From 6a314b6301f9510abc0383d504d5a63b3628201d Mon Sep 17 00:00:00 2001
From: Jan Genoe <jan.genoe@gmail.com>
Date: Sun, 7 Jan 2024 18:47:36 +0100
Subject: [PATCH] update filters

---
 AnalogeElektronica2/Klasse-B.ipynb          | 39450 ++++++++++--------
 ToegepasteAnalogeElektronica/Klasse-C.ipynb |    23 +-
 2 files changed, 22280 insertions(+), 17193 deletions(-)

diff --git a/AnalogeElektronica2/Klasse-B.ipynb b/AnalogeElektronica2/Klasse-B.ipynb
index 32655260a..c554d87b1 100644
--- a/AnalogeElektronica2/Klasse-B.ipynb
+++ b/AnalogeElektronica2/Klasse-B.ipynb
@@ -15,15 +15,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 2,
    "metadata": {
     "editable": true,
     "execution": {
-     "iopub.execute_input": "2024-01-06T15:12:48.593051Z",
-     "iopub.status.busy": "2024-01-06T15:12:48.592282Z",
-     "iopub.status.idle": "2024-01-06T15:12:49.894178Z",
-     "shell.execute_reply": "2024-01-06T15:12:49.893720Z",
-     "shell.execute_reply.started": "2024-01-06T15:12:48.592999Z"
+     "iopub.execute_input": "2024-01-07T11:09:30.783265Z",
+     "iopub.status.busy": "2024-01-07T11:09:30.781684Z",
+     "iopub.status.idle": "2024-01-07T11:09:31.829024Z",
+     "shell.execute_reply": "2024-01-07T11:09:31.828581Z",
+     "shell.execute_reply.started": "2024-01-07T11:09:30.783202Z"
     },
     "slideshow": {
      "slide_type": "skip"
@@ -3111,6 +3111,26 @@
     "    Dot(open=True, label='$v_{out}$')"
    ]
   },
+  {
+   "cell_type": "raw",
+   "metadata": {
+    "editable": true,
+    "raw_mimetype": "",
+    "slideshow": {
+     "slide_type": "skip"
+    },
+    "tags": [
+     "remove_cell4reveal"
+    ]
+   },
+   "source": [
+    "```{literalinclude} ./simul/classB1.sp\n",
+    ":language: spice\n",
+    ":name: listing1\n",
+    ":caption: basis Klasse B circuit\n",
+    "```"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 2,
@@ -3130,7 +3150,8 @@
      "slide_type": "slide"
     },
     "tags": [
-     "remove-cell4PDF"
+     "remove-cell4PDF",
+     "remove-cell4BOOK"
     ]
    },
    "outputs": [
@@ -3296,7 +3317,7 @@
     "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."
+    "De simulatie (zie {numref}`Bfig2`) van de spice code {numref}`listing1` geeft duidelijk de dode zone aan bij de nuldoorgang van de spanning. In {numref}`Bfig2B` bekijken we deze nuldoorgang in meer detail."
    ]
   },
   {
@@ -14316,362 +14337,404 @@
    ]
   },
   {
-   "cell_type": "code",
-   "execution_count": 3,
+   "cell_type": "raw",
    "metadata": {
-    "KULeuvenSlides": {
-     "slide_title": "SPICE code:voorinstelspanning met diodes"
-    },
     "editable": true,
-    "execution": {
-     "iopub.execute_input": "2024-01-05T11:04:10.725392Z",
-     "iopub.status.busy": "2024-01-05T11:04:10.724807Z",
-     "iopub.status.idle": "2024-01-05T11:04:10.735365Z",
-     "shell.execute_reply": "2024-01-05T11:04:10.734487Z",
-     "shell.execute_reply.started": "2024-01-05T11:04:10.725353Z"
-    },
+    "raw_mimetype": "",
     "slideshow": {
-     "slide_type": "slide"
+     "slide_type": "skip"
     },
     "tags": [
-     "remove-cell4PDF"
+     "remove_cell4reveal"
     ]
    },
-   "outputs": [
-    {
-     "data": {
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-       ".output_html .il { color: #666666 } /* Literal.Number.Integer.Long */</style><div class=\"highlight\"><pre><span></span><span class=\"nx\">Klasse</span><span class=\"w\"> </span><span class=\"nx\">B</span><span class=\"w\"> </span><span class=\"nx\">versterker</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"o\">*</span><span class=\"w\"> </span><span class=\"nx\">SUPPLY</span><span class=\"w\"> </span><span class=\"nx\">VOLTAGES</span>\n",
-       "<span class=\"nx\">VPOS</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"mi\">15</span><span class=\"nx\">V</span>\n",
-       "<span class=\"nx\">VNEG</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"o\">-</span><span class=\"mi\">15</span><span class=\"nx\">V</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"nx\">VS2</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">SIN</span><span class=\"p\">(</span><span class=\"mi\">0</span><span class=\"nx\">V</span><span class=\"w\"> </span><span class=\"mi\">5</span><span class=\"nx\">VPEAK</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"nx\">KHZ</span><span class=\"p\">)</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"nx\">D1</span><span class=\"w\">  </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"w\">   </span><span class=\"nx\">DNOM</span>\n",
-       "<span class=\"nx\">RB1</span><span class=\"w\"> </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\">    </span><span class=\"mi\">10</span><span class=\"nx\">K</span>\n",
-       "<span class=\"nx\">Q11</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\"> </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"nx\">QNPN</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"nx\">D2</span><span class=\"w\">  </span><span class=\"mi\">10</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\">   </span><span class=\"nx\">DNOM</span>\n",
-       "<span class=\"nx\">RB2</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\">    </span><span class=\"mi\">10</span><span class=\"nx\">K</span>\n",
-       "<span class=\"nx\">Q12</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"nx\">QPNP</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"nx\">RL2</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"mi\">100</span>\n",
-       "<span class=\"o\">*</span>\n",
-       "<span class=\"o\">*</span><span class=\"w\"> </span><span class=\"nx\">DEVICE</span><span class=\"w\"> </span><span class=\"nx\">MODELS</span>\n",
-       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">QNPN</span><span class=\"w\"> </span><span class=\"nx\">NPN</span><span class=\"p\">(</span><span class=\"nx\">BF</span><span class=\"p\">=</span><span class=\"mi\">50</span><span class=\"p\">)</span>\n",
-       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">QPNP</span><span class=\"w\"> </span><span class=\"nx\">PNP</span><span class=\"p\">(</span><span class=\"nx\">BF</span><span class=\"p\">=</span><span class=\"mi\">50</span><span class=\"p\">)</span>\n",
-       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">DNOM</span><span class=\"w\"> </span><span class=\"nx\">D</span><span class=\"p\">()</span>\n",
-       "</pre></div>\n"
-      ],
-      "text/latex": [
-       "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n",
-       "\\PY{n+nx}{Klasse}\\PY{+w}{ }\\PY{n+nx}{B}\\PY{+w}{ }\\PY{n+nx}{versterker}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{o}{*}\\PY{+w}{ }\\PY{n+nx}{SUPPLY}\\PY{+w}{ }\\PY{n+nx}{VOLTAGES}\n",
-       "\\PY{n+nx}{VPOS}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{o}{+}\\PY{l+m+mi}{15}\\PY{n+nx}{V}\n",
-       "\\PY{n+nx}{VNEG}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{o}{\\PYZhy{}}\\PY{l+m+mi}{15}\\PY{n+nx}{V}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{n+nx}{VS2}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{SIN}\\PY{p}{(}\\PY{l+m+mi}{0}\\PY{n+nx}{V}\\PY{+w}{ }\\PY{l+m+mi}{5}\\PY{n+nx}{VPEAK}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{n+nx}{KHZ}\\PY{p}{)}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{n+nx}{D1}\\PY{+w}{  }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{+w}{   }\\PY{n+nx}{DNOM}\n",
-       "\\PY{n+nx}{RB1}\\PY{+w}{ }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{    }\\PY{l+m+mi}{10}\\PY{n+nx}{K}\n",
-       "\\PY{n+nx}{Q11}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{ }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{n+nx}{QNPN}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{n+nx}{D2}\\PY{+w}{  }\\PY{l+m+mi}{10}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{   }\\PY{n+nx}{DNOM}\n",
-       "\\PY{n+nx}{RB2}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{    }\\PY{l+m+mi}{10}\\PY{n+nx}{K}\n",
-       "\\PY{n+nx}{Q12}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{n+nx}{QPNP}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{n+nx}{RL2}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{l+m+mi}{100}\n",
-       "\\PY{o}{*}\n",
-       "\\PY{o}{*}\\PY{+w}{ }\\PY{n+nx}{DEVICE}\\PY{+w}{ }\\PY{n+nx}{MODELS}\n",
-       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{QNPN}\\PY{+w}{ }\\PY{n+nx}{NPN}\\PY{p}{(}\\PY{n+nx}{BF}\\PY{p}{=}\\PY{l+m+mi}{50}\\PY{p}{)}\n",
-       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{QPNP}\\PY{+w}{ }\\PY{n+nx}{PNP}\\PY{p}{(}\\PY{n+nx}{BF}\\PY{p}{=}\\PY{l+m+mi}{50}\\PY{p}{)}\n",
-       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{DNOM}\\PY{+w}{ }\\PY{n+nx}{D}\\PY{p}{(}\\PY{p}{)}\n",
-       "\\end{Verbatim}\n"
-      ],
-      "text/plain": [
-       "Klasse B versterker\n",
-       "*\n",
-       "* SUPPLY VOLTAGES\n",
-       "VPOS 8 0 DC +15V\n",
-       "VNEG 9 0 DC -15V\n",
-       "*\n",
-       "VS2 10 0 DC 0 SIN(0V 5VPEAK 10KHZ)\n",
-       "*\n",
-       "D1  13 10   DNOM\n",
-       "RB1 13 8    10K\n",
-       "Q11 8 13 12 QNPN\n",
-       "*\n",
-       "D2  10 14   DNOM\n",
-       "RB2 14 9    10K\n",
-       "Q12 9 14 12 QPNP\n",
-       "*\n",
-       "RL2 12 0 100\n",
-       "*\n",
-       "* DEVICE MODELS\n",
-       ".model QNPN NPN(BF=50)\n",
-       ".model QPNP PNP(BF=50)\n",
-       ".model DNOM D()"
-      ]
-     },
-     "execution_count": 3,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "spicelisting(\"simul/classB2.sp\")"
-   ]
-  },
-  {
-   "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": [
-       "<Figure size 1000x800 with 2 Axes>"
-      ]
-     },
-     "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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zpv3HDCUBAACAv6MowaPM69PYXreesMRgEgAAAPgzihI8SoWYCKf5H28tN5QEAAAA/oyiBI+zY2x7e71yx2GdSD9jMA0AAAD8EUUJHmnc3dXtdZWh8wwmAQAAgD+iKMEj3VMr1ml+e8l2Q0kAAADgjyhK8FibRrax16Nmb5RlWQbTAAAAwJ9QlOCxQgILqH214vYcP3C2wTQAAADwJxQleLQ3ut3iNK/eedhQEgAAAPgTihI83tL+zez1XZO5XDgAAADcj6IEjxdbNNxpbjxukaEkAAAA8BcUJXiFC++ttOtQmg6fOG0wDQAAAHwdRQle4/8euNVe1xwx32ASAAAA+DqKErxG6yoxTvNLc383lAQAAAC+jqIEr7JtdDt7PXnxNmVlcW8lAAAA5D2KErxKgQCHHqxXyp5Lv8C9lQAAAJD3KErwOsM7VXWal2z+y1ASAAAA+CqKErzSykEt7PWD7/1sMAkAAAB8EUUJXun6iBBFhQXZc8XBcwymAQAAgK+hKMFrrR3ayl6fysjSn6mnDKYBAACAL6EowatNf6yuva47eoHBJAAAAPAlFCV4tfplr3OaB3y5zlASAAAA+BKKErxeypjz91b6ZOVuncnMMpgGAAAAvoCiBK/ncDj0dPNy9lx2EBd2AAAAwLWhKMEn9G1Z3mmetW6foSQAAADwBRQl+IwLr4L35PQ1BpMAAADA21GU4DOiwoJUPrqQPccNmGUwDQAAALwZRQk+JbFvE6d5x98nDCUBAACAN6MowefM7NXAXjd9ZbG5IAAAAPBaFCX4nOolCzvNj01baSYIAAAAvBZFCT7pwnsrfb/xgE5lZBpMAwAAAG9DUYJPcjgcGtaxij1XHDzXYBoAAAB4G4oSfNZD9eOc5o9+2mkmCAAAALwORQk+bePwNvZ60FcbDCYBAACAN6EowaeFBRdQo3LX2TP3VgIAAEBuUJTg8z54tK7T/Oveo4aSAAAAwFtQlOAXFjxz/ka07Sf+YDAJAAAAvAFFCX6hzPWFnOZOkyhLAAAAuDSKEvzGjrHt7fXaP47q2KkMg2kAAADgyShK8CsTut5sr6slJJoLAgAAAI9GUYJf6VzzRqf5jUVbDSUBAACAJ6Mowe9sGdXWXr88b5MsyzKYBgAAAJ6IogS/E1QgQHdecGYpfuBsg2kAAADgiShK8EuvXfBeJUlaueOQmSAAAADwSBQl+K1lA2631/9460eDSQAAAOBpKErwWzcWDnOabxu9wFASAAAAeBqKEvzahfdW2p96SgePpxtMAwAAAE9BUYLfe697LXt968jvDSYBAACAp6Aowe/dXjHaaR753W+GkgAAAMBTUJQASdtHt7PX7/yQoqws7q0EAADgzyhKgKSAAIceaxhvz6Vf4N5KAAAA/oyiBPzPi3dUdpoX/v6noSQAAAAwjaIEXGD1iy3s9SNTVxlMAgAAAJMoSsAFihUKUUxkqD3HDZhlMA0AAABMoSgB2ax4obnTvPfISUNJAAAAYApFCbiIz5+oZ6/rj11oMAkAAABMoCgBF1E7rqjT3O/TZDNBAAAAYESuilJqaqrLvwBvlzLm/L2VZvyyRxmZWQbTAAAAID8F5manwoULy+Fw5PpJHQ6HNm/erNKlS191MMA0h8Oh51pX0MvzNkmSyg2aox1j2xtOBQAAgPyQq6IkSV988YWKFi16xf0sy1K7du2uuB/gDZ5sVtYuSpL0TfIedbr5RoOJAAAAkB9yVZRKlSqlxo0bq1ixYrl60tKlSysoKOiaggGeYn1CK1VLSJQkPf1JMkUJAADAD+TqPUopKSm5LkmStGHDBsXGxl51KMCTRIQGqdqNUfbMvZUAAAB8X55d9e7gwYOaMGFCXj0d4FG+faqh07ztr+OGkgAAACA/XFNRsixL8+bN0z333KMSJUpo1KhReZUL8Dizep8vS81fTTKYBAAAAO52VUVpx44dGjJkiEqVKqV27dopNDRUs2bN0v79+/M6H+AxqpSIcpofePcnQ0kAAADgbrkuSunp6fr444/VvHlzVapUSRs2bND48eMVEBCgAQMGqEWLFipQoIA7swLGXXhvpaVb/tbJ05kG0wAAAMBdcl2UbrzxRk2ePFldu3bV3r17NWPGDN19993uzAZ4HIfDoVF3VrXnSkPmGkwDAAAAd8l1UcrMzJTD4ZDD4eDMEfxat7qlnOb3f9xhJggAAADcJtdFad++ferRo4c+/vhjxcTE6K677tJXX30lh8PhznyAR/p9RBt7PeSbX2VZlsE0AAAAyGu5LkqhoaHq1q2bFi5cqPXr16tSpUrq3bu3zpw5o1GjRmn+/PnKzOT9GvAPoUEF1LziDfYcP3C2wTQAAADIa1d11bsyZcpo5MiR2rlzp7777julp6frjjvu0A033HDlDwZ8xLvdazvN6/84aigJAAAA8to13UcpICBA7dq10xdffKE//vhDgwYNyqtcgFdY9GxTe91h0g/mggAAACBPXVNROn78uFJTU5WamqqQkBA99thjeZUL8Arx1xV0mttMWGIoCQAAAPKSy0UpJSVF7du3V8GCBRUVFaUiRYqoSJEiKly4sIoUKeKOjIBH2zG2vb3+ff8xHT2ZYTANAAAA8kKgqx/QrVs3SdJ7772n6OhornoHSJp0f031mv6LJKnGsESn8gQAAADv43JRWrdunVavXq0KFSq4Iw/gle6oXsIuSpL0+vdb9HSLcgYTAQAA4Fq4/NK72rVra/fu3e7IAni1raPa2uvXvt/MvZUAAAC8mMtnlN555x098cQT2rNnj6pWraqgoCCnx6tXr55n4QBvElggQPfUKqnPVv0h6ey9lXgJHgAAgHdyuSj99ddf2rZtmx5++GF7m8PhkGVZcjgc3HQWfm3c3TXsoiRJP247qHplihlMBAAAgKvh8kvvHnnkEdWsWVM//vijtm/frpSUFKf/Av5uxcDm9vq+t1cYTAIAAICr5fIZpZ07d2rmzJkqW7asO/IAXi8mKlTBBQJ0OjNLklRzeKJ+HtjMcCoAAAC4wuUzSrfffrvWrl3rjiyAz9h8wYUdDqdl6O/j6QbTAAAAwFUun1Hq0KGD+vbtq/Xr16tatWo5LubQsWPHPAsHeLNpj9TRQ+/9LEmq91KSXq9nOBAAAAByzeWi9MQTT0iShg8fnuMxLuYAnNek/PVO85cpAWpnKAsAAABc4/JL77Kysi75i5IEONs++nw1WrI/QJlZ3FsJAADAG7hclADkXkCAQ080KWPPFYfON5gGAAAAuZWrojRx4kSdOnUq10/61ltv6dixY1cdCvAlA9pWdJoTf91vKAkAAAByK1dFqW/fvi4Vn/79++uvv/666lCAr/l5YFN73eOD1eaCAAAAIFdydTEHy7LUvHlzBQbm7toPJ0+ezNV+kydP1uTJk7Vjxw5JUpUqVTRkyBC1bdvW/rzDhg3Tf//7Xx0+fFh169bVG2+8oSpVquTq+QFPUSQ8WMVCLB1Md0iS4gbM0o6x7Q2nAgAAwKXkqvkMHTrUpSft1KmTihYtesX9SpYsqbFjx9o3r502bZo6deqkX375RVWqVNG4ceM0fvx4TZ06VeXLl9fIkSPVsmVLbdq0SRERES5lAkwbckumnv7x/F+53YfSFFs03GAiAAAAXIpbilJudejQwWkeNWqUJk+erBUrVqhy5cqaMGGCBg0apC5dukg6W6Sio6M1ffp0Pf74427JBLjTZ/+qo3vePntvpUbjFnFWCQAAwEO5fB8ld8nMzNTnn3+uEydOqF69ekpJSdH+/fvVqlUre5+QkBA1adJEy5cvv2RRSk9PV3p6uj2npqZKkjIyMpSRkXHFHOf2yc2+QG6dO56qFi/otP3JD1drQtfqJiLBB/DvFdyFYwvuwHEFd3D1uHLl+HNYlmX0xi7r169XvXr1dOrUKRUqVEjTp09Xu3bttHz5cjVo0EB79uxRiRIl7P179OihnTt3at68eRd9voSEBA0bNizH9unTpys8nJc5wTzLkvqsOP8zilfrnlEgF+oHAABwu7S0NN1///06evSoIiMjL7uv8TNKFSpUUHJyso4cOaIvv/xSDz30kJKSkuzHHQ6H0/6WZeXYdqGBAweqX79+9pyamqrY2Fi1atXqil8M6WzLnD9/vlq2bKmgoKCr+B0BOWU/rvZF7dBL8zZLkp75KVBbRrS6wjMAOfHvFdyFYwvuwHEFd3D1uDr3arPcMF6UgoOD7Ys51KpVSytXrtTrr7+u559/XpK0f/9+FS9e3N7/wIEDio6OvuTzhYSEKCQkJMf2oKAgl/5Suro/kBvnjqt/NytnFyVJ+mbdn7r71pIGk8Gb8e8V3IVjC+7AcQV3yO1x5cqx59ILfjIyMlS6dGn99ttvrnyYSyzLUnp6uuLj4xUTE6P58+fbj50+fVpJSUmqX7++2z4/kF9+HdbaXj/7+VqDSQAAAJCdS0UpKChI6enpl33pmyteeOEFLV26VDt27ND69es1aNAgLV68WN26dZPD4VCfPn00evRoffXVV9qwYYO6d++u8PBw3X///Xny+QGTCoYEqlapIvYcN2CWwTQAAAC4kMtvIX/qqaf00ksv6cyZM9f8yf/880898MADqlChgpo3b66ffvpJc+fOVcuWLSVJ/fv3V58+fdSzZ0/VqlVLe/bsUWJiIvdQgs/44t/OZ0c3/3nMUBIAAABcyOX3KP30009asGCBEhMTVa1aNRUs6Hy54xkzZuT6ud59993LPu5wOJSQkKCEhARXYwJeY26fRmozYakkqdVrS7i3EgAAgAdwuSgVLlxYd911lzuyAH6pYozz1Rjv+b8f9dnj9QylAQAAgHQVRWnKlCnuyAH4tR1j29vvUfo55ZDSTp9ReLDxi1ICAAD4rau+zeVff/2lH374QcuWLdNff/2Vl5kAv/TSXdXsdeUhF7+hMgAAAPKHy0XpxIkTeuSRR1S8eHE1btxYjRo1UokSJfToo48qLS3NHRkBv9C19k1O8ztLtxtKAgAAAJeLUr9+/ZSUlKRvv/1WR44c0ZEjR/TNN98oKSlJzzzzjDsyAn7j9xFt7PXIWRtlWZbBNAAAAP7L5aL05Zdf6t1331Xbtm0VGRmpyMhItWvXTm+//ba++OILd2QE/EZoUAG1rhJtz/EDZxtMAwAA4L9cLkppaWmKjo7Osf2GG27gpXdAHvi/B2o5zcm7j5gJAgAA4MdcLkr16tXT0KFDderUKXvbyZMnNWzYMNWrxyWNgbyw5Llm9rrzG8sMJgEAAPBPLl9/eMKECWrbtq1KliypGjVqyOFwKDk5WaGhoZo3jyt1AXnhpmLhTvPtry7WwmeamgkDAADgh1wuStWqVdOWLVv04Ycf6vfff5dlWbr33nvVrVs3hYWFuSMj4JcuvLfS9r9O6EjaaRUODzacCgAAwD+4XJSWLFmi+vXr61//+pfT9jNnzmjJkiVq3LhxnoUD/N1b/7xFT3y4RpJ08/D52jG2veFEAAAA/sHl9yg1a9ZMhw4dyrH96NGjatas2UU+AsDValO1uNP8yrxNhpIAAAD4F5eLkmVZcjgcObYfPHhQBQsWzJNQAM7bOqqtvZ60aKuysri3EgAAgLvl+qV3Xbp0kSQ5HA51795dISEh9mOZmZlat26d6tevn/cJAT8XWCBA3erepI9+2iVJKv3CbF6CBwAA4Ga5LkpRUVGSzp5RioiIcLpwQ3BwsG677bYc71sCkDdG3VnNLkqS9MOWv9Ww3HUGEwEAAPi2XBelKVOmSJLi4uL07LPP8jI7IJ/9/EJz1Rm9QJL0z3d/4qwSAACAG7n8HqX+/fs7vUdp586dmjBhghITE/M0GABnN0SGKiL0/M82qgyZazANAACAb3O5KHXq1Envv/++JOnIkSOqU6eOXn31VXXq1EmTJ0/O84AAzluf0NpenzidqT9TTxlMAwAA4LtcLkpr1qxRo0aNJElffPGFYmJitHPnTr3//vuaOHFingcE4Oyjx+ra67r/eykeAAAA8pbLRSktLU0RERGSpMTERHXp0kUBAQG67bbbtHPnzjwPCMBZg7LOF3EYOGO9oSQAAAC+y+WiVLZsWX399dfavXu35s2bp1atWkmSDhw4oMjIyDwPCCCn7aPb2euPf96lM5lZBtMAAAD4HpeL0pAhQ/Tss88qLi5OdevWVb169SSdPbtUs2bNPA8IIKeAAId6317WnssOmmMwDQAAgO9xuSjdfffd2rVrl1atWqW5c89fdat58+Z67bXX8jQcgEvr16qC0zx7/T5DSQAAAHyPy0VJkmJiYlSzZk0FBJz/8Dp16qhixYp5FgzAla0d0spe9/xojcEkAAAAviVXN5zt0qWLpk6dqsjISHXp0uWy+86YMSNPggG4sqjwIJW5vqC2/XVCkhQ3YBY3ogUAAMgDuSpKUVFR9k1mo6Ki3BoIgGsWPNNUcQNm2fPOgydUqlhBg4kAAAC8X66K0pQpUy66BuAZvn6ygTq/sUyS1OTlxZxVAgAAuEYuv0fp5MmTSktLs+edO3dqwoQJSkxMzNNgAHLv5tjCTnOP91eZCQIAAOAjXC5KnTp10vvvvy9JOnLkiOrUqaNXX31VnTp10uTJk/M8IIDcSRlz/t5Kib/9qVMZmQbTAAAAeDeXi9KaNWvUqFEjSdIXX3yhmJgY7dy5U++//74mTpyY5wEB5I7D4dCQOyrbc8XBcy+zNwAAAC7H5aKUlpamiIgISWdvMtulSxcFBATotttu086dO/M8IIDce6RhvNP8yc+7DCUBAADwbi4XpbJly+rrr7/W7t27NW/ePLVqdfY+LgcOHFBkZGSeBwTgmt+Gt7bXA2asN5gEAADAe7lclIYMGaJnn31WcXFxqlu3rurVqyfp7NmlmjVr5nlAAK4JDw5UvdLF7PnCS4cDAAAgd1wuSnfffbd27dqlVatWae7c8++BaN68uV577bU8DQfg6nzc4zaneeO+VENJAAAAvJPLRUmSYmJiVLNmTQUEnP/wOnXqqGLFinkWDMC1md+3sb1u+/pSg0kAAAC8T65uOHuhEydOaOzYsVqwYIEOHDigrKwsp8e3b9+eZ+EAXL1y0RFOc5c3l2lGzwaG0gAAAHgXl4vSY489pqSkJD3wwAMqXry4HA6HO3IByAM7xra336O0ZtcRHU8/o0IhLv+1BwAA8Dsuf8c0Z84czZo1Sw0a8JNpwBu8+o8aeubztZKkqkPnacfY9oYTAQAAeD6X36NUpEgRFS1a1B1ZALjBXbeWdJrfStpmKAkAAID3cLkojRgxQkOGDFFaWpo78gBwg80j29rrsXN+l2VZBtMAAAB4Ppdfevfqq69q27Ztio6OVlxcnIKCgpweX7NmTZ6FA5A3ggMD1LFGCc1cu1eSFD9wNi/BAwAAuAyXi1Lnzp3dEAOAu028r6ZdlCRp1Y5DqhXHy2gBAAAuxuWiNHToUHfkAJAPfni+mRq+tEiSdPdbP3JWCQAA4BKu6oazALxTySLhTnODsQsNJQEAAPBsLhelzMxMvfLKK6pTp45iYmJUtGhRp18APNuFZ5H2HDmpQydOG0wDAADgmVwuSsOGDdP48eN1zz336OjRo+rXr5+6dOmigIAAJSQkuCEigLz29oO17PUtI+YbTAIAAOCZXC5KH330kd5++209++yzCgwM1H333ad33nlHQ4YM0YoVK9yREUAea1k52mkeM3ujoSQAAACeyeWitH//flWrVk2SVKhQIR09elSSdMcdd2jWrFl5mw6A22wb3c5e/9+S7crK4t5KAAAA57hclEqWLKl9+/ZJksqWLavExERJ0sqVKxUSEpK36QC4TYEAh7rXj7Pn0i/MNhcGAADAw7hclO68804tWLBAkvT0009r8ODBKleunB588EE98sgjeR4QgPskdKziNC/edMBQEgAAAM/i8n2Uxo4da6/vvvtuxcbGatmyZSpbtqw6duyYp+EAuN/KQS1Ue9T3kqTuU1ZybyUAAAC5eEYpIyNDDz/8sLZv325vq1u3rvr160dJArzU9REhuq5QsD2XG8RL8AAAAFwqSkFBQfrqq6/clQWAIatebGmvMzIt7Tt60mAaAAAA867qPUpff/21G6IAMOnjf91mr+uNWWgwCQAAgHkuv0epbNmyGjFihJYvX65bb71VBQsWdHq8d+/eeRYOQP6pV6aY0/zs52v1yj9qGEoDAABglstF6Z133lHhwoW1evVqrV692ukxh8NBUQK8WMqYdoofePY9Sl+s/kNjulRTUAGXTzwDAAB4PZeLUkpKijtyAPAADodD/VqW1/j5myVJ5QbN4Sp4AADAL7n8o+Lhw4crLS0tx/aTJ09q+PDheRIKgDm9m5dzmmeu3WsoCQAAgDkuF6Vhw4bp+PHjObanpaVp2LBheRIKgFnrElrZ694f/2IwCQAAgBkuFyXLsuRwOHJsX7t2rYoWLZonoQCYFRkapMrFI+05bsAsg2kAAADyX67fo1SkSBE5HA45HA6VL1/eqSxlZmbq+PHjeuKJJ9wSEkD+m/10I6eCtP2v4yp9fSGDiQAAAPJProvShAkTZFmWHnnkEQ0bNkxRUVH2Y8HBwYqLi1O9evXcEhKAGd891VB3/OcHSdLtryZxYQcAAOA3cl2UHnroIUlSfHy8GjRooMBAly+YB8DLVL0xymnuPuVnTX24jqE0AAAA+cfl9yg1adKEkgT4kZQx7ez14k1/6VRGpsE0AAAA+YM7SQK4LIfDoRGdqthzxcFzDaYBAADIHxQlAFf0QL04p/mDFTvNBAEAAMgnFCUAubJxeBt7PfjrDbIsy2AaAAAA97rqorR161bNmzdPJ0+elCS+aQJ8XFhwATUuf709xw+cbTANAACAe7lclA4ePKgWLVqofPnyateunfbt2ydJeuyxx/TMM8/keUAAnuP9R5yveLdhz1FDSQAAANzL5aLUt29fBQYGateuXQoPD7e3d+3aVXPn8iZvwNcteKaJvT53jyUAAABf43JRSkxM1EsvvaSSJUs6bS9Xrpx27uQN3oCvK3N9Iae5/cSlhpIAAAC4j8tF6cSJE05nks75+++/FRISkiehAHi2HWPb2+tf96Yq9VSGwTQAAAB5z+Wi1LhxY73//vv27HA4lJWVpZdfflnNmjXL03AAPNfr995sr6snJJoLAgAA4AaBrn7Ayy+/rKZNm2rVqlU6ffq0+vfvr19//VWHDh3SsmXL3JERgAfqdPONevqTZHuetHCLet1ezlwgAACAPOTyGaXKlStr3bp1qlOnjlq2bKkTJ06oS5cu+uWXX1SmTBl3ZATgobaMamuvX0nczG0CAACAz3D5jJIkxcTEaNiwYXmdBYCXCSoQoC633KgZa/ZIOntvpQvfvwQAAOCtclWU1q1bl+snrF69+lWHAeB9xt9zs12UJOmn7QdVt3Qxg4kAAACuXa6K0s033yyHwyHLsuRwOOzt515mc+G2zMzMPI4IwNMtH3C76o9dKEnq+t8VnFUCAABeL1fvUUpJSdH27duVkpKiL7/8UvHx8XrzzTeVnJys5ORkvfnmmypTpoy+/PJLd+cF4IFKFA5TwPmfl6jWyO/NhQEAAMgDuTqjVKpUKXv9j3/8QxMnTlS7du3sbdWrV1dsbKwGDx6szp0753lIAJ5v+5j2ihswS5L09/F0/X08XdcV4t5qAADAO7l81bv169crPj4+x/b4+Hj99ttveRIKgHea0r22veasEgAA8GYuF6VKlSpp5MiROnXqlL0tPT1dI0eOVKVKlfI0HADv0qziDU7zsG9/NZQEAADg2rhclN566y19//33io2NVYsWLdSiRQuVLFlS8+fP11tvveWOjAC8yLbR51+WO2XZDmVmcW8lAADgfVwuSnXq1FFKSopGjRql6tWrq1q1aho9erRSUlJUp04dd2QE4EUKBDjUo3Fpey7zwmyDaQAAAK7OVd1wNjw8XD169MjrLAB8xAvtKum/S7bb8/e//akWlaMNJgIAAHCNy2eUACA3Vr/Ywl4/9v4qg0kAAABcR1EC4BbFCoWoeFSoPZ+7dDgAAIA3oCgBcJsfBzZ3mncfSjOUBAAAwDUuFaXMzEwlJSXp8OHD7soDwMd8/kQ9e91o3CKDSQAAAHLPpaJUoEABtW7dWkeOHHFTHAC+pnZcUaf5qY9/MZQEAAAg91x+6V21atW0ffv2K+8IAP+TMub8vZW+XbtXp89kGUwDAABwZS4XpVGjRunZZ5/Vd999p3379ik1NdXpFwBk53A41L9NBXsu/+Icg2kAAACuzOX7KLVp00aS1LFjRzkcDnu7ZVlyOBzKzMzMu3QAfEbPpmU1bu4me/5y9R+669aSBhMBAABcmstFadEi3owN4OqsT2ilagmJkqRnPl9LUQIAAB7L5aLUpEkTd+QA4AciQoNUI7aw1u4+IunsvZV2jG1vNhQAAMBFuFyUJOnIkSN69913tXHjRjkcDlWuXFmPPPKIoqKi8jofAB/zzZMNnG4+u+XPYyoXHWEwEQAAQE4uX8xh1apVKlOmjF577TUdOnRIf//9t8aPH68yZcpozZo17sgIwMfM7t3IXrd8bYnBJAAAABfnclHq27evOnbsqB07dmjGjBn66quvlJKSojvuuEN9+vRxQ0QAvqZyiUin+b7/rjCUBAAA4OKu6ozS888/r8DA86/aCwwMVP/+/bVq1ao8DQfAd114b6Uftx9U2ukzBtMAAAA4c7koRUZGateuXTm27969WxERvM8AQO44HA6N6VLNnisPmWcwDQAAgDOXi1LXrl316KOP6tNPP9Xu3bv1xx9/6JNPPtFjjz2m++67zx0ZAfio++rc5DS/90OKoSQAAADOXL7q3SuvvCKHw6EHH3xQZ86cfalMUFCQ/v3vf2vs2LF5HhCAb/t9RBtVHDxXkjT8u9/0cIM4p5tZAwAAmODyGaXg4GC9/vrrOnz4sJKTk/XLL7/o0KFDeu211xQSEuKOjAB8WGhQAbWoFG3P8QNnG0wDAABwlstF6Zzw8HAVKVJExYoVU3h4eF5mAuBn3nmoltOc/L8b0gIAAJjiclHKysrS8OHDFRUVpVKlSummm25S4cKFNWLECGVlZbkjIwA/sPjZpva68xvLzAUBAADQVbxHadCgQXr33Xc1duxYNWjQQJZladmyZUpISNCpU6c0atQod+QE4OPirivoNDd/dbEWPNPUTBgAAOD3XC5K06ZN0zvvvKOOHTva22rUqKEbb7xRPXv2pCgBuGo7xrZX3IBZkqRtf53Q0bQMRYUHGU4FAAD8kcsvvTt06JAqVqyYY3vFihV16NChPAkFwH9Nur+mva4xPNFgEgAA4M9cLko1atTQpEmTcmyfNGmSatSokSehAPivO6qXcJpfTdxkKAkAAPBnLr/0bty4cWrfvr2+//571atXTw6HQ8uXL9fu3bs1ezaX9QVw7baMaqtyg+ZIkv6zcKv6tiivgADurQQAAPKPy2eUmjRpos2bN+vOO+/UkSNHdOjQIXXp0kWbNm1So0aN3JERgJ8JKhCge2vH2nPpF/ghDAAAyF8un1GSpBIlSnDRBgBuNfau6vpk5W57/mHL32pY7jqDiQAAgD/J1RmldevW5fqXK8aMGaPatWsrIiJCN9xwgzp37qxNm5zfj2BZlhISElSiRAmFhYWpadOm+vXXX136PAC804qBze31P9/9yWASAADgb3J1Runmm2+Ww+GQZVlyOM6/T8CyLEly2paZmZnrT56UlKQnn3xStWvX1pkzZzRo0CC1atVKv/32mwoWPHtPlXHjxmn8+PGaOnWqypcvr5EjR6ply5batGmTIiIicv25AHifmKhQhQYF6FTG2ZtZVx06TxuGtTacCgAA+INcnVFKSUnR9u3blZKSoi+//FLx8fF68803lZycrOTkZL355psqU6aMvvzyS5c++dy5c9W9e3dVqVJFNWrU0JQpU7Rr1y6tXr1a0tkiNmHCBA0aNEhdunRR1apVNW3aNKWlpWn69Omu/24BeJ3fR7S118fTz+jP1FMG0wAAAH+RqzNKpUqVstf/+Mc/NHHiRLVr187eVr16dcXGxmrw4MHq3LnzVYc5evSoJKlo0aKSzha0/fv3q1WrVvY+ISEhatKkiZYvX67HH388x3Okp6crPT3dnlNTUyVJGRkZysjIuGKGc/vkZl8gtziurs17D92iR6atkSTVHb1AW0a0usJH+AeOK7gLxxbcgeMK7uDqceXK8eewzr1+LpfCwsK0Zs0aVapUyWn7xo0bdcstt+jkyZOuPJ3Nsix16tRJhw8f1tKlSyVJy5cvV4MGDbRnzx6VKHH+3io9evTQzp07NW/evBzPk5CQoGHDhuXYPn36dIWHh19VNgDmPf3j+Z/rNIjO0j2lswymAQAA3igtLU3333+/jh49qsjIyMvu6/JV7ypVqqSRI0fq3XffVWhoqKSzZ3FGjhyZozy5olevXlq3bp1++OGHHI9d+B4oSTneK3WhgQMHql+/fvacmpqq2NhYtWrV6opfDOlsy5w/f75atmypoKAgF38XwMVxXF27Nm0sVRg6X5K07M8AvfPvVgos4PIdDnwKxxXchWML7sBxBXdw9bg692qz3HC5KL311lvq0KGDYmNjVaNGDUnS2rVr5XA49N1337n6dJKkp556SjNnztSSJUtUsmRJe3tMTIwkaf/+/SpevLi9/cCBA4qOjr7oc4WEhCgkJCTH9qCgIJf+Urq6P5AbHFfXpmfTMnpz8TZJUqWE77VjbHvDiTwDxxXchWML7sBxBXfI7XHlyrHn8o9j69Spo5SUFI0aNUrVq1dXtWrVNHr0aKWkpKhOnTouPZdlWerVq5dmzJihhQsXKj4+3unx+Ph4xcTEaP78+fa206dPKykpSfXr13c1OgAv179NRad57oZ9hpIAAABfd1U3nA0PD1ePHj2u+ZM/+eSTmj59ur755htFRERo//79kqSoqCiFhYXJ4XCoT58+Gj16tMqVK6dy5cpp9OjRCg8P1/3333/Nnx+A9/llcEvVHHH2hydPfLiGs0oAAMAtjL7Af/LkyTp69KiaNm2q4sWL278+/fRTe5/+/furT58+6tmzp2rVqqU9e/YoMTGReygBfqpIwWDFFTt/YZa4AbMMpgEAAL7qqs4o5ZXcXHDP4XAoISFBCQkJ7g8EwCssfq6ZU0HaefCEShUraDARAADwNf59ySgAXmtGz/PvU2zy8mJzQQAAgE+iKAHwSrfcVMRpfvyDVYaSAAAAX3RNRen48eNKTU11+gUA+SVlTDt7Pe/XP3UqI9NgGgAA4EtcLkopKSlq3769ChYsqKioKBUpUkRFihRR4cKFVaRIkSs/AQDkEYfDoRfbn7/RdcXBcw2mAQAAvsTlizl069ZNkvTee+8pOjpaDocjz0MBQG491qi0Rs7aaM+frtylrrVvMpgIAAD4ApeL0rp167R69WpVqFDBHXkAwGUbhrVW1aHzJEnPf7le99SK5Yc4AADgmrj80rvatWtr9+7d7sgCAFelUEigasedf+lv/MDZBtMAAABf4PIZpXfeeUdPPPGE9uzZo6pVqyooKMjp8erVq+dZOADIrc+fqO90b6WN+1JVqXikwUQAAMCbuVyU/vrrL23btk0PP/ywvc3hcMiyLDkcDmVmctUpAGbM7dNIbSYslSS1fX2pdoxtbzgRAADwVi4XpUceeUQ1a9bUxx9/zMUcAHiUijHOZ5C6vLlMM3o2MJQGAAB4M5eL0s6dOzVz5kyVLVvWHXkA4JqkjGlnv0dpza4jOp5+RoVCXP6nDgAA+DmXL+Zw++23a+3ate7IAgDXzOFwaNzd598ree5qeAAAAK5w+cesHTp0UN++fbV+/XpVq1Ytx8UcOnbsmGfhAOBq3FMrVv2/WGfP/5e0TY83KWMwEQAA8DYuF6UnnnhCkjR8+PAcj3ExBwCeYtPINqrw4lxJ0pg5v6tH49K8pxIAAOSayy+9y8rKuuQvShIATxESWEDtqsXYM/dWAgAArnC5KAGAt3iz261O8+qdhw0lAQAA3uaqilJSUpI6dOigsmXLqly5curYsaOWLl2a19kA4Jotea6Zvb5r8nKDSQAAgDdxuSh9+OGHatGihcLDw9W7d2/16tVLYWFhat68uaZPn+6OjABw1W4qFu40Nxq30FASAADgTVwuSqNGjdK4ceP06aefqnfv3nr66af16aefauzYsRoxYoQ7MgLANdkxtr293n3opA6dOG0wDQAA8AYuF6Xt27erQ4cOObZ37NhRKSkpeRIKAPLaW/88/36lW0bMN5gEAAB4A5eLUmxsrBYsWJBj+4IFCxQbG5snoQAgr7WpGuM0j53zu6EkAADAG7h8H6VnnnlGvXv3VnJysurXry+Hw6EffvhBU6dO1euvv+6OjACQJ7aOaquyg+ZIkt5K2qbnWldQgQDurQQAAHJyuSj9+9//VkxMjF599VV99tlnkqRKlSrp008/VadOnfI8IADklcACAXrgtlL6YMVOSVKZF2Y7vX8JAADgHJeLkiTdeeeduvPOO/M6CwC43YjOVe2iJEmLNx1Q0wo3GEwEAAA80VXfcHb16tX68MMP9dFHH+mXX37Jy0wA4FY/D2pur7tPWWkwCQAA8FQun1E6cOCA7r33Xi1evFiFCxeWZVk6evSomjVrpk8++UTXX3+9O3ICQJ65ISJUkaGBSj11RpJUftAcbR7V1nAqAADgSVw+o/TUU08pNTVVv/76qw4dOqTDhw9rw4YNSk1NVe/evd2REQDy3LqE1vb6dGaW9h09aTANAADwNC4Xpblz52ry5MmqVKmSva1y5cp64403NGfOnDwNBwDu9NFjde11vTELDSYBAACexuWilJWVpaCgoBzbg4KClJWVlSehACA/NCh7ndP83OdrDSUBAACexuWidPvtt+vpp5/W3r177W179uxR37591bx588t8JAB4nu2j29nrz1f/oYxMfuADAACuoihNmjRJx44dU1xcnMqUKaOyZcsqPj5ex44d03/+8x93ZAQAtwkIcKh383L2XG4QLyEGAABXcdW72NhYrVmzRvPnz9fvv/8uy7JUuXJltWjRwh35AMDt+rUsr4kLttjzt2v3qkONEgYTAQAA01wqSmfOnFFoaKiSk5PVsmVLtWzZ0l25ACBfrR3SSjWGJ0qSnvr4F4oSAAB+zqWX3gUGBqpUqVLKzMx0Vx4AMCIqPEgVoiPsOW7ALINpAACAaS6/R+nFF1/UwIEDdejQIXfkAQBj5vVt7DRv/+u4oSQAAMA0l9+jNHHiRG3dulUlSpRQqVKlVLBgQafH16xZk2fhACC/zezVQB0nLZMk3f5qknaMbW84EQAAMMHlotSpUyc5HA53ZAEA46qXLOw0PzJ1pd7rXttMGAAAYIzLRSkhIcENMQDAc6SMaaf4gbMlSQt/P6BTGZkKDSpgOBUAAMhPLr9HqXTp0jp48GCO7UeOHFHp0qXzJBQAmORwOJTQobI9Vxw812AaAABggstFaceOHRe96l16err++OOPPAkFAKZ1bxDvNH+4YqehJAAAwIRcv/Ru5syZ9nrevHmKioqy58zMTC1YsEDx8fEX+1AA8Eq/DW+tykPmSZJe/HqDutW9ifdoAgDgJ3JdlDp37izp7EtSHnroIafHgoKCFBcXp1dffTVPwwGASeHBgWpU7jot3fK3JCl+4GyuggcAgJ/I9UvvsrKylJWVpZtuukkHDhyw56ysLKWnp2vTpk2644473JkVAPLdB4/WdZo37DlqKAkAAMhPLr9HKSUlRdddd507sgCAR/q+XxN7fcd/fjCYBAAA5JdcF6WffvpJc+bMcdr2/vvvKz4+XjfccIN69Oih9PT0PA8IAKaVvaGQ09yBsgQAgM/LdVFKSEjQunXr7Hn9+vV69NFH1aJFCw0YMEDffvutxowZ45aQAGDahe9NWr/nqFJPZRhMAwAA3C3XRSk5OVnNmze3508++UR169bV22+/rX79+mnixIn67LPP3BISADzBa11r2OvqCYkGkwAAAHfLdVE6fPiwoqOj7TkpKUlt2rSx59q1a2v37t15mw4APMidNUs6zZMWbjGUBAAAuFuui1J0dLRSUlIkSadPn9aaNWtUr149+/Fjx44pKCgo7xMCgAfZPLKtvX4lcbOysiyDaQAAgLvkuii1adNGAwYM0NKlSzVw4ECFh4erUaNG9uPr1q1TmTJl3BISADxFcGCAOt9cwp5LvzDbYBoAAOAuuS5KI0eOVIECBdSkSRO9/fbbevvttxUcHGw//t5776lVq1ZuCQkAnmTCvTWd5p+2HzSUBAAAuEtgbne8/vrrtXTpUh09elSFChVSgQIFnB7//PPPVahQoUt8NAD4lh+eb6aGLy2SJHX97wqnq+IBAADv5/INZ6OionKUJEkqWrSo0xkmAPBlJYuEO811Rn1vKAkAAHAHl4sSAOCsC88iHTiWrr+Pc9NtAAB8BUUJAK7Buw/Vste1RnJWCQAAX0FRAoBr0LxStNM8/NvfDCUBAAB5iaIEANdo2+h29vq9ZSnK5N5KAAB4PYoSAFyjAgEOPdYw3p7LcG8lAAC8HkUJAPLAi3dUdpq//+1PQ0kAAEBeoCgBQB5Z/WILe/3Y+6sMJgEAANeKogQAeaRYoRAVjwq157gBswymAQAA14KiBAB56MeBzZ3mPw6nGUoCAACuBUUJAPLYZ4/Xs9cNX1pkMAkAALhaFCUAyGN14os6zU9/8ouhJAAA4GpRlADADbZfcG+lb5L36vSZLINpAACAqyhKAOAGAQEO9W9TwZ7LvzjHYBoAAOAqihIAuEnPpmWd5hlr/jCUBAAAuIqiBAButD6hlb3u99lag0kAAIArKEoA4EYRoUGqUTLKnrm3EgAA3oGiBABu9k2vhk7z1gPHDCUBAAC5RVECgHwwq/f5stRi/BKDSQAAQG5QlAAgH1QpEeU0d3tnhaEkAAAgNyhKAJBPUsacv7fSsq0HlXb6jME0AADgcihKAJBPHA6HRt9ZzZ4rD5lnMA0AALgcihIA5KP7697kNE9ZlmIoCQAAuByKEgDks99HtLHXw779TZZlGUwDAAAuhqIEAPksNKiAWlSKtuf4gbMNpgEAABdDUQIAA955qJbTnLz7iJkgAADgoihKAGDIomeb2uvObywzFwQAAORAUQIAQ+KvK+g0txifZCgJAADIjqIEAAbtGNveXm89cFxH0zIMpgEAAOdQlADAsDfuv8Ve1xieaDAJAAA4h6IEAIa1r17caR6fuMlQEgAAcA5FCQA8wJZRbe31xIVblZXFvZUAADCJogQAHiCoQIDuqxNrz6Vf4N5KAACYRFECAA8xpkt1p3nZ1r8NJQEAABQlAPAgKwY2t9fd3vnJYBIAAPwbRQkAPEhMVKjCggrYc7Wh8wymAQDAf1GUAMDDbBzRxl4fSz+jA6mnDKYBAMA/UZQAwAN98Ggde11n9AKDSQAA8E8UJQDwQI3KXe80v/DVekNJAADwTxQlAPBQ20e3s9fTf9qlM5lZBtMAAOBfKEoA4KECAhx6slkZey47aI7BNAAA+BeKEgB4sOdaV3Sa56zfZygJAAD+haIEAB7ul8Et7fW/P1pjMAkAAP6DogQAHq5IwWCVvq6gPccNmGUwDQAA/oGiBABeYOGzTZ3mnQdPmAkCAICfoCgBgJeY0bO+vW7y8mJzQQAA8AMUJQDwErfcVMRp7jk92UwQAAD8AEUJALxIypjz91aav/GAMri1EgAAbkFRAgAv4nA49GL7Svb87E+BBtMAAOC7KEoA4GUea1Taaf5s1R+GkgAA4LsoSgDghX4d1tpeD/rmN1mWZTANAAC+h6IEAF6oYEigasedv7hD/MDZBtMAAOB7KEoA4KWmP1rbad64L9VQEgAAfA9FCQC82IAaZ+x129eXGkwCAIBvoSgBgBcrHu483/nmMjNBAADwMRQlAPBym4e3tNe/7DqiY6cyDKYBAMA3UJQAwMs5HA69fHd1e66WkGgwDQAAvoGiBAA+4B+1Yp3myYu3GUoCAIBvoCgBgI/YNLKNvX5p7u/cWwkAgGtAUQIAHxESWEB3VC9uz9xbCQCAq2e0KC1ZskQdOnRQiRIl5HA49PXXXzs9blmWEhISVKJECYWFhalp06b69ddfzYQFAC8w6f5bnOZVOw4ZSgIAgHczWpROnDihGjVqaNKkSRd9fNy4cRo/frwmTZqklStXKiYmRi1bttSxY8fyOSkAeI+l/ZvZ67vf+tFgEgAAvJfRotS2bVuNHDlSXbp0yfGYZVmaMGGCBg0apC5duqhq1aqaNm2a0tLSNH36dANpAcA7xBZ1vrlSg7ELDSUBAMB7BZoOcCkpKSnav3+/WrVqZW8LCQlRkyZNtHz5cj3++OMX/bj09HSlp6fbc2pqqiQpIyNDGRlXvrfIuX1ysy+QWxxXcIfLHVdbRrRSucFnLxO+58hJ7T9yQsUKBudrPngv/s2CO3BcwR1cPa5cOf48tijt379fkhQdHe20PTo6Wjt37rzkx40ZM0bDhg3LsT0xMVHh4eEX+YiLmz9/fq73BXKL4wrucKnj6rEKDr2zqYAk6baxi/V6vTP5GQs+gH+z4A4cV3CH3B5XaWlpuX5Ojy1K5zgcDqfZsqwc2y40cOBA9evXz55TU1MVGxurVq1aKTIy8oqfLyMjQ/Pnz1fLli0VFBR09cGBC3BcwR2udFy1k/TO4PM3n10XUEYD2lTIx4TwVvybBXfguII7uHpcnXu1WW54bFGKiYmRdPbMUvHi5y93e+DAgRxnmS4UEhKikJCQHNuDgoJc+kvp6v5AbnBcwR0ud1xtHdVWZQfNkSS9u2ynXmhfRQUCLv3DJuBC/JsFd+C4gjvk9rhy5djz2PsoxcfHKyYmxuk02unTp5WUlKT69esbTAYA3iOwQIC614+z5zIvcG8lAAByw2hROn78uJKTk5WcnCzp7AUckpOTtWvXLjkcDvXp00ejR4/WV199pQ0bNqh79+4KDw/X/fffbzI2AHiVhI5VnOZFvx8wlAQAAO9htCitWrVKNWvWVM2aNSVJ/fr1U82aNTVkyBBJUv/+/dWnTx/17NlTtWrV0p49e5SYmKiIiAiTsQHA66wc1MJePzx1pcEkAAB4B6PvUWratKksy7rk4w6HQwkJCUpISMi/UADgg66PCFGxgsE6eOK0JKn0wFnaPqa94VQAAHguj32PEgAgb60e3NJeZ1nS3iMnDaYBAMCzUZQAwI98/K/b7HX9sQsNJgEAwLNRlADAj9QrU8xpfuaztYaSAADg2ShKAOBnto9uZ6+/XPOHTp/JMpgGAADPRFECAD8TEODQMy3L23P5F+cYTAMAgGeiKAGAH3qqeTmn+ZvkPYaSAADgmShKAOCn1iW0stdPf5JsLggAAB6IogQAfioyNEhVSkTac9yAWQbTAADgWShKAODHZvVu5DRv++u4oSQAAHgWihIA+Lnvnmpor5u/mmQwCQAAnoOiBAB+ruqNUU7zg+/9bCgJAACeg6IEAFDKmPP3Vlqy+S+dPJ1pMA0AAOZRlAAAcjgcGtG5qj1XGjLXYBoAAMyjKAEAJEkP3FbKaX7/xx1mggAA4AEoSgAA28bhbez1kG9+lWVZBtMAAGAORQkAYAsLLqBmFa635/iBsw2mAQDAHIoSAMDJlIfrOM3r/zhqKAkAAOZQlAAAOSx8pom97jDpB4NJAAAwg6IEAMih9PWFnOY2E5YYSgIAgBkUJQDARe0Y295e/77/mI6ezDCYBgCA/EVRAgBc0sT7atrrGsMSDSYBACB/UZQAAJfUsUYJp/n177cYSgIAQP6iKAEALmvLqLb2+rXvNysri3srAQB8H0UJAHBZQQUC9I9bS9pz6Re4txIAwPdRlAAAV/TyP2o4zT9uO2goCQAA+YOiBADIlR8H3m6v73t7hcEkAAC4H0UJAJArxaPCFFTAYc+3jJhvMA0AAO5FUQIA5NqWUe3s9aETp3Xg2CmDaQAAcB+KEgDAJVMfrm2v64xaYDAJAADuQ1ECALikaYUbnOah32wwlAQAAPehKAEAXLZt9PmX4E37cafOZGYZTAMAQN6jKAEAXFYgwKHHm5S257KD5hhMAwBA3qMoAQCuysC2lZzmxF/3G0oCAEDeoygBAK7amsEt7XWPD1YbTAIAQN6iKAEArlrRgsEqWSTMnuMGzDKYBgCAvENRAgBckx+ev91p3n0ozVASAADyDkUJAHDNvvx3PXvdaNwig0kAAMgbFCUAwDW7tVRRp/nJ6WsMJQEAIG9QlAAAeSJlzPl7K81at0/pZzINpgEA4NpQlAAAecLhcGhg24r2XOHFuQbTAABwbShKAIA883iTMk7z56t2G0oCAMC1oSgBAPLUhmGt7fVzX6yTZVkG0wAAcHUoSgCAPFUoJFC3lipiz/EDZxtMAwDA1aEoAQDy3Jf/ru80b/7zmKEkAABcHYoSAMAt5vZpZK9bvbbEYBIAAFxHUQIAuEXFmEin+Z7/+9FQEgAAXEdRAgC4zYX3Vvo55ZBOpJ8xmAYAgNyjKAEA3MbhcGjcXdXtucrQeQbTAACQexQlAIBb3VM71ml+Z+l2Q0kAAMg9ihIAwO1+H9HGXo+ctZF7KwEAPB5FCQDgdqFBBdS2aow9c28lAICnoygBAPLF5H/e6jSv3nnYUBIAAK6MogQAyDdLnmtmr++avNxgEgAALo+iBADINzcVC3eam7y8yFASAAAuj6IEAMhXO8a2t9c7D6bp8InTBtMAAHBxFCUAQL5765+32OuaI+YbTAIAwMVRlAAA+a5N1eJO80tzfzeUBACAi6MoAQCM2Dqqrb2evHibsrK4txIAwHNQlAAARgQWCNA/b7vJnku/wL2VAACeg6IEADBmZOdqTvOSzX8ZSgIAgDOKEgDAqJ9faG6vH3zvZ4NJAAA4j6IEADDqhshQRYQG2nOFF+cYTAMAwFkUJQCAcesTWtvr9DNZ2n/0lME0AABQlAAAHuKjx+ra69vGLDCYBAAAihIAwEM0KHud0/z8F+sMJQEAgKIEAPAg20e3s9efrtqtjMwsg2kAAP6MogQA8BgBAQ71bl7OnssN4sIOAAAzKEoAAI/Sr2V5p/m7dXsNJQEA+DOKEgDA46wd0spe95r+i8EkAAB/RVECAHicqPAglbuhkD3HDZhlMA0AwB9RlAAAHml+vyZOc8rfJwwlAQD4I4oSAMBjffNkA3vd7JXF5oIAAPwORQkA4LFqxBZ2mh+dutJMEACA36EoAQA8WsqY8/dWWvD7AZ3KyDSYBgDgLyhKAACP5nA4lNChsj1XHDzXYBoAgL+gKAEAPF73BvFO84crdhpKAgDwFxQlAIBX2Di8jb1+8esNsizLYBoAgK+jKAEAvEJYcAE1KnedPccPnG0wDQDA11GUAABe44NH6zrNG/YcNZQEAODrKEoAAK/y/QU3or3jPz8YTAIA8GUUJQCAVyl7QyGnuQNlCQDgBhQlAIDX2TG2vb1ev+eoUk9lGEwDAPBFFCUAgFea0PVme109IdFcEACAT6IoAQC8UueaNzrN/1mwxVASAIAvoigBALzW5pFt7fWr8zdzbyUAQJ6hKAEAvFZwYIDuvrWkPXNvJQBAXqEoAQC82iv/qOE0L9/6t6EkAABfQlECAHi9FQOb2+v73/nJYBIAgK+gKAEAvF5MVKjCggrYc7WEeQbTAAB8AUUJAOATNo5oY6+PnTqjA6mnDKYBAHg7ihIAwGd88Ggde11n9AKDSQAA3i7QdAAAAPJKo3LXO80DZ6zTmC7VDaUBAO9iWZZOnM7U0ZMZOpJ2WkdPZuhoWoaOnMxQ6smz/z2SlqHUU2e3Hz2ZYe+beurMZZ/7214NVa1kVD79TvIGRQkA4FNSxrSzLxP+8c+7NaJTVQUW4AUUAK5OVpaltIxMHUk7fbYk/K8wnC8JZ/97dvtpp+3HrlAe/EmHST9ox9j2pmO4hKIEAPApDodDTzcvp9cXbJEklR00x+v+5wx4MsuydCbL0smMTPuswpELzi6c/+VcGo6mndbBYwX09I+Jpn8LMOCuW0peeScPQ1ECAPicvi3L20VJkr5du1cdapQwmAi+LivLUkZWlk5lZDm/JOmCsuD8UqX/nYX430uYjqX7y5kHh+kAfis0KECFw4IVFRakqPAgFQ4LUmTY2f8WDj+7jgoLUuHwYEWGBqpweLAKhwWpUGiggvz0rDxFCQDgk9YltFL1hLM/uX7q418oSvns3FmHM5mWTp/JsktD6skzOnLytPMZiLQMp8fPvefhxOlM078N+LiwoAIqHH62IETZReGC+X9lwalQhPp3efAnFCUAgE+KDA1SlRKR+nVvqiQpbsAs4y/BO3fW4UympYzMLJ04ffZ9D2fLwfnycOH7H1x9w3TeCeQlUn6qYHCBs2cVwoIUFRZon4WIDDt7luFipSIyNEgFQwIVHHjp8pCRkaHZs2erXbt2CgoKysffEXB1KEoAAJ81q3cjxQ2YZc8XrgFXFAoJ/F9ZcD6zUDj87MuYzq0LhwWfLRRhwYoIDVRYcAGFBAbI4eAlZ4C3oSgBAHxaYt/GavXaEtMxfNK5Mw/22Yb/nXk4Vx6iwoLOvyfif/sUCglUwZBAygMAj0dRAgD4tPLREYoMDcy3l6xd+IbpyLBARYUFO519yP5+iIjQIBUKCVR4SAGFBxXwiEuZ8xIpAKAoAQD8wLqE1jqTmeURJQQA4B34PwYAwC9QkgAAruD/GgAAAACQDUUJAAAAALKhKAEAAABANhQlAAAAAMiGogQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBsKEoAAAAAkA1FCQAAAACy8Yqi9Oabbyo+Pl6hoaG69dZbtXTpUtORAAAAAPgwjy9Kn376qfr06aNBgwbpl19+UaNGjdS2bVvt2rXLdDQAAAAAPsrji9L48eP16KOP6rHHHlOlSpU0YcIExcbGavLkyaajAQAAAPBRgaYDXM7p06e1evVqDRgwwGl7q1attHz58ot+THp6utLT0+05NTVVkpSRkaGMjIwrfs5z++RmXyC3OK7gDhxXcBeOLbgDxxXcwdXjypXjz6OL0t9//63MzExFR0c7bY+Ojtb+/fsv+jFjxozRsGHDcmxPTExUeHh4rj/3/PnzXQsL5ALHFdyB4wruwrEFd+C4gjvk9rhKS0vL9XN6dFE6x+FwOM2WZeXYds7AgQPVr18/e05NTVVsbKxatWqlyMjIK36ujIwMzZ8/Xy1btlRQUNC1BQf+h+MK7sBxBXfh2II7cFzBHVw9rs692iw3PLooXXfddSpQoECOs0cHDhzIcZbpnJCQEIWEhOTYHhQU5NJfSlf3B3KD4wruwHEFd+HYgjtwXMEdcntcuXLsefTFHIKDg3XrrbfmOJU2f/581a9f31AqAAAAAL7Oo88oSVK/fv30wAMPqFatWqpXr57++9//ateuXXriiSdMRwMAAADgozy+KHXt2lUHDx7U8OHDtW/fPlWtWlWzZ89WqVKlTEcDAAAA4KM8vihJUs+ePdWzZ0/TMQAAAAD4CY9+jxIAAAAAmEBRAgAAAIBsKEoAAAAAkI1XvEfpWliWJSn3N5fKyMhQWlqaUlNTucY/8gzHFdyB4wruwrEFd+C4gju4elyd6wTnOsLl+HxROnbsmCQpNjbWcBIAAAAAnuDYsWOKioq67D4OKzd1yotlZWVp7969ioiIkMPhuOL+qampio2N1e7duxUZGZkPCeEPOK7gDhxXcBeOLbgDxxXcwdXjyrIsHTt2TCVKlFBAwOXfheTzZ5QCAgJUsmRJlz8uMjKSv8TIcxxXcAeOK7gLxxbcgeMK7uDKcXWlM0nncDEHAAAAAMiGogQAAAAA2VCUsgkJCdHQoUMVEhJiOgp8CMcV3IHjCu7CsQV34LiCO7jzuPL5izkAAAAAgKs4owQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBs/LYoLVmyRB06dFCJEiXkcDj09ddfOz1uWZYSEhJUokQJhYWFqWnTpvr111/NhIXXuNxxlZGRoeeff17VqlVTwYIFVaJECT344IPau3evucDwClf69+pCjz/+uBwOhyZMmJBv+eCdcnNcbdy4UR07dlRUVJQiIiJ02223adeuXfkfFl7lSsfW8ePH1atXL5UsWVJhYWGqVKmSJk+ebCYsvMKYMWNUu3ZtRURE6IYbblDnzp21adMmp33c8b273xalEydOqEaNGpo0adJFHx83bpzGjx+vSZMmaeXKlYqJiVHLli117NixfE4Kb3K54yotLU1r1qzR4MGDtWbNGs2YMUObN29Wx44dDSSFN7nSv1fnfP311/rpp59UokSJfEoGb3al42rbtm1q2LChKlasqMWLF2vt2rUaPHiwQkND8zkpvM2Vjq2+fftq7ty5+vDDD7Vx40b17dtXTz31lL755pt8TgpvkZSUpCeffFIrVqzQ/PnzdebMGbVq1UonTpyw93HL9+4WLEnWV199Zc9ZWVlWTEyMNXbsWHvbqVOnrKioKOutt94ykBDeKPtxdTE///yzJcnauXNn/oSC17vUcfXHH39YN954o7VhwwarVKlS1muvvZbv2eC9LnZcde3a1frnP/9pJhB8xsWOrSpVqljDhw932nbLLbdYL774Yj4mgzc7cOCAJclKSkqyLMt937v77Rmly0lJSdH+/fvVqlUre1tISIiaNGmi5cuXG0wGX3P06FE5HA4VLlzYdBR4saysLD3wwAN67rnnVKVKFdNx4AOysrI0a9YslS9fXq1bt9YNN9ygunXrXvZln0BuNWzYUDNnztSePXtkWZYWLVqkzZs3q3Xr1qajwUscPXpUklS0aFFJ7vvenaJ0Efv375ckRUdHO22Pjo62HwOu1alTpzRgwADdf//9ioyMNB0HXuyll15SYGCgevfubToKfMSBAwd0/PhxjR07Vm3atFFiYqLuvPNOdenSRUlJSabjwctNnDhRlStXVsmSJRUcHKw2bdrozTffVMOGDU1HgxewLEv9+vVTw4YNVbVqVUnu+9498Opj+j6Hw+E0W5aVYxtwNTIyMnTvvfcqKytLb775puk48GKrV6/W66+/rjVr1vDvE/JMVlaWJKlTp07q27evJOnmm2/W8uXL9dZbb6lJkyYm48HLTZw4UStWrNDMmTNVqlQpLVmyRD179lTx4sXVokUL0/Hg4Xr16qV169bphx9+yPFYXn/vzhmli4iJiZGkHA30wIEDOZoq4KqMjAzdc889SklJ0fz58zmbhGuydOlSHThwQDfddJMCAwMVGBionTt36plnnlFcXJzpePBS1113nQIDA1W5cmWn7ZUqVeKqd7gmJ0+e1AsvvKDx48erQ4cOql69unr16qWuXbvqlVdeMR0PHu6pp57SzJkztWjRIpUsWdLe7q7v3SlKFxEfH6+YmBjNnz/f3nb69GklJSWpfv36BpPB250rSVu2bNH333+vYsWKmY4EL/fAAw9o3bp1Sk5Otn+VKFFCzz33nObNm2c6HrxUcHCwateunePyu5s3b1apUqUMpYIvyMjIUEZGhgICnL8FLVCggH0mE8jOsiz16tVLM2bM0MKFCxUfH+/0uLu+d/fbl94dP35cW7duteeUlBQlJyeraNGiuummm9SnTx+NHj1a5cqVU7ly5TR69GiFh4fr/vvvN5ganu5yx1WJEiV09913a82aNfruu++UmZlp/+SjaNGiCg4ONhUbHu5K/15lL9xBQUGKiYlRhQoV8jsqvMiVjqvnnntOXbt2VePGjdWsWTPNnTtX3377rRYvXmwuNLzClY6tJk2a6LnnnlNYWJhKlSqlpKQkvf/++xo/frzB1PBkTz75pKZPn65vvvlGERER9vdPUVFRCgsLk8PhcM/37tdyaT5vtmjRIktSjl8PPfSQZVlnLzM4dOhQKyYmxgoJCbEaN25srV+/3mxoeLzLHVcpKSkXfUyStWjRItPR4cGu9O9VdlweHLmRm+Pq3XfftcqWLWuFhoZaNWrUsL7++mtzgeE1rnRs7du3z+revbtVokQJKzQ01KpQoYL16quvWllZWWaDw2Nd6vunKVOm2Pu443t3x/8+OQAAAADgf3iPEgAAAABkQ1ECAAAAgGwoSgAAAACQDUUJAAAAALKhKAEAAABANhQlAAAAAMiGogQAAAAA2VCUAMCLOBwOff3116ZjGNe0aVP16dPHdAyfkJCQoJtvvtl0DEnS1KlT5XA45HA4XP7zXbx4sf2xnTt3dks+AP6FogTArx04cECPP/64brrpJoWEhCgmJkatW7fWjz/+aDraRe3bt09t27Y1HQPX4Nw39EeOHDEdRZL07LPPasGCBbnaNz9KVWRkpPbt26cRI0ZIkqpVq6bHHnvsovt+/PHHCgoK0p9//qn69etr3759uueee9yaD4D/oCgB8Gt33XWX1q5dq2nTpmnz5s2aOXOmmjZtqkOHDpmOdlExMTEKCQkxHcMtTp8+bTqCR8mvr0ehQoVUrFixfPlc52RkZFzyMYfDoZiYGEVEREiSHn30UX322WdKS0vLse97772nO+64Q9HR0QoODlZMTIzCwsLclhuAf6EoAfBbR44c0Q8//KCXXnpJzZo1U6lSpVSnTh0NHDhQ7du3t/dzOByaPHmy2rZtq7CwMMXHx+vzzz93eq7nn39e5cuXV3h4uEqXLq3Bgwc7fTN47ifxH3zwgeLi4hQVFaV7771Xx44ds/dp2rSpevfurf79+6to0aKKiYlRQkKC0+e58KV3O3bskMPh0IwZM9SsWTOFh4erRo0aOc6Gvf3224qNjVV4eLjuvPNOjR8/XoULF77s12b9+vW6/fbbFRYWpmLFiqlHjx46fvy4JGnevHkKDQ3NcUakd+/eatKkiT0vX75cjRs3VlhYmGJjY9W7d2+dOHHCfjwuLk4jR45U9+7dFRUVpX/9618XzXLixAk9+OCDKlSokIoXL65XX301xz6nT59W//79deONN6pgwYKqW7euFi9efNnfo8Ph0DvvvKM777xT4eHhKleunGbOnGk/fu7Mz6xZs1SjRg2Fhoaqbt26Wr9+vb3P1KlTVbhwYc2bN0+VKlVSoUKF1KZNG+3bt++in3PHjh1q1qyZJKlIkSJyOBzq3r27pLN//r169VK/fv103XXXqWXLlpKk8ePHq1q1aipYsKBiY2PVs2dP+88itxkWL16sOnXqqGDBgipcuLAaNGignTt3Ssp5luhS+06dOlXDhg3T2rVr7Ze4TZ06VZK0a9cuderUSYUKFVJkZKTuuece/fnnn/Zznvsc7733nkqXLq2QkBBZlnXZP59zHnjgAaWnp+f4O7dr1y4tXLhQjz76aK6eBwBcRVEC4LcKFSqkQoUK6euvv1Z6evpl9x08eLB99umf//yn7rvvPm3cuNF+PCIiQlOnTtVvv/2m119/XW+//bZee+01p+fYtm2bvv76a3333Xf67rvvlJSUpLFjxzrtM23aNBUsWFA//fSTxo0bp+HDh2v+/PmXzTZo0CA9++yzSk5OVvny5XXffffpzJkzkqRly5bpiSee0NNPP63k5GS1bNlSo0aNuuzzpaWlqU2bNipSpIhWrlypzz//XN9//7169eolSWrRooUKFy6sL7/80v6YzMxMffbZZ+rWrZuks0WrdevW6tKli9atW6dPP/1UP/zwg/0c57z88suqWrWqVq9ercGDB180z3PPPadFixbpq6++UmJiohYvXqzVq1c77fPwww9r2bJl+uSTT7Ru3Tr94x//UJs2bbRly5bL/l6HDRume+65R+vWrVO7du3UrVu3HGcTn3vuOb3yyitauXKlbrjhBnXs2NGpBKelpemVV17RBx98oCVLlmjXrl169tlnL/r5YmNj7a/bpk2btG/fPr3++uv249OmTVNgYKCWLVum//u//5MkBQQEaOLEidqwYYOmTZumhQsXqn///k7Pe7kMZ86cUefOndWkSROtW7dOP/74o3r06CGHw5Ej3+X27dq1q5555hlVqVJF+/bt0759+9S1a1dZlqXOnTvr0KFDSkpK0vz587Vt2zZ17drV6bm3bt2qzz77TF9++aWSk5Mv++dyoWLFiqlTp06aMmWK0/YpU6YoOjqal6ICcB8LAPzYF198YRUpUsQKDQ216tevbw0cONBau3at0z6SrCeeeMJpW926da1///vfl3zecePGWbfeeqs9Dx061AoPD7dSU1Ptbc8995xVt25de27SpInVsGFDp+epXbu29fzzzztl+eqrryzLsqyUlBRLkvXOO+/Yj//666+WJGvjxo2WZVlW165drfbt2zs9Z7du3ayoqKhLZv/vf/9rFSlSxDp+/Li9bdasWVZAQIC1f/9+y7Isq3fv3tbtt99uPz5v3jwrODjYOnTokGVZlvXAAw9YPXr0cHrepUuXWgEBAdbJkycty7KsUqVKWZ07d75kDsuyrGPHjlnBwcHWJ598Ym87ePCgFRYWZj399NOWZVnW1q1bLYfDYe3Zs8fpY5s3b24NHDjwks8tyXrxxRft+fjx45bD4bDmzJljWZZlLVq0yJJ00c/96aefWpZlWVOmTLEkWVu3brX3eeONN6zo6OhLft5zz3v48GGn7U2aNLFuvvnmS37cOZ999plVrFgxe75ShoMHD1qSrMWLF1/0+YYOHWrVqFHD5X3PSUxMtAoUKGDt2rXL3nbuOPz555/tjwsKCrIOHDhw2d/blClTLnpszpkzx3I4HNa2bdssy7KsrKwsKy4u7qJ/vg899JDVqVOny34eAMgNzigB8Gt33XWX9u7dq5kzZ6p169ZavHixbrnlFvslRefUq1cvx3zhGaUvvvhCDRs2VExMjAoVKqTBgwdr165dTh8TFxdnv+9CkooXL64DBw447VO9enWn+WL7ZHfhxxQvXlyS7I/ZtGmT6tSp47R/9jm7jRs3qkaNGipYsKC9rUGDBsrKytKmTZskSd26ddPixYu1d+9eSdJHH32kdu3aqUiRIpKk1atXa+rUqfZZu0KFCql169bKyspSSkqK/by1atW6bJZt27bp9OnTTl//okWLqkKFCva8Zs0aWZal8uXLO32+pKQkbdu27bLPf+HXrmDBgoqIiMjx9b7Y577wzz48PFxlypSx59z8mV3Kxb4eixYtUsuWLXXjjTcqIiJCDz74oA4ePOj0MsbLZShatKi6d++u1q1bq0OHDnr99dcv+dJAV/Y9Z+PGjYqNjVVsbKy9rXLlyipcuLDT16lUqVK6/vrrc/eFyKZVq1YqWbKkfVZp4cKF2rFjhx5++OGrej4AyA2KEgC/FxoaqpYtW2rIkCFavny5unfvrqFDh17x4869dGnFihW699571bZtW3333Xf65ZdfNGjQoBxvxg8KCsrx8VlZWS7vk92FH3Mu07mPsSwrx0usrCu8N+RiH5P9+evUqaMyZcrok08+0cmTJ/XVV1/pn//8p71fVlaWHn/8cSUnJ9u/1q5dqy1btjh9Q39hGbtUlivJyspSgQIFtHr1aqfPt3HjRqeXtV3M1Xy9z+13uefITe6Lyf712Llzp9q1a6eqVavqyy+/1OrVq/XGG29Icr4gwpUyTJkyRT/++KPq16+vTz/9VOXLl9eKFSsumsGVfaVLHy/Zt1/pz/pyAgIC1L17d02bNk1ZWVmaMmWKGjdurHLlyl31cwLAlVCUACCbypUrO/20XlKObxRXrFihihUrSjr7PqBSpUpp0KBBqlWrlsqVK2e/Ud60ihUr6ueff3batmrVqst+TOXKlZWcnOz0NVi2bJkCAgJUvnx5e9v999+vjz76SN9++60CAgKcLoBxyy236Ndff1XZsmVz/AoODs51/rJlyyooKMjp63/48GFt3rzZnmvWrKnMzEwdOHAgx+eKiYnJ9ee6lIt97nN/9lfj3O8/MzPzivuuWrVKZ86c0auvvqrbbrtN5cuXt8/iuapmzZoaOHCgli9frqpVq2r69Oku7xscHJwjd+XKlbVr1y7t3r3b3vbbb7/p6NGjqlSp0lVlvZiHH35Yf/zxh2bMmKEZM2ZwEQcAbkdRAuC3Dh48qNtvv10ffvih1q1bp5SUFH3++ecaN26cOnXq5LTv559/rvfee0+bN2/W0KFD9fPPP9sXJihbtqx27dqlTz75RNu2bdPEiRP11Vdfmfgt5fDUU09p9uzZGj9+vLZs2aL/+7//05w5cy55xkg6+7K60NBQPfTQQ9qwYYMWLVqkp556Sg888ICio6Od9luzZo1GjRqlu+++W6GhofZjzz//vH788Uc9+eSTSk5O1pYtWzRz5kw99dRTLuUvVKiQHn30UT333HNasGCBNmzYoO7duysg4Pz/vsqXL69u3brpwQcf1IwZM5SSkqKVK1fqpZde0uzZs136fBczfPhwp8993XXXXdMNTUuVKiWHw6HvvvtOf/31l9MV7LIrU6aMzpw5o//85z/avn27PvjgA7311lsufb6UlBQNHDhQP/74o3bu3KnExERt3rz5oiXmSvvGxcUpJSVFycnJ+vvvv5Wenq4WLVqoevXq9vHw888/68EHH1STJk2u+NJKV8THx+v2229Xjx49FBQUpLvvvjvPnhsALoaiBMBvFSpUSHXr1tVrr72mxo0bq2rVqho8eLD+9a9/adKkSU77Dhs2TJ988omqV6+uadOm6aOPPlLlypUlSZ06dVLfvn3Vq1cv3XzzzVq+fPklr+CW3xo0aKC33npL48ePV40aNTR37lz17dvXqdRkFx4ernnz5unQoUOqXbu27r77bjVv3jzH16RcuXKqXbu21q1bZ1/t7pzq1asrKSlJW7ZsUaNGjVSzZk0NHjzYfg+VK15++WU1btxYHTt2VIsWLdSwYUPdeuutTvtMmTJFDz74oJ555hlVqFBBHTt21E8//eT0vpmrNXbsWD399NO69dZbtW/fPs2cOdOls2LZ3XjjjRo2bJgGDBig6OjoHFcCvNDNN9+s8ePH66WXXlLVqlX10UcfacyYMS59vvDwcP3++++66667VL58efXo0UO9evXS448/7vK+d911l9q0aaNmzZrp+uuv18cff2xfsr5IkSJq3LixWrRoodKlS+vTTz917QuTC48++qgOHz6se++9V+Hh4Xn+/ABwIYd1tS+kBgA/4XA49NVXX13TWQRP8q9//Uu///67li5dajqKR1u8eLGaNWumw4cPX/G+U8gbU6dOVZ8+fXLco8sV3bt315EjR+z7jQHA1eKMEgD4uFdeeUVr167V1q1b9Z///EfTpk3TQw89ZDoWcFFHjx5VoUKF9Pzzz7v0cUuXLlWhQoX00UcfuSkZAH8TaDoAAMC9fv75Z40bN07Hjh1T6dKlNXHiRD322GOmYwE53HXXXWrYsKEkuXwWr1atWvaNbAsVKpTHyQD4I156BwAAAADZ8NI7AAAAAMiGogQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBsKEoAAAAAkA1FCQAAAACyoSgBAAAAQDYUJQAAAADI5v8BUIuGOiD/XroAAAAASUVORK5CYII=",
-      "text/plain": [
-       "<Figure size 1000x800 with 1 Axes>"
-      ]
-     },
-     "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."
+    "```{literalinclude} ./simul/classB2.sp\n",
+    ":language: spice\n",
+    ":name: listing2\n",
+    ":caption: Klasse B circuit met voorinstelspanning\n",
+    "```"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 3,
    "metadata": {
     "KULeuvenSlides": {
-     "slide_title": "SPICE code"
+     "slide_title": "SPICE code:voorinstelspanning met diodes"
     },
     "editable": true,
     "execution": {
-     "iopub.execute_input": "2024-01-05T11:06:24.045007Z",
-     "iopub.status.busy": "2024-01-05T11:06:24.044383Z",
-     "iopub.status.idle": "2024-01-05T11:06:24.054961Z",
-     "shell.execute_reply": "2024-01-05T11:06:24.054022Z",
-     "shell.execute_reply.started": "2024-01-05T11:06:24.044985Z"
+     "iopub.execute_input": "2024-01-05T11:04:10.725392Z",
+     "iopub.status.busy": "2024-01-05T11:04:10.724807Z",
+     "iopub.status.idle": "2024-01-05T11:04:10.735365Z",
+     "shell.execute_reply": "2024-01-05T11:04:10.734487Z",
+     "shell.execute_reply.started": "2024-01-05T11:04:10.725353Z"
     },
     "slideshow": {
      "slide_type": "slide"
     },
     "tags": [
-     "remove-cell4PDF"
+     "remove-cell4PDF",
+     "remove-cell4BOOK"
+    ]
+   },
+   "outputs": [
+    {
+     "data": {
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+       ".output_html .sx { color: #008000 } /* Literal.String.Other */\n",
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+       ".output_html .vc { color: #19177C } /* Name.Variable.Class */\n",
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+       ".output_html .vi { color: #19177C } /* Name.Variable.Instance */\n",
+       ".output_html .vm { color: #19177C } /* Name.Variable.Magic */\n",
+       ".output_html .il { color: #666666 } /* Literal.Number.Integer.Long */</style><div class=\"highlight\"><pre><span></span><span class=\"nx\">Klasse</span><span class=\"w\"> </span><span class=\"nx\">B</span><span class=\"w\"> </span><span class=\"nx\">versterker</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"o\">*</span><span class=\"w\"> </span><span class=\"nx\">SUPPLY</span><span class=\"w\"> </span><span class=\"nx\">VOLTAGES</span>\n",
+       "<span class=\"nx\">VPOS</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"mi\">15</span><span class=\"nx\">V</span>\n",
+       "<span class=\"nx\">VNEG</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"o\">-</span><span class=\"mi\">15</span><span class=\"nx\">V</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"nx\">VS2</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">DC</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"nx\">SIN</span><span class=\"p\">(</span><span class=\"mi\">0</span><span class=\"nx\">V</span><span class=\"w\"> </span><span class=\"mi\">5</span><span class=\"nx\">VPEAK</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"nx\">KHZ</span><span class=\"p\">)</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"nx\">D1</span><span class=\"w\">  </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">10</span><span class=\"w\">   </span><span class=\"nx\">DNOM</span>\n",
+       "<span class=\"nx\">RB1</span><span class=\"w\"> </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\">    </span><span class=\"mi\">10</span><span class=\"nx\">K</span>\n",
+       "<span class=\"nx\">Q11</span><span class=\"w\"> </span><span class=\"mi\">8</span><span class=\"w\"> </span><span class=\"mi\">13</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"nx\">QNPN</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"nx\">D2</span><span class=\"w\">  </span><span class=\"mi\">10</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\">   </span><span class=\"nx\">DNOM</span>\n",
+       "<span class=\"nx\">RB2</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\">    </span><span class=\"mi\">10</span><span class=\"nx\">K</span>\n",
+       "<span class=\"nx\">Q12</span><span class=\"w\"> </span><span class=\"mi\">9</span><span class=\"w\"> </span><span class=\"mi\">14</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"nx\">QPNP</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"nx\">RL2</span><span class=\"w\"> </span><span class=\"mi\">12</span><span class=\"w\"> </span><span class=\"mi\">0</span><span class=\"w\"> </span><span class=\"mi\">100</span>\n",
+       "<span class=\"o\">*</span>\n",
+       "<span class=\"o\">*</span><span class=\"w\"> </span><span class=\"nx\">DEVICE</span><span class=\"w\"> </span><span class=\"nx\">MODELS</span>\n",
+       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">QNPN</span><span class=\"w\"> </span><span class=\"nx\">NPN</span><span class=\"p\">(</span><span class=\"nx\">BF</span><span class=\"p\">=</span><span class=\"mi\">50</span><span class=\"p\">)</span>\n",
+       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">QPNP</span><span class=\"w\"> </span><span class=\"nx\">PNP</span><span class=\"p\">(</span><span class=\"nx\">BF</span><span class=\"p\">=</span><span class=\"mi\">50</span><span class=\"p\">)</span>\n",
+       "<span class=\"p\">.</span><span class=\"nx\">model</span><span class=\"w\"> </span><span class=\"nx\">DNOM</span><span class=\"w\"> </span><span class=\"nx\">D</span><span class=\"p\">()</span>\n",
+       "</pre></div>\n"
+      ],
+      "text/latex": [
+       "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n",
+       "\\PY{n+nx}{Klasse}\\PY{+w}{ }\\PY{n+nx}{B}\\PY{+w}{ }\\PY{n+nx}{versterker}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{o}{*}\\PY{+w}{ }\\PY{n+nx}{SUPPLY}\\PY{+w}{ }\\PY{n+nx}{VOLTAGES}\n",
+       "\\PY{n+nx}{VPOS}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{o}{+}\\PY{l+m+mi}{15}\\PY{n+nx}{V}\n",
+       "\\PY{n+nx}{VNEG}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{o}{\\PYZhy{}}\\PY{l+m+mi}{15}\\PY{n+nx}{V}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{n+nx}{VS2}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{DC}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{n+nx}{SIN}\\PY{p}{(}\\PY{l+m+mi}{0}\\PY{n+nx}{V}\\PY{+w}{ }\\PY{l+m+mi}{5}\\PY{n+nx}{VPEAK}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{n+nx}{KHZ}\\PY{p}{)}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{n+nx}{D1}\\PY{+w}{  }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{10}\\PY{+w}{   }\\PY{n+nx}{DNOM}\n",
+       "\\PY{n+nx}{RB1}\\PY{+w}{ }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{    }\\PY{l+m+mi}{10}\\PY{n+nx}{K}\n",
+       "\\PY{n+nx}{Q11}\\PY{+w}{ }\\PY{l+m+mi}{8}\\PY{+w}{ }\\PY{l+m+mi}{13}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{n+nx}{QNPN}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{n+nx}{D2}\\PY{+w}{  }\\PY{l+m+mi}{10}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{   }\\PY{n+nx}{DNOM}\n",
+       "\\PY{n+nx}{RB2}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{    }\\PY{l+m+mi}{10}\\PY{n+nx}{K}\n",
+       "\\PY{n+nx}{Q12}\\PY{+w}{ }\\PY{l+m+mi}{9}\\PY{+w}{ }\\PY{l+m+mi}{14}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{n+nx}{QPNP}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{n+nx}{RL2}\\PY{+w}{ }\\PY{l+m+mi}{12}\\PY{+w}{ }\\PY{l+m+mi}{0}\\PY{+w}{ }\\PY{l+m+mi}{100}\n",
+       "\\PY{o}{*}\n",
+       "\\PY{o}{*}\\PY{+w}{ }\\PY{n+nx}{DEVICE}\\PY{+w}{ }\\PY{n+nx}{MODELS}\n",
+       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{QNPN}\\PY{+w}{ }\\PY{n+nx}{NPN}\\PY{p}{(}\\PY{n+nx}{BF}\\PY{p}{=}\\PY{l+m+mi}{50}\\PY{p}{)}\n",
+       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{QPNP}\\PY{+w}{ }\\PY{n+nx}{PNP}\\PY{p}{(}\\PY{n+nx}{BF}\\PY{p}{=}\\PY{l+m+mi}{50}\\PY{p}{)}\n",
+       "\\PY{p}{.}\\PY{n+nx}{model}\\PY{+w}{ }\\PY{n+nx}{DNOM}\\PY{+w}{ }\\PY{n+nx}{D}\\PY{p}{(}\\PY{p}{)}\n",
+       "\\end{Verbatim}\n"
+      ],
+      "text/plain": [
+       "Klasse B versterker\n",
+       "*\n",
+       "* SUPPLY VOLTAGES\n",
+       "VPOS 8 0 DC +15V\n",
+       "VNEG 9 0 DC -15V\n",
+       "*\n",
+       "VS2 10 0 DC 0 SIN(0V 5VPEAK 10KHZ)\n",
+       "*\n",
+       "D1  13 10   DNOM\n",
+       "RB1 13 8    10K\n",
+       "Q11 8 13 12 QNPN\n",
+       "*\n",
+       "D2  10 14   DNOM\n",
+       "RB2 14 9    10K\n",
+       "Q12 9 14 12 QPNP\n",
+       "*\n",
+       "RL2 12 0 100\n",
+       "*\n",
+       "* DEVICE MODELS\n",
+       ".model QNPN NPN(BF=50)\n",
+       ".model QPNP PNP(BF=50)\n",
+       ".model DNOM D()"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "spicelisting(\"simul/classB2.sp\")"
+   ]
+  },
+  {
+   "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": [
+       "<Figure size 1000x800 with 2 Axes>"
+      ]
+     },
+     "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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zpv3HDCUBAACAv6MowaPM69PYXreesMRgEgAAAPgzihI8SoWYCKf5H28tN5QEAAAA/oyiBI+zY2x7e71yx2GdSD9jMA0AAAD8EUUJHmnc3dXtdZWh8wwmAQAAgD+iKMEj3VMr1ml+e8l2Q0kAAADgjyhK8FibRrax16Nmb5RlWQbTAAAAwJ9QlOCxQgILqH214vYcP3C2wTQAAADwJxQleLQ3ut3iNK/eedhQEgAAAPgTihI83tL+zez1XZO5XDgAAADcj6IEjxdbNNxpbjxukaEkAAAA8BcUJXiFC++ttOtQmg6fOG0wDQAAAHwdRQle4/8euNVe1xwx32ASAAAA+DqKErxG6yoxTvNLc383lAQAAAC+jqIEr7JtdDt7PXnxNmVlcW8lAAAA5D2KErxKgQCHHqxXyp5Lv8C9lQAAAJD3KErwOsM7VXWal2z+y1ASAAAA+CqKErzSykEt7PWD7/1sMAkAAAB8EUUJXun6iBBFhQXZc8XBcwymAQAAgK+hKMFrrR3ayl6fysjSn6mnDKYBAACAL6EowatNf6yuva47eoHBJAAAAPAlFCV4tfplr3OaB3y5zlASAAAA+BKKErxeypjz91b6ZOVuncnMMpgGAAAAvoCiBK/ncDj0dPNy9lx2EBd2AAAAwLWhKMEn9G1Z3mmetW6foSQAAADwBRQl+IwLr4L35PQ1BpMAAADA21GU4DOiwoJUPrqQPccNmGUwDQAAALwZRQk+JbFvE6d5x98nDCUBAACAN6MowefM7NXAXjd9ZbG5IAAAAPBaFCX4nOolCzvNj01baSYIAAAAvBZFCT7pwnsrfb/xgE5lZBpMAwAAAG9DUYJPcjgcGtaxij1XHDzXYBoAAAB4G4oSfNZD9eOc5o9+2mkmCAAAALwORQk+bePwNvZ60FcbDCYBAACAN6EowaeFBRdQo3LX2TP3VgIAAEBuUJTg8z54tK7T/Oveo4aSAAAAwFtQlOAXFjxz/ka07Sf+YDAJAAAAvAFFCX6hzPWFnOZOkyhLAAAAuDSKEvzGjrHt7fXaP47q2KkMg2kAAADgyShK8CsTut5sr6slJJoLAgAAAI9GUYJf6VzzRqf5jUVbDSUBAACAJ6Mowe9sGdXWXr88b5MsyzKYBgAAAJ6IogS/E1QgQHdecGYpfuBsg2kAAADgiShK8EuvXfBeJUlaueOQmSAAAADwSBQl+K1lA2631/9460eDSQAAAOBpKErwWzcWDnOabxu9wFASAAAAeBqKEvzahfdW2p96SgePpxtMAwAAAE9BUYLfe697LXt968jvDSYBAACAp6Aowe/dXjHaaR753W+GkgAAAMBTUJQASdtHt7PX7/yQoqws7q0EAADgzyhKgKSAAIceaxhvz6Vf4N5KAAAA/oyiBPzPi3dUdpoX/v6noSQAAAAwjaIEXGD1iy3s9SNTVxlMAgAAAJMoSsAFihUKUUxkqD3HDZhlMA0AAABMoSgB2ax4obnTvPfISUNJAAAAYApFCbiIz5+oZ6/rj11oMAkAAABMoCgBF1E7rqjT3O/TZDNBAAAAYESuilJqaqrLvwBvlzLm/L2VZvyyRxmZWQbTAAAAID8F5manwoULy+Fw5PpJHQ6HNm/erNKlS191MMA0h8Oh51pX0MvzNkmSyg2aox1j2xtOBQAAgPyQq6IkSV988YWKFi16xf0sy1K7du2uuB/gDZ5sVtYuSpL0TfIedbr5RoOJAAAAkB9yVZRKlSqlxo0bq1ixYrl60tKlSysoKOiaggGeYn1CK1VLSJQkPf1JMkUJAADAD+TqPUopKSm5LkmStGHDBsXGxl51KMCTRIQGqdqNUfbMvZUAAAB8X55d9e7gwYOaMGFCXj0d4FG+faqh07ztr+OGkgAAACA/XFNRsixL8+bN0z333KMSJUpo1KhReZUL8Dizep8vS81fTTKYBAAAAO52VUVpx44dGjJkiEqVKqV27dopNDRUs2bN0v79+/M6H+AxqpSIcpofePcnQ0kAAADgbrkuSunp6fr444/VvHlzVapUSRs2bND48eMVEBCgAQMGqEWLFipQoIA7swLGXXhvpaVb/tbJ05kG0wAAAMBdcl2UbrzxRk2ePFldu3bV3r17NWPGDN19993uzAZ4HIfDoVF3VrXnSkPmGkwDAAAAd8l1UcrMzJTD4ZDD4eDMEfxat7qlnOb3f9xhJggAAADcJtdFad++ferRo4c+/vhjxcTE6K677tJXX30lh8PhznyAR/p9RBt7PeSbX2VZlsE0AAAAyGu5LkqhoaHq1q2bFi5cqPXr16tSpUrq3bu3zpw5o1GjRmn+/PnKzOT9GvAPoUEF1LziDfYcP3C2wTQAAADIa1d11bsyZcpo5MiR2rlzp7777julp6frjjvu0A033HDlDwZ8xLvdazvN6/84aigJAAAA8to13UcpICBA7dq10xdffKE//vhDgwYNyqtcgFdY9GxTe91h0g/mggAAACBPXVNROn78uFJTU5WamqqQkBA99thjeZUL8Arx1xV0mttMWGIoCQAAAPKSy0UpJSVF7du3V8GCBRUVFaUiRYqoSJEiKly4sIoUKeKOjIBH2zG2vb3+ff8xHT2ZYTANAAAA8kKgqx/QrVs3SdJ7772n6OhornoHSJp0f031mv6LJKnGsESn8gQAAADv43JRWrdunVavXq0KFSq4Iw/gle6oXsIuSpL0+vdb9HSLcgYTAQAA4Fq4/NK72rVra/fu3e7IAni1raPa2uvXvt/MvZUAAAC8mMtnlN555x098cQT2rNnj6pWraqgoCCnx6tXr55n4QBvElggQPfUKqnPVv0h6ey9lXgJHgAAgHdyuSj99ddf2rZtmx5++GF7m8PhkGVZcjgc3HQWfm3c3TXsoiRJP247qHplihlMBAAAgKvh8kvvHnnkEdWsWVM//vijtm/frpSUFKf/Av5uxcDm9vq+t1cYTAIAAICr5fIZpZ07d2rmzJkqW7asO/IAXi8mKlTBBQJ0OjNLklRzeKJ+HtjMcCoAAAC4wuUzSrfffrvWrl3rjiyAz9h8wYUdDqdl6O/j6QbTAAAAwFUun1Hq0KGD+vbtq/Xr16tatWo5LubQsWPHPAsHeLNpj9TRQ+/9LEmq91KSXq9nOBAAAAByzeWi9MQTT0iShg8fnuMxLuYAnNek/PVO85cpAWpnKAsAAABc4/JL77Kysi75i5IEONs++nw1WrI/QJlZ3FsJAADAG7hclADkXkCAQ080KWPPFYfON5gGAAAAuZWrojRx4kSdOnUq10/61ltv6dixY1cdCvAlA9pWdJoTf91vKAkAAAByK1dFqW/fvi4Vn/79++uvv/666lCAr/l5YFN73eOD1eaCAAAAIFdydTEHy7LUvHlzBQbm7toPJ0+ezNV+kydP1uTJk7Vjxw5JUpUqVTRkyBC1bdvW/rzDhg3Tf//7Xx0+fFh169bVG2+8oSpVquTq+QFPUSQ8WMVCLB1Md0iS4gbM0o6x7Q2nAgAAwKXkqvkMHTrUpSft1KmTihYtesX9SpYsqbFjx9o3r502bZo6deqkX375RVWqVNG4ceM0fvx4TZ06VeXLl9fIkSPVsmVLbdq0SRERES5lAkwbckumnv7x/F+53YfSFFs03GAiAAAAXIpbilJudejQwWkeNWqUJk+erBUrVqhy5cqaMGGCBg0apC5dukg6W6Sio6M1ffp0Pf74427JBLjTZ/+qo3vePntvpUbjFnFWCQAAwEO5fB8ld8nMzNTnn3+uEydOqF69ekpJSdH+/fvVqlUre5+QkBA1adJEy5cvv2RRSk9PV3p6uj2npqZKkjIyMpSRkXHFHOf2yc2+QG6dO56qFi/otP3JD1drQtfqJiLBB/DvFdyFYwvuwHEFd3D1uHLl+HNYlmX0xi7r169XvXr1dOrUKRUqVEjTp09Xu3bttHz5cjVo0EB79uxRiRIl7P179OihnTt3at68eRd9voSEBA0bNizH9unTpys8nJc5wTzLkvqsOP8zilfrnlEgF+oHAABwu7S0NN1///06evSoIiMjL7uv8TNKFSpUUHJyso4cOaIvv/xSDz30kJKSkuzHHQ6H0/6WZeXYdqGBAweqX79+9pyamqrY2Fi1atXqil8M6WzLnD9/vlq2bKmgoKCr+B0BOWU/rvZF7dBL8zZLkp75KVBbRrS6wjMAOfHvFdyFYwvuwHEFd3D1uDr3arPcMF6UgoOD7Ys51KpVSytXrtTrr7+u559/XpK0f/9+FS9e3N7/wIEDio6OvuTzhYSEKCQkJMf2oKAgl/5Suro/kBvnjqt/NytnFyVJ+mbdn7r71pIGk8Gb8e8V3IVjC+7AcQV3yO1x5cqx59ILfjIyMlS6dGn99ttvrnyYSyzLUnp6uuLj4xUTE6P58+fbj50+fVpJSUmqX7++2z4/kF9+HdbaXj/7+VqDSQAAAJCdS0UpKChI6enpl33pmyteeOEFLV26VDt27ND69es1aNAgLV68WN26dZPD4VCfPn00evRoffXVV9qwYYO6d++u8PBw3X///Xny+QGTCoYEqlapIvYcN2CWwTQAAAC4kMtvIX/qqaf00ksv6cyZM9f8yf/880898MADqlChgpo3b66ffvpJc+fOVcuWLSVJ/fv3V58+fdSzZ0/VqlVLe/bsUWJiIvdQgs/44t/OZ0c3/3nMUBIAAABcyOX3KP30009asGCBEhMTVa1aNRUs6Hy54xkzZuT6ud59993LPu5wOJSQkKCEhARXYwJeY26fRmozYakkqdVrS7i3EgAAgAdwuSgVLlxYd911lzuyAH6pYozz1Rjv+b8f9dnj9QylAQAAgHQVRWnKlCnuyAH4tR1j29vvUfo55ZDSTp9ReLDxi1ICAAD4rau+zeVff/2lH374QcuWLdNff/2Vl5kAv/TSXdXsdeUhF7+hMgAAAPKHy0XpxIkTeuSRR1S8eHE1btxYjRo1UokSJfToo48qLS3NHRkBv9C19k1O8ztLtxtKAgAAAJeLUr9+/ZSUlKRvv/1WR44c0ZEjR/TNN98oKSlJzzzzjDsyAn7j9xFt7PXIWRtlWZbBNAAAAP7L5aL05Zdf6t1331Xbtm0VGRmpyMhItWvXTm+//ba++OILd2QE/EZoUAG1rhJtz/EDZxtMAwAA4L9cLkppaWmKjo7Osf2GG27gpXdAHvi/B2o5zcm7j5gJAgAA4MdcLkr16tXT0KFDderUKXvbyZMnNWzYMNWrxyWNgbyw5Llm9rrzG8sMJgEAAPBPLl9/eMKECWrbtq1KliypGjVqyOFwKDk5WaGhoZo3jyt1AXnhpmLhTvPtry7WwmeamgkDAADgh1wuStWqVdOWLVv04Ycf6vfff5dlWbr33nvVrVs3hYWFuSMj4JcuvLfS9r9O6EjaaRUODzacCgAAwD+4XJSWLFmi+vXr61//+pfT9jNnzmjJkiVq3LhxnoUD/N1b/7xFT3y4RpJ08/D52jG2veFEAAAA/sHl9yg1a9ZMhw4dyrH96NGjatas2UU+AsDValO1uNP8yrxNhpIAAAD4F5eLkmVZcjgcObYfPHhQBQsWzJNQAM7bOqqtvZ60aKuysri3EgAAgLvl+qV3Xbp0kSQ5HA51795dISEh9mOZmZlat26d6tevn/cJAT8XWCBA3erepI9+2iVJKv3CbF6CBwAA4Ga5LkpRUVGSzp5RioiIcLpwQ3BwsG677bYc71sCkDdG3VnNLkqS9MOWv9Ww3HUGEwEAAPi2XBelKVOmSJLi4uL07LPP8jI7IJ/9/EJz1Rm9QJL0z3d/4qwSAACAG7n8HqX+/fs7vUdp586dmjBhghITE/M0GABnN0SGKiL0/M82qgyZazANAACAb3O5KHXq1Envv/++JOnIkSOqU6eOXn31VXXq1EmTJ0/O84AAzluf0NpenzidqT9TTxlMAwAA4LtcLkpr1qxRo0aNJElffPGFYmJitHPnTr3//vuaOHFingcE4Oyjx+ra67r/eykeAAAA8pbLRSktLU0RERGSpMTERHXp0kUBAQG67bbbtHPnzjwPCMBZg7LOF3EYOGO9oSQAAAC+y+WiVLZsWX399dfavXu35s2bp1atWkmSDhw4oMjIyDwPCCCn7aPb2euPf96lM5lZBtMAAAD4HpeL0pAhQ/Tss88qLi5OdevWVb169SSdPbtUs2bNPA8IIKeAAId6317WnssOmmMwDQAAgO9xuSjdfffd2rVrl1atWqW5c89fdat58+Z67bXX8jQcgEvr16qC0zx7/T5DSQAAAHyPy0VJkmJiYlSzZk0FBJz/8Dp16qhixYp5FgzAla0d0spe9/xojcEkAAAAviVXN5zt0qWLpk6dqsjISHXp0uWy+86YMSNPggG4sqjwIJW5vqC2/XVCkhQ3YBY3ogUAAMgDuSpKUVFR9k1mo6Ki3BoIgGsWPNNUcQNm2fPOgydUqlhBg4kAAAC8X66K0pQpUy66BuAZvn6ygTq/sUyS1OTlxZxVAgAAuEYuv0fp5MmTSktLs+edO3dqwoQJSkxMzNNgAHLv5tjCTnOP91eZCQIAAOAjXC5KnTp10vvvvy9JOnLkiOrUqaNXX31VnTp10uTJk/M8IIDcSRlz/t5Kib/9qVMZmQbTAAAAeDeXi9KaNWvUqFEjSdIXX3yhmJgY7dy5U++//74mTpyY5wEB5I7D4dCQOyrbc8XBcy+zNwAAAC7H5aKUlpamiIgISWdvMtulSxcFBATotttu086dO/M8IIDce6RhvNP8yc+7DCUBAADwbi4XpbJly+rrr7/W7t27NW/ePLVqdfY+LgcOHFBkZGSeBwTgmt+Gt7bXA2asN5gEAADAe7lclIYMGaJnn31WcXFxqlu3rurVqyfp7NmlmjVr5nlAAK4JDw5UvdLF7PnCS4cDAAAgd1wuSnfffbd27dqlVatWae7c8++BaN68uV577bU8DQfg6nzc4zaneeO+VENJAAAAvJPLRUmSYmJiVLNmTQUEnP/wOnXqqGLFinkWDMC1md+3sb1u+/pSg0kAAAC8T65uOHuhEydOaOzYsVqwYIEOHDigrKwsp8e3b9+eZ+EAXL1y0RFOc5c3l2lGzwaG0gAAAHgXl4vSY489pqSkJD3wwAMqXry4HA6HO3IByAM7xra336O0ZtcRHU8/o0IhLv+1BwAA8Dsuf8c0Z84czZo1Sw0a8JNpwBu8+o8aeubztZKkqkPnacfY9oYTAQAAeD6X36NUpEgRFS1a1B1ZALjBXbeWdJrfStpmKAkAAID3cLkojRgxQkOGDFFaWpo78gBwg80j29rrsXN+l2VZBtMAAAB4Ppdfevfqq69q27Ztio6OVlxcnIKCgpweX7NmTZ6FA5A3ggMD1LFGCc1cu1eSFD9wNi/BAwAAuAyXi1Lnzp3dEAOAu028r6ZdlCRp1Y5DqhXHy2gBAAAuxuWiNHToUHfkAJAPfni+mRq+tEiSdPdbP3JWCQAA4BKu6oazALxTySLhTnODsQsNJQEAAPBsLhelzMxMvfLKK6pTp45iYmJUtGhRp18APNuFZ5H2HDmpQydOG0wDAADgmVwuSsOGDdP48eN1zz336OjRo+rXr5+6dOmigIAAJSQkuCEigLz29oO17PUtI+YbTAIAAOCZXC5KH330kd5++209++yzCgwM1H333ad33nlHQ4YM0YoVK9yREUAea1k52mkeM3ujoSQAAACeyeWitH//flWrVk2SVKhQIR09elSSdMcdd2jWrFl5mw6A22wb3c5e/9+S7crK4t5KAAAA57hclEqWLKl9+/ZJksqWLavExERJ0sqVKxUSEpK36QC4TYEAh7rXj7Pn0i/MNhcGAADAw7hclO68804tWLBAkvT0009r8ODBKleunB588EE98sgjeR4QgPskdKziNC/edMBQEgAAAM/i8n2Uxo4da6/vvvtuxcbGatmyZSpbtqw6duyYp+EAuN/KQS1Ue9T3kqTuU1ZybyUAAAC5eEYpIyNDDz/8sLZv325vq1u3rvr160dJArzU9REhuq5QsD2XG8RL8AAAAFwqSkFBQfrqq6/clQWAIatebGmvMzIt7Tt60mAaAAAA867qPUpff/21G6IAMOnjf91mr+uNWWgwCQAAgHkuv0epbNmyGjFihJYvX65bb71VBQsWdHq8d+/eeRYOQP6pV6aY0/zs52v1yj9qGEoDAABglstF6Z133lHhwoW1evVqrV692ukxh8NBUQK8WMqYdoofePY9Sl+s/kNjulRTUAGXTzwDAAB4PZeLUkpKijtyAPAADodD/VqW1/j5myVJ5QbN4Sp4AADAL7n8o+Lhw4crLS0tx/aTJ09q+PDheRIKgDm9m5dzmmeu3WsoCQAAgDkuF6Vhw4bp+PHjObanpaVp2LBheRIKgFnrElrZ694f/2IwCQAAgBkuFyXLsuRwOHJsX7t2rYoWLZonoQCYFRkapMrFI+05bsAsg2kAAADyX67fo1SkSBE5HA45HA6VL1/eqSxlZmbq+PHjeuKJJ9wSEkD+m/10I6eCtP2v4yp9fSGDiQAAAPJProvShAkTZFmWHnnkEQ0bNkxRUVH2Y8HBwYqLi1O9evXcEhKAGd891VB3/OcHSdLtryZxYQcAAOA3cl2UHnroIUlSfHy8GjRooMBAly+YB8DLVL0xymnuPuVnTX24jqE0AAAA+cfl9yg1adKEkgT4kZQx7ez14k1/6VRGpsE0AAAA+YM7SQK4LIfDoRGdqthzxcFzDaYBAADIHxQlAFf0QL04p/mDFTvNBAEAAMgnFCUAubJxeBt7PfjrDbIsy2AaAAAA97rqorR161bNmzdPJ0+elCS+aQJ8XFhwATUuf709xw+cbTANAACAe7lclA4ePKgWLVqofPnyateunfbt2ydJeuyxx/TMM8/keUAAnuP9R5yveLdhz1FDSQAAANzL5aLUt29fBQYGateuXQoPD7e3d+3aVXPn8iZvwNcteKaJvT53jyUAAABf43JRSkxM1EsvvaSSJUs6bS9Xrpx27uQN3oCvK3N9Iae5/cSlhpIAAAC4j8tF6cSJE05nks75+++/FRISkiehAHi2HWPb2+tf96Yq9VSGwTQAAAB5z+Wi1LhxY73//vv27HA4lJWVpZdfflnNmjXL03AAPNfr995sr6snJJoLAgAA4AaBrn7Ayy+/rKZNm2rVqlU6ffq0+vfvr19//VWHDh3SsmXL3JERgAfqdPONevqTZHuetHCLet1ezlwgAACAPOTyGaXKlStr3bp1qlOnjlq2bKkTJ06oS5cu+uWXX1SmTBl3ZATgobaMamuvX0nczG0CAACAz3D5jJIkxcTEaNiwYXmdBYCXCSoQoC633KgZa/ZIOntvpQvfvwQAAOCtclWU1q1bl+snrF69+lWHAeB9xt9zs12UJOmn7QdVt3Qxg4kAAACuXa6K0s033yyHwyHLsuRwOOzt515mc+G2zMzMPI4IwNMtH3C76o9dKEnq+t8VnFUCAABeL1fvUUpJSdH27duVkpKiL7/8UvHx8XrzzTeVnJys5ORkvfnmmypTpoy+/PJLd+cF4IFKFA5TwPmfl6jWyO/NhQEAAMgDuTqjVKpUKXv9j3/8QxMnTlS7du3sbdWrV1dsbKwGDx6szp0753lIAJ5v+5j2ihswS5L09/F0/X08XdcV4t5qAADAO7l81bv169crPj4+x/b4+Hj99ttveRIKgHea0r22veasEgAA8GYuF6VKlSpp5MiROnXqlL0tPT1dI0eOVKVKlfI0HADv0qziDU7zsG9/NZQEAADg2rhclN566y19//33io2NVYsWLdSiRQuVLFlS8+fP11tvveWOjAC8yLbR51+WO2XZDmVmcW8lAADgfVwuSnXq1FFKSopGjRql6tWrq1q1aho9erRSUlJUp04dd2QE4EUKBDjUo3Fpey7zwmyDaQAAAK7OVd1wNjw8XD169MjrLAB8xAvtKum/S7bb8/e//akWlaMNJgIAAHCNy2eUACA3Vr/Ywl4/9v4qg0kAAABcR1EC4BbFCoWoeFSoPZ+7dDgAAIA3oCgBcJsfBzZ3mncfSjOUBAAAwDUuFaXMzEwlJSXp8OHD7soDwMd8/kQ9e91o3CKDSQAAAHLPpaJUoEABtW7dWkeOHHFTHAC+pnZcUaf5qY9/MZQEAAAg91x+6V21atW0ffv2K+8IAP+TMub8vZW+XbtXp89kGUwDAABwZS4XpVGjRunZZ5/Vd999p3379ik1NdXpFwBk53A41L9NBXsu/+Icg2kAAACuzOX7KLVp00aS1LFjRzkcDnu7ZVlyOBzKzMzMu3QAfEbPpmU1bu4me/5y9R+669aSBhMBAABcmstFadEi3owN4OqsT2ilagmJkqRnPl9LUQIAAB7L5aLUpEkTd+QA4AciQoNUI7aw1u4+IunsvZV2jG1vNhQAAMBFuFyUJOnIkSN69913tXHjRjkcDlWuXFmPPPKIoqKi8jofAB/zzZMNnG4+u+XPYyoXHWEwEQAAQE4uX8xh1apVKlOmjF577TUdOnRIf//9t8aPH68yZcpozZo17sgIwMfM7t3IXrd8bYnBJAAAABfnclHq27evOnbsqB07dmjGjBn66quvlJKSojvuuEN9+vRxQ0QAvqZyiUin+b7/rjCUBAAA4OKu6ozS888/r8DA86/aCwwMVP/+/bVq1ao8DQfAd114b6Uftx9U2ukzBtMAAAA4c7koRUZGateuXTm27969WxERvM8AQO44HA6N6VLNnisPmWcwDQAAgDOXi1LXrl316KOP6tNPP9Xu3bv1xx9/6JNPPtFjjz2m++67zx0ZAfio++rc5DS/90OKoSQAAADOXL7q3SuvvCKHw6EHH3xQZ86cfalMUFCQ/v3vf2vs2LF5HhCAb/t9RBtVHDxXkjT8u9/0cIM4p5tZAwAAmODyGaXg4GC9/vrrOnz4sJKTk/XLL7/o0KFDeu211xQSEuKOjAB8WGhQAbWoFG3P8QNnG0wDAABwlstF6Zzw8HAVKVJExYoVU3h4eF5mAuBn3nmoltOc/L8b0gIAAJjiclHKysrS8OHDFRUVpVKlSummm25S4cKFNWLECGVlZbkjIwA/sPjZpva68xvLzAUBAADQVbxHadCgQXr33Xc1duxYNWjQQJZladmyZUpISNCpU6c0atQod+QE4OPirivoNDd/dbEWPNPUTBgAAOD3XC5K06ZN0zvvvKOOHTva22rUqKEbb7xRPXv2pCgBuGo7xrZX3IBZkqRtf53Q0bQMRYUHGU4FAAD8kcsvvTt06JAqVqyYY3vFihV16NChPAkFwH9Nur+mva4xPNFgEgAA4M9cLko1atTQpEmTcmyfNGmSatSokSehAPivO6qXcJpfTdxkKAkAAPBnLr/0bty4cWrfvr2+//571atXTw6HQ8uXL9fu3bs1ezaX9QVw7baMaqtyg+ZIkv6zcKv6tiivgADurQQAAPKPy2eUmjRpos2bN+vOO+/UkSNHdOjQIXXp0kWbNm1So0aN3JERgJ8JKhCge2vH2nPpF/ghDAAAyF8un1GSpBIlSnDRBgBuNfau6vpk5W57/mHL32pY7jqDiQAAgD/J1RmldevW5fqXK8aMGaPatWsrIiJCN9xwgzp37qxNm5zfj2BZlhISElSiRAmFhYWpadOm+vXXX136PAC804qBze31P9/9yWASAADgb3J1Runmm2+Ww+GQZVlyOM6/T8CyLEly2paZmZnrT56UlKQnn3xStWvX1pkzZzRo0CC1atVKv/32mwoWPHtPlXHjxmn8+PGaOnWqypcvr5EjR6ply5batGmTIiIicv25AHifmKhQhQYF6FTG2ZtZVx06TxuGtTacCgAA+INcnVFKSUnR9u3blZKSoi+//FLx8fF68803lZycrOTkZL355psqU6aMvvzyS5c++dy5c9W9e3dVqVJFNWrU0JQpU7Rr1y6tXr1a0tkiNmHCBA0aNEhdunRR1apVNW3aNKWlpWn69Omu/24BeJ3fR7S118fTz+jP1FMG0wAAAH+RqzNKpUqVstf/+Mc/NHHiRLVr187eVr16dcXGxmrw4MHq3LnzVYc5evSoJKlo0aKSzha0/fv3q1WrVvY+ISEhatKkiZYvX67HH388x3Okp6crPT3dnlNTUyVJGRkZysjIuGKGc/vkZl8gtziurs17D92iR6atkSTVHb1AW0a0usJH+AeOK7gLxxbcgeMK7uDqceXK8eewzr1+LpfCwsK0Zs0aVapUyWn7xo0bdcstt+jkyZOuPJ3Nsix16tRJhw8f1tKlSyVJy5cvV4MGDbRnzx6VKHH+3io9evTQzp07NW/evBzPk5CQoGHDhuXYPn36dIWHh19VNgDmPf3j+Z/rNIjO0j2lswymAQAA3igtLU3333+/jh49qsjIyMvu6/JV7ypVqqSRI0fq3XffVWhoqKSzZ3FGjhyZozy5olevXlq3bp1++OGHHI9d+B4oSTneK3WhgQMHql+/fvacmpqq2NhYtWrV6opfDOlsy5w/f75atmypoKAgF38XwMVxXF27Nm0sVRg6X5K07M8AvfPvVgos4PIdDnwKxxXchWML7sBxBXdw9bg692qz3HC5KL311lvq0KGDYmNjVaNGDUnS2rVr5XA49N1337n6dJKkp556SjNnztSSJUtUsmRJe3tMTIwkaf/+/SpevLi9/cCBA4qOjr7oc4WEhCgkJCTH9qCgIJf+Urq6P5AbHFfXpmfTMnpz8TZJUqWE77VjbHvDiTwDxxXchWML7sBxBXfI7XHlyrHn8o9j69Spo5SUFI0aNUrVq1dXtWrVNHr0aKWkpKhOnTouPZdlWerVq5dmzJihhQsXKj4+3unx+Ph4xcTEaP78+fa206dPKykpSfXr13c1OgAv179NRad57oZ9hpIAAABfd1U3nA0PD1ePHj2u+ZM/+eSTmj59ur755htFRERo//79kqSoqCiFhYXJ4XCoT58+Gj16tMqVK6dy5cpp9OjRCg8P1/3333/Nnx+A9/llcEvVHHH2hydPfLiGs0oAAMAtjL7Af/LkyTp69KiaNm2q4sWL278+/fRTe5/+/furT58+6tmzp2rVqqU9e/YoMTGReygBfqpIwWDFFTt/YZa4AbMMpgEAAL7qqs4o5ZXcXHDP4XAoISFBCQkJ7g8EwCssfq6ZU0HaefCEShUraDARAADwNf59ySgAXmtGz/PvU2zy8mJzQQAAgE+iKAHwSrfcVMRpfvyDVYaSAAAAX3RNRen48eNKTU11+gUA+SVlTDt7Pe/XP3UqI9NgGgAA4EtcLkopKSlq3769ChYsqKioKBUpUkRFihRR4cKFVaRIkSs/AQDkEYfDoRfbn7/RdcXBcw2mAQAAvsTlizl069ZNkvTee+8pOjpaDocjz0MBQG491qi0Rs7aaM+frtylrrVvMpgIAAD4ApeL0rp167R69WpVqFDBHXkAwGUbhrVW1aHzJEnPf7le99SK5Yc4AADgmrj80rvatWtr9+7d7sgCAFelUEigasedf+lv/MDZBtMAAABf4PIZpXfeeUdPPPGE9uzZo6pVqyooKMjp8erVq+dZOADIrc+fqO90b6WN+1JVqXikwUQAAMCbuVyU/vrrL23btk0PP/ywvc3hcMiyLDkcDmVmctUpAGbM7dNIbSYslSS1fX2pdoxtbzgRAADwVi4XpUceeUQ1a9bUxx9/zMUcAHiUijHOZ5C6vLlMM3o2MJQGAAB4M5eL0s6dOzVz5kyVLVvWHXkA4JqkjGlnv0dpza4jOp5+RoVCXP6nDgAA+DmXL+Zw++23a+3ate7IAgDXzOFwaNzd598ree5qeAAAAK5w+cesHTp0UN++fbV+/XpVq1Ytx8UcOnbsmGfhAOBq3FMrVv2/WGfP/5e0TY83KWMwEQAA8DYuF6UnnnhCkjR8+PAcj3ExBwCeYtPINqrw4lxJ0pg5v6tH49K8pxIAAOSayy+9y8rKuuQvShIATxESWEDtqsXYM/dWAgAArnC5KAGAt3iz261O8+qdhw0lAQAA3uaqilJSUpI6dOigsmXLqly5curYsaOWLl2a19kA4Jotea6Zvb5r8nKDSQAAgDdxuSh9+OGHatGihcLDw9W7d2/16tVLYWFhat68uaZPn+6OjABw1W4qFu40Nxq30FASAADgTVwuSqNGjdK4ceP06aefqnfv3nr66af16aefauzYsRoxYoQ7MgLANdkxtr293n3opA6dOG0wDQAA8AYuF6Xt27erQ4cOObZ37NhRKSkpeRIKAPLaW/88/36lW0bMN5gEAAB4A5eLUmxsrBYsWJBj+4IFCxQbG5snoQAgr7WpGuM0j53zu6EkAADAG7h8H6VnnnlGvXv3VnJysurXry+Hw6EffvhBU6dO1euvv+6OjACQJ7aOaquyg+ZIkt5K2qbnWldQgQDurQQAAHJyuSj9+9//VkxMjF599VV99tlnkqRKlSrp008/VadOnfI8IADklcACAXrgtlL6YMVOSVKZF2Y7vX8JAADgHJeLkiTdeeeduvPOO/M6CwC43YjOVe2iJEmLNx1Q0wo3GEwEAAA80VXfcHb16tX68MMP9dFHH+mXX37Jy0wA4FY/D2pur7tPWWkwCQAA8FQun1E6cOCA7r33Xi1evFiFCxeWZVk6evSomjVrpk8++UTXX3+9O3ICQJ65ISJUkaGBSj11RpJUftAcbR7V1nAqAADgSVw+o/TUU08pNTVVv/76qw4dOqTDhw9rw4YNSk1NVe/evd2REQDy3LqE1vb6dGaW9h09aTANAADwNC4Xpblz52ry5MmqVKmSva1y5cp64403NGfOnDwNBwDu9NFjde11vTELDSYBAACexuWilJWVpaCgoBzbg4KClJWVlSehACA/NCh7ndP83OdrDSUBAACexuWidPvtt+vpp5/W3r177W179uxR37591bx588t8JAB4nu2j29nrz1f/oYxMfuADAACuoihNmjRJx44dU1xcnMqUKaOyZcsqPj5ex44d03/+8x93ZAQAtwkIcKh383L2XG4QLyEGAABXcdW72NhYrVmzRvPnz9fvv/8uy7JUuXJltWjRwh35AMDt+rUsr4kLttjzt2v3qkONEgYTAQAA01wqSmfOnFFoaKiSk5PVsmVLtWzZ0l25ACBfrR3SSjWGJ0qSnvr4F4oSAAB+zqWX3gUGBqpUqVLKzMx0Vx4AMCIqPEgVoiPsOW7ALINpAACAaS6/R+nFF1/UwIEDdejQIXfkAQBj5vVt7DRv/+u4oSQAAMA0l9+jNHHiRG3dulUlSpRQqVKlVLBgQafH16xZk2fhACC/zezVQB0nLZMk3f5qknaMbW84EQAAMMHlotSpUyc5HA53ZAEA46qXLOw0PzJ1pd7rXttMGAAAYIzLRSkhIcENMQDAc6SMaaf4gbMlSQt/P6BTGZkKDSpgOBUAAMhPLr9HqXTp0jp48GCO7UeOHFHp0qXzJBQAmORwOJTQobI9Vxw812AaAABggstFaceOHRe96l16err++OOPPAkFAKZ1bxDvNH+4YqehJAAAwIRcv/Ru5syZ9nrevHmKioqy58zMTC1YsEDx8fEX+1AA8Eq/DW+tykPmSZJe/HqDutW9ifdoAgDgJ3JdlDp37izp7EtSHnroIafHgoKCFBcXp1dffTVPwwGASeHBgWpU7jot3fK3JCl+4GyuggcAgJ/I9UvvsrKylJWVpZtuukkHDhyw56ysLKWnp2vTpk2644473JkVAPLdB4/WdZo37DlqKAkAAMhPLr9HKSUlRdddd507sgCAR/q+XxN7fcd/fjCYBAAA5JdcF6WffvpJc+bMcdr2/vvvKz4+XjfccIN69Oih9PT0PA8IAKaVvaGQ09yBsgQAgM/LdVFKSEjQunXr7Hn9+vV69NFH1aJFCw0YMEDffvutxowZ45aQAGDahe9NWr/nqFJPZRhMAwAA3C3XRSk5OVnNmze3508++UR169bV22+/rX79+mnixIn67LPP3BISADzBa11r2OvqCYkGkwAAAHfLdVE6fPiwoqOj7TkpKUlt2rSx59q1a2v37t15mw4APMidNUs6zZMWbjGUBAAAuFuui1J0dLRSUlIkSadPn9aaNWtUr149+/Fjx44pKCgo7xMCgAfZPLKtvX4lcbOysiyDaQAAgLvkuii1adNGAwYM0NKlSzVw4ECFh4erUaNG9uPr1q1TmTJl3BISADxFcGCAOt9cwp5LvzDbYBoAAOAuuS5KI0eOVIECBdSkSRO9/fbbevvttxUcHGw//t5776lVq1ZuCQkAnmTCvTWd5p+2HzSUBAAAuEtgbne8/vrrtXTpUh09elSFChVSgQIFnB7//PPPVahQoUt8NAD4lh+eb6aGLy2SJHX97wqnq+IBAADv5/INZ6OionKUJEkqWrSo0xkmAPBlJYuEO811Rn1vKAkAAHAHl4sSAOCsC88iHTiWrr+Pc9NtAAB8BUUJAK7Buw/Vste1RnJWCQAAX0FRAoBr0LxStNM8/NvfDCUBAAB5iaIEANdo2+h29vq9ZSnK5N5KAAB4PYoSAFyjAgEOPdYw3p7LcG8lAAC8HkUJAPLAi3dUdpq//+1PQ0kAAEBeoCgBQB5Z/WILe/3Y+6sMJgEAANeKogQAeaRYoRAVjwq157gBswymAQAA14KiBAB56MeBzZ3mPw6nGUoCAACuBUUJAPLYZ4/Xs9cNX1pkMAkAALhaFCUAyGN14os6zU9/8ouhJAAA4GpRlADADbZfcG+lb5L36vSZLINpAACAqyhKAOAGAQEO9W9TwZ7LvzjHYBoAAOAqihIAuEnPpmWd5hlr/jCUBAAAuIqiBAButD6hlb3u99lag0kAAIArKEoA4EYRoUGqUTLKnrm3EgAA3oGiBABu9k2vhk7z1gPHDCUBAAC5RVECgHwwq/f5stRi/BKDSQAAQG5QlAAgH1QpEeU0d3tnhaEkAAAgNyhKAJBPUsacv7fSsq0HlXb6jME0AADgcihKAJBPHA6HRt9ZzZ4rD5lnMA0AALgcihIA5KP7697kNE9ZlmIoCQAAuByKEgDks99HtLHXw779TZZlGUwDAAAuhqIEAPksNKiAWlSKtuf4gbMNpgEAABdDUQIAA955qJbTnLz7iJkgAADgoihKAGDIomeb2uvObywzFwQAAORAUQIAQ+KvK+g0txifZCgJAADIjqIEAAbtGNveXm89cFxH0zIMpgEAAOdQlADAsDfuv8Ve1xieaDAJAAA4h6IEAIa1r17caR6fuMlQEgAAcA5FCQA8wJZRbe31xIVblZXFvZUAADCJogQAHiCoQIDuqxNrz6Vf4N5KAACYRFECAA8xpkt1p3nZ1r8NJQEAABQlAPAgKwY2t9fd3vnJYBIAAPwbRQkAPEhMVKjCggrYc7Wh8wymAQDAf1GUAMDDbBzRxl4fSz+jA6mnDKYBAMA/UZQAwAN98Ggde11n9AKDSQAA8E8UJQDwQI3KXe80v/DVekNJAADwTxQlAPBQ20e3s9fTf9qlM5lZBtMAAOBfKEoA4KECAhx6slkZey47aI7BNAAA+BeKEgB4sOdaV3Sa56zfZygJAAD+haIEAB7ul8Et7fW/P1pjMAkAAP6DogQAHq5IwWCVvq6gPccNmGUwDQAA/oGiBABeYOGzTZ3mnQdPmAkCAICfoCgBgJeY0bO+vW7y8mJzQQAA8AMUJQDwErfcVMRp7jk92UwQAAD8AEUJALxIypjz91aav/GAMri1EgAAbkFRAgAv4nA49GL7Svb87E+BBtMAAOC7KEoA4GUea1Taaf5s1R+GkgAA4LsoSgDghX4d1tpeD/rmN1mWZTANAAC+h6IEAF6oYEigasedv7hD/MDZBtMAAOB7KEoA4KWmP1rbad64L9VQEgAAfA9FCQC82IAaZ+x129eXGkwCAIBvoSgBgBcrHu483/nmMjNBAADwMRQlAPBym4e3tNe/7DqiY6cyDKYBAMA3UJQAwMs5HA69fHd1e66WkGgwDQAAvoGiBAA+4B+1Yp3myYu3GUoCAIBvoCgBgI/YNLKNvX5p7u/cWwkAgGtAUQIAHxESWEB3VC9uz9xbCQCAq2e0KC1ZskQdOnRQiRIl5HA49PXXXzs9blmWEhISVKJECYWFhalp06b69ddfzYQFAC8w6f5bnOZVOw4ZSgIAgHczWpROnDihGjVqaNKkSRd9fNy4cRo/frwmTZqklStXKiYmRi1bttSxY8fyOSkAeI+l/ZvZ67vf+tFgEgAAvJfRotS2bVuNHDlSXbp0yfGYZVmaMGGCBg0apC5duqhq1aqaNm2a0tLSNH36dANpAcA7xBZ1vrlSg7ELDSUBAMB7BZoOcCkpKSnav3+/WrVqZW8LCQlRkyZNtHz5cj3++OMX/bj09HSlp6fbc2pqqiQpIyNDGRlXvrfIuX1ysy+QWxxXcIfLHVdbRrRSucFnLxO+58hJ7T9yQsUKBudrPngv/s2CO3BcwR1cPa5cOf48tijt379fkhQdHe20PTo6Wjt37rzkx40ZM0bDhg3LsT0xMVHh4eEX+YiLmz9/fq73BXKL4wrucKnj6rEKDr2zqYAk6baxi/V6vTP5GQs+gH+z4A4cV3CH3B5XaWlpuX5Ojy1K5zgcDqfZsqwc2y40cOBA9evXz55TU1MVGxurVq1aKTIy8oqfLyMjQ/Pnz1fLli0VFBR09cGBC3BcwR2udFy1k/TO4PM3n10XUEYD2lTIx4TwVvybBXfguII7uHpcnXu1WW54bFGKiYmRdPbMUvHi5y93e+DAgRxnmS4UEhKikJCQHNuDgoJc+kvp6v5AbnBcwR0ud1xtHdVWZQfNkSS9u2ynXmhfRQUCLv3DJuBC/JsFd+C4gjvk9rhy5djz2PsoxcfHKyYmxuk02unTp5WUlKT69esbTAYA3iOwQIC614+z5zIvcG8lAAByw2hROn78uJKTk5WcnCzp7AUckpOTtWvXLjkcDvXp00ejR4/WV199pQ0bNqh79+4KDw/X/fffbzI2AHiVhI5VnOZFvx8wlAQAAO9htCitWrVKNWvWVM2aNSVJ/fr1U82aNTVkyBBJUv/+/dWnTx/17NlTtWrV0p49e5SYmKiIiAiTsQHA66wc1MJePzx1pcEkAAB4B6PvUWratKksy7rk4w6HQwkJCUpISMi/UADgg66PCFGxgsE6eOK0JKn0wFnaPqa94VQAAHguj32PEgAgb60e3NJeZ1nS3iMnDaYBAMCzUZQAwI98/K/b7HX9sQsNJgEAwLNRlADAj9QrU8xpfuaztYaSAADg2ShKAOBnto9uZ6+/XPOHTp/JMpgGAADPRFECAD8TEODQMy3L23P5F+cYTAMAgGeiKAGAH3qqeTmn+ZvkPYaSAADgmShKAOCn1iW0stdPf5JsLggAAB6IogQAfioyNEhVSkTac9yAWQbTAADgWShKAODHZvVu5DRv++u4oSQAAHgWihIA+Lnvnmpor5u/mmQwCQAAnoOiBAB+ruqNUU7zg+/9bCgJAACeg6IEAFDKmPP3Vlqy+S+dPJ1pMA0AAOZRlAAAcjgcGtG5qj1XGjLXYBoAAMyjKAEAJEkP3FbKaX7/xx1mggAA4AEoSgAA28bhbez1kG9+lWVZBtMAAGAORQkAYAsLLqBmFa635/iBsw2mAQDAHIoSAMDJlIfrOM3r/zhqKAkAAOZQlAAAOSx8pom97jDpB4NJAAAwg6IEAMih9PWFnOY2E5YYSgIAgBkUJQDARe0Y295e/77/mI6ezDCYBgCA/EVRAgBc0sT7atrrGsMSDSYBACB/UZQAAJfUsUYJp/n177cYSgIAQP6iKAEALmvLqLb2+rXvNysri3srAQB8H0UJAHBZQQUC9I9bS9pz6Re4txIAwPdRlAAAV/TyP2o4zT9uO2goCQAA+YOiBADIlR8H3m6v73t7hcEkAAC4H0UJAJArxaPCFFTAYc+3jJhvMA0AAO5FUQIA5NqWUe3s9aETp3Xg2CmDaQAAcB+KEgDAJVMfrm2v64xaYDAJAADuQ1ECALikaYUbnOah32wwlAQAAPehKAEAXLZt9PmX4E37cafOZGYZTAMAQN6jKAEAXFYgwKHHm5S257KD5hhMAwBA3qMoAQCuysC2lZzmxF/3G0oCAEDeoygBAK7amsEt7XWPD1YbTAIAQN6iKAEArlrRgsEqWSTMnuMGzDKYBgCAvENRAgBckx+ev91p3n0ozVASAADyDkUJAHDNvvx3PXvdaNwig0kAAMgbFCUAwDW7tVRRp/nJ6WsMJQEAIG9QlAAAeSJlzPl7K81at0/pZzINpgEA4NpQlAAAecLhcGhg24r2XOHFuQbTAABwbShKAIA883iTMk7z56t2G0oCAMC1oSgBAPLUhmGt7fVzX6yTZVkG0wAAcHUoSgCAPFUoJFC3lipiz/EDZxtMAwDA1aEoAQDy3Jf/ru80b/7zmKEkAABcHYoSAMAt5vZpZK9bvbbEYBIAAFxHUQIAuEXFmEin+Z7/+9FQEgAAXEdRAgC4zYX3Vvo55ZBOpJ8xmAYAgNyjKAEA3MbhcGjcXdXtucrQeQbTAACQexQlAIBb3VM71ml+Z+l2Q0kAAMg9ihIAwO1+H9HGXo+ctZF7KwEAPB5FCQDgdqFBBdS2aow9c28lAICnoygBAPLF5H/e6jSv3nnYUBIAAK6MogQAyDdLnmtmr++avNxgEgAALo+iBADINzcVC3eam7y8yFASAAAuj6IEAMhXO8a2t9c7D6bp8InTBtMAAHBxFCUAQL5765+32OuaI+YbTAIAwMVRlAAA+a5N1eJO80tzfzeUBACAi6MoAQCM2Dqqrb2evHibsrK4txIAwHNQlAAARgQWCNA/b7vJnku/wL2VAACeg6IEADBmZOdqTvOSzX8ZSgIAgDOKEgDAqJ9faG6vH3zvZ4NJAAA4j6IEADDqhshQRYQG2nOFF+cYTAMAwFkUJQCAcesTWtvr9DNZ2n/0lME0AABQlAAAHuKjx+ra69vGLDCYBAAAihIAwEM0KHud0/z8F+sMJQEAgKIEAPAg20e3s9efrtqtjMwsg2kAAP6MogQA8BgBAQ71bl7OnssN4sIOAAAzKEoAAI/Sr2V5p/m7dXsNJQEA+DOKEgDA46wd0spe95r+i8EkAAB/RVECAHicqPAglbuhkD3HDZhlMA0AwB9RlAAAHml+vyZOc8rfJwwlAQD4I4oSAMBjffNkA3vd7JXF5oIAAPwORQkA4LFqxBZ2mh+dutJMEACA36EoAQA8WsqY8/dWWvD7AZ3KyDSYBgDgLyhKAACP5nA4lNChsj1XHDzXYBoAgL+gKAEAPF73BvFO84crdhpKAgDwFxQlAIBX2Di8jb1+8esNsizLYBoAgK+jKAEAvEJYcAE1KnedPccPnG0wDQDA11GUAABe44NH6zrNG/YcNZQEAODrKEoAAK/y/QU3or3jPz8YTAIA8GUUJQCAVyl7QyGnuQNlCQDgBhQlAIDX2TG2vb1ev+eoUk9lGEwDAPBFFCUAgFea0PVme109IdFcEACAT6IoAQC8UueaNzrN/1mwxVASAIAvoigBALzW5pFt7fWr8zdzbyUAQJ6hKAEAvFZwYIDuvrWkPXNvJQBAXqEoAQC82iv/qOE0L9/6t6EkAABfQlECAHi9FQOb2+v73/nJYBIAgK+gKAEAvF5MVKjCggrYc7WEeQbTAAB8AUUJAOATNo5oY6+PnTqjA6mnDKYBAHg7ihIAwGd88Ggde11n9AKDSQAA3i7QdAAAAPJKo3LXO80DZ6zTmC7VDaUBAO9iWZZOnM7U0ZMZOpJ2WkdPZuhoWoaOnMxQ6smz/z2SlqHUU2e3Hz2ZYe+beurMZZ/7214NVa1kVD79TvIGRQkA4FNSxrSzLxP+8c+7NaJTVQUW4AUUAK5OVpaltIxMHUk7fbYk/K8wnC8JZ/97dvtpp+3HrlAe/EmHST9ox9j2pmO4hKIEAPApDodDTzcvp9cXbJEklR00x+v+5wx4MsuydCbL0smMTPuswpELzi6c/+VcGo6mndbBYwX09I+Jpn8LMOCuW0peeScPQ1ECAPicvi3L20VJkr5du1cdapQwmAi+LivLUkZWlk5lZDm/JOmCsuD8UqX/nYX430uYjqX7y5kHh+kAfis0KECFw4IVFRakqPAgFQ4LUmTY2f8WDj+7jgoLUuHwYEWGBqpweLAKhwWpUGiggvz0rDxFCQDgk9YltFL1hLM/uX7q418oSvns3FmHM5mWTp/JsktD6skzOnLytPMZiLQMp8fPvefhxOlM078N+LiwoAIqHH62IETZReGC+X9lwalQhPp3efAnFCUAgE+KDA1SlRKR+nVvqiQpbsAs4y/BO3fW4UympYzMLJ04ffZ9D2fLwfnycOH7H1x9w3TeCeQlUn6qYHCBs2cVwoIUFRZon4WIDDt7luFipSIyNEgFQwIVHHjp8pCRkaHZs2erXbt2CgoKysffEXB1KEoAAJ81q3cjxQ2YZc8XrgFXFAoJ/F9ZcD6zUDj87MuYzq0LhwWfLRRhwYoIDVRYcAGFBAbI4eAlZ4C3oSgBAHxaYt/GavXaEtMxfNK5Mw/22Yb/nXk4Vx6iwoLOvyfif/sUCglUwZBAygMAj0dRAgD4tPLREYoMDcy3l6xd+IbpyLBARYUFO519yP5+iIjQIBUKCVR4SAGFBxXwiEuZ8xIpAKAoAQD8wLqE1jqTmeURJQQA4B34PwYAwC9QkgAAruD/GgAAAACQDUUJAAAAALKhKAEAAABANhQlAAAAAMiGogQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBsKEoAAAAAkA1FCQAAAACy8Yqi9Oabbyo+Pl6hoaG69dZbtXTpUtORAAAAAPgwjy9Kn376qfr06aNBgwbpl19+UaNGjdS2bVvt2rXLdDQAAAAAPsrji9L48eP16KOP6rHHHlOlSpU0YcIExcbGavLkyaajAQAAAPBRgaYDXM7p06e1evVqDRgwwGl7q1attHz58ot+THp6utLT0+05NTVVkpSRkaGMjIwrfs5z++RmXyC3OK7gDhxXcBeOLbgDxxXcwdXjypXjz6OL0t9//63MzExFR0c7bY+Ojtb+/fsv+jFjxozRsGHDcmxPTExUeHh4rj/3/PnzXQsL5ALHFdyB4wruwrEFd+C4gjvk9rhKS0vL9XN6dFE6x+FwOM2WZeXYds7AgQPVr18/e05NTVVsbKxatWqlyMjIK36ujIwMzZ8/Xy1btlRQUNC1BQf+h+MK7sBxBXfh2II7cFzBHVw9rs692iw3PLooXXfddSpQoECOs0cHDhzIcZbpnJCQEIWEhOTYHhQU5NJfSlf3B3KD4wruwHEFd+HYgjtwXMEdcntcuXLsefTFHIKDg3XrrbfmOJU2f/581a9f31AqAAAAAL7Oo88oSVK/fv30wAMPqFatWqpXr57++9//ateuXXriiSdMRwMAAADgozy+KHXt2lUHDx7U8OHDtW/fPlWtWlWzZ89WqVKlTEcDAAAA4KM8vihJUs+ePdWzZ0/TMQAAAAD4CY9+jxIAAAAAmEBRAgAAAIBsKEoAAAAAkI1XvEfpWliWJSn3N5fKyMhQWlqaUlNTucY/8gzHFdyB4wruwrEFd+C4gju4elyd6wTnOsLl+HxROnbsmCQpNjbWcBIAAAAAnuDYsWOKioq67D4OKzd1yotlZWVp7969ioiIkMPhuOL+qampio2N1e7duxUZGZkPCeEPOK7gDhxXcBeOLbgDxxXcwdXjyrIsHTt2TCVKlFBAwOXfheTzZ5QCAgJUsmRJlz8uMjKSv8TIcxxXcAeOK7gLxxbcgeMK7uDKcXWlM0nncDEHAAAAAMiGogQAAAAA2VCUsgkJCdHQoUMVEhJiOgp8CMcV3IHjCu7CsQV34LiCO7jzuPL5izkAAAAAgKs4owQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBs/LYoLVmyRB06dFCJEiXkcDj09ddfOz1uWZYSEhJUokQJhYWFqWnTpvr111/NhIXXuNxxlZGRoeeff17VqlVTwYIFVaJECT344IPau3evucDwClf69+pCjz/+uBwOhyZMmJBv+eCdcnNcbdy4UR07dlRUVJQiIiJ02223adeuXfkfFl7lSsfW8ePH1atXL5UsWVJhYWGqVKmSJk+ebCYsvMKYMWNUu3ZtRURE6IYbblDnzp21adMmp33c8b273xalEydOqEaNGpo0adJFHx83bpzGjx+vSZMmaeXKlYqJiVHLli117NixfE4Kb3K54yotLU1r1qzR4MGDtWbNGs2YMUObN29Wx44dDSSFN7nSv1fnfP311/rpp59UokSJfEoGb3al42rbtm1q2LChKlasqMWLF2vt2rUaPHiwQkND8zkpvM2Vjq2+fftq7ty5+vDDD7Vx40b17dtXTz31lL755pt8TgpvkZSUpCeffFIrVqzQ/PnzdebMGbVq1UonTpyw93HL9+4WLEnWV199Zc9ZWVlWTEyMNXbsWHvbqVOnrKioKOutt94ykBDeKPtxdTE///yzJcnauXNn/oSC17vUcfXHH39YN954o7VhwwarVKlS1muvvZbv2eC9LnZcde3a1frnP/9pJhB8xsWOrSpVqljDhw932nbLLbdYL774Yj4mgzc7cOCAJclKSkqyLMt937v77Rmly0lJSdH+/fvVqlUre1tISIiaNGmi5cuXG0wGX3P06FE5HA4VLlzYdBR4saysLD3wwAN67rnnVKVKFdNx4AOysrI0a9YslS9fXq1bt9YNN9ygunXrXvZln0BuNWzYUDNnztSePXtkWZYWLVqkzZs3q3Xr1qajwUscPXpUklS0aFFJ7vvenaJ0Efv375ckRUdHO22Pjo62HwOu1alTpzRgwADdf//9ioyMNB0HXuyll15SYGCgevfubToKfMSBAwd0/PhxjR07Vm3atFFiYqLuvPNOdenSRUlJSabjwctNnDhRlStXVsmSJRUcHKw2bdrozTffVMOGDU1HgxewLEv9+vVTw4YNVbVqVUnu+9498Opj+j6Hw+E0W5aVYxtwNTIyMnTvvfcqKytLb775puk48GKrV6/W66+/rjVr1vDvE/JMVlaWJKlTp07q27evJOnmm2/W8uXL9dZbb6lJkyYm48HLTZw4UStWrNDMmTNVqlQpLVmyRD179lTx4sXVokUL0/Hg4Xr16qV169bphx9+yPFYXn/vzhmli4iJiZGkHA30wIEDOZoq4KqMjAzdc889SklJ0fz58zmbhGuydOlSHThwQDfddJMCAwMVGBionTt36plnnlFcXJzpePBS1113nQIDA1W5cmWn7ZUqVeKqd7gmJ0+e1AsvvKDx48erQ4cOql69unr16qWuXbvqlVdeMR0PHu6pp57SzJkztWjRIpUsWdLe7q7v3SlKFxEfH6+YmBjNnz/f3nb69GklJSWpfv36BpPB250rSVu2bNH333+vYsWKmY4EL/fAAw9o3bp1Sk5Otn+VKFFCzz33nObNm2c6HrxUcHCwateunePyu5s3b1apUqUMpYIvyMjIUEZGhgICnL8FLVCggH0mE8jOsiz16tVLM2bM0MKFCxUfH+/0uLu+d/fbl94dP35cW7duteeUlBQlJyeraNGiuummm9SnTx+NHj1a5cqVU7ly5TR69GiFh4fr/vvvN5ganu5yx1WJEiV09913a82aNfruu++UmZlp/+SjaNGiCg4ONhUbHu5K/15lL9xBQUGKiYlRhQoV8jsqvMiVjqvnnntOXbt2VePGjdWsWTPNnTtX3377rRYvXmwuNLzClY6tJk2a6LnnnlNYWJhKlSqlpKQkvf/++xo/frzB1PBkTz75pKZPn65vvvlGERER9vdPUVFRCgsLk8PhcM/37tdyaT5vtmjRIktSjl8PPfSQZVlnLzM4dOhQKyYmxgoJCbEaN25srV+/3mxoeLzLHVcpKSkXfUyStWjRItPR4cGu9O9VdlweHLmRm+Pq3XfftcqWLWuFhoZaNWrUsL7++mtzgeE1rnRs7du3z+revbtVokQJKzQ01KpQoYL16quvWllZWWaDw2Nd6vunKVOm2Pu443t3x/8+OQAAAADgf3iPEgAAAABkQ1ECAAAAgGwoSgAAAACQDUUJAAAAALKhKAEAAABANhQlAAAAAMiGogQAAAAA2VCUAMCLOBwOff3116ZjGNe0aVP16dPHdAyfkJCQoJtvvtl0DEnS1KlT5XA45HA4XP7zXbx4sf2xnTt3dks+AP6FogTArx04cECPP/64brrpJoWEhCgmJkatW7fWjz/+aDraRe3bt09t27Y1HQPX4Nw39EeOHDEdRZL07LPPasGCBbnaNz9KVWRkpPbt26cRI0ZIkqpVq6bHHnvsovt+/PHHCgoK0p9//qn69etr3759uueee9yaD4D/oCgB8Gt33XWX1q5dq2nTpmnz5s2aOXOmmjZtqkOHDpmOdlExMTEKCQkxHcMtTp8+bTqCR8mvr0ehQoVUrFixfPlc52RkZFzyMYfDoZiYGEVEREiSHn30UX322WdKS0vLse97772nO+64Q9HR0QoODlZMTIzCwsLclhuAf6EoAfBbR44c0Q8//KCXXnpJzZo1U6lSpVSnTh0NHDhQ7du3t/dzOByaPHmy2rZtq7CwMMXHx+vzzz93eq7nn39e5cuXV3h4uEqXLq3Bgwc7fTN47ifxH3zwgeLi4hQVFaV7771Xx44ds/dp2rSpevfurf79+6to0aKKiYlRQkKC0+e58KV3O3bskMPh0IwZM9SsWTOFh4erRo0aOc6Gvf3224qNjVV4eLjuvPNOjR8/XoULF77s12b9+vW6/fbbFRYWpmLFiqlHjx46fvy4JGnevHkKDQ3NcUakd+/eatKkiT0vX75cjRs3VlhYmGJjY9W7d2+dOHHCfjwuLk4jR45U9+7dFRUVpX/9618XzXLixAk9+OCDKlSokIoXL65XX301xz6nT59W//79deONN6pgwYKqW7euFi9efNnfo8Ph0DvvvKM777xT4eHhKleunGbOnGk/fu7Mz6xZs1SjRg2Fhoaqbt26Wr9+vb3P1KlTVbhwYc2bN0+VKlVSoUKF1KZNG+3bt++in3PHjh1q1qyZJKlIkSJyOBzq3r27pLN//r169VK/fv103XXXqWXLlpKk8ePHq1q1aipYsKBiY2PVs2dP+88itxkWL16sOnXqqGDBgipcuLAaNGignTt3Ssp5luhS+06dOlXDhg3T2rVr7Ze4TZ06VZK0a9cuderUSYUKFVJkZKTuuece/fnnn/Zznvsc7733nkqXLq2QkBBZlnXZP59zHnjgAaWnp+f4O7dr1y4tXLhQjz76aK6eBwBcRVEC4LcKFSqkQoUK6euvv1Z6evpl9x08eLB99umf//yn7rvvPm3cuNF+PCIiQlOnTtVvv/2m119/XW+//bZee+01p+fYtm2bvv76a3333Xf67rvvlJSUpLFjxzrtM23aNBUsWFA//fSTxo0bp+HDh2v+/PmXzTZo0CA9++yzSk5OVvny5XXffffpzJkzkqRly5bpiSee0NNPP63k5GS1bNlSo0aNuuzzpaWlqU2bNipSpIhWrlypzz//XN9//7169eolSWrRooUKFy6sL7/80v6YzMxMffbZZ+rWrZuks0WrdevW6tKli9atW6dPP/1UP/zwg/0c57z88suqWrWqVq9ercGDB180z3PPPadFixbpq6++UmJiohYvXqzVq1c77fPwww9r2bJl+uSTT7Ru3Tr94x//UJs2bbRly5bL/l6HDRume+65R+vWrVO7du3UrVu3HGcTn3vuOb3yyitauXKlbrjhBnXs2NGpBKelpemVV17RBx98oCVLlmjXrl169tlnL/r5YmNj7a/bpk2btG/fPr3++uv249OmTVNgYKCWLVum//u//5MkBQQEaOLEidqwYYOmTZumhQsXqn///k7Pe7kMZ86cUefOndWkSROtW7dOP/74o3r06CGHw5Ej3+X27dq1q5555hlVqVJF+/bt0759+9S1a1dZlqXOnTvr0KFDSkpK0vz587Vt2zZ17drV6bm3bt2qzz77TF9++aWSk5Mv++dyoWLFiqlTp06aMmWK0/YpU6YoOjqal6ICcB8LAPzYF198YRUpUsQKDQ216tevbw0cONBau3at0z6SrCeeeMJpW926da1///vfl3zecePGWbfeeqs9Dx061AoPD7dSU1Ptbc8995xVt25de27SpInVsGFDp+epXbu29fzzzztl+eqrryzLsqyUlBRLkvXOO+/Yj//666+WJGvjxo2WZVlW165drfbt2zs9Z7du3ayoqKhLZv/vf/9rFSlSxDp+/Li9bdasWVZAQIC1f/9+y7Isq3fv3tbtt99uPz5v3jwrODjYOnTokGVZlvXAAw9YPXr0cHrepUuXWgEBAdbJkycty7KsUqVKWZ07d75kDsuyrGPHjlnBwcHWJ598Ym87ePCgFRYWZj399NOWZVnW1q1bLYfDYe3Zs8fpY5s3b24NHDjwks8tyXrxxRft+fjx45bD4bDmzJljWZZlLVq0yJJ00c/96aefWpZlWVOmTLEkWVu3brX3eeONN6zo6OhLft5zz3v48GGn7U2aNLFuvvnmS37cOZ999plVrFgxe75ShoMHD1qSrMWLF1/0+YYOHWrVqFHD5X3PSUxMtAoUKGDt2rXL3nbuOPz555/tjwsKCrIOHDhw2d/blClTLnpszpkzx3I4HNa2bdssy7KsrKwsKy4u7qJ/vg899JDVqVOny34eAMgNzigB8Gt33XWX9u7dq5kzZ6p169ZavHixbrnlFvslRefUq1cvx3zhGaUvvvhCDRs2VExMjAoVKqTBgwdr165dTh8TFxdnv+9CkooXL64DBw447VO9enWn+WL7ZHfhxxQvXlyS7I/ZtGmT6tSp47R/9jm7jRs3qkaNGipYsKC9rUGDBsrKytKmTZskSd26ddPixYu1d+9eSdJHH32kdu3aqUiRIpKk1atXa+rUqfZZu0KFCql169bKyspSSkqK/by1atW6bJZt27bp9OnTTl//okWLqkKFCva8Zs0aWZal8uXLO32+pKQkbdu27bLPf+HXrmDBgoqIiMjx9b7Y577wzz48PFxlypSx59z8mV3Kxb4eixYtUsuWLXXjjTcqIiJCDz74oA4ePOj0MsbLZShatKi6d++u1q1bq0OHDnr99dcv+dJAV/Y9Z+PGjYqNjVVsbKy9rXLlyipcuLDT16lUqVK6/vrrc/eFyKZVq1YqWbKkfVZp4cKF2rFjhx5++OGrej4AyA2KEgC/FxoaqpYtW2rIkCFavny5unfvrqFDh17x4869dGnFihW699571bZtW3333Xf65ZdfNGjQoBxvxg8KCsrx8VlZWS7vk92FH3Mu07mPsSwrx0usrCu8N+RiH5P9+evUqaMyZcrok08+0cmTJ/XVV1/pn//8p71fVlaWHn/8cSUnJ9u/1q5dqy1btjh9Q39hGbtUlivJyspSgQIFtHr1aqfPt3HjRqeXtV3M1Xy9z+13uefITe6Lyf712Llzp9q1a6eqVavqyy+/1OrVq/XGG29Icr4gwpUyTJkyRT/++KPq16+vTz/9VOXLl9eKFSsumsGVfaVLHy/Zt1/pz/pyAgIC1L17d02bNk1ZWVmaMmWKGjdurHLlyl31cwLAlVCUACCbypUrO/20XlKObxRXrFihihUrSjr7PqBSpUpp0KBBqlWrlsqVK2e/Ud60ihUr6ueff3batmrVqst+TOXKlZWcnOz0NVi2bJkCAgJUvnx5e9v999+vjz76SN9++60CAgKcLoBxyy236Ndff1XZsmVz/AoODs51/rJlyyooKMjp63/48GFt3rzZnmvWrKnMzEwdOHAgx+eKiYnJ9ee6lIt97nN/9lfj3O8/MzPzivuuWrVKZ86c0auvvqrbbrtN5cuXt8/iuapmzZoaOHCgli9frqpVq2r69Oku7xscHJwjd+XKlbVr1y7t3r3b3vbbb7/p6NGjqlSp0lVlvZiHH35Yf/zxh2bMmKEZM2ZwEQcAbkdRAuC3Dh48qNtvv10ffvih1q1bp5SUFH3++ecaN26cOnXq5LTv559/rvfee0+bN2/W0KFD9fPPP9sXJihbtqx27dqlTz75RNu2bdPEiRP11Vdfmfgt5fDUU09p9uzZGj9+vLZs2aL/+7//05w5cy55xkg6+7K60NBQPfTQQ9qwYYMWLVqkp556Sg888ICio6Od9luzZo1GjRqlu+++W6GhofZjzz//vH788Uc9+eSTSk5O1pYtWzRz5kw99dRTLuUvVKiQHn30UT333HNasGCBNmzYoO7duysg4Pz/vsqXL69u3brpwQcf1IwZM5SSkqKVK1fqpZde0uzZs136fBczfPhwp8993XXXXdMNTUuVKiWHw6HvvvtOf/31l9MV7LIrU6aMzpw5o//85z/avn27PvjgA7311lsufb6UlBQNHDhQP/74o3bu3KnExERt3rz5oiXmSvvGxcUpJSVFycnJ+vvvv5Wenq4WLVqoevXq9vHw888/68EHH1STJk2u+NJKV8THx+v2229Xjx49FBQUpLvvvjvPnhsALoaiBMBvFSpUSHXr1tVrr72mxo0bq2rVqho8eLD+9a9/adKkSU77Dhs2TJ988omqV6+uadOm6aOPPlLlypUlSZ06dVLfvn3Vq1cv3XzzzVq+fPklr+CW3xo0aKC33npL48ePV40aNTR37lz17dvXqdRkFx4ernnz5unQoUOqXbu27r77bjVv3jzH16RcuXKqXbu21q1bZ1/t7pzq1asrKSlJW7ZsUaNGjVSzZk0NHjzYfg+VK15++WU1btxYHTt2VIsWLdSwYUPdeuutTvtMmTJFDz74oJ555hlVqFBBHTt21E8//eT0vpmrNXbsWD399NO69dZbtW/fPs2cOdOls2LZ3XjjjRo2bJgGDBig6OjoHFcCvNDNN9+s8ePH66WXXlLVqlX10UcfacyYMS59vvDwcP3++++66667VL58efXo0UO9evXS448/7vK+d911l9q0aaNmzZrp+uuv18cff2xfsr5IkSJq3LixWrRoodKlS+vTTz917QuTC48++qgOHz6se++9V+Hh4Xn+/ABwIYd1tS+kBgA/4XA49NVXX13TWQRP8q9//Uu///67li5dajqKR1u8eLGaNWumw4cPX/G+U8gbU6dOVZ8+fXLco8sV3bt315EjR+z7jQHA1eKMEgD4uFdeeUVr167V1q1b9Z///EfTpk3TQw89ZDoWcFFHjx5VoUKF9Pzzz7v0cUuXLlWhQoX00UcfuSkZAH8TaDoAAMC9fv75Z40bN07Hjh1T6dKlNXHiRD322GOmYwE53HXXXWrYsKEkuXwWr1atWvaNbAsVKpTHyQD4I156BwAAAADZ8NI7AAAAAMiGogQAAAAA2VCUAAAAACAbihIAAAAAZENRAgAAAIBsKEoAAAAAkA1FCQAAAACyoSgBAAAAQDYUJQAAAADI5v8BUIuGOiD/XroAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 1000x800 with 1 Axes>"
+      ]
+     },
+     "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": "raw",
+   "metadata": {
+    "editable": true,
+    "raw_mimetype": "",
+    "slideshow": {
+     "slide_type": "skip"
+    },
+    "tags": [
+     "remove_cell4reveal"
+    ]
+   },
+   "source": [
+    "```{literalinclude} ./simul/classB4.sp\n",
+    ":language: spice\n",
+    ":name: listing3\n",
+    ":caption: SPICE code met OPAMP feedback\n",
+    "```"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "KULeuvenSlides": {
+     "slide_title": "SPICE code"
+    },
+    "editable": true,
+    "execution": {
+     "iopub.execute_input": "2024-01-05T11:06:24.045007Z",
+     "iopub.status.busy": "2024-01-05T11:06:24.044383Z",
+     "iopub.status.idle": "2024-01-05T11:06:24.054961Z",
+     "shell.execute_reply": "2024-01-05T11:06:24.054022Z",
+     "shell.execute_reply.started": "2024-01-05T11:06:24.044985Z"
+    },
+    "slideshow": {
+     "slide_type": "slide"
+    },
+    "tags": [
+     "remove-cell4PDF",
+     "remove-cell4BOOK"
     ]
    },
    "outputs": [
@@ -15006,6 +15069,26 @@
     "plt.show()"
    ]
   },
+  {
+   "cell_type": "raw",
+   "metadata": {
+    "editable": true,
+    "raw_mimetype": "",
+    "slideshow": {
+     "slide_type": "skip"
+    },
+    "tags": [
+     "remove_cell4reveal"
+    ]
+   },
+   "source": [
+    "```{literalinclude} ./simul/classB5.sp\n",
+    ":language: spice\n",
+    ":name: listing4\n",
+    ":caption: SPICE code met OPAMP feedback\n",
+    "```"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 41,
@@ -15025,7 +15108,8 @@
      "slide_type": "slide"
     },
     "tags": [
-     "remove-cell4PDF"
+     "remove-cell4PDF",
+     "remove-cell4BOOK"
     ]
    },
    "outputs": [
@@ -21789,15 +21873,29 @@
    "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",
+    "De power transistors in een klasse B versterker 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",
+    "### Het [Darlington](https://en.wikipedia.org/wiki/Darlington_transistor) Transistor paar\n",
     "\n",
-    "We kunnen dit oplossen door 2 power transistors achter elkaar te schakelen, zoals in {numref}`Darlington`.\n",
+    "We kunnen meer driver stroom bekomen door 2 power transistors van hetzelfde type 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",
+    "$$ I_C(T_1)= \\beta_1 I_B(T_1)$$\n",
+    "\n",
+    "$$ I_E(T_1)= (\\beta_1 +1) I_B(T_1)$$\n",
+    "\n",
+    "$$ I_C(T_2)= \\beta_2 I_B(T_2) =  \\beta_2 (\\beta_1 +1) I_B(T_1)$$\n",
+    "\n",
+    "$$ I_E(T_2)= (\\beta_2 +1) I_B(T_2) = (\\beta_2 +1)(\\beta_1 +1) I_B(T_1) $$\n",
+    "\n",
+    "$$ I_C(Darlington)= I_C(T_1)+I_C(T_2) = \\beta_1 I_B(T_1)+ \\beta_2 (\\beta_1 +1) I_B(T_1)= (\\beta_1 + \\beta_2 (\\beta_1 +1)) I_B(T_1)$$\n",
+    "\n",
+    "$$ I_E(Darlington)=  I_E(T_2) = (\\beta_2 +1)(\\beta_1 +1) I_B(T_1) $$\n",
+    "\n",
+    "\n",
+    "\n",
+    "$$ \\beta_+ = \\beta_1 \\beta_2 +\\beta_1 +\\beta_2 $$\n",
     "\n"
    ]
   },
@@ -22115,12 +22213,15 @@
     "tags": []
    },
    "source": [
-    "Het schema in {numref}`Darlington` heeft echter 2 problemen:\n",
+    "Het schema in {numref}`Darlington` heeft echter 3 problemen:\n",
     "\n",
     "* thermal runaway\n",
-    "\n",
     "* lage stroomversterking $\\beta_F$ bij heel lage stromen aan de basis\n",
-    "\n"
+    "* De voorinstelspanning moet verdubbelen.\n",
+    "\n",
+    "We kunnen de configuratie van het Darlington paar verbeteren door emitter degeneratie toe te voegen aan de eerste transistor (zie {numref}`Darlington_ed`). \n",
+    "\n",
+    "Op het eerste zicht lijkt het dat het schema in {numref}`Darlington_ed` ook een dubbele voorinstelspanning gaat nodig hebben, maar dat is niet het geval. De voorinstelspanning in enkel belangrijk bij kleine ingangssignalen, dus in de buurt van de nuldoorgang. Bij deze signalen speelt de tweede transistor geen enkele rol, als we de emitterdegeratie doorgevoerd hebben.\n"
    ]
   },
   {
@@ -22567,7 +22668,7 @@
     "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`"
+    "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`"
    ]
   },
   {
@@ -24309,6 +24410,19 @@
     "    EncircleBox([T2,T21,r21],pady=-0.1).linestyle('--').linewidth(0.5).color('green')"
    ]
   },
+  {
+   "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": "code",
    "execution_count": 2,
@@ -27610,19 +27724,6 @@
     "    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": {
@@ -27706,18 +27807,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 41,
    "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"
+     "iopub.execute_input": "2024-01-07T16:12:49.155521Z",
+     "iopub.status.busy": "2024-01-07T16:12:49.155207Z",
+     "iopub.status.idle": "2024-01-07T16:12:49.427931Z",
+     "shell.execute_reply": "2024-01-07T16:12:49.426960Z",
+     "shell.execute_reply.started": "2024-01-07T16:12:49.155499Z"
     },
     "jupyter": {
      "source_hidden": true
@@ -27736,17 +27837,17 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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       "text/plain": [
-       "<schemdraw.backends.mpl.Figure object at 0x7f9d442a7970>"
+       "<schemdraw.backends.mpl.Figure object at 0x7faec022b220>"
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      "metadata": {},
@@ -32836,17 +32677,19 @@
     "    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",
+    "    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=2.5)\n",
+    "    Rv2=Resistor(d='down', xy=Tv.base,label='$R_{v2}$', l=1.5)\n",
     "    indot=Dot()\n",
+    "    Line(d='right', l=1)\n",
+    "    Line(d='down', l=0.5)\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",
+    "    Line(d='up',xy=PullUpIn.start,l=0.5)\n",
     "    Ts = BjtPnp(d='right').anchor('collector')\n",
     "    rs = Resistor(d='up', label='$R_{sed}$',l=1.5)\n",
     "    Dot()\n",
@@ -32860,31 +32703,9 @@
     "    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",
+    "    rI1 = Resistor(d='down',xy=T1.emitter,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",
+    "    rI2 = Resistor(d='down',toy=T2.emitter, label='$R_{I2}$')\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",
@@ -32897,25 +32718,22 @@
     "    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",
+    "    Line(d='down',toy=T2.base)\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,d1b],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,d2b],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([T1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('green')\n",
+    "    EncircleBox([T2],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')"
@@ -32926,38 +32744,36 @@
    "metadata": {
     "editable": true,
     "slideshow": {
-     "slide_type": "skip"
+     "slide_type": ""
     },
     "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."
+    "We merken op dat de overstroombeveiliging moet optreden bij de maximale stroom. In dit geval zal, in het geval van een Darlington paar, ook de tweede transistor actief zijn. Dit heeft dan ook tot gevolg dat we het schema van {numref}`Bfig4` moeten uitbreiden met een extra diode in het geval van een Darlington paar. Dit tonen we in {numref}`Bfig4b`."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 9,
    "metadata": {
     "KULeuvenSlides": {
-     "slide_title": "Stroom meting in de load"
+     "slide_title": "Stroombegrenzing"
     },
     "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"
+     "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 in de load",
-      "name": "BfigILoad"
+      "caption": "Klasse B versterker met overstroombescherming.",
+      "name": "Bfig4"
      }
     },
     "slideshow": {
@@ -32968,17 +32784,17 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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-   "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": ""
-    },
-    "tags": []
-   },
-   "source": [
-    "### Beveiliging tegen overspanning\n",
-    "\n",
-    "Het basisconcept van een beveiliging tegen overspanning is dat de spanning over de transistor gemeten wordt aan de hand van een weerstand.\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "editable": true,
-    "slideshow": {
-     "slide_type": ""
-    },
-    "tags": []
-   },
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "editable": true,
-    "slideshow": {
-     "slide_type": ""
-    },
-    "tags": []
-   },
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {
-    "KULeuvenSlides": {
-     "slide_title": "overspanningsbegrenzing"
-    },
-    "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"
-    },
-    "mystnb": {
-     "figure": {
-      "caption": "Klasse B versterker met overspanningsbescherming.",
-      "name": "Bfig5"
-     }
-    },
-    "slideshow": {
-     "slide_type": "slide"
-    },
-    "tags": []
-   },
-   "outputs": [
-    {
-     "data": {
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+   ],
+   "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": "Stroom meting 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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@@ -41783,13 +41608,11 @@
    "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",
+    "    Line(xy=T1.base,  d='left', l=1.5)\n",
     "    PullUpIn=Dot()\n",
-    "    Rv1=Resistor(d='down', label='$R_{v1}$', l=2.5)\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=2.5)\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",
@@ -41797,79 +41620,64 @@
     "    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='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=2.5)\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=0.5)\n",
-    "    Dot(open=True, label='$v_{out}$')\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",
-    "    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",
+    "    \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')"
+    "    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": ""
+    },
+    "tags": []
+   },
+   "source": [
+    "### Beveiliging tegen overspanning\n",
+    "\n",
+    "Het basisconcept van een beveiliging tegen overspanning is dat de spanning over de transistor gemeten wordt aan de hand van een weerstand.\n"
    ]
   },
   {
@@ -41900,23 +41708,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 25,
    "metadata": {
     "KULeuvenSlides": {
-     "slide_title": "begrenzing spanning, stroom en vermogen"
+     "slide_title": "overspanningsbegrenzing"
     },
     "editable": true,
     "execution": {
-     "iopub.execute_input": "2024-01-06T17:28:19.825160Z",
-     "iopub.status.busy": "2024-01-06T17:28:19.824858Z",
-     "iopub.status.idle": "2024-01-06T17:28:20.197604Z",
-     "shell.execute_reply": "2024-01-06T17:28:20.196451Z",
-     "shell.execute_reply.started": "2024-01-06T17:28:19.825139Z"
+     "iopub.execute_input": "2024-01-07T14:43:39.489056Z",
+     "iopub.status.busy": "2024-01-07T14:43:39.488570Z",
+     "iopub.status.idle": "2024-01-07T14:43:39.778278Z",
+     "shell.execute_reply": "2024-01-07T14:43:39.777521Z",
+     "shell.execute_reply.started": "2024-01-07T14:43:39.489032Z"
+    },
+    "jupyter": {
+     "source_hidden": true
     },
     "mystnb": {
      "figure": {
-      "caption": "Klasse B versterker met bescherming tegen overspanning,overstroom en te groot vermogen.",
-      "name": "Bfig6"
+      "caption": "Klasse B versterker met overspanningsbescherming.",
+      "name": "Bfig5"
      }
     },
     "slideshow": {
@@ -41927,17 +41738,17 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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+      "text/plain": [
+       "<schemdraw.backends.mpl.Figure object at 0x7faec022ab90>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "with schemdraw.Drawing():\n",
+    "    T1 = BjtNpn()\n",
+    "    Line(xy=T1.base,  d='left', l=6.5)\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",
+    "    T11 = BjtNpn(d='right',xy=T1.emitter)\n",
+    "    Dot(xy=T1.emitter)\n",
+    "    r11 = Resistor(d='down',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",
+    "    Line(d='down',xy=pudot.start,l=1.5)\n",
+    "    outdot=Dot()\n",
+    "    Line(d='down',l=1.5)\n",
+    "    pddot = Dot()\n",
+    "    Line( d='up',xy=T11.collector,toy=rs.end)\n",
+    "    Line(d='left',tox=T1.collector)\n",
+    "    Dot()\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",
+    "    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",
+    "    Line(xy=pudot.start, d='left', l=3)\n",
+    "    rv1=Resistor(d='left', l=1.5).label('$R_{v1}$',ofst=[0,-0.2])\n",
+    "    Dot()\n",
+    "    Line(d='up',l=0.5)\n",
+    "    rv2=Resistor(d='up', l=1.5).label('$R_{v2}$',ofst=[0,-1.2])\n",
+    "    Line(d='up',toy=rs.end) \n",
+    "    Dot()\n",
+    "    Line(d='left',xy=rv1.end, l=0.5)\n",
+    "    tv1=BjtNpn(d='left',flip=True)\n",
+    "    Line(d='down',xy=tv1.emitter,toy=outdot.start)\n",
+    "    Idot= Dot()\n",
+    "    Line(d='up',xy=tv1.collector,toy=T1.base) #\n",
+    "    Dot()\n",
+    "    Line(xy=Idot.start,tox=outdot.start, d='right')\n",
+    "    Line(xy=pddot.start, d='left', l=3)\n",
+    "    rv3=Resistor(d='left', l=1.5).label('$R_{v3}$',ofst=[0,-0.2])\n",
+    "    Dot()\n",
+    "    Line(d='down',l=0.5)\n",
+    "    rv4=Resistor(d='down', l=1.5).label('$R_{v4}$',ofst=[0,1.2])\n",
+    "    Line(d='down',toy=Td.emitter) \n",
+    "    Dot()\n",
+    "    Line(d='left',xy=rv3.end, l=0.5)\n",
+    "    tv2=BjtPnp(d='left',flip=True)\n",
+    "    Line(d='up',xy=tv2.emitter,toy=outdot.start)\n",
+    "    Line(d='down',xy=tv2.collector,toy=Td.collector) \n",
+    "    Dot()\n",
+    "    EncircleBox([rv1,rv2,tv1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').fill('cyan').zorder(0)\n",
+    "    EncircleBox([rv3,rv4,tv2],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": "code",
+   "execution_count": null,
+   "metadata": {
+    "editable": true,
+    "slideshow": {
+     "slide_type": ""
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "editable": true,
+    "slideshow": {
+     "slide_type": ""
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {
+    "KULeuvenSlides": {
+     "slide_title": "begrenzing spanning, stroom en vermogen"
+    },
+    "editable": true,
+    "execution": {
+     "iopub.execute_input": "2024-01-07T14:40:11.333061Z",
+     "iopub.status.busy": "2024-01-07T14:40:11.332846Z",
+     "iopub.status.idle": "2024-01-07T14:40:11.610908Z",
+     "shell.execute_reply": "2024-01-07T14:40:11.610088Z",
+     "shell.execute_reply.started": "2024-01-07T14:40:11.333046Z"
+    },
+    "jupyter": {
+     "source_hidden": true
+    },
+    "mystnb": {
+     "figure": {
+      "caption": "Klasse B versterker met bescherming tegen overspanning,overstroom en te groot vermogen.",
+      "name": "Bfig6"
+     }
+    },
+    "slideshow": {
+     "slide_type": "slide"
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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       "text/plain": [
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@@ -46645,7 +51698,7 @@
    "source": [
     "with schemdraw.Drawing():\n",
     "    T1 = BjtNpn()\n",
-    "    Line(xy=T1.base,  d='left', l=4.5)\n",
+    "    Line(xy=T1.base,  d='left', l=6.5)\n",
     "    Line(d='down', l=2.5)\n",
     "    Line(d='left', l=1.5)\n",
     "    PullUpIn=Dot()\n",
@@ -46673,9 +51726,9 @@
     "    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(xy=T1.emitter)\n",
+    "    r11 = Resistor(d='down',l=1.5, label='$R_{ed1}$')\n",
     "    Dot()\n",
     "    Line(d='right',tox=T11.emitter)\n",
     "    pudot=Dot()\n",
@@ -46684,11 +51737,9 @@
     "    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",
@@ -46697,7 +51748,6 @@
     "    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",
@@ -46710,31 +51760,35 @@
     "    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",
-    "    \n",
-    "    \n",
-    "    Line(xy=pudot.start, d='left', l=4)\n",
-    "    rv1=Resistor(d='up', l=0.5).label('$R_{v1}$',ofst=[0,-1.2])\n",
+    "    Line(xy=pudot.start, d='left', l=3)\n",
+    "    rv1=Resistor(d='left', l=1.5).label('$R_{v1}$',ofst=[0,-0.2])\n",
     "    Dot()\n",
-    "    rv2=Resistor(d='up', l=0.5).label('$R_{v2}$',ofst=[0,-1.2])\n",
+    "    Line(d='up',l=0.5)\n",
+    "    rv2=Resistor(d='up', l=1.5).label('$R_{v2}$',ofst=[0,-1.2])\n",
     "    Line(d='up',toy=rs.end) \n",
     "    Dot()\n",
-    "    Line(d='left',xy=rv2.start, l=0.5)\n",
+    "    Line(d='left',xy=rv1.end, l=0.5)\n",
     "    tv1=BjtNpn(d='left',flip=True)\n",
-    "    \n",
-    "\n",
     "    Line(d='down',xy=tv1.emitter,toy=outdot.start)\n",
     "    Idot= Dot()\n",
     "    Line(d='up',xy=tv1.collector,toy=T1.base) #\n",
     "    Dot()\n",
     "    Line(xy=Idot.start,tox=outdot.start, d='right')\n",
-    "    \n",
-    "    Line(xy=pddot.start, d='left', l=2.5)\n",
-    "    Line(d='down',xy=Idot.start,toy=Td.collector) #\n",
+    "    Line(xy=pddot.start, d='left', l=3)\n",
+    "    rv3=Resistor(d='left', l=1.5).label('$R_{v3}$',ofst=[0,-0.2])\n",
+    "    Dot()\n",
+    "    Line(d='down',l=0.5)\n",
+    "    rv4=Resistor(d='down', l=1.5).label('$R_{v4}$',ofst=[0,1.2])\n",
+    "    Line(d='down',toy=Td.emitter) \n",
+    "    Dot()\n",
+    "    Line(d='left',xy=rv3.end, l=0.5)\n",
+    "    tv2=BjtPnp(d='left',flip=True)\n",
+    "    Line(d='up',xy=tv2.emitter,toy=outdot.start)\n",
+    "    Line(d='down',xy=tv2.collector,toy=Td.collector) \n",
     "    Dot()\n",
-    "    EncircleBox([rv1,rv2,tv1],padx=0.0,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').fill('cyan').zorder(0)\n",
+    "    EncircleBox([rv1,rv2,tv1],padx=0.2,pady=-0.1).linestyle('--').linewidth(0.5).color('cyan').fill('cyan').zorder(0)\n",
     "    EncircleBox([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([rv3,rv4,tv2],padx=0.2,pady=-0.1).linestyle('--').linewidth(1.5).color('cyan').fill('cyan').zorder(0)\n",
     "    EncircleBox([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",
@@ -64130,6 +69184,30 @@
     "$$ \\frac{V_{filter}}{V_{in}} =  \\frac{1}{(\\frac{1}{j \\omega C_{f1}} + R_{f1})(j \\omega C_{f2} + \\frac{1}{R_{f2}})+ 1} $$\n"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "editable": true,
+    "execution": {
+     "iopub.execute_input": "2024-01-07T16:27:01.089285Z",
+     "iopub.status.busy": "2024-01-07T16:27:01.088517Z",
+     "iopub.status.idle": "2024-01-07T16:27:01.103153Z",
+     "shell.execute_reply": "2024-01-07T16:27:01.101336Z",
+     "shell.execute_reply.started": "2024-01-07T16:27:01.089234Z"
+    },
+    "slideshow": {
+     "slide_type": ""
+    },
+    "tags": []
+   },
+   "source": [
+    "We kunnen dit verder uitwerken tot:\n",
+    "\n",
+    "$$ \\frac{V_{filter}}{V_{in}} = \\frac{1}{R_{f1}C_{f2}} \\frac{j \\omega}{ (j \\omega)^2 +j \\omega  (\\frac{1}{R_{f1} C_{f1}} + \\frac{1}{R_{f2}C_{f2}} + \\frac{1}{R_{f1}C_{f2}} )+ \\frac{1}{R_{f1} C_{f1}R_{f2}C_{f2} } } $$\n",
+    "\n",
+    "We zien dat we 1 nulpunt en 2 polen hebben voor $j \\omega$. Deze 2 polen vinden we door de vierkantsvergelijking van de noemer op te lossen naar $j \\omega$. De doorlaatband is bepaald door de band tussen de pool bij de laagste frequentie en de pool bij de hoogste frequentie."
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 9,
diff --git a/ToegepasteAnalogeElektronica/Klasse-C.ipynb b/ToegepasteAnalogeElektronica/Klasse-C.ipynb
index 25ef0c6eb..9b8249388 100644
--- a/ToegepasteAnalogeElektronica/Klasse-C.ipynb
+++ b/ToegepasteAnalogeElektronica/Klasse-C.ipynb
@@ -2898,11 +2898,11 @@
     "tags": []
    },
    "source": [
-    "De overeenkomende SPICE code voor dit circuit is:\n"
+    "De overeenkomende SPICE code voor dit circuit is:"
    ]
   },
   {
-   "cell_type": "markdown",
+   "cell_type": "raw",
    "metadata": {
     "editable": true,
     "slideshow": {
@@ -2951,7 +2951,8 @@
      "slide_type": "slide"
     },
     "tags": [
-     "remove_cell"
+     "remove_cell",
+     "remove-cell4BOOK"
     ]
    },
    "outputs": [
@@ -5950,6 +5951,9 @@
      "shell.execute_reply.started": "2023-09-25T18:47:41.054739Z"
     },
     "hide_input": true,
+    "jupyter": {
+     "source_hidden": true
+    },
     "mystnb": {
      "figure": {
       "caption": "Klasse C versterker met een transformator in de resonante kring.",
@@ -8518,8 +8522,13 @@
    ]
   },
   {
-   "cell_type": "markdown",
+   "cell_type": "raw",
    "metadata": {
+    "editable": true,
+    "raw_mimetype": "",
+    "slideshow": {
+     "slide_type": "skip"
+    },
     "tags": [
      "remove_cell4reveal"
     ]
@@ -12393,6 +12402,9 @@
      "shell.execute_reply.started": "2023-09-25T19:10:47.342539Z"
     },
     "hide_input": true,
+    "jupyter": {
+     "source_hidden": true
+    },
     "mystnb": {
      "figure": {
       "caption": "Een andere versie van bovenstaand schema waarbij de tweede transitor belast wordt door een tweede resonante kring aan dezelfde frequentie.",
@@ -15258,9 +15270,6 @@
      "shell.execute_reply": "2022-09-28T20:46:51.904754Z",
      "shell.execute_reply.started": "2022-09-28T20:46:51.882879Z"
     },
-    "jupyter": {
-     "source_hidden": true
-    },
     "mystnb": {
      "figure": {
       "caption": "IC schema en fotos van de RFMD RF2140 en RF2174 {cite}`b.schmuklerDesign3VoltHBT2000` ",