{ "cells": [ { "cell_type": "markdown", "id": "baa7659c-bba6-4e0a-a22d-ff58adc493c4", "metadata": {}, "source": [ "# Digital Multimeter Examples" ] }, { "cell_type": "markdown", "id": "39faa5ee-85f1-4330-9d16-f18d247cbe29", "metadata": {}, "source": [ "## Initial Setup\n", "Import the digital multimeter class from `inspy.instrument.digitalmultimeter`. The device connection can be managed by using the `connect()` and `disconnect()` methods. However, the use of context managers (see trace example) is recommended." ] }, { "cell_type": "code", "execution_count": 1, "id": "f0fd4906-7bbb-43b4-aef6-f30504e7813e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Keysight Technologies,34465A,MY57500323,A.02.14-02.40-02.14-00.49-03-01\n" ] } ], "source": [ "import matplotlib.pyplot as plt\n", "\n", "from inspy.instrument.digitalmultimeter import DmmKeysight34465A\n", "\n", "ADDRESS = \"USB0::10893::257::MY57500323::0::INSTR\"\n", "dmm: DmmKeysight34465A = DmmKeysight34465A(ADDRESS)\n", "dmm.connect()\n", "dmm_id = dmm.get_id()\n", "print(dmm_id)" ] }, { "cell_type": "markdown", "id": "f3acbcb8-fa3f-4edc-9328-37b84d36b728", "metadata": {}, "source": [ "## Simple Measurements\n", "Single measurements can be made using the measure methods." ] }, { "cell_type": "code", "execution_count": 2, "id": "a7528ba6-4ee6-4723-90b3-ca045c6670e3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Voltage: 1.17625601e-05 V\n", "Current: 3.16225072e-12 A\n", "AC Voltage: 0.00119330846 V\n", "AC Current: 0.0 A\n", "Resistance: 9.9e+37 Ohms\n", "4-Wire Resistance: 789.106695 Ohms\n", "Continuity: True\n", "Frequency: 99.9656529\n", "Period: 0.0100052345\n" ] } ], "source": [ "voltage = dmm.measure_voltage()\n", "current = dmm.measure_current()\n", "voltage_ac = dmm.measure_voltage_ac()\n", "current_ac = dmm.measure_current_ac()\n", "resistance = dmm.measure_resistance()\n", "resistance_four_wire = dmm.measure_resistance_four_wire()\n", "continuity = dmm.measure_continuity()\n", "frequency = dmm.measure_frequency()\n", "period = dmm.measure_period()\n", "\n", "print(f\"Voltage: {voltage} V\")\n", "print(f\"Current: {current} A\")\n", "print(f\"AC Voltage: {voltage_ac} V\")\n", "print(f\"AC Current: {current_ac} A\")\n", "print(f\"Resistance: {resistance} Ohms\")\n", "print(f\"4-Wire Resistance: {resistance_four_wire} Ohms\")\n", "print(f\"Continuity: {continuity}\")\n", "print(f\"Frequency: {frequency}\")\n", "print(f\"Period: {period}\")\n", "dmm.disconnect()" ] }, { "cell_type": "markdown", "id": "bbe2b931-3a10-4e09-9d80-bcd0564589d9", "metadata": {}, "source": [ "## Trace Example \n", "Trace functions include: `'VOLT'`, `'VOLT:AC'`, `'CURR'`, `'CURR:AC'`,`'RES'`, `'FRES'`, `'TEMP'`, `'FREQ'`, `'PER'`, `'DIOD'`, `'CONT'`, `'CAP'`. Note averaging time can only be set for `'VOLT'`, `'CURR'`, `'RES'`, `'FRES'`, `'TEMP'`." ] }, { "cell_type": "code", "execution_count": 3, "id": "95252601-8703-4ddb-95d6-1cbccb44ade7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Sampled Values:[-0.000174865096, 0.000189855769, -0.000160194402, 0.000166605493, -0.000140659566, 0.000146773698, -0.000122314868, 0.000126154617, -9.79458165e-05, 0.000105457267, -7.23774188e-05, 8.40969392e-05, -5.56556361e-05, 6.23982162e-05, -2.82502364e-05, 4.05728828e-05, -9.15508396e-06, 1.91112665e-05, 5.81026701e-06, -4.8273098e-06, 2.87520741e-05, -2.25205397e-05, 4.86828553e-05, -5.37564799e-05, 6.85837104e-05, -6.82361073e-05, 9.37124246e-05, -9.03100575e-05, 0.000118610938, -0.000119216366, 0.000143131922, -0.000129066656, 0.00016075379, -0.000154674188, 0.000179429977, -0.000172809403, 0.000196957462, -0.000199558731, 0.000220764824, -0.000220559946, 0.000240382533, -0.000235513787, 0.00025604309, -0.000261367633, 0.000277799363, -0.000278130852, 0.000299311623, -0.000301735637, 0.000322071572, -0.000318112119, 0.000339944358, -0.000338959099, 0.000362170241, -0.000360940969, 0.000383054053, -0.000381058213, 0.000402139998, -0.000396196214, 0.000426852049, -0.000419453396, 0.000447397466, -0.00043510935, 0.000468997203, -0.000462332891, 0.000480302362, -0.000483014126, 0.000503002458, -0.00050177779, 0.000522000926, -0.000518973786, 0.000550329431, -0.000538020596, 0.000565672311, -0.000555202781, 0.000587522967, -0.000582819965, 0.000607508996, -0.000601829943, 0.00062633021, -0.000620791579, 0.000640192899, -0.000643516997, 0.000669023241, -0.000659511346, 0.000683482151, -0.000684909395, 0.000706555172, -0.000703974621, 0.000725671043, -0.000723813322, 0.000745178255, -0.000735284226, 0.00076344008, -0.000754895028, 0.000783221231, -0.000774567984, 0.000805444812, -0.000799187955, 0.000820251324, -0.000816770688]\n" ] } ], "source": [ "with DmmKeysight34465A(ADDRESS) as dmm:\n", " # Set the trace function you want to measure\n", " dmm.set_sampling_measurement_mode(function=\"VOLT\")\n", "\n", " # Optional: Configure averaging time and measurement range and trigger delay.\n", " # See measurement section below.\n", " dmm.set_measurement_range(measurement_range=1)\n", " dmm.set_averaging_time(averaging_time=0.01)\n", "\n", " # Configure sampling\n", " dmm.set_sample_points(sample_points=100)\n", " dmm.set_measurement_range(measurement_range=1)\n", " dmm.set_sample_interval(\n", " sample_interval=0.03\n", " ) # Must be at least 2.1x bigger than averaging time?\n", "\n", " # Configure trigger\n", " dmm.set_trigger_immediate()\n", " dmm.set_trigger_delay(trigger_delay=0.01)\n", " dmm.set_wait_for_trigger() # Set state to wait-for-trigger\n", "\n", " # Read samples\n", " samples = dmm.get_samples(\n", " polling_cycle=1\n", " ) # Blocks code, waits for trigger event and measurements to complete.\n", " # Sets polling cycle to 1 second.\n", " print(f\"Sampled Values:{samples}\")\n", "\n", " # Reset Instrument to factory default.\n", " dmm.reset()" ] }, { "cell_type": "code", "execution_count": 4, "id": "72cfcf92-5c65-4d45-8683-480a1ecc2d51", "metadata": {}, "outputs": [ { "data": { "image/png": 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vWw9z585V6XQ6pi7B90CsOMB213r8nLSmT58+kcfr6upUjx492ONC2fP++++PqWQbbrihVvT+85//qPvuu09lMhm13Xbbqe+++876mi+99FJNEvEDyJxAIBAIBNWGCZ/NUec9Pkk1tqRLyg5LB8SttGHjSNzE6L+a49///rdasmSJOuKIIyLbt912W3X44YerTTfdVO28887qscceU71791Z/+9vfrPs6++yz1aJFi4KPb7+1D1cVCAQCgaBScd0LU9Q/3vxGvT11QTJRyvqQstKaAfAYYvQvEr169VKpVEr7tSjge/BncUB/l209fk5aYzYStLS06I5M7rhQuvzRj36U6Berr69Xm222mfryyy+taxoaGnRzAP0QCAQCgaDa0NicU8hcSlnGoyMyJFyqpGYAUcpKRLt27dSYMWPUCy+8QC58Rn8PKhQH2E7XA6CDEtcPHTpUEyu6Bnxb4BXDNfB54cKF2s+GePHFF/WxwXtGAR61CRMmxEqXHKAU+/HHH+soDoFAIBAIVmf4DABvKSTuwqmUZZKVsgqNxKiqMUsQhwFlQTDdb7XVVrpzctmyZbobEwDlwbXXXlt7sQCnnHKKLhVeffXVat9999Udk++884667bbbgm7IU089Vf35z39W66+/viZp5513nhowYICOzgBA1yZ0cELXJ3R7Njc3q5NPPlkdfPDBeh0FeMaAZO29996xc7/ooovUNttso9Zbbz1N8q688kodiXHssceugisnEAgEAkHr4PH3v1efzVqi/rDXhvq+2przKNMeZMrnWD7NAG2BqiJlv/jFL9QPP/ygw17BZA/+LIirwFLh9OnTdVckAoz0DzzwgI68OOecczTxgqiLUaNGBWvOPPNMTewgdwzIEkRewD5psCsY94GIjR07Vu//wAMP1NlmFKCcQUDskUceqcusJhYsWKCJHZz3WmutpVU/yFGDaA+BQCAQCKoVlz4zWc1e3Kh+NmagWq9PZ6d65aWUZUuLsigkPLbScsqqipQBgBzBB4eXXnoptg0CXM0QVwpg9aBiwYcN0GkJ5M4FIGsuI/61116rPwQCgUAgWJ2wsjlHuJydlenkbsdMAaVJl5pWWBk0qzNLbQrfqkYoKwkEAoFAIBAUiEJmTbqVskziGuRiPp2VPqQst15VDISUCQQCgUAgYHHt+C/UZc985rw6XmTKQwVL4xqnpyyTWJpEFc2XlFVSCVNImUAgEAgEghhgMPgNL05Rt778lVq8srksxvpSPWUtBRAun/NJWreqIaRMIBAIBAIBq4AhP2puSQ5rdXZNlolMZbIex/IoldJGgUrqwBRSJhAIBAKBoCg1Ccz5yGm8lLIS4y5aCuqsTCaSep3jnFY1hJQJBAKBQLAGIkeoktUtF1Gi211DwgvJKUt7zb4sUXGjpEyUMoFAIBAIBG3pF/t/176sjv9HOK2mGKXM1zAfpOxny6OCtZTsKct4kclVjarLKRMIBAKBQFAaZixcob76YZn6fuEK6xpKauxKWSZxDahx+FCpClcaw2NLLHFSHlZBnEzKlwKBQCAQrG5ocU3s9gxYpYTL5s+K5H15qGnu0NdM5Nxc5+008Rf62qR8KRAIBAKBoDUwb2mj2vKS59Uf/vVRWcqA/p6y5DUu830m/5BLBSvExO8OsyVfi9FfIBAIBAJBa+CL2UvVguXNauK0+dY1zXklDUSijA/hShfvKfMhd1GlLFOeEmc2Vzrl14hSJhAIBAKBoJURqmDJ5Ca3rnjCVbhSZo/WyJTZd+ZaR6u7LtVtVUMiMQQCgUAgWI3QXMDQ7tzXPCmhz7cSN7LGx3dmJUlE0WopcT6mD1GMKGWVw8mElAkEAoFAsDoBiVLpfjFKXIrvvvRZ4xutkfHwndG0fvq17XiVFIkhSplAIBAIBFWERcubnaGvBXdWWhQ1HzWtUE9ZufLOWlxr0oWRwAriZELKBAKBQCCoFkz6fpHa/M/j1cXjJicTF0ddzqs0WainzKMZoJQuzizJO7MpYLnHyLHTPuXSymFlopQJBAKBQFAl+GL2Ek1yPp25qGxxF1bCVSbiFl1THsWtpcQMMkrWXARvVUNImUAgEAgEFQDwSb0/fYFqbEmXVpr08JQVXJr0KnGWssbHv5Z8PkU1FkhOmUAgEAgEAoonPpyhfvrX19UNL0wpkXDl50w6lbLymPjTZUr9p09N+yhuHvMxy7GvVQ1RygQCgUAgqADgHMoZC1da16QLiLsA4mFrCGgmz6dft0aJ02uNDwHMFuY7K0djwaqGkDKBQCAQCCoASF4wbZ9Dc5niLgoPhl2V3ZcZj0y05P241vkE2rYFhJQJBAKBQNDKWLyyWT3+/vdqWWOLR9dkMuFydVZS5au1CZcPufHLMiv8WJwKaO7fdjxaRhVSJhAIBALBGoTb/zdVnfrQB+qBt6Zb1yCBcKlgzQX6xfy8YMUb9FdlTlna2M4tMzspbZ2VopQJBAKBQLCGYv6yRv153rIm6xpUv5wzK7HE6VgTzQ7LJKppq5K4lbQma6pgmWSlzKI6UrImSplAIBAIBGsQgq5Jj7KjiyQ0o4nfZfQvVzBsmYibT/ell1KWNlSwjMcaH6VMui8FAoFAIFg9sLSxRb359Tw3mSrAoO8y+gfdl54ZZKUk8UdzwWy+M5U82NzDv1aoN822r7iaFt8XEEO6TJQygUAgEAhWE1z+zGfq4NveVM9Pnu0xs9FVdkz2i/nklBXqKfMjU8lEqTS/WPJ+TNWLW+fTfWkSNyFlAoFAIBCsJpi5KJcvNmvRymQTv0fZ0ZYbFt2P51xLyzovLxh5rtfoo1JS/72yzLLWY9u2FbumrSCRGAKBQCAQlAAkUa6yI5IjH8LlVsoKK1/6kKByjVAqRQWj6lXa45xt68xtbIlTSJlAIBAIBKsnwtJksgpmC0alpM5J7jxiMwoPhi1PTIXX7MsSpgdkPPxi5ja2GcAsX4rRXyAQCASCyseDE6erQ257Uy1a3pxs4nd1VqKJ34NM+ZA7dxdn+JiN4JUr7sJPKcuWJTesJVMmpcxDcWsrSPlSIBAIBAIL/jlxunrj63nq7WnzSyophjMrS4vEwGPAp1LiJQpP9LeNPkpuGPDKIIt4yjKJ++G+57ZxJFCM/gKBQCAQVCEaWwooKTr8YqGa5iJcPsciCle2TMb6VvaUFbomk80NFneds94XR7g8wmPFUyYQCAQCQYUBZlFePO5TlgCYZMFVdgyM/q64Cy81zV8py+3TRrhaIaaiBC9YVCnLFB13kcmWSSkTo79AIBAIBJWFK579TN3x6lT1xeylyWTKo7PSrYKhX8zH6J/cfenaFyVuNtWt0CHh5Vrj0+npa+Lnrnc8YNbHdyaeMoFAIBAI2hQrmtORz8WXHX3M93k1Le2jlLkS/cvTyejnFyvUd2bzixUWZmtXwTKJKlhRapqQMoFAIBAI2hY+XZOBz8tH4fIw+nuNYvLwpuXOLduqawoe1+TlF0v2uNkVLpWspnl0Vvqocm0F6b4UCAQCwRoJJFNNHgqXTxK/T8q+DwH0zSCzq1fl8YJFSpzW/RSY+u+xxqZexdW05NmXPt40G1FsCwgpEwgEAsEaCb+uSf+OSBeZQqXN7Rfz9525zrvQAeClhMd67Yem9dvIXRHBsGkuGNbDxO+jyrUVhJQJBAKBYLXD2Y99rE66/z1rZyUoMWFYq4fCVWLZMUz0T/amwf5s5+1FlDxKk5GB5LZmAJ/9pAv1pvkpZekig2FjxM3DdyaeshJw8803qyFDhqj27durrbfeWk2cONG5/pFHHlHDhw/X60ePHq2efvrpyOPwi3/++eer/v37qw4dOqjdd99dTZkyJbJm/vz56rDDDlNdu3ZV3bt3V8ccc4xaujTs1pk2bZqqqamJfbz55psFnYtAIBAISgeQDAh9ferjmWresiZ2DfWIuedRFtB96SJ3QbRG8n4ANu5GfWulmO/9iFuBSpmHcuc717KlyJmVJsEST1kr4qGHHlKnn366uuCCC9R7772nNtlkE7XnnnuqOXPmsOtff/11dcghh2gS9f7776v9999ff0yaNClYc8UVV6gbbrhB3Xrrreqtt95SnTp10vtcuXJlsAYI2SeffKLGjx+vxo0bp1555RV1/PHHx473/PPPq5kzZwYfY8aMKehcBAKBQFA6/LK8ktfAH+0+XZPBCCWPKAufLs7cvpL9YnZjfTLhLNzEX0L3ZYH7AXDLfMYs+cRmSE5ZmXDNNdeo4447Th111FFq5MiRmkh17NhR3Xnnnez666+/Xu21117qjDPOUCNGjFAXX3yx2nzzzdVNN90U/IO77rrr1Lnnnqv2228/tfHGG6t7771XzZgxQz3++ON6zeTJk9Wzzz6rbr/9dq3M7bDDDurGG29UDz74oF5H0bNnT9WvX7/go76+3vtcBAKBQOAHV9irady35nSlfQhQMpnI7ctHTfNvBjCPbVvjp0ytOk9ZKWn9cU9ZpigVzFwj4bGthKamJvXuu+/q8iKitrZWf//GG2+wz4HtdD0AVDBcP3XqVDVr1qzImm7dumnyhWvgM5Qst9hii2ANrIdjg7JG8ZOf/ET16dNHE7cnnniioHMRCAQCQTKA1Ox382vaL2Zfk0y4vIhbRLmye9NwmY/R3zlsvMBSYEuZPGVe3Zc+3rSSMsjKU3b0WRM7VgV1X9apKsHcuXNVOp1Wffv2jWyH7z/77DP2OUC4uPWwHR/Hba41QLQo6urqVI8ePYI1nTt3VldffbXafvvtNVl79NFHdWkS1DYgaj7nwqGxsVF/IBYvXmxdKxAIBGsCZi5aqT76bpH6ZIb9/ZCSLHv5LplM+BC3qDctOfTVTco80voj3Zdl8pSVFJtR2Br8vi5lPx9fMsXHZhTeMFBJRv+qIWWVjF69emmvG2LLLbfUpc0rr7wyIGXF4NJLL1V/+tOfynSWAoFAUP1A4gM3VriZ1tbWxNY05YeI0/VuUuKzJpnc2EhJ1JvmV74sbaxRoZ4yjxJnuoS5ll5EKVlNK0oF49Z4xG+0FWqrifikUik1e/bsyHb4HvxbHGC7az1+TlpjNhK0tLTojkzbcQFQAv3yyy+9z4XD2WefrRYtWhR8fPvtt9a1AoFAsCaAkgxbJ6OPYZ6qYE0eg73tylVyidNHcTKP4VOa9FOvPK5R2Txl7JKiyo7pIjsr/ZQyY1yTkLLC0a5dO93N+MILL5ALmdHfb7vttuxzYDtdD4AOSlw/dOhQTYroGigRglcM18DnhQsXaj8b4sUXX9THBuJlwwcffKBjNnzPhUNDQ4OO4aAfAoFAsDrj4+8WqR+WhLaNYsJTI2u8yne20mQy4aLE0Cuo1SPLzHVOXsPGC/WU+XSoemSQWXPKyqRetRSxH56Uuffblqiq8iWUCI844ghtut9qq6105+SyZct0Nybg8MMPV2uvvbYu+wFOOeUUtfPOO2u/17777qs7Jt955x1122236cchS+zUU09Vf/7zn9X666+vSdp5552nBgwYoD1hAOiUhK5J6PqEbs/m5mZ18sknq4MPPlivA9xzzz2aNG622Wb6+8cee0x3hELHJiLpXAQCgWBNx/R5y9WPb3pVbbHOWupfJ27n4RfLJK9pyZRA3AoMWPUgiTZ1D0qcPo0FlBx5RVB4Ea7yKGU+JVdrBlnap2uy8BJn2mc/YvQvDr/4xS/UDz/8oMNewSC/6aab6rgKNNBPnz5dG+0R2223nXrggQd05MU555yjiReY70eNGhWsOfPMMzWxg9wxUMSgcxL2CQGviPvvv18TsbFjx+r9H3jggTrbjAIiLr755hvdBAABsZCp9rOf/aygcxEIBILVGUA84I9hG2YsWhGY+W2gZMU2szJa4vQgSiXsJ+rfSlaK4P7PeeF8s7MoeSmlicGnxBlVAT0UNw9y55tB1sLmi7mfo9cYi3yUMptS2BaoKqUMAOQIPji89NJLsW0HHXSQ/rAB3iAuuugi/WEDdFoCobIB1Dv4SELSuQgEAsHqim/nL1c//evr6qjth6iTdl2vhAHhHrMffRQur/iJ8owiMskTkJ2G2mj7oflcn27PUjxlhQ4Jb3WlrJhmgCxXvnTvlzt+JSllVWP0FwgEAkH14r3pC9TcpY1qwmf8BBbf4d8+MRVeURY+a1oKJW7Ja2zrfPxS5nYfn5dPh2Zrj2IqrrMyk7jGVMV8jyWJ/gKBQCBYo+ETCdGUJ0E2H5hvMKxPR2SkNOlh4reXQZNJUiyDiyNlxmvh9kWjNWz7Mc/bGmVRpq5RM6eMS+v3ySDzSuLPmn4x7pztr8G2zdURu6ohSplAIBAIWh1haTLroZQlr3Gt81HBCo27KCnLzEMFMl8Lty+TO/ioaaXFZiRfI68h4R4dkV6esrS5n2SlrNgss7aCkDKBQCAQlIRFK5rVDS9MUdPmLrOuwUBXl1JGPWW2+ZaFdl/aOyI9DPM++/Ew+sdVsGSiwK0x9++T0+YV0+FD7rwJZ5GEq2zhscq5X73NgyS2FYSUCQQCgaAkPPHhDHXN+C/ULS99VZJfzCemwiet36dD06drMpJTlimj0Z85nrmt6LR6XUJ0r8mdd2ENA+Wca8mVJn0IVybrM2bJPB/unIWUCQQCgWA1xeIVzbnPK3OfOSA5cvnFaGnTK6bCJzzWS03zKHGWoKbFuv281CTG6B4jd8mdhT5+sZK6Lz38YkXNtcwWR9ziDRP2Ts92dTldSrovBQKBQLDawKtrssXDU0ZVMNL5WKjCVbDRv5QsMx81LRZ3kazw+BAuF+Gwfc+dU2lKmZ96V+h5t3h5yuzNAPWpGkczQG5jQ6q24hL9pXwpEAgEAitWNqfVK1/8oD8nEa5GhwpWaPnSRnBo+dKmTEUiMUow8UdVuWQ1DfhA2kspSjb6+6hpHHGLNQyUiXD5BsPyURbJkSA+5K7FhwDm990uT7h8lDKZfSkQCASCqsBdr01Th985Ud335jclEq5sYaSsFL9YZMyST4kzWZXz9YuxpCRdOCnxyunyaRhgrhE0UURHMZXQoWqWHYv0cBXiKaupSVbKgtKk41i4RpQygUAgEFQFZuZHH81YuNKjszJbUvdlxFPmQaZ8iJuNTNDn+oxrKiUYtrmIzkq/LLPkEmcpkRDlUsp8ho3HzinrIFOOsmPML+bIRBOlTCAQCARVBT8ylfeLOU38IXGzlYt8iFLhMRUe5TuPod0+/jXbvuJKWbIK5qOU+TQDFKtKmWTSZzKA9XhpnyHhxhpHWn9DASqYcw2WOGXMkkAgEAiqAYFBv8Ujid9VmqQmfpt65RF3QdU0q8JFVDb7CCWf0pxP+TI5O8zHC1ZMF6NX+bJIb5ZtkHp8jXvf3P65zDNT4WpxqmCpZBXMoaZhGdRF3NoKYvQXCASCNRSNLWn18XeLrEGteo3HkHAfpaxcSfxeaf0eg8QjXZNeAbN+nipeKfNRrzzKl14dmslqmkmKbCOdfAheMTllrrJrQ2DQt+8HlTIX4UTi5orWqHccq60gpEwgEAjWUFz57Ofqxze9qp77ZLZ1DSpKLlLmtSbiF0tWwUpJ66fnYYvgiDQDlHAsk/Rw+4qRKbYZoBilzKOpwIMAupSrpG1epNQsF7oIV729pNhikLKMh1+MHVflUeJsKwgpEwgEgjUU38xfrj9/m/9cql/MtYbGZfiQICyJxtf4lCapX6w8hMveMOBj4vcnLq7zjpVBi42NKKLEmduWnC/mp3DZX1sDliaLLHEG+8kTQJdS5vKmtRWElAkEAsEaijDQ1eUX8y9N+sZd2LsdCyRupYxQioTHeqxJw/giD9XJY0h20QpXunCFy2sWZaZ0payutiYxpyxQwTy6Jlu8Oiszpe1HwmMFAoFAsCowd2mjeu3LuU6/mE/oqw8pa/SIxGgNT5l92DhtKsh6+M6S19jIRHyuZXFr/IZ2+6hyHp2e6cJVOds2UwVzK2V2g77PflrMNcyPzScSIxYeK92XAoFAIGhNnPPYx+qw299S73yzoExRFskqmLtD06OzMtI1WQpxS/av+ZQ4i5rr6JUvluw7Y1P/fTLBPMqJPmSTbsuLYLF1tBmgoT5VUnaYzzzKjIdS5lOaNANmbT//toCULwUCgWA1xKzFubDXWYtWOrsvfcmUV4kznbEqc1G/WCnly2xBZVB7BldyM0Bc4SrSxO+hgvl400wSUq7SpMs/Bun52KVovn66H6/sMEe50IdMtZj7SRcXd2GOYqogS5mQMoFAIFgd0dhcQGkynTzXstS4i0I7K0vriEw+VmT2pUdOme14RZn4fYgSc97xY5WnNOlSruprawO/mIvM+Xi4CvKUpZPLoC4Tv7PT01TKLD//toAoZQKBQFBlADXKRZIKVsE8/GI+Spl/Z2V5SJk9YDZ5jY+nzCsY1svDVcQaD+LmlXfmKLlS5cpUOHFNqrZGf3D74pSyjIcK1uLlO8tY9+MmgJnCPWWVw8mElAkEAkG14Tf/fF9tc+kLauHyJg8Tf2kqmJfvjDxmWxclbslqmrWk6JHWH80gsxzLJ/W/CIN+c5maAXhVziCJDjXJpm5FuiHzpIRbR7sq6yyqE33tSKZKJlypZE9ZQ4netHiHZuWwMlHKBAKBoMrw9rT5av6yJvXVD8uSFa4yqWBu4lam0iQlbjY1zWOuZXSQeLJS5kPubPuK+6ySfWfFZof5KGX42hsKKCdy6/B1pFI1YdyFYzKBzXwfaQbwULgaHCXOlgJUsIAkusqgxFPm6lJelRBSJhAIBFWGRg8VzIeUBWpa3n/m7Kx0Erd0Qeb7cuWU+ZUvk31ncFPmym7NRcys9FrDdlb6lDj9uy/bYzekw1OGxIU+j1XKrJ6y3L7h4fpUcokzLBcWZ+JPF5FlxvnOzDXca2srCCkTCASCKsPK5rS3id+1xmuuJWaQOY3+pOxoWVdoor9PWr9f+TKZuOl1XoGuPmTKw+jPEQ6f+A2P/eA5BqTM4Slr71DKIp6ygHDxil+dbgbg1StaPixEvUs7DPqB0b/k+ZiElIlSJhAIBAIT/5vyg3rm45nWCwNllsYEhQtuVoEXzEJKaLOAjbjBfvAG5jOQvJz5YvaYigLLlxYFJF6aTFa4vNYUmdYfzyBLLt+5CJc7WgL3Y1fKfAgX2wzgKHH6hcemct9zChc2KPgQLixNZhyxGfk1tnNqC4hSJhAIBBUCIEr/d9976qQH3rOa+HPjfpSzfElJUmNz8hqrOd8gQDZlgt7Q7J2VROGyzLWkx7POrPQaoZT82ryyw2Lly2S/GGvi94i7wG1BGdBRvmzvMKgXEi3RLlUTBMPaujZ9ui/dJc54+dKn7NhSZJZZIftxkdK2gpAygUAgqBDADX1JY4v2OC1Z2cKuoUTMp1RoU7h8OiZNBY31Qhn7544XI25lKl/6RFnYOuvM18ydk1my9Rs2XpxSFnjBHF2MsdKko1Qali/tnjLoqrSWHQsgXFDetBI3co42MgV/jMS6L9N2haug7ktOKWPKl5XSgCmkTCAQCCoElHChbyy+hqhgVjIVPtdW4mwqkLhx33PP5dbEoxw8ui89CJd9IDn1nVnKlxbTumsbq5TFvGl2ohSqYHZyF4wrcoTHOv1iAXELOwtNhROJiqvsiPvxVsryr801daDeot7R3TbU+3vBnMGwjvBYswxMt7U1hJQJBALBKgCoAac8+L7687hPrWtWNvsQruQ1lBihmb/U8qVtnbmNIy4xU30JI5R8gmGj5C65GSD3vY8KZicKiLSz7GhXr9IGmSp2+HfoKSOlOcOfhdeEqmA2wpWKKGV840NtDRA3/rw5xc3siOR8ZxmXpyyVXL51NQzg0+B8YIyUXidGf4FAIFhzMHtxo/rPBzPUHa9NtWYiUXXM5hdr9FnjU5psLizwVX/PES4PNc0sA3LqlW48oITL5gWLZJBZ1LSIUpZMAG3rvIaEE4KTW2NXZlAFc/nOnKXJ/LFcpckwEoOoQGkH4UpQuODxJBO/T2xGVHHLJE4GaHF1XxIVMGlaAUe26Dm5QnbbAqKUCQQCwSrAijyZgnuEjwpGVTPbGltpkm63qmkeZcCYCsYY9H1KkyYJ4c4plozfyvMxfdLxC8kg6+AiXLimHZbv7GVQ3I9rIHegprHkLhNTymwmfhg0blW40h7dl8RTBmoZu58CiJsrhBYQ+s7spJQbSG7+EYSXLVUTnreQMoFAIFiDQFUwm1/MSynzKV9GSpOW7ssIuUtek9tvuixqGk/ckkkSjeiwHSs+bDx+U8btvueEJS5Xh2b7dnYvmGni9yFcbG5azMRvL/FRpcxm4qdKUdxTFpKpZE+ZfWh51L/Gk0lOKUv7mPgd5eSIid9Yxk0rEFImEAgEqxFg7JErPR+VMrcKlmzQ9ypfRtYkK24+/i3bvrx8ZybhYkuc2eRuSI+gVvZ4HJny6KzEbaheubxggVLGdmjm1+SJG9sMYJr4HapcOELIoSZFTOymNy4TI1yusmNY4kwOmPUhgM7YjJS9QzPmqfOYj0lfS3hORCkTUiYQCASrF35Y0qi2vfQFdcw9b5eklFEittJCuFYWGGVhX5NOzCCLK1zFrfEpcfo0A8TLicnly6QkflcuGBI3V2nSTMd354u5yFS07OjTWelaQ9UrmwpGCZc1rd8Vd8GUJuNdrXgsKJXyazKR86nl15BvXd2XZokzt3+eSLtKqm0F8ZQJBAJBifhm3jJNhD6btcS6xsfntbJgpSzZC+azRn+fLjbuwlC4GDIZP1ax3rTkNTkPkUr0wpnKlI/53nVOoZrmMvonJ/GjmuZSwXxyymhMhX08kiMSI1DBaGkyk2jiT3scy1S4okG1KvI881iFhtC6Xn/kvKX7UiAQCFYPYGlyZVO6fEpZSTllq66zsmxKmY8q51OW9Ch70rDSUAVzmO9LJEqB0d9jSHh7Z9xFVCljfVfp5GDYaHisu+zo5ynzUcoIAbJ1g9aEvjPb+RTqO+OVsvg52UrhqxqilAkEAkGJWJEnY7aSo/mY1ehPlTKfnDIrcUu3SgYZZ/T3SfT3KU0W08Xpsx9+3+F+OiLhYmdWmsTNwwvmiKkIyJ3T6I++Mxdx80jrJ4TDNnUgR6Z41SlS4kzqviQm/jjhyh+LmOptx6pzlBNLIWUxpSxLzjvfxcHlorUFhJQJBAKBA0tWNutZlM9OmpWolMHNzzazkZr7qS/MtsYrrd+rfJmsypnPsZGwJqYMaJ6DT4mzWE9ZPO/MfSxbdAS9SXdoV8eeo95mmPhdOWXuSIyM4SnzUME8CCDwD9ML6JPBxXnK4iQo3gxgzykj/jVXM4C1xJnxjtagfjFXon+9Ixg2zTQo2AbXr2oIKRMIBAIHXvtynnrqo5nq7//72q80aSVcPuXLwkqcpYTHFqeUFadwxcug9hKf0wfGDP824y6Q3MD9H03zrrJnB0fml+nzYpUyUwVzljjtSfQxj5tDBYoEw1rICzQwFOQpcyplyeTO1sWJhCjqcTPPWTHjmrLssVxGf9qh6TpvVikTUiYQCASVj2WNLZHPrvKl+bVVKbOWLwvzi7W60b8IT1mxsy/9yB1XmjIaDbA0l6q1zpqk+w4JV7LvjPeLocLlKE3iGie5i+6HU4HMY9HnhWuoQb8QT1nhxM2nNBmSpDCo1if1P+3o0LR2cZJvXX4x1lMmpKw43HzzzWrIkCGqffv2auutt1YTJ050rn/kkUfU8OHD9frRo0erp59+OvYP7/zzz1f9+/dXHTp0ULvvvruaMmVKZM38+fPVYYcdprp27aq6d++ujjnmGLV06dLg8Zdeekntt99+eh+dOnVSm266qbr//vsj+7j77rtVTU1N5APOSSAQVDaW5wkUzRlzkSmvYFhLZ6VfeGyyX4yugZsNd4M3n8udk0noii47+nRxFqDKoQ+M2zcds4OkxLaGeqpcvrMOBfnO7EqZqwwa85Q5QmijGVzJBn2TBPqsoVEW1lFMbE5ZxrKfnJGfHt88n1SNhypH1pgKF72uLr8Y9/pFKSsCDz30kDr99NPVBRdcoN577z21ySabqD333FPNmTOHXf/666+rQw45RJOo999/X+2///76Y9KkScGaK664Qt1www3q1ltvVW+99ZYmVbDPlStXBmuAkH3yySdq/Pjxaty4ceqVV15Rxx9/fOQ4G2+8sXr00UfVRx99pI466ih1+OGH67UUQOpmzpwZfHzzzTfFXAaBQFAmwBvx+9MXWIkU7ai0KWDmYzYyFS1xpsszZslDTbORIPM82bR+r0iMZDJVbnLXKe8Dy23jVTAgEvV1SDgy9jWWXCx6g3fFZuC6cISSRzOAo0PTPUIpT8qoUmZL4nek1ePrd5n4aRm0lO7L0L8V5pT5jWvKsMeCfWDgq3k8ul94XUmlWdcg9bZCVXnKrrnmGnXcccdp0jNy5EhNpDp27KjuvPNOdv3111+v9tprL3XGGWeoESNGqIsvvlhtvvnm6qabbgpUsuuuu06de+65WukCYnXvvfeqGTNmqMcff1yvmTx5snr22WfV7bffrpW5HXbYQd14443qwQcf1OsA55xzjt73dtttp9Zdd111yimn6OM+9thjkfMBdaxfv37BR9++fVv9mgkEAjue+2SW+ulfX1dXPPu5dc1yJGUu4kYeW9GUKZNSVryaVkzZsdEnZd+rfGkvu4WqjN2g36mdzwxJu1KG5A7IVn2ggvGkRK+xhMdGfWe8XwzuIbG4C0dOWXtnvla0GSDtWANKWTD6yWKa980ps/m8qArm031pmyHJdVY6xzWlkiM6qFJG19Gv4ZRtKhh+nyNu+edK92VhaGpqUu+++64uL4YXvVZ//8Ybb7DPge10PQBUMFw/depUNWvWrMiabt26afKFa+AzlCy32GKLYA2sh2ODsmbDokWLVI8ePSLboOS5zjrrqEGDBmkSCOqbC42NjWrx4sWRD4FAUD58M3+5/jx9/jLrGiRjTqXMQwXz8pQVmlPmoablvo/vq9FrPJKppiUrXGzZMb9vJFyu8NiODfluSIcqlytNukNPYU2ggsUS/lEFAhLAEzf6HFuCPiUBrkgMk0w6U/8dkRi4H9esSeops82a9POUZYqafWn3lJVnFFMtOR+TTMWVMnfchyZuSCYlp6wwzJ07V6XT6Zi6BN8DseIA213r8XPSmj59+kQer6ur04TLdtyHH35Yvf3221rRQ2y44YZa0fvPf/6j7rvvPpXJZLSy9t1331lf86WXXqpJIn4AmRMIBP6wKUmI5XnzPqphHFY0tQRv5LaxPl5Gf5pT5uEXs5YmC4zNsK0rl4k/FvrqiMTohITLWZrkOybpGlC3kHC5SpOouthKo0AAIDqB2w9VgbCxwLYmqTQZdk365JTljgVcI+MkL+7h3q7yZSQSwkKmsFQaTfS3K2UpnFlpiR/xUcpSjnIi5wMzjxdRympyPjbuvNFjRkucopStppgwYYImY3//+9/VRhttFGzfdttttc8MmgB23nlnXdrs3bu3+tvf/mbd19lnn60VN/z49ttvV9GrEAiqHxBjMeqC59R/PvjeugbJmJOU0dKkRb2KDhv38JRZRyhRFcyHuCWrab4+L6/uyyLJFG5zkTI8FuaGccSFlh3thCtUwUKlLJu8xuK70sTNup/w2C6jf6xD05FThvvRz4sZ60NS6hXEailN4n5po4O1XEg9ZbZgWKpwWUz1rpyyCLmrSR6QjmvodvNYYBdKKru6SpxtharxlPXq1UulUik1e/bsyHb4HvxZHGC7az1+TlpjNhK0tLTojkzzuC+//LL68Y9/rK699lpNwFyor69Xm222mfryyy+taxoaGnRzAP0QCAR+eOeb+frm++43C6xrlnmY+Clhs41RinjKSihN+uSdmRlkZk6XuUZ/31ykClZAlllHD8IV+MVcalp+DdxIbaU5IElQnnQRpRyZ4j1VEXKTX2Pr0KS+szhJIr6zAtL6+QHpcRO/T+hrrDQbMfG74y5csRFRT5kHmfIZ12TtvgzVzZSFSOKhYT9QwkSxjJJA2qEJyHOyyBogX/itqxmgrVA1pKxdu3ZqzJgx6oUXXgi2QQkQvgcVigNsp+sB0EGJ64cOHaqJFV0Dvi3wiuEa+Lxw4ULtZ0O8+OKL+tjgPaOxGPvuu6+6/PLLI52ZNkAp9uOPP9YxGgKBoDXzxZJLk8ubPTPIPAiXj4nfq7PSw1MG9xHuZhJL6y8ygwyPZSvf5bbljt85T8pcHZod8yqYj6eMO16glNWFCle8pBieM64xjxd4s5xqGimDWkqFlKRhTAXXDBCUL4Pr6CpxhrfluM8tJIpJfqncGnfcRbSk6PKU8ccKDPOeOWXWYFiGAGYsShl2XnIkkJLN3LnHlTJK0HLl0soasxT+9lcBIA7jiCOO0Kb7rbbaSndOLlu2LPBugTq19tpray8WALogoVR49dVXa8IEHZPvvPOOuu222/TjIG+eeuqp6s9//rNaf/31NUk777zz1IABA3R0BgC6NqGTEro+oduzublZnXzyyerggw/W67Bk+aMf/Ugf78ADDwy8ZkAk0ex/0UUXqW222Uatt956muRdeeWVOhLj2GOPbZNrKRBUO+DmhyZtlwq2PE+8XGt8Tfy2MqdPiTOSZeYRm2HNIDP2D8QJiUXwXIMYcATPp/sS13RpqFPzWpqcxK1Tg6N8Gazx95ThNhqUGpAyohTF1TxavuOJUqQMavGUUVN9faKaFh4r3ukZV9N8g2FdJTxbowPnO7N5yuCcvRL9E1L2/UqTOWLGHSv0eNVEzgcILdyn6bHxdcO63FizOCnDNYGaZunQBFXO1gzRVqgapQzwi1/8Ql111VU67BW8WR988IGOq0Cj/vTp03X+FwKM9A888IAmYZBp9q9//UtHXYwaNSpYc+aZZ6rf/OY3Wt3acsstdYck7JMGu0IQLATQjh07Vu2zzz46FgOJHeCee+5Ry5cv12QQlC/8OOCAA4I1CxYs0MQOSB7sAxQ5yDeDaA+BQFAY/vHGNDXqwufUxKnzE038SLzYNaiUeZYvrZ6ypsJGKPl0Tfp0X5r7tW3jPWXmXEs7merc3q6ChaXJZMLVOU/cXDll0biL6I2yyaN8icQlt8Zm4qflS0v3pc8aStysihMhZa6AWXxttKRm7Rq1x11Eho3b4i4isRm2QeI8UeLXhEG9PvMxrR6vmqhfjC6zqWBU4UIVrNallFFSpo8XfW5bo6qUMgCoVPDBAUqIJg466CD9YQOwcFCx4MMGULuA3NkAaf3w4QL4zOBDIBCUZx4llADBN7bV0Gj0DALLlkjOkjLI6F/l1rKjh6fMVpqkhM4nYNY3GJZb5+Upy9+8oewG650G/aDs6CJcDuKWv1G7fGeYiQZKEdx44eYZV6aSy5dRFcytXgFJQOJmG1cULc0Za6gXytrFGD7H1X1pGuv167eW+ZIJjivugptraVfKPLsvC1hjJXep0FOWW5dRqdqoupgyVDAuPDZQyrgSJy1fktIsp162BapKKRMIBALAsqbkeZTLfFSwPHGD92kbmfJSyryM/h4dmj6RGMXEXThKil3a1yfux0cpwzV86Kth9E9nY54hmkGG5cJY3AZj0Ld3X/qZ+JNyylxdnNx+bGvMuZZmgwYleKi6OeMlLOdd0JillKdB31Li9Ur05zo0PcgmgHJJShIBgcJH9oX7CZUyhpSlTVKW3y6kTCAQCIrDkpXJJv4w7sKhlBGDv21d+SIxaGnS5hfzKF82ewTD5rfZyA3d1sVBuPAmDJ4yvcblBXMpZYanTD8vYydcdhUsLPElGfR9OjRptIYtgwyOZVvDdnpa1D0QYfF86P5dHYHmNUoXOkKJIS70erhCXzk1zWXQtwXDRlL/LWVZVK/qjAyySNwFWYP7M4+Xsayhr41+DQ/bfHdtBVHKBAJBRQFuUHOXNjrXoEK21KGULfXxlDV6mPibktd4qWAFroGbR0uxXrC0qYJxxM2j7GiQKdexfEJfOzlmVtLxSEheYmvyx4eZluEagyi1+GSZUVXK3QwQ6b50dDoGpVLbGkLucscL11HyRedx2iJB6DgiG3FzZZlFVDALmUSFKzf7stZbBfPp0DT5TySio8YyQslQwbh4DUoAk4gbZplxJc62hJAygUBQUfjj45PUlpc8rz6ZsSiZcLn8YpjW7+Eps6lgUGJKUsHgppOUQQb7iZj4bZ4yH79Y/lgoKLjWdPEpOwYqmIO4BaXJZOLmMvp3zBv99TZradKlXhWgcNFh45ZIiGgGmYUAOeZjBqZ6fSzbGkJKDL+UuUafE1XKHOXCwAtleW10AHiMcHJdnCX41/SxapL9a6FyZVlTYyplccLlUsHSHqTMJG6219ZWEFImYG8gF4/7VD38tkwQEKx6TPp+kS7lTJ65JJGU2ZQyIErL8+QIPnNp3bAtKe4CFBb6Zs1FZ5ikiCN35hqufAn/7nxiKnBboII129d0dfjFwv0kq2BB+dKxxsfoD92HeM+NK1zZWL6YrXxJ51raFDeaQWZvBrDHZgSeMod/izYM2DxlXHq+uY4SCyALdqWMqne27ksfnxf1lCUk+vsa9D1GKNkjOvIkMZVTr7iUfapw+eaUBUTRCI+ljwWD1Cuk+1JImSCGL+csVXe8OlVd+sxkuTqCVY4lK5v156X5zxx5CYNh7T4wfI/VJn5GmTLJE+cpW9mUTLjMbRzhMtUzTk3jiVN0HdxQkHR07VBnLU2afrFGF5nyibtosO/H9JTxahp63Gigq50oJZUvaYmvmCR+LoMsTqZCwmGLu4godxYfWKiU5ZQrrM7RdZQQehn0PbxgOWUu2VMWvjb+9UdzyjIlZJklZ6LVeXjB6hwKV5Djlr/I3Hn77KctIaRMEMOC5bmb4cIVzRUzD0yweuDNr+ep2//3NTsayDTx21QwIEH4a2nzeGHnZfA90xBgruFUMDPpn1tjkjKOuJlEjSM3lKhhqrv5PEpkbCpYrlSaTiZlJBg2aY3PzMpwDddZGRIlK+Fiuh1dcRe2QFdeBTNJSdwvZpJE2n2Z1FlJS5O2wFe8+YcetjjhgCXgceL2BT/XKOGydU0m+7w4T1l8FFPGY/YlU051qGl4Puaw9ZgKVsOpYGHJ1eoXy7+EMDYD18TPB71k4ikTVDwWr8iRMvh3stTRuSYQFIo//vtj9eenJqtPZixmH4cbz+K8QobkzMRSst1G3KiBX3/P/B7H1zCEy9jGKmXGGi7M1XweEBmTuCApghsKlgJj8RfNHCmLroEbMO4aS5x8En86WSnz6r7MRoJhXZ2V7epqdMYY3cYSrjreoB9VwdwlRR9yBwQxnCHJE66If83yumh4Khyf/tFB95Pkc0LyxzUf0PW0FGoLtC2fpyx5sLdvhyYSIPN4NvWqhYm7cPvFQiJJ90MJp5llZnv9bQVRygQxLGlsjhE0gaAcmLMk11X5Q/6zCSAmeJNZYiFclIjZypcmWeOUMpOEsUqZx5p4adKugnUkafVxn1k6mI/YUJdyxl/ADQnHGsXmXJL9+hj9A+KWLk+iP7cOv2+XSgVKWTyDjPGLWZoBop4yC1EiZUerF4yUSq3BsODxsqTVR5sK+K7BGFFgFD7qXwOEkRi878wnGNaVC1aop8wng8zuKYsrd7EkfpNwpQqJu8jEFbdgIHmyUsb519oSQsoEMSxeEd7QFllIGfwlePTdb6tf/+MdZylKIKBvhqh+oRoW+90j26kiZidlfPnSJFOsUmZs49b4lSb913TrUJ9I5hrqU8Fwa3MNErkGQtxicy4pKbMobkACQjXNv3zpnn3pE3cBSllC2RHUtEQTf3IumCZuFlUuLCnaw2O5aI04uYvvJ7f/LNsMgPsz15gdgfUOLxTuy3ZOkXIhcyxTTbPN0Ix4wRIHiReW+p/0+uscaiKWJMN4Dbua5qOU4f4qRSkreMxSY2Ojeuutt/QwbZj32Lt3b7XZZpvpYd6C1QNUHaMEjWLesib14mdzcmtWtkRuNoI1E+AVm714pTpnnxHsuCI08LsUWPr7RtfbSBncpIEoQMee01PmoYJht6ZLGeMM+kjC4CXnJgPYPWWglMENF26kZvMBEietlOWT321qGpAyfM02NQ2Og/txJfzbuiZBOcAbFa5xpfW7xiOFhMvRNUlIkDWDjPGdYWdn+NpI2dFWvkNVri45WoM2FVg7HYlfCvcVjFQipvrc5zgJspU46TUymwFsJUWuNOnXWZkpQilj9mNcR6pw0WtEozxoA0OUKDFkKv/zCoNo4/tJeYxZCshdKk7uqoKUvfbaa+r6669XTz75pGpublbdunVTHTp0UPPnz9dEbdiwYXqo9wknnKC6dOnSumctaFXQspFN0ViYbwYALFreLKRsDQfcwC975jP9pn3EdkPUwLU6xtZQ1RWIPAdKxGx+MVNBgxJmu7p2sW0UXFaZqYz5lC9dvjP4wwT+XbBKGRIurYKlVHO6JVbmxO9za/KEyxKRAfsI1/BhstE1xn6ak0uclLj5lEGBSMHHikw6XprEuAtCuOwjlMiYJYunzLt8afWdJZcmfTo0afclHstcZ/M5UcJBz9k6QsiIzeCyzOhkAFfeGT2nUJVLVrjcMzTdnZ7U42a+fiRKKdd4JKLcWddY9hPNMote67AZoIrKlz/5yU/UL37xCzVkyBD13//+Vy1ZskTNmzdPfffdd1otmzJlijr33HPVCy+8oDbYYAM1fvz41j9zwSpSynhSRm+wC5Y3yU9jDQeQd3zjW7As+XfGqpQRwmUz+psqGEfeTBO/l1Lm4RdzRWKs1bGdPTcM/WL1KdJZyStloN4krWmor/UgbuEaG+GCmxcqOiYBYtW0dCY+szEw8dvJFH5feAYZv59cidOjfJkQm1HnMPGH3ZdhGdA2ZxOVIj7uImri58qlplIUxGtEfGfhsUCJ5rovI8TNMRmA+s780vpta4g3LRjszq+BU6EZZBzhqnN4ysK8s/zrw/1k7dcx8ItF1uSfb5RBK4WUeSll++67r3r00UdVfT1fogKVDD6OOOII9emnn6qZM2eW+zwFqxD0ZmjzlNGbKkRn2HDp05PVVz8sVX/71RaRv5IE1QUgB/AXpVkmRMxfFhLzhSt4kh5VypoTlTKf7kuOpHHbOL/YMg9Shtsg9BTIl8vo371jaJiHN3j6+x6qYMTEbwmURTWNW4OEr8FR4sQ18LMK98OraUBcrMSNfN/JGI8EXZRmiVPni+njtTBKWbIKxpUmbTMrc+qVT6Cr27/WzpH6jyZ7fT6W0hyNzcBjwvE5oz/ugydTPkpZSKTxWLnt8TWJ5vsivWC2uA9n96WhcAEZSqvw9yZ3HQsZoVQbuQ4ccTP3w10jV4mz4pWyX//616qWJBG7MHLkSDV27NhSz0vQhqA3TFuZid54F1qUMviL+s7XpqrnJ8/RxExQnYAb7NirX1Y/uelVa1MHZtuZpW27UmYrXybHXSw1VTCPzkpuzQqDqLn8Yj06tbOvyR+rR14p49bh90DubCoY9YslGf0jJU4zbiMd953ZmgHgceiIdHdMhvsx90W/zu2LJ0ERo3+SCkZKataB5B5zLcG/FnZWljZCCUkS7IZ26VHfmf7MlELxWDEyRY5nX2P3nXHZadFmALunLqqU8aXZUAWzNwPYUv/p+0RMBWPJVMZ7hFJdsMb++utMApy2Z5lVbSTG2muvrc466yz1xRdftO4ZCdoclIhZy5ceN2G4qeKbzbylUuKsVsxctEJ9v3CF+mzWEitRWhBRypJJmY8CC8fiSOBSEtlii8Uwz9MkYLnn5cgLClps92V+G5Iy3i+We5fvllfKuHUB4dKkLJVIuHBNvDQZJ24xwhVRytzNAJGGAZuaRtbQ7eaxtUGfUd30+ChSvsQ1Ps0ANsKl884s45GC/ZCh3SbhpIGuYXgsr/BQAqj3H/GCGWVHhkyGA8JRTYsPLg/WmM0AXh2K5FjkNfiOR0rKF6P7calg0bgLlajwuedR1ub241DBgv0wBLDWMULJPJ+qjcQ46aST1L/+9S81YsQIteOOO6q7775b+8kEqx+WeJSZFnp4yqi3iJa3BNUF6LRN+jnS34FFy0spX7ZE3mA5EmSqXhwpM439vKcMCVdD/vtkpcxl9IfOSpvCtQJLk3WUlJnlS/SdUb+YLRKDlDhNwpUnBPC4TSmjhCvJdwZKEi1h0XU0R4x6uOjx4OeI98RoBlnW2gwQRFm0FD4ZICBTlLhZCAf1wZndh8FIJ9IMQJ+b+zq8Rnhe5vFMEz+nzMXXxLs9w6aCGiu5Q8JYE0wGSO7QDDPRoq+fdjIGAbuO7stoMGwm0S/W4pVBliX7jK7hDPq2YFgu78wkZVWnlJ133nnqyy+/1GZ+8I+dfPLJqn///uq4447TERmC1bR8aSkz0RusTSmjN+r5y/iwUMDLX/ygrnzus4qp6QuioConJWi2n7Vf+TLZU2bLKjO9Zpx6hySsUz6slc8py63p1Tmvgjk8ZT0d5ctoaTKZcGH50iRcYfkypY383H6opyxUuJLXWEuTjhInXQPgSopBblj+pswdj5ImX09ZUiRGLhfM0lQQkCn7KKbwvO3+tdDnFVXK2HKZ0VkZMehbzOfu0hzuJ16+DNQkhxnelVZPOzTpdbSOh4qoaXzDBPWU2c7JqZSZnrJahkxZ9sNdRyR+nF8sNhmgprIiMQoOj91ll13UPffco2bNmqWuvvpqNXnyZLXtttuqjTbaSF1zzTWtc5aCyitfRkgZf6Oevzz5Zg64eNyn6uYJX6mJU+cXecaCUgDkwBUAPG9pSKjnW8rQ84kqaitfRrp6LV5FczuX6m8qY5xShtt6d2lI9J316mxXypAorZUnZXCTNG/wKwgpgw/6PC4SA9Qyd/myNlgTV8q47kt7F6etYSAoJ5KSozmzkvrOcK25r0DdCohbXL2KlzhTTqJE1avmIsqXtOxoawaI+sX4YwUeLoNwRDorSQgtff0uNY3zglGPG56XfZC2mWVG1hjlVC47LDoZgHRWpovp0PQPhsXXxOWi2Uhpi0MpQ+LFlThdnZVm6n/VKmUmOnfurI499lj16quv6uwyIGlnnHFGec9OsMoBNwr6V66tzBTxlFluwtRn5PKUzVq0MvAuCVYtgFBve+mL6rh73y2pfLmwCKWMI4KmUsZ1YKIyhkSAK03itj5d2icm+gdKGaOCIVHD8iVbmsyvad/OEXdBuy+tKhjJMkM1zTLInKppMcLVkqyUBWpafVji1OuoCkaM/vozThCIeMowqDZK3CJqGlnvNvHHmwFiahobMJu1EreQcPDEzZ13hmXQ2lwEhdN8bycctrR+rjRpKlzR2AyjxOnwZrmUsvgMTV4p8+vQDMugeK2tRIl0X9rOO+XKIDO9YExnZSyt38O/VrWeMhPgJwNf2c4776xzzHr27KkuueSS8p6dYJXDvAn65ZTxa+Z73Mzh5oU3WZyLKFh1+HTGYv2zeeOruSWVL+nPd5FHJAa8MXIkyFTKuPIl/r707drgyCnzV8p6BkoZZ/QP4y4wg8o2pJyWL21Gf+0psyhlKwmZsill0Q5N23xM6juzmPjRd0bIDd0eJTe54+C+KHmJqWls+TIkd0Bu7GTKgygx5nsbmQKSgNEdzbYSJynNxTsrDaLEHM+mcLnT+uPKlJlWz3nBzHFNnHoVEBfXfggZpApXbFqBpbPS6ikLhTK+QQGVKa7savGUpQtsdAhGMfmUOGOqXPT1Vw0pe/3117VCBn4yMP9DoOyECRN0VyZ0ZwqqG6YyZo/EoIn+NvUkXDPP4imbS0pjcxbbSRkMsH7+09kV89fM6oJZi1cGypJtuDf92S3w+Fn7KGU2v6L5R4DZaRkhZaiCObovkZS5PWXJRn8w8XewEi5UwXw8ZSlHvlghSllyMwD1i9nUtFyMhaWz0uIpixK3kEjZ1/BmeHpOcKOkXYrtrEb/UClLSvTPjVlyNwOYMyu50Fc8TpD8zxA3VK24NXSwOV0bTfSPlh25KItYFyfTMGCWODl1L9qhafeURYz+HllmVE10e8riRDE2kLw2fo0yVhVM2RsGGL+YjZQZv0aVT8quuOKKoPPy448/VldeeaUuWYK/bKeddmrdsxSsMuBNEW5CeHMzpX9vpSxi9Odv5nOJCjN7SY4gcLjwiU/Usfe+oyZ8npu3KSgPZuZLx7mfBU+K53uUoenP2icSw1YaR6UWg1i5PwqQPPbt2p7NLaMEK1DKuBJnfj8uoz9uA0KG/yZsKhj1lNmJmz2tPxhI7vCCBaTMETBLy5e21H9KuODmFpApJu4C1DRcG1tTiFIW853F1+jHYR6lpSMwLF8mj1Cqd/rFwjWUlEZ9XtFyIUeCbEoZ6/OKrYn7zsKyo72L0xkeG1PT7OVUADycshLX8JyocsVnkNX6e8E84j5SDqUsFonBEOmUU020HStTXaQMSNhee+2lPvzwQ91tCXMuZcbl6ge8Ka7dvUNsGwL+UZrxBlznJPWUWUkZKVn+4FDKpsxZoj9/Pjv3WVAewADx4PpbyseUONu6aOnPGvyGnF8MfYhYBuSyypCoDejWwV6+XBklZWwkRpOhlDFrkDihUgZv3Kb3Kkj0b1cXliYt5UvXCKWI0d+ipgUDyV2jmGj5st7iFyNGf0qS6M+E5pTptakSCVeglNlLnIHihCVFa96Zi3BRE3+CQZ+UZs2yW2RouaWzkuad2cYj0YYBuoYz+odl0LhSFOviZGIjaJir9VgW/xqnXMFjNnULVCn81vSLeZUU046SqodfrM6huMVLnMo++9LRDGCqacavWuWTshkzZqhrr71WjRo1qnXPSNCmwJsidJuhMmAqGnAziYZD8t4zSsRATeNKj5HypUMpQ0XnuwXSDOALaJzY/rIX1XXPf5HYZOEiZZHuS4Zcw8+VqmNwgzWVIliDnZT982TK/J2BNVh2HJD/o8D0iwGxWNoU9ZRxY5bM8iWvlEVJmYtwucqXgZqmjf4Wvxglbugpi/nFklUwGjDLdUPGPGX5tH6TTNi8YI3O8mXcfI9rkGi5IjFczQCUoAEJCnPK6PtMNlDOXJ2VTUwSP91PrPuSmKHoazOJEld2NFUg5xpXbEZwPvayo+kpc5GbsPHAQ3HjCCAh8EDIkFDF1nl0VtrVO5eaVsu8NiRcUVUuEp5rjlCqsb82fKwqlbIHH3zQOvfSxLfffqtee+21Us9L0EZAVaxr+3r9wXl/UOGAX2bMgeJKVtRbBP+gOGWEkrLZixstCe4twXklkTJXtMOahlenzNVJ/E98MMNPKWPKl3A9I+VLhpTBz8YsCZi+MliDP5qBPTqyZB/IFa4Z0L09240JyhWu6dcNy5fR3084FyQ4fZyesty2bh3qg5vB8mZzEgApTWL5sim5fGkNj/VQ03zGLFGlzJbEr2Mz8mvMdTQSI7e/eGclhtDiDZ5V04z9sITLUr5sshAOnXdmScZnQ2gtpcncGr4MSmMzIp2VEZ9XlCgFRJErccYS/eOEw0z0d5GSuoJiIwob12Qbfh4lN+F6IGS2DLKWGMGr9Q5rpceLr1Gxa0QHm0dfP12j2EiMjAeRrJScTC9Sdsstt2g/GfjKIJfMxKJFi9TTTz+tDj30ULX55purefPmtca5ClYBUL3o2qFO36wAJpnC7+Hx7vl5f5wBnPqMbDd0WhoDBYLrpKNqzncL7FMk/vXud2rTi8arN7+W3z/A9Pm5awXEzEZW0ehvU8qAkNM3PU4pw589EPS18r8PJinD3xkgLb3zypRJ9tE/BjfTnvmUffP3AUuV8D6Ka8zyJSVgeCy4WVEyAW/SQdckqGBByGya3VcHl1JGSBma+O1xF+Aps3RNNhc6ZsnWfZkvX5qdlT6lyXzERXRNKtFTFpQmGcJlRmu4PGXx/cQJB95Qk+Zj1rnUNMt5c12T7ZwKV1gKjBIuhtyZkRgugz5XKjUjMZhOT7vHK34sl+8qOkPTnkFWWL6YqXApa75aHaOUWWMzsvZSKfrPuHOOK2VVRMpefvlldfnll6vx48fr8mXXrl3V+uuvr0aPHq0GDhyo4zCOPvpoNXjwYDVp0iQdkSGoTqB6oZWyDnWRbWYmVfcO9WqtTnniZtyEgQSgzwhvZrQMZjOXc7EYlJR9v8BOMJ6dNFPf/Md/Otvrta7u+Gbe8uDGTskvAm4KlIhxpGxu3kMWKElN6Zh6g+QbCDoa9OnAepPIB79XBtlHVaxL+zr9kdvGh8l2aqhTnfNr4mOX0sGbLf7RkDv3logqhb9GnRqIiT+mgmW8lTIgXHajP+msrEvwnbk6K5u5uAue3IFKRk38dB0tcSaWLwM1LVkFY4lbMNOyJnEygNmhya3Bx21J/FzeGdxwC467MMgES9xI6j/dD0funMQlFjBrN7GH5MahuKX8PGX0vLhuSHwclSf/mAq7wuVS5lKGCuaKzQi6L10DyQvyplUGKcu9q3kAiBZ8zJ07VwfGfvPNN2rFihWqV69earPNNtMftcQMKKj28mUdKV/yqkfXDvWqc0Mdq5TBzRP/gazbp5Oa9H0uDyuJlEE5bd3enSPbaKgs3DSgzIahoBRT5y7Tn7+cs7Sg17y64pu8UgaYsXBF4K9CwHWk70Nc9yX+zNZeq4PeB/zlDoonbQRB8g0Bq3jjNkl6hJTh75UlKNZFylAV6wKkrCHFesrwe1DuMPIBbujgK+ueq5xGFDHweHVsB8drjGyHGyUSAeopi5cmPYz+zOxLk0xFPGXWZgBSmiTjkYBw4E0q6JpEwpWqVc3ptFsp8zD6uzxlThXMUKW4geT2Ds04cUkMmKWRGMYg8YbaFB934WXij5dC4z4vF1FykbvksqNJJNkQWkOV44lbtOTIq1vhPjHuApbBEr6kWmv1cIUdkckdmilXeKytNGs0KOg1OJDcQcpqK9To703KEEDC9t9//9Y5G0GbAwlYF62U8TdP9I+BKoKkzCxXLcyP3YGbWf9uHTQpc5Uv4Q0G3uB+SFDK0FdmkjL4h/bt/Bx5++qH1Z+UzVm8Up356Efq6O2Hqp026M2umT4vR1KxhLnJoO7O68pde1Q3wQwPChEomQtMUrY8bA7BUo/pMYwqZbxXMSyd1wekzCxfYuclKGXwwZYv80oZPt6xIaWalmciHZi4Bn4/4c0ZCRdV06jaBUSKU8HgJhCoaQ7iFnZf2iMxgu5LZwYZ7b4MTfxATNrnCQcqZUhwYB0QUpeJn1e4jA5Nhwrm7tDEMqBJAIk3K/91SNwY5YqUCoEkcGVArYjld0u7L3Prsir/KxFT5tylScMLxhClkNwxpUmT3DFxH9ZjOVSwcIRSgeTOIxPNzB/D9XDdkNRAxSJ2PEbhi8/jtJv46wwVzB2bURvLILORO59xTVVl9DexcOFCdfvtt6uzzz5bzZ+fm1f43nvvqe+//77c5ydoK6WMeMpsN8+cpyxfrjKUMixpgccIhzm7lLL1+nSxBsjOJL4nm9kf1DR8owUCwmVO6XNf2axueekrtpRaTXj4nW/VS5//oF+L7XXS/Dgo+9pM/ngjZcuXedIMP0McNWSSa1TK1upYr7p1cHvKgHCBCku3cUpZ54Z6NhIDSRqULnPqVu5mTckLrsGSZKf8OqqCoaEf13DlS/wa3rt1yj7jO6NEx28gOVHBLKVJqrhZ1TRSvjTXhUpZsgoWI1xcMKxj9mVcceNKk2FER1JpMuYpY+I3zHIiZ7zPPR41qLtS9gP1iulSdHnBQv9a1OjOGv1RKUISQM/bUk7luxjtxC0em+FDbuITDcw19Gs8D6qyx0qzDqLIrbEPLc+QNYbCx6hyYcOAsobHmoPNw7FPqjpJ2UcffaQ22GAD7TG76qqrNEEDPPbYY5qkCaobqIpppcxy86SqR2DsNtYEN+pO9cHN3CRl8KaHN++NBnSNdQOaig7+I+LM/tPmhtvg359NLfv7K1+ry5/9TF31389VNWPyzFxe25eW1zk97ydDAFG1XdcR/boE5UzTr4c/s56d2+mP3LYoecPS9VrenjJb+TL0M4bly2aelIFSlidJpq8M1S5UcZFw0TInrkdixxn9qYEf1IKOjFJmqmntGXIH1zQsTYYjlGzELVeatA0tD9UruHGh1YeSUjODLMgzSzvWuIJhY92HdjLFKmWGCsbtx5b67/SdsUQy6jtLWeMubKZ56ikz/GIYssp4wQKi6OzizB+LI1NYmjMbBji/lKG4uYiky79lEkn9WP7fP54PJbVmSTFS4vTIICvO56XIuUXPI1Dl0sWWSu3XqKpI2emnn66OPPJINWXKFNW+fVhC2meffdQrr7xS7vMTtGUkhq18mSdSYPRHNc1M9cebOdyobQoLpsPDP44N+na2Gv0xo2xUnrhxStk0UqoD2EjZh98t0p9f/6q6OzQnz1ocqFumf4ua/BHcNZuVVyU3Wrtb8Ne9ScBRUYROxx75bkcz1T9CyrBjtwhP2WKqlCEps3RfAuGCmwkqSrSEiZlkSLg65skZliz11028UrackCAaHJv7nCdKDHEDMgK/x1B61GsiJCl8s3cGw2IGmTFsPBr6GpI7IIpBmZMQvLAZwFC4mh1lR0aZimWZpeyEy+k7i0Vr1FhVsFgZkPEmBcfiym7kBo1xF2GAbCbMOzPLhaynzDDEO7omzTXRQeJG+Y5L/TfUND6t31CKHKXCWGelw5vGxV2YvjN6PDwnc7A5PV60IzJ6ToHPK1J2zCSm9actXjj+WPlzZiIxAjXN4TurKlL29ttvq1//+tex7WuvvbYeuyRYfSIxfIz+YQQCf6MGQmZTWLB0CaUxTGfnAmRn5Y3+Y9bpYSUY35ikzGL2hwHcufXLY56qSgGoXL/55/vqy/wUAxOgwkzLNzUAvvxhiZWkIiHmlbLctnV6dAzItVnCnEtM/LYyNH7foxMtZzd7dF+2WFVaMPKjMkZJCe2+pGoY9Z4hQYOuSv2ZUcqQcIWkLLefFYynrEO73NskN2wcFTEkY1yHJiVDPiVOqpTBS6cEh3Zf0s98+dLorHQY9H3CY1k1DUuTjrKjGa3hisSIlTidxA09ReENFdfA/db0OSGBpETHJEG8h81u0DfHLHEkyFxDO0IRJglylR3xnAPFzZmJ5m+8p+tMIkm/xsciWWYO870tF62lUE9Z2lZ2JPvJ2pSyTEFNBVVFyhoaGtTixbkbGwUMJO/dmzccC6oHoVpBlbIWi9G/nfUmTNUTm8KCYaU9OzcExn3TUwY3KlThthyylrV8OTVfvlynZ0drWQ8IH+0wfGuqXS2Dv6zaKogWEvif/HCGunkC7xf7YvaSiJ+D6zbF8uW2w3rqz98z1wwzyiCEFTszTVI2Hz1lnUPF0yRl1OjfLShnN1l8iMSraOm+zJUvc2vgR0DT+KlSBuDM/iEpw/Il4ylriq5hy5dI3OrzawJSlokHx+afH6b1h2uQxMENAm6WYU5ZtNMTbxa5Dk3eLxaOYooSpUj50jT6c2qaF+HiiRtHXEyjv09pMpplxhOgyBqzDEg8dXgMLC3i8+nXWI6kJCYsX0bVNPp1rBmA6XYMBpJzURaGMoVEwaXKpRwqICpWfLSGzXjvUO6oUpZ/vklcouedYZSyKAniYirM805bGgsA7Ognc9i4j4k/UMoU4ylTVuWuqkgZxGJcdNFFqrkZ59jVqOnTp6s//OEP6sADD2yNcxSsIsA/AFQcdCRGXtHwCY81b8Lz892XLqM/kjQYCN0nPzLHLF+ixwxuiCPz5UsuqwyVsrHD++rPX82JKmeAT/IqGeKtqbkmFRPvfrNAbXjeM+r6F6aoVQ14w3vhs9zQ9Q++zfk1TXyWL126SNk383Ovf5t1ewbE2vRnwQQFAKiUGLJqpvrPWxZ2XwLpchv9w/KlVSnrSCdFRGdkhp2/MGcy9ANRsz9+HZCyPOGixC1UwZC45ZUy2n1Jkvr1WmauZaCCxZoBSN4Z8Z3ptQzhCkz+JkliSoW4DyBCgV+MIVOBUsbMv4zNtWS8V7acsmjcRTpCfpxjlozUf8587xceW+MdrUHJREDKcA15zMxFo6TKLJdyRMmdU5b18J3Z1CuuYcB+rGCEkqPxwPRv+YXHkuuYX8crZVGFzxxsHn1tTEmxJjnKos7IYGMHktfY51pmzLiLQpSydJWSsquvvlotXbpU9enTR+eU7bzzzmq99dbTw8kvueSS1jlLwSoBvfnljP58+ZLtvsyTsHh2VT0pXzZFbsKoWgEhwPIlkEJ680Q/Wf9u7XW0Bvz7wawy+g8RM7l2H9EnyCyjb1a0dInnPNFCyu5/6xv9Jnnry1/FyrKtjbenzg8IDLwGOujbNPmj4jTFoZSN7N8leL20hAk/Byzf9utqV8qQOLvKl4FSRpRTF5FHBRbeGymZot2X8MdeWJoM97U07wtDz1lnl1JmlCYjSpkZm8EoZegvQ8IWlCYZoz+SMSx10jV0GDn9TOMFqL8MyBT1i9HH6Jgla/nSJG5B8j+X1p9cvmxwlTgDwuVI/U/7xF0YDQMMKcObqUnucuuiXiiqopkEJzJn0zFI3DToswGzpnrHdmhGS5MuwuUas4REz8fEbpJE2llpzseE3zUzQNXZfcmUODE2w9wPF5vhIlwpnzIopvUH3Zfx35FYUwHhW6bvDPdTtUpZt27ddLL/k08+qW644QZ18skn6xFLkPrfqVOn1jlLwSoBlpNApYA3V1uZKUj07xh6ysDrQ9+sgvIliVKAfzDURzQ3TwB6dWnQN1e8MVK1LCAO3drrcwICYfrKIDIDbgLwJrPFkB76hgU3i28N79mnM3Ok7OAtBwcKkxmYCvt5Pj8RADw/9781XZUTk2cuVuf/ZxIb1Ar4rzGN4IPvFrL7AOy1UT9WKQOlBGNEBvfoFGSK0VgMUM6QOMC1xaHclOzCmxf+HGn5khJFeNPF3wfotE0aswS/U/DzwRsrJW/BNIn87x12YNLyORI0JFOogkU8ZUZp0uUpQ6KFZv5o+TIcsRTxlDFqGq7huiaD4NiAlNHSZDpaTkzlUvjpvvAxuNHjDSUkXHbVLT5Cye4XQ1LlzCBjVDBzILkzYNbDLxZ2etYkdnrCDdwsqWEZFMmI/hobC/JruAwubsqASRTZ7DAknI7Zl2aCPjuz0tIMwJESU030mR5A92XOx6TrQ8IVJZt0jYu4mVEeXGyGU02rtZvvzYHkzukBMRM/1wwR/ZlVracMscMOO6j/+7//U2eeeabafffdy3tWgjYBNVoDUCmDmwrePOCvrWgnXZg/TG+wgdG/I6S8pwJFA8thACQmUL6kw6MhGNVUynD49MC1OsZI2Td50/ugHh31G/+w/EQA0+w/Oa+Ubb9eTzU8HwNhqmUwN5OSgHtenxa5UZUCUHCOu/cdde8b36irmUgOIDg4IgqvxfvTF8bWICn78SYDgmtBQ08hRBf+6AOSC9cWSRkk8ptlYfgZAlnglDIgW/g+BT/Hnkz5kk5uAEIG5UkAED5KTOjvDNwIuVFLVCkDBEpZhJSFif6AjoxSFqpgqcTuy1BNQxWMGP1N4sZ4ymhsBl1LiRs18FPfWe6xDLuG84tR4oXrAvXKqab5+8Wcif7BmrSVTPHhsRkPvxjvKQMCgeo6kjiOKOAxkAxghyerlBmxEbmvo8ocvM/h7757ZqWhpnGzL43SHDezMgyYNQggo9y5k/ij5AaPxRn0I8TVKOGZ5C56vHyJk11jljjD62DOoyxWKUt5pPU7B7Ib3Zdcw0BVJfqDOsYB3mghIgNKmTvttJNK5f/yElQPUMVCopUrI+XM1vBY7y4ptbSpJXizghssvInAeiAyoI6g4oKeMvScgcoCN1QofQ3rHQ0mxef06dpeTZu33FDKVgTlS8DAtTqoidOiZn94DmBIz5xSu16fzpq4gNl/d9U3uGlPzfvORvTvqrYe2kN9NmuJJmX7jO4f7OuZSbkO4p9vMVC9/MUP2ncFpvsDxwyMXCvwZ107fopav29n9fMtBkX+WrQB8tGQTD723vfqzD2HBz4t9LxBiRFu8MftOExd8vTkmK8MSCpca3iz2XLoWpooAUn6+odlalQ+2mJ63k82uEdH/e8SRiQBviOkjJaFARwpQ/IFiij8nFEpA4IFNwi42aFqBqQG5zrCtYA3OCBcsA1ucKYKBoQffv5RUhbmlAG4VH8sXwbdl+gpi6zBuAsfpcxu9DfLl4V4yqjRP/SUpYKbCY5+wsdoKCzC7NKkJNecR8mWHU3ixvnO6j0GkuOxPEJoXYoTEiW2GSBQ3PjSJJQ8zW5IPDd4XfhYQABp+dIgXOaEAXregZpEfWd1dhWMThmI7Mc1ronxndnM9+xII8ObxsVGmKpcuK9UQmnS9JTFjf6u2Iy44ha+xmJyyjIllji58NiATDqGlleVUnbttdeqc845R5166qnqT3/6k/6AryE49rzzzlNjx45VG264ofr2229b5YRvvvlmNWTIEE0At956azVx4kTn+kceeUQNHz5cr4cB6lBqpYC/ws4//3zVv39/1aFDB636QQYbBUwtOOyww/Qg9u7du6tjjjlG++rMUN0dd9xRH2fQoEHqiiuuKPhc2hpLjBsn/LKiWoE3Vcyf0gnn+ZtGYPbPq2N6GDmJxKCfqcoSKmV5UpYnBrNZpaxDQMpiSlmebGHn5bq9O8XKekDA4N9l364N+nhbDe0ZKGP0H/T4T2cFKtQR2w3RX9/+6tSIFw7eKH738IfqztemqrMf+1jtd/Or6r3pC5zXFo4DChm+TriR/PPt6WzpcqcNeqlt8l2TH367MPLGhCoZzAeFG/i6fXKq4BQSn4EZZXg9uPLl7Px1RS8fS8pImj/+nNF8jj9fmkcHABKIZW/s0gU1DS8fPtaF6ewN/yhAUpb7TBsUlua/NrsvkaxRYuVSyuh8TL2GIWWYRxYrXzpKk0jOgKyEfjFcQ1QwI6vM7Kp0KWWuEif8rpgqmE8wLK+mZb3LoKYXzF0qTTb6U8IUV8HipUmTcFH1xiyFmiSJnj8+Fsk7M43+7KzJqEGd76w0y2V2o3/gcSP/9mNzNr1maIbXCteZxI3uK4gWcZYmDcWN/DwCf5YjNoMdNu5BuDIm4XLsB8+DUxNRKQsaBhgCWFWk7C9/+YvacsstNXGZN2+e/oA4DCBI119/ve7E7NevnzrttNPKfrIPPfSQDq+94IIL9FinTTbZRO25555qzpxct5qJ119/XR1yyCGaRL3//vt6Zid8TJo0KVgD5AnUv1tvvVW99dZb2hcH+1y5MiQGQMg++eQT7aUbN26cDsk9/vjjg8chImSPPfZQ66yzjnr33XfVlVdeqS688EJ12223FXQulRSHgTDN/rQMhYDxOtRHBPvBfxxo/OZM4kFOWVC+bB8jBhjb0L+rvXyJg8ipUmYGyKKfbGT/XAfnVkNzmWefz14SkMl3ps3X6g28NiBFh241WN9kgQi9QcJmb3n5K02g4OYAag7M9Tzgr6+rM//1ITu+CUplf3j0I/31IVsNUmfsuaH++h9vQENB+Mb8309yhHCPkf3U8P5d9I0SrjcqfEguAfA4YP38a6UENCRlnaKkjChlQRwGkrI8MaZeNyw1Q2QJvsEh+cKfI/7MwU+GMDsw8XcHCAeSCFRj8TG4Dkh2zPIlHUqOSfz4WDCUnPOUuZQyMvuSfqZlx7jvjPGUGUZ/3i8WXcOrYFHFSX9tjFoyy5L0azwGJUM4zikkbnEVzD2KyTIeicystM2+pH4x2wglXk2LEhdKJsxOT25fZqlU78sgSiYBol8HDQOO2IyIUmYQBVckhkmUXAGz/CgiU3FjypdGx2jON4fnUYiJP05cg9JkLDbDVymr9Ve4arnrGD1eqkjFLZaJxoxrqipSdu6552q1bN111w22QckSRi6BWjZw4EBNdF577bVyn6u65ppr1HHHHaeOOuooNXLkSE2kOnbsqO688052PZDEvfbaS51xxhlqxIgR6uKLL1abb765uummm/TjoH5cd911+jXtt99+auONN1b33nuvmjFjhnr88cf1msmTJ6tnn31Wz/oE4gleuhtvvFE9+OCDeh3g/vvvV01NTfo8NtpoI3XwwQer3/72t/p8fc+lEhCWj8KqtplVhqQMyRYAs6lQPUGSAzdDvPmYGVfwDwO/RkIAKhaAli/jnjJUypbHSMiQXlFSBkQFFa5PZ+SS/DFWA5QhUNTg4benLYiULncf0Ve/AYMydNAWAwO1DPC/KT8EfrA/7beRmvD7XdTP8qXNh9/5Tu161Uvq2vFfRLo2r3zuc32OUCo8e58RWoUDkgqv7bk8Eft2/nJNuOBNZLfhffTxR+fLkR8QXxmSSyjB0tc6ZXZIyqbnO1GhfAnA8iVVypCU9TXKl6Bk4l//plIW+Tku5ZWy3O9DdB4qR+TNJpJo52+ecLHly3D2ZSSnrKnAnDIsTWL5Mp9Fxg0kD/xiTOhr6DuL+8XwMbPEqdehUpYnPmaHJt0X+sXMkmPu66hBn5YoC/GLmQTQRbi4EFqXXywewhqWAfFmaXrKqNKF58GRKZMocaTM9IKZBFCvMbxptHxplt2iQ8vNZoD8Gqbs5poMYOvijPiuYkpZcvch/TooOxrEja7Bx8y8s8gapvsSEc71jDZVAHBZykVcaxwKlyVagwvhjUdiMGqacR1pibOqSNnMmTNVS0s0TBQA2zDRf8CAAWrJEj6NvFgA6QEVijYV1NbW6u/feOMN9jmw3WxCABUM10+dOlWfM10D3aVAvnANfIaS5RZbbBGsgfVwbFDWcA346Nq1axc5zueff64WLFjgdS4cGhsbtQpHP1oTWD6iShmEffoqZfgY3qixrAnokVfD8EYPBA7+bcC/L7zRY1YZli/hDR+Vm9BT1jGSVZaLw0ClrGOgmMG/N1BYUHXDOIyR/XNEB4AlzLe+nqf3hQRpr1G5rkbA0dsP1ef44mdztMfst/98X5/3L7YYpA7ZarAuhV510Cbq0RO31SockFfIN9v+shfVpU9PVs9Omqnufn2a3telB4zWyiPceA/bOtcBetdr0yKly62G9Ah8ZpsN7q4/v/9tWBr9LE/KsFFh/fwgdxqWa5ZzUSkDsos3dixfolIGPwO4ZvC+hMPksdSMSiauo4/RkOCYUub4nQnIfv53DskZKFZ40w3nX+bWwM8ayZc7PJZXwaLNANHUf9dAcnwsKE1C0Gv+pmMSLu0XC0YtZaJ5Z4RwhTEVeTJllEFZpYzxnZmeMvz5wu8s3thdHZpBTpkrid/DxB8rcdJmANMvRkNf8zdRk0zR8UimCsZ5wczyJaumGV6oSMOAUZqjBAg7NM1yIdcMEK6hxC1KgngyEVe46OtyrYkSjjy5iShcRvm2IE9ZfI2z+9JC3Ginq7lGv4/nX0LKIMCUKJmKIzvSyfh5+Chl3GDzqiJlu+66qx6zBCU4BHx94oknqt12201///HHH6uhQ4eW9UTnzp2r0um06ts3Z9xGwPe28U6w3bUePyetgUw2irq6OtWjR4/IGm4f9BhJ58Lh0ksv1SQRP8Crtmo8ZUQpyxO0RY4bLN6E8QZt+skAvTDVP18SQ7IFN3N8I+uLqf55IgUJ/PDvDd6EcV+gmNGsstlLVmrlAv6BIfmAGxt0YiJZgTdILPuhUgbYZliPIEQWZmKCcgXq3o7r9wrWgPr2/0bkfm5H3TVRZ3JtPLCbVskoYATUk7/ZQd106GZaxYL8rb+98rU64b739Gs4aMxAtcuG4e/RL7dZR984IKj2o+8WBqXL/zcy/B3ZdFBuggGa/YEAYKnWVMpAiYObJbz5YBTIOj1yyiFcO1RmZi5caaT5h6VJLFMikaVzLxHQhUmJN/ezRjKO/kOWlBm/V2bnpf7a6L4EdQvff8PyJZKyeGdlSNwYE79h9OdmX9o6K+lj5hoaEhsoZYbxnlPKzMBXLl6Dzr0M19RGCBstS+JN0CRc8DsSZH55+MXMEicXUxEQNy42A8c+GWvoupC41TgIl3/5ki1Ntjh8Z9b9kDUGcYmoaebMTmfeGeM7M4hC6F+LkxJzsHk2MmaKU8qifjGuNGmOfnITLiRuGStxQzLFEkCH76wuf661bPkWrzUSLtzOkFIPpcxcA6fcVlNcSiJld9xxhyYkY8aM0SOX4ANUJNgGjwE6d+6sQ2YFpQHKwYsWLQo+Wqt5AhF0yFFPmVFmQp9Qtw7xmzA+FqT5c2Wv/M187pIwzR8RpPrnCQNmlPXt1hDeYIyssmn58UpQ1qRvxOuRWAwgMnBDgxsvzHlEoK/skxmL1L/ezV3bXYf3iagVgGN3HKY/w79lUAX/etjmsTX4j/tHGw9QT/92B3XHEVsESheofOf+aGRkLXSa7pvv+oRy59vT5sdIGT4fwmLhBo/jleBaYlMElHyBvMAbDcy7BLIFN1N4oxzQPXeddAem4SsLg2Nz2wG9Y6SMUcpIEHDuM1PONkg6r5RFG0i43z1zriUqXXrwd56YIJmKzr7MK1w+Y5YMv5iLuOWIjkHKjNR/uq+wszK5NMmuiXnKkLiFa9o5mgFsihslXj7hsWboq2sgOUfuwo7IKOHIPd+hghldmlz3pVm+DIaWRzo0DTLFljijKliwptbPdxaOYoqqclwno0nucvuy+MUcihtVw1xdkzEV0KGCxUuT8ddvlkGdSplXbEZ4rVLG62cJV1DijP7Mcmuir8ckiUkTDSohFqPgSAww8YPh/bPPPtMGfwB0W8IHVdPKjV69eumYjdmzo+Ga8D2ck+1cXevxM2yD7ku6ZtNNNw3WmI0EUKqFjky6H+449BhJ58IBSW9bRWLkvo6WmVilzDD6o5eoB7lRm+VLs/MS0DuvlEEJEG5SQWwDIQ5YwpyxaGUunyt/M0Y/GQK6EmFcEfjKkFiCuoR/gen9duugfVfgwfrnxG9jpUsEzNyECA3IDLvxkM2DEqoNQILGjuirvWHgAYMGBnq9EEdtP1Q9/sEMNeHzH/T3UP5EhS93fu01+QLlcNKMRWrqD8uC0iWSVPgMrxXUNPCVIfk1Seraa3VUX/2wTJd94QaO5Uf06umfBRC9mSEpQ+JFlTKzYWMhq5Tx5Uv8OXANJGHpnChl2H2Z/xmjmgZECl+/megPhAEJARKuTgEps4fHInHDrkl4ozZVMDgmfA3PXdmUL1/mSQX1kgWjltAvhqVJR9wFkqFo9yVf4uTUtFiJk5A7UyljfWdc+TLtHzBresrgGuJ1NMkdbIN/hnD/C0JfHYQLA2E5Fcz0i5nzMfXX+Zs3HsPshsyt4Ut80ckA0WNFmgGMIFKXX4ztmox56jilzPCUMWSiEE8ZnWvpFQzrQdzizQBR5YpeB7ZDs8YgXB6RGJG4i1hTRVwpw/UcKYN15J9pdShlCIh2gDmY8EEJWWsB/Fqgzr3wwgvBtkwmo7/fdttt2efAdroeAIQS10OJFUgRXQO+LfCK4Rr4vHDhQu1nQ7z44ov62OA9wzXQkYnzQPE4cF3WWmstr3OpBCxpjN88TUP2ovyMy6inLDr/kvOUmTdzjpQBGcSbEgwmp2n+FNTsj52J2HkZU8p+WBb4yTYipUsEkC18Y4Cbz66kxIiAm/E9R2+lXjtrN7UDKW0mAZ630YBugYnexCaDuqvN82oYYI+N+saej2oZmP1Nkz+CdmCin2ywcT3WzqtmoJTh0Hd4vegHBJjzL+fmS809HIonZ/THcrazfGn8XmHpnPoZ0cyPjyHxomtMTxn1hCHR6kjKl+gtCWIzjPJl7rHovuhjYYBsVCnrwK1B4haoYEz50lDKojll0TWFdF/SNe1M4sb4zky/GFwn27Bxd1p/eINze8Gi++LUK7unzF525AgXEivT6B/1lEVVMD5gNk/cgtiIjFUp42IqUHXjQ18NMpFyjVCKHoueN75GH0+ZWymzlyYLIW7mEHHuWBGlrNZOuMz5mFzXZHBOBrljg2qNpgLzeFWjlAG+++479cQTT+j4CzDgU9COw3ID4jCOOOIIXS7daqutdOfksmXLdDcm4PDDD1drr7229mIBTjnlFD2bE0qp++67r+6YfOedd4KoCrjpQcban//8Z7X++utrkgZZa9CoAHEVAOiUhK5J6PqEbk8gXjBaCjosYR3g0EMP1XltEHcBg9kh5gK6LaFLFZF0LpUATq0wh5Lz3ZdRpYzzGdGbOdTtf2BIGfw8QFUC5Qr8ZGbAKSIIQ12wIugCRFM7Yl1CVLDkhHEYFFsP66keefc7/fVO6/cObvImQNngSpalAtSy96a/H0RhmABf2XOfzNZmfyRAaPJHBB2Yc5YEHiVapgXQ8iU2UkDpExUnLquMDoyPG/0bo5EYlJQZJJ33lGEDSVQFo38QmJ4yLFGiRyz3dbTECeHGeENHotApT7yQTAHJQuKFhAtLk/CeDEQLiJ8ZdxGQr2UhKeM6K1GlimeQ2dewWWYWMkVVsKA0Gahp0RgLfG30+dTAT20B+jFDcaKPBR4vj8kA+Bi85kBNq/MIfY0QriiZMFU5+jWqYF6dlawqFy0psmqaJcssYmLnOiKNsFJ+MgAez1W+5FUgTnWKlF0tnjKOTOFjBSllKR/iZlfluIDZWsZTFgwkz++KG48UyzJj0vpteWf0GFVFykDtAXVs2LBhuoQ5atQoNW3aNH2jhYiH1sQvfvEL9cMPP+iwVzDIQ4kR4irQQA8kEboiEdttt5164IEHdOQFBN4C8YKoCzhnBIyJAmIHuWOgiEHkBewTAl4REHkBRAyCcWH/Bx54YGSyAZjw//vf/6qTTjpJq3lQaoVzpFlmPufS1jAT1enX7u5L01MWzr1EYAkM3ljhBoqeMupXAkC5DkgZJOnPWrwiQSkD1WclW75EpQw8VqiiUJO/qZQB9mZKl60NKJeOHd5H+59G5LPHKDYdlO/AnL4wIAIxpawvjQBRLEmlsRhmRhlHyuAGhj9rbACgP8dAKSNzL20k3UcpC0d8hW9JZiRGEIdBiDN+DcoXvAdhORvVMSQ6SLigexPehPG9F31ntDSJKppLKQvUNI645YnSCgfhwlLmSodfzCRTbJZZfj0SFrOrklPBTHWL7jNYQ0lZKjkSA/1mlAwEfjH0nVEVDPbVyKhgzCDxYGYlEiWyxiwXsgZ90wvGhKfa1kT3EyUKnJpmTgbQ6yyjmCKxGUZJEQkgLAESASQlJG6hGR7LwAFR5MiUxVNWz6ppHoTLdSxTBXOOa4oeC/6N1hqEk88giyqO/LimqO+Ojc0wxizp612NpAzM57///e+1MtSlSxf16KOP6u5ECFgFRam1AeQIPji89NJLsW0HHXSQ/rAB3owvuugi/WEDNDEAoXIBMs7+97//OdcknUtFhscaOWWB0b8jFxaKHXnNkU49VBjghgY3Kriho9KCJTMEJsy7lLIgQHb+8mCNWb6E8wMVDsqk4EmCf8Ab9I2THiB4EEMBCtLuxGS/qgBvsHccuaX1cej0hPcefJ3wOlAZQ6zXO/e6vp67LPiLHTPKEGt3z0eJLFwRNlA4SBmOT4Jj48+XUzxxHRuJYYTHsjllRvcl/YMgTPTPkzL0lBFShqoZvBkDIYGuV1Mdg2sC3wOpg9BY+iZMFa6cghaSMiReHRwmfq58GfrFPEz8Zngsk0EW+s64Ds3oflyEyzT6R0qchl+MqmFcJAb87OG6hspUGAkCN3u4ubtKk6FfDM/b7imLqWnkBh8vcXIKF6+UsWZ4x2QAk0yZJCmyhsRm4B9Kpu+MIwq2QeLtgJQZShnuU0e0OOI+wiBaU+Gzq2nOLDNXidPIIDM7HenX5hq2VJolpMz0gjlUMNdcSxQxXUPbq8pTBmGqUCbEaIgVK1bobksgNZdffnlrnKNgFQDeZPEGSSMx8Oa5xBWJkSdocEOEN9nwRh01t9OMq8BT1qUdSwzA3B56ykyjf+578JMByYN/VFieo1ivT0jUICiWKz/CjeXB47dRL5+xC2vGb2sAAaFkknsdoILBTR6u/WezFkfS/OkawMxFK9SMhTzZpan+OJdU55eRNy1UNoF4A1Gnw8hjkRiunDJi4tezMVcwShkpTdKMMrqmEyFfoIiGwbHRaxRklTW1BKQLrhl9Q+5gDCVn4y4sfjG6poMHKQviLszUf4dSxqlg9jWGKkWN/s2uDs2oNw0IVjDSicwzxp97ExtlkScmeaIVdIRSFcwYfVRI6KtP+ZJTwcJgVGY/sfmY8TUmcePGNcXIXSQ2wxVCGyV4rkHi0fFIUfXORabiA8ntahpPlAzi5qOUOUlZllWuWG8aIbfxuIt4Gdg9tD1/vPxjcA/A08tUIymDMUToI4OOxa+++iqSJSaoTsBf4/iLG1XK+NmX5g0W/z2BjygIFCXlS+pNAh9YGIkRVcowFmMmGNLz3iaTPEDXJJajAEDI6Bs+AuZDIjg/GQL+cdKOrkrDZoNzzSKA4f3irwPeeIb1yr1WvCamUta3S4NeB3/BT/p+UaJSxnVeUvIFb6jYVAAkhCpFqJQBmaJlUPo7g8QKzheIWaiU0e5LQriawjWdCBGDn10YDpsOSBma/BGorlEljO5HPydI9c81BKBCxZr4jZyyqIk/qnBxJc640Z9RysxgWIeaFo/N4LxpRjOAo0PTDI41iRdm4gV5Z2Zpkgw3d+eLJZOpwFPWkly+ZAmXR95ZoKaZSpGL3DHdh2a+mHOGpmNmJSUxYcBuXOHyCX01Ozm5jkhTvcJjFtx9ackgc3WDcmtqLR43ek6h4qgSM8go4fK5Rm2Jgu9E22yzjXr11Vf11/vss4/63e9+py655BJ19NFH68cE1QkkXfB7ilECZsgnvOFhPAEtacE/oCCballzWL40SBl+D0oMli9NUoYBsp/MWBy01JtraFYZ5ydD0DIf5yerFmyW95XRmZcm0FeGvjxKJABAOvGaffjdQtarh6QMFLAZ+Twz82cI1x4N+Dhb1FREqVkffm84UgYEBYkDqGRc5y88jjdOIGRIuNBrhkACpsuTecJFfWdmqj9XlqTf68gLkkhPPWVh8n+LY4RSlLiFkRh24haoaWxshj1gFslQUJp0KWVpO+GyrmGOhY9T31k0OgIJnt18b5JAd4em6QWL78eM1uDytVyzL82B5PwMTSRuZjMA582KrskdL0oUoiOUokSxnh0knj+eg+C4Bok7FTfDWB/ki9HXZuyHyylLeRFAc41DcUvnlTJSxjST+Om4pliJkylNBgPJIyQw//xqJGXQXYlREOArA/M7DAofMmRIEB4rqD7QSALakYc3SXgjozMp6c2TKigww9EcRo7okVddoOyIb4wxo39eKcOxQUAw6D8ss4RJxys5SRkZr1RtwFgMzuRvNjZwJn+zhIk3cNPoDyoV3oRxAoL586GZczgE3VRE4eeFiheUsjlPmWn25zp/4feQljA5o3/u+7A0iWsokQJ0auehlJFRSzRElhIlu1LmUsFcnrJo2TFa4jSUMq58We9f4nQZ/YNB4vl5lFzJEUgM/lMEQkbLbyzhMvxZnInfmVNmDDf3UdwCcsOVUwODetybZpr4zRgLup/A6M81AxiRGLS0Zs6spKXNMO4iauKn+2DVK+P184PEeaIYVdwKL026yqBI6jhPmUkkw27IuAJoTgZITOs3vIBc3AXXfGB66qrK6A9dl7SUCTERgurHIgyOJX4yAKhm8IsNv6w46BpuivTNk95wv567NHgevTHQG/wX+Rs+3LjNNRCJAcA/jEw1h5r9cZC46Z/iSBnX2VgtgDIslGihLIxDyl1K2eD8eCUTpu/OLF8CCQJfGTQDfD47500zVUpUz2Cs01dzlsX8ZNRXBorbdwtXBJ2OJpGHnz+USoGQcTllqIqB8gpKmY2U0ViMIKnfVMqQuDW2BL+7plIWjFpqSpN5lbWRv6gxuR88ZbYSpz0YllkTdFbGVTCbUhaNzTD8Yq5mAGMNR8r0vtKhCmb+O4fvYT84NSJ4PqO6hWVHe0kxIG7GfMzcPqNkgmsGiJv4kXBRv1i0xMc2AwQBsz5dnIZS5pGeT2MzzPFI8Bgf+po38cc6Iu1+MR9PmStgttkZDMuXFPkZmuY5M2sMAmw2MHCTAdi0fkrKDKWMvkYzO402/OAy2lhQNUoZkLJ58+bFtkOcBCVsguoCN+YGAG8kqHqACgbgDPFYwsLZjKZ6QkthX8xear3hQ3YWheknK0QpA+/ZWXsPV+f/aGQk1qHaAKTg4RO2VU+cvAN7zUwCalXKEkhZkOqvB58vYcuXNAgY1UzuZ40q6fR5ywNiYDYoUKWM674EdGnADsxmtvuSfg+dlThiyTT6d4ooZXwzAI5TgsdRATO9aVQpo8n4nNHfzDJjIzFcA8ltnrKIChb1lLlUMDPRnyuDBqSM2U9kX1opC2/ulLgGhCvfpenKFytmrqVzP0xHZDiuKVpO5Q36pqfMTgA5o7+Zd8bFZtBgV3gcrpFTdXLES5iqmw/BYclUoHC59mMSLuY6WjorOR+cWU6lJClllBOp4miGvrpS/2nzgEsF5ErKVaOUQSYZDAY30djYqL7//vtynZdgFYMbCE1vnqBWICkzFQ/acfd1fhQQdzPHbTh/kSMYQPjgjR9vCnQ2o5WUWTxlgBN2XletDuC6SylALYQ3RHjDSSpfYtMF1xyBHZg4hoktX+Z/jmj0p+O0EEjcQVGj33NrwHPG5ZSZWWVc96VeQ1L9g+5LS2kS9oGvu0O9sSborAyVMkq26H6AaCHpSipNst2XsbR+RgVDE7+huLkiMfg1HsTN9IsxvjPcL9B1eLy+Npm40RumS00rzFNGFDqTcDHdoLERSo6RTrH5mFyJ0/BvRVUpo3zJHYusBxJArxGnTJllV26ElEk4uCYGMzw2QoB94i5iI5QchCv/klzTA1CV4klSbeT6BT6wSJZZvORolku5gN0gNsPRWVoVpAwS/BHPPfecDkxFAEmDUFnwlQmqE0EchqFU0G1YvqQmf1MZCZSyjnaFBWHGYZglNLdSliMe8O+KErQ1FfCmD5lm701fqEc7JRE7TiUDmCOhzO5L6g3EGyEdp4XAbdPnL7OSMvy9yoXVZlnCT1P9A6XM0lmZI268wkXVtHYpm1KWL182h54ys8SJxIqqaUAkItEaVqM/Nx8Tjf5xFQwbA2IlTmZcUyytn1HKNAEgpUlKgCL5YoSUUXJHn9OcUOLUa8h+zHMyYzPcw8axxMmVHU3iEi8p4nFjw8Zd3aBM2S1OuBxdnOZII2YN7qu2hpAy5pxcpUmTuHFp/avUU2ZTymqKU9wyWbs3LTDn59dQxTFQyhhSxpPA6JqqIGU4dghumjDqiKK+vl4TMhghJKh2pcyuaHy7YIX1Btu9Q+4mjM0AZkcep57ZSnFQwkRSZvOUQcQF+Nagq9L0pa2puO3wLXS2mxkuyyllpsnfSso6J5NrThXt7qGUoX8RJjNwnb9UFYt4ymJKWbyz0kq4mtLBTdpsBqBGf66rkn6/ojnDliXNEUpwo1jp8IIFzQAFKWX28qXL6A8AIhXklDGEqzmdK8uaw8jNUmDOU2bfD9cMwI1QMsc6RTorMcvMCL11ETear2b3i9lLk+GYpYx/CC2ruEXVPY646H1kMqomvEQWg77hBWPLhS5PGU+4uHNy55Tx3jRaIjQVLnepEIlbdDs7H5Pp9MTXBZxM55gFj8RfG+zHpZRVpdEfBnADYD7k22+/rUcJCVZDT5lh9Kfbprs8ZWTMTu77+I3aJGE2UoZmf5dSBvt//eyxsZvmmgy4nrZrGlPKuvkqZfbyJcLssqXbXL8zqJTBYHksQ9LOX70NSZmj+7ITRmI00fDYeMMKAEhbSMr4EiessSllQcAsLXGaa4hSBkQAvcM0Fyxm4mf9YrxBn4u78FljRlmYf8zA+WEANDf2yIyyqEvxJU5amsRjwY+V3gRxSLrZDIBEjEvQ5xSu4Fh5FS30ecWbCsJRRExpstbcj6vEaSdclLgAIedIEvyOY/OU/qCxGUyDQki4GIJnaSzgiJuXpyy2prZIpcylgpnEzX0do4PN4yohly9GFTJspHCVS3G3LdXoKZs6dWrrnImgTWHrfjPLTLabsHnTpSOWilHKEDaljDumwA0gAuAlg7R+q1Jm/Ey4BgmMxAi+Z4gb/myQLPBKWW4bqqKcV7Fz3ugPpUs08ccyyCKesvi8ytz3+TVaKeNjM9DoDyoYl+ZPvwcyZVPTaPflynzyv7kullPGKGVBidOIzeA8ZViaZKMsyIzEiF/MQbiC/VgIF8y/rLepaWQ/tCxJCbct0BXHNdH9mGW3do7ssCB+w2dcE6eCGfETbIeiy5tGZ3+ms2xTAe4LfmbwOF4Wk7imLCb+aPel4b3iFC6DlLrKhWa3I59TZpRBuc5KZ5YZb/SPKm41kXMOVbnwGppxF7RxkiV4RuYZp5TRPLSKJmV0+HYSfvvb35ZyPoI2AuZE0UR1RCzKgO2+bJeolMFNEG4i+IaPCf8m+uQJA/wbpaqZoHSAWuYkZUQpgxsn9/tgEm5bJEbS7wySfRiSbvuDAMuXoOQutahgYfky7KyMx2bkVbDGloDI2JQyCIbFcNg4cQtVMC6jLEbc8mQL3v+pwmN6wQrqvmTGNQWlSYa4ARkC4gQEEOMszDVmEr+NuEX8YnmljL4u/Rxi0A+OZZI7G1Gi+WJG+TJck0y4XFEW7vBYowzoWOPq4jRN/LZoEdhXqjbug6PfxycI2D1ceE5+Q8JrE0mQu8RpV+7iCldyGZT3lKnEOBC6DwRH8EylLDJBIP9l1ZQvr732Wq+dwT9+IWXVXr7kbp513uUq140afj+gHDYjP9PSFlOBxACUNK5DUFA8jtx+iHro7W/VbiP6sI9DWC9VwMxyIm6nYCMxjN8jl6cMiQTX+YvbZi/O/c5w6zoRpSwMj+VT/6H7Eo3ytvmYOqcsQSmjWWbxZoDQL0Y7L+m1pJEY1HfG5ZQB2coFurpLk0DaOOKm16VCUsbllNHvKXHDMqO5psmllBHfGUekTDUNXj9n9I+n9cdJAO7XmcRvibLgPG7xcU1cqdAkLvFj6eNlwowxMwCbKkopyxp6vKTYjDA8lmuG8Dfxm2VHV4eiO6cseo1YpSxrerwYkugx2Dx4PEkpM/YVnbVZZZ4yKVmu/uBmD9puqHxOmXmj5kuLUPpCUmaWyujQbfpZUD78dLOB+sMGWlLGLksTpvmfK1WbJN3lKbN9TxUvHE4Pb7CmwhNEYhAvWCynDJWyprRqX59MuJI8ZTQSg3ZVxsqXjAIWXWP3ndHXmSNTcYUrRbomIwZ9M8oC9ruyRROypM5K6jszVTAaVlsfKGU2FSwkd+Z+wriLsMTpP2w87rsyVTCWcAXeNDtxwWOx45qCoeXoF+OiJcL1QMg4v1T0nDKqNp+sYpY4qWneFptRCOGK+c4i5K7WEvdRWDOAfa4l401zKIAp637IGiODDH4m5vPd513LzNqsElJmA14E7q9pwWoUieFByrrFRirxpUl6o+ciMQCbD15L3X74FtY5j4LWA5AOiKEAY72tvAyqE6hBQDjgJm0SF19SFhu7xCpl9RFSxjUDdApmX9oHkgdKWWNLQKJiqf/oKXPklAUm/qZ0oErZYjOAtIUzLWtZNQ1uFBDTYW6Pk7IwrNYkeFDCbE7nCFcjE5thI1w2v5hvJEazdT9h2dHWMEBLk7ZxTVZPGTdnMxZTwawxyqCu0FeXmgbI+cE4w3jo34N9cL4zfWxCuFI1thJnSBS4GZr02LFAW9ZTZqhgji5O9F+lmNFHrpwyVJ+K8ZQ5uy8zcXULrjV8CzSEhsvCU+l7BD4n5mEjl9t8/W2JompD9957rxo9erTq0KGD/th4443VP/7xj/KfnaAiIjFMoobxFxRwI6f/qLjyJe3mg1KReeNEwD+o3Uf2DbLIBKsWmOrPdV6a+WU28t3N+B1xGf1t31MVDEgi/d5WvsScMluHplbBmhMGkjfTRP9kT1nc6M+XLymoFwytA3DviJjYU7XBzUKXHplRTPR7qqbFlTJmjSP01RYeSwlOYsNARClLJnc2EhSPu4iXC1scMzRtifbR8Ui8fyt6LKKCab8Y/9po16jN6E/JFEfuzDWRRHtavrV0TfKjmIwGBUe5sNjYDNvwc25AeqwbtMYed8GNa6LHhtPmFLDo668OpayogeQnnnii2meffdTDDz+sP/baay91wgkneHvPBNUZieG6wQKRoj4izndGb+Ku6AZB2wLLyrbyJf052sh3rOTN/D6YypjLU4bgSBlum7+sKXhTxVmX3OxLVKY6eQwkx1mXnFKWZPQH8oNrTI8XJVYLlzcH20wVMCRcoVIW84uRVP9A4WI8ZbHOSgu5i6hpDt+ZTSnjSpP2NVlHbIZp0I+rQKbvjBt9hMpdzHcWGVpulkHtHYr4OB0zRUGJYuDxqnWoYExEB32OqZRREmidNcl0FpprCveUGeTO4Ttzz7U0PV7xa52ifjEmFDauzIXX2rjUMcIVTAdglLKqjMS48cYb1S233KIOP/zwYNtPfvITtdFGG6kLL7xQnXbaaeU+R0ErA95g8CbkCo+1fU+JGIzngZukLdAV/Ui20pig7dE7H0liKy9HSJnFOwg3VMgGQ+WK+50xf9d8SJnpFaOEC0hZsM0gJZ2IUobjmmzhsdTo39FCuIBI4ISBDu3M0mT4HBghldtWG7tR4Dixhfk13L8ZzA5Dk75bKQPiZlHT8LwjpUmeKEaN/h5qmm0NNfrbUv/TrtgM3E/UC+YqX3JEkXrB6JpIJpiZQebIKcPHuQ7N3H5D8z16s+Im/vCcavPdl7ScSJ8D+6Bkge4qVPiMmIoCs8xsZMqViVZQTlmk09HcT/T1cib+gAAaf7TAfhsNhcullOmQ2fzSSPdpfr9VE4lBMXPmTLXddtvFtsM2eExQfcCbi3X2Jbl5wu8utyaMQVhmvVEDhvTslDivUtC2OGLbIVp1+fHGA6xreiYoZfj7sKzJPgUCbq5AcpAAuYz+wfcea4AAmTdKJG5wI0BlylWahOgMus1cA1iwvMmZU6bX5Imi2QyQ25YjZTbihmuoks2TslSiwoWRFF6EK1IGjZ43HY/UVJdNJFw2VY4qUxh5YVPTYA0tYbnKl664i3i+GE8m4FhcTlmKeJh0ZyUzQ5IeD7Pj6Hmax4N9pNI1rJoWlgKjx6LENW7it6tOZlirjxneqYI5c8rs3ZdmcwIbrVEbfk3T+G0lXm30z28zlkSUMlTJ9HO5XLRqLF+ut956umRp4qGHHlLrr79+uc5LsAqBb/hwkzLfYE2vD9w4aVoyBY5Wct2o9xjZV936y83VOfuMKMOZC1oDWw3toW4/Ygs1qIfd04eKp81TZhIxm7pKS+OcSmsbqUQRT++P/9FAFS8kCrZmAHjfXpAnbhgoi8iVGKOkzCxfwhs8EoxwPwwpyz9vkWU/+nj5bdiIwyfxE79YMBmg8AwyWuK0GfQbfPbDKmV8WZZ6yuLkJrzBI0ky15nlS36upVGaZKMsatkoC5PcB8n/OhjW4mEix7Ma/YnqxBEpU3GzRWvQ0iSQSeQU/GSAfLmQ8ZRZ1TSma9IsA3JkCs8D4y64xgP3uKaa4GucfMBdI0rKgmNZlEu6H3oedD+4j6pQyiZNmqRGjRqlLrroIvXzn/9cvfLKK2r77bfXj7322mt6IDlH1gTVZPLnfx3gDRTe/OCvcJtXjJq7XaQM/sHsNap/yecsaFscsPlA9cXspeqgMYOsa/B3BW7SHOFAkj97caP19w8ICJb5bJ4ys8Ro+snw944GF3PrqOKFpVBTBQOVArZBiRPXcK8NVC/49+JUwfLPo56y+OuPKmVw37IRnIjvzFaa1GXQcJB6KaXJMDzWZuIPje42NQ1Kk8mDzUMCZK7DnDJXWn8s9BWbD2jem1GadBFFqMjnOiv5NZQocWVAW/cl7WLUa8h5c80JdL80qNaqcHnllCXngsWzw5IbBrhxTTHjfcoed8ENNudem3nOdA31ppn7qq1GpQw6LLfeems1d+5c9eKLL+rZl48//rj+gK8nTpyofvrTn7bu2QpWeRwG3ohQLXONNkKlzKWeCFYPjOjfVd1z9FZq9MBuiaTM9TsTUWEt66Cz16aK4RsqHWTeydLVG4vAYBQuJC/zljayJU5K1BYsy6tgLClDwuUoX+aJWkjc7ErZImczQNhYkJzWT2ZfmrEZPp4yhnCZxwqGjROlLL6G95RZGwYImY52VkZVME6Zwps9vm7OWE8JQY6U2RSu8PVz3iz6+jVxs6hg3Jo4uQuJEhdjQb+H108JBxt6my7RU2aQKX5NngCZY58so5jofNBItEZtrlScWwfXyFa+9CFuuB87cQ27OKtIKXv55ZfVXXfdpX7/+9/r4eQHHnig7rbcaaedWvcMBa2OxQlKGZaZ5i5tdN5g8QY9em37jVqw5gCVU9fvDH3M9vsHJUxoINFrGFKGhAubCjjihgRr/jIVkA2zzIFrgJTgvlxlx/noKeOIW34bli/Nbki6HzT6c8QtVMpa7M0A+TUQv2E1+nMdmjGFK+5NM9cgSYFr1K6OJxM4BcAViREqXI4sM+o7y6+Be2c0EiI59R+JZGzMkGVkD+zDJ/SVaxiIRlnYS5xcon+8izO5VEqHlttiM+LzKO2eMtcg8VinpyODzEeVA8DD3Cgm/B5ed6Q0GVMKo/40l1Kmy7uWdWbzQVUoZTvuuKO68847tZkfOjCnTZumdt11V7XBBhuoyy+/XM2aNat1z1TQJiOWEKiiuW6w+226tpr4x7HqqO2HtMJZCqoNXkoZIWI2pZaSNRvhomVNTt0yFTSqrFGYPjNOBQsIl6XESQnWQkf5EokSKmWmcpV7Xl4pCzo042uQzEBJFe8ppXZNBmSKxEbY1rjIFJcbpp9D1TRL6n8ky4wx+dNjI2nBm2pkIDsx3sNNmZtWAOojNd/7hL5yDQP0Obn92JQysiaTTLi4TkezfBcJmGXLhdGyI5eg75qPaZse4JVTxpQKzdfvMvG3WOIu6Hlb9xMobo4uVjxWtgqN/p06dVJHHXWUVs4+//xzddBBB6mbb75ZDR48WEdjCKq3fMkZrRE+5UsADBCXCQ8CAObW+ZYvrUoZIVym8Z8ja5zvzPSQ2YKLTdWLI3i4Dd/gWU9ZO6N86VDKQsLlUMpcJc78GvSGcvsKSpxaTUuKuyAmfqP7kmaH2bxghUZiWD1lhHCFxI33VPl0aOp1LsJFyny20Fdq4g86NB37SfKC0TKwNWCWqnLOMmiWzXuzjlniuli9PGVRNc2tlNlVucSyYw1HSnnFEdQ2u+JGlLL8mlwnbfy80yTIuGpImdmJec4556hzzz1XdenSRT311FPlOzNBRcy9RHTzJGUCAe3iBAKzw3q9rBcF1TFQRWzNAJ0b6pMJV7tkwhVdY1PK7OZ/RHyOJaNw5QkFmvj50qThF3Ooaahm880A8Q5Na+grUcpszQA6EsMWHssoXHbfmUtNQwJo92/R6QF24z1V08IbaiQ8lnZW0nmUjn1Z1StSCg3VJIfRPyiVWhSufHkut40vX0KZ0K6UhSTIusYyrYBVyhy+M1MFY9fYTPyuDDImWsP22qyD3R0dqvgjdKppgVKmqnf2JXRfQjnz0UcfVbW1tboj85hjjinv2Qkqpny50YCu6skPZ6hR4hcTeGKzwWupjy/cM/YGyEVicJMkgjXkjwUbKaPbuYBZk6zZSFls1qXD6G/7nhI3/LfFd18aRv86DzWNI275bXgsuAGa19yn7FhweGxSon8k9d9Bpqz7qfFW5ajvytxXJPPK5XOLEC63+Z6OPrLNrGzx8KbpDDLMKbOpgGTOZlyVCwkXXkfzZ19vGOv5RH+zNJkpqvuSJuxH1kSIW7g+p4Lx16iOlJ1thJOSQBS+bLEh1JsWbwaIlnirhpTNmDFD3X333frjyy+/1IGxN9xwgyZkUNYUrJ6RGIBf7zRM/XSztVXfru1X4ZkJqh0uQkaVMlfpvLOHp4xut64pUE2zesoKIG5oUXGVLxeuaPLwnSUb/fHfsStaQ2eZJYxQyhG3hNgMR5ZZSNzscRfB0HKaU2b616hyZfV4hTdlJFt0uxn6mjPxu0uKuUYHHxLEq2DR2Zfu/cDjqVr3uKZc96WblFA1yXxdlHBEk+/tJU408bPdlx6p/y7fGX0J+rxJSTHZU2aoYFjihH3kX1pcKYvvx6Y4VkD10p+U7b333ur555/X8RcwYunoo49WG264YeuenaAiIjEAUH8XQiZorWYAl0ob8ZT5kDJbadKjGYCSNSAFXIdmLOXfklPm+p5ugxFKdsIVLU06y5dY4mTOh5uPGSNcEYUrbpjPrYl3VtqVsrTOGOP2E2aQ2ZUrTgWKlS/Jfpfnx2eZnip47wKioglZZDxSTcFKGe2+DNZYwmNplpkr0b8lU+Neo8c1uX1n1FNmlgGjQbWElNEZmhYy5faUFbKmNtZUgUTSSpRqiKcsm0xczXMwryNV3Gqtx8pUDymrr69X//rXv9SPfvQjlTLMn4LqBr6Zu5QygaA1sMP6vdU+o/upHzlGOlEVzV6+TFbBIkqZZT+UcHFEylyTW5cqao1ZrnQRNzcpwzUtLEnKrQkHsgfbLDlllHC5MsiwYcBVUoSmAdcat6csfyxX+ZJ8D0Pi9ZraeJYbhr46GwsY07y9scCeU0bJVJIqB4/bJwOE1zGMn+DPmUZiWDs0iTfNXGcbs1Rw92V+DXCojINwaVKUfxxfW4wo1RIV0FKa5RQu29ByGh4b991VoVL2xBNPtO6ZCNoMlx+4sc4gw7mUAsGqApCsvx42xr2mfZm6L6mnzNJU4NMw4FO+NFUvV/nStQb3syRPpjg1DQnOkkApq7WvaSTNABaipD1lHiVOa/mS+sWSlDKHpyyyn4TyJUaC5NbES+Y5ghN2nnLrorlgbp9TtEPTQqbIzMqUYz91tW41LTL70iMSw5llRnx3nMKFSpGfUmb3neE6G+GC1wZFe3jcOvUgRV+/Le4irnD5lHitSlkFRGKINCJQ6/TspD8EgkoEDYz1MfpzY5bMBgDbGkqwOLKlt9eXRymzBbxGn2escfjOfDxlNDbDVb60ljhpJEaCUubqmowSLndnJdxHIcpDbzNeG/WLISnjSs64L1zDrYuY+BPUu0iWmcXE784yC1W55vzzbV2c4E2zkRJ6PokdioTcmcej+WsATlGiqhxdy2WiASB+ItHDRaIsTBUwRVSw5NeWVTWqJjZDU6/JnzeNTLF7ytpeKuP1eYFAIKgQYFkd3kg5whH3lHkoZTZPWX2d0yvGEi6OTJlKGUu4ykPcgqHleaXMVKXo85bmSRncYGuL6NAMiBtRr6wlTo8OTZ+csogKZpyz9ovln7eiGV8bR8pqIr4zus08J0perCZ+7fOymPiJemUz+kdCT63NAKGx3kYSI5EQtnMmnjJKbmiJNz6QvJDuS4dSZlMKIyqg21PWAoQz0VNmf/3hfkJvWoy4VZDRX0iZQCCoaKAKBqVLWzAxJVn2Ds3Cui99lDJ7M4Bp9C+uGcA07bu6L0OSVNy4prB8mfYKhk2KlohOBuCJm/adJawBLGtyEK78DXVZI3aMxn9HAuJGlDKbQd851ojEdFhN/EQFs8U90KYCayREEIlhL9/ha3DlplFPmW0/PkPCTU8Zvyb82lWapGVXblyT2X1pWxP4xWhp0niPoHMtufFRdI0oZQKBQJAAKK3Dm/GwXvYSu8+YJUrEbB2alIhZs8w8mgG8VDAPwuVF3IzncUZ/JFNLG11qGjYDhMSlGE9ZSBIdif6MChZT0wghWp4/J5O40W1IuDiSjDfhFfkyKNyDa21EydHtGZb5aPmSP2+tlCU2DIQjpGxG/5wXjD8fPjw22VNmD6GNesrovnzmWkaVskwkQZ97/U6imKIqWMJ+HKXJ2sia/HnW2GIzVJtDPGUCgaCi0a9be/XC6TurtTrlBpwXn1NWV5BSZpswQJUym5rmlfrvscY2Lim6Ldl3hlEWGL/Bd2gicaPjmuzlS9u4JuoFQxJk86/RjlCTcMCNEqMTQuJmV8GwNMkZ/ZEouX1njF/MNfopoVxI1TQXKUmneN9ZIcRFe9MK8JQlBayi353r0MTOSo4EgZIN+0blytZ8EFHBErpG02Q8Unw/+d+1yKBxngDnPG7J5dS2hpAygUBQ8RjiUMliif7WnLJko7/PKCZKpmy+Mx+lzPSZeREu1lNW+BpOKQvVNHszgM/oI7rvoKRoIW7RrkneoN+SSQeEy7wp6zX5G+ryZsd+8sG0qKZxpBT3rV+bbRQTITjhnE0HmbIY/YPuS+07s3VoUpJo6fSkZcBgwkCyp8w1rolmmdHMM/p1bp09pgLVLR+DPjaE+gwST8X2E64JE/0Vr5SlgXDyx4qE0LYxxFMmEAiqHoUrZbbSpM+aZDXNJFyuEUouhctnTbxDMpW4hiNu5hq4cZslvmA+JjHox43+tYleMLgp4q5DpcyuXgX78ShfcvupiyllnOKW2wavC+/NLt+ZTQWikRj20mSocFmN/oxSZu8atM9+pJ2V3DDy+LFsHZrEL+Yol1J/mjXugqhXdk9dbexYLoUv8XwcShm9jm0NIWUCgaDqsVbHev2XMpQAbepVoUPLbYTLq8Rpdmgaxv/iuy99vGmlKWU+a4C02EhQxKBvKU3S5wWlSY5wGWt89sMRLiScK1yKG9MMEC9Nxn1ndqN/srGcqkD1HpEYtsaDXFNBcqnQx1MWUcocfrGk7LDCB4m7SpwWoz/z2qyjmBwet0oiZVK+FAgEVY/uHdupK3+2iS5jmm/KnILmM5DcZ41P+RLuCS4Pl+17cz+2NT77seWNuba5SBLA5ikDXxEcDxQnNOjbjgf7CNU0O+Fylx3z5UtHh6Zp9Oe8aXVch2as+SBOXuJrwmYAa1p/pGsyr96kCp99ScuAYUSHowxqUYrwNdBOR/O8Y4PEbQTPJ/SVJVyRJRGjfyEDyV3hsTY10WxiaEtUjVI2f/58ddhhh6muXbuq7t27q2OOOUYtXbrU+ZyVK1eqk046SfXs2VN17txZHXjggWr27NmRNdOnT1f77ruv6tixo+rTp48644wzVEtL6KkAvPTSS2rzzTdXDQ0Nar311tMD2SkuvfRSteWWW6ouXbrofey///7q888/j6zZZZdd9JsV/TjhhBNKvi4CgSCHn40ZqPYa1c96OQpVynwIl09sBpQuuSiPopQyR3gsgu2srPfv0CxkTVLZcWmeKLH7QoWrMdkLtsylgtUVo6Yle9P0upjPyyf1n5IAizeNG+lkIW6RY9my1YgqV0yHos1TRpfRr10+r+jxkq4RJW7R148KF/Wv2fLF3L6zfKmUNAykHLEZbY2qIWVAyD755BM1fvx4NW7cOPXKK6+o448/3vmc0047TT355JPqkUceUS+//LKaMWOGOuCAA4LH0+m0JmRNTU3q9ddfV/fcc48mXOeff36wZurUqXrNrrvuqj744AN16qmnqmOPPVY999xzwRrYN5C/N998U59fc3Oz2mOPPdSyZcsi53PcccepmTNnBh9XXHFFWa+RQCCwA8gLEpiuHZIDZqm/zJr6byVutR6xGbXeY5Zs3/tGa8Q8ZdzQcg81DW5eJr9MKnO6TPyJGWQBcfNY42wYiBr9OXJXZ6wxB5vTNZFIDEszRGT2pWOkk3WGpodSFCk7WpSrwHfl4SmDnxclm/SPCRwkHjsn65B0R/mS5IuFnZU2FQyUwug2cz85bxpPuHyIGyWAbY2qKF9OnjxZPfvss+rtt99WW2yxhd524403qn322UddddVVasCA+DDjRYsWqTvuuEM98MADarfddtPb7rrrLjVixAhNnrbZZhv13//+V3366afq+eefV3379lWbbrqpuvjii9Uf/vAHdeGFF6p27dqpW2+9VQ0dOlRdffXVeh/w/FdffVVde+21as8999Tb4NwogNiBYvbuu++qnXbaKdgOaly/fva/5AUCQesBbiqXHjBazV/WpPp0aV804aJzM61G/wLXeI9Z8ihfepUmHcqVaw0m6GPgq22djahwKpgtp4xuW1Zi+TLmX2NLnLltK5sdg81p2dGWII8ZZBGiVOsgUzXushstg9oM+tR35pgekDSQm5alTeKC2/BYPvEaicTNo6SY1mOW+BIvfg/7CLovLceiMR42so0EsS1RFUrZG2+8oUuWSMgAu+++u6qtrVVvvfUW+xwgRKBYwTrE8OHD1eDBg/X+cL+jR4/WhAwBRGvx4sValcM1dB+4BvfBAQghoEePHpHt999/v+rVq5caNWqUOvvss9Xy5csLvBICgaAUHLD5QHXsjsOsj3dshfBYe4em/0By2/e5bYUTN24NePEoWeHInX6uB3krxJ8WNAPkSRq3ZoWDcPmULwO/WLNHM4BjDc0gs/vFiIndFq3BBKPaBpu7y4BxVc5VKrTGb5DvYaIDtx+6rbkFTPO4zU4CbaVJfI4PUUrTEqel7Ohaw5FSq1JG/HRthapQymbNmqWVJ4q6ujpNeuAx23NA6QIyRwEEDJ8Dnykhw8fxMdcaIG4rVqxQHTp0iDyWyWR0iXP77bfX5Atx6KGHqnXWWUereh999JFW48B39thjj1lfd2Njo/5AwDEFAkHrAW76cMOEG66NTFFCY52PSbbb5nUWky/GkUBbon6hpUncHsyrdKxRjfbYDPZ4DhUMlRl3JIaDKOWPv6KQ8mWtS3Gzk5J645zpvs010ZKizS+WCY7jCpgNlTK70T1tIVxeShn5HgOGbUoZAH9HXOdNS4puD1smsaSYTiBTEHdRk/U/H9eaNZqUnXXWWeryyy9PLF1WE8BbNmnSJF3ipKD+N1Dn+vfvr8aOHau++uorte6667L7ggaCP/3pT61+zgKBIEqomtMtVqUMSlqwBhQVn0R/F7mDewrcB+AmwZEJn0gMnwwyVMFs2WIc4eKIVLAmj3qPNUkqmGtfxXjK+IDZ/Jr80HKv8qWjVIpqGn1eXE1zpP5TNS0p0Z90X8YUp5R/N2jEL2YJoQU0Bkqh/Ro15okbPU9+SHryCCWfzsp0whodHms5Hxoe6zOKaY0mZb/73e/UkUce6VwzbNgw7cOaM2dOZDt0SEJHps2jBdvBwL9w4cKIWgbdl/gc+Dxx4sTI87A7k64xOzbhe+gCNVWyk08+OWhCGDhwoPN1bb311vrzl19+aSVlUOI8/fTTI0rZoEGDnPsVCASlAcz+MLjbRrgA8BjcmG2EK0VIkK3ECeQOyBEoE2bYLF2j1au8MsN1X+J+UL3hiJu3CuZRvqwvcI2533BNjXcZFDsi2f0Y5ct2DAFEEuATHutuBsByqr1Dk0ZiYGxEPISWeNOsIbRxNSmeZZZsYqceK5sKBt/jHwj4e8Qphfg8LHHa9pWULxZN9LetqU3eD5K7dFbh5bOOUMqGx7INLV/jc8p69+6tP5Kw7bbbanIFPrExY8bobS+++KIuFSK5MQHr6uvr1QsvvKCjMABQLoQIDNgf7veSSy7RhA/Lo9A9CYRr5MiRwZqnn346sm9Yg/sAZLNZ9Zvf/Eb9+9//1vEZ0BiQBOjkBIBiZgNEcMCHQCBYddhv0wHq5S9+UCP7d7WuwfKkrXyJBApIkHNNXUrfKLluSER7SspspVBKyurta5YWoII5y5cJSlmspOcRpeFSwcIuToZMBeXL5GDYlc7Zlx6Km0HcuPOmZMovO6zG2TUZCVi1DkhPVpP06292+8VA3XORMtxGy7fOuAtbSZUEutqbIVSiNy3YTzarMvkfibXE6dF4UAnly6ow+kPH41577aUjJUDZeu2117QqdfDBBwedl99//7028qPy1a1bN51lBkrThAkTNKE76qijNJmCzksAxFYA+frVr36lPvzwQx1zce655+oSJJIhyBL7+uuv1Zlnnqk+++wz9de//lU9/PDDOm4DAevvu+8+3ekJWWXgQ4MP8JwBoEQJXZ1wDtOmTVNPPPGEOvzww3Vn5sYbb9wGV1QgENhw9j4j1LOn7mQd1wRAFc2lpqGKZlPTco/l3oJtShmAEjabCkbXlItwWfdDtjvLoJbn2NawBn2LsT36vKia5vKUhYpbTXLALBsJEm0G4GMzKJmyjRDi/GI2w7w9y4yusU4YoKXJhM7K3Jo0SwC5Nb4Kl8tThmtMDpwyhqRz+6EKly2tnyuDWvPOKsDoXxWkDDsXgXSBDwuiMHbYYQd12223BY9DpyUoYbSjEWIrfvSjH2mlDAgQlCKpsT6VSulyI3wGsvbLX/5Sk6WLLrooWAOq11NPPaXVsU022URHY9x+++1BHAbglltu0R2XEBALyhd+PPTQQ/pxaDiA2A0ggfAaoGwL5wQZagKBoPrgo5R18CJlyWso8XEpZcHXFqWMkgxridOnNBlRyuI37kJVMG6/tm2u8qVTTSvAdxY2A9iJG43NiK3hssMsHq6I+d4RDJvkzYoqZeaxfDsr0VOHRNL+2tBTBt+asSGR8NhsIZ4y/rzdwbAhcfOZa2kliSTvrK1RFd2XAOi0BCXKhiFDhugyIkX79u3VzTffrD9sgI5IszxpAsjW+++/b33cPK4J8IFBwKxAIFg90K9be/Xx94tU36583llEBbOQJP1YnhzZCFDu+UQpc5QmEe1SyV2jXkqZRySGdQ3ZDjfFVIkdms6GAdPT5TCoYxnYGR7rMLp7xWbUMkb/2Dkimcqo5vxjPpMB4s0AIblDxY2bD4l+sYBwMa8tppQ51TQ7caPBsPZ5nJRMJSfxp61rVGzMUjwSI06Aayt4zFLVkDKBQCCoFFzy01Hq0K0Gq22GRbMIOaXMpkpFiZufUmYrKdJj+ChlPqSsoSRPmYeaFitfJjcD+ChufAaZP3FDwsXnnRnNAI7YDNo1aR4vCJhNZ1V9KinvzD6KiB4/IJwOv1iSpyyqlLnUtGTi5jOKqdASZ8qilMGaWmt4rArInS3LjRLAtoaQMoFAICgQMBGgz3C7SkZ9Xk7CFRA3h6cs/xjcSDiFw5dMUeLmo3DVr+pmAEfZEcGWHT3InXnd6h3EzU1uTOLGHYvzi1lKk9ovlv/5WkYxuWZo0u9XtrjUu1rVnE47PWX4vMKUMvt+IGAWi0jFEK66Wp+B7Cqca5l/KL4mvI5Iujg1Ede0NYSUCQQCQSsg9JQllyZ9fGc+xM037sLHm2ZT5Sihsa/xUNyK8J218yhf+ox9YjO4LLEV0f1EPWU2AuTboQhkwzrYnFGcbB2a+nhB3IXDC+bhKcP9uAiXXzNA+Ppj5UJS4kwqX7bQgeQeSlncxK8Cv5iPctfWEFImEAgErQCf0iR2XbqIG5IaH8XN3aFZWGnSroIlK27R8mXyGts5xTs0iytfxlQ5B+GwPSe3Jncs24gl+rxIlplF8aPly7gqSIiLrWGAU8o4hSsgkz6eMo8OTWeJM0rcuHV0ZqV1hFQt8ZRZFLdI92WSUuZohqAksa1hfycQCAQCQdFYt3dn/XlYr04e5Ut3llkhSpmPMuUTd+EVMGv1uBVOyor2lBVB3IpeY1G8otvyvisHKeGGjdsGe9N92boGo0n8yeqdD5lydl96RWskj2KipUlXSTFtG8XEeNOKCY8NOjSl+1IgEAhWT/xujw3Vz8YMVEMdpMxHKcPHXAGzPuXLSJZZSUpZTUF+MbvRvzwBs7bOxmLzzsLnJHvT3IZ5v4DZIK3f5RezKFNASmAT8BG3QT96Tj5kymf2JU/caiPePO6cKAlKisRIE6XQOh+UGv2N/RQSHitKmUAgEKymgDf6Yb07x3KcCs8p81HKkgegRz1l9lFM3HrbfvzIXXImmq/RnzXoF6WUFVu+TFbuwiwz4qkydhUa/WGQuC02wlMFM2Z2cp4y3Jer+zK2xqW4eZA7SspcZCrwecWIUm2wJmlck6sZoJDwWCFlAoFAsAajW4d6/blr+9xnp1LmTP0vlCjZCJcHuSuwNMml53PP5YJYi4vEKLY06bEfy3zKyDZjDbyGGgcJQNXJJBz0HEMylVxSdJHJoHzpIJN+sy/9y6C5uZo84QJCGhCuGpenLMELlg1Lj7YMMp/4jUogZWL0FwgEgjbCL7dZR4deHrb1OiX5zgr1eZVWvixsjQ9xg5ukeTMttnzpGqFk+57b5tMM4DL6O9cwo4+4LLMg9LWltNKkSdx8ui9TZfKUuc7HlWVWy8ZmKEsXa0Zl8wTNRbiSwmOFlAkEAsEaPhkAvGcuIJmyhcLSx2CtrVzqF0KbTLh8VDC6f5+8M99mAJ8ZmhwJipVKfciUTxeno5zo2g+3LeUT+urIYHN1X/qUHX1iM3xS/wPFzeFxQ1KEcSDcujrWU8aXeOHxIBLDQbiSwmMrgZTZ/5ULBAKBoM3hl1OWPK6p0PmYtnFN7QolbtZSaXIzgEmmeKJkEC5ukHgRQbW8KpdMAGMdmg5yk3ROZliti0y5ZlYW4ikLlDJXGTSI1vAgbswfCabixh0vFShlmWAmpWtmZVjitBCurD08lnZotjWkfCkQCAQVjEApc8ZmJK/xMfFHoyxWnQpmH35eU5buy2LCY10mftv3/PDtZI+b/ZxqEoeth0PCXc0AZknR5SlzEbfa5P2YaxzXyNWhWReoV8orYDbsvkxWymKlUvSmYSBaG0KUMoFAIKhg7Dq8j9pkYDe1/2Zre5CyZDXNta5cnrIo4Uo2+pdSvixuhmayUuWaa1nQSCeLKmUKSK4Effq82L6w29PDwxUa/X0IV3ElTiQ4hTQD0OfFM8jsWWZ0MoKtYYBT3OJNBfnGA1HKBAKBQJAUQvufk3dwrvGZoenXfVmmNT7jmooJmGUIXjHjmnzIlEu5sn2f23eyUobPxeBY275MJcrVNRrO7LSrV34DyX08ZckzNJsKDJh1jZlKJylcmazKolKWspQ4HYobXjLxlAkEAoGgZCAZc3nKokPLk/1iXmpayscvVkZPmaMj0PZ9oXMtXefkNfzcIzaDW+fjM3MRnHC/9jWFdGg6uy8dJn7TU+b6mbmyzFIeURaBwkVLky6lzOopC/fT1pDypUAgEFQ5/MqXhSpcxRv9I56yMs7H9CFK3DmZJVSupOiT6O+TU+ZTBjWfC2u4rtlYdpnHlAGXQR85h3vYuD/h8iN3foqb+frrIoQrP5DckfeGhMs+/D1HzJxKWQWUL4WUCQQCQZWjb9f2kc8ckKzADYm7Ueo1Pub7AsmUtXzpcSxKXLgQVm7/xSpltpu5axtH3OAc6fXl1sRy2jwDdvmwWg/i5tF8EHjKSsw78xlaHvrXXJMBFCFceN4uEz9PuMJh4+BNiz4vfF25gwEnQ3LXVpDuS4FAIKhybD20h7rrqC3VRgO6JsdmWEiSfqxgNa12lZE725pCRh+FazjCldxU4NPpieuwFGZb40PcfEqTXs0AlrmShROuWv8Sp4eaFvjOWJWwNjYf1NV9iV+7y6Bu4qbXZbOqVvE/s1UBIWUCgUBQ5QB1ZtcN+zjXIDlyZ5klDy1voETJGmVByVSNx2DzZOXOVgb0MfH7NQMkK2VwneE8ghBSBylrDPZjuUaUlDn2UxaFz0JUuG3ha7NfoyB+w0HcCjH6u0hii+6azD/PUb6E/xJJmWU/lFvCOsco2laHlC8FAoFgDYCP76zQrkkfpcxu9E8lK2WEuFkVN2bWZGJnpY+nzEOZsylc9Lm2UjFd41PitO2rGDXNh7h5dV+6ctMK6dD0zjKrZY+lCVc6gZRlQ6XMVYZua7O/kDKBQCBYA7BWx3aRz8WOYoqWJm0qmEf5khKuEsqXsYDZOo/OSi71P+bNsihz5AZuU/jodleJ03ZsRHxIuQeZ9OpQ5TxlyWoajamwnbdJpoodbJ7iOjStqf9hor9PF2c8Ey38Gl9bW0HKlwKBQLAGYIO+ndUVB26sNujXpYyeslRZjP52Na2IDk12rmXymnhp0kMps2aQJatg0f0kkztfpaxYT1mc3CXvxzn70lW+rImWQU2S5Jtlhmt0KCw2A1jO0SdaQ+9LSJlAIBAIWhtAOn6+5SDnmoKDYX0iMXwIl0czgJW4eJQvfboYcTuSMqvCRc/bI+7CrpQlXyOvSAyf8m0BnrLge6/uU4fClW91dKly4ZrkZgBXJEZLOkOM/soyHzNUwcyh5fTbtlbKpHwpEAgEAo3O7XPFkw71Ka/YDL/ynY9Slrwfu8fNj3DQ+7n1nDyIUtSg70EmPZQy27Wm+4HzN8lEbv8eZccye8rC72tLOh+caFD6fMwsSeu3l3NtJVUaY4KjmNoKUr4UCAQCgUavzg3qwh+PVD06N1iviI9S1kDKmvZIDB/CVVj5EvbDZZnhOrwpW0kgHK8xKfQ1Wb2jz02VyVPGqWTc/n08ZRyZKoZwuWZfBmscczZd55wyypccKQ3GLGWzKosZZA6/GP78OXILz0urkNy1FYSUCQQCgSDAkdsP9S9xeqhXTgJUkHLlQW4sa3L7qlFNiV6wZIUvUpr0yBezlziTXz8lK1Y1zSMSIzZDs7ZcSlmyKsf5xQoppzal7VlmdCC5bfZlRClzlEv18dJt7ymT8qVAIBAIvBGJxPDwgpUSm0GJmI1IgTKG62z7Mc/bXi4tzMPmk8RvL3Emly99CKefib/wZgBX96XrWD7n4wpvLWQ2aKT70mLi55QyPqw23FdbQkiZQCAQCLzhQ6ZysxwLSPS3RGtQL5hrEgHuy0a2cudEDfoeHZFeXZMeapoHmbI3FSSXOIsaWl60id8gSuVqKmDXqOTzyf9yZKmJ3zJD0zfQVnLKBAKBQFA1ABKwVsd6Tba6dah3qFdIlOwlvtoEwhXdj4tweShlXhEUPkQpufuyvsCyo4/R30YA44SrOE+Zl0G/iBInX04tvORay55P8uug31YDKRNPmUAgEAi8AUTpgeO2USua06pTg/0WAuOY4CboIkpA7FY2J6zx3E8yKfNT+IKvrWXXwpQyH8XNJxLDd8xUuUqKPmTKj9y1IgFMMY0Gls5KIFuN6E8TUiYQCASC1QUj+tsHn5udjLbUf70mlUzKvPxi+cdcRn8fEuSllHmVHQvbj09p0u4pa61IjNqScsrKvSbFdWh6NBHgvoCUOZWyIM9MPGUCgUAgWM3QJZ951rmBL3HSsqWrNOlVvsw/5vKd4WNw77XPo0wmbl4qmIfiFs0p81HKko9lO28/1akIg75HSdFnjSvRH8FdRh+/mt5mCZ2tRKO/lC8FAoFAUHb86ScbqU9nLtbjnWxAAmFrBqBryqWU2Uz+5mM+5UKfnDJrJIZX3Efy+cQjKFTrhb62kgrm5TurTT5n3/OW8qVAIBAI1ijssmEf/eECdl16+cUcxC1U3Err0Izmq/lkmSUTt1QpappHMwDdf67rtaZI31nh5nuvnLIiS5N1HkTKFgKbtK6ugo3+EokhEAgEgjaBnwqGCld5VDAbAdKPFZpBVsKwcZ+4C5+A2ejYJz/fGbcuHq1RZBnUY0259mNu9x1F5SqXCikTCAQCwRoJH08ZEh8vFczVVBCoci7/Wk15CJdHaTJK7mqKV8oK9LjZ9lVU6KtX/EZx3rSUSaQsr59ut13HuFJmbxoQUiYQCASCNRKBp8wjid9Vvgw8ZQ6lzIfcFerz8ppE4GPi91DTrOTOIxOtGH9WsZ6yeHirh8fLw+hf50FcOQWMey73IwmUMum+FAgEAsGaiPX7dNYlp2G97c0AmAtWemxGTfJ8TK8B6D5lx0LLl8kRHT6Ey0eVs+2ruJiKZE+Z1/BzNqKjNvFY5narUuZI+Tf3k87kJ5u3EaT7UiAQCARtgit+trH6w97DVd+u7ZNLkw5PWdjFmbzG7TsrVL2ylQuTfWc+MzSjhMsnWsNPKePIm5dS5pFT5qOmmdeEV9xU4vmY232iThKVsrblZGL0FwgEAkHbAIzsLkIW9YuVWL70aCqIEC6rP6uwSIySjP4+hMODABbj8+LVJB/FLXmNuWtuTU0+id+1JneehZPSSlbKpPtSIBAIBKtHh2aJ5UskbnB/thnL/ZoBfLxplLh5xGZ4RWuU4inzCX0tj+/MRynzLU1GiZvFv2eGxzq7L1WbompI2fz589Vhhx2munbtqrp3766OOeYYtXTpUudzVq5cqU466STVs2dP1blzZ3XggQeq2bNnR9ZMnz5d7bvvvqpjx46qT58+6owzzlAtLS2RNS+99JLafPPNVUNDg1pvvfXU3XffHXn8wgsv1KyefgwfPrzgcxEIBAJBFL06t4t8LjqDzCMSA8uXztgMD8JVMHHziMTw8a/5DDYHcMt8RjEV4zvzyykr3sSfItttPzYfDxvup0WUMj8AIfvkk0/U+PHj1bhx49Qrr7yijj/+eOdzTjvtNPXkk0+qRx55RL388stqxowZ6oADDggeT6fTmpA1NTWp119/Xd1zzz2acJ1//vnBmqlTp+o1u+66q/rggw/Uqaeeqo499lj13HPPRY610UYbqZkzZwYfr776akHnIhAIBII4frfHhur6gzdVe43qV5qalveb0YHiRfnXvBSuQuMuyqOC+ahJQBi5gFk/hSvZxF/cfjxeW8qypsBOV/099/pTlTH7siqM/pMnT1bPPvusevvtt9UWW2yht914441qn332UVdddZUaMGBA7DmLFi1Sd9xxh3rggQfUbrvtprfdddddasSIEerNN99U22yzjfrvf/+rPv30U/X888+rvn37qk033VRdfPHF6g9/+INWv9q1a6duvfVWNXToUHX11VfrfcDzgXBde+21as899wyOV1dXp/r14980fM5FIBAIBHH07tKg9tt0beel8SpN1hbgO3P41/wUrgJLkx6Dzb3GPnmQu3L4rlzn5KOCgXoGvAj5jw+ZSnl4/HwUN+s5oVKWlkT/RLzxxhu6ZImEDLD77rur2tpa9dZbb7HPeffdd1Vzc7Neh4CS4uDBg/X+cL+jR4/WhAwBRGvx4sValcM1dB+4BveBmDJliiaHw4YN06oelEULORcOjY2N+lzoh0AgEAgKzzvDcU3OSAwkd07ilky4IuXLEgiXj+/ML+/Mh7jVliWmwtcv5tfEUBOusfzY6FNt+6ktwAvX1kpZVXjKZs2apf1eFKBM9ejRQz9mew4oXUDmKICA4XPgMyVk+Dg+5loDBGnFihX6+6233lqXPUHNu+WWW3TJc8cdd1RLlizxPhcOl156qerWrVvwMWjQoIQrJRAIBGseBq7VQX9eO/+ZA950XcQtDJi1Ezf6fHtJkappPsTNY3pAmboP/ZUyRgVLFb6GS/03PWJ+511bNqWMW4bErWVNnn151llnxQzy5sdnn32mKh177723Ouigg9TGG2+sVbSnn35aLVy4UD388MMl7ffss8/WpU/8+Pbbb8t2zgKBQLC64Kjth6rHT9peHbrV4OTYDI+B5O4yaDJRooTLZ5C4z/QAHxXMHuMR9ZTx+/FXkwpZU764j5pk4mZpBjAJoMtTl8mswZ6y3/3ud+rII490roFyIHi15syZE9kOHZLQkWnzccF2MPADOaIKFXQ84nPg88SJEyPPw45IusbskoTvoQu0Qwf+rzI43gYbbKC+/PJL73PhAN2e8CEQCAQC5SRcmw7qnrCmxqP7MjlgttBSoE+Hpo/CUy6/mK+a5DUk3KNDs6Qk/lqyPlWe8NikEucarZT17t1be6tcH1D223bbbTWhAW8W4sUXX1SZTEaXDjmMGTNG1dfXqxdeeCHY9vnnn2uvF+wPAJ8//vjjCOGD7k4gXCNHjgzW0H3gGtwHB4jq+Oqrr1T//v29z0UgEAgErQf0lDV4hMf6+M7Mr7n95L72IG4+w8+9fGelNAMUk1PGNAN4zL7MnatP2bHWul/uubbXH1HKEuZjykByD0CX4l577aWOO+44rWy99tpr6uSTT1YHH3xw0Hn5/fffaxKHyhd4sCDL7PTTT1cTJkzQhO6oo47SJAi7HffYYw9Nvn71q1+pDz/8UMdcnHvuuTpPDBWqE044QX399dfqzDPP1KXUv/71r7osCREXiN///vc65mLatGk6WuOnP/2pSqVS6pBDDvE+F4FAIBC0Hv7fyH5q+/V6qgPHDLSuqStgsLmtDFbW+ZiUlJQwGcDLU5YqT/cldlYmHq/AKI+6ErLMfErOSNba2uhfFZEYgPvvv18TsbFjx+quSwhfveGGG4LHobsR1Kfly5cH2yC2AtdCJyP4vYBUIYA4QebZiSeeqAlSp06d1BFHHKEuuuiiYA3EYTz11FOahF1//fVq4MCB6vbbb4/EYXz33XeagM2bN0+rfzvssIOOuoCvfc9FIBAIBK2Hob06qfuPdf8RjBEX7kiMvJrmyDKLli+LLzsWOvbJK++shNgI3yHhsK/mfLSEVzBsCb6z2gLJXW2Fly+rhpRBpyXkfNkwZMgQlTUYbvv27dXNN9+sP2xYZ511tDHfhV122UW9//771scffPBB5/N9z0UgEAgEbYdChp/7jHRyE67yELeCFSfvUUwenjLH8ZCUWf1iRNXyWZMqgdwVori1tdG/KiIxBAKBQCBobbSvT+nPDfWu8mWy78ynszIyGcCLuBVfBqWkz0dNAy5UW0ISv5d6FyGuPmtqSiBc4f5FKRMIBAKBoAqw4wa91AGbra1+sml8SkwsWqPEgFmv0NcCc7rKNdjb3g1ZeBJ/a59TqkwlzkpRyqqmfCkQCAQCQWuia/t6dc0vNnWuQQLlM/w893WyCmYfWu7R6elF3JKJi0+HZswv5nVOxa9J1ZTHd+bTDBCMWZLypUAgEAgE1YFghqYrYNaj7ObVoemTVl9gRIdtjY8q5bvOb03ya0v5qHcFetOSVMm0jFkSCAQCgaB6RjrBPX5wj47WNfUFly99hpaXMmbIgwBRU72nCtjanZV1BfrOfCIxkvLO0m08kFzKlwKBQCAQeGJQj45qwu92Ub262Ket+CX6+4xQ8mkGKFS5ssyirK3RMyGheudUynyO57HGL8qitrA1tvDYArpY21opE1ImEAgEAkEBGNKrk/NxHxLklx2WTEr81LRkUoLHa0pnEtb4eLgKU9Ps6p1Kjrsgm0vx1AWkTDxlAoFAIBCsPoia5n0Il8eYpRK8YKiC5c4t2S/mMvr7EM7yraktzJtmeWleEw2ElAkEAoFAsPoBCRTc562eqgI7K23EJZpB5lbBEtfkz8NnP651hXdfqjLtp7Z4Upb3molSJhAIBALBaoR2mGXmMfzcN/XfL60/WeFKirtwHSt2vBK6HVM+ZCqVfI2ifjFV8uzPtiZl4ikTCAQCgaCMGNC9g9pu3Z5qnZ6d/LLMSuq+9Iuy0OSo2a2CITny8ZTZUv+DYwX79FEBkztC68qllNVUtlImpEwgEAgEgjICSMADx7mHn6fKRFxqamr084FM+JAp9yD15PJlqkxqmo96VVeAF8x1rIKM/pJTJhAIBALBmgWqlHmZ+F1htfl1bhN/cuhtQLg81vh2aNqyw8pF3FIeawopp0qiv0AgEAgEaxgoOUAPGqeC+ahX4Zra0tak/Nd4d2imih8SXlegmljKmCV8rsy+FAgEAoFgDQP4yI7dYaha1tSiundsZ10HxATUG5vvzLekGJKpZBWsvmTf2aoboZTyUcoKUOXEUyYQCAQCwRqIc380MnFNjuC4A12RsPmUOJ37KcDo7+8pKz7Qta7AMmg5hp+3NSmzU2+BQCAQCARtCiRa1INWivm+fhV7yvyUMo/w2JQHKSuBuInRXyAQCAQCgRMNdTli0lBfm6iUuT1lteXxlLVC96XtcHUeA8kjg9TL0DDQ1kqZRGIIBAKBQFCh+P0eG6pPZixW6/fpXJIKVoinzGdNyuNYdL1tP84h6TUe5K7AgexJWWZCygQCgUAgELA4aItB6qCEa+M3Hqm8a9zdl4UNUi/FU1YXUdx8Spy2c5ZIDIFAIBAIBCWikJKi30DyUrsvfZSyAkdI1ZbQoRkpcbobD9o6EkOM/gKBQCAQVDGCYFinX6wQ31lp3ZdIlGAJZK3x51Ng12SqhM7KyBr3OUt4rEAgEAgEgqLRp0uD/twr/7noMUs+vrMCSqW+AbNew8ZrbJ6y5Ew0n4YBXJNp4zFLYvQXCAQCgaCKccXPNlafzVqiNhnYrSxRFiV3X3oQt0KHjdd5lCZ9SpyJSllaSJlAIBAIBIIi0bdre/3hQkCmSvaUFaKU+cVmlBJlUedh9KeKnT3MtrYilDLxlAkEAoFAsJqjY7tcYax9fcq6BomJz2QAn9KkMzajTKn/Ka9MNJXYxYmn0NaeMilfCgQCgUCwmuP4nYapnp3bqT1G9l1l3Zc+JU7z61LUNPsopuTJAIFSJqRMIBAIBAJBa2KTQd31hwsFecqcZdBaJ0mi+9HrfchUrTv01XVOPkpZqkKUMilfCgQCgUAgCLsvPXxnPoTLR3Gj+yw1YNae1u+TiVZbEYn+QsoEAoFAIBCUrzRZsKfMIxKjtoTYjBqP1P/8GiFlAoFAIBAI2hz1qzCnDMkRcKHasillNfw5exHA3Oe0dF8KBAKBQCBoa+w9qr8avXY3tfuIvqV5ylLlj82oKyE2wy9aQ4z+AoFAIBAIKgTbrttTPfmbHTxLnCUGzBbgTSs9EsNnP7nPYvQXCAQCgUBQFShk9mXJMzRry6OCpQro9GzrSAwx+gsEAoFAIPBCfV5SQv9Zyc0AHsTNd8xSSb6zChlILuGxAoFAIBAIvLD3qH5q4tR56qAtBlnX4JBwm4E/Oj3Ab2h5rdew8RLUtPx+2troL6RMIBAIBAKBF4b06qTuOmorN7HwUsrwczJx88kXK5mUSSSGQCAQCASC1Q0+pcmgYcBh9K8lIloSmSqX7wxyyrJtqJaJp0wgEAgEAkEr5J0ld2j6KmWpUrovCyRubWkrE1ImEAgEAoGgbNhu3V5qzDprqZ+NGZg8/NxjpJPTxE+eb59r6dN9GW5vy1T/qiFl8+fPV4cddpjq2rWr6t69uzrmmGPU0qVLnc9ZuXKlOumkk1TPnj1V586d1YEHHqhmz54dWTN9+nS17777qo4dO6o+ffqoM844Q7W0tETWvPTSS2rzzTdXDQ0Nar311lN333135PEhQ4aompqa2AccG7HLLrvEHj/hhBPKcm0EAoFAIKgU9O3aXj164nZq/83WLlEpqyFf83SFEjH7QPLC1ggp8wAQsk8++USNHz9ejRs3Tr3yyivq+OOPdz7ntNNOU08++aR65JFH1Msvv6xmzJihDjjggPDCp9OakDU1NanXX39d3XPPPZpwnX/++cGaqVOn6jW77rqr+uCDD9Spp56qjj32WPXcc88Fa95++201c+bM4APOEXDQQQdFzue4446LrLviiit8XrpAIBAIBKsVBvXoqIAHDenZya/7skYlx11YVDC6ptZjTVt2YFZF9+XkyZPVs88+q8nPFltsobfdeOONap999lFXXXWVGjBgQOw5ixYtUnfccYd64IEH1G677aa33XXXXWrEiBHqzTffVNtss43673//qz799FP1/PPPq759+6pNN91UXXzxxeoPf/iDuvDCC1W7du3UrbfeqoYOHaquvvpqvQ94/quvvqquvfZateeee+ptvXv3jhz7sssuU+uuu67aeeedI9tBjevXr1+rXSeBQCAQCKqFlL121m5qrY7tvBoGanxKkx5Dy62zL8n+02kpXzrxxhtv6JIlEjLA7rvvrmpra9Vbb73FPufdd99Vzc3Neh1i+PDhavDgwXp/uN/Ro0drQoYAorV48WKtyuEaug9cg/swAarbfffdp44++ujYL9H999+vevXqpUaNGqXOPvtstXz5cufrbmxs1OdCPwQCgUAgWB3Qv1sH1b4+VVKJM+VR4owoZR4Bs6KUJWDWrFna7xW5gHV1qkePHvox23NA6QIyRwEEDJ8Dnykhw8fxMdcaIEgrVqxQHTp0iDz2+OOPq4ULF6ojjzwysv3QQw9V66yzjlb1PvroI63Gff755+qxxx6zvu5LL71U/elPf7I+LhAIBALB6oqUR95ZlHCp4pUysr0lk1FrZPnyrLPOUpdffnli6bKaACXTvffeO1ZSpf43UOf69++vxo4dq7766itd6uQAatrpp58efA9EcNAge4qyQCAQCASrC3p1aVDt62vVoLU6trpShvsCk38bcrK2JWW/+93vYoqSiWHDhmkf1pw5cyLboUMSOjJtHi3YDqVEUK2oWgbdl/gc+Dxx4sTI87A7k64xOzbhe+gCNVWyb775RvvTXOoXYuutt9afv/zySyspg25P+BAIBAKBYE1D1/b16sXf7aI6NdR5jmJKXlPnQcrWWKUMDPKmSZ7Dtttuq8kV+MTGjBmjt7344osqk8kE5MYErKuvr1cvvPCCjsIAQLkQIjBgf7jfSy65RBM+LI9C5yQQrpEjRwZrnn766ci+YQ3ugwIaCWA/0K2ZBOjkBIBiJhAIBAKBII4B3aPiRzFKWSQ81jFBAB9rS6WsKnLKoONxr7320pESoGy99tpr6uSTT1YHH3xwUCb8/vvvtZEfla9u3brpLDMo/02YMEETuqOOOkqTKei8BOyxxx6afP3qV79SH374oY65OPfcc3W+GCpUkCX29ddfqzPPPFN99tln6q9//at6+OGHddwGBRBEIGVHHHGE9rtRQIkSujrhHKZNm6aeeOIJdfjhh6uddtpJbbzxxqvoKgoEAoFAsHqhrkyzL3P7avuh5FURiYGdi0DEwIcFXZegft1www3B49BpCUoY7WiE2ApcC52M0DUJpAqRSqV05tmJJ56oyVqnTp00qbrooouCNRCH8dRTT2kSdv3116uBAweq22+/PYjDQEDZElQ46Lo0AQ0H8Ph1112nli1bpn1hcE5AAAUCgUAgEBSHdnW1qlfndqolk1Ud2/GdnJCEAHwLgvpdpAz9Zuk2lMpqsm05eVNQEMDoDwogZLBBiVUgEAgEgjUdsxat1OrW2o5S5wZ/fEY1pTPq3/+3ndps8FrsmjEXj1fzljWp507dSW3Yr0ub3L+rRikTCAQCgUAgMNGvW3uVBF3lTPspZW1p9K8KT5lAIBAIBAJBqd4zH0+ZGP0FAoFAIBAIWgnIxZxKWb77UpQygUAgEAgEglYc6QSErFdne/ZnXSqvlEn3pUAgEAgEAkHr4O6jt1TzljY5SRnmlLW04UByMfoLBAKBQCBY7ZWy/t38gmjbMqdMjP4CgUAgEAjWeKSCnDIhZQKBQCAQCARthvb1KdWhng+gXVWQ8qVAIBAIBII1Ho+ftH2bXwMpXwoEAoFAIBBUAISUCQQCgUAgEFQAhJQJBAKBQCAQVACElAkEAoFAIBBUAISUCQQCgUAgEFQAhJQJBAKBQCAQVACElAkEAoFAIBBUAISUCQQCgUAgEFQAhJQJBAKBQCAQVACElAkEAoFAIBBUAISUCQQCgUAgEFQAhJQJBAKBQCAQVACElAkEAoFAIBBUAISUCQQCgUAgEFQA6tr6BAT+yGaz+vPixYvlsgkEAoFAUCXA+zbex20QUlZFWLJkif48aNCgtj4VgUAgEAgERdzHu3XrZn28JptE2wQVg0wmo2bMmKG6dOmiampqysrggeh9++23qmvXrmXbr0CudVtDfrflWq+OkN/r6rvWQLWAkA0YMEDV1tqdY6KUVRHgBzlw4MBW2z/8wgkpWzWQa71qIddbrvXqCPm9rq5r7VLIEGL0FwgEAoFAIKgACCkTCAQCgUAgqAAIKROohoYGdcEFF+jPgtaFXOtVC7necq1XR8jv9ep7rcXoLxAIBAKBQFABEKVMIBAIBAKBoAIgpEwgEAgEAoGgAiCkTCAQCAQCgaACIKRMIBAIBAKBoAIgpEygbr75ZjVkyBDVvn17tfXWW6uJEyfKVSkRl156qdpyyy319IU+ffqo/fffX33++eeRNStXrlQnnXSS6tmzp+rcubM68MAD1ezZs+Xal4DLLrtMT7s49dRT5Tq3Er7//nv1y1/+Uv/edujQQY0ePVq98847keTy888/X/Xv318/vvvuu6spU6a01umstkin0+q8885TQ4cO1ddx3XXXVRdffHFkdqJc6+LwyiuvqB//+Mc6XR/eLx5//PHI4z7Xdf78+eqwww7TgbLdu3dXxxxzjFq6dKkqFULK1nA89NBD6vTTT9ctv++9957aZJNN1J577qnmzJnT1qdW1Xj55Zc14XrzzTfV+PHjVXNzs9pjjz3UsmXLgjWnnXaaevLJJ9Ujjzyi18MIrQMOOKBNz7ua8fbbb6u//e1vauONN45sl+tcPixYsEBtv/32qr6+Xj3zzDPq008/VVdffbVaa621gjVXXHGFuuGGG9Stt96q3nrrLdWpUyf9ngJ/hAj8cfnll6tbbrlF3XTTTWry5Mn6e7i2N954o1zrEgHvw3CvA0GCg8/vMBCyTz75RL+/jxs3ThO9448/vtRT04xQsAZjq622yp500knB9+l0OjtgwIDspZde2qbntbphzpw58Odt9uWXX9bfL1y4MFtfX5995JFHgjWTJ0/Wa9544402PNPqxJIlS7Lrr79+dvz48dmdd945e8opp+jtcp3Liz/84Q/ZHXbYwfp4JpPJ9uvXL3vllVcG2+Bn0NDQkP3nP/9Z5rNZvbHvvvtmjz766Mi2Aw44IHvYYYfpr+Valwfwnvvvf/87+N7nun766af6eW+//Xaw5plnnsnW1NRkv//++5LOR5SyNRhNTU3q3Xff1dIsna8J37/xxhttem6rGxYtWqQ/9+jRQ3+G6w7qGb32w4cPV4MHD5ZrXwRAldx3330j11Ouc/nxxBNPqC222EIddNBBuiy/2Wabqb///e/B41OnTlWzZs2K/Bxg3h/YIuQ9pTBst9126oUXXlBffPGF/v7DDz9Ur776qtp7773lWrcifH6H4TOULOHfAgLWw/0TlLVSIAPJ12DMnTtX+xb69u0b2Q7ff/bZZ212XqsbMpmM9jhB2WfUqFF6G/yjb9eunf6HbV57eEzgjwcffFCX3qF8aUKuc3nx9ddf65IaWB7OOeccfc1/+9vf6t/lI444Ivjd5d5T5Pe6MJx11llq8eLF+o+1VCql36svueQSXTYDyLVuHfhcV/gMf5RQ1NXV6T+6S/09F1ImEKwCFWfSpEn6r1xBefHtt9+qU045Rfs6oFFF0Pp/YIA68Je//EV/D0oZ/G6D9wZImaB8ePjhh9X999+vHnjgAbXRRhupDz74QP9xB+Z0udarL6R8uQajV69e+i8ws+MPvu/Xr1+bndfqhJNPPlmbQCdMmKAGDhwYbIfrC+XjhQsXRtbLtS8MUAaGppTNN99c/6UKH9A0ASZd+Br+upXrXD5AN9rIkSMj20aMGKGmT5+uv8b3DXlPKR1nnHGGVssOPvhg3eH6q1/9SjetQGe3XOvWg8/vMHw2m+FaWlp0R2ap904hZWswoOQwZswY7VugfwnD99tuu22bnlu1A/yjQMj+/e9/qxdffFG3tVPAdYcONnrtITIDbm5y7f0xduxY9fHHH2sVAT9AyYESD34t17l8gBK8Ge0Cnqd11llHfw2/53BTor/XUIIDn438XheG5cuXa48SBfwRDe/Rcq1bDz6/w/AZ/qCGPwoR8D4PPxvwnpWEktoEBFWPBx98UHeV3H333bqj5Pjjj8927949O2vWrLY+tarGiSeemO3WrVv2pZdeys6cOTP4WL58ebDmhBNOyA4ePDj74osvZt95553stttuqz8EpYF2X8p1Li8mTpyYraury15yySXZKVOmZO+///5sx44ds/fdd1+w5rLLLtPvIf/5z3+yH330UXa//fbLDh06NLtixYoyn83qjSOOOCK79tprZ8eNG5edOnVq9rHHHsv26tUre+aZZwZr5FoX3639/vvv6w+gQddcc43++ptvvvG+rnvttVd2s802y7711lvZV199VXd/H3LIIdlSIaRMkL3xxhs1OWjXrp2OyHjzzTflqpT6D0sp9uOuu+4K1sA/8P/7v//LrrXWWvrG9tOf/lQTN0F5SZlc5/LiySefzI4aNUr/MTd8+PDsbbfdFnkcIgXOO++8bN++ffWasWPHZj///PMyn8Xqj8WLF+vfY3hvbt++fXbYsGHZP/7xj9nGxsZgjVzr4jBhwgT2/RmIsO91nTdvniZhnTt3znbt2jV71FFHabJXKmrgf6VpbQKBQCAQCASCUiGeMoFAIBAIBIIKgJAygUAgEAgEggqAkDKBQCAQCASCCoCQMoFAIBAIBIIKgJAygUAgEAgEggqAkDKBQCAQCASCCoCQMoFAIBAIBIIKgJAygUAgEAgEggqAkDKBQCAoA4488ki1//77r5JrOW/ePNWnTx81bdq0xLVz587Va7/77rtVcm4CgaB4SKK/QCAQJL1R1tQ4H7/gggvUaaedpgfRd+/evdWv5+mnn66WLFmi/v73v3ut//3vf68WLFig7rjjjlY/N4FAUDyElAkEAkECZs2aFXz90EMPqfPPP199/vnnwbbOnTvrj1WB5cuXq/79+6vnnntObbPNNl7P+eSTT9SYMWPUjBkzVI8ePVr9HAUCQXGQ8qVAIBAkoF+/fsFHt27dtHJGtwEhM8uXu+yyi/rNb36jTj31VLXWWmupvn37amVr2bJl6qijjlJdunRR6623nnrmmWcix5o0aZLae++99T7hOb/61a90CRLx9NNPq4aGhgghAxXssMMOU71791YdOnRQ66+/vrrrrruCxzfaaCM1YMAA9e9//1t+1gJBBUNImUAgELQS7rnnHtWrVy81ceJETdBOPPFEddBBB6nttttOvffee2qPPfbQpAvUL8DChQvVbrvtpjbbbDP1zjvvqGeffVbNnj1b/fznPw/2+b///U+rXhTnnXee+vTTTzXBmzx5srrlllv0cSm22mor/VyBQFC5qGvrExAIBILVFZtssok699xz9ddnn322uuyyyzRZOu644/Q2KIMCgfroo4+08nXTTTdpQvaXv/wl2Medd96pBg0apL744gu1wQYbqG+++UarXhTTp0/Xz9tiiy3090OGDImdCzzn/fffb+VXLBAISoEoZQKBQNBK2HjjjYOvU6mU6tmzpxo9enSwDcqTgDlz5ujPH374oZowYULgUYOP4cOH68e++uor/XnFihWqffv2keOAAvfggw+qTTfdVJ155pnq9ddfj50LlDVRkRMIBJUJUcoEAoGglVBfXx/5HrxodBt2dWYyGf156dKl6sc//rG6/PLLY/sCcz8AlDbwkFGABw0UNPCbjR8/Xo0dO1addNJJ6qqrrgrWzJ8/X3vOBAJB5UKUMoFAIKgQbL755rpTEsqP0ARAPzp16qTXQJkS/GMmgHAdccQR6r777lPXXXeduu2222INBPBcgUBQuRBSJhAIBBUCULdA0TrkkEPU22+/rUuWEH0B3ZrpdFqv2XPPPTVxo2oZeNP+85//qC+//FI/Nm7cODVixIjgcShbvvvuu7qxQCAQVC6ElAkEAkGFAMz4r732miZgQKDAfwaRGhBIW1ube7uGbaCoPfzww8Hz2rVrpxsJwMO20047af8aeMwQQNgGDx6sdtxxxzZ5XQKBwA8SHisQCARVhqeeekqdccYZuiSJZM0F6Oz87W9/qw499NBVcn4CgaA4iNFfIBAIqgz77ruvmjJlivr+++91XIYLEDx7wAEH6JKoQCCobIhSJhAIBAKBQFABEE+ZQCAQCAQCQQVASJlAIBAIBAJBBUBImUAgEAgEAkEFQEiZQCAQCAQCQQVASJlAIBAIBAJBBUBImUAgEAgEAkEFQEiZQCAQCAQCQQVASJlAIBAIBAJBBUBImUAgEAgEAoFqe/x/mug/Ucp7rXQAAAAASUVORK5CYII=", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot Function\n", "plt.plot(samples)\n", "plt.title(\"Voltage Trace\")\n", "plt.xlabel(\"Time(s)\")\n", "plt.ylabel(\"Voltage(V)\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "7b38cb7c-50e2-4f00-a127-ff5c7709c7b7", "metadata": {}, "source": [ "## Trigger sources explained" ] }, { "cell_type": "code", "execution_count": 5, "id": "8737d63c-8421-4640-81f1-9cc8c20b8b72", "metadata": {}, "outputs": [], "source": [ "dmm.connect()" ] }, { "cell_type": "markdown", "id": "3f7131d6-fcd7-4f2c-b754-5f604b60cff5", "metadata": {}, "source": [ "### Immediate\n", "Triggers immediately after the instrument is put into wait-for-trigger state." ] }, { "cell_type": "code", "execution_count": 6, "id": "e7abf97d-d252-4ef9-b96b-b3f89a762230", "metadata": {}, "outputs": [], "source": [ "dmm.set_trigger_immediate()\n", "dmm.set_wait_for_trigger() # Triggers straight away." ] }, { "cell_type": "markdown", "id": "7b30b4ef-81bf-4303-959f-2994c5b47711", "metadata": {}, "source": [ "### External\n", "Triggers when a TTL pulse is received on the Ext-Trig input." ] }, { "cell_type": "code", "execution_count": 7, "id": "776fedf2-5cd4-4f28-9a03-4d4d4c3bf7f8", "metadata": {}, "outputs": [], "source": [ "dmm.set_trigger_external(pos_edge=False) # Negative slope triggering\n", "dmm.set_wait_for_trigger()" ] }, { "cell_type": "markdown", "id": "21cbfa11-2733-4c20-bb1b-f81c2001a8df", "metadata": {}, "source": [ "### Bus\n", "Triggers when a *TRG command is received." ] }, { "cell_type": "code", "execution_count": 8, "id": "beb4c802-700a-42e2-9386-df1f38a75681", "metadata": {}, "outputs": [], "source": [ "dmm.set_trigger_bus()\n", "dmm.set_wait_for_trigger()\n", "dmm.trigger_now()" ] }, { "cell_type": "markdown", "id": "110c84b0-4067-4b6c-9e21-399cbdc2d08b", "metadata": {}, "source": [ "### Level\n", "Triggers on a level on the input signal." ] }, { "cell_type": "code", "execution_count": 9, "id": "6dbfafe9-8a16-47a0-a0a9-34947d9e4a7f", "metadata": {}, "outputs": [], "source": [ "dmm.set_trigger_internal_level(trigger_level=3, pos_edge=True)\n", "dmm.set_wait_for_trigger()" ] }, { "cell_type": "code", "execution_count": 10, "id": "05b24174", "metadata": {}, "outputs": [], "source": [ "dmm.disconnect()" ] }, { "cell_type": "markdown", "id": "83966bfc-29e0-4369-a397-851069a5a4a5", "metadata": {}, "source": [ "## Measurement time explained" ] }, { "cell_type": "markdown", "id": "c3d38cc0-cdf5-4168-a31b-ab0cd7616c27", "metadata": {}, "source": [ "The first sample starts one trigger-delay time after the trigger. However, the second sample\n", "starts one sample interval after the start of the first sample, and so on:" ] }, { "cell_type": "code", "execution_count": 5, "id": "510a0a46-278e-430b-a28e-94fe0f9ba155", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "\n", "Image(\"images/sampling.png\")" ] }, { "cell_type": "markdown", "id": "fcf05376-9c63-463a-ac04-9b4e4e2d872b", "metadata": {}, "source": [ "The minimum sample time is measurement dependent. It depends on such things as the integration time (`set_averaging_time()`),\n", "autozero on or off, autorange on or off, and the measurement range. Basically, MIN is automatically\n", "determined so that the sample interval is always greater than the sampling time (see above illustration). Use `dmm.get_sample_interval_min()`/`dmm.set_sample_interval_min()` to determine the recommended interval for the current\n", "measurement configuration." ] } ], "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 }