{ "cells": [ { "cell_type": "markdown", "id": "baa7659c-bba6-4e0a-a22d-ff58adc493c4", "metadata": {}, "source": [ "# Signal Generator Examples" ] }, { "cell_type": "markdown", "id": "39faa5ee-85f1-4330-9d16-f18d247cbe29", "metadata": {}, "source": [ "## Initial Setup\n", "Import the signal generator class from `inspy.instrument.signalgenerator`. Two instruments are used in this notebook: the signal generator (AWG) under test, and an oscilloscope, which is used purely to visually verify the AWG's output. Device connections can be managed by using the `connect()` and `disconnect()` methods. However, the use of context managers is recommended." ] }, { "cell_type": "code", "execution_count": 1, "id": "f0fd4906-7bbb-43b4-aef6-f30504e7813e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ID of the instruments:\n", "Signal Generator: Agilent Technologies,33220A,MY44030903,2.07-2.06-22-2\n", "Oscilloscope: KEYSIGHT TECHNOLOGIES,DSOX1202G,CN61444220,02.11.2020062221\n" ] } ], "source": [ "import numpy as np\n", "from IPython.display import Image\n", "\n", "from inspy.instrument.oscilloscope import OscilloscopeKeysightDSOX1202G\n", "from inspy.instrument.signalgenerator import SigGenAgilent33220A\n", "\n", "siggen = SigGenAgilent33220A(\"USB0::2391::1031::MY44030903::INSTR\")\n", "siggen.connect()\n", "\n", "scope = OscilloscopeKeysightDSOX1202G(\"USB0::10893::919::CN61444220::INSTR\")\n", "scope.connect()\n", "\n", "# Get the ID of the instruments\n", "print(\"ID of the instruments:\")\n", "print(f\"Signal Generator: {siggen.get_id()}\")\n", "print(f\"Oscilloscope: {scope.get_id()}\")" ] }, { "cell_type": "markdown", "id": "f3acbcb8-fa3f-4edc-9328-37b84d36b728", "metadata": {}, "source": [ "## Configuring Waveforms\n", "Various waveforms can be configured on the signal generator, ranging from a simple Sine wave to a custom user-defined waveform." ] }, { "cell_type": "markdown", "id": "3d453bcc", "metadata": {}, "source": [ "### Sine Wave" ] }, { "cell_type": "code", "execution_count": 2, "id": "ebc7e743", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mode: SINE\n", "Frequency: 1000 Hz\n" ] } ], "source": [ "siggen.set_impedance(\"HIGH\")\n", "siggen.set_waveform_mode(\"SINE\")\n", "siggen.set_frequency(1_000)\n", "siggen.set_voltage_amplitude(6.0)\n", "siggen.set_voltage_offset(0.0)\n", "siggen.set_channel_state(True)\n", "\n", "print(f\"Mode: {siggen.get_waveform_mode()}\")\n", "print(f\"Frequency: {siggen.get_frequency():.0f} Hz\")" ] }, { "cell_type": "markdown", "id": "12d5ff7f", "metadata": {}, "source": [ "#### Sine Wave Output\n", "The signal generator's output was connected to channel 1 on an oscilloscope, with the time base and voltage range changed accordingly:" ] }, { "cell_type": "code", "execution_count": 3, "id": "ade88e72", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "scope.reset()\n", "scope.set_timebase(timebase_range=10e-3)\n", "scope.set_channel(channel=1, voltage_range=8.0, attenuation=1.0)\n", "scope.set_trigger(channel=1, level=0.0, slope=\"POS\", sweep=\"NORM\")\n", "scope.digitize()\n", "Image(scope.get_screenshot())" ] }, { "cell_type": "markdown", "id": "e8563e9c", "metadata": {}, "source": [ "### Square Wave with Output Impedance" ] }, { "cell_type": "code", "execution_count": 4, "id": "e9bc8082", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mode: SQUARE\n", "Output impedance: HIGH ohm\n" ] } ], "source": [ "siggen.set_waveform_mode(\"SQUARE\")\n", "siggen.set_frequency(500)\n", "siggen.set_impedance(\"HIGH\")\n", "siggen.set_voltage_amplitude(2.0)\n", "siggen.set_voltage_offset(0.0)\n", "siggen.set_channel_state(True)\n", "\n", "print(f\"Mode: {siggen.get_waveform_mode()}\")\n", "print(f\"Output impedance: {siggen.get_impedance()} ohm\")" ] }, { "cell_type": "markdown", "id": "9f624b8f", "metadata": {}, "source": [ "#### Square Wave Output\n", "The signal generator's output was connected to channel 1 on an oscilloscope, with the time base and voltage range changed accordingly:" ] }, { "cell_type": "code", "execution_count": 5, "id": "af2c9b72", "metadata": {}, "outputs": [ { "data": { "image/png": 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SZoym80mjYcPwvBy1CQ95izDUoIzAnAX8C9y9MOfVsjYEENhYwC5cbXj5qj2K2uSm2iXKscJDjdCU7jQ1C+urc9XWJMYZ9uUKVqhBGYE5C/BN7nPeXdaGwDACvWRXYXai5CbMb1TuFrgPEo3gc1l9UzOv1+zRCBaPj2MNVravroIEq2pCDQIIIIAAAvMUUMIUfgyrl/wpkorylejQGlcrwxove0G9wnLKIB5VtePK7rVdait9lmqBtwirJtQggAACCCCAAAIbCZBgbcRHZwQQQAABBMoS8KtWXigr/lKi5S3CUnZqjTjPnj27Ruspmr7pTW+aYtre5iT+3ig7DYR/J7akTvfff39SOxoVLkBqNcIGkmCNgDzeFJZa7e7ujjclMyGAwIwE7DmENGtGW8pSJhMgwZqMvveJ9cxIatW7KgMisFUC9hxy9913P/TQQ1u1cBaLQO8CfAard1IGRAABBBBAAIFtFyDBmskjoOXy1cMPPxwt0mu8EDXo5dAH90Ivw/Y7SNGxdQi+Q5d+wTcZbdDgBx18k1UP3bd24X/913+ti1hDT834CMxbgARr3vu70LPnXXfdVfscOtDKx5xrwyUYzoaDTNU98+ALehhMtYPMiwAC8xbgM1jz3t8JVqd8boJZR5wy88wmUWLzVUQjRIezfxgkOvfSLLLtZUwGmY3Aq1/96tmsZQYL0dVfXwUJllNQQAABBBBAoDCB8BW9sNDnHi5vEc59h7uuT7806xb1rlZaTdgyLEfd7bA6iOqrlVZTHa22Ze0IXlkdxE75vQpWrh08rLShwpqwr5W9xse0QvVsWOPl6uDWPaz3MKJeVm+VTWUbzcf0EcJCOJfVW42PaQVvFh3a4N7RDr2v1YeV4Skf05tFhWoDq/FBvGBTePeomdeHBWsT1qhc27FaqRpvHI1gh7UNquNEg9T2itqsO35tdxuEewQQ6EuAK1h9SeY4jp6a7Z0a+xhW+rs23tELWp6Xq4XwbDtEe9/2s+Es3tKm80MvhI2jsnWJTGo7ViujXi2z105q7VvufUYVvJlX+phRGNUG3re2EHWP2vho1UJTAOsO6ONYwQOondHPRr00aVgTlcNe0SmfpalN2KC2XFsZzhI2CGeJ6sNDL0eFWtuojU/h9VYTHtaWVel9KSCAQL8CXMHq13MOo4VPxPbkHq3KXtiiypTDDUdu6e4h1QacEpuPkNI4bJMSldqHgYVdWoYKT7WXOwc/zrDV8EKB6llFVVtZW19tqRqNr8bhLO0rtbM+lI+Q0its4yOElWF5ZYOUxuG6olBTxo+6hzNSRgCBHgW4gtUj5syHsqfypmfwpvoUlOFGthfalBjUpr3xJgtMDKClWXtsK4NvGbl6qnY7VgZQHadDTe3UK8dJjC2xWXW62o61ldW+K2uq43RDaJqoOn5TS+oRQKBfARKsfj2zG63fp9d+n/pDrIFG1rDhLC1lQXnjftFaJk0/5bHVduk9+Op2tAdQG1W3yurU7eOkr73zEmo71la2h1p7tnYcVYbrqu2YWFk7fmJfmiGAwCYCvEW4iV7Wfe0JWk+vflPN5hFrtNpxaivXmm64kRXG5uFtPoItUOOosJZM2HjzMMLRWsqDbkfLvDrVNHV7r/SznQ1rO9ZWpgfjLaNxekeIxvd5KSCAwEACJFgDwRY8bPjMridlHdpiNn+C3nDkpu4Kz2MLA+62Bz5UYveWqBJH8GbRUF6fXqgNvrayZcx127cM1XSqaaWbTL1JX4vTR1BBETYFP3S9h9E0UaS3bqhR96ZZqEcAgQ0FurxFeObMmQ1nnbx76UsYOn5/Cg6fu6uVXqMNDVu27K93CdtXK70mGtnrw+7Wxl6WwnpvHA1SG5439kI4bDiCN1DBhqrW1E4RDVjbJhzKX2i90kaodvQGXgjnCiu9r1eq4JVWqJ7yGhu2tpm3qQ4YjV/tXl1p4iAWj299NE44iIdnXVaG5A1qO9ZWepf0Qu04XqmCDZVSUzupd9RZH83KVTTVhG3UrOl5pqm+NoYMK0uPPwdS/1lTMP6wqT6EBgq1faL2swOFVDvsTm1tS+Xh4eHOztq9WgYc/5R+us6fPz/+vH3NWBt/y/+LsK95sx0nnx+nlUQFhbpyLT02gKVHzL6G0veDP/TQQ9XRap9/qs2yrSk9fr0Enzt3bnd3d0Lh6AfWD70wdGwtE+mUZvecb+hI2sfnLcJ2H84igED/AvYk2P+4jIgAAlss0JJ4TaLS5S3CSQJl0naB+++/f5svYrXjZHI2tx/+CVn0+2WYY2Xy6+aEILlN3XT5Krc4iScHgXx+fvOJxPaFBCuHxycxbCSQ2w9V02JKibMp/n7r0ejXk9EQyETAfncKf8D9tymvtN82o5a1lVpUtXsmK10ZBgnWSqJiGugi1t13361w+X9/FrNnBIpAZgK6dqWIaj99lVmkhJOjgCVJiqxaCCvDsresraw9q5ZF3Eiwitim1CDtadHSrNQ+tEMAAQSeEyC1ek6C/3YR8GtU3rlaY6dq62srfajiCiRYxW3Z6oAzf4os/a94iH/1Q3DIFvgPqcvYCPQvoKtQmwy6YfdNpt6wLwnWhoB0RwABBBBAAIF6geg9vvpGrbXlXtbiaxpaN5aTCCCAAAIIINAsMNoVptEmal7reme4grWeF60RKFdAb65Z8FYo+ut2y90FIkdgOwWKS4823yYSrM0NGQGBMgQsoyr9M0xlWBMlAvMV0Ht2YbbU/haeN/bCWjBhr/aJ1hp2nMYkWOM4MwsCCCCAAAIzEajNdcLK2rJXekEcXvZCWBmVjS9saTXhffvZsOXQZT6DNbQw4yOAAAIIIIDA1gmQYG3dlrNgBBBAAAEEEBhagARraGHGRwABBBBAAIGtEyDB2rotZ8EIIIAAAgggMLQACdbQwoyPAAIIIIAAAlsnQIK1dVvOghFAAAEEEEBgaAESrKGFGR8BBBBAAAEEtk6A78Haui1nwVsrwDe5b+3Ws3AEEBhfgARrfHNmRGAaAb7JfRp3ZkUAga0U4C3Crdx2Fo0AAggggAACQwpwBWtIXcZGAAEEEEBgdIGTp06PPud2TfjYhUdXLpgEayURDRBAAAEEEChDwFKrE3ecKCPcwqNsT7NIsArfXsJHAAEEEEDgWQFlV6RW4zwW3Lklx+IzWOPsBbMggAACCCAwuMDFxy8OPgcTPCuwkpoEi0cKAggggAACxQvo8tXlK5eLX0ZRCxB4y8fdSLCK2kyCRQABBBBAAIESBPgMVgm7RIwIIIAAAghkJvCudz7gEd37jvu8vHlBI/c74OYhdRiBBKsDGl0QKFKAb3IvctsIGoH+BH7k//1ONNi7f+iHo5rEwygHig4TB1nZbKBhV87bSwPeIuyFkUEQKEBA3+RuX+buhQKCJkQEEBhSoJpyDTnb2mMXfR2LBGvt/aYDAggggAACsxHoJccqOhMaaCtJsAaCZVgEEEAAAQSmFwjzJ70hGP7z4MI2XrlJQW/t6V84QnjoZSvo3mvCLip7fUtL7+6No0GmOiTBmkqeeRFAAAEEEBhWwDKnpvyp8wew2oNWoqMLWvqXkvGkN65tWVvZHt5oZ0mwRqNmIgQQQAABBMYTCPOqsBxG4DlWU4OwcUrZMh5rmZJj+XuLKxt7Sw8jmsvrMymQYGWyEYSBAAIIIIBAbwLVhKla09tkDFQnQIJVp0IdAggggAACCCCwgQAJ1gZ4dEUAAQQQQCBLAfswu4cWHXp9XwW9W9fXULMZhwRrNlvJQhBAAAEEELhOYOVHrPx9Q295Xf/1D8KPUoWfkfKRolTMD2sbe6/aQjRXbZsJK/km9wnxmRqBUQX4JvdRuZkMgcwElEtFWZRnVx0iDZMbdQ8/ge6nmio9qbKOdhg2To8nnCscNn2E4VqSYA1ny8gI5CVgX+OuNMsKeQVHNAggMIyAkipPpLwQTRUlXtHZpsOWlKj2lFd6wUaODlXpNdVCeLapu9VPfs9bhJNvAQEggAACCCAwoEB7/tR+dsCwNh46t0tW0YK4ghWBcIgAAggggMDcBCyLiq5glZta2fbo+laYY/nlrkw2jwQrk40gDAQQQAABBIYVyC2j2jwl2nyE4cR5i3A4W0ZGAAEEEEAAgS0VIMHa0o1n2QgggAACCCAwnAAJ1nC2jIwAAggggAACWypAgrWlG8+yEUAAAQQQQGA4ARKs4WwZGQEEEEAAAQS2VGBn3XUfHh7eeeed6/aiPQIIIIAAAghsKPDII4+cO3dud3e3Os7JU6cvX7l8/Njx22+/rXo2k5pfftf/8Ejefu9/9bIKLafCZvmUn3jiSQN/7MKjtVF1+ZqG0r8GuvRvsib+2ofyaJX4j0ZdOxH+tSyjVeI/GnXnifb39zv3HaHjz7z952yWB3/5f9aWdTY8NUJIA03RJcEaKBSGRQABBBBAAIENBfbyTrA8vLf9zD2//uCv6N7W6/W1hxuaTNKdBGsSdiZFAAEEEEBgGIHDYYbta9QoPD/0wmLxtv9yNevqa85JxiHBmoSdSRFAAAEEEBhEYP8g67cIo/D80AuDoEwxKAnWFOrMiQACCCCAwDACe3t7wwzcz6hReH7ohX6myWAUEqwMNoEQEEAAAQQQ6Ekg80wlCs8PvdATw/TDkGBNvwdEgAACCCCAQF8CB/sHfQ01xDhReH7ohSEmnWRMEqxJ2JkUAQQQQACBQQQyvxQUheeHXhgEZYpBSbCmUGdOBBBAAAEEhhHY28/7M1jXh+fRekEqv/+7v/P9P/jDw/D0NurRIysyqBWnewuEgRBAYGoBfUWkhWCF0r8xeGpO5kcgU4HMv2jUw/uD9/7eW976A47o9VYTHXqzfAokWPnsBZEgMLGAZVSlfxP3xIhMj0D2Apl/mEl5lRG++fve6pYqv/997w0PvVxugStY5e4dkSOAAAIIIBAL7F//Hlx8etLjN775LU3zt5xq6pJ5PQlW5htEeAgggAACCKwhkPkVrDVWUnhTEqzCN5DwEUAAAQQQCAT2D7P+moYg0pkXSbBmvsEsDwEEEEBgqwQODoL/q99WrTyzxZJgZbYhhIMAAggggMD6Ao9dePTkqdPqd3DAFaz1+Tr1OH7suNibupJgNclQjwACCCCAQGECl56+VFjExYYr6ltuvqUlfBKsFhxOIYAAAgggUIyAX8R68qmnigm6zEBvu/VWBd5y+UpnSbDK3FuiRgABBBBAoCJgL/n2XmHlJBW9CbSnVjYNCVZv3AyEQOYCfJN75htEeAj0JZDy8t/XXIzTJECC1SRDPQJzE+Cb3Oe2o6wHAQQyFrgh49gIDQEEEEAAAQQQKFKABKvIbSNoBBBAAAEEEMhZgAQr590hNgQQQAABBBAoUoAEq8htI2gEEEAAAQQQyFmABCvn3SE2BBBAAAEEEChSgASryG0jaAQQQAABBBDIWYAEK+fdITYEEEAAAQQQKFKABKvIbSNoBBBAAAEEEMhZgC8azXl3iA2BPgX4Jvc+NRkLAQQQaBUgwWrl4SQCMxLgm9xntJksBQEEchfgLcLcd4j4EEAAAQQQQKA4ARKs4raMgBFAAAEEEEAgdwESrNx3iPgQQAABBBBAoDgBEqzitoyAEUAAAQQQQCB3ARKs3HeI+BBAAAEEEECgOAESrOK2jIARQAABBBBAIHcBEqzcd4j4EEAAAQQQQKA4ARKs4raMgBFAAAEEEEAgdwG+aDT3HSI+BPoS4Jvc+5JkHAQQQGClAAnWSiIaIDATAb7JfSYbyTIQQKAEAd4iLGGXiBEBBBBAAAEEihIgwSpquwgWAQQQQAABBEoQIMEqYZeIEQEEEEAAAQSKEiDBKmq7CBYBBBBAAAEEShAgwSphl4gRAQQQQAABBIoSIMEqarsIFgEEEEAAAQRKEOjyNQ133bV4+OESFtcQ4513nv/Jn1ye29lZHB4uXvjCxeXLy8KVK8uar3xlcfTosvzVry4rb7xxWX7JSxb7+4u9vWVLlQ8OlpVHjiw++9nFS0t89X4AACAASURBVF+6bK9TaqB/qvzSl5Ztvva1ZaVOPfPMsv4FL1gOqNG++MXFi160rNRcqlRBbXTTgMeOLY4fX/z7vy+e//zFl7+8HOqmmxZPP708qwGffHLx8pcvnnpq8ZGPLGvKvcn/bW9bLlZrFMLznrdcoxYrLi1fN1FIT1Y33LCs+dznloByVmP566z81V5nVdA4Oqt6YX7+88vu2lC11Ag6a110r03RRGpjO6Veuqmj1Ws0lW0jNIim1k2HNoLu1VfRqrt2/AMfWJ4t9/b615//qZ9aAmpRwtQ/SepehtLW418mWqkQzEqSehzqYfniFy9bCkqeKuinQzLqorOqlJvKdkpD6ZTGtG3SoR7AOmWG6ih/VWpku6mZtFWvBvrpELJi01n9dGg39SPzspctg7F4HnqoXPtl5G9849XHv0BEp59o3Wtpuukpwh514lVBgHL4zGeWCNoXVUpY1FISoD1ol92e6ygu3dRFkjqrexmqlyZSQQPadhijxtTUgtVGSFgbpE3XXPJXjf7ZFNpWDahJNbjKr3zl4j3vWc5S7u2uu87fc8+SRY9wLVPIghKRWFTWTQ9de+B94QtLcEGJRafUXmVrLxCxqJlUZauNU83tty+3RgX9U0f7OVJ7wapeyPJXL93rnzZU+66+KusJ0CbSOLqpjRqro8bRduiUygrPHyfLRtxKEOAKVgm7RIwIIIAAAgggUJTAzrrRHh4efuhDO29/+5l1O+bT/sMfPq9fEQq62S9YCtgKf/7ni3vvLdj/gx88r1/pyr19+MOLe+4p2P8jHzmvX4XLvZXu/5d/eV7XJMq9ffCDi5/9WR7/E27g4blz53Z3dyeMgKkTBbq8Raih7SuhE+egWe8C+PdOutaA+K/F1Xtj/HsnXWtA/NfiovHWCnRJsC5eLJtLb2z//d8v34NXQTd7990+oKBLRKrXhw9UqbLejNeh7lXWO+W619vwOrSOKlsbNVYzle3eB1RLlW0Ku1eNbrrXFDaO5lUblfVP3a2ZTap7K2hqnVUz/dMsly4tmxV9+8Qnloa2Oq1IC5SDbro3B90buD55ICu1UUE31YvdVDWCChpELXVWZe+iSnVRjQbUKRtcNbrpXmdVaY1VtkPd66Yu+qdZrKXaWL16WXcd/tM/Lc+We9PnOT75yaW/JPUREN2rLGTdVNYCtXxbrNyMS6eMxTR0qC4GqLJh2qHaq6VuKljZ6m1M72INrKXu1TK6WRhqbzcd2nar8ac/HbUt7FAf3JG/3cxfzkahSnusOprczFw1Klh7E7N7g7It0PapmdqoUjXWV838nznbvXW0NrbRKttNDTSODtXRI1FBW6Bb6c//+tzVpz619NFNi7K1i06L1U0sfjMBHaqN2uveuFSjxiqru9rbz4Iq1cbEdMra2L2P6Y9zK/gIKqjGtVWwBipYWVPY7Do8cWI5OLciBIJHUxHxEiQCCCCAAAIIIJC9QJcrWA8+mP2yWgP8xV9cPPDAdS2iv4u0Q6/0gvpY+TWvWf7Woj+lVOGjH7061Mper33t4kMfutrYO6qX3TSala3ghzqrsvrq1yP7DXJvTx+AOH+1W4H/0YcHfv7nr8VtbjoOKdznWrvnSjqlX+Zc0nvpvH6h1M12xIe1fk0DWjPdq686ei+rCXfZa0r3/9VfXfzCL5jKtfXacbh8PeqqN28QnVK930xSh2bu8l6wlnYYDmhlu3/DG5Z/s2Yx2OD2E6E/Jr10qezH/8/93OIf/mG9P8QOlaQXHnrZeUMuB/TdtPbhvW+cdbRDfUpMV3q8lypf97rl37LpZ+TMmbL9f+mXFufO+aKXBdNQITS0x1soEPbxllbphz6U1fthaOtjqlI/LPrjXP25oj35qJfO+mh62g93wUbzy2BhPJTzFOAKVp77QlQIIIAAAgggULBAl78ifPWrdzwHL3Hp+g2s6A9pEv+0jzr88d9EgMfPJnqb9y3dX3/Iz18Rbv4wGGcErmCN48wsCCCAAAIIILBFAiRYW7TZLBUBBBBAAAEExhEgwRrHmVkQQAABBBBAYIsEuvwVIX/FsEUPEJY6IwF9+sRWY4WiP4k4o21hKQggME+BLgnWPCVYFQJzF7CMqvQP+c59l1gfAgjMRIC3CGeykSwDAQQQQAABBPIRIMHKZy+IBAEEEEAAAQRmIkCCNZONZBkIIIAAAgggkI8ACVY+e0EkCCCAAAIIIDATARKsmWwky0AAAQQQQACBfARIsPLZCyJBAAEEEEAAgZkIkGDNZCNZBgIIIIAAAgjkI0CClc9eEAkCCCCAAAIIzESALxqdyUayDARWCvBN7iuJaIAAAgj0JUCC1Zck4yCQuwDf5J77DhEfAgjMSIC3CGe0mSwFAQQQQAABBPIQIMHKYx+IAgEEEEAAAQRmJECCNaPNZCkIIIAAAgggkIcACVYe+0AUCCCAAAIIIDAjARKsGW0mS0EAAQQQQACBPARIsPLYB6JAAAEEEEAAgRkJkGDNaDNZCgIIIIAAAgjkIUCClcc+EAUCCCCAAAIIzEiALxqd0WayFARaBfgm91YeTiKAAAJ9CpBg9anJWAjkLMA3uee8O8SGAAIzE+AtwpltKMtBAAEEEEAAgekFSLCm3wMiQAABBBBAAIGZCZBgzWxDWQ4CCCCAAAIITC/Q+Bmsw8Oa4HZ2aiqpQgABBBBAAAEEEAgFGhMsz6WUaXk57EkZAQQQQAABBBBAoFaAtwhrWahEAAEEEEAAAQS6C5BgdbejJwIIIIAAAgggUCtAglXLQiUCCCCAAAIIINBdoPEzWN2HpCcCCGQpwDe5Z7ktBIUAAvMUWCZYtX8wGC7XGvBR99CEMgLFCfBN7sVtGQEjgEC5AssE6yd+oi3+3/iNqw34c8I2Js4hgAACCCCAAALPCaz+DJanXyqsvNb13LD8FwEEEEAAAQQQ2F6B1QlWaOPJVlhJGQEEEEAAAQQQQCAUuJZg6a1AbggggAACCCCAAAKbC1xNsFqyq5ZTm0/PCAgggAACCCCAwPwElgnWyhRqZYP5ubAiBBBAAAEEEECgs8AywdInq1Z+uGqTHMu/fScxyqHbJ4bhzYaOZ93xPbDEwrrjD90+MWxvNnQ8647vgSUW1h1/6PaJYXuzoeNZd3wPLLGw7vhDt08M25sNHc+643tgiYV1xx+6fWLY3mzoeNYd3wOjkL/Atc9grYx1kxxr5eA0QAABBBBAAAEEZiOwo5X8+I8vl6P8ya9jteZSh3feeeds1s9CEEAAAQQQKEXgkUceOXfu3O7ubikBb3Ocjf+rnNpkS5XKvY4cOf83f7MGmi6B2ldIJ/ahfTsUPviEAjweQo1qGZ+qSViDT6hRLefmU42QmmwF1niL0FOubBdDYAgggAACCCCAQA4CjVewouA2ya7WunyleYduHy1t5eHQ8aw7/sqAowbrjj90+yi8lYdDx7Pu+CsDjhqsO/7Q7aPwVh4OHc+6468MOGqw7vhDt4/CW3k4dDzrjr8y4KjBuuMP3T4Kb+Xh0PGsO/7KgK3ByVOnE1vSrJvAYxceXdkxKcHaJLtaGQENEEAAAQQQQKAXAUutTtxxopfRGKRdoD3NupZgNWVRTfXts3IWAQQQQAABBMYUUHZFajUOuDu35FhrfAZrnKCZBQEEEEAAAQS6CVx8/GK3jvRaV2AlNQnWuqS0RwABBBBAIDsBXb66fOVydmHNOiCBt3zc7dpbhNF3X4WHvEs460cIi0MAAQQQQACBngWuJVhkUT3TMhwCCCCAAAJzFHjXOx/wZd37jvusrEovp9eoZbWjD1504VqCpWWEV618VSReTkEBgaIF9JWJFr8VBvr78KKJCB4BBBIFPJcaIj1KHzO9ZeK6emx2XYJFLtWjLEMhkJuAZVTrfjN1bqsgHgQQyEpAmVZtlmOVtadWxu/ZW3rLbhOtHH+TBjUfctd1LPu3ybj0RQABBBBAAIHtEbBMq2W9GeZALdFufqomwdJ1LPu3+eiMgAACCCCAAAIzFhgibdKYJmYF3Yc1XlYbb2Dl8NTk5te9RbgymtoPaa3sRQMEEEAAAQQQmJOApzLpb+d1W74msilsRi+H86rszbrNMkSvNRIsZVc7O4vDwyHCYEwEEEAAAQQQKEbA85uhMxufSDRhOX+pZYKVeF1K2RU3BBBAAAEEEEDABcKrR172rKta4x1nX1gmWGROs99mFogAAggggAACYwrUfMh9zOmZCwEEEEAAAQQQmJ8ACdb89pQVIYAAAgggMJKAvxs40nzlTLPGh9zLWRSRIoBAjQDf5F6DQhUCCHQSUF5l/aIPnvuHrnzUao2f8kLTaN5gZcFmUbMonpUdh2tAgjWcLSMjkJcA3+Se134QDQLFCrQnMdWz1Zpw6dWzXuMFta8t11aGg09Y5i3CCfGZGgEEEEAAAQTmKUCCNc99ZVUIIIAAAgggMKEACdaE+EyNAAIIIIAAAvMUIMGa576yKgQQQAABBBCYUIAEa0J8pkYAAQQQQACBeQqQYM1zX1kVAggggAACCEwoQII1IT5TI4AAAggggMA8BfgerHnuK6tCAAEEEEAgQ4FvftWp9Kg+/qkL6Y1za0mClduOEA8CQwnwTe5DyTIuAjkJ7O/t5RROTSwf+/gna2orVftXnjly7KZKdTEVJFjFbBWBIrChAN/kviEg3REoQmB/fz/zONMjTG+Z4ZJJsDLcFEJCAAEEEECgo8Be9glWYoRKUBJbdpQauBsJ1sDADI8AAggggMCYAodjTtZprsQIdxaLxJadohi6EwnW0MKMjwACCCCAwHgC+wfZv0WYFuHRIzv5r6VlX0mwWnA4hQACCCCAQGECe9l/yD0xwuNHbkxsmecOkWDluS9EhQACCCCAQBeB/JOS1AiPk2B1eQDQBwEEEEAAAQT6FzjYP+h/0F5HTI8wvWWvAfYzGFew+nFkFAQQQAABBHIQSL0+NF2s6RGmt5xuNY0zk2A10nACAQQQQACB4gT29nP/otH0CNNbjr9NR4+syKBWnB4/YmZEAIGBBPgm94FgGRaBrATy/3LO9AjTW46/BSRY45szIwKZCvBN7pluDGEh0KtA/p9bSo8wvWWvhP0MxhWsfhwZBQEEEEAAgRwE9rN/izA9wvSWOchHMZBgRSAcIoAAAgggULBA/ld9XvnyOxJ9819Ly0JIsFpwOIUAAggggEBhAvuHWX9Nw3ve94eFgXYNlwSrqxz9EEAAAQQQyE/g4KDk/4Fffp6dIyLB6kxHRwQQQAABBHIReOzCoydPnVY0BwdZX8HKxauPOI4fOy72ppFIsJpkqEcAAQQQQKAwgUtPXyos4mLDFfUtN9/SEn6XBOubvmmxs7N4+OHrhr3rrms1XrbCa16z2N9fHDlytf1HP7os6JTdNE7YXpVqaW2smR1aG+/lfV/72sXly3a0vFdjzaUxX/e6xVe/uiy84Q2Lm25aPPnksuwTXetQfilalLSlF1ZaOazRoq1ZS+OXvnTx2c9eRfMtUOHo0cWHPrTsLme7qeWf/MnVAW1k22611E3/11HbEZW1F1/60nX7tWxR4M2Wr0eU38SrW1hjp8J6L1vBH6uO6c4+rA+oNrqZuT2Sjx9fboQNZe1tQN3rpsfAd37ncl90r320kW2i7P8/sLaaxvu77jpvDy21MApXcmHrrEMntTb2dGG91EaG9uyhGuHYD45VWkd/GtFQPovthf+U6VDx3HDD4i/+4rqfC98g+1F6yUsWzzyz/HEIn68aF1nCCRMLIzWl0Epn7dAaexcr6JRvkBdsQB3qZk8d1WHV/dix5RO7HuG6eQOVbXPV3Z6FfAQbf9l61je/iPXkU0/NeqHTL+62W29VEC2Xr3S2S4I1/cqIAAEEEEAAAQQqAvaSb+8VVk5S0ZtAe2pl0+ysO9vh4eFnPrNjybHe59U/+21Sv8AdHi5/HdE/Xd+6cmV5f+ONy0o7ZWdV1q8Uulezr31tWdBNZd3sFw4VNKbKGlb3uqmNamxYO6tDDa563ds/Da5KG81q1FIFTaHfI629fndUjW7f+71nlv8p9vanf3r+iSeWsELWr3EOqwVppbZeUUhMS7bdMXNbvtprX3RKbfTPkNXYCmqvBvpnZzWg/unQ+tqw3kUzqmzbZ7OrsUZQM7upYKPZocq6fc/3lO3/Z392Xo9/LdyWozVqF3Qo0uc//2rhec9bFmz5uheLAPVPZd3UUQUd2ghmq7K1CQvWWDXaMj2YRa2hbBDda0bVqGBd/F691EynbGQdWhsb7bu+q2z/D3zgvC5I29oNxNy0RtPQMlWQvy9cMn4zJWtsZf0c2YNWleamxipoBBtf9ZrC5NXSptZZlVVpg/ihNVOleunmW6AaO5yB/2c+s3zysYUvV/XsA0xWtlgt3GTslO5Vr8aS8Q0Sl1WqpcsIVk9f/rpgDXRv/9RF/2xwm9F+IlSjka2Nb4cahHtnQ9mk3/3dZT/+H3nkkXPnzu3u7jovhWwFtvQKln2ldba7MvvA8J92i/HHf1qBaWfn8T+t//bM3iXB0u8cr3pVRkT+C5BisrIX9MuN/6qksv0ek1HonULR9RJ9DG6qm4TFaDcvR1sQ7YK398JUwfcy7ySPf6f2JViN7l3bHt6GrHv7bT7aKe9ebkFXJgZ6/nFSwwkfrn5Kqnom0aE/txi7HYZPMrYvdu8DhoeFboH8T54cKnb5hOy10zisbYR3sYJthzraTuleN+uiyK1QOyyVCPQu8Nx7Ob0PzIAIIIAAAggggMC2CnS5gnX//VevoOiPOPQXMfoVQX8d8+IXL/9qT38jpt8S9DuE3krX/aVLy0+lqI3u7feJL35xeUnJGutKwOc+t/i6r1ve6w9tdK9Prqi73t1/0YsWaqm32DWF/unXjn/5l2UbnbXPGH3lK8sdU3vNaJ93UQxqqXs10wj6zMqXv7ycVP8UmA415uc/v4yk9Ns99yy+4zuWn/vRL3D6JyVR2x8oaXVao2B1aGsXgipFpM836CYiiamLDlVW4QtfuPr3OBpKSvp0hbrbJordupu5ZpGkhlVH2yMd2i+R+js127Kv//rlaKr/9KcXL3zhcuP0x1O6135pcEU1A//77lt8+7cvMbUiPZi1KN3LUzJ60GqB4lJBjHJQvZrZh7T0g/CCFyz99fhXvQ71T33l6afsZ0cj6GNG6qiC9kL/BChqjaOb/ZSZpDbiH/9x8YpXLLdS/zSa2DWaxpH8v/7r4uablz+GegDo50uz33bbcoSib69//Zkf+qHzWqbWq5s9zqWttYtdRHq86VEtZEFZMy1fe6Hl66dDLLrX41yVL3vZsqBnDInpoa6tVBt1twe8Rla9ytoIeWpM3RusyppLLcUrZLXRP+2j/exoHN1U1mf19PymU9omhad/2srSbz/908vHvy1Wa9EjWRshFq1ON61UaLoXmgT0oFVZIHp+UL12R+1Vo/Y6ZWX5qK+2Q+OIVGV11N5pp1SWs920NeqiGt3rZg9ptVQX1ehjqbffvuxoryPaO9Xrn56aNKkO7XVBDbghMJoAV7BGo2YiBBBAAAEEENgWgS75/IMPlq1zpuw/Iln83d+d+a3fOl/uHpTu/1d/debXfg3/KR+Ab3/7lLNvOHfpj/9PfOLMu9/N43/DRwHdt0KAK1hbsc0sEgEEEEAAAQTGFCDBGlObuRBAAAEEEEBgKwRIsLZim1kkAggggAACCIwp0OUzWGPGx1wIINCXwJnnPv5jBb5usS9YxkEAAQSqAiRYVRNqEJingGVUyq5Irea5wawKAQRyEuAtwpx2g1gQQAABBBBAYBYCJFiz2EYWgQACCCCAAAI5CZBg5bQbxIIAAggggAACsxAgwZrFNrIIBBBAAAEEEMhJgAQrp90gFgQQQAABBBCYhQAJ1iy2kUUggAACCCCAQE4CfE1DTrtBLAgggAACCGwscPLU6Y3HYIA2gccuPNp2+tlzJFgriWiAAAIIIIBAGQKWWp2440QZ4RYeZXuaRYJV+PYSPgLJAnyTezIVDREoUkDZFanVODvnzi05FgnWOHvBLAhML8A3uU+/B0SAwMACFx+/6K/9A0+17cOLup2AD7m3+3AWAQQQQACBAgR0+erylcsFBDqjEAXe8nE3EqwZbTVLQQABBBBAAIE8BHiLMI99IAoEEEAAAQTmKPCudz4QLuved9wXHs64TII1481laQgggAACCEwvUE2qlHVVK6cPtNcIeIuwV04GQwABBBBAAIFVArPPrgRAgrXqUcB5BBBAAAEEEEBgTQESrDXBaI4AAggggAACmwn4B7OsoHuvsYGtJqrcbM6xe/MZrLHFmQ8BBBBAAIGtEgjzpOqbgzprldWClLyyODESrOK2jIAR6CjAN7l3hKMbAghsJlBNqsLx2s+GLcsqk2CVtV9Ei0B3Ab7JvbsdPRFAYFyB8KLXuDP3NhsJVm+UDIQAAggggAACvQjM4LIWH3Lv5ZHAIAgggAACCCDQv0C5l7JIsPp/NDAiAggggAACCGy5AG8RbvkDgOUjgAACCCCQl4DeH/QLV+W+V0iCldejimgQQAABBBCYk0BthuSVXtCSm8qFavAWYaEbR9gIIIAAAgggkK8ACVa+e0NkCCCAAAIIIFCoAAlWoRtH2AgggAACCCCQrwCfwcp3b4gMgX4F+Cb3fj0ZDQEEEGgRIMFqweEUArMS4JvcZ7WdLAYBBPIW4C3CvPeH6BBAAAEEEECgQAESrAI3jZARQAABBBBAIG8B3iLMe3+IDgEEEEAAgRkJfPOrTqWv5uOfupDeOLeWJFi57QjxIIAAAggg0F1gf2+ve+dRen7s459MmWf/yjNHjt2U0jLPNiRYee4LUSGAAAIIINBFYH9/v0u3EfukR5jecsTwU6ciwUqVoh0CCCCAAAL5C+xln2AlRqgEJbFlnptCgpXnvhAVAggggAACnQQOO/Uas1NihDuLRWLLMYNPnosEK5mKhggggAACCGQvsH+Q/VuEaREePbKT/1paHg5dEiz/PuiWcTM/VfoSiH/aBxj++G8iwONnE73N+5buv1JgL/sPuSdGePzIjYktV5pM0qBLgmXfBz1JuL1Mqp+uopdA/L08DDoPgn9nul464t8LY+dB8O9MN1rH/JOS1AiPb1+CNdqjhIkQQAABBBBAYC2Bg/2DtdqP3zg9wvSW469i5YxdrmCtHJQGCCCAAAIIIDCJQOr1oUmCe3bS9AjTW063msaZSbAaaTiBAAIIIIBAcQJ7+7l/0Wh6hOktx9+mo0dWZFArTo8fMTMigAACCCCAQGeB/L+cMz3C9JaduTp3JMHqTEdHBBBAAAEEyhPI/3NL6RGmt8xwn7iCleGmEBICCCCAAAIdBfazf4swPcL0lh2xhuxGgjWkLmMjgAACCCAwrkD+V31e+fI7EknyX0vLQkiwWnA4hQACCCCAQGEC+4dZf03De973h4WBdg2XBKurHP0QKE1AXxFpIVuh6K/bLc2eeBEYT+DgoOT/gd94ToPPRII1ODETIJCJgGVUpX8TdyaYhIFAbgKPXXj05KnTiurgIOsrWLm5bRLP8WPHxd40AglWkwz1CCCAAAIIFCZw6elLhUVcbLiivuXmW1rCJ8FqweEUAggggAACxQj4Rawnn3qqmKDLDPS2W29V4C2Xr3SWBKvMvSVqBBBAAAEEKgL2km/vFVZOUtGbQHtqZdOQYPXGzUAIIIAAAgjkIJDy8p9DnPOO4YZ5L4/VIYAAAggggAAC4wuQYI1vzowIIIAAAgggMHMBEqyZbzDLQwABBBBAAIHxBUiwxjdnRgQQQAABBBCYuQAfcp/5BrM8BFyAb3J3CgoIIIDA0AIkWEMLMz4CuQjwTe657ARxIIDAFgjwFuEWbDJLRAABBBBAAIFxBUiwxvVmNgQQQAABBBDYAgESrC3YZJaIAAIIIIAAAuMKkGCN681sCCCAAAIIILAFAiRYW7DJLBEBBBBAAAEExhUgwRrXm9kQQAABBBBAYAsESLC2YJNZIgIIIIAAAgiMK0CCNa43syGAAAIIIIDAFgjwRaNbsMksEYFnBfgmdx4ICCCAwGgCJFijUTMRAhML8E3uE28A0yOAwDYJ8BbhNu02a0UAAQQQQACBUQS4gjUKM5MggAACCCAwlsDJU6fHmmpL53nswqMrV06CtZKIBggggAACCJQhYKnViTtOlBFu4VG2p1kkWIVvL+EjgAACCCDwrICyK1KrcR4L7tySY/EZrHH2glkQQAABBBAYXODi4xcHn4MJnhVYSU2CxSMFAQQQQACB4gV0+erylcvFL6OoBQi85eNuJFhFbSbBIoAAAggggEAJAiRYJewSMSKAAAIIIFCIwLve+UAhkQ4bJh9yH9aX0RHIR4Bvcs9nL4gEAQRmL8AVrNlvMQtE4KqAvsndvszdC9AggAACpQgUd2GMBKuUhxZxIoAAAggggEAxAiRYxWwVgSKAAAIIIFCQgF1z0r1ffPKCVhGVw2Z+1iutsR8WgcBnsIrYJoJEAAEEEECgPAGlRPe+4z7F7YXqGsJTTWUNEp6qDpJhDVewMtwUQkIAAQQQQGAOApZd+UosT9JhSrYU9fVBSilwBauUnSJOBBBAAAEE5imgfGt+CyPBmt+esiIEEEAAAQRKEij9YlWtNW8R1rJQiQACCCCAAAJjC8zpUhYJ1tiPHuZDAAEEEEAAgdkLdHmL0L8Pulyd0pdA/NM+9vDHfxMBHj+b6G3et3T/zQWmHcE+5x6+J2g1FlVYH8XpzVraRF2mPdxZd/rDw8OdnbV7rTvLoO3102XfZz3oLMMNTvzD2aaMjH+K0nBt8B/ONmVk/FOUhmujl+Bz587t7u5Wpzh56vTlK5ePHzt+4o4T1bPU9C5w8fGLBv7YhUdrB+ctwloWKhFAAAEEEEAAge4CJFjd7eiJAAIIIIAAAgjUCpBg1bJQiQACCCCAAAIIdBcgwepuR08EEEAAAQQQQKBWgASrloVKKG0w7wAADVJJREFUBBBAAAEEEECguwAJVnc7eiKAAAIIIIAAArUCJFi1LFQigAACCCCAAALdBbp80Wj32eiJAAIIIIAAAlss8M2vOpW++o9/6kJ649xakmDltiPEg8BQAvqKSBvaCkV/3e5QRoyLQPkC+3t7mS/iYx//ZEqE+1eeOXLsppSWebYhwcpzX4gKgf4FLKMq/Zu4+3dhRATmJbC/v5/5gtIjTG+Z4ZJJsDLcFEJCAAEEEECgo8Be9glWYoRKUBJbdpQauBsJ1sDADI8AAggggMCYAodjTtZprsQI9f89TmzZKYqhO5FgDS3M+AgggAACCIwnsH+Q/VuEaREePbKT/1pa9pUEqwWHUwgggAACCBQmsJf9h9wTIzx+5MbElnnuEAlWnvtCVAgggAACCHQRyD8pSY3wOAlWlwcAfRBAAAEEEECgf4GD/YP+B+11xPQI01v2GmA/g3EFqx9HRkEAAQQQQCAHgdTrQ9PFmh5hesvpVtM4MwlWIw0nEEAAAQQQKE5gbz/3LxpNjzC95fjbdPTIigxqxenxI2ZGBBAYSIBvch8IlmERyEog/y/nTI8wveX4W0CCNb45MyKQqQDf5J7pxhAWAr0K5P+5pfQI01v2StjPYFzB6seRURBAAAEEEMhBYD/7twjTI0xvmYN8FAMJVgTCIQIIIIAAAgUL5H/V55UvvyPRN/+1tCyEBKsFh1MIIIAAAggUJrB/mPXXNLznfX9YGGjXcEmwusrRDwEEEEAAgfwEDg5K/h/45efZOSISrM50dEQAAQQQQCAXgccuPHry1GlFc3CQ9RWsXLz6iOP4seNibxqJBKtJhnoEEEAAAQQKE7j09KXCIi42XFHfcvMtLeGTYLXgcAoBBBBAAIFiBPwi1pNPPVVM0GUGetuttyrwlstXOkuCVebeEjUCCCCAAAIVAXvJt/cKKyep6E2gPbWyaUiweuNmIAQyF+Cb3DPfIMJDoC+BlJf/vuZinCYBEqwmGeoRmJsA3+Q+tx1lPQggkLHADRnHRmgIIIAAAggggECRAiRYRW4bQSOAAAIIIIBAzgIkWDnvDrEhgAACCCCAQJECJFhFbhtBI4AAAggggEDOAiRYOe8OsSGAAAIIIIBAkQIkWEVuG0EjgAACCCCAQM4CJFg57w6xIYAAAggggECRAiRYRW4bQSOAAAIIIIBAzgJ80WjOu0NsCPQpwDe596nJWAgggECrAAlWKw8nEZiRAN/kPqPNZCkIIJC7AG8R5r5DxIcAAggggAACxQmQYBW3ZQSMAAIIIIAAArkLkGDlvkPEhwACCCCAAALFCZBgFbdlBIwAAggggAACuQuQYOW+Q8SHAAIIIIAAAsUJkGAVt2UEjAACCCCAAAK5C/A1DbnvEPEhgAACCCCwlsDJU6fXak/jdQUeu/Doyi4kWCuJaIAAAggggEAZApZanbjjRBnhFh5le5p19PDwcN0Fduiy7hS0RwABBBBAAIG1BJRdkVqtJda5sTu35FhHd3Z2Ok9ARwQQQAABBBAYU+Ds2bMt0118/KK/9rc049TmAqJuH4QPubf7cBYBBBBAAIECBHT56vKVywUEOqMQBd7ycTcSrBltNUtBAAEEEEAAgTwE+JB7HvtAFAgggAACCJQv8K53PhAu4t533BceppQ1QodeKSOP3IYEa2RwpkMAAQQQQGDOAmF6NJtsqcOG8RZhBzS6IIAAAggggAACbQIkWG06nEMAAQQQQAABBDoIkGB1QKMLAggggAACCKwhYJ/N0r0VvGe1xk7V1ltlNIIPlVuBz2DltiPEgwACCCCAwAwFlBiFH8/SCr3GC7ZsP/RC2DgqW5cM70mwMtwUQkIAAQQQQKBUAWVFHnqYUYVlNQiTJ52KDm2EqN6HLaJAglXENhEkAggggAACZQhEiVSPQYepW4/DDjQUCdZAsAyLAAIIIIAAAn0KDJe69Rnlc2PxIffnJPgvAggggAACCJQgUMSlLBKsEh5KxIgAAggggMC8BOzzVbam8ANYqvH8KaovC4C3CMvaL6JFAAEEEEBgJgKeY0Xv/dXWe6UWH7XPk2Mnz7CICgEEEEAAAQSqAmfPnt3d3a3Wnzx1+vKVy8ePHT9xx4nqWWp6F7j4+EUDf+zCo7WD8xZhLQuVCCCAAAIIIIBAdwESrO529EQAAQQQQAABBGoFSLBqWahEAAEEEEAAAQS6C5BgdbejJwIIIIAAAgggUCtAglXLQiUCCCCAAAIIINBd4LqvafjGb/nW7iPREwEEEEAAAQSGFPjk3//dkMMzdp8C1yVY7FyftIyFAAIIIIAAAtsqwFuE5e08Fxqn3TP88Z9WgNkRQKAIgeuuYBURMUEWJHB4eC3YnYYvta22UU3UuFpzbVxKzQLfFvj/bYN/tY1qosbVmuY5OYMAAhML7O/tTRwB0z8rQILFA2EogSgrig5t1qgyOhwqsu0YN8qKokMziCqjw+1wYpUIzE1gf39/bksqcz0kWGXuW2ZRkxhNuyEkRtP6MzsCWQns5Z1g/fqDv5LC9bafuSelWc5tSLBy3p0tjU3vD4YZW1jeUpFxl633B8OMLSyPGwizIYBAJ4HgswGd+ufRqfxVkGDl8UgiCgQQQAABBPoQ2D+Yw1uEM1gFCVYfD2fGQAABBBBAIA+BvVl8yH0GqyDByuMHosAo9M5deAsPo78BDJtR7ktA79yFt/Aw+hvAsBllBBCYvUAmqclv/+b/3oT6N//Xbm33H/2xH6+tz7CSBCvDTSkjpDCL6v1jUv4xrN5HLgM3Icowi+r9Y1L+MazeR05YGU0QQGAjgYP9g43699T5R/7zj2mkd/+f3+xpvIUN2NdoI4xDgjUCMlMggAACCCAwkkAmV7BstT/4n35Uhd/9v79th93ubZBufSfsRYI1IT5TI4AAAggg0LPA3n52XzT6/T/4w1rk7//u76y7VOu4bq9x2h89siKDWnF6nCiZBQEEEEAAAQR6Ecj2i0bf8tYf0AL/4L2/l7JMa5zScqo2JFhTyW/XvOHnsXzl9jmq8NDK4ceqmtqopX8My0eg0CQQfh7L29jnqMJDK4cfq2pqo5b+MSwfgQICCBQhkMlnsJqs3vx9b9Wp97/vve0Nms4WVM8VrII2q7xQmxKvcCW1baxBy6lwBMpNAk2JV9i+to01aDkVjkAZAQSyEtjP7y3Cqs8b3/wWVf7R+/8gPGWVYU3RZRKsoreP4BFAAAEEELhOIPMrWGGs3/vGN+vwj//o/VYIT82gTII1g01kCQgggAACCFwV2D/M4msa0vfju/7jm9IbF9SSBKugzSJUBBBAAAEEVggcHFz/NcQrmnN6KAESrKFkGRcBBBBAAIHRBB678OjJU6c13cFBYVewRiPqfaLjx46LvWlYEqwmmZLqW/43NS2nald4++23e/0TTzxhZVV6Ob3GxxmiEP4pYnX8plU31deOkP4R+5b/TU3LqeqkqinFP/xTRFtIykpT2vhofMS+9hFCJQLtApeevtTegLN9CYj6lptvaRmNBKsFp6RTng2EmUdY1mKiw6bleS5VzauauoxcH+ZJ1amjZfqhF6xLdBiOo1Pr3jwbCDOPsKwBo8OmKfL3D/MkW0W0tOgwvY23bMKhHgEEWgT8ItaTTz3V0oxTmwvcduutGqTl8pXOkmBt7pzXCMq0WlKHtWLVK31tjmWVtafWGr9bY1tdhxwocboNx1emVZteJM4eNsvT31an+4FuQ48/UNgMi0AmAvaSb+8VZhLSLMNoT61sySRYs9z6+kX5Va760821Ta/03mPMZKvzKjza9sJw4/tVrvYAqmez8u+8iuq6amuGHr92UioRmJlAysv/zJac4XJuyDAmQspEYMy0acIlD3cxbMNFbYn/cBfDNvSnOwIIILCJAFewNtGbZ1+9rtvCdOFkniu8flXDXbK6fp7Uo23z55JV6iODdgggUJQACVZR2zVKsJ5XbckVlFFQ15gE/zWwaIoAAgjkKsBbhLnuTAZx2Ud/LBAve9ZVrckg5FmF4MJalZfxn9UesxgEEJivAAnWfPeWlSGAAAIIIIDARAIkWBPBTzFttp/mngJjgjn5NPcE6EyJAAIITCRAgjUR/GDT2tc49TK8vxvVy2hbMoh9jVMvi8W/F0YGQQABBCYR4EPuk7D3P6lfnQr/Jk5lr9eU4amWCPS6bmf1uZ+wmX0MKKys1oTtxyyHaWXTqpvqw76dY/arU+HfxKns9Ro5PNUyUYn+TSsN082UNi0snEIAARO4//77z549u7u7C0jmAiRYmW9QUngtmVPLqdqhw/yp2qB6tlpT7TVETbSu9kMPIGpm9emVPk5UaMmcWk5Fg9hhu2f1bLWmdtjeK6vrqtZo0qgyOrSo0it7XwUDIoAAAsMJ8BbhcLaMjAACCCCAQP8Cuoj16mdv/Q/NiP0JcAWrP0tGQgABBBBAYBSBhx56SPPcfffdo8zGJF0ESLC6qNEHAQQQQACByQUszZo8DAJAYCYC3/gt3zqTlbAMBBBAAAEEZirAZ7BmurEsCwEEEEAAAQSmEyDBms6emRFAAAEEEEBgpgL/H4q4gIIIeRYkAAAAAElFTkSuQmCC", "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "scope.reset()\n", "scope.set_timebase(timebase_range=10e-3)\n", "scope.set_channel(channel=1, voltage_range=8.0, attenuation=1.0)\n", "scope.set_trigger(channel=1, level=0.0, slope=\"POS\", sweep=\"NORM\")\n", "scope.digitize()\n", "Image(scope.get_screenshot())" ] }, { "cell_type": "markdown", "id": "94a8ff31", "metadata": {}, "source": [ "### Custom Waveform" ] }, { "cell_type": "code", "execution_count": 6, "id": "d48e974b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saved waveforms: ['CUSTOM']\n" ] } ], "source": [ "# Build a custom shape: values must be in [-1.0, 1.0]\n", "t = np.arange(200) / 200\n", "samples = 0.5 * (1 - np.cos(2 * np.pi * t)) * np.sin(2 * np.pi * 8 * t)\n", "\n", "# Clean up the saved custom waveform from previous attempts\n", "siggen.delete_saved_user_waveform(\"custom\")\n", "\n", "# Upload, save, set mode to USER and enable channel\n", "siggen.set_new_arbitrary_waveform(samples, name=\"custom\")\n", "print(f\"Saved waveforms: {siggen.get_saved_user_waveforms()}\")\n", "\n", "# Re-select if switching away and back\n", "siggen.set_saved_user_waveform(\"custom\")\n", "siggen.set_frequency(200)\n", "siggen.set_voltage_amplitude(4.0)" ] }, { "cell_type": "markdown", "id": "95797ff3", "metadata": {}, "source": [ "#### Custom Waveform Output\n", "The signal generator's output was connected to channel 1 on an oscilloscope, with the time base and voltage range changed accordingly:" ] }, { "cell_type": "code", "execution_count": 7, "id": "ff8314fb", "metadata": {}, "outputs": [ { "data": { "image/png": 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dIVH3uSAraZXEKV04S8YTk+ohubsmSiyt1ugSpQXiUlSJacOMUxAwUnJLZAcrFxEFSIAESIAESIAE4gmkuy9WXUpMdWWkmN65sWaMTpQlGsWpQg21unkqbsjoh/xEqNNgnAS6TEA5cFeRLteWdSMBEihMQA5cFRy+clth7dyksxh9LP0QGrK6O1lienq6LGuKp516Xo5g6TQYJ4EuE6An9y63LutGAtUQKKV3pfdO0LnR+zeIxxmulBgaVFkyPUtMpaN0Q4O0R+mRArny6Vqwg5VmwhQSIAESIAES6CYBdJj0aVil9J8MUkZ/xTiUwulEPUXFVQS59LiPEmVVOmNudmsWa6IqJR3hJ8I0E6aQAAmQAAmQAAmQQCEC7GAVwsfMJEACJEACJNAuAmrUSkXaZX9brOUnwra0VICdU6ZMCZDuh+h2223Xj2JLK5P2l4YyShH5R2HzynTKKad4yVGo5QTYtaqhAdnBqgFyfUXIrtX06dPrK5IlkQAJdIiAfIawm9WhJmVV+kaAHay+oS+9YDwZ2bUqnSoVksBAEZDPkO233/6mm24aqIqzsiRQOgHOwSodKRWSAAmQAAmQAAkMOgF2sDpyBTiGr377298alVQpKmIIlHKolKtIKWrLVdJq2yKMj8hSLvAi2io1vlLlRWpddV5rxX/zm99gEKvqoqmfBLpNgB2sbrevwNPzPe95j/UZWlHN6yyrYBUknIJK+pW94ca36DLoVwuyXBIggW4T4BysbrdvH2qH/lwfSq2xyIb3bDxJFK+FocE47Pxl4Mm5FDGDbSk6qaQzBNZdd93O1KUDFcHor6oFO1gKBSMkQAIkQAIk0DIC+i96y0zvurn8RNj1Fo6tH16aEYzc6USZokvqcSO7PEwrQXo6UaaktVklrRpUYlqJPKX+RUTGrcr1RKlKT9HzyrhKUTplJH1WT1HxtHKZXU9XZhi5ZLpMzIpLbUqn0qBH9LJkukxROmVEiRmHUrnKKA9VXpmuJ+qnlE4lZkTSAjJFKVERWYTKboipdD0iZfQUxK0Z04lIUcKGBnloFUjrMZRYcxkyofqt2aUS/ksCJFAWAY5glUWyiXrwaJZfauQ0LP+vNiqjiqB6Kp6O6GfdINx53Wf1UpSkLE4dqogubMRlFoOJNWM60cjlKN1aqJR3/KtKRESJqUSl0zAjLaDyWiNGdkNGaUtHsgwIVaj0yIgywFqiOmvkQqF6ihHXcxmnVClZMrqANW5N1EvRBfRSjHT9UMWNiJWtIaOKUOkyRT+0xpGo8jJCAiRQLgGOYJXLswva9AexfLgbtZI/bEaiz2FBzY7syiSrwT62KQ0+wrqMj1WQ1w3TszhU6afc8Wjj61GbNk8nkD4Lq6yJ1vS0JFKgH8J6Ke6ayrNKldLgk0uXURr0RD2eK+AjrNfLMNVHv5FdL5FxEiCBEglwBKtEmB1XJR/lWU/wrHQfKNVplj+0PjZAxi1cpIKeBjjE3LblGu/QnD5lbY5cA9J6IlKsRefq8bTNUyxdnDWjNTGdNzclrScOQlZBaf1ZkkwnARIolwA7WOXybJy2ch+v5T76dVgVaYZavRRHHKCUcLnQHIX6n1K2WbOUbny6OdwGWK2KS0wX7dbjX/foKlgzWhPdplrPWvUgUa+XNaNnolW/Z16KkQAJFCHAT4RF6DU6r3xA4/GqAlKKWwxtVj3WxKDiqtMMM4qbV1yDrCD0IBJERhcuboauzRGvtDkc5eJUVtHuXP5noxlaM1oT/Y1Rkoae0iEY+lW5jJAACVREgB2sisC2WK3+ZMdDGYeyMsUf0AU1Z2WHeco23eC4NlCqPLM7rPLUoMQMVSrdP2I13pro0Bkq71CVdSqrpkWKLpJX2qk0IAILs4yvOl2ZkVWQQS/UVCN7VilMJwESKEgg5hPhpEmTCpba9+xtr0LV9qtHsP7sTieqFDSoLuloX5VFl08nqhRDs0rXs0sZ+bOkpythQ4nVPCWsIrpaXYMSQESqSqdYizAUWmV0VeqHViVKDemMSkBF9LL0RJVXJSKiEmUkfUqlSLVWMSWTVmjoT2dP19RTibRHNb2hR1eizJNZck1SAtaM1kSVxT9i1aMSEZGqfFKshaqMOKu0yXgaGlJ0GYhlPWey0q02NDCx7fY3Aam612CMumzSl1BFproLcp+tyCSr2jHWVEfi3Llzx4wJzuVQWP8p3F1DQ0P1l1tWiVb7HXsRllVuY/U053bKRdQiU3PrUqIAsZQIsyxV8A9+0003pbVZnz9pscamtN1+/ARPnTp1+vTpfSRs3LDqUEWqts1REE6hdNXnq9oSt35+InTz4VkSIIHyCciHYPl6qZEESGCACTg6Xn2hEvOJsC+GslA3gVNOOWWQB7HccBpytmk3fx+x4P1S72M15HWzj0CaVnTW8FXT7KQ9TSDQnPu3OZbIdmEHqwnXJ20oRKBpN1VWZdpiZ5b95aaTRrk8qY0EGkJAvjvpN7h6m1KJ8m3TkLQmolLp7A2paa4Z7GDlImqNAAaxtt9+e5jLvT9b02Y0lAQaRgBjV7DIOvuqYZbSnCYSkJ0kWJaO6Il6XElaE61nIdmKwA5WK5rJ10j5WJTdLN88lCMBEiCB1wiwa/UaCf4fQ0CNUanM6RR5yppuTVSqWhdhB6t1TZZvcMMfkW1fxUP78y/BKiXIv0q61E0C5RPAKFQRpQWzFym6YF52sAoCZHYSIAESIAESIAE7AeMbn13ImdreYS26aXA2LE+SAAmQAAmQAAlkE6hthKm2grLrGnaGI1hhvChNAu0lgI9r0ngZabW73fa2Ai0ngcEk0LruUfFmYgerOENqIIF2EJA9qrbPYWoHa1pJAt0lgG92em/J/QlPCatIEBg9l7ugILX1CLODVQ9nlkICJEACJEACHSFg7evoida4SlQR4FBxFdETjbjEp0vKFP1f91ldsuo452BVTZj6SYAESIAESIAEBo4AO1gD1+SsMAmQAAmQAAmQQNUE2MGqmjD1kwAJkAAJkAAJDBwBdrAGrslZYRIgARIgARIggaoJsINVNWHqJwESIAESIAESGDgC7GANXJOzwiRAAiRAAiRAAlUTYAerasLUTwIkQAIkQAIkMHAE6Adr4JqcFR5YAvTkPrBNz4qTAAnUT4AdrPqZs0QS6A8BenLvD3eWSgIkMJAE+IlwIJudlSYBEiABEiABEqiSAEewqqRL3SRAAiRAAiRQO4HxEybWXuZgFfjgrJm5FWYHKxcRBUiABEiABEigHQRk12rcMuPaYW7LrXR3s9jBannz0nwSIAESIAESeJUAelfsWtVzLSjOjj4W52DV0xYshQRIgARIgAQqJ/DIw49UXgYLeJVALmp2sHilkAAJkAAJkEDrCWD46qWXX2p9NVpVAQB3THdjB6tVjUljSYAESIAESIAE2kCAc7Da0Eq0kQRIgARIgAQaRuCcs85UFh1/4kkqXjwCzeUqLG5ShAZ2sCKgMQsJtJIAPbm3stloNAmUR2Dfr33VUHbVXnsbKZ6HRh/IOPRUkitWkdrccksR4CfCUjBSCQm0gAA8uUtn7irSAqNpIgmQQJUE0l2uKksL1t3qcSx2sILbmxlIgARIgARIoDMESuljtbonVFFTsoNVEViqJQESIAESIIH+E9D7T/ggqP8p43QZlVgkgk97+NM16IcqLiP4V6XoWRBX6Q5JlV0JG0r6dcgOVr/Is1wSIAESIAESqJaA7Dll9Z+iJ2C5jUZHBwNa+PPp8fgLWyWtiW7zajvLDlZtqFkQCZAACZAACdRHQO9X6XHdAtXHyhLQhX3isscjJX36WOrbYq6wklRmGGWp9IZE2MFqSEPQDBIgARIgARIojUC6w5ROKa0wKrIRYAfLRoVpJEACJEACJEACJFCAADtYBeAxKwmQAAmQAAk0koCczK5MMw5VelkRfK0rS1Vn9LCD1ZmmZEVIgARIgARIYBSB3ClW6ruhkhyVP/xAn0qlz5FSmoyumDq0Cqtc1ohRllWmj4n05N5H+CyaBGolQE/uteJmYSTQMALoSxm9KNW7irBU79wguz4DXZ3KSlSdKplRHurC/vboZelq/TVUJ8kOVnVsqZkEmkVAunFHN0tGmmUcrSEBEqiGADpVqiOlIkZRRsfLOJt16OgSWU+pRBWRmo1DJKqUdEQ/m5Vdpvf9X34i7HsT0AASIAESIAESqJCAu//kPluhWYVVN23IyqgQR7AMIDwkARIgARIgga4RkL0oYwSrvV0r2TwY39L7WGq4qyGNxw5WQxqCZpAACZAACZBAtQSa1qMq3iUqrqE64vxEWB1baiYBEiABEiABEhhQAuxgDWjDs9okQAIkQAIkQALVEWAHqzq21EwCJEACJEACJDCgBNjBqq/hTz9dfPGL9RXHkmomcMIJ4sILay6TxdVHAPfvVVfVVxxLqpnAqaeKK66ouUwW13EC7GB1vIFZPRIgARIgARIggfoJxKwiVP6g6ze3rBL7UoVddhlaYQUxezbekyYVrEhf7C9os569k/Z/6ENJ+44dK770paLtq7OqIt5J/lWA0nXuuuvQiiuKl1/GOHTR9iV/HWz9cSv/3XcfeT4Xb9/6a2SUOIyfmaaG8845W5l27PEnqDgijlO6WIviMR2struBxt3V3yoULL3v9he8vjtvf8H2LYg3N3vn+ecSKChQsH3JvyD/gtlz+Rds34LmlZJ9eHi4FD0VKTnq2OOk5gvOO9cax1n9VEVm1KA2poNVg1mdLGJoSCy1lNhxR3HEEZ2s30BX6r3vFXfeKZZcUnzgAwPNoauVR/v+6ldiiSXE1lt3tYoDXa/3vEf87nfdad/Zze5gKfMOO+qYiy74PP6VF59Ktx628QJlB6uNrUabSYAESIAESCCDwNyM9IYkG+apQxUR4rAjR3pdDTE5zgx2sOK4Bee64AKxxx7i8svFvPMG52WGOgngXfa3vw0ucPvtxe67i0svFWPGBOdlhuYTwM27775i+nSx0ELNN5YWBhPYbTex557i4otFs4d+fOs1PKfRnwgN89ShivjWs/Fy7GA1voloIAmQAAmQAAl4E5jd4EnuqIRhnjpUEe+KNl2QHaywFsIQ1DLLiJ/9TEydGpbxL38Rv/+9OPBAgQEShsYS+PKXBVYCRrTvc8+JP/xBHHII27exbZsYdvbZYr31xDe/KaZNC7MTE+z++Edx1FFs3zBuNUtjCGrllcXPfy5OOSWs5EcfTe5fzI7txvO54T0Vwzx1qCJhjddgaXawGtw4NI0ESIAESIAEAgnMGZ4TmKNWccM8dagitVpTZWHsYIXRXWcd8Y53iFVWCR7BwvCVfGk+5hjxwAPi5JPDyqV0PQSwWCyufW+5ZeSS+MQnkqEOeIVmaCCBbbdNbt7llw8ewbr/fnHooUmFjjtOzJgh4NWdoYEENtooad+3vz14BAuDXueem1QI9+9ddwU/3puGouFDQYZ56lBFmsYz2h52sKLRMSMJkAAJkAAJNI7A7OHmOhoFLMM8dagikPnmNV/ddc+9G0d2tEHzzZvTg8o5PVobj8SVV4ptthGYcBMdtttO3HsvR7Ci+VWb8ZprxFZbiWefjS8F2ceNa+gIFlwsyorJSAccKoa2E9p3002T3RQiglxbitsf/tw5ghUBsOosmD4l2/ff/44vCvfvssu2fgSr4Y5GlXk3fOPrO+22h2otlS5TjEMl1pwIO1jNaQtaQgJ9JiB7VLmerPtsJYsnARIoRqDhk5nQr5L122Hn3VRFEf/W9d/QD1W8vRGOYAW0HSbWHHmkePObxYc+lIxz3HxzQF74gJbh+98Xd9wRkJGitRE480xx8MFJ++6/f3CZiy02kuWmm8Rf/xqcnRlqIHDWWcky3re8RUyeHFzacsuNeEe7/noxc2ZwdmaogQA2UTjssOT+xTw5jGYFebNbeukRA6+7Ttx9dw3GVlvEcIM/EW67w05ZlXecysrS8HR2sBreQDSPBEiABEiABAIINHwEK6AmLWbmBd8AACAASURBVBdlByugARdZZMTP72c+k6wkChrB+upXxaKLJmXtvHNHXK0EgGuP6JxXVzdjqGOvvZLJOv4Bkz/e9KZEHC6/u+FKx7/ubZF85ZURS7/+9WSl55ZbBhj+pS8JjG0g7LMP2zeAW52i888/8nw+/vhky8ig+xcODjH2jAB//R24f4fnNtpNQ51XRX/LYgerv/xZOgmQAAmQAAmUSWDOHG1XvzIVU1cYAXawAnjhFRY+vhHwKhy6EOnFFwMKomhfCHznO4m3fQQ01ksvhZkwlw+0MGB9kMb0R7izQsB+c/PME2YA2zeMVz+kMQR14olJwS+8IF5+OcyCbmxB+OCsmeMnTETN58ih+DAGlI4hMHaBscCelZMdrCwyTCcBEiABEiCBlhF46umnWmZxa80F6sXfsrjDfHawHHAspzDIgYCt10PfeLB8qWAIXRdTsLjBzC7nYWAeVWiIyKIXwcbVaVQXx1Q5hD33FK97XVghmJNXJMhpPUHr2ooUN+B58XwODTvuGJpjlHxz2lcNYj3x5JOjTORB2QSWfNU1gGP4CgWyg1U2deojARIgARIggT4RkD/58lthn0wYiGLdXSuJgB2smEvhV78KXmnyxBMxBak8mD4C/8LvfKdKYKRCAhHtW8T5O2pyyil1tC89ucuLBjMp5ZCD/zX0zDP+shbJT31KjB8vJibTYxiqIjDvvCOaMVIY2r6hcy6NOsCz/zLLiNVWM5L7eejz899P+wajbHawBqOdWUsSEIKe3HkVkAAJkEBtBALX0tRmVyMLmjatHLM+97kwPXvvLVZfXSy/vID/HobqCJTVvp/+dJiNu+460r5XXx2WkdJBBC68MEg8U/i88zJPWU/ssEMy9rzUUuLaa63nmVgOgdB2ySr1s5/NOmNPx/276qrJCNbXvmYXYOrAEmAHa2CbnhUnARIgARIgARKoigA7WAFk11qrJ6y+9/eSvGPvfa+36KuCkyaJt7418eyywQZhGSkdRGDNNXvioX6SejmF2GQT/Sg/vv76SftiFsjGG+cLUyKaAO4jFeD1Ozqst15YVjQr2hee83j/hoELlF5nnV4GzHiLDhtuGJYV9y+GJ/F8njw5LCOlO0+AHazONzErSAIkQAIkQAIkUDcBTnIPIH7JJT1heHUfN653GBSTznj8s/zoR2LBBRP38Qst5J+JksEE9ClQ118f37433BBW9C9+IbDN5fPPiwUWCMtI6SACX/xiTxz379JL9w6DYlddFSQubrwxuXOffhr+tcMyUjqIAPaLVOGcc0ToY1blxb6xQeEnP0k2BkDj4hZmIAGdAEewdBqMkwAJkAAJkAAJkEAJBDiCFQDxiit6wosu2ouHxkJXM8EHzyGHJIWEOncJNWzA5S++uAcgqH0xqU737I+356Dw0EPiwx9OcoROzgsqhcL6COXrXx/Aw2hffSTMU4vcyAF6cAuHbmPqWQTFop/PxnM1dDUxXKYffniCn/cvL0KDAEewDCA8JAESIAESIAESIIGiBNjBiiS4//4BGf/618RVd3RQ7lUw+SN0fk90oQOe8aMfDQCASRsnnhggb4iqOT1f/nK1rpLgyV06c1cRw5LBOTzooIC6ooFOPTVA3hC97LKRBOg59ljjJA8rIbDVVgFq4V9wypQAeUP0yitHEr7yFYG5fQwkoAjwE6FCwQgJdJwAPbl3vIFZPRIggSYRYAcrsjUwb8Y/vOEN4nWv8xc3JeEjWIbFFxevbuBtCvC4dAIPPhigEu37pjcFyBuiK644koCGLrinoaGZh1kEgtp3scXE2LFZmvLT1XJj6MGOogw1EMCaa/+A+7eI37vllhspCg9nODxjIAFFgJ8IFQpGSIAESIAESIAESKAcAhzBKoejW8sRRxTaRvDMM0fUT50q/vAHd1E82wcCH/+4uPfe+HLV3oVHHSWeeCJeD3NWROCkk8Qf/xiv+4wzRvJiLfDDD8frYc6KCGBi3J//HK/7tNNG8h5zjHjssXg9zNk9AhzB6l6bskYkQAIkQAIkQAJ9JsAOVh0NgFWERcItt4zk/vznxQsvFNHEvC4C0ftLYvjqt791aXaf++EPR87Dkc+//uWW5dlIAvBRFN2+GDb+1a8iy0W2H/94JO83vznKX1q8RuZMESjigwrDV0XuX3hylwHLCTmHMtUyA53ADtZANz8rTwIkQAIkQAIkUAWBAZ2DBYclcL0t3St7YsWyIwxUbLutpzjF+kZg663FjjsmWzceemiADQ88INDEW24ZkIWi/SJw7bXJUF9Q+8KZ3P33C1wbDA0ngDbad1/x3HMiyBcdfFnNmCE+8IGGV47mDRYBjmANVnuztiRAAiRAAiRAAjUQGMQO1iWXDGHrt9B3WWxOB3cppQS4S8F6sbiw8spx+QYoFxZdHnCA2G67sCrDR1ERXzhGYdGO3Yv4WzJsSB8qB+4qkpZpfsqXvzy0227B7YvNBxdYoJzK4TrButG4sMYacfkGKBcW1e6+e/BY1IILCvyVFY47LlLT8stHZmS2ThIY0E+EnWxLVooE3AToyd3Nh2dJgARIoEQCgziChc3PMRvjP/8Rl18eQHKPPcTkyT15jGaddVbvMCi24YYBeW++Wey8c0/9hRf24oxZCTz+uJg1K2lfbBHoHw47TGy+eU8cI0lnn907DIrtsov41Kd8c3z/+2K//XrC3/lOL86YlYBsX8zBCrp/4ctq0017+uB9+xOf6B0GxTA4qlwf5WbEEmDMKFLhnHNUlBE7gUceGXk+X321XcCaevjho9oXK0anTbMK5ifuuWfA1oS33iogrwK2E2UgAUVgEDtYqvKMkAAJkAAJkAAJkEAVBAaug4Vd09dZR0ycKLDv26qrBiDFiIgettlGHH+8nhAQx4I1f4e/G20kNt64p/zFF3txxtIETj5ZrLdeMmaADeDe/vb0+cyUv/1t1KlddxXwyxwX/vIXgVEWz7DJJmLttXuyL7/cizOWJnDqqQIejzATcYUVwu7fe+4ZpWz99QX2RYgLuHkffdQ3Kwp697t7ws8/34szlibwyU8m9y+ez7h/J0xIn89M+fvfR53CB4egRYh65l/+MqB9cTXqLrj4fNZJMj5wHSw2OQmQAAmQAAmQAAlUTWAQJ7nPnZtQxWSIIg7W77hj1ItLUDt96Uvi7rt9c+Cjvv7yTUdcbnALLywwCAS/zBif8B9mSOvE/A+MPcQFtO+f/uSbFf57fvaznrA+366XythrBDA37qWXkoOjj05cJUWH22+Pb98LLhC/+51vyfDOr+8/GLq41beYrshhsfacOUllMJRVZNeKH/xAvO99kVDgcP+hh3zzwr/aT3/aE95++16cMRLgCBavARIgARIgARIgARIomcDAjWBh0da3vz1JiCGMcGCeTXT41rcKDZD4l4s3pCL7ZPkX1A3J7353BBdGKLGaLzqA+SGH+OZOO9DCPgGeAcNdevvK4RnPvAMo9u1vixtuSO7fyy4btTovFMVNNwXMg0wrl6Ms6fR0Cvan09s3LcAUnQDaF38IWAOor77UZXzi2N+znm09L710VPv6Xxg+taBM2wlwBKvtLUj7SYAESIAESIAEGkdgTKhFc+fOXVtf9RSav9/y668/9Itf4A04CT/5ydAmm4zEZUoV/x577BDGMy64oPKCqjC+dTq32mro5ptHUN9xx9DkyZVjP+KIoTFjxBe+UHlBrWuLKgzedNOh226rtX2POWYIszbPP5/tW0V7mjo/+MGh7353BPVttw1tumnl2E84YQjDTuecU3lBZlVjj++8886pU6dOnz49VgHz1Ucg5hOh9Addn42lliRnLqsqqEhuIe95z6ihYMinUxxKjIL88xqSOJw9e5KhzVFuA09hn5bq7N9qK6Er1+NuFAZnCKdTpAar/UZBWXnTNhiSxmFavniK1f7iauvRIJ2FKtoqklt6Gmw6xaHEKMg/ryGJQ96/Ds4f/CDvXwcenmoZgYH7RKi7X6/HZwn8g+supFt2gbTNXDjsVqHIKjOlJDfygQ+IzTbLlaJAOQTgx06FetoX96/uiE6VzkgVBHTngvX4hIOjwej1wlUQoM4uERi4DlaXGo91IQESIAESIAESaCaBmE+EzayJp1VPPdUT1PeA66WWHcO6tv/9r2yl1JdBQG/fenxK3XDDiGemDIuYXCYBbFSngr4HnEosPQKPSvUMpZRueRsVPvNMz+oDDujFq4vh+fzss9Wpp+aBJsARrIFuflaeBEiABEiABEigCgIDN4J10EE9jPrbUi/VFjv3XLHgguYkd5ugJe2SSyIzWnSJZF+z/fcfWmst60kmCuxBpoK/M6rPf15gpVicv6LLL4/MqOzUI2hfOApfd109jfEeAX3Uyt/T9+c+J3AxxLXvxRdHZuwZrcXgXnzvvXn/akRGR3faqXf8xBO9uDt25pkCLuDj2hdbZcRltJr01rcm2rCUgYEEQIAjWLwMSIAESIAESIAESKBkAgPXwfIftdJJ77OP2GEHPaGmONzNGysQl11WrL56QOmTJ4vvfEfAr/GAvFT5j1rpEPfaS+y+u55QU/z008WWW44qC+0b6mbuxhvh3HyUEh4YBOATHE1cf8DIijHR8y1vCbt/cdvecov40Y/qt71NJX70o/15PqN99SE3IMOaxEkhHrXe+16BTUGwvwhDJwkMXAerk63ISpEACZAACZAACTSKwGB1sLD54Lzz9vgvtpjvq8NvfiNuu62XsbYY1tEcdtio0jBcgd3r/AN2d4fvPrxX1bMkx9+wKiQ33HBU+y6/vLj1Vq9yfv7zkR3QvKTLEzr4YKFPCoTiE04QmBTiH847L3l333prr1xwMYoA5SriX1ATJI37F/ey56v/7beLn/2sDzXATYe7Tw/YaC/IBfduuwk44tpgA3HRRbqabsbRvksu2asa7l8s4fQJP/2p75Xgo81f5sADhT4pEBmPPjrs+Ywq4xENR2tXX+1fLCVbQ2DgJrm3pmVoKAmUTUC6I0fvyvBLXnY51EcCJEACJDBgk9yxWAyzmlTAewNe/X3Cpz9t39o9emLTG94gdtklv+T77xd4+dYDlqhcfnnAR35sHYPXu+efF+9/v66mm/FvfGNU+665pq8P7s9+VhxyiMlkngLDu+98p9eldeed4sc/Nsu94gozxXEMP/JQgvV0iHQ+YH3lGWf0arnddl6QkQGrCPXlpT0VsbH55ksGHnID7lYMfusBKVddFXD/YgAMw6u4f/syB1S3vIb4hReKo47qlfOud5kzFHvnRsfOOUdgGlaJYfx4c/KcVTka13g+Q+yqq6yy9kS07x13JPfvJpvYBZjaagIFfkNaXW8aTwIkQAIkQAIkQAKVERisT4Rjxgh9/0HMd5kwIR4ttkV74xsjV+edfbZYemlx3XU5pX/iE0V9tKy0klhlFYFBEUxYwRSlvsxEyalkeaexhFBv3xNPFCuvHK/9lFMS5zpY5hMRMB4GjzhLLZWTFZcQhjSKhBVXFAssIL7ylUQHBjmwIqnDAe2LsRwVMJ/p7W9XR8GRU09NGijOpdy0aclsoZtuyikUq8wKtu9yyyV1xLS8RRZJhuuwHLjDAR7z9fsXE+xWXTW+uri58KFgvfViNGBLRFwbV16Zk7d4+44bJzBa9oUvJO3b+edzDs0unuYIVhdblXUiARIgARIgARLoK4HBGsHC5nSGn6TPfCYeP1za4OUjLjz2WDI6UnXAFDH4oEf40IfEf/+bDOess07VZfZTP5bkGAEjhdFhiSXE294WmRvti7fnqgPaF8NsCPvvL/7zn2SostsjWJi2+Otf9/wM/epXokj7YohihRUim+gf/0hGr2sIJ5+cFILVatjPFKOV3R7Bwjy5OXN6UNG+Z53VOwyNvfnN8QOcjz6aDCnVEOQFfOSR4rnnkudz3Hh5DXayiDgCHMGK48ZcJEACJEACJEACJJBJYLBGsDB8hSkRQZ52M8kJccQR8Us/sOarhpeVSy8V9903UgNEZsxw1KYLp2T7llWTj30sfk9AtO/665dlSKYebJN3990jZx94QDz0UKZkN07owxvFa3T44WK11SLVbLut2GyzyLz+2e65R2AdsQx63F9DuyRfeaXolDW9vscdFzlBFkowf6uGgDb94x9Hypk5U/z97zWUySJqJcARrFpxszASIAESIAESIIFBIDBYI1jltiimCBgzuoL0F8nrWRCWIOHTvgyYfWU4HfZUMrBi0j9NdPXxOl51wBRALLySAavhcj0zSTfukJeRAXc3WvD+VXdWda2MSVeYeiUDBrw/8pHqiuqg5iL3Lz50RPs49EeJ9lWrYvE9ZI01/LNSsh0E2MFqRzvRShIoToCe3IszpAYSIAES8CQwQJ8I8Uaib0ToCaiBYiuvPITpBT4BDuj1mV5Bmxj66G+UDNp3oYUaZVGkMe9+t+9YBRxYn3Zar5QgF9K9bC2J4Uruxv278cZD8G/nE3D/6jtPYCOKDgfcv2PHdqF+664rTjrJqyJYQog9JGTAmFm329eLSOeEBqiD1bm2Y4VIgARIgARIgAQaSmCAOlhwy/vFL5rNAOfXWGpXXYAL5iKuXKyGwUG55xsSZiHoAa6wOhwwfpN+Bdxtt8QLdnUBLpjhzbncgF3VsHeeT7jlllGOkdR8Dp+8TZAJmuZy2WWWpsT9m76pS6waClVjDGWp3W8/gVvYJ2CfO93xlZqP5ZO3dTJ4Pl90kWk17t9LLjETSzyePn3EU2CJOjFVDo7gfcKtt45yXPfUUz6ZKNMmAgPUwWpTs9BWEiABEiABEiCBNhNo6yR3vPviRR972mNeEVYD+QRM4MCubUbAZuZYanfAAUayeRg9+QM7YS27rKmt4PEf/iB8Vqidd57A3ov6Vmg77VSw5Pqyo30PPjhZYvPjH+fv+CbNQmXTc7C22CJpXzjCdoSgcRRDD5whYTexcgM8lr30Ur5KTODAEkK9fbfbLj9XQyTA/MMfTubc4M7yvH/nn1+88IJpvrx/sfOjI6CseWJfJJG3yP1rLffOO8W//+2wd+TUhRcmt7nevi26f1GHyy9P7McuqJ7tiyth9mwTy5ZbJvzxqHcHK2d3Fnl28uRkz9ByA1xbpS/UdBHYRATPK7194cieoWMEYh88HcPA6pAACZAACZAACZBAeQTaOoKF9VNyVRG2mtcXyjnIwDE39mszAr6Cr7SSkWYefuc7yZ6Dcfu6YwrF619vKvQ8Rh2XX16k99e74IJJY8cO5SrZa6/kDfKYY0YJYvmh3J1wVGrzDlB3LMbBoMWaa/qOYGFeWnpg70c/Eu98Z071TjhBTJgQ6dT7xhvFkkvm6M86feqpSe3Szqt2393LBw/2l0R9P/WpnnqMAbSlfTHJDINDGIHGnbXhhr0qOGLYbzEdvv/9/Ib7+MeTXRrj7l/c+zAyLmAIGbvLwae/EaZNmzTffPn3L258jFAee2wvNzznwfv8tGm9lMbGfvYzgcF7oAN5z/a1Pp+xt2bu9qnf/nZyFcU55Yf+9LC3J1Vcw/j1gU9/I+y9t9f9ixFctO9RR43KjeWlRbbHHaWLBw0gwBGsBjQCTSABEiABEiABEugWgdi3s75SkK+kTz8tXnxRvOtdvqY88cSoD94yG14g8CbtDiusIJZYwi2Sefb66y2FZkqPPrHNNpnzP3y8wGOqhzFit+OO4rDDWjCCBafGEycm81QwB2v11UdDyT7CTl76hAYpiNfi3PbFa2j0KNR3v2spNNvGUWewQqrI/J6hoZ6bb6l3l13EQQe52rchntwxZIihnWeeSeyHA3rPgHlp6fbFoyC3fTE8GX3/YnQkXainwXL+kKdwWgz3r7EsFGNahx7aghEsjKpivPBf/0rsxxitZ7A+n08+Ob994Q89+v7FCGV0+269daH793e/M6da4v7FxFOOYHleMK0Qa2UHqxVkaSQJNI0APbk3rUVoDwmQQIcJtLKD9ba3iUUWEXiBwGINvILgFTb6LcSnaTENovSVYj7lYn7AUkv5CNplsCG8geXuu8XDD9uFG5WK4auFFxZbbSUwk+Of/6y8fdPes+qhcdtt8fN7YOHpp5vte8894tFH67G9UCm4f9G+WICJ9WXw/YOGvvnmQgrdmbEGDXN06g94NC26aHyx6fsXY7StuH/x1FpwQbHzzokTL9y/mIOFG7m6AEdoKKX+8L3viblz44s94wzz/p0xox3tG1/nwcvJOViD1+asMQmQAAmQAAmQQMUEWjmChWUa+FZ9xx0JmwsuEFhJ9Ja3VMjpuecEvAzXH4rM/7Ba+9Wvir/8xXqmWYnS1bV864WfM7wpLr54hRbee6/5KllhYZpqNIcxxKidjInC59DMmTEZa86D9a1YAindI2H4ARwqvX/nzEmKqD/cdFPJ7Ytn3W9+U389gkvE+jgsXpY+6NG+GIl/85uDlfhnuOuukjl7Fn3DDSWXi20DWnH/evKhGAhkdrCsg5/w5chAAiRAAiRAAiRAAiTgJpD5iRB9KfmH/Hrcra6Gs5MnJ/M21JASvEz5dPvgH6gKP9dw9OLphStNBl6LchdApXN5pmRpXmyxCgv1tM0thqVSWF+Gl3UZMM3Ox00zVldh3Kv0EO0DCZYUyetTkaWXtkjBN3r0BWlRV0ESmunJJ8U3v9lT7XP/YnUkth1sVIhemehZC2v74v7FA7DJAc2E5zMGnmXAQm+MIOYGtC++S5Qe8IyNDlXfv2hKa/B0G2bNy8SmEcjsYDXNUNpDAiRAAiRAAiRAAm0h0L4OFr7oP/JIDy8mKmG5Te5mVZgWACfIpYdLLxXnnx+pFbvEX3xxZN7cbPCErg8SKHksPYNrLv+QNRLmryFUEkz+7/96maZOFdhpLnd0Co27zz69XGXF0L6//32kMuTF7JCKwu232/0hffaz4tprKyqzHLUYm/zHP3qqTjlFHHmkgAcgd4C/OrhwKz1g1lp0+2JHhHKn0Om1wwRE7EWYDnjWfe1r6eQGpeCyx2pHFbCXKLyTp7ejUAIygvbFtLzSA2Y1wd1UXEBe7PoaF3JHztC+0J8OWNHc8Ps3bTNTHATa18FyVIanSIAESIAESIAESKAJBDInuecah6kemPgCfzZ4R5k+PVe8HAEUigkc+ggHXiLxvX+55QQGhBwBLoKyXMhgN/VoTy34Tv/GNzqKdZ2Cq5jcF52s/PB/DbMxmJcVFljAPjUNvrOtyxesevAy+qY3Ja/4Z51lPV9+IgbM4KD/scdGaYZjaFRWzbobde61A1wGs2a9djD6f/hAQi3kmqbRZ/KP0EDRroxwbbzudflFWCVwQcK/vGPtG+672bMtWTHlxTGlyfDkfvjhQ9ADj+EY96onwOUVGhc+u/UAx+7wM3fddXqaGYfb+r/9zUyUx7j3MfMsztMS2ii6fVF69OK4jTcWcAbmGIvC/WuduvTf/1o23LRywSWEnRuwCwXaFy6X6gm4f+HAXW9f3Jh4MqN9rQPqyirH/fvudyfbBco140reM1Lk+Yypn3hExwVsQLnGGq6fReyyio0I0wFTTrFjAUNnCCQjWPjFdfwpgc7UmRUhgcEkAE/u0pk7/vXZb3gwKbHWJEACJFAKgWQECys4HAHjQ1IAnTD95fjyywU2+ULAllvYVQ2bguEtpOqAYYxXXhF77jmqnIcesr/t6UKY+ZFlHuY64KUhztfzgQfGb3MGb0A+6+P0Wqg4Zq7AZscIFrzPW/crPPFE31f2++9PNoxDwKgDnG5/8pOZAJVVxSNXX5282BkzcuAbJnfUDTO3stoXwzMY18GAQUTAVY0R07iAayPavRPcCOE6d4xgYUwCQ33pMHmy1ypCDG9geBKDZAjYEQEDKvi3hoApJmhK+PjWA3yz6Q8W/ZSKT5uW2b64tTEuK+ui5D0jWLkWPYKFaZ3R9y/aF9ekYwQLN7h1hGOTTbzaF9XHuJG8f/F8RvvWdv+iXkb7PvBAPijH/YtHFlBgw8GIcPzxyZLGuIA5nRgAiwv775/Y7Piwc/TRdsVoJgxeMnSGQP4cLNX9QiT3d64zXFgREiABEiABEiABEogmkN/B0lWrzhYGFfB1/8EHE8/CGClZf31Rz4ZumHeSnnoCB1dFVghibpY+aUCvb24cMwMwfhYXMOJinWbho+2++0ZNREtnQaNYR3SQ+Oyz+a6wsGuhbF9MwAJwjItgWWLVKwqhH0DSnXgsQcJoUHTAmibMC4kLcMZtHQj00YZrQ18u55NFyWBQJ2tKmZTBFSs9oassKgKDc1vqoouSaYt//WsyQQfzzLbYQvzkJ0pBVRFMoMTUk/T9u9NO4oAD4gvFAMm//x2ZXd4OcZnBH6OMcQHYMULsCLhJcf1Yg88F+ac/iZVWStr3179OhlJw/9bzfMb9mx7VK9i+qIW+bNzKJCsR92/6essSNtJxbUTn/eMfxZ//bOgzD63PZ1xU1pFLMzOPW0Kg18FSruFaYjnNJAESIAESIAESIIGGEhjpYDl6V+lTmNTyhjcki3rw3rneegLfyPGmjgh2j680YM9BBOtgxtlnx7+Cr7tusnNWu8KmmyaTKuICRi8wHOUIcPCz5JLJokvMEltnHQEn+GjfDTYQmNBQaTj55GT4yjqYgffv226LLBwDJ0ccEZm3X9k22kiARlzA7m/nnefKeuCBQ1j+hoG9j3xEYIkW7t9HH02m6bjXebk0+p079dTk7fyd77RIo33l3W05l5eE+WRFBrDz1FdyHqvMMMsqLmC60i9+4coKAezdic8LmKuKix8PTPl8hsvASsOPfpQM+Vifz3jgRA+R4smDqZDtCpj3hrXPcQHTDeOWxMYVx1yVEkg6WOkulFFkroAhz0MSIAESIAESIAESGGQCSQcLM6vU5KosFnof64MfFIssIrBQQs4SQI8b83VmzBBIh7uptNNe6X0HL5p4ncLsEPyLoRGInXlm4lUcX53xxRpzfbCmRs4dUd56dGNwapllEsczQVH6kQAAIABJREFU6U/XkMeEA/xVFGbPnhSkWbcfHnpygy6vC2dtViVl3FMxdA9bhn7sobbssno5Zhyv12hfjCRJ1FiOtO++ArO+MJcCro3Ty82kfjSrbN/Jry5kk+2LQU3MAkFe+FP++tdz5gZhVhCW3Vnbd/nlc5YB6qyM+prVSx2Htq+uwGcNWqg9PvKO9oXTr6WW0m004xgSwAg0vE/J+xer8LDsC7O+sHgTc3cwrGUEaQ9uQPzJuxgNjfV3GFfA/Yu3bczIRCvDAzWaHiHLflx4GFlJB8ijfa0jW0rYujGfOuuOhLavbr/PhoO6vNsS/7OO9sWlDrdwjoDhT7g3g2N0eSthYBKrvDHla9ttk/aVbaRnV/Zvv33SvmhleS9jDPWGG5LnM3Jh0hiez25n62CFCw/yRoB+rNF2P5/156SyR+lxP+tC21epRcRncWLaHqkha+F5lrxerv7cMOTxG+d+Put6GG84gXn87dP7WP65KEkCJEACJEACJEACg0ZgDCosN/JD/0mNYzn7UnOffnoM3lavuMIc17nmmiF4xsKKLSwtxCwB+PPAmxb8D+H1FC6t8Y4CtyJ4F8HLGU5hPZH+lia5w2cJpmJMm2ZqxtnNNx/CTKn3v99yCmff854haL7zTvvZ9dcfwkSTD3zAflYWnfXvRhsNYS+trbeOyYtyTzopMu9mmw1hhGCLLWLKfe97hzDDY6utMvOuvPLQn/9sP7vxxkm5GG266ipTQLUvhhuxRgaNhbdSDCuifV//+sTrMZoVrQCfRoigrdNeZOC66Xvfi2nfSZOGoDarfVFfzHiIa6M11hj6zGdcrLIuDKTj2sB15eDszht9XbnvBUehOLX11kOYkXbjjfCDZW/fZ55JhqPwhwbFgCJ8KWFYAi/ccuMBTJLDMjH8yVvYKOuf/0x8s118sakZYltuOYT95rLuXwisttrQjBmWjDIv/LptuaX9rGGDcbj66kOYABTXRrD5Yx+LvAfxRMK+n3Hl4rmB0SNH3lVXHbr3XjsNyRn73N1wgylw1VVD73hH8nzG/Ys/LFRE42KwBH8YFZPPZ9BD48pHdNDzeccdhzDmndW+a689hBWX99xjmiQbqwgrPK9wD8Y9J8EZz8m4vHjmnHZaZF7QgB87R/sa17B+iHv/rLPmTp06dbrDy5aegfG+Esj0pGbtbCFR9b2kS2hlPMaWSwyGcmjefPNE/fjxQ+mpuGqINZ1LmgQvEgjqLORVXApgVDz9ZUqewni7nlcm6v+m8yr9Rrl6LhmXeZW8LgDfngiGnVJAyqfLVdkxwq/nNfTLbwRWzciFyc4yGAJS58i5wv8ZyqFPtu+yyw5hZbURYL9MSeeS6e76QsbBCjtaIGRptuZVPD2vDSWflPRacOSV8g6bJStls6Ff0kh/qZElqy+8KrtMr7p9Me0XYZFFhtLeB2A/7mucNUyShuFfmVedNeoLAQer1VdP1Ki8ycHokM6r9Bvljs6XHMm8Sl4XwCkEa7lSPl2uym48Nwz9xtWucsmItDlddPrLoJEx6DBdL2zLg7DcckNp78ewXypP55LpBiujvpBxsJLPqyzN1rxKv8FZGqP/K8tV8vopRytIeYfNa6+daFI2G/rxS4o+bvo2kaXLe1+3hPEmE8jsYKWNVl0uNH96WRamYsC1MV4WsS7p/e9P/oyABSb4w1sRBjnwNvPcc+I//0mWL8GPFMZCMGkAlzveqDA963//U9deTwdGwjDole5dSQn05h09PMw4id5VCu/u6Te5nlnOGCoVnRezoAAqLmDCCtooK+DWxWSLrACbwRmDDUbAD/aUKeKQQ5J1hXiIq+e4EkPjolkxsIFBDiwWe/55gbEQLEWEGxtsP4f5VejKrLJKMncHzxZcKkZA+yJvunclxTAPDA+srGcWhliiOWMEzsHKMNI4BKvovJhpEW0zBhvQRlkBLbXDDpmskAuc0Y5GQC6MmmB30fe9z37/onGl2za0L/5w/2I8Em7u5f2LHTnxs4H23W8/3NeW+xdj2yg362cD9zUaNytEg4JCeHiPbiNcxtH3IIZ1o8vFZCZHXrQUZg5l3Qu4MMA5vcQY5NG++AiARdPW+1e1L1oZtcZAl3w+Y7X4448nu3ki48SJyf07Z85QeqIenrEoOt27km2K13JHDw8fOhz1zboqZDrKjW4jPNuj8+K5IW8Ht3nWsxj4d9QXv6SYDZnVvtiWkaFFBHw7WKp31cC6WR7nfbUy1J5Q+dDKVa0/1J5Q+VD7Q+VD7QmVD7WnavlQ+6uWD61v0+yp2v6q9Q8az9D6hvKvWt7T/vETJnpKUiyOwIOzZuZm9OpgGb2rI4+0q8WrFV5/MYMHw1dyYAB7hGF0amgo2SwM3+DwLyZjoQ+OgSvrJzmsK4QbFbxG4xUNa9lUQHceYx7urxiYFoaCsJIxHeBC6ac/TSd7pfzgB8nSubiAcrNe2XMVfve74tZbc6XsAnB44/akggEhjEHCmVY6YOwKnvGtAcuI8IeLAbt0yUEjNCgGMLBACfM5EMHAhnz3xSEmYKVtQPtiogbWImFyj9FSGPnAKidHwOAWVjPB53g6YK3iz3+eTvZKuflmgb+4gAaKLhc2R/uNg8Hu6xkDBljPa/2agMlMm22GTzbJJzkjXHedwB9msyEjBhUwIAEP6RjJQDvCcTzGMzAeiZFgjE3i/fuFFyy3MAZIMOkQ/2LcyGhNXDNYi+oIGMTCalP1BVOXvOWWeC9ogPzjH+vKAuJoXDzT4gJmuUX7nYLN8CnlCF/4QtK+2JcwHbDJXdb9i+ElPHjRuLiJMKKMgDFmPJ9x//7f/wnMn8N4JAbO0coIuJHTj2jMdoJ+rB/HalC9ffF8xkPb/XzGxppYbWq9JvGMxSrjuIA5u9Ee1HBhYAF7XEDj/vCHcVmTC8NtM1zZYS8NOUvEKCPrx1cXk12rccuM0xMZr4iAu5vV62AZvShlTVa6EmCEBEiABEiABEig7wTQu2LXqp5WUJwdfaxeB8vfJgxjOAL8vOMvLuD1F29m55+fzBLA+5N01QOPSnDVg6kA6TcqvRQMn2AtmzXgbSz6TRQKsyYGWcsyEouU6x79cnzFhw3uURkMP+AvHfAmCozpkSddEqMjaqGDnu4TR/viLfass5KBirvuSkY75FsgXprhbNr9RohGhG1ZwV3frFwy3X1dOfJiEoa7jRx5cSq6XOR1l4tBJkypSQfMU3QwlPJTpwr8yZA1ESStWabAITu2jcO/GMPGVQSH8rh3MLABd0pwLO5+bmBszD2xLKvQ3HQ3K3f2IvdvkbzuexAjT//9r8VwoMZt4siLSw5/WMKGENq4yII7F/MpMRcT7Yt1iHCgD224qK65JhkDc1/PmEgH26wB6dGjuVDoLtdaokzE/Rv9bIfN0dcV8rqvDUxwfOklu+FZDHXpRx5+RP326+mMl04AqN06s+dCu/PxLAmQAAmQAAmQQGMIYPjqpZczumaNMbJjhgC4/CZrrVdvBMsYltAP6/xKiKkYCywg4JoIq9Xw2f7ee5PVZ1jukfuxXK4TtlYyN/HTn04cd2GvtBYFjPPhO31c06S97cuKwzE3XDZXGtCmWASHl+A11xRf/nIyYIkIltS5t1eDSZjVh3fuuICtKnH9+ExfiNNfRa4LL0wmpsTtsgfP3dZw1VVhk10ixgZw/66wQrIKFf7iEYGPvbXWSu5fTPRxB6x89Hk7tyrBkDmuW/isalFA+2JOYXo5nk8VsOTWei9gCp3/hNGIxoVtV1yRTKDETCwsGsWkLkybgyMMtK97UiAyOlYu51b5c59L6pVeup6bsY8CWNiOZ1p6ObaPSXKVaFoS81wxz9g6DzUtzJQmEOh1sOJ+qptQB9pAAiRAAiRAAiRQG4FzzjpTlXX8iSfJOBJV3D8FkumMSnmrI70OFqqhj1qpWtXf8cIgB1zs4Hs/xq7GjUu8Z+H1NO14SVkoI3ghy3pJwguWO6y3noAjn7gRrLS/cndZ+tkieVddNfGZHhfACm/P0gejrgGTYIqYpKtyxO++exL8PuNie9e7kvbFTAjMx7IuaXQo0U855u5IMYyGYvlqXCgCxD1Pzm0PnG4XaV8MDQKvEQBBOoSDb0OcCl1PbmjLOsR4Eq4u/LvaaomXcIxLoX3htt4dMCtFOn5Mi+kbTabPIgW+94q0b8RsJGkGnHshxA0FoX2LhEsvtdy/0RdMkCW33z7p3HOTawdjk3C5h/bFULrP8zlrmWHu8xmD3PisUX/IfbA4TMK1Ee0oC2qt7Yubt4hPOIe1cadUX6qK7pG/Tn/JuGoWyTWqg1V/X6qI6cxLAiQQR6CirlWcMcxFAiTQagLoaVl7OTLReiq3vqr35i8ZV1Cu/iIClknuGFqQf0X0FsyLRWF4a8FqF7iDwqIkjDD5hIsvtkthkYs7FKkvtu2LXoqCCStuhzcOszGHY9o0+3lMz8oNcLptBGw/B6/rRUaSDIWOQ7z0Y3gSVYArGszEwgiET8jyE439Dd0BFwZ2Z4sL8K+Wqz9LM+bERDtDwmWPfRGsAVNScgMGOI0A5g88kKzcrCFgQSjGRzGIBRdWmIyCEUSfYR7cDtbgXn6ILLgR4DooLqCNTjstLmsyVRSb2cUFR17cF7khff9iCPDvf7c7msrVFiGAMVBMbURDw9rDDvNSkPWcxCPUHeD3CyM6cQErWKPvX1yQ+AGKC4CT1Y4+uwim2xczMvF8ruf+jasycsmeliN7A/tADmuLn7J0sDCOJf+Ka6cGEiABEiABEiCBDhOootsEnZKYjOBfPUXFIaMEZFw/1Xfmoz4R5lqDkZ46A5xKB4WseRi5363he9q6KsendKyJw0ZdcQFzdHJty9IMr8pZNmel66rwAm1MPcF0GavzJD1XufHQZX1wM20NmKXnDnBf7sPEqgSTP7DnYFxA4+bOH8rSjIs/y+asuSy6Krz0Q0x3t4PpbmhfpLy2964uXkkcfuyCQlb75irB7hFZrHLzQiB6fg/u36xnTm65GJ7PstmngbDwGQ6odJdX2P0wy3lSrjFxArnz6gy1eFTGBcezLlch5lBG379wGhd9TTraNz05Ml0LmV0f98XmCtgcU09J56o5RXVl/D/nxVmIgmQRskQV18tFXInFlVJFroAOFnpXmESZ66iwCiupkwRIgARIgARIoDkEVP+m6p6NKgh11+PNQZFlSdLB8hyXqmeJSpahPukHH2yXcm+CZs/jnYrPqVjzGBf22MPuUT1Om8oFXzW5AS928HqFUSsZsDcW3ENHTyjJLa4UgSynQXvuWYp6u5Ljjxd//rP9VG5qlj+q3IxuAZ/2had+zCCB8zAZ0NbYT7DhEziynAZl3dduSp5ncfFYdzXwyb7TTvG+uxz6feaT4WmM9sWWoDJgeiLcf2dN2nOUVecpbEJqDXCBVl2Af8ToQYG99oq/Nhw1wlawPgHbWWLUWQZM5cRmoNjItZlBHz1ScdXrSqc0sxZVWJV0sJrfc6qi5tRJAiRAAiRAAiRAAhURsExyr6ikGtRivzNrwC7x1QUsjYmeuhS9m5W7Oj5Dknirg+svFfCqhG/8Wcv0lFh/I3BkbJ228uyzFdoF7+fRAVNkqpgW49O+mFf0hjf0DF95ZQH30EV2bOzpqiyGbRusAYvjqgtF7kF9iluJFl59db4y5dJMisK3O2aCRi+VzS+vDIlHH7VrqeIeUSWhjaL9URW5NpQB6ciVV6bTzBT4BsPWuupxh5t38cVHTak0M/C4kQQ61cFqJGEaRQIkQAIkQAKdJaC+Bna2hrEV61QHa+ONy99Kr18bnKl3l9iWzcmHj/rwrw2P2whYsYI3pJNPzsnS99NoX8/pC/6m9qt9x4/3tzFGElPHfv/7ZCtPBKw4wxIzONaCA3fpw11FYlRXlmfixMQneLkha15XuaWktb3znem0MlOOOy65f//yl0QnXC6hfeM2oijTpjxd73uf5flc8EHXr/b1dN2XhyTzPBY+Y/8SOdaF9l1ppXhvbZllFD6BfpX8Myaeq0lXqoR0ijqlIkqbSgmNyFKgJzRjdfIBqwirM4KaSYAEaiAgHbijd0VP7jXQZhEk0GECRqfKqGn6bDpFz5I+q1JUBPLWuDVRV97HeKdGsLAxVtrFCOad7LxzPOFddonPWyQn/FRVGuBPZaGFkoGrX/5SfPSj4n//i/eFXamdunKsmcIghxHgCn+//Yy0gMN+tS/811cdMMcOqwjhoB+rL7EEaerUqgssqh8O39M79OH+zVp95lMeFur2JWTtslCiMZijs8QSiWMktC+WEPqsPSyx9AhVGIZJD+xheHWffSKUjWTpV/vWsGAT07AwLxbj0Gjff/5TXHRRPCXm7BeBTnWw+gWR5ZIACZAACZAACZCATqBTHSx8j8f2Z0aAv+NNNjHSAg5vuy1A2BCFg+no4LPyEfNs0mHvvX29wx99tPjvfxN/3xjqqNQVTdrIuBTsWYbpCEbYYAOx9tpGWsDh7bcHCBuiRxxhJAQcwutYbrDOivNx4y41Y3+CF18U666brC+Dx6bmB8w4SQ+z4f4t0r4/+Ul8vYvMz/vHP/LLxTyqdIDvJc8AZ/0YeMawH5aLwttT8wNWR15wgWkm9pktMg0Lm5lGB9wg0eHxx/OzWp/PuJ49PdpjK0O0Ly5+tO+uu+YXR4kGEuhUB6uBfGkSCZAACZAACZDAABLo2iT373zH3IINfqqw3CY3YI2VdWygiPPrIq+VPk7ArcMSn/tcsnbMZ9AOHmLOPVdgad6MGc3a4iqrsTDdBLv74X1X35Dra19LNpnPDXh1xlhOOmCbs+iAwQaMF8YFa9sZqrbZxkhIDm+4IfEsP3my5ZSRBC9cGPDbcsuEj07MEGvOoTTSaF/4K//jH/NtxOs+xnLS4ZOfTKf5phSZn+czEGWdG3reeeK++5K7Mjd89avJ2AYukvvvb1P7GvW69lrxwANGmuUQvt/WWMOSHrpfra4Cz9jdd9cTAuI+u0dY7/HrrhMzZ3rdvxjQxS6rmGCK53kr7t8AfAMjyhGsgWlqVpQESIAESIAESKAuAl0bwTr99GT/ptVX7/HD0IVP97/IPIBeYaNjReYHjNZkP/rBDyzpmHaDP8+AESz8tShgjg5WTunte+mlXu1bhd+an/60WnLYIDIdhoeTmXOeAcMh+GtRmDJFYC2wvtYMi+N87t9Jk8qvZZH5lz7WWO9fuDV//nmf3InM9OnJX4sC7t8llxy11htDUz7tu+qq5deyyPw8H+/w1vbFxpdY8ukZMDyPP4b2EuhaB6u9LUHLSYAESIAESKDzBFZbZYJ/HWfcP8tfuGmSXetg4fUIvkNUkOtEfN6Qrr9eZSotUmR+gI8RZ9o81sIxTEVbpPmYVLWM9A2jSjnoILHggl5vwNdcozKVFjnhhNJUWRWll9RB7NBDxRNPWMXzE6Ubd8jJSAPdjWLDNYxAq4B1lNjAzuf+Ld3FP2woMv9SVcERwXBdOmBWUIfv3ze/OfHNpgI8PC22mFf7VjGQU2R+nqqCI2JtX0zewiB01WEYs7eaHe6ZcZ+PgcMvvzjvAgv6SDZTpmsdrGZSplUk0AQC9OTehFagDSRQNYHhGjpxxergb6G/ZDGLKsndtQ7WYYeNcvYNTza40rBCMDe0a6qKrI71JrIm5la/LQJHHilWWaVn7GmnCcxZSTvX6Um8FqvBs/ZrRVX7P4avfEZ0qjWiMu2HHJJsq6cCDl95RXzlKyohM3LFFZmn2nWi2/cvPinAK5sKGKN9+WWvaaDN91OvKuWOoH1ruH9nN/4y8rQQHRRPSTf2fp3tWgerXxxZLgmQAAmQAAk0gsDcRljhMsLTwjFCeEq6Cuvbua65acD0Bexs9cMfjgCFP2W54XzfAOcVXMXqp7wyW3we7QsPQ9/97kgV4AHowQcbXZ3x4xttXtOMw8s9dsZUyycfeqjp7QtH5Az+BOCbDaOS6v6Fh7aG379rrulfuQZJDs8ZbvIfSHma5y/pqbBcsdwm5whWLiIKkAAJkAAJkEBrCMxu/CR3TwvHzju/p2Qz26aDHayVV07mbSDAMzvcBPtM0CnYNnC5q08MCtKGzRPL9WSz0EJB5bdP+B3vGFmGg/0T4RZ5aKjyKlx1lcBFFRcuvliUuIARl/R8HbxlR6FdbbWR+3f77QXuLPhJqjoUaV+s5D3//NIMhDc+7FXQ7QCH7Jh3hYD2/fa3xTnnVF5d7IE4IcAtwCh7MDcXt3CJwXMjwoIlNr9T4mvhWHawCl4LzE4CJEACJEACJFASgTnDc0rSVJUafwv9JauytYDeDr4OY5N5ePqGh5WDDxbLLVfHCNZKK8W3wL//HZ8XL7sYnzvqqJ4G7NqG0btuz+v6zGcEBjmOPVbAo8yKKwp41qk6oJTo8L//RWdNfNZjdBOOr1TAcA48QVs33VMybY9gwADAcVXvu69Ydtk6RrCKtO+//hXPGy6gsHMoVjqrIAdLWjrvR9XCHcGabrhl/9CHxOGHixVWKDSC5bn9hr4u1W1b+uw//5lOC0hBZaUvRpnnT39Kns9rrRWgIU7Ud3woTnsZufwt9Jcsw66SdXSwg1UyIaojARIgARIggfYQmD3cdEej/hb6S9bfPvPNm9ODyjldv8XFSzzrrGQzr4kTE03PPFNI349+JP72t3y3JUV8tPjsyp5VBzh9xiidPoK1yCIj81eysnQgHYN2aN9Zs8TcuYmb7yIBU0CefDK/fYtMwthll3gDN95YHHjgqBGshRcWRebYNd+TO2CddlrSvnI7woLjB7h///zn/PbFPMjosP/+0VnFFluII44YNYKFMS34det2wAg02heDWBiAf/zxQnXFzrN//3t++xaZhrvrrvEW7rZbMkqnj2Dh/pXzg+OV+uVsvnNOfwv9Jf3YlCk1iB2sMvlRFwl0iAA9uXeoMVkVEsgk0Px5S/4W+ktm4ujfiQ6OYAHmr38tNtkkGeHw91Iz//ziuONMn8IbbOA1xafIMjHrC+v3vpe478p1+HvXXeLee0ddO6eeOuqwqwfwprPllkn7zhPixw1byxm7N26+uZgxIx9SkX3QrC+sGDm777789v3NbwSuQD1g90MMcnQ+/PznyehOUPtiE9KPf1wYY1Ge969yyxQB9j//sWS66SavkW/cv3ffPSo7qmC9YEYJtf8AFzZGZ9G+W20VUJnjjzcnbG24ofkAtKq74QZrslfiHNtkcdy/Pltk4uFstC9G7zDkVkMYbvwnQn8L/SVrABtaRDc7WKEUKE8CJEACJEAC3SDQ/FGfFZfTNv12Qm9+XRzmd7ODtemm4s47Ex/BuYNACg3mMx1wgDmChUVbmMZRf8DwG1aQ5QbsvzZz5igpnxknozK08wAvvnDp/sADAdbvvXeysNQYwfrGNwTW9dQfMHI2bpw48cSckr/5TQFX5nrA6y9cf3U+YHjy979PBoH8A0a8cP8aI1hwo4XnQP0B9vuMjH71qwKuzPWA5vZ/ZOkZ2xXH8+13v0umx91yi6/huH/RvobTLDwAMRJcf8DFhvXaueGyy8zL4J57amrf4bm2kbdci+sSuPb6G+sqqs/ldLOD1WeoLJ4ESIAESIAE+kRgzpw2b+DXJ2hVFNvZDtbaa4fhwpsuxr2MAEfwfXmhxKQBvOFFhM67gVZM4NM8KGCo75FHzBxYHtiX9v3WtwSmoTA4CLz73Y6TllN/+INlxAsjHH1pX4wy/vKXFiPTScPD6bSBSAn15YZVw+nZSxih7Ev7fv3r5tBUQ9rswVkzx09I1s/Psc4da4iV3TJj7AJjgT2rTp3tYGVVmOkkQAIkQAIk0FUCTz39VFer1rR6AfXib1ncYRU7WCNw8LJrzGdyUPM5hbcrKIx7wZo2LSYjpnRgS8TQoTufunRABi7Ry9218PLLvVaKWdFhs4GICwPjmtiZIHRox2pA9xLT810K1hEPhIcfjmkmlHvRRb4ZMeQMd+TyYrjxRgGf493ehiG6US68sOTpdPg6ET3jDXNzI+5frD3E/Vu1m341iPUEXPwxVElgyVcnSjuGr1A4O1hVtgB1kwAJkAAJkECNBORPvvxWWGOxA1eUu2slcYwJpTJ37ty1OUjiQe3nPx/CMpkDDpjkIRsv8tnPDi21FHZtS0q58sqhZZbBTLJqS4y3tVs50b733w9P69XSPuOMpH3lVXT55UN4A2b71nMdoX0xAv3Rj1bbvp/+9NDSS4sPfzgp5StfSdp3s82qLbEees0vBe2LFYgHHVQtbTyf0b777JOUctllSftuvnnREu+8886pU6dOx5g8Q+MJxIxgSX/Qja9apoHYMMRaBTVWr3KmU9QpPeIQsxaUm9ehEHnT9uul6HG9oObE0/bXY1uaajrFaokhptufS9vIK/VbE61Fy0S9FD3uyOI4pdvvEGvsqSz701TTKdZKOcRyaVvzWhNV0Wn79VL0uMrSqEja/nrMS1NNp1gtMcR0+3NpG3mlfmuitWiZqJeixx1ZeKobBGI6WN2oedW1uP32OlaKLbpoz2MWNmEssm981UA6ph/exrFyreqA4Su89cqALdXQ3Az1ELjjjsQXV9Vh8cUTj2gywEnbyitXXSD1jxC4+eaSJ91ayb7hDQJNLAOceK20klWKiZ0lELLVSGchsGIkQAIkQAIkQAIkUCYBjmCVSVPXNWVKzEoTXYNPHPsnqhlx8GxeZNc8n+IoowiccoqKVhg57DAxMfFrk4R//hPTOGSU/1ZO4PTT67h/P/nJ3qgGVn3Bdz9DPQTOPruO9sX+iRMmjFSIz+d6WrZRpXAEq1HNQWNIgARIgARIgAS6QIAdrMxWPOMM8f73Z54t6wTGJ269NV4ZZopgX3fsKn/UUeL66+P1DELOeeYRuv937FtXsH19fOGMHy++//14uthy8S9/SVwlYajy/PPj9QxgTmz1uNNOldcb7eu/oV7aGswEwq6FaN+TTxbXXJM+z5T1lScuAAAgAElEQVRMAp/6lNhhh8yzZZ2AW7Ii9y+ez7NnJ89ntC/2b2AYNALsYA1ai7O+JEACJEACJEAClRNgB6uHGLNqdGff2Lwdfz4B+2rFbR0I5WutJSZP9ikkU2bqVPHlLydrkd74xkwZngABvERiIZ4K++wj9t9fHbkieAHFm2hcgOP1rbaKyzqS66qr4OFMwJuOWo5USF13M6N99XV/Rx8t9tjDq7abbBK/4HfddQWyFwloX/y97nVi4YWLqOl+XsyK09ftHn642Htvr1pvtJHASHBcePvbi96/p54qLrlEvOlNbN+4Fmh3Lnaw2t1+tJ4ESIAESIAESKCBBLiKsNcoGATS/UjhbQnrtnzC294Wv8PUkUf2HB3JsjBPaL6QZnnhBTFmjNh6a3HwwT7GDq7MW98qVlihV/0//Um8/HLv0BFDxg02cJx3ncIEnRVXHCWA9sVsMP/wn/8k1wOGwbDirGCAi0WpQUY65vMQ2xjo7Yv798UXvYBhS7HXwHjJ60JYt6sclcl03InDw7pITvyZZ8T884tttxWYNMbgILDkkqOez5gB6Xn/wpkcPjLEBdy/6fbFtCr/8K9/iQUXFFtsIQ491D8TJTtCIOSXvCNVZjVIYEAJyB6V7sl6QEGw2iRAAiRQPQF2sHqMDzpI4Iu7Cqed5usoBSv4gt5ZVREyAg/serjiikSb8n6kn7LGV1tNPP+8WGghOsGy4uklgrPuKRurkHyWASL/McckeOPCD38o8Aqrh698RcyZI97xDj3NFT/wQIFdAWCAPoHMlWFQz2GVpT4NEXNfPNv32mvj58egCOP+vfDCpH2V96Pc1lhzzZH7l5vLuVnhNsRYowpwfO/ZvsceK8aOVfnCIun79/OfF3PnBjyf8WFB3r90UhiGvhPSId8qOlFhVoIESIAESIAESIAEqibAEaweYc/3oV4GLfaNb2gHxaJ4/fWcW6DKwRoZz+liKssARuAmGw6H4sLll8fls+TCBKxXXrGkZyXhssS+h088kXWe6SMEsNYyrn2L3Php+rh5Ped+qby//KWAG3cGNwGs5I1rX6jFOs2yAia8Bj2fcXXB8oceKqt86mkTAY5gtam1aCsJkAAJkAAJkEArCHAEq3HN9OEPJ6sCg8JJJ/lORwhSS+EqCGB7QSwMDApbbhkkTuF+EoDzvNAZmZtv3k+DWXYQATyfQ0PBHSNCi6N8cwhwBKs5bUFLSIAESIAESIAEOkKAI1ijGhKLTeCmCFOa4Lwbq/OiJ2fAFw78bsdlxxys0Iyh8qPqPEgH886bTOMALjTQqqsGc1aodt1V/Pvf6igsguErtlcYMm9prLXcfntx001J+8J9UTRnKIHvsbjsGL6Ky+hdy8EVXGyxxKEUfFOhfeH2LJozHgLLLhuZvS3tO37CxMG9UGqp+YOzZuaWww5WLiIKkAAJkAAJkEA7CMiu1bhlxrXD3JZb6e5msYM1qnnhowiO0VdfXZx7rlhpJRHtmeYLX0jUlrh0ZZSVPIglAB9j8MIMH1SnnZY4WEcrxwX44IEef19lcaWUnqvbntyBC5tyYoUmRrCmTEna90tfikT42c8mvo6uvz4yO7NVROCii5IVmhh7Rvvi+YzmjgtXX53k62T7onfFrlXcVRGaS3F29LHYwQqlSnkSaCsBenJva8vRbhLwJvDIw4+o337vTBSMIQDU7myc5D6KDxycyH3iMFGmiOchDG88++wozY4DlBjt38WhlqfSBDC/Ta7w+t//CnkOQ/v6+8IJ2nkwbTNT/AmgXfCHgLuvyP2LiwRXCEPTCGD4CrcwAtr30UfjrYOS//7XNzsmbrYlYPjqpZdfaou13bATwB3T3djB6kYrsxYkQAIkQAIkQAINIsBPhKMaAz5sZCjoWeqII8Rzz43S7Dg47zyB/d4xZYShagL77SewEAkBc7DkUEdcidi28iXvF0XM9FpySfG2t8UVxVwBBD70oRHhU04JyJUWVXrSp9Ip2JwO7Tt+fPoMU0omsP/+I7sKFmxfTOG65hpf29C+2AORz2dfXja5c846U08+/sST9MMOx9nB6nDjsmokQAIkQAIk0H8C6U4Vel3pxP4bWqoF/EQ4Cic8YO2xh8D4xL77jkrPPdhkE4GVRypg+MrfRwsmfCywwEjWj3xERHgKVuUy4iaARoEHnb32EhjKQlv7h7XWEp/5TE8cw1f+7Qu//AsvPJIX5e62W08PY+USQKPg9jnuOIGh6KD23Wgjcc45o2zxb19M6IH/LRngIG2bbUbp4UGJBNAou+8uDj00eUoHte9mm4nTT+8Z8uCDvXhuDDf7/POPSKHoHXfMzUEBLwKd712BAjtYXpcChUiABEiABEiABEjAnwA7WCYrfOY/+GBx4IFmuvsYgyKhWZTCj31MHHLIyNGRRyYvZwzVEUAzYYQjdIQSGwhGty/2BjjqqJEKoa0xSMlQHYF99klGKPFvUMDIYnT7ok0xsCHDySf32jrIAAp7EsD0OLQUHtFBYc8949vl+OOTAVEZ8KBWz+ogAyicJqAmZskI/lUpUlimGIlpPU1O4RysJrcObSMBEiABEiCB1hPQ+0npj4M4KxPTEdRcJbaOAjtYZpPddZdYYw1x771muvsYueA6Ky5gYoHyg4XJAf7LD+OKG/Bcv/61WG89cffdYRgg7+/4Kq36oYdG0h54IP46SasNTem8J3cAGRoSmDCH+zEo/O53YsKEoBw9Yf3+nTVL/OtfvVOMlU5A3r9/+EOYYrRv9L4LevvOnCmefjqsaEpLAulOlU7GfVaXbFecHax2tRetJYF4AvTkHs+OOUmABOoloA961VtyaaWxg2Wi3GAD8eSTYs01zXT3Meb0qFEot6T77NlnByxPc6viWSuBT35SfOtb4t3vtp7MTNx7b7ZvJpxGndhwQ/H448GNhbWHpdy/8GkXtLqtUehaYcymm4rHHhPrrBNmLNoXUyGLh899js/n4hR9NXRgWIuT3H0bm3IkQAIkQAIkQAI1E2jvUBY7WJZLBUvGigS8Co8dG6yglBfo4FIHLwNmVGBJUcEQ2r4t2s6sIJkmZA/yw542GHei8nuUPutOkTtdumV4tiCBpZeOUaA3zaKLhmng/RvGi9KvEeAnwtdI8H8SIAESIAESIIEGEMD3QTVw1d5vhexgWS6l666zJPonnXZasmJlhRX8c4iLLkoWqZUySyCg1EEVveOOQjU/44yht789bG/B889P2nf99QuVy8yeBG6+2VPQLnbGGUnjBu09N316sjcl7l8OddiZNin13HOHll9erLRSgE14Pj/7rJg8OSALRXUC1h6SSlQRZMmK69paFOcnwhY1Fk0lARIgARIgARJoBwF2sMpvJ2y9HjqHY8klxVJLiWOPFTfeWL491FguAbTv618fpvKtbxXjxgksYLzhhrCMlK6fACboqL1BPUtffPHk/p0yhe3rCayfYtg4csEFwwxYbLHki8SnPiW+/e2wjJQecALsYA34BcDqkwAJkAAJkAAJlE+Ac7BKY4pd1uFdado0AV9Wod7YP/EJ8coriYfx0KGR0qynojwC739/Msnm858XH/3opCWWGMoTH3X+iCOSQU1cHossMiq95oNB8OQejXSbbcS664oLLhAf/3iwDoxtYI4O2vd1rwvOywz1EED7vu99Ao7KDjts0sILh92/Rx+dDGrC+Vbo0Fc9VWMpjSXADlZjm4aGkUDJBOjJvWSgVEcCJEAC2QTYwcpmE3gGzoKxUgwjWNh4Ds6WgsLXviZuu008+qg49NCgfBSuj8DBB4vZs5MRLIQf/jCsXPiOl+17/PFhGSldGwG0L1YCYgTrhReC798rrxQ/+UmyA8SRR9ZmLwsKI3DQQcnzGSNYCD/7WVjem24St96aeJAv6GItrFRKt58A52C1vw1ZAxIgARIgARIggYYR4AhWaQ2Ct6J5CvRXMQELy1v22ac0e6ioXAJ33ilefDFeJds3nl0tOW+/XcxX4HGI+Vu4f3ffvRZbWUg4gV/+spCXMsy/5PM5nLo9x2qrTLCfsKXOuH+WLbkdaQWeKO2oIK0kARIgARIggQEiMIzZDM0O98y4z8fA4ZdfnHeBQKcaPnrrkmEHqzTSO+8ssIsZ1othFCp0s3cYgckfW2xRmjFUVDqBD3wgad/Jk+HuaGjDDYPVY5oOBrEYGktg112T9t177+QWRiQ0XHppskiNobEEdtghadattxYnnzwU0VKXX56sEm1LGNZ3Xmyk0f4W+ks2sKLsYDWwUWgSCZAACZAACUQSmN34DpanheigeEpGkqo4GztYZQLea6/kM/+aa8boPPFEgT+GJhPAQqTnn48cqDjkkCbXjLYlBPbfX8ydKyZNiqHB9YMx1OrNg/sX7YvZchHhsMMiMvUvy9z+Fe1ZsqeFY4TwlPQst14xdrDq5c3SSIAESIAESKBKAsNzhqtUX4JuTwvnm3eMp2QJNlWgIqaDpfxBV2BPTSorqsJHPjL017+Kyy7DS3DUW7B37avW721IpGBL7d9996R9Mdumpfar1qL9CoUe2XvvoQceEJdcUnn7kr+Ovbb4rrsm9++FF1bevrXVKKug2Y2f5O5p4dh55/eUzELR3/SYDpb0B91fu4uUjqdb1VWoVH8N9hfBm5u37fajgpW2by7AggJt51+D/ZW2bw32F7xC3Nnbbj9qV2n7uunVc7b5nRJfC8cOXgernkukjaXcdZdYf32x+upttJ025xP49a/FJpuI/fbD8GTYXmb5qinRAAJDQ2KDDcS73tUAU2hCBQTuvjuZQPnhD3f//p0zPKcCfmWq9LfQX7JM+0rSFTOCVVLRVEMCJEACJEACJFAyAd/xoZKLDVDnb6G/ZEDxdYmyg1Umabz+wl8wQ1cJbLqpuOOOrlaO9RJwb8b27fB1gM8Lv/pVh+vXq9rs4aY7GvW30F+yV/+6YvPNm9ODyjldl50shwRIgARIgARIoAQCzXfO6W+hv2QJ4AJVsIMVCKyweISP4MJlUkF9BODJveIVovXVhSWlCaB9GTpMAFsKDsL92/x5S/4W+ks28LrlCFYDG4UmkQAJkAAJkEAkgeHGfyL0t9BfMhJWldnYwaqSLnWTAAmQAAmQQL0Emj/qs+Jyy3giaX5dHBVhB8sBh6dIgARIgARIoGUEhuc22k3Dtdff2DKgseaygxVLjvlIoG0E4CJSmiwjnXe32Lb2ob0kUA6BOXPavIFfOQwaoYUdrEY0A40ggRoIyB5VBzxx18CKRZBA6wg8OGvm+AkTYfacOY0ewWodWIfBYxcYC+xZAuxgZZFhOgmQAAmQAAm0jMBTTz/VMotbay5QL/6WxR3ms4PlgMNTJEACJEACJNAaAmoQ64knn2yN0e00dMklloDhjuErnGUHq51tS6tJgARIgARIIEVA/uTLb4Wpk0wojYC7ayWLYQerNNxURAIkQAIkQAJNIODz898EO7ttwzzdrh5rRwIkQAIkQAIkQAL1E2AHq37mLJEESIAESIAESKDjBNjB6ngDs3okQAIkQAIkQAL1E2AHq37mLJEESIAESIAESKDjBDjJveMNzOqRgCJAT+4KBSMkQAIkUDUBdrCqJkz9JNAUAvTk3pSWoB0kQAIDQICfCAegkVlFEiABEiABEiCBegmwg1Uvb5ZGAiRAAiRAAiQwAATYwRqARmYVSYAESIAESIAE6iXADla9vFkaCZAACZAACZDAABBgB2sAGplVJAESIAESIAESqJcAO1j18mZpJEACJEACJEACA0CAHawBaGRWkQRIgARIgARIoF4C7GDVy5ulkQAJkAAJkAAJDAABOhodgEZmFUngVQL05M4LgQRIgARqI8AOVm2oWRAJ9JkAPbn3uQFYPAmQwCAR4CfCQWpt1pUESIAESIAESKAWAhzBqgUzCyEBEiABEiCBugiMnzCxrqIGtJwHZ83MrTk7WLmIKEACJEACJEAC7SAgu1bjlhnXDnNbbqW7m8UOVsubl+aTAAmQAAmQwKsE0Lti16qea0FxdvSxOAernrZgKSRAAiRAAiRQOYFHHn6k8jJYwKsEclGzg8UrhQRIgARIgARaTwDDVy+9/FLrq9GqCgC4Y7obO1itakwaSwIkQAIkQAIk0AYC7GC1oZVoIwmQAAmQAAm0hMA5Z53ZEkurNZOT3KvlS+0k0BwC9OTenLagJSRAAp0nwBGszjcxK0gCIwTgyV06c1cRoiEBEiCBthBo3cAYO1htubRoJwmQAAmQAAmQQGsIsIPVmqaioSRAAiRAAiTQIgJyzAn/qsEnFUEtjLgups6qRCmsDlsBgXOwWtFMNJIESIAESIAE2kcAXaLjTzwJdqtIug76qaw4lOin0koamMIRrAY2Ck0iARIgARIggS4QkL0rVRPZT8KhT2/JyKuUtCXCEay2tBTtJAESIAESIIFuEkB/q3sVYwere23KGpEACZAACZBAmwi0fbDKypqfCK1YmEgCJEACJEACJFA3gS4NZbGDVffVw/JIgARIgARIgAQ6TyDmE6HyB91eOm2vAu3v77VH/uRfhACvnyL0iudtO//iBPqrQc5z178JyhRplZ5u2KnEHDJGlv4ejgktfu7cuWPGBOcKLaVSedxd0p91paVUp5z2V8fWRzP5+1CqTob8q2Pro5n8fShVJ4Of4KlTp06fPj1dxPgJE196+aWxC4wdt8y49FmmlE7gkYcfkcAfnDXTqpyfCK1YmEgCJEACJEACJEAC8QTYwYpnx5wkQAIkQAIkQAIkYCXADpYVCxNJgARIgARIgARIIJ4AO1jx7JiTBEiABEiABEiABKwE2MGyYmEiCZAACZAACZAACcQTYAcrnh1zkgAJkAAJkAAJkICVADtYVixMJAESIAESIAESIIF4AjGORuNLY04SIAESIAESIIEBJrDaKhP8az/j/ln+wk2TZAeraS1Ce0igKgJwESlVy0ir3e1WxYh6SaD9BIZnz254Je6ZcZ+PhcMvvzjvAgv6SDZThh2sZrYLrSKB8gnIHlXbPXGXz4UaSaBbBIaHhxteIX8L/SUbWGV2sBrYKDSJBEiABEiABCIJzG58B8vTQnRQPCUjSVWcjR2sigFTPQmQAAmQAAnUSWBunYVFleVpIfY99pSMsqLqTOxgVU2Y+kmABEiABEigPgLDcxr/idDPwvnmHdP8ujjalR0sBxyeIgESIAESIIGWEZjd+EnunhaOnXd+T8lmthA7WM1sF1pFAiRAAiRAAjEEmt8p8bVwLDtYMRcA85AACZAACZAACZRPYM7wnPKVlqrR30J/yVINLEcZR7DK4UgtJEACJEACJNAEAr7jQ/2z1d9Cf8n+1SazZHawMtHwBAmQAAmQAAm0jsDs4aY7GvW30F+y/maab96cHlTO6fotZokkQAIVEaAn94rAUi0JNIpA851z+lvoL1l/E7CDVT9zlkgCDSVAT+4NbRiaRQKlEmj+vCV/C/0lS0VYjjKOYJXDkVpIgARIgARIoAkEhhv/idDfQn/JJpA3bGAHywDCQxIgARIgARJoMYHmj/qsuNwynnybXxdHRdjBcsDhKRIgARIgARJoGYHhuY1203Dt9Te2DGisuexgxZJjPhIgARIgARJoHoE5c9q8gV/zeEZbxA5WNDpmJAESIAESIIGmEHhw1szxEybCmjlzGj2C1RReZdgxdoGxwJ6liR2sLDJMJwESIAESIIGWEXjq6adaZnFrzQXqxd+yuMN8drAccHiKBEiABEiABFpDQA1iPfHkk60xup2GLrnEEjDcMXyFs+xgtbNtaTUJkAAJkAAJpAjIn3z5rTB1kgmlEXB3rWQx7GCVhpuKSKDhBOjJveENRPNIoCwCPj//ZZVFPVkE2MHKIsN0EugaAXpy71qLsj4kQAINJjBPg22jaSRAAiRAAiRAAiTQSgLsYLWy2Wg0CZAACZAACZBAkwmwg9Xk1qFtJEACJEACJEACrSTADlYrm41GkwAJkAAJkAAJNJkAO1hNbh3aRgIkQAIkQAIk0EoC7GC1stloNAmQAAmQAAmQQJMJsIPV5NahbSRAAiRAAiRAAq0kwA5WK5uNRpMACZAACZAACTSZAB2NNrl1aBsJlEmAntzLpEldJEACJOAkwA6WEw9PkkCHCNCTe4cak1UhARJoOgF+Imx6C9E+EiABEiABEiCB1hFgB6t1TUaDSYAESIAESIAEmk6AHaymtxDtIwESIAESIAESaB0BdrBa12Q0mARIgARIgARIoOkE2MFqegvRPhIgARIgARIggdYRYAerdU1Gg0mABEiABEiABJpOgG4amt5CtI8ESIAESIAEggiMnzAxSJ7CoQQenDUzNws7WLmIKEACJEACJEAC7SAgu1bjlhnXDnNbbqW7mzXf3LlzQysYkSW0CMqTAAmQAAmQAAkEEUDvil2rIGLRwoqzo48135gxY6ILYEYSIAESIAESIIE6CUyZMsVR3CMPP6J++x1iPFWcAFC7lXCSu5sPz5IACZAACZBACwhg+Oqll19qgaEdMhHAHdPd2MHqUFOzKiRAAiRAAiRAAs0gwEnuzWgHWkECJEACJEAC7Sdwzlln6pU4/sST9EOfODRE5PLRXLMMO1g1A2dxJEACJEACJNBlAnr3qDO9pYgG4yfCCGjMQgIkQAIkQAIkQAIuAuxguejwHAmQAAmQAAmQAAlEEGAHKwIas5AACZAACZAACQQQkHOz8K+MqJzpFHnKmi4TDQ1KVdMinIPVtBahPSRAAiRAAiTQQQLoGOnTs1BDlaIistrqUEV0YSMuszTwX3awGtgoNIkESIAESIAE2koAvSJlut6j0uMQ0DtPOGUcSg1GulLbigg7WK1oJhpJAiRAAiRAAu0gYHSkSjRa77qVqLYiVexgVQSWakmABEiABEiABMokUF3XrUwrX9PFSe6vkeD/JEACJEACJEACbSDQiqEsdrDacCnRxv9v72xW5CqiOG5UMi+QxIG4CwSSRQiufAVB4wwRg0ElQnDjQnyBWfQLiAsbkQGDSiSSMEPwOSS4MBDIzsCY+AKR6R6LlFRO19fcvl331kf/ejFUnTp16pxfdeg/das7EIAABCAAgbYI6PtVuiZ5AUtZjH6y7HUB4BFhXftFthCAAAQgAIFGCBiNZT3789qNURVv+ZeJ40SZaZEVBCAAAQhAAAIugclkMp1OXfu58xee//t84+TG2TfPuqNYkhN48tcTDfzxo4fe4Dwi9GLBCAEIQAACEIAABPoTQGD1Z8dMCEAAAhCAAAQg4CWAwPJiwQgBCEAAAhCAAAT6E0Bg9WfHTAhAAAIQgAAEIOAlgMDyYsEIAQhAAAIQgAAE+hNY+JmGi5cu94/ETAhAAAIQgAAEhiTw5x8PhgxP7JQEFgQWO5cSLbEgAAEIQAACEFhXAjwirG/nOWjMu2fwh39eAqwOAQhUQWDhBKuKjEmyIgJHRy+TPRH4UVvXR1ksZ9fyMi6tMIG3BP/fA/xdH2WxnF1LeE1GIACBzARmh4eZM2D5FwQQWLwRhiJgqSKrq1e1jFZ3qMzWI66liqyuZmAZre56cKJKCLRGYDabtVZSnfUgsOrct8KyRhjl3RCEUV7+rA6Boggcli2wvv3m6y64vvjyqy5uJfsgsErenTXNTT0flIpNtteUyLhlq+eDUrHJ9riJsBoEINCLgLgb0Gt+GZPqrwKBVcY7iSwgAAEIQAACKQjM5i08ImygCgRWirczMSAAAQhAAAJlEDhs4pJ7A1UgsMr4B1FhFurJnXzJrvUdQOlGOxUB9eROvmTX+g6gdKMNAQg0T6AQaXJr9/tVUO9+N/VOv3Hzc6+9QCMCq8BNqSMlqaKSX5My17CSR64DbocspYpKfk3KXMNKHrlDZbhAAAIrEZjP5ivNTzT5089uqkg//rCbKN4rOmCqaCPEQWCNAJklIAABCEAAAiMRKOQES1d7/ZMbqnH7p1u62++vDtJvbsZZCKyM8FkaAhCAAAQgkJjA4ay4Hxr98PrHqshfb/+8bKl64rKzxvF//bVjFNQxw+NkySoQgAAEIAABCCQhUOwPjV699pEq8N6dX7qUqZ27eObyQWDlIr9e68r7WKZyfY9KdnVbXqsK+ShPcw3LRKARIiDvYxkffY9KdnVbXqsK+ShPcw3LRKABAQhUQaCQO1ghVtsfXFNDe3fvxB1CoxXZOcGqaLPqSzUkvGQlXh/tEBmSEWiHCISEl/T3+miHyJCMQBsCECiKwKy8R4QunyvbV5Xx/t49OaSN0lJ1G4FV9faRPAQgAAEIQGCBQOEnWDLXd69sq+5v9/d0Qw410EZgNbCJlAABCEAAAhD4n8DsqIifaei+H++8935354o8EVgVbRapQgACEIAABI4hMJ8v/gzxMe4MD0UAgTUUWeJCAAIQgAAERiPw+NHDc+cvqOXm88pOsEZDlHyhjZMbCnsoLAIrRKYme+S/qYkMeSvc3Nw09oODA91WRtPubjFxhmjIryK68UNVh+zeCN2v2Ef+m5rIkLuostTCX34VURfSpdIuPiYaV+y97xCMEIgTePbPs7gDo6kIKNSnT52ORENgReDUNGTUgFQesq2Ksbqh8oyWcnVVaMrIdqmT3KWtMk3XNPQUqyvjqKFlX0YNSOUh2yqg1Q0tUT5/qZN0FVZpVre7j/EMwcEOAQhECJhDrL+fPo24MbQ6gTfOnFFBIsdXahSBtTrnsiIopRWRDkvlqj7pvRpLG71DS8Xv56yr66GBOi63YnyltLzyouPq0q1M/ro69Xeg19DxB0qbsBAohID+yNfPCgtJqck04tJKl4zAanLr/UWZUy7/cNga+qQ3M8YUW72rMNnGG8PFN6dc8QTc0aL4967CrctrGTq+d1GMEGiMQJeP/8ZKLrCcVwvMiZQKITCmbMpY8nCHYSsWtSb8hzsMW5E/0yEAAQisQoATrFXotTlXfa7rwtTBSZsVLlY13JHV4jpde+vGnyOrrqL0W2wAAAHQSURBVO8M/CAAgaoIILCq2q5RkjW6ak1OUEaBusQi8F8CFq4QgAAESiXAI8JSd6aAvPTVH52IaRvV5VoKSLmpFAxhVZVpw7+pPaYYCECgXQIIrHb3lsogAAEIQAACEMhEAIGVCXyOZYu9zZ0DRoY1uc2dATpLQgACEMhEAIGVCfxgy+qfcUoS3jyNShJtTYLon3FKUiz8k2AkCAQgAIEsBLjkngV7+kXN6ZT8TpxqG7taUg5FMlCf63pU3fuRbvoakDS6Fuk/ZlvKylDVIbuc2ztnczolvxOn2sauIsuhyEI18g9VKuVmF58IFoYgAAFNYGdnZzKZTKdTgBROAIFV+AZ1Si+inCJD3tBSP7kO7qhrcWcNYbHqindNApabtnc3mjhWI6KcIkNWEN2N83RHXYs3bHKjW5drUYtaRqurs+puTF4FASEAAQgMR4BHhMOxJTIEIAABCEAgPQF1iPX2i1f60ERMR4ATrHQsiQQBCEAAAhAYhcD+/r5aZ2tra5TVWKQPAQRWH2rMgQAEIAABCGQnoGVW9jRIAAKNELh46XIjlVAGBCAAAQhAoFEC3MFqdGMpCwIQgAAEIACBfAQQWPnYszIEIAABCEAAAo0S+A+T3k+1WoCBkgAAAABJRU5ErkJggg==", "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "scope.reset()\n", "scope.set_timebase(timebase_range=20e-3)\n", "scope.set_channel(channel=1, voltage_range=8.0, attenuation=1.0)\n", "scope.set_trigger(channel=1, level=0.0, slope=\"POS\", sweep=\"NORM\")\n", "scope.digitize()\n", "Image(scope.get_screenshot())" ] }, { "cell_type": "code", "execution_count": 8, "id": "6dd68f47", "metadata": {}, "outputs": [], "source": [ "# Once finished, disconnect the instruments\n", "siggen.disconnect()\n", "scope.disconnect()" ] } ], "metadata": { "kernelspec": { "display_name": "cc-inspy (3.10.0.final.0)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.0" } }, "nbformat": 4, "nbformat_minor": 5 }