16+fYtutW7fQrFkzlZk8J0+exMsvv4zS+iQXKSmUnBCNtGjRAvv27UNGRgZWr16NXr16GX+iwgghxiEzk7EJE4SOwmilpaWxyMhIFhISwiQSCQNQ6ebt7c1iYmJUHufp6ckAME9PT5XtX3/9tcpjLS0t2cGDB9mtW7dYkyZNGAC2atWqugf8wQeMPXlS98ebgKqee1KzzMxMtnr1atarVy9mbm6u9ufdx8eHXbp0SehQ1ZIwZsipEyFEobgYOH4c6NlT6EiMXnp6OiIjI7Fw4UJIpVKVfc7Oznj8+LGip0VeQt3T0xMpKSkqx/76668YNWqUyrgTT09PpKamAgA8PDxw48aNuq1ofOwYn06s1OMjNtU990RzV69exciRI3HixIlK+6ZOnVqvVbt1hS7rEGIsHj8GoqOFjsKoyZOSd999FwsWLKiUmADAwIEDVS4BVWfkyJE4duwYrK2tFdvkiQkApKWlYeXKlXULdt06Kl9P6iwrKwtr1qxB79690b59e7WJiY+PD4YOHSpAdDWjhf8IISYtPT0d27dvR0xMDOLi4tReZ/f19UVYWBjCwsIqLTDn4OCg8n9Fr7zyCq5evYp27dqhoKCg0v5vv/0Wo0aNgqOjoxa+G0KqlpWVhZ07dyImJgaHDx9Wm3y3bNlS8bPeqVMnjRNxfaPkhBBj4eAAvPii0FEYhbokJFX9kZ43bx4WL16MiRMnVnm+qKgotYkJADx69Ag//vgjZs6cWbtvwsEBsKA/0aR6ppSQKKMxJ4QYi5wcvlLtV18JHYlB0mZCUhvbtm1DWFhYtcc4ODjg9u3bcHFx0bzhffuAXr1Evb4OjTlRz1QTEmWUlhNiLAoKgGvXhI7CoAiVkMgxxnD9+nV4e3vjWjWvTW5uLqZOnYrVq1dr3vjWrcDLLwPOzvUPlBg9MSQkyig5IYQYFaETEmUSiQRTp07FlClTcOHCBURFRWHr1q24o2YNpDVr1uDNN99EaGioTmIhpkdsCYkyuqxDiLEoKwP+/RcICRE6Er0rKSnB2rVrsXXrVsETkpowxnDmzBls3boVW7ZsQXp6umKfmZkZNm7ciCFDhtTc0Pr1wHvvAUozgcRGrJd19u/fj++//150CYky6jkhxFg8egRs2SLK5OTLL7/E8uXLK203lIREmUQiQXBwMIKDg7F48WL8/fffGDNmDO7fvw+ZTIahQ4fi/v37mDx5cvUN3bsHqHljIqbt0aNHePPNNyut2WRvb49PPvkE4eHhJpuQKKM6J4QYC5mM34gCY8ygS3CbmZmhT58+uHnzJkaNGqXYPmXKFGRnZ1f/4Js3gZIS3QZIDI6DgwOaNWtWaXteXh5iYmIQHR1t+KXntYCSE0KMhYWFaGduLF26FCtWrEC3bt1qXMyvrqsO65KlpaVizRO5/Px8ASMihsrKygoJCQnVrpGjvOrwmTNnDO7nXRtozAkhxqKkhI856d5d6EgElZ6ejh07diAmJgbHjh1T+4fZx8cHYWFhCA8PN5jLPQAwePBgbN++HQCQkpICT0/Pqg+OjeXl683E+xlSrGNOlGkyKLZFixaKy5svvPCCwfy81wclJ4QYi/R0YPZs4OefhY7EYBhbolKr5GTECOB//wOcnPQTnAGi5ESVmBIV8abkhBCj5+7ujoiICBw9ehSpqamIjIw02ks/lTDGb4Q84+rqitGjR+Pvv/9GRkaGSV/6oeSEEGNhbw907Ch0FACA5ORkSCQSlZubmxtCQ0ORlJQkSEwml6g0aAAovekQwyTU74KpJyp0WYcQY/H0KfDbb8D48UJHgi1btmDIkCH4/PPP0alTJ0ilUpw7dw4rV65EkyZNcPnyZTgbSGVTQ7r0U6vLOgcOAD16iHp9HWO4rGNovwu1ufQzZMgQBAUF6S22WmGEEOOQlsbYmDFCR8EYY2zixIkMAEtOTlbZHhERwQCwP/74Q6DIqpeWlsYiIyNZt27dmEQiYQAq3UaOHKmz8w8aNEhxnpSUlOoP/uADxp480VksxsDT05MBYJ6enkKHUiVD/l3IzMxkq1evZr169WLm5uZqf96jo6MFi686dFmHEFJrCQkJsLW1hbe3t8r21q1bAwBycnKECKtG8ks/W7ZswdSpU1W6wOV27txpFN3exDAY8u+Cq6srBg4ciLCwMHSs4pJwcnKynqPSjHj7CwkxNq6ugCZlz/UgISEBAQEBMKswzXX//v0wMzNDcHCwQJFVTb4mT3R0NI4fP17l5Z358+frdC0eub1792LMmDFVH/zyy3zcCTFohvi7oOmlnaFDh+Lrr7/We3yaoOSEEGPx5AlfqbZbN0HDSElJQWZmJvr27YusrCwwxnDv3j0sW7YM+/fvx2effQYfHx9BY5TTNCEJDw/XSwn8/v37Y9u2bQCAH374ofrkJDubZusYOEP6XdA0IZH/rBt8CXxBLyoRQjRnIGNOdu/erfbatZubG1u/fr3Q4bG0tDS2bNky1rVr1yrHlfj4+LAZM2awixcvMplMptf43NzcNBtHQWNODH7MidC/C5qMKWnRogWbNGkSO3PmjN5/1uuDek4IMRbm5gYxtTQ+Ph4AsHbtWjRv3hx5eXnYtGkTtm/fjqysLI3bKS4uxrhx43Dw4EE8fvwYLVu2xJw5czBw4MBax2RoPSTVUTfOhRin2v4u5ObmwsnJCcnJyXXuUTG5HpKqCJ0dEUI0VFLC2NGjQkfB3n77bWZhYcGKi4sV20pLS5mPjw9r3LgxKykp0aidvLw8NmvWLHb79m0mlUrZvn37mK2tLbty5YpGjzf0HpKqaNwbcOQIY2VleompPmQyGZPKpKxUWspKpaVMKpOyMmmZ4r5MJqvzc69xL5NAavu7cOzYMWZnZ8ekUmmtzmPKPSRVoZ4TQoxFVhbw+++CjzmJj4+Hr68vrKysFNssLCwwbNgwTJ8+HYcPH8Ybb7wBgC9u5+DggHv37sHLywsAcP/+fQQGBiIxMRGzZ89WtNG3b1/4+Pjg7NmzVX6qNKYeknr77Tfg+ecBR0ehI1EoLivGwVsH0diuMeYdmwcAcLNzQ582fbA5cTMA4C3vt5CclYwbj28AAD578TP8cPIHSJkUjWwa4eNOH6NEWoJXm70Kc7Oqe5E2bNiAjIwM3X9T9VCb3wX58YGBgZUGz6ojmh6SqgidHRFCNGQAY06ys7MZADZ06NBK++Lj4xkAFhERobK9VatWbP/+/Yr7I0eOZJMnT670+MzMTGZjY8Pi4+Mr7bt06VK1tUkMsYekKhr3nBjYmJO159ayXr/1Yj+c+IFlF2bXuZ272XfZ3KNz2WsbXmNHbx+t8vUaPHiw4vVt06ZNnc+nK3X5XRgxYgQbN25cte3KZDI2ZswY0fSQVIWSE0KMRU4OYz/+KGgIR48eZQDYokWL1O738PBgzZs3V9k2YMAA9uOzuC9fvswaN27MnlR40y0tLWW9e/dmw4cPV9uu8huV8i00NNQoEhJlGicnH33E2NOn+gmqGpsvbmbhMeHsccFjrT7PZdIydj/nPuuxvgc7dOtQpf3KBetWrVqltfNqS11+FwIDA9maNWuqbTc9PV3tz7q9vT1buXJlrS8JGSsqwkaIsZBIABsbQUOQDwDs0KGD2v19+vTB3bt3kZiYqNgWEBCgWGNk2rRpmDx5sko5b5lMhuHDhwMAVq9erbbdAQMGqB1IumvXLoSFhWHWrFmGu0ZOXb33HmBrK2gIUw9OxbVH17Bp4CY0tGmo1csG5mbm8HL0wp/v/YktiVuw8cLGKo/t37+/1s6rLbX9XSgpKUFSUlKVxdDkmjZtirFjx1b6ec/Ly8Mnn3yC1q1bG9UaOXUmdHZECNGQAVzWqYstW7awV199lf3777+sWbNmrKioSLFPJpOxESNGsJCQEJafn19tO/LS8yEhIUZ9eccYLusUlRaxCfsmsJyiHL2d88ajG2zi3xMVr1utSv0bgXPnzjELCwuVn//qZGZmsjVr1rDevXtXe4ln4sSJ7PTp0wb7815X1HNCCNGpgIAAJCcnY/LkyZg7dy6sra0V+z755BMkJydjz549sK2hl0Beej42Nlax6nBISEilVYfnzZunWHV45syZptejomOMMYzZMwa9W/eGo7X+BuO2btQaXo5emBs7V2/n1Kf4+Hj4+PiAMYaioiLFrSqurq4YNWoU9u/fj4yMDKxZswa9e/c2mVWHayRsbkQI0VhxMWOHDwsdRa2VlpYyKysrFhAQoHK9/M6dOwwAs7a2ZnZ2dorbN998U6v2ja1HReOek//9j7HCQv0EpeRixkW2/PRyvZ9Xbs7ROaygpMDkek7kCwEq35ycnGr98yiWHhUJY6aQYhEiApmZwJw5QGSk0JEYrPT0dOzYsQPR0dGIi4szyKnGXl5eSE1NhaenJ1JSUqo+8IcfgI8/1us4o5SnKYg8HYnvXv9Ob+dU551t76Dk9xLs2rmLx5WSAk9PT0FjMkRZWVnYtWsXYmJicOjQoSqnG4eFhSEsLAwvvPCC0Uw3pss6hBiLsjKgtFToKAyaSV36SUgAiov1esp5sfPwnv97ej2nOmHtwnDzyU2hwzB4pnzph5ITQoyFRAJoULyJcHVJVGbMmGHwhb90paisCLkluQh0CxQ6FIT6hOLu1btCh2FU6pKoTJ8+HQUFBQJGXTW6rEOIsSgrA/79FwgJEToSo1bTpR8fHx8kJyfrrPtb48s6hw/zasB6Wovn75t/o6NbRzS2a6yX81WloKAAnTp1wpUrVxTbMjIy0LRpUwGjMl7ySz8///wzzp49W2n/nDlzMHPmTAEiqx59DCPEWGRmAps3Cx2FSTCKz2SbNwP5+Xo73fIzy+Fg7aC386lz7949PPfccyqJSb9+/SgxqSN5CfytW7cq6rJU5Ofnp+eoNENr6xBCTJ58TZ6YmJgqB8r6+voiLCwM48aNM4xBg2VlgEyml1MxxiCVSdHAooFezqfO8ePH8frrr6NYaZxNs9ebYc+ePYLFZIzkCUl0dDSOHDlS7SDZIUOGICgoSP9BaoCSE0KMha0t0KaN0FEYjdokJOHh4Wjfvr1hJCVy5uZ6G2MkZVKMen6UXs6lzq+//opRo0ZB9iwZk0gkiIyMRKverQSLyZjUJiEJDw83ikUCKTkhxFiYmwONhR0PYOiMPiFR9sEHgJ2dXk51/dF1XH90XafnkMlkalfjnThxIpYsWaK4b2lpib/++gs9e/bEiF0j0K15N9hYCrtsgyEyxYREGSUnhBiL3FzgxAlgxAihIzEoJpWQKPv1VyAoCFBah0hXnhY/RYm0RKfnGD9+PN59912EPBvQLZPJ8NZbb2Hfvn2KY5ycnHDu3Dm0bt2aH8NkKJYWU3LyjKknJMooOSHEWJibA2r+GImRySYkysrKTGbq+NWrV7F69Wps3boVJ06cgJeXV6UZOa1atUJ8fDwcHctL5pubmUMCI3vdtExMCYkySk4IMRaNGgGDBwsdhWBEkZAo8/MD7O31cipfV19YW1jXfGANYmJisHjxYkyaNAmDlX5WZ82aBalUisePH6NPnz7Izs7GkydPFPtfe+01HDhwoNJlnxGBIwSfQSSEnJwcREdHiy4hUaH/ivmEkDp7912hIxDEhg0bqlxHxNfXl82YMYMlJiYaxToiGq+ts2iRfgJijJ28f5LNj51f73Z8fX0Vr4lcfHy82tdNfhs3blyV7X2w8wP2pPBJveMyJsXFxaxFixbVrplz5swZo/hZrw/qOSHEmJSWAnl5evtEbSh2796t9tNjaGgo5syZg4CAANP65Pj4MXD+vNBR1Fpubq7K/wAwffr0Ko+PjIxERESEzuMyJnl5ebh3716l7fb29hg8eLDp9pRUYBoXNAkRix49gOPHhY5C7+bMmYPu3btX+oO8a9cuBAYGKkrPG+QaOXXx99/A66/r7XT2VvZwsXXRerv//PMP9u7dW+X+zMzMah/v6+ILa/P6X24yJo0aNcK+ffvQq1cvldLzeXl5WLJkCTp37qxYI+fs2bOm8fOuBiUnhBiTsWP1vhicIWjXrh2OHDmC1NRULFu2TO0aOfPnz1dZI8eoE5UmTYB33tHb6ZwbOKNto7ZabZMxhmnTplV7zJw5c7Bp06Yq97vausJMIr63qTfeeAN///03MjIysHr16kqJinyNHFNOVMT3qhNizCwsgG3bgBs3hI5EEO7u7hg/fnyNi/nJE5Xnn38ed+7cES7gukhKAqKj9XrpLuVpCk6mnNRqm3/99ReOHTtW7TFmZmb4/fffUVhYqHb/8fvHUVimfp8YuLq6YvTo0RonKgMGDBAwWu2i5IQQY/Pf/wIGuFCXvmmy6nBCQkK1n8wNDmP8tZ00SehI6kUqleK9995Tu08ikaBr166IjIxEWloa9u3bBxsbqmNSE00SlT179uDBgwcCRqk9lJwQYmx8fYExYwClGhFiVzFRmaT05m6oS8Kr9fgx8OabQCv9lm1v5tQMLz/3stbae/jwIZ4+faqyrUuXLvjhhx9w//59HDt2DBERETUu6Dc0YCjsrcQ1+FsTFROVV155RbGvrKxMwMi0h5ITQir44osvIJFIql3O/vDhw5BIJBg9erQeI1MSEgJ88QW/BEBUuLu7o0+fPkKHUXsJCcCnnwIffqj3Uz8qfISkzPr/LJWU8Cqz8jVyzM3N8cknn+DOnTs4ceIEPv/8c3h6emrc3o7kHSgsFe9lHU24urrCzc1N6DC0jqYSE1KBv78/AODy5cvw8vKqtJ8xhokTJ8Le3h7z5s3Td3icmRmwfj3w3nvAxo1ALf7gEwOUnAx89RUfayKA/JJ8ZBdl17udnJwcxdctWrTAgQMH0KYei1UWlhVCyqgqshhRzwkhFciTk6QqeiU2b96M8+fPY8qUKcJ+YmnaFIiJ4VOLDx0SLg5SP4cO8QHOW7YALtqfzqtPFhb8866VlRXOnTtXr8QEACTP/hHxoeSEkArkZc/VJSfFxcWYPn06nnvuOXz55ZcCRFeBiwvw1ls8SfnsM8CYxleInUwGjBsH7NoF9O7Npw8LxK+xH/p596t3O87PFil0dXVFo0aN6t3ehx0/FGX5ekLJCSGV2Nvbo1mzZmqTk59++gl3797FggULDGeGga0tsGoVEB7OP4VPnQpcvy50VKQq8gGLJSXA0KHAsmWAtbCFxpIzk7H3WtXF0jQlnymlreql6+LX4Wnx05oPJCaHxpwQooa/vz/++ecflW2PHz/GggUL0LlzZwwZMkTvMTHGkJ6ejrKyMri5ucHKykr1gFde4VNRXVyA778Hnn8eePiQv/E1aQJ06wacOMGPtbMD2rQBLlzg9318gMxMPlsEAF56CTh5krdnbQ34+wPnzvF9rVsDubm8bQDo0gU4dYofa2kJBAUBZ87wfS1a8DfhtDR+/8UXgbNn+erK5uZAp07A6dN8n5cXH0sjL90dHMxLuMtX5w0O5jEBgJsbYGMD3L7N77/wAv9eSksBiQTs2YBMAJDeuMHPKU/YOnbkM53ktTVeeqn8eWnYkLednMzvd+jAzyEvx/7yy8C///KvHRz495eYyO+3a8e/z+zs8mN//ZUf8/Ah0L49CqOiUCafxdKgAX/NCCGVUM8JIWr4+/sjOzsbafI3VQDz58/HkydPsHTpUr2ua8EYw88//4z27dvD09MTzZs3h6enJ6ZMmVJpuiYkEv6muGoVn248ejR/U7ez4/s0ZYzrdkgk/Lk6eBAfKk0lXvbnn5iybBmeVnXJS9ffq709Ulq1wsfbtqHxzp148CwpyszMxM6dO3V7bg3ZWtrC0dpR6DAqaencElbmVjUfSEyPYEsOEmLAfvvtNwaAHThwgDHG2K1bt5iVlRUbPHiwynEymYy1bNmSXbp0SSdxyGQyNmrUqCpXdA0MDGRPnjzRybmNjaE+Vzdv3mQeHh5VxrVIj6sPVyU9N53F3omtdzsar7isoQ0JG1hRaZFW2jJlgwYNUvw8paSkCB2OVlDPCSFqVJyxI18jZOHChSrHSSQS3Lp1C+3bt9dJHNHR0Vi7dq3i/osvvoi+ffvC0tISAHDhwgWVgmNiVvG5qkio52rEiBEqPXAVTZo0CfHx8XqMqLK72XcRdzdO0BjUOXT7kKjL14sZJSeEqOHn5wdzc3MkJSXh7Nmz2Lp1Kz799FO0qlC5c+PGjejbt6/i/vr169GzZ09MnjwZbm5uaNKkCXbs2FHnOJYvX674+pdffsHJkyexb98+XLhwAXZ2dgCATZs2IVs+zkHElJ+rquj7ubp48SLi4mp+09ckdkLERMKYCS1jSIgWeXt7w83NDebm5rh06RJu3LgBJycnlWO++uorWFpa4rvvvgPAq8v++uuv2LhxI958802sWLEC69atQ0JCQq3PzxiDtbU1SktL0bx5c9y+fVtlrMuoUaOwbt06AHzqprXAMz6ExBirtndCmT6fq/z8fI2SIQsLixpLuetSfkE+8vLy4OjgWK9ZaOnp6ZDJZGjUqBEePXpU77j2XNuDN1q/AUtzy3q3ZcrCwsKwbds2AMDPP/+MMWPGCBxR/dFsHUKq4O/vjz///BNSqRSRkZGVEhOALyw3atQolftffPEF3nrrLQCAr6+vXmLNysrSy3lMgSE+V2VlZUhNTRU6DDyWz9aqp1z57KZ6+vvm3+jeojslJzXo37+/Ijn54YcfKDkhxJT5+/tj586d8PX1xdixY9Uec+HCBQQFBSnuX7x4EUuXLlXcv3TpEtq1a1en80skEnTp0gVxcXG4e/cu1q9fj5EjRwLgY2GioqIUx7m5ucHMTNxXaTMzMxVru1RF389VaWkpHsqnXFfD1tYWDRs21ENE6uXm5yI/Lx9Ojk5a6TlxcNBO4bSc4hyUyUxjITtdGj58OKZMmYKMjAytJYaCE3Y8LiHG6969e8zGxoaVlZUxxhi7e/cus7KyYiUlJYpjhg0bxhYuXFjnc0RFRanM7AgODmZ9+/ZlFhYWim2jR4+u9/diCio+V+puQjxXXbt2rTGu8+fP6z0uZSfvn2TzY+fXux1tz9b5YOcH7EnhE620Zeq0/dwLTdwftQiph4SEBPj7+8Pc3BwA70Vp3769YiYNAMTHxyMwMLDO5wgPD1e5bHT69Gn89ddfimXRAwMDsWjRojq3b0oqPlcVCfVcrV+/Hh4eHlXuX7RoETp27KjHiCrzdfXVSvl6bfuo40dwsq58OZWYPrqsQ0gdXbhwQSXxuHDhAp5//nnF/eLiYly5ckXlsk9tSSQSrF69Gi+88AJ++uknxdRmV1dXfPTRR5g2bRocHXVXPKu0FHjwAMjJ4YVQGeNFU2/dAvLy+DHKRVMdHYHmzasumqpcjNXWFvD2BuRjhb29eYFa+ZAQ5SK1Vlb8vGfP8n2tWgH5+Tw2gBepPX1agh49VkMieQH79i1AaupdAIC1tQ0GDfoUr702DX/95ahSpNbWFujenX+frq66eQ5btWqFU6dO4ZtvvsHGjRuRn5//7Hl7GRMnTkRoaKhuTlwLV7Ku4OCtgwhyCxI6FBXr4tehQ9MOcG7gLHQoRM8oOSGkjqZPn17tfflMm/qSSCQYO3YsxowZg4yMDJSWlqovX68leXn8Tf+rr/jadK++yt/ApVJeRb4+dF2MVSKRoHfvsejatS0++KAnAGDQoAkYO/Y7VBxvyhivSn/1KhAZyb/nQYOAgQOBxo21G5eXlxdWrlyJpUuX4uHDh7C1tUVjbZ+EEBNCyQkhRkIikcDd3V1n7RcU8CV5/vkHWLoUiIriy7/IBQeXf12x5lzz5qr3n9WwAwBUvKpV8Vg/v6pjatFC9X7btlUf27Jl+ddHjpRnQc2bmyMkRPXYCuVq8NtvPFkpLAS++QZISgJmzeLLBGmTjY0Nmld8AgxAA4sGsLE0kIUslXjYe8DSjGbqiBElJ4QQXLwIXLoEBAQA06cb59I69SWR8Ms833zDL0X99BPvOQoI4OsZmjJ3B3e85PVSvdthz8pmMS2Vzwp0C6RpxCJFA2IJEbmNG4H584G33wZCQ8WZmFTk4QF89x1fIHnwYKDi+oqm5vaT2zh8+3C925EXnMvKytJKzZS/bvyFgtIqFmwkJo2SE0JE7PhxPkB1yxbVSziECw0Fpk4FPvtM6EiMg3wWWUlJCbp06YIbN24IHBExVpScECJSR48C9+8DK1YAz2ZDEzW6dAFWrwY+/5yPSzFF7g7uWpmpo1xF+fr16+jSpQuOHz9e5/YGeA+AraVtveMixoeSE0JEKDsbmDcPGDBA6Eh07+zZs0hMTKzXOAhLSz449+eftReXISksLURmQWa925HPILOw4MMZHz16hJ49e+L333+vU3snU06iVFr/GW/E+FByQogI/fYbMHs28GxhY5Nja1v+afvAgQPo0KED/Pz8MGPGjDonKp9+Chw6ZJq9J9lF2Uh9qr21fRo3boxevXoB4Jd4hg4dirlz59b6eX9Y8BClMkpOxIiSE0JEJjWVFxzr2lXoSHSnU6dOeOedd1RWcb569Srmz5+vkqhcvHhR4zdMMzNg/XpgzRodBW1CzMzMsHfvXpUF6GbNmoXhw4ejuLhYwMiIsaDkhBCR+flnwMtL6Ch0y8LCAlFRUUhNTUVkZCRCQkLUJiqBgYG1SlTs7IAdO4CiIl1/B/rl4+qDN9u+qdU2LS0tsWrVKixevFjx3G/cuBG9e/fWeCbPqI6jqHy9SFFyQojInDxp2r0mytzd3REREYHY2FiNEhVfX1/F0vNVefNN4O+/dR25fl17dA1/3fhL6+1KJBJ8/fXX2LZtm2K142PHjmk8k2dt/FrkFOdoPS5i+Cg5IUREiovFW2StYqIybdo0xaKNcteuXcPo0aOr7UH54ANAh4V6BcEY01rhNHXefvttHD16FE2bNgWgnZk8xLRRckKIiOzZwxftE6v09HRERkbi3XffxYIFCyCVSisdM3DgQJWelYqcnflMJ1NiaW6p80qswcHBOHXqFNo/W/tAk5k8LjYuVL5epKh8PSEicuuW6ho5YpCeno7t27cjJiYGcXFxansIfH19ERYWhrCwMPgrLwxUBVObsdPMqRm6t+he73YcHBxU/q+oefPm+OeffxAWFoYDBw4oZvLcuHEDM2bMqJQUdm3WFVbmulngkhg2Sk4IERGplJdmN3V1SUiq6y2pyMVFm9EK7+bjmzh46yCCPeuXuc6bNw+LFy/GxIkTqzzGyckJe/fuxfjx47F69WoAfCbPjRs3sGbNGlhbWyuO3XllJ3q07AFnc+d6xWVs3nnnHURHR9fpsampqfDScMS7g4MD5s2bh8GDB9fpXLpEyQkhItK5M59GbIp0nZAoGziwvtEaFgszC63UExk8eLBGb3TymTxt27bFpEmTwBjDxo0bcffuXezcuRONGjUCAJTKSmFhJr63qbomJnKpqZrXrFm8eDElJ4QQYR04wAdzNmwodCTaoc+ERNm6dcB//lPvZgxGc+fmaNuorV7PKZ/J06pVK7z//vsoLCxUzOTZt28f2rRpgz6t+8DO0kQrBVbjnXfewdatW+v8eE9PT42Oc3BwqLaXS0iUnBBCjIpQCYkpc7V1RXJWsiDnfvvttxEbG4u33noLDx48UMzk2bVrF84+PYvhQcMFiUtIUVFRiIqKEjoMQVFyQoiIdOkCNGkidBS1V1JSgrVr12Lr1q0GkZD066ezpgUTnxGPMlmZIJdROnfujFOnTqFfv364fPmyYiZPl4gugHZrwxEjQVOJCRGRu3eBggKho6i9L7/8EhERETh27JhKYuLr66uo7pqUlIS5c+ciICBA5z0lt2/rtHlBdPHsgn/v/yvY+eUzeXr37g2AJ6THfjiGhQsXChYTEQ71nBAiIunpQF6e0FFoj66Lh1UlKUnvp9S5CS9OwMUHFwWNwcnJCXv27FGZyTNlyhSMHTsWzs7OgsYmpJiYGMycORO5ubn1aseQZ+dUJGFC/GYTQgQxZQqvcNqundCR1E5JSQnWrVuHrVu3Vuo9kfPx8UFYWBjCw8N1fllnwADgzz911rxg3t32Lhb1WoRmTs0EjSP2TiyGDxqOu+fvAgBSUlI0HuRpioKDg3HmzBmttXXq1CmttKVLlJwQIiKnTgEdOgDPljkxSunp6dixYwdiYmIES1SOHgW6d9dqkwYh8UEiFv27CBsHbhQsBqlMijd/fxNW262wZ9ceAJScbNu2DTNmzKCeE0KIaZo6lfec+PkJHYl2CJWoDBwI7NxZ72YM0uaLm9G7dW80tmssyPmTMpOQkZeBFRNXYPv27QAoOREjGhBLiIgwZlql1+WL+R09elSx6nC3bt3UrjrcoUMH+Pn5YcaMGUhMTKzXWBU1S/KYjKEdhmLU7lG4kHFB7+fec20Pfjr1E15r+Zrez00MCyUnhIiItTVgpeOlSpKTkyGRSFRubm5uCA0NRZIOR5LqM1GxM/G6YL8M+AVf/f0VkjP1V/sk9k4s1sWvw//6/E9v5ySGiy7rECIicXF8zImTk+7OsWXLFgwZMgSff/45OnXqBKlUinPnzmHlypVo0qQJLl++rNeZF7q49PPXX0DfvrqK2DA8LnyMkyknUVhaiEHtBunsPDImw4ozKxDYNBDBnsGwtuBr6wwePJgu69Sgqlk8xjS2pEqMECIakyc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Line(d='down', toy=T1.collector)\n", - " r2=Resistor(xy=indot.start, d='down', label='$R_2$',l=1.5)\n", - " Line(d='right', l=0.4)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " \n", - " Line(xy=indot.start, d='left', l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " Line(d='down',xy=T1.emitter, l=0.8)\n", - " outdot=Dot()\n", - " Line(d='down',toy=T2.emitter)\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " \n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " Voorinstelspanning = EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([r1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([r2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " \n", - " Annotate(th1=0).at(Voorinstelspanning.W).delta(dx=-1.2, dy=0.3).label('Voorinstelspanning').color('red')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "ExecuteTime": { - "end_time": "2018-09-26T21:18:54.828878Z", - "start_time": "2018-09-26T21:18:54.79786Z" - }, - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Hieronder tonen we de spice listing van de klasse B versterker waarbij we een voorinstelspanning voorzien tussen de basissen van de npn en de pnp transistor. Deze voorinstelspanning is hier uitgevoerd door diodes. in {numref}`Bfig2dio` merken we hierbij op dat dit tot gevolg heeft dat er toch een stroom blijft lopen door de transistor die niet in geleiding is. Dit noemen we de klasse AB werking van deze klasseB versterker." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": { - "KULeuvenSlides": { - "slide_title": "stromen en spanning (met voorinstelspanning)" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:20:14.377926Z", - "iopub.status.busy": "2024-01-02T14:20:14.377478Z", - "iopub.status.idle": "2024-01-02T14:20:14.544152Z", - "shell.execute_reply": "2024-01-02T14:20:14.543473Z", - "shell.execute_reply.started": "2024-01-02T14:20:14.377890Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: stromen en spanningen als functie van de tijd.", - "name": "Bfig2dio" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "circuit=SpiceParser(path='simul/classB2.sp').build_circuit() \n", - "end_time=2e-4\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(step_time=100e-9, end_time=end_time)\n", - "\n", - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['10'],label='V(10) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['12'],label='V(12) [V] ($V_{out}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(0,end_time*1e6)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(0,end_time*1e6)\n", - "ax[1].set_ylabel('Stroom [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "execution": { - "iopub.execute_input": "2022-03-27T00:57:10.822652Z", - "iopub.status.busy": "2022-03-27T00:57:10.819660Z", - "iopub.status.idle": "2022-03-27T00:57:10.859554Z", - "shell.execute_reply": "2022-03-27T00:57:10.858556Z", - "shell.execute_reply.started": "2022-03-27T00:57:10.821688Z" - }, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "In de grafiek ({numref}`Bfig2dioss`) wordt dit nog duidelijker." - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroom door en spanning over (met voorinstelspanning)" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:20:24.067795Z", - "iopub.status.busy": "2024-01-02T14:20:24.067619Z", - "iopub.status.idle": "2024-01-02T14:20:24.135457Z", - "shell.execute_reply": "2024-01-02T14:20:24.134756Z", - "shell.execute_reply.started": "2024-01-02T14:20:24.067783Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: de stroom door een npn transistor als functie van de spanning.", - "name": "Bfig2dioss" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "figure, ax = plt.subplots(figsize=(10, 8))\n", - "ax.plot(analysis.nodes['8']-analysis.nodes['12'],-analysis.branches['vpos']*1e3)\n", - "ax.grid()\n", - "ax.set_xlabel('Spanning over de npn transistor [V]')\n", - "ax.set_ylabel('Stroom door de transistor [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "ExecuteTime": { - "end_time": "2018-09-26T21:18:54.828878Z", - "start_time": "2018-09-26T21:18:54.79786Z" - }, - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "We kunnen ook proberen de dode zone weg te werken aan de hand van feedback, zoals in het onderstaande schema aan de hand van een opamp. Op het eerste zicht lijkt dat te lukken, als we de simulatie in {numref}`Bopmapsim` bekijken. De $V_{in}$ en $V_{out}$ liggen zo goed als volledig op elkaar dat we het verschil niet merken. Enkel als we heel erg inzoemen, zoals in {numref}`Bopmapsimz` lijkt er een klein verschil te zijn langs de nuldoorgang. Laat je hierbij echter niet vangen. Deze simulatie is gedaan met een ideale OpAmp, waarvan de stijgsnelheid niet realistisch is. Wanneer we diezelfde simulatie hernemen met een realistische OpAmp, zie onder, blijft dit bijna ideale gedrag niet behouden." - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Terugkoppeling: stromen en spanningen" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:20:43.355652Z", - "iopub.status.busy": "2024-01-02T14:20:43.354502Z", - "iopub.status.idle": "2024-01-02T14:20:43.628496Z", - "shell.execute_reply": "2024-01-02T14:20:43.627758Z", - "shell.execute_reply.started": "2024-01-02T14:20:43.355559Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker teruggekoppeld met een ideale OpAmp: stromen en spanningen als functie van de tijd.", - "name": "Bopmapsim" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "circuit=SpiceParser(path='simul/classB4.sp').build_circuit() \n", - "circuit.include('libraries/opamp/BasicOpamp.cir')\n", - "end_time=2e-4\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(step_time=10e-9, end_time=end_time)\n", - "\n", - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['20'],label='V(20) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['22'],label='V(22) [V] ($V_{out}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['23'],label='V(23) [V] ($V_{OpAmp}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(0,end_time*1e6)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(0,end_time*1e6)\n", - "ax[1].set_ylabel('Stroom [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Nuldoorgang van de stromen en de spanningen" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:21:50.920634Z", - "iopub.status.busy": "2024-01-02T14:21:50.920214Z", - "iopub.status.idle": "2024-01-02T14:21:51.094269Z", - "shell.execute_reply": "2024-01-02T14:21:51.093597Z", - "shell.execute_reply.started": "2024-01-02T14:21:50.920612Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker teruggekoppeld met een ideale OpAmp: stromen en spanningen als functie van de tijd in de nabijheid van de nuldoorgang.", - "name": "Bopmapsimz" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['20'],label='V(20) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['22'],label='V(22) [V] ($V_{out}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['23'],label='V(23) [V] ($V_{OpAmp}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(48,52)\n", - "ax[0].set_ylim(-0.5,0.5)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(48,52)\n", - "ax[1].set_ylim(-0.2,1)\n", - "ax[1].set_ylabel('Stroom [mA]')\n", - "plt.show()\n" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroom door de transistor als functie van de spanning over" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:22:15.581799Z", - "iopub.status.busy": "2024-01-02T14:22:15.580706Z", - "iopub.status.idle": "2024-01-02T14:22:15.690619Z", - "shell.execute_reply": "2024-01-02T14:22:15.689585Z", - "shell.execute_reply.started": "2024-01-02T14:22:15.581737Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker: de stroom door een npn transistor als functie van de spanning.", - "name": "Bopamp_dio" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "figure, ax = plt.subplots(figsize=(10, 8))\n", - "ax.plot(analysis.nodes['8']-analysis.nodes['22'],-analysis.branches['vpos']*1e3)\n", - "ax.grid()\n", - "ax.set_xlabel('Spanning over de npn transistor [V]')\n", - "ax.set_ylabel('Stroom door de transistor [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Ideale OpAmp" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:22:26.545193Z", - "iopub.status.busy": "2024-01-02T14:22:26.544745Z", - "iopub.status.idle": "2024-01-02T14:22:26.777903Z", - "shell.execute_reply": "2024-01-02T14:22:26.777204Z", - "shell.execute_reply.started": "2024-01-02T14:22:26.545166Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker met lagere voedingsspanning teruggekoppeld met een ideale OpAmp: stromen en spanningen als functie van de tijd.", - "name": "Bopmapsiml" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "circuit=SpiceParser(path='simul/classB5.sp').build_circuit() \n", - "circuit.include('libraries/opamp/BasicOpamp.cir')\n", - "end_time=2e-4\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(step_time=10e-9, end_time=end_time)\n", - "\n", - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['20'],label='V(20) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['22'],label='V(22) [V] ($V_{out}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['23'],label='V(23) [V] ($V_{OpAmp}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(0,end_time*1e6)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(0,end_time*1e6)\n", - "ax[1].set_ylabel('Stroom [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Echter, wanneer we een realistisch model van een opamp invoeren, zoals de [LMV981-N](https://www.ti.com/product/LMV981-N) van Texas Instruments, zien we een heel ander gedrag in de dode zone." - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Realistische OpAmp: LMV981-N" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T14:22:38.998926Z", - "iopub.status.busy": "2024-01-02T14:22:38.998594Z", - "iopub.status.idle": "2024-01-02T14:22:39.532024Z", - "shell.execute_reply": "2024-01-02T14:22:39.531256Z", - "shell.execute_reply.started": "2024-01-02T14:22:38.998902Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker met lagere voedinsspanning teruggekoppeld met een realistisch OpAmp model [LMV981-N](https://www.ti.com/product/LMV981-N): stromen en spanningen als functie van de tijd.", - "name": "Bopmapsiml2" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "circuit=SpiceParser(path='simul/classB5.sp').build_circuit() \n", - "circuit.include('libraries/opamp/LMV981.cir') # Dit is een opamp met lage voedingsspanning. Beter een opamp kiezen met aangepast voedingsspaaningsbereik.\n", - "end_time=2e-4\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(step_time=10e-9, end_time=end_time)\n", - "\n", - "figure, ax = plt.subplots(2,1,figsize=(10, 8))\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['20'],label='V(20) [V] ($V_{in}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['22'],label='V(22) [V] ($V_{out}$)')\n", - "ax[0].plot(analysis.time*1e6,analysis.nodes['23'],label='V(23) [V] ($V_{OpAmp}$)')\n", - "ax[0].legend( loc=(0.24,.78))\n", - "ax[0].grid()\n", - "ax[0].set_xlabel('tijd [us]')\n", - "ax[0].set_xlim(0,end_time*1e6)\n", - "ax[0].set_ylabel('Voltage [V]')\n", - "\n", - "ax[1].plot(analysis.time*1e6,-analysis.branches['vpos']*1e3,label='$I_{npn}$ [mA] ')\n", - "ax[1].plot(analysis.time*1e6,analysis.branches['vneg']*1e3,label='$I_{pnp}$ [mA] ')\n", - "ax[1].legend( loc=(0.16,.91))\n", - "ax[1].grid()\n", - "ax[1].set_xlabel('tijd [us]')\n", - "ax[1].set_xlim(0,end_time*1e6)\n", - "ax[1].set_ylabel('Stroom [mA]')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Driver stage\n", - "\n", - "Om de vermogentransistors van de klasse B versterker goed aan te sturen, zijn er, naast de voorinstelling tussen beide transistors, ook nog de elementen nodig die het pull-up gedeelte stroom vanuit de voeding $V_{DD}$ levert en die stroom vanuit het pull-down gedeelte afvoert naar -$V_{DD}$ of naar de grond. In de bovenstaande schema's wordt dat gedaan door respectievelijk $R_1$ en $R_2$. We kunnen de aansturing nog een stuk efficienter maken door de pull-down afvoer te implementeren met een transistor, zoals je kan zien in {numref}`Bfig1driver`.\n", - "We merken op dat de transistor in de driver stage werkt als een Klasse A versterker met het geheel van de klasse B versterker als belasting. Dat wil zeggen dat deze transistor ook de juiste instelling moet krijgen. Voor de verdere invulling van de transistor in de driver stage verwijzen we naar het hoofdstuk van de Klasse A versterker.\n", - "Een belangrijk voordeel is hier ook dat deze driver stage niet alleen de stroom versterkt maar ook de spanning. Dit wil zeggen dat we niet noodzakelijk een full swing ingangsignaal nodig hebben om een full swing output signaal te kunnen bekomen." - ] - }, - { - "cell_type": "code", - "execution_count": 97, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Driver Stage" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T18:35:05.131632Z", - "iopub.status.busy": "2024-01-02T18:35:05.131340Z", - "iopub.status.idle": "2024-01-02T18:35:05.357103Z", - "shell.execute_reply": "2024-01-02T18:35:05.355666Z", - "shell.execute_reply.started": "2024-01-02T18:35:05.131613Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker met driver stage.", - "name": "Bfig1driver" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Line(d='right', xy= Td.emitter,l=1)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " \n", - " Line(xy=Td.base, d='left', l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " Line(d='down',xy=T1.emitter, l=0.8)\n", - " outdot=Dot()\n", - " Line(d='down',toy=T2.emitter)\n", - " \n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " \n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([r1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " driverbox=EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('blue').fill('xkcd:very light blue')\n", - " \n", - " Annotate(th1=0).at(driverbox.NW).delta(dx=-1.2, dy=0.3).label('Driver stage').color('blue')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Stroombron\n", - "\n", - "In {Numref}`Bfig1driver` zien we dat de werking van de weerstand $R_1$ eigenlijk het omgekeerde is als we zouden willen. Als de uitgang $V_{out}$ 0V is, staat er veel spanning over $R_1$ en levert $R_1$ dus veel stroom, terwijl er weinig stroom nodig is. Omgekeerd, wanneer de uitgang $V_{out}$ dicht bij $V_{DD}$ is staat er weinig spanning over $R_1$ en levert $R_1$ dus heel weinig stroom. Het is eigenlijk beter $R_1$ te vervangen door een constante stroombron. We zien een implementatie hiervan in {numref}`Bfigstroombron`.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 130, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroombron als belasting driver trap" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T22:16:36.446635Z", - "iopub.status.busy": "2024-01-02T22:16:36.446078Z", - "iopub.status.idle": "2024-01-02T22:16:36.633658Z", - "shell.execute_reply": "2024-01-02T22:16:36.632876Z", - "shell.execute_reply.started": "2024-01-02T22:16:36.446598Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Basisschema van de klasse B versterker met stroombron.", - "name": "Bfigstroombron" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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label='$R_{v1}$', l=1.5)\n", - " Tv = BjtNpn(d='right')\n", - " Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=1.5)\n", - " indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " Line(d='down',xy=T1.emitter, l=0.8)\n", - " outdot=Dot()\n", - " Line(d='down',toy=T2.emitter)\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " stroombron=EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('brown').fill('xkcd:light brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " \n", - " Annotate(th1=0).at(stroombron.W).delta(dx=-1.2, dy=-0.3).label('Stroombron').color('brown')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Verhoging van het afgeleverde vermogen\n", - "\n", - "De power transistors werken in principe als spanningsvolgers (met een offset) maar zijn in staat veel meer stroom te leveren aan de belasting ($R_L$) dan de driver trap. In principe kan elke power transistor de stroom met een factor $\\beta_F$ vergroten.\n", - "In een aantal gevallen is deze stroomversterking nog niet voldoende. In deze sectie bespreken we de mogelijkheden om meer stroomversterking te bekomen.\n", - "\n", - "### Het [Darlington](https://en.wikipedia.org/wiki/Darlington_transistor) paar\n", - "\n", - "We kunnen dit oplossen door 2 power transistors achter elkaar te schakelen, zoals in {numref}`Darlington`.\n", - "De totale stroomversterking die we dan bekomen is dan het product van beide stroomversterkingen {cite}`Darlington`.\n", - "\n", - "$$ \\beta_+ = \\beta_1 \\beta_2 $$\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Darlington Paar" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T11:56:58.485804Z", - "iopub.status.busy": "2024-01-03T11:56:58.485411Z", - "iopub.status.idle": "2024-01-03T11:56:58.641181Z", - "shell.execute_reply": "2024-01-03T11:56:58.640401Z", - "shell.execute_reply.started": "2024-01-03T11:56:58.485780Z" - }, - "mystnb": { - "figure": { - "caption": "Darlington paar.", - "name": "Darlington" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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met emitter degeneratie" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-05T21:28:17.359032Z", - "iopub.status.busy": "2024-01-05T21:28:17.358800Z", - "iopub.status.idle": "2024-01-05T21:28:17.408922Z", - "shell.execute_reply": "2024-01-05T21:28:17.408178Z", - "shell.execute_reply.started": "2024-01-05T21:28:17.359017Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Darlington paar met emitter degeneratie.", - "name": "Darlington_ed" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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" \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " Dot().label(\"B\")\n", - " T1 = BjtNpn()\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.8,label=\"$R_{ed}$\")\n", - " Line(d='down',xy=T11.emitter,toy=r11.end)\n", - " Dot().label(\"E\", ofst=[0.4,-.4])\n", - " Line(d='left',tox=r11.end)\n", - " Line( d='up',xy=T11.collector,toy=T1.collector)\n", - " Dot().label(\"C\", ofst=[0.4,-.1])\n", - " Line(d='left',tox=T1.collector)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Het is natuurlijk belangrijk dat we zowel voor de NPN als voor de PNP de stroom vergroten aan de hand van een Darlingtonpaar. Het schema dat er bekomen wordt kan uitgewerkt worden voor elk van de bovenstaande Klasse B versterkerschemas. Wanneer we dit doen voor het schema in {numref}`Bfig1AC` bekomen we het schema in {numref}`Bdoubledriver`" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Darlington Paar als drive transistors" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-05T21:39:04.356217Z", - "iopub.status.busy": "2024-01-05T21:39:04.355720Z", - "iopub.status.idle": "2024-01-05T21:39:04.484996Z", - "shell.execute_reply": "2024-01-05T21:39:04.484205Z", - "shell.execute_reply.started": "2024-01-05T21:39:04.356178Z" - }, - "mystnb": { - "figure": { - "caption": "De klasse B versterker met 2 opeenvolgende drive transistors.", - "name": "Bdoubledriver" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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l=1.5)\n", - " Line(d='down', l=2.5)\n", - " indot=Dot()\n", - " Line(d='down', l=2.4)\n", - " Line(d='rigth', tox=T1.base)\n", - " T2 = BjtPnp(d='right')\n", - " C2 = Capacitor(d='left', xy=indot.start,label='$C_{in}$')\n", - " Dot(open=True,label='$v_{in}$')\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.8,label=\"$R_{ed1}$\")\n", - " outdot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=outdot.start)\n", - " Dot()\n", - " Line( d='up',xy=T11.collector,toy=T1.collector)\n", - " Line(d='left',l=0.4)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='left',tox=T1.collector)\n", - " \n", - " r21 = Resistor(d='down',xy=outdot.start,toy=T2.emitter,label=\"$R_{ed2}$\")\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=outdot.start)\n", - " Line(d='down',xy=T21.collector,toy=T2.collector)\n", - " Line(d='left',l=0.4)\n", - " Dot()\n", - " Ground()\n", - " Line(d='left',tox=T2.collector)\n", - " \n", - " C1 = Capacitor(d='right',xy=outdot.start, label='$C_{out}$')\n", - " R = Resistor( d='down', label='$R_L$')\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True,label='$v_{out}$')\n", - " Ground(xy=R.end)\n", - " Line(d='up',toy=T2.collector)\n", - " EncircleBox([T1,T11,r11],pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],pady=-0.1).linestyle('--').linewidth(0.5).color('green')" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Darlington Paar als drive transistors" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-05T21:19:19.604469Z", - "iopub.status.busy": "2024-01-05T21:19:19.603993Z", - "iopub.status.idle": "2024-01-05T21:19:19.915765Z", - "shell.execute_reply": "2024-01-05T21:19:19.914905Z", - "shell.execute_reply.started": "2024-01-05T21:19:19.604441Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met Darlington paar.", - "name": "Bfig3" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='left', l=1.5)\n", - " PullUpIn=Dot()\n", - " Rv1=Resistor(d='down', label='$R_{v1}$', l=2.5)\n", - " Tv = BjtNpn(d='right')\n", - " Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=2.5)\n", - " indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - "\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.8, label='$R_{ed1}$')\n", - " outdot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=outdot.start)\n", - " Dot()\n", - " Line( d='up',xy=T11.collector,toy=rs.end)\n", - " Line(d='left',tox=T1.collector)\n", - " Dot()\n", - " r21 = Resistor(d='down',xy=outdot.start,toy=T2.emitter, label='$R_{ed2}$')\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=outdot.start)\n", - " Line(d='down',xy=T21.collector,toy=Td.emitter)\n", - " Line(d='left',tox=T2.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - "\n", - " EncircleBox([T1,T11,r11],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Wanneer we een Darlington paar toevoegen in het schema van {numref}`Bfigstroombron` krijgen we het schema in {numref}`Bfig3`" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "KULeuvenSlides": { - "slide_title": "xxx" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T22:47:10.449171Z", - "iopub.status.busy": "2024-01-02T22:47:10.448322Z", - "iopub.status.idle": "2024-01-02T22:47:10.713784Z", - "shell.execute_reply": "2024-01-02T22:47:10.712810Z", - "shell.execute_reply.started": "2024-01-02T22:47:10.449132Z" - }, - "mystnb": { - "figure": { - "caption": "klasse B versterker.", - "name": "Bfig3" - } - }, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Beveiliging van de Klasse B vermogentransistors\n", - "\n", - "### Waar en hoe is beveiliging nodig?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "KULeuvenSlides": { - "slide_title": "xxx" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-02T22:47:10.449171Z", - "iopub.status.busy": "2024-01-02T22:47:10.448322Z", - "iopub.status.idle": "2024-01-02T22:47:10.713784Z", - "shell.execute_reply": "2024-01-02T22:47:10.712810Z", - "shell.execute_reply.started": "2024-01-02T22:47:10.449132Z" - }, - "mystnb": { - "figure": { - "caption": "klasse B versterker.", - "name": "Bfig3" - } - }, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Beveiliging tegen overstroom \n", - "\n", - "{numref}`Bfig4` toont een eerste schema dat beveiliging tegen overstroom toevoegt. Het basisprincipe bij elke stroombeveliging is dat er gekeken wordt naar de stroom aan de uitgang van respectievelijk het pull-up en het pull-down netwerk (de groene blokken in {numref}`Bfig4`). Wanneer de stroom hier de hierboven aangegeven maximale stroom overschrijdt, grijpt het blok dat gekleurd is in Cyaan in. Dit gebeurt door de stroom aan de ingang van het groene blok rechtstreeks naar de uitgang te verbinden. " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroombegrenzing" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-05T13:43:49.706400Z", - "iopub.status.busy": "2024-01-05T13:43:49.706074Z", - "iopub.status.idle": "2024-01-05T13:43:50.033040Z", - "shell.execute_reply": "2024-01-05T13:43:50.032313Z", - "shell.execute_reply.started": "2024-01-05T13:43:49.706381Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met overstroombescherming.", - "name": "Bfig4" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='left', l=3.5)\n", - " Line(d='down', l=2.5)\n", - " Line(d='left', l=1.5)\n", - " PullUpIn=Dot()\n", - " Rv1=Resistor(d='down', label='$R_{v1}$', l=2.5)\n", - " Tv = BjtNpn(d='right')\n", - " Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=2.5)\n", - " indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - "\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.5, label='$R_{ed1}$')\n", - " Dot()\n", - " Line(d='right',tox=T11.emitter)\n", - " pudot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=r11.end)\n", - " rI1 = Resistor(d='down',xy=pudot.start,l=1.5, label='$R_{I1}$')\n", - " outdot=Dot()\n", - " rI2 = Resistor(d='down',l=1.5, label='$R_{I2}$')\n", - " pddot = Dot()\n", - " \n", - " Line( d='up',xy=T11.collector,toy=rs.end)\n", - " Line(d='left',tox=T1.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=pddot.start,tox=T2.emitter)\n", - " Dot()\n", - " r21 = Resistor(d='down',toy=T2.emitter, label='$R_{ed2}$')\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=pddot.start)\n", - " Line(d='down',xy=T21.collector,toy=Td.emitter)\n", - " Line(d='left',tox=T2.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - "\n", - " Line(xy=outdot.start, d='left', l=3.5)\n", - " Idot= Dot()\n", - " d1a=Diode(d='up',l=1).reverse()\n", - " d1b=Diode(d='up',l=1).reverse()\n", - " d1c=Diode(d='up',l=1).reverse()\n", - " Line(d='up',toy=T1.base)\n", - " Dot()\n", - " d2a=Diode(d='down',xy=Idot.start,l=1)\n", - " d2b=Diode(d='down',l=1)\n", - " d2c=Diode(d='down',l=1)\n", - " Line(d='down',toy=Td.collector)\n", - " Dot()\n", - " EncircleBox([d1a,d1b,d1c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').fill('cyan').zorder(0)\n", - " EncircleBox([d1a,rI1],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('cyan').fill('cyan').zorder(0)\n", - " EncircleBox([d2a,d2b,d2c],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('cyan').fill('cyan').zorder(0)\n", - " EncircleBox([d2a,rI2],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('cyan').fill('cyan').zorder(0)\n", - " EncircleBox([T1,T11,r11],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "Een belangrijk nadeel van de schema's hierboven is dat ze slechts ingrijpen bij overstroom als de spanning over de weerstand $R_I$ ongeveer 0.7V bedraagt. Dit is normaal geen probleem als er gewerkt wordt met een hoge voedingsspanning $V_{DD}$, bv 80V. Indien er echter met een lage voedingsspanning gewerkt wordt, geeft het spanningsverlies over $R_I$ een belangrijk deel van het vermogenverlies. Een alternatieve oplossing om dat vermogenverlies te voorkomen is het plaatsen van een veel kleinere meetweerstand $R_I$ tussen de belasting en de grond en de gemeten spanning te versterken in de terugkoppeling of de aanstuur IC. \n", - "\n", - "De oplossing in {numref}`BfigILoad` is wel een minder robuuste oplossing, aangezien deze afhangt van de terugkoppeling en/of de IC, en dat het daardoor minder zeker is dat de beveiliging in alle omstandigheden zal ingrijpen." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Stroommeeting in de load" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-04T22:46:51.071534Z", - "iopub.status.busy": "2024-01-04T22:46:51.071229Z", - "iopub.status.idle": "2024-01-04T22:46:51.327318Z", - "shell.execute_reply": "2024-01-04T22:46:51.326352Z", - "shell.execute_reply.started": "2024-01-04T22:46:51.071513Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met overstroombescherming in de load", - "name": "BfigILoad" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " T1 = BjtNpn()\n", - " Line(xy=T1.base, d='left', l=1.5)\n", - " PullUpIn=Dot()\n", - " Rv1=Resistor(d='down', label='$R_{v1}$', l=1.5)\n", - " Tv = BjtNpn(d='right')\n", - " Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=1.5)\n", - " indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " Line(d='down',xy=T1.emitter, l=0.8)\n", - " outdot=Dot()\n", - " Line(d='down',toy=T2.emitter)\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=1.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " RI= Resistor(d='down', label='$R_I$', l=1.3)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=1.5)\n", - " Dot(open=True)\n", - " Line(xy=R.end, d='right', l=1.5)\n", - " Dot(open=True)\n", - " Line(xy=RI.end, d='right', l=1.5)\n", - " Dot(open=True)\n", - " Gap(d='up', xy= R.end, toy= R.start, label=['-','$v_{out}$','$+$'],lblofst=-1.7)\n", - " Gap(d='up', xy= RI.end, toy= RI.start, label=['-','$v_{meet}$','$+$'],lblofst=-1.7)\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - " \n", - " EncircleBox([T1],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2],padx=0,pady=0).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " EncircleBox([RI],padx=0.3,pady=-0.1).linestyle('--').linewidth(1.5).color('cyan').fill('cyan')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "## Filtering aan de ingang\n", - "\n", - "In de meeste gevallen zijn er ook ongewenste signalen aan de ingang en het is niet efficient om deze ook mee te versterken.\n", - "Daarom is het efficient om deze signalen weg te filteren aan de ingang.\n", - "In {numref}`Bfig1AC` wordt dit reeds gedaan voor de DC component in het signaal. Deze is niet nuttig indien we enkel het AC signaal aan de uitgang bekomen. We kunnen echter een heel stuk beter doen. \n", - "\n", - "### Hoogdoorlaatfilter aan de ingang\n", - "\n", - "{numref}`figBhoog` toont hoe we een hoogdoorlaatfilter aan de ingang van een klasse B versterker kunnen realiseren." - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": { - "KULeuvenSlides": { - "slide_title": "hoogdoorlaatfilter aan de ingang" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T10:19:42.519100Z", - "iopub.status.busy": "2024-01-03T10:19:42.518813Z", - "iopub.status.idle": "2024-01-03T10:19:42.852095Z", - "shell.execute_reply": "2024-01-03T10:19:42.850722Z", - "shell.execute_reply.started": "2024-01-03T10:19:42.519082Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met hoogdoorlaatfilter aan de ingang.", - "name": "figBhoog" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", 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indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot()\n", - " rf = Resistor(d='down', label='$R_{f}$',l=1.5)\n", - " Ground()\n", - " Line(xy=rf.start, d='left', l=0.5)\n", - " cf = Capacitor(d='left', label='$C_{f}$',l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - "\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.5, label='$R_{ed1}$')\n", - " Dot()\n", - " Line(d='right',tox=T11.emitter)\n", - " pudot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=r11.end)\n", - " rI1 = Resistor(d='down',xy=pudot.start,l=1.5, label='$R_{I1}$')\n", - " outdot=Dot()\n", - " rI2 = Resistor(d='down',l=1.5, label='$R_{I2}$')\n", - " pddot = Dot()\n", - " \n", - " Line( d='up',xy=T11.collector,toy=rs.end)\n", - " Line(d='left',tox=T1.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=pddot.start,tox=T2.emitter)\n", - " Dot()\n", - " r21 = Resistor(d='down',toy=T2.emitter, label='$R_{ed2}$')\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=pddot.start)\n", - " Line(d='down',xy=T21.collector,toy=Td.emitter)\n", - " Line(d='left',tox=T2.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - "\n", - " Line(xy=outdot.start, d='left', l=3.5)\n", - " Idot= Dot()\n", - " d1a=Diode(d='up',l=1).reverse()\n", - " d1b=Diode(d='up',l=1).reverse()\n", - " d1c=Diode(d='up',l=1).reverse()\n", - " Line(d='up',toy=T1.base)\n", - " Dot()\n", - " d2a=Diode(d='down',xy=Idot.start,l=1)\n", - " d2b=Diode(d='down',l=1)\n", - " d2c=Diode(d='down',l=1)\n", - " Line(d='down',toy=Td.collector)\n", - " Dot()\n", - " EncircleBox([d1a,d1b,d1c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([d1a,rI1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([d2a,d2b,d2c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([d2a,rI2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([T1,T11,r11],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " EncircleBox([rf,cf],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('yellow').fill('yellow')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Laagdoorlaatfilter aan de ingang\n", - "\n", - "{numref}`figBlaag` toont hoe we een laagdoorlaatfilter aan de ingang van een klasse B versterker kunnen realiseren." - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Laagdoorlaatfilter aan ingang" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T10:20:57.349714Z", - "iopub.status.busy": "2024-01-03T10:20:57.349145Z", - "iopub.status.idle": "2024-01-03T10:20:57.675297Z", - "shell.execute_reply": "2024-01-03T10:20:57.673992Z", - "shell.execute_reply.started": "2024-01-03T10:20:57.349688Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met laagdoorlaatfilter aan de ingang.", - "name": "figBlaag" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", 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tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " cf = Capacitor(d='down', label='$C_{f}$',l=1.5)\n", - " Ground()\n", - " Line(xy=cf.start, d='left', l=0.5)\n", - " rf = Resistor(d='left', label='$R_{f}$',l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - "\n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.5, label='$R_{ed1}$')\n", - " Dot()\n", - " Line(d='right',tox=T11.emitter)\n", - " pudot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=r11.end)\n", - " rI1 = Resistor(d='down',xy=pudot.start,l=1.5, label='$R_{I1}$')\n", - " outdot=Dot()\n", - " rI2 = Resistor(d='down',l=1.5, label='$R_{I2}$')\n", - " pddot = Dot()\n", - " \n", - " Line( d='up',xy=T11.collector,toy=rs.end)\n", - " Line(d='left',tox=T1.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=pddot.start,tox=T2.emitter)\n", - " Dot()\n", - " r21 = Resistor(d='down',toy=T2.emitter, label='$R_{ed2}$')\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=pddot.start)\n", - " Line(d='down',xy=T21.collector,toy=Td.emitter)\n", - " Line(d='left',tox=T2.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - "\n", - " Line(xy=outdot.start, d='left', l=3.5)\n", - " Idot= Dot()\n", - " d1a=Diode(d='up',l=1).reverse()\n", - " d1b=Diode(d='up',l=1).reverse()\n", - " d1c=Diode(d='up',l=1).reverse()\n", - " Line(d='up',toy=T1.base)\n", - " Dot()\n", - " d2a=Diode(d='down',xy=Idot.start,l=1)\n", - " d2b=Diode(d='down',l=1)\n", - " d2c=Diode(d='down',l=1)\n", - " Line(d='down',toy=Td.collector)\n", - " Dot()\n", - " EncircleBox([d1a,d1b,d1c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(1)\n", - " EncircleBox([d1a,rI1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([d2a,d2b,d2c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(1)\n", - " EncircleBox([d2a,rI2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([T1,T11,r11],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " EncircleBox([rf,cf],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('yellow').fill('yellow')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "### Banddoorlaatfilter aan de ingang\n", - "\n", - "De hoogdoorlaatfilter in {numref}`figBhoog` en de laagdoorlaatfilter in {numref}`figBlaag` kunnen gecombineerd worden in een banddoorlaatfilter zoals getoond wordt in {numref}`figBband`. Dit is de meest eenvoudige oplossing om een banddoorlaatfilter te bekomen overeenstemmende met de gewenste karakteristieken van het signaal. Er zijn heel wat mogelijkheden om nog veel betere ingangsfilters te ontwerpen. Dit is echter niet het doel van deze cursus. Hiervoor verwijzen we naar de cursus [toegepaste analoge Elektronica](https://jangenoe.github.io/InteractieveCursus/ToegepasteAnalogeElektronica/intro.html) {cite}`jangenoeCursusToegepasteAnaloge2024`" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Banddoorlaatfilter aan ingang" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T09:12:24.884000Z", - "iopub.status.busy": "2024-01-03T09:12:24.883829Z", - "iopub.status.idle": "2024-01-03T09:12:25.196372Z", - "shell.execute_reply": "2024-01-03T09:12:25.195471Z", - "shell.execute_reply.started": "2024-01-03T09:12:24.883987Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Klasse B versterker met Banddoorlaatfilter aan de ingang.", - "name": "figBband" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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BjtNpn()\n", - " Line(xy=T1.base, d='left', l=3.5)\n", - " Line(d='down', l=2.5)\n", - " Line(d='left', l=1.5)\n", - " PullUpIn=Dot()\n", - " Rv1=Resistor(d='down', label='$R_{v1}$', l=2.5)\n", - " Tv = BjtNpn(d='right')\n", - " Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=2.5)\n", - " indot=Dot()\n", - " Line(d='right', tox=T1.base)\n", - " T2 = BjtPnp( d='right')\n", - " Line(d='up',xy=Tv.collector, toy=PullUpIn.start)\n", - " Dot()\n", - " Line(d='down', xy=Tv.emitter, toy=indot.start)\n", - " Dot()\n", - " Line(d='up',xy=PullUpIn.start,l=1)\n", - " Ts = BjtPnp(d='right').anchor('collector')\n", - " rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n", - " Dot()\n", - " Vdd(label='$V_{DD}$')\n", - " Line(d='right', tox=T1.collector)\n", - " Line(d='down', toy=T1.collector)\n", - " Td=BjtNpn(d='right',xy=indot.start).anchor('collector')\n", - " Dot(xy=Td.emitter)\n", - " Vss(label='-$V_{DD}$')\n", - " Line(d='right', tox=T2.collector)\n", - " Line(d='up', toy=T2.collector)\n", - " Line(xy=Td.base, d='left', l=2.5)\n", - " Dot()\n", - " rf2 = Resistor(d='down', label='$R_{f2}$',l=1.5)\n", - " Ground()\n", - " Line(xy=rf2.start, d='left', l=1.5)\n", - " Dot()\n", - " cf2 = Capacitor(d='down', label='$C_{f2}$',l=1.5)\n", - " Ground()\n", - " Line(xy=cf2.start, d='left', l=0.5)\n", - " rf1 = Resistor(d='left', label='$R_{f1}$',l=1.5)\n", - " cf1 = Capacitor(d='left', label='$C_{f1}$',l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " \n", - " \n", - " T11 = BjtNpn(d='right',xy=T1.emitter)\n", - " r11 = Resistor(d='down',xy=T1.emitter,l=1.5, label='$R_{ed1}$')\n", - " Dot()\n", - " Line(d='right',tox=T11.emitter)\n", - " pudot=Dot()\n", - " Line(d='down',xy=T11.emitter,toy=r11.end)\n", - " rI1 = Resistor(d='down',xy=pudot.start,l=1.5, label='$R_{I1}$')\n", - " outdot=Dot()\n", - " rI2 = Resistor(d='down',l=1.5, label='$R_{I2}$')\n", - " pddot = Dot()\n", - " \n", - " Line( d='up',xy=T11.collector,toy=rs.end)\n", - " Line(d='left',tox=T1.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=pddot.start,tox=T2.emitter)\n", - " Dot()\n", - " r21 = Resistor(d='down',toy=T2.emitter, label='$R_{ed2}$')\n", - " T21 = BjtPnp( d='right')\n", - " Line(d='up',xy=T21.emitter,toy=pddot.start)\n", - " Line(d='down',xy=T21.collector,toy=Td.emitter)\n", - " Line(d='left',tox=T2.collector)\n", - " Dot()\n", - "\n", - " Line(d='left',xy=rs.end, l=1.8)\n", - " rs1 = Resistor(d='down', label='$R_{s1}$',toy=Ts.base)\n", - " sbdot=Dot()\n", - " rs2 = Resistor(d='down', label='$R_{s2}$',toy=PullUpIn.start)\n", - " Line(d='down',toy=Td.emitter)\n", - " Line(d='right',tox=Td.emitter)\n", - " Line(xy=outdot.start, d='right', l=2.5)\n", - " R = Resistor(d='down', label='$R_L$', l=1.5)\n", - " Ground()\n", - " Line(xy=R.start, d='right', l=0.5)\n", - " Dot(open=True, label='$v_{out}$')\n", - " Line(d='right',xy=sbdot.start,tox=Ts.base)\n", - "\n", - " Line(xy=outdot.start, d='left', l=3.5)\n", - " Idot= Dot()\n", - " d1a=Diode(d='up',l=1).reverse()\n", - " d1b=Diode(d='up',l=1).reverse()\n", - " d1c=Diode(d='up',l=1).reverse()\n", - " Line(d='up',toy=T1.base)\n", - " Dot()\n", - " d2a=Diode(d='down',xy=Idot.start,l=1)\n", - " d2b=Diode(d='down',l=1)\n", - " d2c=Diode(d='down',l=1)\n", - " Line(d='down',toy=Td.collector)\n", - " Dot()\n", - " EncircleBox([d1a,d1b,d1c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(1)\n", - " EncircleBox([d1a,rI1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([d2a,d2b,d2c],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(1)\n", - " EncircleBox([d2a,rI2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').zorder(0)\n", - " EncircleBox([T1,T11,r11],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([T2,T21,r21],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n", - " EncircleBox([Tv,Rv1,Rv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('red')\n", - " EncircleBox([Ts,rs,rs1,rs2],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('brown')\n", - " EncircleBox([Td],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('blue')\n", - " EncircleBox([rf1,rf2,cf1,cf2],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('yellow').fill('yellow')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "skip" - }, - "tags": [] - }, - "source": [ - "{numref}`BPfilter` toont de bandpass filter op zich, in de veronderstelling dat de stroom door $R_{f2}$ veel groter is dan de ingangsstroom aan de basis van de driver transistor. In dat geval mogen we deze basisstroom verwaarlozen en kunnen we stellen dat de uitgangsspanning van het filter bekomen wordt door de spanningsdeling van de 2 impedanties $Z_1$ en $Z_2$ als:\n", - "\n", - "$$ \\frac{V_{filter}}{V_{in}} = \\frac{Z_2}{Z_1+ Z_2} = \\frac{1}{\\frac{Z_1}{Z_2}+ 1} $$\n", - "\n", - "met\n", - "\n", - "$$ Z_1 = \\frac{1}{j \\omega C_{f1}} + R_{f1} $$\n", - "\n", - "en \n", - "\n", - "$$ \\frac{1}{Z_2} = j \\omega C_{f2} + \\frac{1}{R_{f2}} $$\n", - "\n", - "Hieruit volgt:\n", - "\n", - "$$ \\frac{V_{filter}}{V_{in}} = \\frac{1}{(\\frac{1}{j \\omega C_{f1}} + R_{f1})(j \\omega C_{f2} + \\frac{1}{R_{f2}})+ 1} $$\n" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "KULeuvenSlides": { - "slide_title": "Details banddoorlaatfilter" - }, - "editable": true, - "execution": { - "iopub.execute_input": "2024-01-03T10:50:54.843303Z", - "iopub.status.busy": "2024-01-03T10:50:54.843013Z", - "iopub.status.idle": "2024-01-03T10:50:54.969203Z", - "shell.execute_reply": "2024-01-03T10:50:54.968128Z", - "shell.execute_reply.started": "2024-01-03T10:50:54.843283Z" - }, - "jupyter": { - "source_hidden": true - }, - "mystnb": { - "figure": { - "caption": "Banddoorlaatfilter voor aan de ingang.", - "name": "BPfilter" - } - }, - "slideshow": { - "slide_type": "slide" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "image/svg+xml": [ - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " 2024-01-03T11:50:54.903290\n", - " image/svg+xml\n", - " \n", - " \n", - " Matplotlib v3.8.2, https://matplotlib.org/\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "with schemdraw.Drawing():\n", - " Dot(open=True).label('$V_{filter}$', ofst=[0.6,-.2])\n", - " Line(d='left', l=0.5)\n", - " rfdot1=Dot()\n", - " Line(d='down', l=0.75)\n", - " rf2 = Resistor(d='down', label='$R_{f2}$',l=1.5)\n", - " Ground()\n", - " Line(xy=rfdot1.start, d='left', l=1.5)\n", - " rfdot2=Dot()\n", - " Line(d='down', l=0.75)\n", - " cf2 = Capacitor(d='down', label='$C_{f2}$',l=1.5)\n", - " Ground()\n", - " Line(xy=rfdot2.start, d='left', l=0.5)\n", - " rf1 = Resistor(d='left', label='$R_{f1}$',l=1.5)\n", - " cf1 = Capacitor(d='left', label='$C_{f1}$',l=1.5)\n", - " Dot(open=True).label('$V_{in}$', ofst=[-0.6,-.2])\n", - " \n", - " Z1=EncircleBox([rf1,cf1],padx=-0.2,pady=0.2).linestyle('--').linewidth(1.5).color('yellow')\n", - " Z2=EncircleBox([rf2,cf2],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('yellow')\n", - " Annotate(th1=0).at(Z1.W).delta(dx=-1.2, dy=0.3).label('$Z_1$')\n", - " Annotate(th1=0).at(Z2.W).delta(dx=-1.2, dy=-0.3).label('$Z_2$')" - ] - } - ], - "metadata": { - "KULeuvenSlides": { - "authors": "Jan Genoe", - "date": "Juni 2024", - "kuleuven_presentation_style": "1425", - "subtitle": "Laagfrequent versterkers met 2 vermogentransistor", - "title": "Klasse B versterkers" - }, - "kernelspec": { - "display_name": "KULeuven", - "language": "python", - "name": "kuleuven" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - }, - "toc": { - "base_numbering": 1 - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/ToegepasteAnalogeElektronica/Klasse-C.ipynb b/ToegepasteAnalogeElektronica/Klasse-C.ipynb index 83349394c..79a0841d6 100644 --- a/ToegepasteAnalogeElektronica/Klasse-C.ipynb +++ b/ToegepasteAnalogeElektronica/Klasse-C.ipynb @@ -159,22 +159,6 @@ "{numref}`cfig1` toont het basisschema van de klasse C versterker." ] }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Basisschema van de Klasse C versterker." - ] - }, { "cell_type": "code", "execution_count": 9, @@ -184,7 +168,7 @@ "start_time": "2018-10-04T16:03:04.063091Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Basisschema van de Klasse C versterker" }, "editable": true, "execution": { @@ -994,22 +978,6 @@ "Voordat we de werking van de versterker bekijken, bestuderen we in meer detail de trilkring en de bekomen trilling die we bekomen indien de trilling spontaan verloopt (i.e. niet aangestuurd door de transistor). Het schema dat we hiervoor bestuderen kan je zien in {numref}`cfigtrilkring`" ] }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Detail: de trilkring" - ] - }, { "cell_type": "code", "execution_count": 10, @@ -1019,7 +987,7 @@ "start_time": "2018-10-04T16:03:04.063091Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Detail: de trilkring" }, "editable": true, "execution": { @@ -1609,6 +1577,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -1655,6 +1624,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -1815,6 +1785,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -1824,27 +1795,12 @@ "Waarbij $V_o$ en $\\phi$ de integratieconstanten zijn. {numref}`sinfunct` toont deze oplossing voor een uitdempende trilling van 50 V rond een spanning van 80 V. In het rood is de spanning aangegeven die we elke periode verliezen en die dus moet gecompenseerd worden om de trilling op gang te houden." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### gedempte trilkring" - ] - }, { "cell_type": "code", "execution_count": 2, "metadata": { "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "gedempte trilkring" }, "editable": true, "execution": { @@ -2003,6 +1959,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -2014,21 +1971,6 @@ "De originele beschrijving van dit aansturingsprincipe kan je vinden in {cite}`johnw.woodHighEfficiencyClass1969`." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Basisschema van de Klasse C versterker" - ] - }, { "cell_type": "code", "execution_count": 11, @@ -2038,7 +1980,7 @@ "start_time": "2018-10-04T18:21:44.735046Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Basisschema van de Klasse C versterker" }, "editable": true, "execution": { @@ -2819,6 +2761,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -2829,21 +2772,6 @@ "De hoeveelheid stroom die we krijgn wordt bepaald door $R_{in}$ en deze stroom wordt dan vervolgens versterkt met een factor $\\beta_F$ wat dan de collectorstroom oplevert." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "##### Instelling van de basisstroom:
keuze geleidingshoek en piekstroom" - ] - }, { "cell_type": "code", "execution_count": 3, @@ -2853,7 +2781,7 @@ "start_time": "2019-02-03T21:27:41.669623Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Instelling van de basisstroom:
keuze geleidingshoek en piekstroom" }, "editable": true, "execution": { @@ -2975,6 +2903,10 @@ { "cell_type": "markdown", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "remove_cell4reveal" ], @@ -2988,28 +2920,12 @@ "```" ] }, - { - "cell_type": "markdown", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### SPICE file Klasse C circuit" - ] - }, { "cell_type": "code", "execution_count": 16, "metadata": { "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "SPICE file Klasse C circuit" }, "editable": true, "execution": { @@ -3174,6 +3090,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -3183,21 +3100,6 @@ "Het circuit waarbij we de knoopnummers een rood label gegeven hebben wordt dan:" ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Basisschema met knopen genummerd" - ] - }, { "cell_type": "code", "execution_count": 14, @@ -3207,7 +3109,7 @@ "start_time": "2018-10-04T16:24:32.117511Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Basisschema met knopen genummerd" }, "editable": true, "execution": { @@ -4164,6 +4066,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4173,27 +4076,12 @@ "Een spice simulatie van het bovenstaande circuit levert hetvolgende op:" ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### spice simulatie: spanningen" - ] - }, { "cell_type": "code", "execution_count": 17, "metadata": { "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "spice simulatie: spanningen" }, "editable": true, "execution": { @@ -4262,6 +4150,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4271,21 +4160,6 @@ "We kunnen ook de collectorstroom plotten na dezelfde simulatie." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### spice simulatie: stromen" - ] - }, { "cell_type": "code", "execution_count": 8, @@ -4295,7 +4169,7 @@ "start_time": "2018-10-05T12:24:41.878343Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Spice simulatie: stromen" }, "editable": true, "execution": { @@ -4345,6 +4219,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4355,27 +4230,12 @@ "We merken ook op dat de stroom terug daalt wanneer de bipolaire transistor in verzadiging geraakt. Dit is ook logisch. Als de spanning tussen de collector en de emitter te klein wordt, kan er geen stroom meer lopen." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### spice simulatie van de spanningen en stromen" - ] - }, { "cell_type": "code", "execution_count": 9, "metadata": { "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "spice simulatie van de spanningen en stromen" }, "editable": true, "execution": { @@ -4455,6 +4315,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4464,27 +4325,12 @@ "We kunnen ook een [Lissajous figuur](https://en.wikipedia.org/wiki/Lissajous_curve) plotten van de uitgangsspanning ten opzichte van de ingangsspanning. We merken dat er een toenemend faseverschil is dat tijdens de periode dat de transistor in geleiding is terug weggewerkt wordt." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Lissajous figuur: knoop 2 en knoop 4" - ] - }, { "cell_type": "code", "execution_count": 10, "metadata": { "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Lissajous figuur: knoop 2 en knoop 4" }, "editable": true, "execution": { @@ -4555,6 +4401,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -4678,6 +4525,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4722,6 +4570,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -4731,21 +4580,6 @@ "Het is goed om voor al deze 4 parameters ook eens de instantane bekomen power en het instantane ingangsvermogen te bekijken. " ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Uitgangspower en DC power" - ] - }, { "cell_type": "code", "execution_count": 13, @@ -4755,7 +4589,7 @@ "start_time": "2019-02-03T21:27:42.503810Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Uitgangspower en DC power" }, "editable": true, "execution": { @@ -4854,6 +4688,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -4973,6 +4808,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -5075,6 +4911,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -5171,6 +5008,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -5182,21 +5020,6 @@ "$$ I_{p,max}= 2 \\pi \\frac{V_{DD} }{R_L} \\frac{1-\\cos(\\alpha)}{ 2 \\alpha - \\sin(2 \\alpha)}$$" ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Nodige piekstroom om voedingsspanning als zwaai te bekomen" - ] - }, { "cell_type": "code", "execution_count": 21, @@ -5206,7 +5029,7 @@ "start_time": "2018-09-29T18:55:01.386929Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Nodige piekstroom om voedingsspanning als zwaai te bekomen" }, "editable": true, "execution": { @@ -5280,6 +5103,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -5299,21 +5123,6 @@ "$$ P_{ac,max}(\\alpha)= \\frac{V_{dd}^2 }{2 R_L} $$" ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Bekomen rendement bij maximale uitsturing" - ] - }, { "cell_type": "code", "execution_count": 11, @@ -5323,7 +5132,7 @@ "start_time": "2018-09-29T18:54:44.477364Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "Bekomen rendement bij maximale uitsturing" }, "editable": true, "execution": { @@ -5404,6 +5213,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -5420,21 +5230,6 @@ "De onderstaande figuur toont $Z(\\omega)$ als functie van de frequentie. L en C bepalen de frequentie. Er is een kleine invloed van $R_L$ op de frequentie. De invloed van $R_L$ op de bandbreedte en op hoe snel de trilling uitdempt is echter veel groter." ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "##### (links) impedantie van de LRC-kring als functie van de frequentie
(rechts) het uitdempen van deze kring als functie van de tijd" - ] - }, { "cell_type": "code", "execution_count": 8, @@ -5444,7 +5239,7 @@ "start_time": "2019-02-03T21:27:43.339591Z" }, "KULeuvenSlides": { - "slide_title": "xx" + "slide_title": "(links) impedantie van de LRC-kring als functie van de frequentie
(rechts) het uitdempen van deze kring als functie van de tijd" }, "editable": true, "execution": { @@ -5729,6 +5524,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "slide" }, @@ -5975,6 +5771,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "notes" }, @@ -5989,6 +5786,7 @@ { "cell_type": "markdown", "metadata": { + "editable": true, "slideshow": { "slide_type": "skip" }, @@ -5998,21 +5796,6 @@ "### Andere aanstuurvormen dan een sinus: blokgolf en driehoek" ] }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - }, - "tags": [ - "remove_cell", - "slide_title" - ] - }, - "source": [ - "###### Aansturing met een blokgolf" - ] - }, { "cell_type": "code", "execution_count": 11, @@ -6021,6 +5804,10 @@ "end_time": "2019-02-03T21:27:45.690142Z", "start_time": "2019-02-03T21:27:44.882052Z" }, + "KULeuvenSlides": { + "slide_title": "Aansturing met een blokgolf" + }, + "editable": true, "execution": { "iopub.execute_input": "2023-08-06T17:37:04.558467Z", "iopub.status.busy": "2023-08-06T17:37:04.558467Z", @@ -6039,6 +5826,9 @@ "name": "cfig17" } }, + "slideshow": { + "slide_type": "slide" + }, "tags": [] }, "outputs": [