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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Calculate 1+1 with real quantum computer\n",
"\n",
"This software includes the work that is distributed in the Apache License 2.0 \n",
"https://github.com/QISKit/qiskit-tutorial/blob/master/hello_world/quantum_world.ipynb"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"3.6.5 (default, May 11 2018, 04:00:52) \n",
"[GCC 8.1.0]\n",
"qiskit version: 0.5.4\n"
]
}
],
"source": [
"import sys, qiskit\n",
"print(sys.version)\n",
"print(\"qiskit version:\", qiskit.__version__)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import getpass, time\n",
"import qiskit\n",
"from qiskit import ClassicalRegister, QuantumRegister, load_qasm_string\n",
"from qiskit import QuantumCircuit, available_backends, execute, register, get_backend\n",
"\n",
"# import basic plot tools\n",
"from qiskit.tools.visualization import plot_histogram, circuit_drawer"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Please input your token and hit enter: ········\n",
"\n",
"You have access to great power!\n",
"['ibmqx4', 'ibmqx5', 'ibmqx2']\n",
"The best backend is ibmqx4\n"
]
}
],
"source": [
"APItoken = getpass.getpass('Please input your token and hit enter: ')\n",
"qx_config = {\n",
" \"APItoken\": APItoken,\n",
" \"url\":\"https://quantumexperience.ng.bluemix.net/api\"}\n",
"\n",
"try:\n",
" register(qx_config['APItoken'], qx_config['url'])\n",
"\n",
" print('\\nYou have access to great power!')\n",
" print(available_backends({'local': False, 'simulator': False}))\n",
"except: \n",
" print('Something went wrong.\\nDid you enter a correct token?')\n",
" \n",
"def lowest_pending_jobs():\n",
" \"\"\"Returns the backend with lowest pending jobs.\"\"\"\n",
" list_of_backends = available_backends(\n",
" {'local': False, 'simulator': False})\n",
" device_status = [get_backend(backend).status\n",
" for backend in list_of_backends]\n",
"\n",
" best = min([x for x in device_status if x['available'] is True],\n",
" key=lambda x: x['pending_jobs'])\n",
" return best['name']\n",
"\n",
"backend = lowest_pending_jobs()\n",
"print(\"The best backend is \" + backend)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Execute with simulator\n",
"\n",
"ref:\n",
"[Basic Circuit Identities and Larger Circuits — Experience Documentation 2.0 documentation](https://quantumexperience.ng.bluemix.net/proxy/tutorial/full-user-guide/004-Quantum_Algorithms/061-Basic_Circuit_Identities_and_Larger_Circuits.html)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 0 + 0"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=461x305 at 0x7F960E340208>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q,c)\n",
"\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0], q[3])\n",
"qc.cx(q[1], q[3])\n",
"\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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xmFYIAAAUGnIhAGiFGs2F+Hx+ZGQkIaRPnz7q6uqSv5O2tvYPP/yQlpY2ffr05OTk8vLyPXv2BAQE9OjRY+7cuZLXz5TAwEBDQ8MJEyYwHQgAAID44uLiqFGVqFGhAQBaA+XGXoiLi/v06RMhZNCgQXS9mY+PT1FR0YEDB65evUqt+eKLLy5dukRLrsUIDodz7ty5JUuWKCs3+kkCAAAAAIAcavQMnt6HhShKSkr79+//3//+d+vWLQ6HY2NjM378+NpTGymc0NBQDofj4eHBdCAAAAAAACCaRnOhWbNmTZ06lRBC+00bKysrKysreutkSlBQ0JdfftlimgMAAAAA0Ho0mgupqKioqKjIMhSZsbCw4HA4tFSVnZ29detWWqoCAAAAAABZao1PuVCD19EiMTGRrqoAAAAAAECWFPhZHQAAAAAAALEhFwIAAAAAgNYIuRAAAAAAALRGrfF5IQAAgJbnw4cP5eXl3377LdOB/KuiooIQUlxczHQgAACNQi4EAADQEujq6qqqqt65c4fpQP7F5/M1NDT09fWZDgQAoFHIhQAAAFqCX3755ZdffmE6CgAARYJcCAAAQPHMmzfv1q1bJiYmTAcimvT09OXLl//0009MBwIAQAhyIQAAAEWUlpZWUVHRpUsXpgMRTUxMTGpqKtNRAAD8C7kQAACA4jExMeFwOOfOnWM6ENHo6ekp3L0sAGjBkAsBALRAampqVVVVTEfxHzo6Oh8/fmQ6CgAAgP+DXAgAoAWqqakZP368vb0904H869q1a2/fvmU6CgAAgP9ALgQA0AKx2Wx7e/t169YxHci/8vPzk5OTmY4CAADgP9hMBwAAAAAAAMAA5EIAAAAAANAatcZciMvl0vVIcWVlJS31AAAAAACAjLXGXGjJkiVz586lpSpzc/MDBw7QUhUAAAAAAMhSa8yFcnNzc3NzaanKzs5u3759tFQFAAAAAACyRE8uVFNTk5iYGB4eHhsby+PxaKmTWUK2yMPDIy4u7smTJ7KMDQAAgHGFhYVDhw7FLyAAKDRJx9Tm8Xj+/v5+fn7Z2dnUms6dO69Zs2bZsmUSx8YMkVrk5OSkr68fGBg4ePBg2YYJAADy6PPnzzdv3rx//35GRsbdu3fLysocHR2NjY379+/v5ORkbGzMdIC0SUtLe/ToUWRkJLO/gElJSZcvX379+nVubi6fz/fz83v69GmnTp3Gjh07fPhwVVVVBmMDAPkn0X2hyspKV1fXlStXUmmDpqYmISQ9PX358uXTp09XxBtEorZIVVV19uzZZ8+eLSsrYyBcAACQG+/evZs+fXr79u2nTZsWFhZWUFCgra2trKxcUVHx8OHDJUuWmJqafv311zdu3GA6UnpQeR1T2R2Pxzt58mSfPn0sLS1/+OGHFy9e8Pl8FovVtm3brKysEydOjB07tkOHDt9++21WVhYjEQKAQpAoF/Lx8QkLCyOELFiwIDc3l8PhxMTEuLq6EkJCQ0N37NhBT4wyJEaLPD09P336dOHCBVnHCgBAq9WrV6tIIDMzk+kWMObTp0/ffvttnz59Hj16tH79+ujo6MzMzIcPH06ePLlTp0537tyJi4vLyMgICAioqKiYMGGCg4NDXFwc01FLytDQUFlZmZFc6PHjx3Z2du7u7h06dDhx4kReXl5MTMzNmzdZLNaiRYseP36cl5f3+PHjhQsXhoSEdO/e/eeff66urpZ9nAAg/8TPhRISEnbv3k0ImTNnzpEjRwwNDVkslrW1dUhIiIuLCyHEx8cnJSWFtkilT7wW9e3b19bWNigoiIGIAQDo8/fff3PFZWBgYGpqynQLmJGcnPzVV1+dOnXK29s7ISHB29u7T58+9Yt17Nhx8eLFL168OHPmTFJS0uDBgxX9BhGbzTYyMjIxMZHx+x49etTBwYHP59+6devOnTtz5szR09OrH9tXX33l5+eXmJg4f/787du3jx07trCwUMahAoD8E/95ocOHD3O5XHV1dV9f39rr2Wz2nj17Ll++zOVyT5486e3tLXGQMiJ2izw9PZcvX56SkmJhYSHDeAEA6LRq1arac6+pqKgoKSkRQhISEtavX08IMTMzoy4Y8fn8mpoaLpcrKNyhQweZxysXYmNjhw8frq6u/vDhQzs7u2bLs1isWbNmjRkzZtq0aZMmTQoMDHR3d5dBnFJiYmIi4/tCmzdv9vHxcXNzO3bsmLq6erPlDQwM/P39x40b5+bmNnjw4EePHhkaGsogTgBQFOLnQmfOnCGE2Nvb1z8Ompub29vbh4eHU9fJJApQhsRukZub25o1a4KDgzdt2iSjWAEA6Eb1B67v2LFj1MLQoUOnTp0qw4jkXWFhoZOTk66u7oMHD4yMjITfUF9f/9atW25ubosWLeratevXX38tvSBrW716tb+/v9ibp6SkmJqaRkRE7Nu3r1evXnZ2dkZGRuHh4S9evIiKihozZsyiRYtojLa+P/74Y+PGjWvXrvX19WWxWMJvOGHChMePHw8bNmzKlCnh4eFqamrSCxIAFIuYfeSSk5Op0QX69u3bYAFqfUJCQkFBgdjByZIkLdLT03N2dg4ODlbE4SIUDo/Hw+cMikhxd92nT59SCwMHDmQ2Enkza9aswsLCy5cvi5QIUVRUVI4fP25tbT116lSZ/VDS0g0yLS3t+fPnT58+ffLkSX5+/rNnzyIjIyMjI9+9eyfV4N+8eTN//vzJkyfv2LFDpESI0rt379DQ0GfPnq1evVoa4ckbxT3gAMiYmPeFoqKiqIXGMocePXpQC9HR0SNHjhTvXWRJwhZ5eHicO3cuPDx81KhRUouxVcvNzf31118vXbqUlJTE5/O7dOkyadKkVatWdezYkenQAJrSAnbdZ8+eUQvIhWq7cuXK7du3//jjj549e4pXg6am5oULF6ysrH755Zdff/2V3vAaREs3yHnz5s2bN49a7tu379q1azU0NGQQ/Lp16/T19U+cOMFmi3kZ18HBwdvbe9OmTUuWLOnduze94cmJFnDAAZCxurkQn8+/ffv2qVOn4uLi2rZtO3DgwGXLlhkbG69Zs+batWtsNvvly5dqampFRUVUeUtLywbrFayX0vAJhw4dSkpKIoR4eXnp6+tLXqGELRozZoypqWlQUBByIWk4d+6cp6fn58+fBWsSEhL27Nlz8ODB33//fc6cOQzGBtCEFrDrlpWVvXnzhhCioqJiY2PDdDjyoqamZv369QMHDpwxY4Yk9ZiZma1YsWLPnj3Lly+XwROntHeDTEhISE1NtbKyoiG4Jt27d+/69evHjh3T0tKSpJ7Vq1cfOnRo/fr1ly9fpis2+dECDjgAsvefiytZWVkODg5jx449efLk8+fP7969u337disrq3v37l29ejUuLk5JSYnqZfvx40dqk8auBrVp04ZaKC0tlUbcZ8+e3bVr165duwSRSEjCFrHZbHd397CwMLriAYFz587NnDmz9sFdoLy83N3d/cSJE7KPCqBZLWPXjYyMrKmpIYTY2NjgKQuBR48excbGbt68WYzOWnV4eXmpqKgwOxipeN0gS0pKysvLc3JypBPUf/z+++9du3adO3euhPVoamquX7/+6tWrLW8I+JZxwAGQvf/LhZKSkgYMGHDv3j1CiKamppub29atWxcsWMDhcFxcXOLj40mto6TgjL+xGZ1VVFSoBSnlQrSTvEUeHh4VFRUhISFSiK71ysvLmz9/Pp/Pb6LM4sWLMZUeyJsWs+uig1yD/vzzTz09PVp6gOvo6IwZM+bixYuSVyU28b7lDx8+EEJkkAtVV1ffvHlz2rRpVI8+Cbm6urJYrBZ2X6jFHHAAZO/fXKikpGTUqFHUEW3o0KFJSUmnT5/esGHDkSNHTp48+fHjR+oPbNCgQVT54uJiaqHZzIHD4TRYoKamprGXhOHt7R0SEhISEkLX4JiSt8jS0nLo0KGBgYG0xAOUvXv3NruflJeX79mzRzbxAAipxey6yIUadP369YkTJyoriz8Wa23Ozs4xMTHp6em01CYqsbtBUtP1yGDgh4cPH378+NHJyYmW2gwNDQcNGnTt2jVaapMTLeaAAyB7/+ZCK1asSE1NJYTMnz8/PDy89pA4M2fO7NKlC7Us+C0UPHzZ2CglgvW1n7wUSE1NHTFihKCDshhGjBgxY8aMGTNmSNh1WEDCFlE8PT2fP39O/agALa5cuSJMsRZ2hQ9agBaz62IQufp4PF5KSkpjA+2IgZqblXoIVvbE7gZJpYKCC4XSk5iYSP7/p0SLPn36MPVpS0mLOeAAyJ4yIeT169fHjx8nhHTr1i0gIKDOhS4Wi2VpaZmcnKyhoSEYd0WQgdQekaY2wXodHR3ByrNnz1J9rO/fv8/j8eRqngrxWlSHq6vrsmXLgoKCqHF4xMPlch8/flxdXS12DWLjcDiVlZW0jEVBl4SEBGGKJScn37p1S+zBhWSAw+FUVVXVnxxdzlGJ/f3799u2bct0LE3JyMjo1KkT01H8B+O7Lp/Pb+LCjZA+fPiQlpZGCGnbtq1gLE3xVFdXV1ZW3rlzR8KQhPT+/XsejyeltysqKuJyuUVFRc3Wn5mZWVZW1mwxqpP2jRs3qJxESLm5ubT8Uoh9649KnISZ8LQ2KpMU6au5d++epqbmkydPmi3J5/MTEhKarbysrCw1NVVKu0d+fj4h5PXr17q6utKov0GMH3Bo9OnTp5qaGll+ejLA5/OzsrKoUelbkuzs7A4dOtB1h1xCNTU1ubm5og6ZaGxsTPh8vmBokbt37/IbQn15Q4YMEaz5+eefqU2ioqIa3OThw4dUgV9//VWw0t7evmPHjmPHjh0yZAghZO/evQ1uK22Ojo7Dhw+vs1K8FtXn4eFhZGTE4/HEDu/PP/+UeH8AACDTpk0T+0BEEVxsHjlypIRVDR06lNlPo0XS0dGR8Hvh8/nTp0+najt+/LhIG1IPEp85c0akrWh55gcAgBZt2rRRrqmpoe6Z2tjYODg41C+UlZVFDbdS+4qRtrY2tdDYQAKChylr30WJiIightxZv379o0eP6GkETcRrUX1VVVUqKiqSjCzk5OQUFRUl+QVdMZSVlVVXVzfdQBmbOXMm1TuiaWZmZhcuXJBBPGIrKyvjcrlyfnelvitXrmzatOnu3btytVfUl5ubK8Zkl1LF+K47ePBgW1tbCSsRdJATPCwqNjs7u/fv31+/fl3CeoQUGBh4+PBhYe4kiKGoqGjMmDGbN2+eMGFC0yV9fX2fPHnS7BWugoKCcePGCVNhbT/99FNubq7w5RsjdjdI8e4LaWlpubq6Ll68WPhNDh06dPr0acEVySZQE4E0O3j077//fvr06QcPHggfg/Dy8vImTpy4ffv20aNHS6P+BjF+wKHR58+fa2pqFO7nsml8Pj8vL0/efqckl5+fr6enJycXOHg8Xn5+vqjjCOjr6yu/ePGipKSEEDJixIgGCwl+S2ofJdu3b08tJCUlUTd56hD0xG3Xrp1gpeRjj0qPeC2qo6SkJCwsbNWqVZJEwmazaeyGruhmzZq1ZcsWYYr169dPBvG0NlQfub59+8pVz0mFwPiuy2KxJP99onHgBGVlZRUVFZn9nd6+fZvNZkvp7fh8vqqqqrq6erP1GxgYqKmpNVssMjKSEGJvby9SwHp6epKPWyBJN0gqCxJ1olU2m21sbCxSSwcNGnT06NHu3bsLrlo2wdTUVJjKzczMpLR7ZGRkEEK6du0qy18lxg84AIqLTR0ECSEmJiYNlhDkQrWvCwoeYaRukdcnyBwUZWpnWloUEhJSXl4umJAbJLd8+fJm70hoa2uvXLlSNvEACKkF7Lp8Pv/58+fU8oABA5gNRq6wWKyuXbu+evWKrgqjoqKoOumqUHiCdHfAgAGiXq+ksiBR7wuJoVu3boQQGj/wV69eNTavuoJqAQccAKawqTExSa1BpeugciEDAwNzc3PBSmtra+rwR13Nqi8mJoYQoqurSx3C5B8tLQoMDLS3t29hR1hmtW/f/uTJk0086Mlms48fP96hQwdZRgXQrBaw6yYkJFC/C6ampo1dLGu1HB0dr1+/3thYO6K6ePGinZ2dqI/80kKSbpDa2trKysp0jebahK+//lpfX//SpUu01JaVlRUZGTlp0iRaapMTLeCAA8AUtoGBAbUUHR1d/+XMzEzqolGdDhJqamrUceT+/fvUkCkNbjV58mR57hdXm+Qtio2Nffbsmaenp7RDbW0mTZp0+fLlBkdg09XVvXjxoouLi+yjAmiWou+6mFmoCc7OziUlJX/99ZfkVRUWFt69e5euyXNEJeG3rKenJ4MOtMrKyuPHj79w4QIt4+adPXuWxWK1sFyIKP4BB4ApbMFdjuvXr0dFRdV+rayszMPDg7ruVf8o6e7uTgipqKjw9fWt89KWLVv4fD4hxMPDQzphS4WELQoMDNTW1p42bZpUg2ydJk6cmJSUtG3btsGDB7NYLE1NzUGDBm3ZsiUpKanl/Z5BSyLYdfv3708I0dLSUqBdF7lQE7788ktbW1tvb+/GpqQT3tatWwkhjFxHk7wbpJ6enmymCli6dGl6evqRI0ckrKe0tNTX13fKlCkt7yl28t/fSurZ5t69eyvKAQeAMXw+X/CojJGR0bVr1yoqKgoLC8PCwqytrQXFbty4UX9kzPHjxxNCWCzW4cOHBSv3799P3aV1dnZubEhNLy8vItmY2q6urqampqampikpKaJu2+CY2hSxW1RVVWVgYLBw4UJRgwFRaWhobN26lekoWovg4GBCSEFBAdOBKDyqs9mxY8dk9o4qKio7duyQpAZBChQRESF5PKtXr+7YsaPk9Qhp+/btqqqqUn2LW7duEUICAwObKLN06VJLS8smCrx//15VVdXLy0uMANzc3Pr37y/GhrXfnfqKTU1NxavB3t5e1DkkdHV1f/75ZzHea8qUKYaGhsXFxU2UYbPZfn5+TRTw8vJSUVGJj48XIwAhpaenE0LOnTsnvbcQBjXs3tOnT5kNA0D+sQkhGzdupM71c3NzJ06cqK2t3b59+ylTpmhpaQnGCWjwitGRI0eMjY35fP6iRYv69evn6uravXv37777jsfjmZubHzp0iN60rbb8/PzMzMzMzEyRZqZrltgtunr1an5+PjrIAUDLUFVVRfUUkN5obIpu9OjRzs7Oy5Ytq9OlQnilpaXU+f26detoDU1Ykt/627x5s8x6wu/YsePz588zZswQ+3f/6tWrO3fu/P777xXlSWYAkAE2IcTFxSUoKEhTU5NaxeVybW1tAwMDHz9+TI3XaWlp2WCH4I4dO758+ZKalejly5fnz5+nZj4eO3bs06dPFfEGtNgtCgwM7Nmz5+DBg2UXKwCA1ERHR1MdpK2srIQZyLh1On78eOfOnZ2dnQUjsgqvoqJi1qxZKSkpFy9ebGKqBqmSPBcaNmwYfeE0o1u3bqdOnbpz5w51gVLUzSMjI2fPnu3g4LBt2zZphAcACkqZ+p+7u7uzs3NUVJSWllbPnj3btGlDCMnIyMjLyyNNHiWNjIzu3r376tWrW7du5efnm5qaOjg4CDrdSU9ERISUahajRTk5OTdu3NixY4eUQgIAkDGx599sVXR0dC5fvmxvbz9w4MALFy40ODddg7Kzs11cXKKios6cOWNnZyfVIJtA41y6suHs7Lxz5861a9dmZ2efOnVK+Cz93LlzHh4eXbp0OXv2rLKyslSDBADF8n9HBB0dHXt7+9qvCX/FyNbWVvIJzuWKSC06ceIEi8VqdqJrAABFgYEThGRpafns2TMXF5eRI0cuX778xx9/1NXVbaI8l8s9duyYj48Pj8e7c+fO0KFDZRZqHQraDXL16tWmpqaenp52dnY7duyYMmVK0530MjIyfv755xMnTjg6Op4+fRo3OQGgjkaHoieECIaXwW9h0wIDAydOnGhoaMh0IAAA9EAuJLyOHTvev39/+fLl+/fv79q169q1ax8/fly/E1d8fPzOnTutra0XL1785ZdfPn/+nMFEiChyN8gZM2Y8fvzY0NBw2rRpX3755YEDBzIzM+uUqaqqunXr1rffftujR49Lly7t3Lnz4sWLitVMAJCNpu4UU7+FysrKdN3zuX79OjVj6T///EMIuXPnTkVFBSFk8ODBdW5JKZDHjx/Hx8f7+fkxHQgAAG3i4uKYDkGRaGho+Pn5fffdd5s3bz5y5MiuXbt0dXU7d+6cl5dXXFz85ZdfpqenZ2dnq6ioODg4HD16VPjedNKj0N0gbWxsHj16dPHiRT8/v2XLln333XdmZmYdO3bk8XgHDhw4fvx4amoqh8MxNDRcunTp+vXrZTAJEgAoqEZzIT6fHxkZSQjp06ePuro6LW8WGhpKDdFLuXr16tWrVwkhXl5eipsLBQYGGhoaTpgwgelAAACASWZmZseOHTt48OD9+/cjIiKysrKePHlSXV1tZmY2ePDgAQMGTJgwgalhEuprAbf+Jk+ePHny5Nzc3MuXL8fGxmZmZmpra7dr165v377Tpk0bPXr04MGDqWFyAQAa02guFBcX9+nTJ0LrI5VBQUFBQUF01SYPOBzOuXPnlixZgmcxAQCAEKKqqjp69OjRo0czHUgzWkAuRDEyMlq0aBHTUQCAomr0DB4PCwkjNDSUw+F4eHgwHQgAAIAI0A0SAIA0kQvNmjVr6tSphBC6Osi1SEFBQV9++aWVlRXTgQAAAAAAgGgazYVUVFRUVFRkGYrMWFhYcDgcWqrKzs7eunUrLVUBAAAAAIAstcanXPz9/emqKjExka6qAAAAAABAljC+CgAAAAAAtEbIhQAAAAAAoDVqjX3kAABaPB6Pd//+faaj+D/Pnj2jJtcGAACQH8iFAABaIHV19YcPHz558oTpQP5VWVnZpk0bpqMAAAD4D+RCAAAtEF2jZQIAALRgyIUA/o+NjY2hoaGOjg7TgYigvLw8Pj7+6dOn7dq1YzoWYAaHw+nfv7+lpaWmpibTsYjg06dP2dnZr1+/ZjoQRZWRkZGUlDR9+nSmAxHN58+fMzIymI4CAOBfyIUA/lVVVRUdHd2jR49OnToxHYsI8vPz4+Pjs7KykAu1WtnZ2e/fv1dTU+vQoQPTsYggMzMzLi6urKxMsVI4+dGnT5/c3Nzi4mKmAxGNkZGRtbU101EAAPwLuRDAf3z33Xffffcd01GI4NKlS5MnT1ZXV2c6EGCMmpoaIcTb23vq1KlMxyKCgwcPLl26lMViMR2Iotq/fz/TIQCAvHNxcbl+/brCPa7J5XKrqqo+ffqkqqoq7fdCLtQSBAQErFy5UktLi+lA/vX582dPT8+DBw8yHQjINT8/vw0bNsjPfksI4XA4Gzdu/PHHH5kOBABAwXTs2LGkpEQGZ65Cqq6uVlVVLSwslKSSkpISY2NjZWVlZWW5OGGurKw0NjZOTEwUfhNlZWUdHZ3Vq1dLLyppePbsWVhYWFVVFXIhEEpZWVl1dfW8efPk5BgUEBBQWVnJdBQg76j9dsGCBWy2vEx05uvrW15eznQUAACK5/Pnz9bW1sOHD2c6kH/9888///zzj4SVlJeXl5eXT5o0qVevXrREJaG//vorPz9fpE309PT09fXXrVsnpZCk5PDhw2FhYbJ5L+RCLQH1oMimTZu0tbWZjoUQQk6cONG+fXumowB5p6urSwjZtm2bnFxv4/P5vr6+enp6TAcCAKB4NDQ07O3td+zYwXQg//rll1+eP38uYSVUJ94ZM2bMnj2bjqAkVVxc/ODBA6ajaGnk5XIsAAAAAACALCEXAgAAAACA1qg15kLU2BS0VIWnYgAAAAAAhFFcXMzj8ZiO4j9aYy60ZMmSuXPn0lKVubn5gQMHaKkKAAAAAKClysrKMjMzO3PmDNOB/EdrzIVyc3Nzc3NpqcrOzm7fvn20VAUAAAAA0FL99NNPhJBRo0YxHch/0JML1dTUJCYmhoeHx8bGytudL/EI2SIPD4+4uLgnT57IMjZowQoLC4cOHYo9ChQOdl0AAGhCdHT0iRMnvLy8jIyMmI7lPyQdypbH4/n7+/v5+WVnZ1NrOnfuvGbNmmXLlkkcGzNEapGTk5O+vn5gYODgwYNlG2brUlJScuPGjZiYmKysrIqKiiNHjuTl5Zmamo4aNcrOzo7p6OiUlpb26NGjyMhIZveod+/e/fXXX6mpqXfv3iWELF261MLCwsrKauLEiRgtXSQFBQXXrl179+5dWloaIWT37t2vX782MzMbN26clZUV09HRSU523VevXt2+fTszM/PKlSvUrGsdO3b84osvxo8fr6Ojw2BgAACt3Nq1a42Njb///numA6lLolyosrLSzc1NMBeSpqZmWVlZenr68uXLHz58GBISIj9TKApJ1BapqqrOnj07ODh47969mpqaTIQsqc+fP3M4HEKIpqZms9MTffjwgc/nE0IMDAxk8+VGRET4+vpGRERUVVW1b9/e2NiYEFJRUXH16tXs7Ox169Z17tx5zpw5a9asoSZZUnRUA6n/yl5ZWdm+ffsCAwPj4+NVVFSMjY2pqRXevn374MGD3NxcJSWlr7/+etWqVc7OzoxEqEAuXbr066+/Pnr0qKamxsjIyMDAgBBSWlr6559/5uTkrFq1qnv37h4eHsuXL1fQQ0cdzO66Hz9+3LVr16lTp9LS0tTU1ExMTCoqKgghL1++vHbtWkFBgaqq6ogRI9atWzdixAhGIgSA1kbOz69k7Pr167dv3z5+/Lgc/uRJ9HH7+PhQacOCBQtyc3M5HE5MTIyrqyshJDQ0VH7m2xKeGC3y9PT89OnThQsXZB0rTVavXm1kZGRkZBQUFNR0yeLiYkNDQyMjIwsLCxn0hIyPj58wYYKDg0NGRsbmzZvfvXuXn5//+vVrDQ2N7777Ljk5uaio6OLFiyNGjNi1a5elpeXevXtbQP9MQ0NDZWVlRk4og4ODu3fvvmHDhr59+4aEhBQUFKSlpW3evJkQEhERkZOTk5KSsnv37vLy8smTJw8ZMiQyMlL2Qa5evVpFApmZmTII8uXLl0OGDJk8eXJZWdnu3buTk5NzcnKo2fE2btyYlpZWUFAQEhLSt2/fn376qXv37sHBwTKIStqY2nV5PN7evXstLS39/PyGDx9+8eLFoqKi5OTkFStWqKiovH79Oj8//927d5s3b87MzHRwcJgwYUJ8fLyMgwSABinEIV1scnt+JXs1NTXr1q2zsbH55ptvmI6lAeLnQgkJCbt37yaEzJkz58iRI4aGhiwWy9raOiQkxMXFhRDi4+OTkpJCW6TSJ16L+vbta2tr2+yOLreePn1KLQwcOLDpks+ePaMW7OzslJUl7V3ZtJs3bw4cODAmJiYwMPD169fr1q3r2bNnnTKamprOzs7BwcHv3r0bO3bsqlWrpkyZQl2DUVxsNtvIyMjExESWb1pVVbVw4UIPDw8bG5vo6Ohz587NmDGjbdu2dYqZm5uvWLHi6dOnFy5cyM/PHzJkyKlTp2QZJyHk77//5orLwMDA1NRU2hGePn3666+/zs/PP3/+/NOnT1esWGFhYVGnTNu2bWfMmHHu3Lno6GgbGxsPD48FCxbQNdA/UxjZdTkcztSpU1etWjV27Ni4uLjg4GBnZ+f6Fx179uy5bt266OjowMDAmJiYgQMH3rhxQ5ZxAkCD5P+QLgn5PL9ixNGjR9+8eePn5yeft7zE/8QPHz7M5XLV1dV9fX1rr2ez2Xv27Ll8+TKXyz158qS3t7fEQcqI2C3y9PRcvnx5SkpK/ZMeOVdeXv7mzRtCiKqqqq2tbdOFBX/VgwYNkmpUgYGBixYtGjp06Pnz5/X19Zstb2Fhcfr0aUdHx/nz53/99dcRERF6enpSjVCqTExMZHlxvaKiYsKECQ8fPvztt9+WL1/ebHkWizVlypSxY8fOnTt3zpw5qamp1LAwsrFq1araOYOKioqSkhIhJCEhYf369YQQMzMz6ooGn8+vqanhcrmCwh06dJB2eNu3b9+wYYOLi8uJEyfatGnTbPnevXtfvXrV399/9erViYmJN27c0NDQkHaQ0iPjXbe4uNjBweH9+/enT5+eNWtWs+WVlJQ8PDycnJxcXV0nTZp06NChBQsWyCBOAGiMnB/SJSGf51eM4HA4mzZtmjRpkrwNHycgfi5EjQ5ub29f/8fP3Nzc3t4+PDz81KlTCpQLid0iNze3NWvWBAcHb9q0SUax0iQyMpI6svTt21dNTa3pwrL5Ww0PD1+8ePGMGTOCg4NVVFSE33DWrFldu3YdPXr09OnTb968KbMrK6tXr/b39xd785SUFFNT04iIiH379vXq1cvOzs7IyCg8PPzFixdRUVFjxoxZtGgRjdHWwefzFyxY8Pjx4ytXrowbN074Ddu0aRMaGrp69Wpvb++uXbsKcyZKC6rDan3Hjh2jFoYOHTp16lTZBFNHSEjIhg0bVqxYsWfPHuo5KyEtX768e/fuzs7OCxYsOHXqlEjbSkKhd10ulztjxoykpKR79+41e821Nn19/b/++mvevHlLliyxsLAYOXKk9IIEgKbJ8yFdQnJ4fsWUnTt3fvjwYfv27UwH0igx71UlJydTw6z17du3wQLU+oSEhIKCArGDkyVJWqSnp0d11lK4Xp6C27LC/PkJCot05iGSjIwMV1fXAQMGBAYGipQIUQYOHHj69OmIiAgvLy9phNcgWm7xp6WlPX/+/OnTp0+ePMnPz3/27FlkZGRkZOS7d++kGvyvv/56+vTpgIAAkRIhCovF2rVrl5OT0/z582NiYqQRnvCE74ogJa9fv/b09HRyctq9e7cYycy4ceMCAgLOnDnz66+/SiO8Bin0ruvl5XX37t3Tp0+L8Y2rqKgEBgYOGjRo+vTpGRkZ0ggPACTB+CFdcvJ2fsWUrKysPXv2LFq0qHfv3kzH0igxr51HRUVRC41lDj169KAWoqOjFeLCm4Qt8vDwOHfuXHh4uNzeAWyQ8JcikpOTqSSwQ4cO5ubmUorn559/5vF4YWFhzV5EaYyjo+P69et9fX0XLlwo+MqkipZb/PPmzZs3bx613Ldv37Vr18qgr9SHDx82btw4b948sXsKsdnsU6dOWVtbr169+tatW/SGJxLGf0jWrFnToUOHU6dOid0ZesGCBX///ffGjRu/+eYb2fT9UNxd9/3797/99puXl9ekSZPEq0FNTe3ChQs9e/b86aefjh8/Tm94ACAhxg/pkpO38yum/PTTT2w2W877iNXNhfh8/u3bt0+dOhUXF9e2bduBAwcuW7bM2Nh4zZo1165dY7PZL1++VFNTKyoqospbWlo2WK9gvZSGTzh06FBSUhIhxMvLS5hHSpolYYvGjBljamoaFBSkWLmQ8IcbGdzAjYmJOXny5Pbt2w0NDSWpx8vL69ixYz/++KNsBvej/RZ/QkJCamqqDCaf2bx5M5fL3bJliySVaGlpbd26dc6cObdu3RozZgxdsYmkrKyM6patoqJiY2Mj+wBu3bp1+/btkydPamlpSVLPjh07zp8/v3nz5v3799MVWxMUd9ddv369np6ehLd/DQ0N169fv379+hUrVrSwacoAFBrjh3RayNX5FVOoyVW3bNkib5Or1vGfS5hZWVkODg5jx449efLk8+fP7969u337disrq3v37l29ejUuLk5JSYm6YP/x40dqk8YuAQqeGy4tLZVG3GfPnt21a9euXbsEkUhIwhax2Wx3d/ewsDC64pGBDx8+pKamEkJ0dXW7devWdGEZ3LAOCAgwMDCQfJZeLS0tLy+vP//8k9nRNsX7xEpKSsrLy3NycqQT1P8pKysLCgpatmyZ5OPwuLm59e7dWzan7w2KjIysqakhhNjY2Ih9R1ESAQEBvXr1cnNzk7CeDh06LF26NDAw8PPnz7QEJh4533WzsrIuXrz4448/NjtfR7OWL1/eoUOHQ4cO0RIYANCC8UO65OTt/Iopcju5ah3/lwslJSUNGDDg3r17hBBNTU03N7etW7cuWLCAw+G4uLhQEzIIvifBGb+qqmqD9Qoe9pBSLkQ7yVvk4eFRUVEREhIiheikovZFi2afcJD2dQsej3f58mUXFxdaOtjMnDmTxWJdunRJ8qrEJt4t/g8fPhBCZHBC+ddff5WVldEy5gGbzZ4+ffqtW7eY+mNntjdFWVnZnTt3ZsyYQctQobNmzSovL//rr78kr0pscr7rXrx4kcViTZ8+XfKq1NXVXVxcLl++rHCPegK0YC2gg5xcnV8xhZpcdfv27XI4uWod//54l5SUjBo1ivoZGzp0aFJS0unTpzds2HDkyJGTJ09+/PiRmg1X8D0VFxdTC81mDg3O98LhcKikX2ze3t4hISEhISES9qcSkLBFhBBLS8uhQ4cGBgbSEo8MCP/nV11d/erVK0IIi8UaMGCANIJ5+fJlTk6Ok5MTLbUZGhoOGjTo6tWrtNQmBrFv8RcWFhJCZDDiyLVr18zMzBp7Ok5UkydPrqysDA8Pp6U2UTH7w3nnzp2ysjJnZ2daauvbt6+FhQV23SZcu3Zt4MCBdA3e7ezsnJeX9+LFC1pqAwDJtYBcSK7OrxghmFx19uzZTMfSvH+fF1qxYgV1O2/+/PmHDh2qPR7xzJkzf/rpp+TkZFJrvxQ8cdvY5TTB+tqP29bU1Pj7++/bty81NVVdXd3GxuZ///ufeB/TiBEjxNiqCeK1qA5PT08PD483b95YW1vTG540CA43xsbG1MNXjXn79m1lZSUhpHv37u3atZNGMHFxcYSQ/v3701Vh//79GTyhFPsWP/WnJ8YYeqJ6//59v3796Bq++YsvvlBTU3v//j0ttYmK2Q4GcXFxKioqX3zxBV0V9uvXj6lPkijIrjthwgS6auvXrx9Vp+KedQG0MC2gz5hcnV8xgppc9fbt2/I5uWodyoSQ169fUwPpdOvWLSAgoM7ELCwWy9LSMjk5WUNDQzAinuAR4cbmShes19HREaycN2/e6dOnp06d6u7uHhcXd/ny5W+++SYiIuLo0aN0t0tk4rWoDldX12XLlgUFBVGDL4mHz+enp6eLdN8sPz9fjHd5/vw5tbxkyRIhtxLyBi6Px/v48SOVPwspJiZGWVm5pKSk2X5WfD6/uLi42crV1NSysrKSkpKEP92vrq6m6heyfBPEvqxFnX2qq6uL+o4ZGRkiJTapqanm5ubNfozUrpWWlvbp06emS+rr68fGxor0pVN3EiT04cOHtLQ0Qkjbtm1pGTmwsLBQpFbExsa2b9+eupbUBOoDzM/Pb7ZyTU3N1NRUkWLIysoSvnDTZLnrUn9rKSkpIm2VlZWlpqbW7OdTVFTE5/ObLcbn89XU1KKior7++mvhYxAel8utqKiQcFANRnz8+FERz8xKSkq0tbWZPf2iutjk5eWJ9FdMO2qakKysLJmFUVNTI/kPKI2HdD6fL8xBoGli3OuW9vlVdXW1SI369OmTNLoBl5aWcjic8vJyJSWltm3btmnTRtCvipbJVal9KTU1Vfgudnw+v6SkRNQDl7a2NuHz+XPmzKH+fffuXX5DqKerhwwZIljz888/U5tERUU1uMnDhw+pAr/++iu15vz584SQP/74Q1AmNjaWqvn8+fMNViIljo6Ow4cPr7NSjBY1yMPDw8jIiMfjiR3exYsXRfoWBaiujEIS78JzQECAMJXL4Nqw9Hh4eIj71f0fwcMMx48fF2lD6sG8M2fOCL+Jr68vox+YpKqrq0X8dP/jypUrVD0jR46UpB4+n6/oD41s2bJFwk+AL9tdd+HChYx+YABAs/onV6Ki8ZA+efJkutrl5eUl/PtK9fzK1tZWjMo1NTXF/RT5fD6/srLy4cOHvr6+8+fPHzZsWGODwrVp06Zv375Tpkz58ssv2Wz2vXv3JHlT4dNICWlpaSnX1NRcvnyZEGJjY+Pg4FC/UFZWFjUeV+3LhIIBfBq7ii94glZwF2Xfvn3jxo2bOXOmoEyvXr127949Y8aMrVu3Mj6vsBgtalBVVZWKiookXY/GjRt39+5dkU7Lrl+//uuvv4p0JUxwD3rq1KmCIXQb079//8TERCL0peJ27dqNGDFCpBOd48ePh4SEXL9+vdmPztHRcdasWc12rfzjjz+Cg4Nv3rwp/HfB5XLHjx9PS2cnsW/xi3FxnRqj5vjx4yYmJsJvNXPmzK+++mr58uVNF7t9+/bOnTvPnz/f9G5PCHFzc7Ozs1uzZo3wMfz5558HDhwQvnyDaH/qdPHixSIdjnbv3v3ixYs//vij6WLUIDSrV69udlrbgICAe/fuhYaGCh9DXl7eN998Q8ttMVnuulRf4qtXrwrfGY/P50+cOHHOnDnNDvsREhJy/PjxGzduNFvnxIkTp02b5uHhIWQMIiktLf306VPHjh2lUbn08Pn8+Ph42UzRRq+UlBQTExNmBx/Lz893c3P78ccfae/ML5KYmJhVq1bt27evZ8+esnnHGTNmSP4MKo2H9D59+ty4cUPC3vLFxcXTp08XaaoAqZ5fffHFFwUFBSI9mr53717xJr9OT0//448//vrrrydPnpSXl6uoqFhYWHTv3t3Nzc3ExERbW1tHR0dNTa26uprD4VRWVubm5iYmJr579+7Vq1d8Pn/48OHdu3cfMWLEjBkzhg0bRs1fJzzqB+Ly5cvCD6lVXV2dlpbW2NQ4jdHT01N+8eJFSUkJafwJnCdPnlALtb+n9u3bUwtJSUlDhgypv5Wgf6TgXlWXLl1Gjx5dp5ijoyObzY6Nja2urmb2ZoIYLaqvpKQkLCxs1apVkkSipqbWYFLaBDEmcRL0hPn666+bPs0tKSmh2q6mpibkYU5ZWdnMzEyke6PZ2dmnTp2ys7NrdrYoJSWlrl27Nlv51atXO3XqVH+XawLVDVLy/VCSW/zUqaRIg+lROfDXX3/dtWtX4bfq3r27urp6sx8j1cvC3t5e8AfSID6fX1paam9vL9KX/vbtW+ELN4b2p2y7d+8uUitevHgRERExcuTIprNuaqTKXr16NVv5kSNHevbsKVIM1P4meb8gGe+61N+ag4ODSFtRv8HNfj4vXrxgs9nNFisuLq6qqho9erRiTQ0nAyIdPKG2jIwMQoiNjQ2zOxX1Jzlw4ECZPXWjqqoqeRZK4yFdVVVVmINA0/Ly8gghIp3HS/X8Sl1dvU2bNiI1KjQ0tOlnlur4/PnzqVOnTp8+/ejRI2Vl5SFDhqxbt87e3n7QoEHCHKs9PDwSEhKuX7/+7t27hw8f/vnnn7///ruxsbGrq+vixYuFzyqpB3ZGjBghgz7GbOqXjxDS2EVlQS5UO0fv06cPtUD1i6hP8LkLHjEKCAhwdHSsU0xDQ6NNmzbV1dWCYdyYIkaL6gsJCSkvLxfMwi7PhL/08vz5cz6fTwixs7OTXr7apUsXQgg1gBUt3rx5Y2FhQVdtIhEcBwcMGCDqHULqQCPG80Ki6tKlS0xMDF21JSYmVlRUyP4D59fqls3UCDxdunSprKykLuzRArtu0+jddaljDlMfOADUJg+HdMnJ2/mV8PLz8318fMzMzJYsWcLj8fbv35+dnR0eHu7j4zN8+HBhEiFqclUvL68hQ4YsXLjwxIkT2dnZt27dGj9+/IkTJ3r37u3k5PTgwQMZtEUkbMHjy41lI1QuZGBgYG5uLlhpbW1N/eZFRkY2uBX1W1V7kikNDY36U+O9f/++tLRUT0+vQ4cOkjRDcmK0qL7AwEB7e3tRb8/JXmVlZXR0NCFEWVm52b6nshnd8ssvv9TX16e6a0ru48ePDx48oHGwKZFIcotfW1tbWVlZBldBJkyYEBcXR9d4ZZcuXVJWVpb9heSEhATqwGVqaipSF0EajRkzRkVFha7JrBITE9++fYtdtwkTJkx4+PAhXZfPLl682K5duy+//JKW2gBAEvJwSJeQHJ5fCePz588bNmwwNzffsWPHpEmT3rx58+jRo6VLlzbdJaS++pOrKikpjR49+tixY5mZmXv37n3z5o29vf2IESOoT0lOsA0MDKilBsPKzMykvqo635OamtqkSZMIIffv368/iJlgq8mTJzd9cfH69euEkAULFojfAppI3qLY2Nhnz555enpKO1TJRUVFUf3Bvvjii2YTfdnMAqakpDRhwoSwsDAJJ56iXLx4sbq6mq4pX0Ql4dFNT0+v2Y6CkpswYYKKigo1oonkLly4MGzYMBmEXYc8/JC0a9du2LBhdH2SoaGhysrKEydOpKU2USnEruvs7FxdXS32GDO11dTUXLx4ceLEiY1NKwcAsiQPh3QJyeH5VbNCQ0OtrKx27tw5f/78pKSkoKCgXr16iVFP05OrtmnTZvny5fHx8adPn05JSenXr9/SpUtpGU5WcmzBXY7r169HRUXVfq2srMzDw4P6Uuvvl+7u7oSQioqK+sNYUcMZEUKafho1Kytr69atXbt2Xb9+vUSNoImELQoMDNTW1p42bZpUg6SF4HAjzJ+fSIUlsXDhwtTU1KCgIAnrqaqq+uWXX+zt7bt3705LYCKR/Ba/np6enp4erUE1oF27dq6urr/++iv1HIskrl+//uTJE0bGBJOTH86FCxc+ffqUurIjiZKSkj179kybNk1XV5eWwESiKLtut27dhg8f/ssvvzQ2/4HwgoODk5OTMZwdgJyQk0O6JOTz/KoxBQUFkyZNmj59eteuXV+9euXv708N7ywGISdXVVZWdnNze/fu3c8//3z8+PFevXoJM8KNtLH79u1LPSrD5/PHjx9//fr1ysrKoqKiP//8c9CgQXfu3KHK1d8vHR0dx48fTwjZs2fPkSNHBOsDAgKo+YKcnZ2HDh3a2Bt/+vRp4sSJKioq165dE2MSg+nTp3fq1KlTp07NTushPElaVF1dffLkyZkzZwo/DjqDhB8qKiMjIzc3lxDSvn176pEe6Rk6dOikSZN8fHw4HI4k9Rw8eDApKWnnzp10BSYSyW/xGxoatm3blu64GrB169bS0tLt27dLUkl1dbWXl1f//v1nzJhBV2DCk5OLatOnT+/fv7+Xlxc1RZXYtm3b9unTp19++YWuwESiQLuur69vcnLywYMHJamEw+H4+Pg4Ojra29vTFRgASEJODumSkM/zqwbdv3/fxsbmwYMHJ0+ejIiIoMZtExs1uaqfn58wo/hoaGj4+PjExsZ279594sSJq1atoiacZQqbELJx40Yq9Nzc3IkTJ2pra7dv337KlClaWlqCcQIavEx45MgRY2NjPp+/aNGifv36ubq6du/e/bvvvuPxeObm5ocOHWrsXT99+jRu3LiPHz8+evRIvFE78/PzMzMzMzMzaelSJSB2i65evZqfn68QHeSIKJdeZHyRZseOHUVFRe7u7mLP9PL8+XMvL6/Zs2czdVVJ8k9s8+bNkozJLjwLC4vvv/9+9+7d165dE7uSlStXvn37dvfu3bKJubaqqirqVjabze7Xr5+M3702Fou1e/fut2/frlixQuxKbty4sXv37u+//56RH0WiULvuwIEDZ8+e7eXlJYhZVHw+f+7cuYWFhYo+PRdAiyE/h3RJyO35VR2+vr4jR440MTF5+fLlN998I2Ft4k2uam5ufu/ePR8fH39//6FDh1JD9jGCTQhxcXEJCgoS3NDgcrm2traBgYGPHz+mJty1tLRssBd4x44dX758SQ0A/fLly/PnzyckJBBCxo4d+/Tp08YmY/r06dPYsWPz8/MfPHjQxDgEjBCvRYSQwMDAnj17Dh48WHaxiquoqIhqlJaWVrODG8r4Ik2vXr2OHj168eLFH3/8UYzN09LSXFxcunfvLuEFY0lIfnQbNmwYfeE0Y+vWrfb29m5ubuI9xbh///6AgIDt27fLMmaB6OhoqpeUlZVV/XFZZGzYsGE7duw4ePDgb7/9JsbmMTExs2bNGjZs2NatW2mPTUiKtesePHiwR48ekydPFq9rwIYNG8LCwo4ePSpet3gAoJ1cHdLFI8/nVwI8Hm/58uVeXl6LFy9+9OiRSLNxNMbX1/fDhw9idDNRUlLy8fEJDw9PSkr66quvqE9P9pSp/7m7uzs7O0dFRWlpafXs2bNNmzaEkIyMDCpLa+Kn0cjI6O7du69evbp161Z+fr6pqamDg4NgfOr6SkpKxo4dy+FwHj582ERq0ayIiAixt22aqC0ihOTk5Ny4cWPHjh1SColetR8JaPZWpuyvW8yePfv9+/dbtmzJyck5fPiw8JMVPHr0aOrUqcrKypcuXZLBYFaNUaxb/CoqKufOnRsyZMjQoUNPnTrl5OQk5IY1NTXr16/38/Pz9PRcu3atVINsjNizgkrJmjVr4uLivv/++4yMDF9fX+Hno7hy5co333xjbGwcGhrK4LCqirXramlpXbp06auvvho0aNCFCxcanBSuQZWVlYsXLw4ODv7pp5+anbIZAGRG3g7pYpDz8ytCSFVVlbu7+7lz57Zv3+7l5UVLnVlZWb/++uu3337bxJQzTRs2bNjjx4/HjRv39ddfX79+vX///rQEJjxlwZKOjk6dbtPCf0+2trbNDh1ICCkpKRkzZkx1dfW9e/dEHadPxoRsEeXEiRMsFmvOnDlSDYkuwh9ueDyeYIRxWf6tbt682djYeMWKFW/evNmzZ0+zvflLS0t37ty5c+fOPn36XLx4kcEp3hXxFr++vv7ff/89Y8YMFxeX//3vf97e3s3+bb58+XLVqlUPHjzYtGnTzz//LJs465PDp2yPHDnSuXPnjRs3vnjxYs+ePXZ2dk2XLygo2Lx5c0BAwMiRI8+ePcvIkAkURdx1zczMnj175uLiMnLkyB9++OGHH35o9lrygwcPVq5cGRMTc+DAgSVLlsgmTgAQhhwe0kUl/+dXZ86cuXDhwrFjx5oe20wkP/30E5vNlvBkoGfPnn///bejo+PJkydlnws1lbYKElxavqePHz+OHj2axWKFh4fLeSIkqsDAwIkTJxoaGjIdiFCEP9y8ffuWGsagW7duMhgeqrYlS5bcuXOnoqJi+PDhjo6OoaGhpaWl9Yu9efNmy5YtlpaWvr6+33777YMHDxhMhIjC3uLX1dW9fv36hg0bjh07Ro3r+OLFC2rgxNoqKiquXr06c+bMAQMGpKWlXbx40dvbW/aPCQnI4Q8ni8Xy9va+ePFiWlragAEDZs6ceeXKlfLy8jrF+Hz+ixcv1q9fb2lpeezYsQ0bNly/fp3BRIgo7K7bsWPH+/fvf/vtt76+vl27dt2yZUuD07ByOJzQ0FBqmISKioo7d+4gEQKQN3J4SBeV/J9fubm5xcXF0ZgICSZXlaSrF8XExCQyMlK8fuYSUm7iNepLFWa6KGF4eno+f/7c3t5+zpw5fD6/zpgHgYGBxsbGkr+L7D1+/Dg+Pt7Pz4/pQIR19epVIUtaW1vXPyGWmWHDhr1+/TooKGjnzp3Tp09XU1OzsbExMTGprKz8448/Hjx4kJCQkJqaqq6uPnny5M2bN8vDs2eKe4tfWVl58+bN33777aZNm/bt27djxw4TE5OePXtSKej8+fMLCwujoqI+f/5samrq5+f3v//9T/jui1ISFxfHbACNcXJyGjt2bEBAwK+//nr27Nk2bdrY2NhQF4AOHjx4+vTpuLi47OzsNm3auLm5+fj4MJvAUxR319XQ0PD391+2bJm3t/e2bdu8vb3NzMy6d++enZ3N5XKnTJmSnZ0dHR1dUVFhaWl55MgRDw8P4bsvAoDMyO0hXXjyf36lqqpKywNCAj/88EPHjh1XrlxJS21MXV1tNBfi8/nU/bs+ffqoq6tL/k7UBKb3799v8NWysjLJ34IRgYGBhoaGTM0T37IpKSktWLBgwYIFb968uXTp0uvXr7Ozs5WUlEpKSszNzceMGTN69Ohx48Yx+HRQHYp+Watjx46HDx/29/e/c+fOzZs309LS0tLSlJWV8/PzTUxMVq1a5eTk1K9fPwbvBSkKNTW1VatWrVy5MjIy8sqVK7GxsdnZ2crKykVFRUZGRi4uLuPGjRs1ahQth1ZaKPqu261btz/++IPD4dy8efP27duZmZklJSXUrmtmZjZp0iRnZ2cJR4wFAIA6qqqq9u7d2+yssnKu0VwoLi7u06dPhL7naB8+fEhLPXKFw+GcO3duyZIlyspN3WEDCVlbWyvEeYyin1BS1NXVHR0dHR0dmQ5E4bFYrP79+8u+67MYWsauq6WlNW3aNIWY8BoAoAWQ3khmstToGTy9Dwu1VKGhoRwOh8ael6DQWsAtfmidsOsCAEDr1GguNGvWrKlTpxJC5KcXhxwKCgr68ssvmx1FHgAAAAAA5E2juZCKigqDM11IlYWFBTV8h+Sys7MZnBsRAAAAAADE1hqfcvH396erqsTERLqqAgAAAAAAWWpmWlwAAAAAAIAWCbkQAAAAAAC0Rq2xj1zLU1FRQQgJCgqSk4EuysrK6HoiC1owalaxo0ePstlycVGGmvlOcec6AwBgUFVVVXR09OHDh5kO5F/Pnz/n8Xi0VBUeHv7582daqpLQu3fvysvLmY6ipUEu1BIUFRURQlasWMF0IP8nJyeH6RBA3hUWFhJClixZwnQg/1FQUMB0CAAAiqeiouKvv/7666+/mA7k/0g+BpiysjKLxQoMDAwMDKQlJMnp6uqKVL6srKy0tDQ0NJTeMN6+fWtpaamqqkoISUpK6tChg7a2No31R0ZG0lhb05ALtQQ+Pj7ff/89Xdc/aCHq3yq0Qn5+fj/99JNc7bdsNltHR4fpKAAAFE9xcbGc3DwR0NTUlLAGfX39z58/U71v5ISWlpZI5VNTU7OysqZPny6leKSHxWIpK8siT0Eu1ELgBI4uISEhMTExTEchgtTUVEIIl8tlOhBxYL+lBfXt//7777du3WI6FhG8ffuW6RAAgDaqqqrUXYIWRkNDQ0NDg+koxBcREVFYWEjvV1NYWNitW7cDBw7MnDmTEGJpaenh4bFhwwYa34Iim0c/kAsB/EtZWVlfXz8lJUWxOvhVV1dra2sjqWjNdHR02rZt++7du6SkJKZjEUFFRYWenl6LPHkCAJATysrKhoaG9NZZU1NDCGnTpg3VCYjFYqmrqytuhyDkQgD/YrPZeFYEFFH79u1LSkqYjgIAWovbt29Pnjy5Q4cOcjLyjZD4fH5eXt6xY8eouxkAFORCAAAAACCswsLCsrKygQMHtmvXjulYRFBeXn7y5Elc9IQ6kAsBAAAAgLCoEcM2b97co0cPpmMRQV5e3smTJxW3KxdIiSLd3AQAAAAAAKALciEAAAAAAGiNkAsBAAAAAEBr1BpzIS6XW1VVRUtVlZWVtNQDAAAAAGLg8/lyNW03KJbWmAstWbJk7ty5tFRlbm5+4MABWqoCAAAAAFFNmzbN3d2d6ShAUbXGXCg3Nzc3N5eWquzs7Pbt20dLVQAAAAAgkvDw8LCwsGHDhjEdCCgqenKhmpqaxMTE8PDw2NjYlnGbUsgWeXh4xMXFPXnyRJaxAQAAAACPx/vhhx+srKw8PT2ZjgUUlaTzC/F4PH9/fz8/v+zsbGpN586d16xZs2zZMoljY4ZILXJyctLX1w8MDBw8eLBswwQAAAB5UVFRER4eHh8f/+7dO0LIoUOHUlJSzM3NR48eLcsJbUpLS+/cuZOcnPz3338TQnbv3j148GALC4vRo0e3adNGZmHIzMmTJyMjI69fv66sjAkzQUwS7TqVlZVubm5hYWHUPzU1NcvKytLT05cvX/7w4cOQkBA2W8H64InaIlVV1dmzZwcHB+/du1dTU5OJkAEAAIAxDx8+9Pf3v3nzJofDYbPZ7du3J4S8fPny0aNHVVVVysrK9vb28+fPnzlzJovFkl4YV65cOXTo0N27dysrK1VUVNq2bUv+f/8xLperoaExcuTIpUuXjh8/XnoxyFh5ebm3t7eDg0NLahTInkS5io+PD5U2LFiwIDc3l8PhxMTEuLq6EkJCQ0N37NhBT4wyJEaLPD09P336dOHCBVnHCgAAAMx5//69k5PTsGHDoqKili9f/uzZs6qqqhcvXhBCDh8+XFlZ+f79++3bt3M4HDc3t/79+0dEREgjjOfPnw8bNszJySkzM/Pnn39+/fp1ZWXlxYsXCSHXrl2rrKyMiory8vJKTU2dMGHCyJEjX716JY0wZG/37t2ZmZl+fn5MBwIKji+u+Ph46o7knDlzaq+vqalxcXEhhCgrKycnJ4tdv/Q4OjoOHz68/nqxW2RraztixAhphQsAAABy5vr16zo6OiYmJr///nt1dbVgfXp6OiHk3LlztQvfvn3b1taWxWL5+PjweDwawzhy5IiqqqqZmdnx48dr1/zw4UNCyNOnTwVreDzeuXPnLC0t1dTUAgMDJXnTq1evEkLi4uIkqURCeXl5bdu29fT0FH4TatysU6dOSS+qViI/P58Qcvz4ceqf+vr6GzZsYDYkSYh/X+jw4cNcLlddXd3X17f2ejabvWfPHiUlJS6Xe/LkSbHrlz2xW+Tp6Xnv3r2UlBRZRQoAAACM8ff3d3R0HDRoUGxs7KJFi5p9WGXUqFHPnj1btmzZpk2b5s2bR9coUz/88MPChQunT58eFxfn7u7edB88Fovl6uoaHR3t5OTk6en5008/0RIDU3x8fKqrqzdu3Mh0IKDwxM+Fzpw5Qwixt7c3Njau85K5ubm9vT0h5NSpU5IEJ2Nit8jNzU1VVTU4OFj6MQIAAACT/vzzz5UrV86fP//atWvt2rUTcitlZeXffvvtwIEDJ0+e9Pb2ljyMffv2+fn5bdy48eTJk+rq6kJupampefbs2fXr1//yyy+HDx+WPAxGxMXFHT16dO3atZ06dWI6FlB4YuZCycnJ1DBrffv2bbAAtT4hIaGgoEDs4GRJkhbp6ek5OzsHBwe3jPHEAQAAoEGxsbHu7u5jxow5ePCgGGOXLVmyZP369du2bTt//rwkYURERKxatWr+/Pk+Pj6ibstisbZt2zZ79uzvvvuOGm5O4axZs0ZPT2/NmjVMBwItgZi5UFRUFLXQWObQo0cPaiE6Olq8t5AxCVvk4eGRnp4eHh4unegAAACAeStXrtTT0wsJCVFSUhKvhi1btowaNer7778vKysTr4aampply5b17dv3wIED4tVACDl69GjPnj2XLVumcJdx7927d+3ata1bt2prazMdC7QEdXMhPp9/69Ytd3f3gQMHjho16scff8zJySGErFmzxsrKqnfv3pWVlYSQoqIiqrylpWWD9QrWS+kpmkOHDq1du3bt2rWFhYW0VChhi8aMGWNqahoUFERLMAAAACBvbt26dfv27a1bt+ro6IhdCZvN/u233/Ly8n777TfxaggKCoqNjd25c6eqqqrYYairq+/cufPly5d//PGH2JXIHo/Ho85IPTw8mI4FWoj/5EJZWVkODg5jx449efLk8+fP7969u337disrq3v37l29ejUuLk5JSUlNTY0Q8vHjR2oTDQ2NBusVTOlVWloqjbjPnj27a9euXbt2CSKRkIQtYrPZ7u7uYWFhdMUDAAAAcmXv3r3W1tazZ8+WsB4rKys3N7e9e/fW1NSIF8bYsWMdHBwkDGPcuHHDhw/fvXu3hPXIEjW56u7duzG5KtDl/3KhpKSkAQMG3Lt3jxCiqanp5ua2devWBQsWcDgcFxeX+Ph4QsjAgQOpwoIz/sauSaioqFALUsqFaCd5izw8PCoqKkJCQqQQHQAAADCptLQ0PDzczc2Nlnnkv/nmmw8fPvzzzz+ibpiYmBgbGztnzhzJY6DCePXqlaIMhIvJVUEa/s2qS0pKRo0aRXWHGzp06Llz54yMjKiXHBwc3NzcqOVBgwZRC8XFxdRCs5kDh8Op/2plZWV1dbWWlpbYcXt7ey9evJgQYmhoKHYltUnYIkKIpaXl0KFDAwMDqcAAAACgxbh582ZlZaWzszMttQ0fPrxdu3aXL18eMmSISBteunRJRUVlwoQJtIQxadIkJSWla9eufffdd7RUKFXU5Kp//vkn04FAi/LvtY0VK1akpqYSQubPnx8eHi5IhAghM2fO7NKlC7UsuC9UVVVFLTT2yJ1gPZfLrb0+KCjIxsZGU1NTW1vbzMxs+/btFRUVYsQ9YsSIGTNmzJgxQ5KEqjaxW1Sbp6fn8+fP37x5Q0tIAAAAICfevn3btm3bXr160VKbiopKv3793r59K0YYPXr00NXVpSWMDh06dOnSRYwwZO/Dhw9+fn7z5s2zs7NjOhZoUZQJIa9fvz5+/DghpFu3bgEBAXW6YLJYLEtLy+TkZA0Njd69e1MrBRmIIIWoQ7Be8Hwhj8dzc3M7e/bsmDFjPD0927Rpc/78+R9//PHevXs3btyg5Y6zJMRoUX2urq7Lli0LCgqSsPdtaWlpExmXVPF4PMa/i6bJf4SNUdDIFSJsBCk9Cho2kZvI5SQMUSHs+tLS0oyMjAS9SBpTUlJCCPn8+XOzJdu3bx8XF9dssTrS09M7dOjQ7FZUf/7S0tJmSxoaGqanp4sURmMdZGhRXl7OZrOpp9Nro2tyVWG+GmmoqakRe+xBeUM9V/L58+fCwkI2m83n8ysqKhj5VOsQ40PW1NQkfD5f0Ov07t27/IaYmpoSQoYMGSJY8/PPP1ObREVFNbjJw4cPqQK//vortWbv3r1KSkonTpyoXWz06NGEkFOnTjVYiZQ4OjoOHz68zkoxWtQgDw8PIyMjHo8ndng3btyQeGcAAAAAkKInT56IfarD5/MLCwsvX768fft2T0/PoUOHmpmZ6erqClJZFoulq6trYmIydOjQefPmrVixQklJae3atZK8Y1paGrOfGMghfX195ZqamsuXLxNCbGxsGhyTJCsrKzMzk9TqIEcIEYzp3thAAtSjR6TWXZSJEyd++PChztN+EydOvH379uPHjyUflUVCYrSoQVVVVSoqKiwWS+xIvvrqq2PHjjFyX+jDhw/l5eVmZmayf2vhvX//3sTEROFmFcjLy6uqqlK4GbIrKyvj4+O/+OILpgNpCo/He/36dZ8+feT8MvabN28sLS2Fnx5eTmRkZKiqqtL1ZKbMcDicrKwswbxwTCkqKiopKbGwsGA2DFFxudzY2Ng+ffpI8lvGiLi4uE6dOgnGfaVXQEBAXl7e5s2bmy5WXFzs5eW1aNGifv36NV0yMDAwISFh+/btIoWxdetWLS2t77//vuliiYmJfn5+69evNzc3b7qkn58fl8tdv3698DHExMTs379fjIHFeTzevXv3Ll26dP/+/ZiYGB6Pp6qqamFh0b179379+mlpaWlpabVr147P55eUlJSXl5eUlCQnJz979iwuLo7H4+3atev69ev29vYuLi4jRowQ9Q4Ada/J09NT8PS7zFRVVcXFxfXp00fG7yslHA5n9erVHh4eOjo6nTt3/vnnn+3t7el6lE5sFRUVSUlJgi5sQjI2NlZ+8eIFdT93xIgRDRZ68uQJtVA7F2rfvj21kJSU1OBjf0lJSdRCu3btqAVLS8tffvmlTjFqdiC6nvmRhBgtqq+kpCQsLGzVqlWSRNK2bVtPT09JagAAAAB6paSkBAYGLlq0qOliGRkZXl5eo0aNcnV1bbrk5cuXtbS0mq2wjvv378fHxze71aNHj/z8/CZPnlz75K1B+/fv79+/v0hhXLt2bf/+/SKlyq9fvw4ODj579mx2draBgYG9vf38+fPt7e179erV7OjY9+7dGzFihI+Pj4GBwcOHD8+fP3/gwAFDQ0NXV1cPDw9RHx9ycHBg/Pq7oisoKFi9evXw4cPd3d0JIb/88outra2oe7L8YAvuGJqYmDRYQpAL1U6jBaktNdZ2fYLMoYn8rKqq6vTp04SQyZMnixS0NNDSopCQkPLy8nnz5tEdHQAAADDJzMysoKCArhneCSFxcXFidMQwMzNLTEykq/NIZWVlSkpK586daamtQY8ePZo0aZKNjU1gYODIkSMvX76cnZ0dGhq6bNmyPn36NJsICSZX/emnn/73v/+FhITk5OQ8fPhwxowZ586d69ev35AhQ65cucLn86XXBGjZ2IK/6saeeaJyIQMDg9q3Wa2trameHpGRkQ1uFRMTQwjR1dXt1q1bgwXy8vKmTp2anJz8zTfffPXVV+K3gCaSt4gQEhgYaG9vb2lpKaUgAQAAgBHjxo3j8XhXr16lpbbY2NikpKRx48aJuuHYsWM/fvwoeIZZQuHh4RwOR0rT9Tx48GDAgAFDhw59//79oUOHcnNzT5w4MWnSJJGmSaUmV92zZ49gKzabPWTIkN9++y09Pf3o0aNFRUVOTk52dnYRERHSaAW0eGwDAwNqKTo6uv7LmZmZz549I//tIEcIUVNTmzRpEiHk/v37+fn5jW01efLk+rdQZ8yY0bt3786dO1+9enXBggVHjhyhqS0SkaRFlNjY2GfPnqF7GwAAQMtjbm7ep0+fsLAwWmoLCwtTU1MbO3asqBsOGTKkffv2Fy5coCsMY2PjAQMG0FKbQHZ29uzZs4cPH15RUREaGhoXF7do0SIxnpYUTK7aYNKopqY2f/782NjYK1eu8Hg8BwcHV1dXaoYYAOGxBXc5rl+/HhUVVfu1srIyDw8Paizp+v1NqT6CFRUVvr6+dV7asmULdbPSw8Oj/luWl5draGhoaWmxWKzy8nLBmASME7tFlMDAQG1t7WnTpkk1SAAAAGCEh4fH1atXX716JWE9JSUl/v7+U6dObdu2rajbKikpzZkzJygoKCsrS8IwUlJSTp48OXfuXHoHngkMDOzZs+e1a9f27Nnz6tWradOmiV0/Nbmqn59fE2VYLJajo+PLly8DAgIiIiJ69ep16NAh8d4OWik+ny94VMbIyOjatWsVFRWFhYVhYWHW1taCYjdu3Kg/OiF1U5XFYh0+fFiwcv/+/dRO7+zs3MTIhjwe7/79++3btzcwMIiOjhZ1YERXV1dTU1NTU9OUlBRRt21wTG2K2C2qqqoyMDBYuHChqMEAAACAQqioqDAzMxs1alQTZdLT0wkh586da6KMl5eXqqpqUlKSeGHk5+fr6Oh4eno2UYbqRPf06dMmysyaNUtfX7+4uFjUAKiOgnFxcXXWf/r0yc3NjRAybdq03NxcUautIy8vjxpNSvhNCgsLZ82aRQhxcXEpLCys82pubi6R+TwuLRLVf+r48ePUP/X19Tds2MBsSJIgfD4/LCysdsouGBJ68ODBgnECCgoK6m+cmZlpbGxMFbCzs5s2bZrgLpO5uXlOTk6zb//nn39S24o6Ic/w4cOpN0pMTBRpQ36TuZDYLaJumv/zzz+iBgMAAACK4syZM4QQPz+/xgo0mwvdvn1bWVl51apVkoSxY8cOFosVEhLSWIFmc6Hg4GBCyG+//SbGuzeYC1HTBmhoaBw8eFCMOuv79ttvNTQ00tPTRd0wODhYS0urU6dOr169qr0euRBdWmAuxOfzjx8/rqmpSZ30s1gsOzu7wMDAmpoaak4JS0vLxrbPycmpPyvR2LFj8/LyhHl7LpdLva+ot4aklAvxxW2Ro6Njz549RY0EAAAAFMuSJUuUlJQuX77c4KtN50Lv37/X09MbMmRIZWWlJDHU1NQ4OTlpaGg0lu00nQs9evRITU3N1dVVvKnh6+dCjx490tPT69at2+vXr8WosL53794pKyt7e3uLt3l8fLyVlVXbtm1v374tWIlciC4tLBf6d1AOd3d3Z2fnqKgoLS2tnj17UvOUZWRk5OXlkYYeFhIwMjK6e/fuq1evbt26lZ+fb2pq6uDgIPxkUkpKSu3bt09PT8/IyBBpCirpjRYiRotycnJu3LixY8cOKYUEAAAAcuK3335LSEiYOnWqv7//4sWLhd8wIiLC1dVVR0fnwoULqqqqksTAZrNPnTo1ZMiQkSNHnjhxwsXFRfhtz5496+npaW1tHRwcTMt0uleuXKGGxbp27VqHDh0kr5AQsmbNGj09vTVr1oi3ebdu3R49euTk5DRx4sTg4GCq4xxAg/5vWEMdHR17e/var1Ejp5EmcyGKra2tra1t02VevHjRv3//OisrKyuph/9qP5skD4RpkcCJEydYLNacOXOkGhIAAAAwTkVF5cqVK99+++2SJUv++eefbdu2dezYselNOByOn5/f9u3bBwwYcOHCBVoSBm1t7fv378+aNWvq1Knff//9zz//rKur2/QmBQUFGzduPHDgwKRJk06dOiXoECSJoqKiKVOmDB8+PCwsTFtbW/IKCSH37t27du3a4cOHJalQT0/v9u3bs2fPXrlyJXIhaEJTI3s8f/6cWmg2FxLGtGnTQkJC6qw8cuRITU2NtbW1GNONyY/AwMCJEydS/QkBAACgZVNXVz9+/PjevXsvXrzYvXv3devW1RmJVyA1NXX37t3dunXbtm3b4sWLw8PDjYyM6AqjXbt2V69e3bBhw8GDB7t27bply5bG5ot/9+7dxo0bLS0tAwMDN27c+Oeff9KVt+jp6d26devatWt0VSiYXLWJkXuFpKGhcf78+bi4OFoCg5aqqemuqPtCysrKwt8hacKmTZvc3NzOnz+/ZMmSgQMHVlVVnTt3bu3atcrKytQDfArq8ePH8fHxTQ/4CAAAAC3MihUr3NzctmzZsm/fvp07d5qbm/fv359KCYKCgi5duhQTE/P69WslJSVnZ+dffvmlZ8+etMegpKS0ZcuWBQsW/Pzzz1u2bPH29u7Zs6eNjQ2XyyWE7NmzhxDy6tWr+Ph4VVXVb775ZtOmTaampvTGMGLECBprO3XqVGRk5PXr10WakrUxbDa7Xbt2ktcDLVij+xmfz4+MjCSE9OnTR4zpseqbO3eurq7uihUrRo0aJVhpYWERHBzcr18/yetnSmBgoKGh4YQJE5gOBAAAAGTKwMDA399/x44df/311+XLl+Pj4zMyMgghT58+7dKlS/fu3b///ntHR0fBvPZSYmZmduLECX9//+vXr1+9ejU5OTklJYUQcu/ePQsLiwEDBmzevHn8+PFiTGcke69fv548eTI1xwmADDSaC8XFxX369IkQMmjQILrezMnJady4cffv33/x4oWysnK/fv0GDx5MS3dVpnA4nHPnzi1ZsoSWqxcAAACgcDQ1NV1cXEQawEAa2rVr5+bmRs3wo7h27drFdAjQujR6Bk/vw0ICqqqqo0ePHj16NI11Mig0NJTD4UjepRUAAAAAAGSs0VyIGpmEEEJLB7mWKigo6Msvv7SysmI6EAAAAAAAEE2juZCKioqKioosQ5EZCwsLDodDS1XZ2dlbt26lpSoAAAAAAJCl1viUi7+/P11VJSYm0lUVAAAAAADIUlPzCwEAAAAAALRUyIUAAAAAAKA1Qi4EAAAAAACtUWt8XggAAAAAxMPn8wkhf//9NzWxLF2KioqUlZWpCWE/f/5cVlZG7xy1xcXFhBAej0djndACIBcCAAAAAGFlZmYSQjw9PZkORBzJyclMhwDyBbkQAAAAAAhr8eLFXbt21dPTo7faBQsW6Onp7dy5kxCyZcuWmJiYc+fO0fsWhYWFo0aNordOUHTIhQAAAABABKNHj6a9Ti0trXbt2vXr148Q0r59ew0NDWoZQKowdgIAAAAAALRGyIUAAAAAAKA1Qi4EAAAAAACtEXIhAAAAAABojZALAQAAAABAa4RcCAAAAAAAWiPkQgAAAAAA0BohFwIAAAAAgNYIuRAAAAAAALRGykwH8B81NTUpKSnp6emGhoZWVlZstgKkaooYMwAAAAAAyMuJO4/H27t3b+fOnbt16zZy5Ehra2sLC4t9+/YxHVdTFDFmAAAAAACgyEUuVFlZ6erqunLlyuzsbEKIpqYmISQ9PX358uXTp0/n8XhMB9gARYwZAAAAAAAE5CIX8vHxCQsLI4QsWLAgNzeXw+HExMS4uroSQkJDQ3fs2MF0gA1QxJgBAAAAAECA+VwoISFh9+7dhJA5c+YcOXLE0NCQxWJZW1uHhIS4uLgQQnx8fFJSUpgO8z8UMWYAAAAAAKiN+Vzo8OHDXC5XXV3d19e39no2m71nzx4lJSUul3vy5EmmwmuQIsYMAAAAAAC1MZ8LnTlzhhBib29vbGxc5yVzc3N7e3tCyKlTpxiIrHGKGDMAAAAAANTGcC6UnJxMjT3Qt2/fBgtQ6xMSEgoKCmQaWeMUMWYAAAAAAKiD4VwoKiqKWmgsr+jRowe1EB0dLZuQmqWIMQMAAAAAQB3SnWs1LS0tODj45s2bqamp5eXlnTp16tKly+LFi8ePH08VKCoqohYsLS0brEGwXkpDERw6dCgpKYkQ4uXlpa+vL8wmjMcMAAAAAACSk1YuVFlZuXXr1h07dnC5XMHKkpKSN2/eXL58efjw4REREYSQjx8/Ui9paGg0WE+bNm2ohdLSUmnEefbs2Xv37hFCFi9eLGQuxHjMAAAAAAAgOankQqWlpRMmTHj06BEhZMCAAa6urubm5kVFRampqSEhIampqebm5lRJQV6hqqraYFUqKiqCOqURqhgUMWYAAAAAAKiD/lyIy+VSiZC6uvqhQ4fmzp1b+9VNmzYFBAR8/fXX1D+Li4uphWbzCg6HU//VqqqqsrKydu3aiR2tt7f34sWLCSGGhoZCbiJhzAAAAAAAIBf4dFu/fj1V8/nz55stvGDBAqpwYmJigwVevXpFFVi5cmXt9VFRUaNHj2az2YQQc3PzQ4cO0RO9EMSOWUg3b95ksVgy3QkAAAAAAFoZAwMDmu8LpaSk+Pn5EUImTZo0derUZstraWlRC1VVVQ0WEKzX0dERrIyMjBwxYgSbzV61apWurm5YWNjixYuzsrI2b94saQOEIF7Mwhs8ePCRI0dqamrEC08SeXl55eXlgh6M8unt27empqZt27ZlOhDR5OTkVFVVmZmZMR2IaCoqKt6/f9/YkIlygsfjvXr1ytbWlro4Ireio6N79Oihrq7OdCCiSUtLU1VVrT+XmpwrLS3NyMjo1asXs2EUFhYWFxc3NtCO3Kquro6JibG1tVW4C3OxsbFmZmaCn2mmvHr1qnfv3o11HpENRTkw1ubn56etre3k5FRTUxMREZGSkuLj48N0UPSorKx89+6djY0N04HQg8PhrF692sPDQ0tLy9zc3Nvb297e3tnZmdmoysrKkpKSvvjiC5G2MjQ0pDkX8vX1pQZL2LBhgzDltbW1qQXh8wo+nz9//nwul/vPP/9Qp2jr1q0bP378tm3bZsyY0bt3bwmbII2YRaKjozN//nzxYgMAAABQRKdPn+7QocPGjRsJIQsXLvz06dOiRYuYDgoaUFBQsHr16uHDh7u7uxNCtm3bZmtrq7hfFp25EI/Hu3DhAiHE1tZ20KBBwmwiyCsaG2YgJyeHWhDkFVFRUdHR0cuWLRNcq1ZSUvL19bWzs/P19T1x4oQkTRCGGDEDAAAAQBM2b96sqalJLS9fvpya1x5A2ujMhWJiYgoKCggh1tbWQm7Svn17aiEpKWnIkCH1C1CT/xBCBAMk3Lx5kxAyduzY2sVsbW0NDAwePnwoTtwiEiNmkTx+/HjevHk8Hk/cAMVXUlLC5XKFHFucKbm5uW3bthUcLhXFx48fa2pq5Pyzra+ysrKwsNDY2Fieu8rU1NTk5uYaGhoqK0t3wjRJ8Pn8nJwcfX19NTU1pmMRTVFREZvNlmSIGkaUlZV9+vTJyMiI2TBKS0srKioMDAyYDUNU1dXVHz58MDY2VqDuVZScnJx27do1NuOFbPD5/OzsbAMDA2b7yHG53Ly8PCMjIyUlJQbDEMPHjx95PJ6enh7TgdCpsrKyoKDAxMREnn9MhUc9x7FmzZrFixe3a9fu48ePAQEBf/zxB7NRVVRUFBUVmZiYiLQVzX3kMjIyqIUePXoIuUmfPn2ohfj4+AYLCPIKQee3O3fuEELqdwfs0aPHo0ePcnNzpf3jJ0bMIjEzM3N1dWUkF8rMzCwrK+vevbvs31p4r169MjMzU7ijZEZGRmVlpcI9NsDhcN6+fTtw4ECmA2kKl8t9/vx5//79BUM4yqdnz5716tWL8ScZRJWYmKiqqtq5c2emAxFNcXFxamqqra0ts2Hk5uYWFRUx/tiSqCorK1+9ejVw4ECFy4VevnzZpUsXZlN3Pp//7NmzPn36MJuSVVdXv3jxYsCAAfJ8kahBaWlpXC63a9euTAdCp7KyspiYGCH7TMm/8vJyf3//gQMHVlVVdenS5cSJE1ZWVsOGDWM2qtLS0ri4uAEDBoi0Fc1jJwgOmo09SFOftbW1urp6RUVFZGRkgwViYmIIIbq6ut26daPWUD3QOnbsWKekhYXFo0ePEhISpJ0LiRGzSExNTbdt2yZRiAAAAAAAUlBQUODv7z99+nTqeaHz5887ODhs3bqV6bjEROclHysrK2ohNjZWyE3U1NQmTZpECLl//35+fn6dVzMzM589e0YImTx5suCuYklJCZvNrn/Pl7oA8/nzZ3HDF5YYMQMAAAAAgLyhMxcyMzOjeuldunTp7du39Qu8fv06ICCgzkoqp6yoqPD19a3z0pYtW/h8PiHEw8NDsPLTp08N3vClVspmelNRYwYAAAAAAHlDZy7EZrOpzl1cLnfUqFGhoaEFBQXl5eWJiYlnzpxxcXGxtbWNi4urs5Wjo+P48eMJIXv27Dly5IhgfUBAwNGjRwkhzs7OQ4cOFaxXV1enhu2uo7q6mvz/u0PCmz59eqdOnTp16pSamir8VqLGDAAAAAAA8obmJ+rc3d1DQkJu3ryZk5Mzffr0Oq/q6OiMGDGi/lZHjhwZMGBATk7OokWLDh061KVLl+jo6ISEBEKIubn5oUOHahdu165dQUFBdXV1neekKysriehDt+Xn52dmZpL/PyaG8ESKGQAAAAAA5A3NQ8SwWKxLly75+Pjo6urWXt+zZ08/P7/09PQpU6bU36pjx44vX750cHAghLx8+fL8+fNUUjF27NinT5/WGQuBynYEY9YJUCmNzKb0ESlmAAAAAACQN/SPtKiqqrpx48YNGzZQ0w3p6OiYm5sbGho2vZWRkdHdu3dfvXp169at/Px8U1NTBwcHwejVtXXv3v3FixcJCQldunSpvf7Nmzfq6uoWFhYiRRsRESFSefFiBgAAAAAAeSOtUedVVFTs7OxE3crW1rbZ6SCcnZ3PnDnz5MmT2tOtJiQkfPjwYcKECW3atBE5VskIEzMAAAAAAMgbBZtGjRAyfvx4NTW1oKCg8vJywUp/f39CiJOTE3NxAQAAAACAIlG8XEhbW/uHH35IS0ubPn16cnJyeXn5nj17AgICevToMXfuXKajAwAAAAAAxSCtPnJS5ePjU1RUdODAgatXr1Jrvvjii0uXLqmrqzMbGAAAAAAAKAqFzIWUlJT279//v//979atWxwOx8bGZvz48Wy24t3jAgAAAAAApihkLkSxsrKysrJiOgoAAAAAAFBIuJcCAAAAAACtEXIhAAAAAABojZALAQAAAABAa4RcCAAAAAAAWiPkQgAAAAAA0BohFwIAAAAAgNYIuRAAAAAAALRGyIUAAAAAAKA1Qi4EAAAAAACtEXIhAAAAAABojZALAQAAAABAa4RcCAAAAAAAWiPkQgAAAAAA0BohFwIAAAAAgNYIuRAAAAAAALRGyIUAAAAAAKA1Qi4EAAAAAACtEXIhAAAAAABojZALAQAAAABAa6TMdAD/UVNTk5KSkp6ebmhoaGVlxWYrQKqmiDEDAAAAAIC8nLjzeLy9e/d27ty5W7duI0eOtLa2trCw2LdvH9NxNUURYwYAAAAAAIpc5EKVlZWurq4rV67Mzs4mhGhqahJC0tPTly9fPn36dB6Px3SADVDEmAEAAAAAQEAuciEfH5+wsDBCyIIFC3JzczkcTkxMjKurKyEkNDR0x44dTAfYAEWMGQAAAAAABJjPhRISEnbv3k0ImTNnzpEjRwwNDVkslrW1dUhIiIuLCyHEx8cnJSWF6TD/QxFjBgAAAACA2pjPhQ4fPszlctXV1X19fWuvZ7PZe/bsUVJS4nK5J0+eZCq8BilizAAAAAAAUBvzudCZM2cIIfb29sbGxnVeMjc3t7e3J4ScOnWKgcgap4gxAwAAAABAbQznQsnJydTYA3379m2wALU+ISGhoKBAppE1ThFjBgAAAACAOhjOhaKioqiFxvKKHj16UAvR0dGyCalZihgzAAAAAADUId25VtPS0oKDg2/evJmamlpeXt6pU6cuXbosXrx4/PjxVIGioiJqwdLSssEaBOulNBTBoUOHkpKSCCFeXl76+vrCbMJ4zAAAAAAAIDlp5UKVlZVbt27dsWMHl8sVrCwpKXnz5s3ly5eHDx8eERFBCPn48SP1koaGRoP1tGnThlooLS2VRpxnz569d+8eIWTx4sVC5kKMxwwAAAAAAJKTSi5UWlo6YcKER48eEUIGDBjg6upqbm5eVFSUmpoaEhKSmppqbm5OlRTkFaqqqg1WpaKiIqhTGqGKQRFjBgAAAACAOujPhbhcLpUIqaurHzp0aO7cubVf3bRpU0BAwNdff039s7i4mFpoNq/gcDgNFqipqSkvL9fS0hIvWm9v78WLFxNCDA0NhdxE8pgBAAAAAIBx9OdC3t7e1B2hU6dOTZ06tc6rqqqqK1euFPyzqqqKWuDxeA3WJlhfu6+dQGpqqru7+9SpU1esWCFetCNGjBB1Ewljbtb9+/enTZtWU1MjxrYSqqio4PF4mpqasn9r4ZWWlqqrqwsSTkWhEJ9tfVwut6ysrG3btkwH0hQej8fhcLS0tNhs5icJaMKnT580NTWVlaX7lCbtysrKWCxWY12C5VZ1dXVFRYW2tjazYVRWVnK5XEHHaUVRU1Pz+fNnbW1tFovFdCyikYcfCD6fX1pa2qZNGyUlJQbDUJQDY33l5eV8Pl/hfi6bRv2YKuLfVIP4fD4hZOnSpfPnz1dXV//8+fPu3bsPHDjAbFTinbEYGxvT/KuckpLi5+dHCJk0aVL9RKg+wf0cQYJRh2C9jo6OYOXZs2cfPXoUGxt7//59Ho8nzBvRSLyYhdezZ8/FixdXV1eLF54kcnJyKioqLCwsZP/Wwnv79m3Hjh3F+2wZlJ2dXVlZKeefbX1lZWXx8fE2NjZMB9KUmpqa6OjoPn36yHmaER0d3a1bN4X7gU9NTVVRUenYsSPTgYjm06dPGRkZvXv3ZjaM/Pz8kpKSxgbakVtVVVVv3ryxtbVVuPO2N2/edO7cmfHLN69evbKyslJXV2cwBi6XGx0dbWNjw2xKJoasrCwul2tmZsZ0IHSqqKh49+6dra0t04HQo7y83N/ff/jw4YSQzp07BwcH29jYDBs2jNmoPn/+nJiY2Nggz43p1KkTzacOvr6+1M2QDRs2CFNecNFOpLzi4MGDiYmJ1tbWX331FXUPSpbEi1l4hoaGW7ZsES82AAAAAADpKSws9Pf3nzFjxpw5cwghoaGhDg4OW7duZTouMdGZC/F4vAsXLhBCbG1tBw0aJMwmgryisWEGcnJyqIXaeUVERAR1sWr9+vUM5kIixQwAAAAAoOj09PS2bNkycuRI6p9btmz58ssvmQ1JEnTmQjExMQUFBYQQa2trITdp3749tZCUlDRkyJD6BajJfwgh7dq1E6xk9q69eDEL79WrV0uXLmWkj1xhYWFVVZWxsbHs31p4aWlpenp6jD8GIKqCggIul2tkZMR0IKIpLy/PycmxsLCQ564yXC43LS3NzMxMnvvI8fn8lJQUY2NjhXvwJjc3V1lZWXDcUxQcDqewsJDxbjbFxcVlZWUK18OwqqoqIyPDwsJC4R41SU1Nbd++vdjDKdGCx+OlpKR07NiR2T5y1dXV6enpcn5gbFB+fj6PxxN+RCuFUFFRkZ2dLec/pqK6ePGi4C/u6NGjTIdDysrK8vLyRH0YgeY+chkZGdRCjx49hNykT58+1EJ8fHyDBQR5BePdvgWkHXObNm0sLCzEG3dBQurq6hUVFV26dJH9WwuvvLzcxMREV1eX6UBEo6amVlVVpXDPC33+/Lm6urpLly7yfPiurq7+/PmzhYWFnI+oweFwzMzMmD1LEwObzVbE54U+fvyopKTE+NHsw4cPHz9+ZDwMUVVUVJSXl1tYWCjcoyZlZWWdOnVitlMGNXaChYUFsxc+FOXAWJ+qqiqXyxVMvtIylJWVVVVVyfmPqRjk4S9OoLS0lMfjiXq8NTExoTMXElxAauxBmvqsra2p8+/IyMgGC8TExBBCdHV1u3XrRkuQkpN2zN27dz9z5oxEIQIAAAAAQHPovP1tZWVFLcTGxgq5iZqa2qRJkwgh9+/fz8/Pr/NqZmbms2fPCCGTJ0+Wn0xaEWMGAAAAAIA66MyFzMzMTExMCCGXLl16+/Zt/QKvX78OCAios9Ld3Z0QUlFR4evrW+elLVu2UEOYe3h40Bin5BQxZgAAAAAAqI3OXIjNZm/bto0QwuVyR40aFRoaWlBQUF5enpiYeObMGRcXF1tb27i4uDpbOTo6jh8/nhCyZ8+eI0eOCNYHBARQT2I5OzsPHTqUxjhrmz59eqdOnTp16pSamir8VszGDAAAAAAAkqN5dBF3d/eQkJCbN2/m5ORMnz69zqs6OjojRoyov9WRI0cGDBiQk5OzaNGiQ4cOdenSJTo6OiEhgRBibm5+6NAheoOsLT8/PzMzkxBSU1Mj0oYMxgwAAAAAAJKjebhMFot16dIlHx+fOsN89ezZ08/PLz09fcqUKfW36tix48uXLx0cHAghL1++PH/+PJVUjB079unTp/I5DLEixgwAAAAAAAIs6uEW2lVXV1PTDeno6Jibmws5TvyrV69u3bqVn59vamrq4OAgGL26MevXr9+xY8fevXtXrFhBR9TiEDVmAAAAAACQB9KagUtFRcXOzk7UrWxtbW1tbaURj/QoYswAAAAAAKBgU0oDAAAAAADQQlr3haTq+vXr1Hym//zzDyHkzp07FRUVhJDBgwfb29szHBwAAAAAACgCaT0vJFUeHh7BwcH113t5eW3fvl3m4QAAAAAAgOL5f9fmfhAOawnXAAAAAElFTkSuQmCC\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7F960DEAD748>"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend='local_qasm_simulator')\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f7a7c2441d0>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Process Process-4:\n",
"Process Process-2:\n",
"Process Process-1:\n",
"Process Process-3:\n",
"Traceback (most recent call last):\n",
"Traceback (most recent call last):\n",
"Traceback (most recent call last):\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 258, in _bootstrap\n",
" self.run()\n",
"Traceback (most recent call last):\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 258, in _bootstrap\n",
" self.run()\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 258, in _bootstrap\n",
" self.run()\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 93, in run\n",
" self._target(*self._args, **self._kwargs)\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 93, in run\n",
" self._target(*self._args, **self._kwargs)\n",
" File \"/usr/lib/python3.6/concurrent/futures/process.py\", line 169, in _process_worker\n",
" call_item = call_queue.get(block=True)\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 258, in _bootstrap\n",
" self.run()\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 93, in run\n",
" self._target(*self._args, **self._kwargs)\n",
" File \"/usr/lib/python3.6/concurrent/futures/process.py\", line 169, in _process_worker\n",
" call_item = call_queue.get(block=True)\n",
" File \"/usr/lib/python3.6/multiprocessing/process.py\", line 93, in run\n",
" self._target(*self._args, **self._kwargs)\n",
" File \"/usr/lib/python3.6/multiprocessing/queues.py\", line 93, in get\n",
" with self._rlock:\n",
" File \"/usr/lib/python3.6/concurrent/futures/process.py\", line 169, in _process_worker\n",
" call_item = call_queue.get(block=True)\n",
" File \"/usr/lib/python3.6/multiprocessing/synchronize.py\", line 96, in __enter__\n",
" return self._semlock.__enter__()\n",
"KeyboardInterrupt\n",
" File \"/usr/lib/python3.6/multiprocessing/queues.py\", line 93, in get\n",
" with self._rlock:\n",
" File \"/usr/lib/python3.6/concurrent/futures/process.py\", line 169, in _process_worker\n",
" call_item = call_queue.get(block=True)\n",
" File \"/usr/lib/python3.6/multiprocessing/queues.py\", line 94, in get\n",
" res = self._recv_bytes()\n",
" File \"/usr/lib/python3.6/multiprocessing/queues.py\", line 93, in get\n",
" with self._rlock:\n",
" File \"/usr/lib/python3.6/multiprocessing/synchronize.py\", line 96, in __enter__\n",
" return self._semlock.__enter__()\n",
" File \"/usr/lib/python3.6/multiprocessing/connection.py\", line 216, in recv_bytes\n",
" buf = self._recv_bytes(maxlength)\n",
"KeyboardInterrupt\n"
]
}
],
"source": [
"job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
" if lapse > 6:\n",
" break\n",
"print(job_exp.status)\n",
"\n",
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 0 + 1"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=526x271 at 0x7F960E3021D0>"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q,c)\n",
"\n",
"qc.x(q[1])\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0], q[3])\n",
"qc.cx(q[1], q[3])\n",
"\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7F960E1F7D68>"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend='local_qasm_simulator')\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'status': <JobStatus.QUEUED: 'job is queued'>, 'status_msg': None}\n",
"{'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 1+0"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=526x276 at 0x7F960E2A8400>"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q,c)\n",
"\n",
"qc.x(q[0])\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0], q[3])\n",
"qc.cx(q[1], q[3])\n",
"\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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w7waZnZ1dUFBgaGiIQ3C9KikpOX36tIeHR0/f0WyaN2/elClTdu7cOW/ePAkJCbzCEx794JoDgID9Tx+50tJSGxubmTNnhoWFJScnP378+MiRI4aGhk+fPo2JicnMzBQTE+vUML1z586mpiZ5efmdO3cKMu5r164dO3bs2LFjeM2Syaqnp+dbgwYNwjYaGhq6vkomk11cXKKiomDWTtxdv359yZIlHa/sLM3NzS4uLpcuXRJ8VAD0qX+cuikpKdhDLhMTEy46JvVXVVVVUVFR3t7evC/luXTp0tGjR58/fx6XwLjDXTfIurq65ubm8vJy/gT1Py5dusRgMHbt2sV7VQcOHMjJyXn06BHvVQmb/nHNAUDA/suFcnNzJ06c+PTpU4SQrKzssmXLDh06tHbtWiqV6uTkhM1E2ekqmZKSEhYWhhDavn27kpKSQAPHGyuH6WnIE+sBUre5EELI1dW1paUlPDycD9ENXJWVlWvWrOm9b/eGDRtKS0sFFhIA7Og3py50kOvW7du329vbFy5cyHtVJBLJ2dn5wYMH3d7CCgZ3v+XPnz8jhASTC928eXPatGnKysq8V2Vpaamurh4dHc17VUKl31xzABCwf3Ohuro6W1tb7IpmaWmZm5t75cqVXbt2BQUFhYWF1dbWYn9d5ubmHQ/28vJiMpkaGhqenp6cvnF7ezuVSuU67r1794aHh4eHh+M1G8zXr1+xjT5zoZ7CHj58uKWlZXBwMC7xAMypU6f6PE+am5tPnDghmHgAYFO/OXUhF+rW3bt3TU1NdXV1canN0dGxubkZexYpeFx3g/zy5QtCqOt8QrirrKxMSUmZO3cuLrWRyeQ5c+bcuXMHl9qER7+55gAgYP/mQp6engUFBQihNWvWxMbGqqmpsUosWbJEX18f2+74XXjz5s1nz54hhPbv38/puMmCggJra2tWB2UuWFtbL168ePHixVyPoeyENZy0p0lXWPs7jiXtxM3NLTk5GftSAbj4+++/2Sl2+/ZtfkcCAEf6zakLk8h1Kycnh7u547o1duxYMpmck5ODV4Uc4bobpLi4OOrwoJB/8vLymEwmjh/4uHHjSktLW1pa8KpQGPSbaw4AAiaOEHr79u3FixcRQiNGjAgICMCubiwkEmn48OF5eXkyMjJjxozBdra1tfn4+CCEDAwM2F8Y4dq1a8+fP8/IyIiLi2MwGEK1TgUrp+o4x05HrP3y8vI9VeLs7Lxp06aQkBBsPgnuUKnUpKQkQubBpFKpra2tuMxFgZfs7Gx2iuXl5T148IBMxmGOeD6h0WhfvnwR8KKEvMNuzli3SkKrtLRUTU0NmxFLSBB+6jY0NPR0NWPf58+fCwsLEUKDBw9mzaXJHeyaFhcXN3jwYB6jYgc2S/XLly9LSkr4UT82YUCfY04yMzMRQrGxsX3mGIMHD46Pj2d9ybIjJycHl7mhuW76w34oaWlpjo6i0WhVVVUcDdeJi4tDCOXl5fXZ7tHQ0FBeXt5n5dXV1UwmMzIysuOTXxzRaDTBD0ki/JqDl9bW1tra2v63BlRxcbGmpiaJRCI6EDxVV1fLyMiwRtQTrqioSFtbm6ND5OTkEJPJZM0r8vjxY2Z3sCUFJk+ezNpz8uRJ7JCbN292LMlqM7G1te1aj5WV1bBhw2bOnDl58mSE0KlTp7p9O35zcHCYOnVqp5179uzBIk9LS+v2qPj4eKzAyZMne6nc1dVVTU2NwWBwHd6BAwd4PhkAAAAZGBhwfSHCsJ40T5s2jceqvLy8iP00+iUSicTj74XJZC5atAir7eLFixwdiA0kvnr1KkdH4TLmBwAA8CLe3t6ONZiamJjY2Nh0LVFaWoo9V2M9MWptbcXu15WUlKqrqzt2dWM9PC4tLWXtd3Nzw/LgJ0+eYBs7dux4/vw5/34qLrDmAuppagTW8NBe2oUQQjQaTUJCgpe839vb297enknESnBNTU1tbW29/4ACtmTJEnb6jejo6Ny4cUMA8XCtra2trq5O5G4CPn36tHz58sDAwG+//ZboWHpTWVmpoqIiVE86CT91V65cOW7cOB4rYXWQ6zRYlAtjx45FCD1+/FgwV5iEhARPT8/IyEi8hvR0YmtrO3fu3M2bN/deLDIy0s/PLyEhoc92ITYr7Cg0NBSX2ee47gbJXbvQyJEjjYyMjh07xv4hsbGx27Ztu337toaGRu8lly1bNnLkyH379rFT4d9//82ntnpra2tnZ+cffviBH5X3hPBrDl5E9OuyTxUVFXxqhyTQ169fZWRkOL0I8A8XH7KsrKz469ev6+rqEELW1tbdFnr16hW2wbpKtrS0YDMN1NTU9LS+6sePH9euXYttr169Guu7Iswtg6y/utzcXKzZqhNsOSOEkIKCQk+V1NXVRUVF8fj4U1paevz48bzU0J8sXbr04MGD7BSbMGGCAOIZaLDsYuTIkfDxcorwU1dWVrZTh2cu4DhxAnb9NzY2Fkwv3MrKSoTQmDFjDAwM+FG/np4ek8ns83eHfYCmpqa9j6ql0Wh1dXUTJ07k6GR4+PAh79+qvHSDxG6AOB0wLC4urqCgwNFPinU5GTJkSJ9HycjIsFPsxYsXJBJp+vTpfJomXlxcfNiwYQK+bBJ+zQFARIljF0GEUE+PW1i5EOu5oJiYWE9TzdBotA8fPiCEKBQKjwuiCRjrASrW6N8VKxfqpT93eHh4c3Mza0FuwLvNmzefPn0aS9d7Iicn9/PPPwssJADY0Q9OXSaTmZycjG1PnDiR2GCEzYgRI7AhSbjA+mYT8qXJSncnTpzIaWaFZUECeCT8zTffkMnkN2/efPfdd7hUmJaWpq2t3c/Wy+oH1xwACEHG5sREHSaV7gTLhVRUVFg9DSgUypse3L17FytjYWHB2ilUA5p7YmRkhF3QU1JSui3w7t07hJCiouKIESN6qiQ4ONjKykq0kkAhp6ysHBYW1kvfJzKZfPHixaFDhwoyKgD61A9O3ezsbOx7QVNTs8++SQONvb39+/fv2Ryt3qfo6GgKhTJ16lRcauMIL90g5eTkxMXF8ZrNtRfKysoWFhZ4rQjU3t7+999/4zVDt/DoB9ccAAhBVlFRwbbS09O7vlxSUoI9NOr3s6lKSUnNmTMHIRQXF1dVVdXpVdbnMG/evJ6enGVkZCQlJbm5ufE71IFmzpw5t2/f7nYxX0VFxVu3bjk5OQk+KgD6JOqnLqws1AsHBwdxcfGIiAjeq2pvb4+MjJw5cyYhfe55/C0rKSkJptOjo6Pj06dPKyoqeK/qyZMnVVVV/S8XQqJ/zQGAEGRWK8fdu3fT0tI6vtbU1OTq6orNyjoQvgtdXFwQQi0tLf7+/p1eOnjwIDaZQS8TiAcHB8vJyeGyDDnoxN7ePjc39/DhwxYWFhISElJSUubm5gcPHszNzcUyWACEU8dTl0wmy8jIiNCpC7lQL5SUlJYsWXL8+PGeulSw7+LFi1lZWRs3bsQlMI7w3g1SSUmp2ztv3Lm4uEhJSfE+zyqTydy9e/fo0aN7GiMt6ljXHOwXSqFQROiaAwAhyMbGxthQGSaTaWdnd/fu3dbW1pqamps3b5qbm7Nmxxe278JFixZpaWlpaWlhS8TiwsHBwc7ODiF04sSJoKAg1v6AgIA//vgDIeTo6GhpadntsW1tbWFhYUuWLJGVlcUrHtCRgoLCjh07Xr58OX78+Hnz5r169Wr37t2KiopExwVAH1inrqampru7uwidujhOItcvHTx4sLGxkZ3R6r2or6/fu3fv7NmzCbk1570bpKqqqmAWjFJTU9uyZcsff/yRkZHBSz1//fVXYmKin5+fSPTe5w52zcHu306ePClC1xwACEFGCO3btw/rYFpRUWFvby8nJ6esrDx//nwKhcKaJ0DYBs5WVVWVlJSUlJTguwRkUFCQuro6k8lcv379hAkTnJ2dR44c+eOPPzIYDF1d3cDAwJ4OjImJqaqqgg5yAID+gUajYT0FyGQyzDrVLV1dXW9v71OnTnE9QzGDwVixYsXXr1+PHj2Kb2xs4r3p78CBAwKbIXbLli2ampoLFiyora3lroaMjAwPD49Zs2ZBCwkAgIWMEHJycgoJCWE1aNDpdFNT0+Dg4ISEhOrqaoTQ8OHDBdMhmHDDhg1LTU3F1llKTU2NjIzEhsbOnDkzMTGxlznLg4ODDQwMLCwsBBcrAADwTXp6OtZB2tDQkLX8Guhk3759dnZ2q1atevnyJafHMpnMrVu3xsTEhISEjB49mh/h9Yn3XGjKlCn4hdMHOTm56Ojo0tJSZ2fnxsZGTg8vLS11dHQcOnTolStX+BEeAEBE/bv6hIuLi6OjY1paGoVCMTAwGDRoEEKouLgYW6KB/aukjo6OYBYJffLkCZ9qVlNTe/z48Zs3bx48eFBVVaWpqWljY9P7koXl5eX37t3z8/PjU0gAACBgXK+/OaCIiYldvXrV2traxsYmKChoxYoVbB7Y2Ni4evXqyMjIX375ZdGiRXwNshci1w1y7NixV69edXZ2trS0jI6O1tLSYvPAV69ezZ8/n8FgPHnyRDADnAAAouK/lfjk5eWtrKw6vjaQB86ampqampqyWfjSpUskEmnlypV8DQkAAARmIF//OSIvLx8fH+/i4rJy5cr79+//8ssvOjo6vR8SHR3t4+NTWFh46dIlAr84RLQb5Jw5c548eTJ//vzx48fv27dv/fr1EhISvZSvq6vz8/M7efLk6NGjb926pa2tLbBQAQAiocd56BFCrOll4Luwd8HBwfb29qqqqkQHAgAA+IBciH2DBg2KjIw8efLkvXv3Ro0atW7dunv37rW2tnYqVlZWFhgY+P3338+bN09RUTE+Pp7YJ2ii2w1y0qRJycnJU6dO3bRp05gxY/z8/D5+/NipDIPBePny5fbt27/55psTJ054eHjEx8dDIgQA6Eq8l9ew70JxcXH2W0h6d/fuXWzFUqxr9aNHj1paWhBCFhYWnZqkREhCQkJWVhZRI18BAIAfMjMziQ5BlJBIpJ9++mnVqlX+/v6XLl36448/Bg0apKuri2VEtra25eXl2KynZmZmERERCxYsENiUAz0R6W6QmpqaERERr169OnjwoK+v744dO9TV1bW1tbOyssrKykxNTYuKimpqagYPHuzk5LR37159fX2iQwYACKkecyEmk5mSkoIQGjduHF4LwEVERISGhrL+GxMTExMTgxDavn276OZCwcHBqqqqs2fPJjoQAAAARFJUVPTz8zt8+HBycvI///xTUFDw/v17CoWiqqo6YcKE0aNHz507l7upq/mhHzT9WVhY3Llzp66u7v79+4mJieXl5Xl5eXJycmPHjp05c+bUqVOtra2lpKSIDhMAINR6zIUyMzPr6+sRrkMqQ0JCQkJC8KpNGFCp1OvXr3t4eIiL99bCBgAAYIAgk8nm5ubCPxtBP8iFMPLy8osXL168eDHRgQAARFKPd/AwWIgdERERVCrV1dWV6EAAAAAADkA3SAAAQL3kQkuXLl2wYAFCCK8Ocv1SSEjIpEmTDA0NiQ4EAAAAAAAAwJkecyEJCYne56kUXXp6elQqFZeqysrKDh06hEtVAAAAAAAAAEEaiKNcTp8+jVdVOTk5eFUFAAAAAAAAEKTe1hcCAAAAAAAAgP4KciEAAAAAAADAQDQQ+8gBAEC/V19f/+HDB39/f6ID+Re2YB0AAAAgVCAXAgCAfojBYGRmZgpPLkSn0yUlJWHhSwAAAEIFciEAAOiHYGYXAAAAoE+QCwHwnzlz5tTW1qqrqxMdCAcYDEZaWtpff/01ceJEomMBhPn++++lpaWHDBlCdCAcoNFo79+/f/z4sY6ODtGxiKSSkhI6nb5o0SKiA+HMx48f4TcOABAekAsB8J9Xr15JSUmJ1vrCzc3Nubm5b968gVxoIHv9+rWmpiaZLErT4dTW1ubm5mZlZcGdMXfGjh2roaHx9etXogPhjKKi4tixY4mOAgAA/gW5EAD/UVZWnjJlyvnz54kOhAN5eXnffPPN0KFDiQ4EEElaWnrlypX79u0jOhAOJCQkTJ48efDgwUQHIqrc3d3d3d2JjgIAINQOHz68d+9ekbvSMhgMKpX67Nmz7777jt/vBblQf/D77797enpSKBSiA/lXY2Ojm5vb77//TnQgQKjFx8dPmzZNVlZWeFozmpqaHBwcIiMjiQ4EAABEzPfff5+amiojI0N0IP9qb29vbW3NysrS1tbmpR51dfWGhgZJSUm8AuMFnU5nMpl1dXUcfW+2t7dv3bpVTEyMf4Hhrqio6Ny5c21tbQJ4L8iF+oPGxsa2trZVq1YJyRxNAQEBra2tREcBhB123jo5OamqqhIdy7+Cg4Ph1AUAAC60trZqaGg4OzsTHci/cnJybty40dTUxGM9TU1NY8eOtbKywiUqHqWmpj58+BCblpPNQ7AWoa1btwpJOsemV69enTt3TkJCQgDvBblQf6CgoIAQ2r9/v5C0gV66dElZWZnoKICww8Zlbdq0afz48UTH8q+7d++qqKgQHQUAAIieIUOGqKio+Pn5ER3Iv/7+++8bN27w3hgiLS09derUI0eO4BIVj86ePfvw4UOio+hvhKVrCgAAAAAAAAAIEuRCAAAAAAAAgIFoIOZCdDqdRqPhUhUMLQAAAAAAAIAdDQ0NeN2E42Ug5kIeHh6rVq3CpSpdXd1z587hUhUAAAAAAAD9FY1GmzBhwp49e4gO5H8MxFyooqKioqICl6rGjx9/5swZXKoCAAAAAACgvzpz5kxOTo6joyPRgfyPgZgLsaO9vT0nJyc2NjYjI4PBYPRUzNXVNTMz89WrV4KMDfRjX758sbS0hDMKiBw4dQEAAPTi69evR44cWbJkiQCWT+UIznNq+/n5xcXFIYRMTEyEZP5BTjEYjNOnTx89erSsrAzbo62tvXXr1k2bNnUtPHfu3CFDhgQHB1tYWAg2zIGlpaUlNjY2MTGxrKwsPT09MzPTw8NDQ0PD0tLS0tJStJYP611hYeHz589TUlKIPaNKSkru3r376dOn9+/fI4R8fX3//vvvESNGzJ49W0dHh8DARE5jY+M///yTlpZWUlJSVlb2119/0el0DQ0NGxubiRMnCs8is7wTklM3Nzf33r17ubm5L1++RAh5e3sbGBgYGBjMnj1bXV2dwMAAAGCAO3jwYENDw8GDB4kOpDM8c6HMzMw9e/bQ6XSEEPavyGltbV22bFlUVBT2X1lZ2aampqKios2bN8fHx4eHh3e6d5GUlFy+fHloaOipU6dkZWWJCJlXjY2NVCoVISQrKysnJ9d74c+fPzOZTISQioqKYG7jMjIyDh06FBMTQ6VSBw8erKmpyWQyGQzGkydPiouL9+7dO2TIkIULF+7cuZPHhaWFBHa7RtRNW3t7+6VLl86dO5eSkkIikdTU1OTl5RFCFRUV169fr6io+OGHH0xNTd3d3desWSMuDquT9SYxMfHIkSMPHjxobm5WUlLCfqdtbW33798vKSnZuXOnurr6kiVLduzY0T9WNCL21KXRaIGBgX/88ce7d+/ExcXV1NSwhadzc3NTUlIqKipIJJKZmdmmTZuWLFnSn1JQAIDQEvL7KwHLz88/d+6cp6fnN998Q3QsneH5cXt7e+vp6eFYoeD5+vpiidDatWsrKiqoVOq7d++wRZQjIiK6XUHMzc2tvr7+xo0bgo4VJ1u2bFFTU1NTUwsJCem95NevX1VVVdXU1PT09HrpN4iXqqoqNzc3Y2Pj+Pj4TZs2JSYm1tbWZmRkmJiYzJ49OzMzs66uLjY2dsWKFdeuXRs1atS2bdt4X16acKqqquLi4oTcUD569MjExMTNzU1eXv78+fOlpaWlpaVXrlxBCJ0/f76kpKS8vDw4OFhVVXXDhg1GRkZ37twRfJAIoS1btkjwoKSkhN8RFhUVOTs7T5o06f3799u3b09LS/vy5cv79+81NDRcXFyys7Nra2vv3r07Z86c8+fPf/PNN4cOHWpra+N3VPxG4Kl748YNQ0PDn376SVdX9+LFi5WVlcXFxadPn0YIRUVFlZWVFRcXnz17VkJCYvny5RMnToyPjxd8kACAroT/es4Lob2/IsS2bdtkZWW3b99OdCDdwC0Xio2NjYmJsba2xqtCwcvOzj5+/DhCaOXKlUFBQaqqqiQSycjIKDw83MnJCSHk6+ubn5/f6ShjY2NTU9M+T3ShlZiYiG2YmZn1XjIpKQnbGD9+PL/bBN69e2dubn7jxo2DBw9mZWUdPnzYzMyMRCJ1LCMuLm5tbX3q1Knc3NyNGzf+9ttvlpaWQn5l7BOZTFZTU9PQ0BDw+/76668zZ86UlpaOjY199OjRunXr1NTUOpVRUVFxdXW9d+9eQkLCkCFD5syZ4+vriz3HEqQXL17QuaWioqKpqcnX8BISEiZOnBgXF3f69OmPHz/u3bvX2Ni4UxkpKSk7O7vz589nZ2cvWbJk3759s2bN+vLlC18D4zdCTt329vZt27YtXLhQW1s7MTHx9u3bLi4uSkpKnYoNGzbMw8Pj2bNn9+7do9PpNjY2Z8+eFWScAIBuCfn1nEfCeX9FiFevXt24cWPfvn1dr8/CAJ9PnMFgeHl5IYRsbW0vXLiAS52Cd+HCBTqdLi0t7e/v33E/mUw+ceLE7du36XR6WFjY3r17Ox3o5ua2efPm/Px8kWsWa25uxgaESEpKmpqa9l6Y9Vdtbm7O16ji4uLmzJmjoaGRnJw8cuTIPssrKSkdO3Zs/vz58+fPnzhxYmxsrKGhIV8j5CsNDQ0BP1x3d3e/cOHCjz/+ePLkSXauwt999118fPyOHTsOHDiQnZ19+fJlQTboe3l5dVyaQEJCAhswlp2dvWPHDoSQjo4O9lCDyWS2t7d37K87dOhQvsYWFRW1bNmysWPH3rp1a9iwYX2W19DQuHDhwrx585YuXWpubh4XF8fOUUJLwKcunU53dnaOjo7ev3//nj17Oj0r6dasWbNsbGw8PDw2bdqUm5t78uRJAcQJAOiJMF/PeSSc91dE2bp1q56e3oYNG4gOpHv45EKhoaHp6emampoODg64VEiIq1evIoSsrKy6fp3r6upaWVnFxsZevny5ay60bNmyrVu3hoaG7t+/X0Cx4iQlJQW7shgbG2Pd63shmL/V3NzcBQsWjBkz5t69ewoKCuwf+N133yUlJdnY2MydOzcxMVFgzx62bNmC9cbhTn5+vqam5pMnT86cOTN69Ojx48erqanFxsa+fv06LS1txowZ69evxzHarvz8/C5cuHDy5MmffvqJ/aPIZLK/v//IkSPXrVunp6f3yy+/8C3AzrA+q139+eef2IalpeWCBQsEFg9LSkrKypUrp02bFhkZKSMjw/6Bs2fPfvnypbW19bx58549e8bRsbwQ9VN3y5Ytt2/fvnLlytKlS9k/SlJS8s8//9TT09uzZ88333zz448/8i9CAEDvhPZ6zjshvL8iyvXr1xMSEm7cuCEpKUl0LN3D4WluY2Pj7t27EUKbN28W2p+zT3l5edjEcV07tGCw/dnZ2dXV1Z1eUlJScnR0DA0NFblenqxmWXb+/FiF+2zt5VpLS8vcuXMHDRp069YtjhIhjLa2dnR09OfPn5ctW8aH6LqHSxN/YWFhcnJyYmLiq1evqqqqkpKSUlJSUlJSPn78yNfg79+/v2vXrs2bN3OUCLGsWbNmx44dR44cYU03QiD2eyPwQ01NjaOjo76+fnh4OBfJzOjRo2/cuPH27VsPDw9+hNctkT51L126dPr06V9++YWjRIhl9+7dbm5uP//8M4wdAkAIEXs9x4Ww3V8RhUaj7dq1a9KkSdhgE+GEQ7uQv79/eXk5hUJZt24d77URJS0tDdvoKRcaNWoUtpGenj5t2rROr7q6ul6/fj02NtbW1pZvMeKP/UcReXl5WBI4dOhQXV1dPsUTEBCQmZn58uVLVVVV7moYM2bMhQsXlixZcuvWrXnz5uEaXfdwaeJfvXr16tWrsW1jY2Nvb28BNA7Q6fSff/554sSJWHjcOXjw4KtXr7y8vGbPni0tLY1jeJwi9rvk8OHDX758iYuL63OyoJ5MnjzZ39/fy8trw4YNgpmWWnRPXSqVum3btjlz5vj4+HBdye+//56cnPzTTz8lJyf3y1mbABBd/SA3ELb7K6KcOXMmNzf34sWL7HRjJkrnXIjJZD58+PDy5cuZmZmDBw/GJiFVV1ffunXrnTt3yGRyampqx8a+0tJS7MvS3d1dQUGhvb1dMHEHBgbm5uYihLZv3z5kyBDeK6ypqcE2hg8f3m0B1v6u0ycghGbMmKGpqRkSEiJauRD7lxsBNODW1tYeOXJk2bJlPF77Fi9efObMme3bt9vb20tISOAVXk9wb+LPzs4uKCgQwJCnP//8MzMzMz4+npeRmthouvHjx589e3br1q04hseRpqYmrGe2hISEiYmJgN+9sLDw7Nmzmzdv5nGq0I0bN547d87LyyshIUEAXxuie+oeO3asurra39+fl09JUlLy119/tbOz++uvv5YvX45jeAAAXhB7PceLUN1fEUVoF1ft5H8ehpWWltrY2MycOTMsLCw5Ofnx48dHjhwxNDR8+vRpTExMZmammJhYp16PO3fubGpqkpeX37lzpyDjvnbt2rFjx44dO1ZbW4tLhax6enqoOWjQIGyjoaGh66tkMtnFxSUqKgqveATg8+fPBQUFCCFFRcURI0b0XlgADdZXrlz5+vXrgQMHeK/q4MGDnz59evToEe9VcY27T6yurq65ubm8vJw/Qf2PgIAAOzu7yZMn81iPsbHxwoULiZ2YKyUlBXsQY2Ji0mfPbNwFBQWJi4tjbSm8kJCQ2Ldv38uXL9PT03EJjDtCfuoyGIzff/991apVvCdds2bNsrS0PHPmDC6BAQBwQez1HBfCdn9FFKFdXLWT/3Kh3NzciRMnPn36FCEkKyu7bNmyQ4cOrV27lkqlOjk5ZWVloS6/p5SUlLCwMITQ9u3bhXOaPPaxcpiehjyxWhi6zYUQQq6uri0tLeHh4XyIji86PrTo8/GqAJ5b3Lp1a9KkSbjMxTd16lRNTc3o6Gjeq+Iad038nz9/RggJ4IYyNzf33bt33I216Grp0qWFhYVv3rzBpTYuENuh4tatW3Z2doqKirxXNW/ePFlZ2Vu3bvFeFdeE/NRNSEj4/PkzjqduUlKSqM/FD0B/0g86yAnb/RUh8vLyhHZx1U7+zYXq6upsbW2xrzFLS8vc3NwrV67s2rUrKCgoLCystrYWW0Wk0+/Jy8uLyWRqaGh4enpy9K5UKpXH3nR79+4NDw8PDw/nemBJJ1+/fsU2+syFsFWEuxo+fLilpWVwcDAu8QgA+39+bW1t2G0uiUSaOHEiP4JpaGiIi4ubO3cuLrWRSCR7e/u///4bl9q4wHUTP7bITNf5OXAXExMjLi5ub2+PS20zZsyQlZWNiYnBpTYuEPjdmZ+fn5GRgdepKysra2trS+AnKfyn7p07dxQUFKysrHCpDfvF3b9/H5faAAC86we5kFDdXxHFx8dHaBdX7eTfcQKenp5Yc96aNWsCAwM7jh9YsmTJ7t278/Ly0P+elzdv3nz27BlCaP/+/WwOlm1vbz99+vSZM2cKCgqkpaVNTEw2btzIXUdt3Bd1ZY0h7mkuONb+jgOIO3Fzc3N1dX3//r2RkRG+4fED63Kjrq6ODb7qyYcPH1pbWxFCI0eO5GJ6N3bk5eW1tbV9++23eFU4YcKE8+fPNzQ0cD2WnRdcN/Fjf3oCGOb06dMnPT09vJpzZWVlDQ0NP336hEttXCCwjwH2U+N76sbGxuJVG6dE4tQdN24cXm80bNgwdXV1Ak9dAEAn/aDPmFDdXxECW1z11KlTItFrTBwh9Pbt24sXLyKERowYERAQ0GkgNYlEGj58eF5enoyMzJgxY7CdbW1t2AQ+BgYGrq6ubL7Z6tWrr1y5smDBAhcXl8zMzNu3b69YseLJkyd//PEHnj8TVygUCrbRcWKljlj75eXle6rE2dl506ZNISEhvEzMRafTi4qKODqkqqqK03dhMpnJycnYNvvT+LLZgMtgMGpra7H8mU2pqakIITqd3udRra2tVCq1z2LYxFCJiYn6+vrsh9HW1obLxOhcP9bC7j65mJCtsrKSow88MzNTQUGhz0NKS0sRQuXl5X2WlJeXz8nJ4SgGvPpTff78ubCwECE0ePBg1nyP3GEwGA0NDRz9FNjYntbW1j6PotPpdXV1fRaTkJCgUqlv375lXZTYwWAwsNZ7Hgn+1C0tLeXoA8/NzdXS0urzkIqKCoRQcXFxnys9KCkpZWZmchQD+5hMZn19fS/fGkKrtrZWFO/MGhsbJSUlBZCT9669vb2mpoZPJxWbsD4snz9/FlgYzc3NvM8miuP1HFNcXIzNkMm19vZ2jq6ufL2/wiLJz89n/yTnU3N9U1MTlUrFTjNFRUVpaemO7SJ4La5aVlbG0QnMxYVLSkoKMZnMlStXYv9//PgxszvYOhKTJ09m7WEt133z5s2OJVltJra2tp0qiYyMRAj99ddfrD0ZGRlYzZGRkd2+L584ODhMnTq10849e/ZgkaelpXV7FGsZipMnT/ZSuaurq5qaGnZfwh2uB5nV1NSw/y7cPQcNCAhgp3LCv4d4YWpqyu2v7j+LFi3Cart48SJHB2ID865evcr+IQSO0sHF3bt3Ofx0O2N1hpw2bRqPVXGUfgib2bNn8/jjMwV76v7111+EfmAAAJwNGzaMw0tOZzhez48dO4bXz2VjY8P++/L1/or95odOWlpauP0gme3t7ampqadPn/bw8LC1tdXR0el2HQIpKSkDAwN7e/vZs2cjhM6dO8f1OzL/P2sQABKJJN7e3n779m2EkImJiY2NTddCpaWl2LhS1mPC1tZWbLIvJSWl6upq1gSsCCHWKKDS0lLWfjc3NxKJdObMmVmzZi1ZsoRVePTo0cePH1+8ePGhQ4cIX1eY1ZOqp6kRWM+we3/CR6PRJCQkeJnpdePGjZyuLnLv3r0TJ05w9OSD1Qa9YMGCjr/Bbn377bc5OTmI7UfFCgoK1tbWHK039eLFC19f35CQECw97sWmTZvU1NR27drVe7Hk5OSdO3f+8ccfOjo67Ifh5uY2duxY9sv3hOsmfi4erg8ePBghtG/fvu+//579o7y9vdva2k6dOtV7sZycHA8Pj6NHj/Y5dGT37t1fv34NCAhgP4b09PStW7fyPuQPx4Gnw4YN09XV5Why8Nu3b585cyY6OlpWVrb3ksuXL588eXKfjwnv379//PjxmzdvcpSYOTo69rQ2GkcEeepif+xnzpwxMDBg/6i1a9fq6Oiwnl71JCkpadeuXcHBwVpaWr2X9PDwGDJkyKFDh9iPgX00Gq24uFj4hw53lZ2dra+vz+MDdcErLy+XlZUlvCHO0dFxzpw5a9euJTCGpqYmR0dHT09PBwcHwbzj9u3bee+UjuP1HJvALTQ0dNiwYbzU4+zszNHVla/3V9gtyr1799hfDCM6Ovrs2bNc3JfW1NRERETcuXMnPj6+traWTCZra2uPGDHC3t5eW1tbUVGRQqHIysq2tbU1Nze3tLRUVVXl5eXl5OS8ePECIfTDDz8cOnRo6tSpCxcutLOz47TNEPutnTp1itUljR2fPn0aOXIkRz+slJSU+OvXr+vq6lDPI3BevXqFbbB+Ty0tLdhMAzU1NT3d7378+JF1FVi9erWYmJi+vv706dM7FXNwcCCTyRkZGW1tbcQ2JigrK2Mbubm53c4yzOrx2UvrW11dXVRUlJeXFy+RKCoqcrpIETbWiyOsnjDff/99718bdXV12M8uJSXF5uVAXFxcR0eHo59iyJAhvr6+urq6U6dO7b2kvLy8qqpqn5Vj/QwXLlzI0ZfioEGDiG3ix96di9UqjY2NOfrAzczMnj171uch2OJdEyZM6HOE3s6dOydMmMBRDLysa9QRjgNtJSUlNTQ0OPopaDTamTNnRo0a1efvWlpaWltbu8/KExMTZWRkOF0pWFxcvM/OYH0S8KmLfV1NnDiRo5uecePGUanUPj9GrFfzpEmT+ky0Wlpavv/+e9FaGk4A4APhhZSU1MiRI4n9DOvr6xFCRkZGAgtjyJAhvC9bjOP1HLvCfPfdd33Oat07SUlJjgZP8vX+CrtVtrGxYf+Cn5mZyWZJDJ1Ov3nzZlhY2D///IMN5F63bt2UKVMsLS3ZuaE6fvx4fHz8zZs3m5qa4uPjHzx4cPXq1cGDB8+bN2/dunWcLuMxceJEjtYm4u5sF8e++RBCGhoa3ZZg5UKsrysxMbGeHhLTaLQPHz4ghCgUSqdFSwMCArrOOiAjIzNo0KCGhoavX7+yFjInxLhx47ANrKdHV6xcqJcMNTw8vLm5mbUKuzBj/9FLcnIyk8lECI0fP55/+SrW5Pr+/fs+cyE2vX//XklJiZCng6zr4MSJEzl9EoPdSvKej/VJX1//4sWLVCoVl15hNBotKyur68MOAWB26JlNyCQ82Czw79+/x6VrO1YVR4PccCQqp254eDiDweD9rgsh9OXLl/Ly8v631jsAoojw6zkuhO3+in1NTU3YiPf8/PwxY8b4+vouXbqUo5VOWIurYo/zli1bhhBKSkq6du3atWvXLl26ZGFh4e3tPW/ePFwu4HghYxOhog6TSneC5UIqKiqsbwsKhfKmB3fv3sXKWFhYsHZijewyMjJdG08/ffrU0NCgpKREbCKEEDIyMsK+xVNSUrot8O7dO9TXslnBwcFWVladkkAh1Nraig34FhcXNzU17b2wYGa3VFJSsrCwwLpr4iI6OhqvCaM5xUsTv5ycnLi4uABGrcyePbu1tfWff/7BpbanT5/W1dVhXYQFLDs7G7t2aWpq9vRAh68MDQ319fXxOnXb2tru378Pp24vZs+eXVlZyXpIx6OYmJj29naiPnAAQEeEX895J4T3V+xob28/d+6crq7upk2bRo8eHRcX9/79+507d3K65GO3i6uamZkdP368oKDg6tWrNBptwYIFY8eOffDgAa4/AU/IKioq2Fa3K52XlJRgvyo+/Z6w3InYPrUYKSmpOXPmIITi4uK6TsvG+hzmzZvX0+PSjIyMpKQkNzc3fofKu7S0NKwDydixY/vs0yKwVcAcHR2fPn3KxZx4XaWmpubl5eG15AuneLy6KSkpYT3T+Grs2LH6+vp4jU2MjIwcOnTopEmTcKmNI8LwXeLo6BgTE9Pc3Mx7VQ8ePKitrYVTtxdTp06Vl5ePiIjApbbIyEjsbwGX2gAAvBCG6zmPhPP+qncJCQkTJ07cuHHjlClT0tPTY2JipkyZwkU9vS+uKi4uvnTp0pSUlIcPH0pLS8+cOXPevHm9TzguMGRWK8fdu3fT0tI6vtbU1OTq6or9UvlxXpaWlh46dOibb77ZsWMH7pVzwcXFBSHU0tLi7+/f6aWDBw9i7Zi9zOARHBwsJye3cOFCvgaJC9blhp0/P44K82LFihUSEhK4jGDeu3fvsGHDCHnWy3sTv5KSkmDm41+3bl1ERAS2sCYv8vLyLl68uGbNGkKavIXhu9PNza2uru63337jsR4mk7lv376xY8cSklWKyqkrKSm5atWqCxculJWV8VhVUlLSnTt3OJrlBQDAP8JwPeeRcN5f9aSlpWXTpk2WlpYtLS2PHj3Cng1xXRubi6va2tomJydfuHDhxYsXY8eO/f3337l+R7yQjY2NsaEyTCbTzs7u7t27ra2tNTU1N2/eNDc3f/ToEVYO9/Oyvr7e3t5eQkICW0Sc08MXLVqkpaWlpaXFxbQBPXFwcLCzs0MInThxIigoiLU/ICAAWwHJ0dHR0tKy22Pb2trCwsKWLFnS51xSwoD9qaKKi4uxZTqUlZX5/ehUQ0PD09MzMDAQm1OFa7GxsXfu3GF/CWB88d7Er6qqik0Nx2+enp5qamrbtm3jsZ7t27cPHjwYW3BM8IThuZqRkdHKlSv9/f15bNW8evXq69ev/fz8CMkqRejU3b17t7i4eJ9TyfWOyWR6e3vr6+u7u7vjFRgAgBfCcD3nkXDeX3Xr06dPkyZNCgwMPHjwYHp6+rRp03ipDVtcdd++few8ESOTyevWrcvKynJycvrhhx+cnJxYA3YIQUYI7du3D/vqraiosLe3l5OTU1ZWnj9/PoVCYc0TgO8gtvr6+lmzZtXW1j5//py7AcdVVVUlJSUlJSWsWbxxERQUpK6uzmQy169fP2HCBGdn55EjR/74448MBkNXVzcwMLCnA2NiYqqqqkSigxzi5NGLgB/S+Pj4KCsrL1y4EFu9iwtlZWUrV64cP348UTNY8P6JHThwgJc52dknIyPj5+d37969o0ePcl1JYGBgRETEgQMHCJmmgkajYa3ZZDJ5woQJgg+A5cCBA0wmc/HixW1tbdzVkJmZuXHjxlmzZhEy7AqJ1KmroqKye/fu4ODgy5cvc13J/v37nz17duzYMd7n3wMA8E54rue8ENr7q06ioqK+/fbbmpqauLi4Xbt28T5zAxeLqyooKFy5cuXixYuPHz82NTXFhuUTgowQcnJyCgkJYTVo0Ol0U1PT4ODghIQEbLXa4cOH49gLvL6+fubMmVVVVc+ePeNxokPcDRs2LDU1FVtnKTU1NTIyMjs7GyE0c+bMxMRENTW1ng4MDg42MDDgdF0gQtTU1GA/FIVCMTQ07L2wgB/SyMvL37x589OnTytWrMA6Z3KkoaHBycmpra0tKiqKqGUxeL+6cddPlzsrVqz44YcfduzYcevWLS4Of/To0ebNm11cXNhfWhtf6enp2HliaGjI+7oWvNDS0vrrr7+ePXv2ww8/MBgMTg///Pmzo6PjkCFDeLm555Fonbpbt25dsGDBunXrWKtgc+Svv/46cOCAj48Pp3OXAwD4RHiu51wT5vurjgIDAxctWmRpaZmWlsbRjNU9uX79ekJCAnePllxcXFJSUmRlZS0tLZ8+fcp7MFwgs0IpKyt7+vTp69evGxoaUlJSXF1dS0tLKysrESdfjTo6Oth6sQ8fPuy2QF1d3YwZMxoaGuLj47W1tbmO+8mTJ9gb4b6GnZqa2uPHj1NTU/38/LZs2XLy5Mn09PT79+/3MtNdeXn5vXv31qxZg28kfNJxSECfXXEE/9zCzMwsODg4JiZm+vTpWCrOptzc3EmTJr1///7GjRscra+KL5Fr4j916pStre3ChQtPnjzJ0YEXLlywt7e3sLA4f/48n2LrE9cLg/KDnZ3d8ePH//zzz/nz53PUsJmWlmZmZlZdXX379m0BzD3QE9E6dUkk0sWLF42MjGbMmMFRAslkMg8fPrxixYp58+YdPnyYfxECADgiVNdz7gj5/RVm3759Hh4ey5cvv337tqKiIu8V0mi0Xbt2TZo0ietHSyNGjHj+/LmhoeGsWbPwmtKJI//9quTl5a2srCZMmDBo0CBsD+6/JywRotFoT58+7aWNRRiYmpr6+PgcO3bsp59+Yi091JNLly6RSKSVK1cKJjYesX+5YTAYrBnGBfm3unTp0jt37rx9+3bChAnXrl3DZq3oRVtb27lz58zMzOrr658/f97TmC4BEMUmfgkJib///nvNmjVeXl4LFixgZ7BWYWHhsmXL3N3dFy1a9ODBAwEsKdMTYRto6+npeeXKlQcPHpiZmd27d6/P8s3NzX5+fpMnT5aVlU1MTORodW18ieKpO2jQoKdPn9rb269cudLNza20tLTPQz5+/Ojg4LBr167NmzdHREQI1QIXAAxwwnY954Lw31+lpqbu37/f29s7NDQUr+XOz5w5k5ube+zYMV76SCsrKz9+/HjWrFkBAQG4RMWR3r4JWAkuLr+n2tra6dOnk0ik2NhYZWVl3isUHsHBwfb29qqqqkQHwhb2LzcfPnzAHm+PGDFCMDObscycOfPVq1d6enpLliwxNzf/888/P3/+3LVYYWHh6dOnjYyMfvzxR2tr6+Tk5D6n8+crEW3il5CQOH/+fFBQUHx8/OjRo9evX//48eOuKyO3t7fHxcX9+OOPBgYG//zzz5kzZ8LCwghMhJBQfncuXbo0Pj5eVlZ29uzZNjY2V65c6XbptqysrF9//XXkyJG7du1atGjRq1eviF2XTERP3UGDBkVERPz66683btwYOXLkzz//nJCQ0LWPIo1Ge/Dggaur67hx4968eXP58uWTJ08S1Y0WANAtIbyec0r476/Gjx//4cOHX3/9Fa+xnazFVXnvaycrK3vr1q3Y2FhcAuNIb0kh9ktlZ7kodri5uSUnJ1tZWa1cuZLJZHaa8yA4OFhdXZ33dxG8hISErKwsXkafC1hMTAybJY2MjPpsk+GfUaNGPX36FJsRbu3atWQyedy4cVpaWp8+fSouLnZwcMjLy/v48aOYmJi1tXVoaCgh0xB3ItJN/GvXrl20aNHRo0cDAwODgoIUFRWNjIywufgOHDiwb9++Dx8+VFdXKykpbdq0aceOHbi0rfMoMzOT6BC6MWHChOTk5PDwcKwvloSEhLGx8bBhwz5//nz79u3MzMycnJycnBwJCYnZs2ffvXuXlzlM8SK6py6JRPL29nZ1dT148GBISMipU6eGDh1qaGiIZUQ///wzlUp99+5dXV2dqqrq3r17vby8WH0fAADCQziv5xwRifurPgcyceSXX36hUqm//PILXhUKZgKeTnrMhZhMJtZ+N27cOFwe/WKzzcbFxXX7alNTE+9vQYjg4GBVVVWipn7q9+zt7e3t7YuKiqKjo5OSkoqLi+l0enNzc2trq5mZ2datW+fMmcNaL5hwov5Ya/DgwQcPHty3b19CQsKdO3c+ffpUWFgoLi5eXV2tr6+/atWq2bNnT5kyBa+G9X6MRCItXbp06dKl2dnZt27devPmTUlJCUKISqUymUwrK6v9+/fPnj2bi+UE+ETUT11lZeXffvvt6NGjT58+vXfvXm5ubk5Ojri4eFVVlZaW1g8//ODg4GBhYQGd4gAAAEcNDQ379u3T09MjOhCe9HhPk5mZWV9fj/AbR8vdbD9CjkqlXr9+3cPDA+4O+UpbW3vTpk1ER9E3Ub+hxIiJiU2ZMkWQc4L1YyNGjPD29iY6ir71j1NXUlJyxowZM2bMIDoQAAAYEAicPAlHPd7B4ztYqL+KiIigUqmurq5EBwKEQj9o4gcDE5y6AAAABqYec6GlS5cuWLAAIUTs2GghFxISMmnSJHw7XwIAAAAAAAAEoMdcSEJCgvdlaIWTnp4eR6t/9KKsrOzQoUO4VAUAAAAAAAAQpIE4yuX06dN4VcXOYiwAAAAAAAAAIQST6gAAAAAAAAAGIsiFAAAAAAAAAAPRQOwj1/+0tLQghEJDQ4Vkooumpia8RmSBfgxbcDkqKur169dEx/KvmpqahoYGoqMAAADRQ6VS6+rqLly4QHQg/3r79i1CiPclTdva2tLS0oTk50pISCA6hH4IcqH+4OvXrwghT09PogP5T3l5OdEhAGGH5fA4rleNCzh1AQCAC1VVVdnZ2e7u7kQHgrOWlpb79+/fv3+f6ED+RSaTOVrTsrW1FSF048YNfFfCzMvLU1ZWHjx4MEKovLycTCarqqriWH92djZCiMFg4FhnTyAX6g/27Nnj6emJPWUXEoqKikSHAISdvb19Q0NDW1sb0YH8h8lkKikpER0FAACInszMzNraWhKJRHQg/5GSkpKVleWxktra2sbGRlziwYWMjAyZzMEIl9LSUoTQsmXL+BYRHzU1NQngXSAX6iew1BzwqK6uLj4+XrQea9XX17P+FTkUCoXoEPoJGo0WExMjWo1aFRUVCKHm5maiAwEA4IBMJvfLZ0mSkpKSkpJER8G9EydObNu2TUpKCt9qR48evXDhwgMHDiCEHB0dBw0adPXqVXzfor29XVlZGd86uwW5EAD/UVZWrqioePToEdGBcIDBYMjKyqqoqBAdCCCSiopKaWkp1l1WVLS3tw8aNGjIkCFEBwIAAP2Zmpoa7nWSyWRpaWmsE5C4uLiEhITodgiCXAiA/2BDLQEQOUVFRUSHAAAYKL58+aKnpycvLy9yDSZVVVXr168/duwY0YEAIQK5EAAAAAAAYFdDQ0NDQ4O5ubm+vj7RsXAmLCyspqaG6CiAcIFcCAAAAAAAsEtMTAwhtH79emdnZ6Jj4cytW7fwne4M9AOw1ioAAAAAAABgIIJcCAAAAAAAADAQQS4EAAAAAAAAGIgGYi5Ep9NpNBouVWGr+QIAAAAAAKIwGAyiQwCiaiDmQh4eHqtWrcKlKl1d3XPnzuFSFQAAAAAA4NS+fftMTU2JjgKIqoGYC1VUVGDrnfNu/PjxZ86cwaUqAAAAAADAkaKiol9//XXKlClEBwJE1UDMhdjR3t6ek5MTGxubkZHRS8Orq6trZmbmq1evBBkbAAAAAABACO3atUtKSsrX15foQICownl9IT8/v7i4OISQiYnJkSNH8K1cMBgMxunTp48ePVpWVobt0dbW3rp166ZNm7oWnjt37pAhQ4KDgy0sLAQbJgAAAACERXt7+4sXL9LS0ioqKurr6yMiIiQlJbW1tW1sbDQ1NQUWBo1Ge/r06cePHwsKChBCwcHB1dXVOjo606dPV1ZWFlgYApOWlnb16tUjR470y58OCAaeuVBmZuaePXvodDpCCPtX5LS2ti5btiwqKgr7r6ysbFNTU1FR0ebNm+Pj48PDw8nk/2lJk5SUXL58eWho6KlTp2RlZYkIGQAAAACEyczMPHbs2O3bt6uqqhBCKioqDAajuLj48OHDzc3NJBJpwoQJK1as2LBhg5SUFP/CSE5OPnny5N27d+vq6kgk0tChQxFCHz58SE1NbW1tFRMT+/77711dXVeuXImtlNo/bN26VVtbe/PmzUQHAkQYnn3kvL299fT0cKxQ8Hx9fbFEaO3atRUVFVQq9d27d9iyyhEREX5+fl0PcXNzq6+vv3HjhqBjBQAAAABxPn/+7O7uPnbs2JiYmMWLFz98+LClpeXz588KCgpeXl5NTU2lpaWBgYEqKipeXl6jRo26cuUKP8LIz89fvHixubn5ixcv3N3dExISaDRaVlYWQujYsWMtLS25ubnHjx9nMpmurq7Gxsb37t3jRxiCFx0d/fjx48OHD0tLSxMdCxBhuOVCsbGxMTEx1tbWeFUoeNnZ2cePH0cIrVy5MigoSFVVlUQiGRkZhYeHOzk5IYR8fX3z8/M7HWVsbGxqahoSEkJAxAAAAAAgwtu3b83MzK5cubJly5asrKwzZ87Y2tp2avnR0NBYv3793bt3scIrVqxYvnx5c3MzjmHEx8ebm5s/fvz4yJEjnz598vf3/+6778TF/6fXj76+vqen57Nnz168eKGoqGhvb799+3ZRn4SaTqfv3LnTzMxsyZIlRMcCRBs+uRCDwfDy8kII2dra4lIhIS5cuECn06Wlpf39/TvuJ5PJJ06cEBMTo9PpYWFhXQ90c3N7+vRp1zQJAAAAAP3PvXv3vvvuOwqF8vbtWz8/v8GDB/defsyYMdevXz979uz169enT5/e0NCASxihoaE2NjajRo368OGDj49Pn33wJk2aFBcXt2PHjl9//dXZ2VlEhzNgzp8//+HDh2PHjpFIJKJjAaINn1woNDQ0PT1dU1PTwcEBlwoJcfXqVYSQlZWVurp6p5d0dXWtrKwQQpcvX+564LJlyyQlJUNDQ/kfIwAAAACI9Pbt20WLFmF90vT19dk/cOPGjffu3UtNTV25ciXvzTKPHz9et27dwoULHz9+jI0OYgeZTP7ll18uXbp069atn3/+mccYiNLQ0HDw4EEnJydLS0uiYwEiD4dcqLGxcffu3QihzZs3S0pK8l4hIfLy8rCJ44yNjbstgO3Pzs6urq7u9JKSkpKjo2NoaKiotzgDAAAAoBdfv351dHTU1NS8ceNGn81BXdna2gYHB9++fXv//v28hJGfn+/s7GxhYXHx4kUubr1WrFhx5MiRs2fPBgcH8xIGUQ4fPlxTU9PtKG4AOIVDLuTv719eXk6hUNatW8d7bURJS0vDNnrKhUaNGoVtpKend33V1dW1qKgoNjaWP9EBAAAAgHi//PJLRUXFrVu3FBQUuKthyZIlP/30k5+fX15eHtdh+Pj4iIuL37hxg+tn0Nu2bVuwYIG3t3dtbS3XYRCipKTk9OnTHh4eI0eOJDoW0B90zoWYTOaDBw9cXFzMzMxsbW137txZXl6OENq6dauhoeGYMWNaW1s7li8tLcXmG3B3d+f6usCFwMBAb29vb2/vL1++4FJhTU0NtjF8+PBuC7D2dzsuaMaMGZqamjCDAgAAANBfFRYWnj17dtOmTazHo9zZv3+/goLCrl27uDs8OTk5MjJyz5497HeN69axY8caGxtFbjXIHTt2SEpK7tmzh+hAQD/xP7lQaWmpjY3NzJkzw8LCkpOTsWlJDA0Nnz59GhMTk5mZKSYm1mlk3s6dO5uamuTl5Xfu3CnIuK9du3bs2LFjx47h9TyDVY+MjEy3BQYNGoRtdDvkkUwmu7i4REVFidzzFQAAAACw49y5c5KSktu3b+exHjk5uW3btl27dq20tJSLw0+ePKmtre3u7s5jGLq6uu7u7ufOnWtpaeGxKoHBFlfdsWMHLK4K8PJfLpSbmztx4sSnT58ihGRlZZctW3bo0KG1a9dSqVQnJydsonozM7OOB6ekpGDzqm3fvl1JSUmggeONlcP01NwsISGBbfQ0/Yurq2tLS0t4eDgfogMAAAAAwaKjox0cHHC54VmxYgWJRIqOjub0wLa2tnv37i1ZsgSXEdorVqygUqmPHj3ivSrBgMVVAe7+zYXq6upsbW2x7nCWlpa5ublXrlzZtWtXUFBQWFhYbW0tk8lECJmbm3c82MvLi8lkamhoeHp6cvSura2tVCqVl7j37t0bHh4eHh6uqqrKSz0sX79+xTb6zIV6inz48OGWlpYiOgwRAAAAAL349OnTp0+f5s6di0ttqqqqZmZmt2/f5vTAp0+f1tbW4hXGt99+O2zYMC7CIAQsrgr44d9cyNPTs6CgACG0Zs2a2NhYNTU1VoklS5awpozs2C508+bNZ8+eIYT279/fU7+yrkJCQkxMTGRlZeXk5HR0dI4cOcJdy6y1tfXixYsXL15MoVC4OLwrGo2GbfQ0Fxxrfy/z8bu5uSUnJ79//x6XkAAAAAAgJD58+IAQsrCwwKvCSZMmYXVyGgaZTO7UT4drJBLJwsKCizAEDxZXBXwijhB6+/btxYsXEUIjRowICAjotFwxiUQaPnx4Xl6ejIzMmDFjsJ1tbW0+Pj4IIQMDA1dXV3beicFgLFu27Nq1azNmzHBzcxs0aFBkZOTOnTufPn167949MhmflY64xsqpWElRJ6z98vLyPVXi7Oy8adOmkJAQbD4JrrEa4gSPwWAQ/rvonfBH2BMRjVwkwm5vbxcTEyM6ij6IxCfZLRGNXEjOChH99EQ0bL7+0nNyckgkkrS0NKsjSU+YTGZLS0ufxRQUFMrLy798+cLRR11QUKCiotLnaq1Ygaampj7DGDJkSEpKSp/FOqqrq2O/MKdoNBqdTpeVle20H1tc9dmzZzwursrOr4YfhOSKhBcGg9HS0oKdvXQ6va2tjZBPtRMuPmQpKSnEZDJXrlyJ/f/x48fM7mhqaiKEJk+ezNpz8uRJ7JCbN292LMlqM7G1te1UyalTp8TExC5dutRx5/Tp0xFCly9f7vZ9+cTBwWHq1KmddrImJElLS+v2qPj4eKzAyZMne6nc1dVVTU2NwWBwHd6vv/7K88kAAAAAAMBHhw4d4vpWh8lkNjY2Pnr06Pjx4xs2bLC1tR0xYoSiomLHcQry8vJYT8Jly5b5+PjIy8vPmjWLl3dkMpmdHvcDICEhId7e3o71EzUxMbGxselaqLS0tKSkBHXoINfa2nrgwAGEkJKSUnV19Z9//skq3N7ezjqKtd/NzY1EItnb23/+/JmVd2Hs7e0fPnyYkJCwfPly/H8+TsjJyWEbPT1rwQZToV7bhRBCNBpNQkKCl4cWS5YsUVBQYBLRLvT58+fm5mYdHR3BvzX7ioqKpKWleZxIVPAaGhrKysp4nIZV8JhMZnp6+tixY4X8aVZGRoa+vj77nXUJkZubq6SkpKioSHQgnKmpqamrq9PT0yM6EM7Q6fT3798bGxvz+AiZR83Nzfn5+aNHjyYwBu68ffvW0NCQNVBWVBQUFFAoFD7NMHb79u179+4FBAT02Yzz888/W1tb9zmk59GjR5GRkWfPnuXoBj0kJOTjx499PjZtaWnx9PRcuXLl5MmTey8ZHh6emJjIesbNjq9fv27fvl1XV5f9Q1hSU1Nv3LgRFxeXlJTU1tZGJpN1dHRGjBgxY8aMwYMHy8vLy8nJiYuL19bWtra21tXVFRYWfvz4MTIykkaj3b9/X09Pb8qUKXPnzp09ezYX13w5OTlzc3MnJycuIucF9mVqZGTUb5IxHx8fMzOzCRMmUCiUS5cuSUlJbdy4kdiQGAzG27dvx40bx1FDq6ysLHr16hX2n59//rnbHDoyMhIrEB4eju3hdNpoOp3eU4KOtcZ4e3vzmOhzpNt2IdacB6Ghod0exZqAPyoqqqeaa2trZWRkdu3ahWe4AAAAACDalStXEEIVFRV9llRUVNyzZ0+fxXbs2KGiosJpGEeOHJGUlOyz+wnWjS0oKKjPCpcvXz5hwgSOYigqKkIIXb9+nf1DCgoKDhw4YGBggBCiUCh2dnZHjhxJSEhoaWnp89ji4mJZWdlVq1aFhoa6ublhg9jl5ORWrFjx4MEDjnriDB06dPv27eyXBz3R0NDYunUrtm1tbT1nzhxi4+GFeGFhIXaLr6Gh0W0mw0qWWJPIiYmJmZiYdFuYRqNhI/AoFEpPi5Z2LIxdWebNm9d3RsVn48aNwzaw2cO7ys3NxTZYg6a6Cg8Pb25uXr16Nd7RAQAAAIBIWKeJjx8/4jWBbWZmJhcdMXR0dGg0Wn5+PmteK0LCYN+7d++OHj0aHh5OJpOnT5++Y8eOBQsWsNZsZAe2uOqxY8eUlZV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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7F960E110EF0>"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend='local_qasm_simulator')\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 1+1"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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6dO3aNdzhDwAYtP6ZAqOhoYG3jybgMT+op8l3U6ZM4R0Cy2vixImPHz8uKiriShW5ublKSkrEmFoZYWlpaWlp2cvCeCfRVatWiTWk/rt+/fo333yDEDIwMLh+/TrxHMnL0NBw6dKl58+fRwht377d1dX1k1s6AgBAImFz9h49eoQP+jRPWxB3d3fUbUIfVlRU9ObNGycnJ747xnwq6HS6i4sLiSuii8ODBw+8vLxYLNbQoUNv3rzZY7TEXOusrCzcEwMAGLSEpQr8VEGj0Xp/fy3EggULFBUVo6Ki2tvbiZOHDh1CCLm5ufW/fmm5f/9+YWGhjE+nyM/Pd3V1bWtrk5eXT0hIMDU17fESc3NzYhHysLAw2EcagMFMYKrgcDh43vLUqVO7rzEuMnV19c2bN5eXly9duvTVq1d4cf+jR48aGxvLyHrXoqHT6To6Os7OztIORBgTExM8hq2rq0vQYl+8iBHSePqFWCMEAMgygct15efnv3v3DvVx6SfhwsLCGhsbjx07dv36dXxmypQpiYmJpKQiqWAwGBcvXgwICBgkC58BAAYngR9w5HZUYHJyckeOHPn2229TUlIYDIaFhcWCBQs+6dvV+Ph4BoMhZAo3AAAMAAJTxfLlyxcvXowQIv2W39TUtDdt5Z+EqKgoW1vbAfPtAAAAXwJThby8/EDdoMbQ0LDHfZJ7qbq6Ojw8nJSqAABAZg3GFnY87IoUxcXFZFUFAAAy6xPuJwAAACAZkCoAAAD0AFIFAACAHgzGvoqBp76+vry8HK/vJAvevXuHF5oEAAwMkCoGAk1NzZqaGrx7uSyQk5Pju1scAOATBaliIPD09CwoKNDX15d2IB/l5eUR60cBAAYASBUDwc8///zmzRuuvaSkqKWlpaGhYe7cudIOBABADkgVA4GRkdH06dOvXr0q7UA+GjlyZPeN2QEAnzoYAQUAAKAHkCoAAAD0YDCmCiaT2dXVRUpVnZ2dpNQDAACybDCmioCAALI2UzIwMDh27BgpVQEAgMwajKmitra2traWlKqsrKwOHz5MSlUAACCzBmOq6A0Wi1VcXJyampqXlydkW2lfX9/8/PwHDx5IMjYAAJAw0QfLpqamRkZGCi9Dp9NHjhwp8ltIBZvNPnToUGRkZHV1NT6jr68fFBS0fv163sJubm7Dhw+n0+k2NjaSDRMAACRH9FRRU1OTnJwsvExbW5vI9UtFZ2ent7d3QkIC/lJFRaWtra2ioiIwMDAjIyMuLo5re1cFBYUVK1ZER0cfPHhQRUVFGiEDAIDYkTAFz9nZWdCSEkOGDOl//ZIUFhaG84S/v394eLi2tnZeXt7OnTvj4+Pj4+MtLCxCQ0O5LvHz8zt06NDly5dXrVoljZBF1NzcjIdvycnJjRgxosfyHR0dLS0t+FhHR0e8wQEAZAwJqSIwMHDevHn9r0fqioqK9u3bhxBatWrVqVOn8EkzM7O4uDgmk3nlypWwsLDly5cbGhp2v8rc3NzS0jIqKurTShUXL17EK9HSaLTCwkKub4pLW1ubk5PTw4cPEUIRERGbN2+WUJQAANkA3dr/OHnyJJPJVFJSioiI6H6eSqXu379fTk6OyWTGxMTwXujn55eenl5aWiqpSEng6+uL0wOTyfz555+FlGSxWMuWLcN5YsOGDZAnABiEIFX8IzY2FiFkb2/P2xVvYGBgb2+PEPrtt994L/T29lZQUIiOjhZ/jKSRl5ffvn07Po6KiiL68Hl9++23165dQwh5eXkdOHBAQvEBAGQJpIqPXr16hT8uzc3N+RbA54uKiurr67leGjZsmLu7e3R0tJBhtTJo1apVEyZMQAh1dnbu3buXb5nw8PATJ04ghJycnM6ePUuhUCQaIgBANkCq+CgrKwsfCEoVxsbG+OD58+e8r/r6+lZUVKSmpoonOrGQk5MLCwvDxydOnOBNgWfOnPnhhx8QQhYWFleuXFFQUJB0iAJwOBxphyAT2Gz2p3V3Aj5d3KmCw+GkpKT4+PhYW1vPnj07NDS0pqYGIRQUFGRqajp58mRBqx6xWKyCgoLS0lIJ/O0eP348ODg4ODi4oaGBrDobGxvxgZGREd8CxHm+fRJz587V09OLiooiKx7JWL58+aRJkxBCbW1tXI1Lv//+u7+/P0LI0NDw1q1bUh/MVltb+/3335uYmHR0dGzfvn3ixInfffddVVWVdKOSCuJHoaioqKCgMJh/FEByON1UVlY6ODhwFdDQ0EhLS8P31FOmTCEKE632UVFRvr6+ioqK+MtRo0b99NNPHz584IgNEWRxcbEIl7u6ujo4OHCdJKYTZmdn873q77//xgX279/Pt0BoaKiSklJTU5MIIfWTvb29u7u7aNdevHiR+EU3Nzfjk0+ePMEbJWlpaRUWFva1Tl1d3c2bN4sWD18XLlxQVVXl/etVVlY+e/YsiW/US3jn8JiYGMm/taz9KMAg8c9TRUlJyYwZM9LT0xFCKioq3t7e4eHh/v7+DAbDw8OjsLAQIWRtbc37N+rn5xcVFUU8bVRXV2/ZsmXOnDnv378XnKFkTnNzMz4Q1MwiLy+PD1pbW/kW8PX17ejoiIuLE0N0YrRkyRLc5tbS0nLkyBGEUFlZmYuLC4PBUFVVvXHjBu7PkKKLFy8uW7aM759Te3u7j4/P2bNnJR+VVMCPAkjLx1TR0tIye/Zs3NZkZ2dXUlJy7ty5rVu3njp1KiYmBt9sIoQ+++wz3io4HI6trW1qaiqDwXj58uXChQsRQunp6Rs3bhTyxiwWi8FgiBb09u3b4+Li4uLiSJwL1tTUhA96TBWCwjYyMrKzs6PT6WSFJBkUCmXHjh34+MCBAxUVFfPnz6+traXRaJcuXZoxY4Z0w6urq/v66685Qjsn1q1bNxiaX+BHAaToY6rYsGFDWVkZQujrr79OTU3V1dUlSixbtmzcuHH4mO9TxaxZs1JTUx0dHVVVVU1MTK5evWpra4sQotPpubm5fN+1rKzM0dHx9OnTogXt6Ojo5eXl5eVF4m7SxA4WgvpaiPNMJlNQJX5+fo8ePRL0Xcssd3f3adOmIYQaGhosLCwKCgoQQr/++uv8+fOlHRo6ePBgj7cU7e3t+/fvl0w8UgQ/CiBFVIRQdnb2mTNnEEITJkw4evQojfZ/pnBTKBTco6usrDx58mTi/Lhx41avXr169eqTJ08qKSn9UyOVGhISghBisVjbtm3rXtWFCxfWr1/v5OQ0fvz4jIwMcX5ffUZkHUG7HhHnNTQ0BFXi6emppqb2yXVuI4R27tyJD/DTVUREBFlbevQTntLRo6SkJHFHInXwowBSREMIEWPqjx8/TvROd/fixQuE0LRp07pnEVtbW/z0wGvu3LkUCoXD4aSkpHR1dRFNOr/88ktxcbGZmdnnn39+7949cr+TflJXV8cH/UkVqqqqnp6esbGxe/fuFXkKwqFDh3r5oUDIzs42MDAQ7e0wZ2dnc3NzPA7Y39+/n1OyW1tbL1y48PTp0/5Ugr18+bI3xUpKSmbPni2xaR+4Z27nzp34HksyZPNHIZqampoPHz4IWjtuIGlpaampqTExMZF2IB+VlJQMGTJES0urT1cFBgZSWSwWvg2xsLBwcnLiLVRVVVVZWYkEtD7xpaSkpK2tjRBqb28vLi4mzqelpVVWViYnJ8+cObNPgUoAkSoE9VrjjhwkNFUghLq6uuTl5fvzj9r9Ea33uJa87avExESi3az/+z7J+OcUkDoqldrPv9hPBYVCkZOTk3YU/6DRaH39yVOpVHl5edrjx4/xiqGOjo58yxH79vQ+VSCEdHV18YDC7lMfZPkThFhdtaSkhG8mKykpwQdDhw4VVElLS0tCQsKmTZv6E8natWvXrl3bp0scHByERNWj+/fvL1++nMVi4S+vX7/+8OFDvkMYeklNTc3Ly4trKS3RTJ06NScnp8diEydOvH37dv/frpfevHmjo6Ozffv2lStXSuxNZfNHAQYJanl5OT4aNWoU3xJEqujTZwd+EEE93YPLjqlTp+IDPCyYF5EqunfYcImLi2tvb1+9ejXZ0YnRixcvFi5c2N7ebmJighfWRQgRy0NJ3aJFi3pTzMPDQ8yBSB/8KIAUUYm7fmK0KBecKrS0tHrfGt7Q0ICrpdFowle3lh1mZma45efJkyd8C+AbOk1NTSHzDOh0ur29vaD53jKosrJy/vz5TU1N2traN2/eXL9+vZ6eHkIoJSVFRjqTAgMDe7zbUFdXFz4ye2CAHwWQIirRv8F3aaPKysrMzEzE0/rU0dHh5+cnaIg3nseHEJo1axbRByDjFBUV8YyQu3fvvn37lutV4uewaNEiQc1oeXl5mZmZfn5+4g6VLM3NzQsWLHj9+rWysnJSUpKhoaG8vDzxQYNXf5K6ESNGxMTECGldpVKpZ86cwX1jAxv8KIAUUYl75Js3bxJL5mFtbW2+vr545A9Xqti3b19UVFRoaChvtmhvbw8ODsbHQUFBYopbHHx8fBBCHR0dvI3su3btwt+pr6+voMvpdLq6uvqSJUvEGiRZOjo63NzccnNzqVTquXPniNbFtWvXampqIoTS09PT0tKkGuNHCxcuTEpKGjZsGO9LmpqaV69eHTxNLvCjAFLD4XCIZnpdXd0bN250dHQ0NDQkJCSYmZkRxW7dutV9PZC4uDh8c+3m5tZ90aTS0lJiGJWnp6eg5UTwxIuDBw+KthqJp6ennp6enp5eaWmpCJfzXQMKW7BgAUKIQqGcPHmSOHnkyBF8KydknaWuri4tLa01a9aIEE//9XUNKBaLRXym8P4WiNkwX3zxhWjxkL4GFIfDaWpq2r17t42NDYVCUVFR+eyzz3bt2tXY2Ejuu/SSFNeA4nT7UeCkPmnSJCn+KMAggTgcTkJCQvenWmKsp42NDdGFW19fz3Xlvn37iKuMjY1dXFysra2JaRmOjo6tra2C3rWfqUIcywVilZWVxL5GVlZWS5YsIZ66DAwMampqBNWJd+T++++/RYin//qaKgICAvA3tX79et5X37x5o6ysjAskJyeLEI84UgVBSUnpxx9/FFPlvSTdVEHAjaJ//vmndMMAgwEVIeTh4REVFaWiooI/HZhMpqWlJZ1Ov3//Pt7DwMjIaPjw4VyPI5s2bbp3756VlRVCqKCg4MaNG5mZmZ2dnSoqKmFhYcnJySSuuiExo0ePfvr0KX4wevr06aVLl4qKihBC8+bNe/jwYff1TrjQ6XQTExMbGxvJxSqq8PDwX375BSHk5uZ28OBB3gJaWlpEO5uM9FgAAKTr4+xrHx8fd3f3rKwsNTU1ExMTvMrx69ev8d2ToBkVtra2T548ycnJwXPrlJWVTU1NXVxcxN2VLdY2dF1d3Tt37jx79iwlJeXt27d6enpOTk5EGx1fNTU1t27d2rNnj/iiIsvp06fxp//06dPPnz8vqI80KCjoxIkTLBbr0aNH165dwx3+AIBB65+FOjQ0NPD20QT8eIt6mnw3ZcqUKVOmiCM4KbK0tLS0tOxlYbyT6KpVq8QaUv9dv379m2++QQgZGBhcv36deI7kZWhouHTp0vPnzyOEtm/f7urqKsvTJwEA4iZshvejR4/wQZ/maQ9CdDrdxcWFxBXRxeHBgwdeXl4sFmvo0KE3b97sMdrvv/8eH2RlZeGeGADAoEUT8hp+qqDRaL2/vxbu5s2beCIb3lHu9u3bHR0dCCEbGxuuB5pPyP379wsLC4lN9GRTfn6+q6trW1ubvLx8QkKCqalpj5eYm5vPnz8/OTkZIRQWFubh4TFIFu0BAPASmCo4HA6etzx16lTRFrDjFR8fHx0dTXx5/fr169evI4RCQkI+3VRBp9N1dHScnZ2lHYgwJiYmeIRCn9y6dUscwQAAPjkCU0V+fv67d+9QH5d+Ei4qKupT3MtBCAaDcfHixYCAAK5NPgAAYCAR2KQAHRW9ER8fz2AwhEzhBgCAAUDgvfDy5csXL16MRN0+YZCIioqytbXtTdM/AAB8ugSmCnl5eXl5eUmGIjGGhoY97lHcS9XV1eHh4aRUBQAAMmswtrAfOnSIrKq67/EHAAADFQx/BAAA0ANIFQAAAHoAqQIAAEAPBmNfxcBTWFhYU1MjU8s0ZWdnSzsEAABpIFUMBDt27MjJyRk9erS0A/mosLDwq6++knYUoF9SUlKcnZ3V1NQ+uQVd3r17d+DAgfXr10s7kAEFUsVAsGbNGmmHAAaaDx8+sFisxYsXa2lpSTuWPujs7Dx48CCbzZZ2IAMNpAoAAB94R8sNGzYI36xF1jQ3Nx88eFDcW+YMQp/YoyUAAADJg1QBAACgB5AqAAAA9GAwpgomk9nV1UVKVZ2dnaTUAwAQrrOz8/3799KOYvAajKkiICCArKGcBgYGx44dI6UqAIAQixYtWrFihbSjGLwGY6qora2tra0lpSorK6vDhw+TUhUAQJBbt24lJyd/+eWX0g5k8BqMqaI3WCxWcXFxampqXl6ekDHavr6++fn5Dx48kGRsAAwqLBZr8+bN5ubmK1eulHYsg5fo8ypSU1MjIyOFl6HT6SNHjhT5LaSCzWYfOnQoMjKyuroan9HX1w8KCuI7+dPNzW348OF0Ot3GxkayYQ4u7969S05Ozs3Nff36dWdn56lTp+rq6vT19WfPnm1ubi7t6IB4nT59Ojc3948//vjk5o0PJKKnipqamuTkZOFl2traRK5fKjo7O729vRMSEvCXKioqbW1tFRUVgYGBGRkZcXFxXH+sCgoKK1asiI6OPnjwoIqKijRCHuDS09N//vnn1NTUzs7O4cOH6+rqIoTa29uvXr1aW1sbFBRkaGi4cuXKoKCgIUOGSDtYQD4Gg/Hf//7X1dV19uzZ0o5lUCMhSzs7O68T4JP77w0LC8N5wt/fv7a2lsFg5OTkeHp6IoTi4+P37NnDe4mfn9+7d+8uX74s6VgHusLCQhcXF0dHx7KysrCwsLy8vPr6+tzcXEVFxcDAwPLy8sbGxsuXL8+cOTMiImL8+PGHDx/mcDjSjhqQ7Oeff37z5g3ffz0gURxR/fbbb7iG5ORkkSuRCldXVwcHB97zhYWFNBoNIbRq1aru51ksloeHB0KIRqO9evWK90JLS0tHR0dxhTso3bp1S0NDY/To0adPn2Yymd1fUlJS+vHHH7ufKS4u9vLyQggtXryYwWBIILy6ujqEUExMjATeS4jMzEyE0J9//imOyv/44w+E0PPnz8VReS9VVVWpqqoGBAT0/pKmpiaE0OnTp8UX1eAEbX//OHnyJJPJVFJSioiI6H6eSqXu379fTk6OyWTGxMTwXujn55eenl5aWiqpSAc4Op3u6upqaWn5/PlzPz8/OTk54eXHjx8fFxcXExNz48YNOzu75uZmiYQJxG7btm0UCmX79u3SDgTACKhuYmNjEUL29va8XfEGBgb29vYIIeJZqjtvb28FBYXo6Gjxxzjwpaamrlu3zsvLKyUlZfjw4b2/cOXKlWlpaUVFRV5eXiwWS3wRAsnIzs4+e/ZsSEgI7qAC0gWp4qNXr17hIU+CRtTg80VFRfX19VwvDRs2zN3dPTo6GpY+7qfXr197enrOmDGDTqfLy8v39XIbG5vffvvt9u3boaGh4ggPSFJwcLCuru7GjRulHQhACFIFISsrCx8IShXGxsb44Pnz57yv+vr6VlRUpKamiie6wWLbtm0cDichIQGvgC0Cd3f34ODgAwcOFBUVkRsbkKSbN2+mpKTs3r0bBhbKCO5UweFwUlJSfHx8rK2tZ8+eHRoaWlNTgxAKCgoyNTWdPHmyoFWPWCxWQUFBaWmpBO6sjx8/HhwcHBwc3NDQQFadjY2N+MDIyIhvAeI83z6JuXPn6unpRUVFkRXPIJSTk/Pbb79t2bJFR0enP/Vs27Zt2LBh8GDx6WKxWN9//z3MuZMp/2deRVVV1cqVK9PT04kzd+7cOXbs2NWrV69fv15QUDBlyhTe272amho/P7/Y2FicRUaNGrV+/fqgoCA8mkgcLly4gINct25dn5qzhSD6QpWVlfkWUFVVxQetra28r1KpVB8fn/379zc3Nw8dOpSUkAabI0eOaGtr/8///E8/61FTU/v++++/++67qqoq2dlEFvQezLmTQf/8JkpKSmbMmIE/glVUVLy9vcPDw/39/RkMhoeHR2FhIULI2tqatwo/P7+oqCjiaaO6unrLli1z5sz5tJaBJFKFgoIC3wJE0znfVIEQ8vX17ejoiIuLE0N0Ax+bzb527ZqHh4egVN0n3t7eFAolKSmp/1UBCYM5d7LpY6poaWmZPXs2bmuys7MrKSk5d+7c1q1bT506FRMT09zczOFwEEKfffYZbxUcDsfW1jY1NZXBYLx8+XLhwoUIofT0dCH9UQwGoz9jVLZv3x4XFxcXF9fPloru8HBs1ItUwWAw+BYwMjKys7Oj0+lkhTSoPH78uKamxs3NjZTadHR0rK2tr1+/TkptQJJgzp1s+pgqNmzYUFZWhhD6+uuvU1NTu49OW7Zs2bhx4/Ax36eKWbNmpaamOjo6qqqqmpiYXL161dbWFiFEp9Nzc3O7l2SxWAcOHBg3btyQIUPU1dU///zzc+fOiRC0o6Ojl5eXl5eXmpqaCJfzRexgIaivhTjPZDIFVeLn5/fo0SOu7xr0RkFBAUJo+vTpZFU4ffp0XCf4hFRXV+/fv3/t2rWTJ0+Wdizg/6AhhLKzs8+cOYMQmjBhwtGjR7n6GCgUipGR0atXr5SVlbv//saNG7d69WqEUEhIiJKSEnGeSqWGhIS4u7uzWKxt27ZdvXqVeGn16tXnzp1bvHixj49Pfn5+UlISHgv/66+/ive77AUi6wja9Yg4r6GhIagST0/P9evXR0VF7du3T+RI2trayFojva/ev3+vqKgovk4mIXJycuTl5VtaWt69eye8JIfDaWxsfPXqlfBiioqKlZWVPRYTDR5P8ebNGzHV30tVVVUIoerqanGEgdsYSMdkMltbW1taWhBCGhoaysrK3T89yJpz9/btW+n+aghsNpvBYMjOEkcMBkNZWbnHaa1c9PX1EYfDWbVqFf76zp07fKd06+npIYRmzpzZyyng7e3tFAoFIaSsrNzZ2YlPXrp0CSF0/vx5olheXh6u+dKlSyJPNxcB34U9fvjhB/xDyMrK4ntVRkYGLnDgwAEhlfv6+urq6rLZbJHDw0tOASALbt++LfJfMofDKSwsPH369Hfffbdw4UJjY+PuWYEgLy8/YcKE+fPnL1++nEqlBgYG9uff5+3bt5L/KQ14O3bsoLFYLNz7Z2Fh4eTkxFuoqqqqsrISCWh94ktJSUlbW7uurq69vb24uHjSpEkIocOHD8+fP3/ZsmVEsUmTJu3bt8/Lyys8PHzx4sUkfEP9oK6ujg8E9VoTN1lCnioQQl1dXfLy8jhTiiYyMlJa2aK2tlZFRUUqd0AXLlxISkrqTYPkihUrlixZglflEuLKlSsXL16MjY3tz+9CkJaWljVr1nz77bd4Dr+0lJSUbNmyZceOHaampqRXnpOTs2vXLi0trb5e2N7efu3atcTExPT0dDytVVtb29jY+Isvvli5cuXQoUNVVVXxQ3xbW1tnZ2d9fX15eXlxcfGVK1fwFgCxsbF2dnYeHh7u7u59/WvEz8QBAQGOjo59jVwcOjs7a2trx44dK+1APqqurlZXVyc+7nqDSqU6ODjQHj9+jB8GBf1kiX17ep8qEEK6urp4STVi6sO4cePmzJnDVczV1ZVKpebl5X348EGE2bkkGjFiBD4oKSmZOXMmb4GSkhJ8IGQsbEtLS0JCwqZNm/oTydixY2XnD0tiGAzG5cuXZ8+erampKbykj4+PmZlZj9n03r17enp6S5cuJS/Gf7x582bNmjU2NjbSfQR89OgRQsjR0dHOzo70ynv8RfBKS0uLjo6+cuVKa2vrxIkT3dzcZs2aZW9vP2rUqB6vvXnzZmpq6uHDh0eNGvXnn3/euXPHx8dHSUnJ2dnZz8/P2dm5Tyl/+vTp8HROLlp5eTk+EvTrJFIF3+FPguAHEdTtHvzo0aO8HcLKysqqqqqtra1NTU3a2tq9r590U6dOxQd4WDAvIlUI6XCLi4trb2/HXTigT/DQidzcXLI+9fLy8gwNDUmpCgjHYrEuX778888/P3nyRE9P75tvvvH29ra0tOxTDXjO3b///W8qlYo3Rn3x4sWFCxfOnz/v6uo6adKkTZs2rVy5UuRp/KCfqMRdPzFalAtOFVpaWgYGBr2stKGhAVdLo9GIf1dlZWXep56CgoLW1tZhw4ZJN08ghMzMzHBD6pMnT/gWyMnJQQhpampOmDBBUCV0Ot3e3l7QfG8gxOeff66pqUnWTIjm5uY///zTxcWFlNqAEImJiSYmJl5eXlQq9dKlS+Xl5ZGRkX3KE+j/z7nbu3dv9zl3kyZN2rFjR0FBwc2bN3V1df39/cePH3/u3DkO7EoiDVSiLZLv0kaVlZV4TXyu1qeOjg4/Pz9BvzNivvesWbOEN4rdvHkTIeTv79/nwMmmqKiIZ4TcvXuXt2eM+DksWrRI0INwXl5eZmamn5+fuEMdkOTl5RcsWJCQkEDKorBXr1798OEDWbM0AF+FhYULFixYtGiRtrZ2ampqZmbm4sWLRZhfLXzOHYVCWbBgwZ07dx4/fjxp0qSVK1fOnDlT0P0cECNimTwKhfLs2bPuYwnev39P/PJ27NjR/aXw8HCEUEhICO9Yhba2NuJJ4ubNm0LGKlRWVmpqao4fP76pqUnkAQ8iELS10bVr13DY3333HddLa9euxS8J2UZm06ZN6urq79+/JzncQSMtLQ0hRKfThRfj3dqIS2dnp5GRkb29PZnB/V+DfGsjNpu9d+9eRUVFXV3dM2fO9GfAEofD+eGHH+Tk5HJzc3tT+MqVK+PGjZOTk9u2bduHDx94C8DWRmKCOBwO0Uyvq6t748aNjo6OhoaGhIQEMzMzIqPcunWr+2VxcXH45trNzS07O5s4X1paSgyj8vT0FPLGLS0t5ubm2tra+fn5fQ3a09NTT09PT0+vtLS0r9dyBKcKDoezYMECnDVPnjxJnDxy5Ai+V3J3dxdUZ1dXl5aW1po1a0SIBxAWLFigp6cnfCe7HlPFgQMHKBTKw4cPyY7uH4M5Vbx588bZ2RkhtGbNmpaWln6+iwj73LW3twcHB1MoFFtbW95dKSFViAnicDgJCQndHxuJsZ42NjZEF259fT3Xlfv27SOuMjY2dnFxsba2JjqdHB0dW1tbBb1rS0uLra3t2LFjCwsLRQjawcEBv0txcbEIlwtJFZWVlcS+RlZWVkuWLCF6JgwMDGpqagTViXfk/vvvv0WIBxBycnIUFRWXLFki5EZVeKrIzMxUUlJauXKleAL8aNCmiocPH44aNUpDQ+PChQukvIuvr6+ampqQ/yxBUlJSRo4cqaGhkZKS0v08pAox+bi39pkzZ4h14SkUipWVFZ1OZ7FYeJElIyMjvhf/9ddfVlZWXC1aKioqYWFhxMw7Xi0tLTY2NkZGRuXl5aIFLb5UweFwampqeOeXzJs3r66uTnidJiYmIgQDuOCFA7Zu3SqogJBUUVZWNnr0aHNzcyG3KaQYnKkiOTlZTU3N3Ny8pKSElLfIysqSk5MT/owoxJs3b+zs7BQUFLr/IiBViMnHJRx8fHzc3d2zsrLU1NRMTEzwgtuvX7/G/xKCZlTY2to+efIkJycnLS2tsrJSWVnZ1NTUxcVFSFd2S0vLvHnzGAxGRkaGyPsg4kZtMdHV1b1z586zZ89SUlLevn2rp6fn5OREtNHxVVNTc+vWLVjgjBR40Zcff/yxpqbml19+EbR6I6/79+8vXrxYTk4uMTGRxMXBAHbu3DlfX9/PP/88MTFR+CzU3sP73P3nP/8R7XItLa2UlJQVK1b4+PjU1tYGBQWREhXgT0gawUtxIIQOHjxISl5qbm62tra2tLR8+/YtKRWKRvhThQj27NlDo9Fqa2tJrHOQO3z4MI1Gmz59ekZGBtdLvE8V7969++GHHxQUFKZPn15ZWSmB8AbbU8W7d+9oNNqXX37Z3t5OVv03btxACJ05c6af9bBYrPXr1+vq6uIv4alCTISNbMNzQVEf52kL0tzcPGfOHAqFkpqaSkyNHhjodLqLiwuJK6KD//mf/0lJSWEwGHZ2du7u7gkJCXy3P8nLywsPDzcyMtqzZ8/atWv//PNP2MtIHNTV1bOzsy9evMh3EScRkLjPHZVKPXToEF45EYiPsDVE8T0LjUbr64QavvAC3fb29qtWreJwOFzD5+l0OtGf/Gm5f/9+YWFhZGSktAMZaBwdHXNyck6fPv3zzz8vXrxYSUnJ0tJy1KhRXV1dsbGxGRkZ+fn5ZWVlioqKixYt2rVrl5CpkaD/yF1mKioqKjc3986dO2Ttcwf75YmbwFTB4XDwPJepU6eSciuB57XdvXuX76ttbW39fwupoNPpOjo6ePggIBeNRvvmm2+++eab58+fJyUlZWdnV1dX02i0pqamMWPGzJ49e86cOQsWLOjT2mdAFjQ0NPj5+fFdnxTIJoGpIj8/H+8c0Keln4QgFvEeSBgMxsWLFwMCAqSyx8PgYW5ubm5uLu0oAGm+//57aYcA+kbgUxu5HRUDVXx8PIPB8PX1lXYgAAAgRgLvhZcvX473kCCrI2tAioqKsrW1FcduAQAAIDsEpgp5eXnpbiAhPoaGhgwGg5Sqqqur8XJYAAAwgA3GFvZDhw6RVVVxcTFZVQEAgMyCEWYAAAB6AKkCAABADyBVAAAA6MFg7KsAAPSIzWYjhFJSUgoKCkistra2lkql4g2SW1pampubx44dS2L9eAGYrq6uPl115MgRTU3N3q9NKSPKy8vnz5/ffWMh8YFUAQDgo7m5GSEUHBws7UBEUV1d3fvCzc3N69evF18wYpWQkPDXX39J4I0gVQAA+Fi6dKm1tTV+tiDRypUrlZWVT506hRDavn37/fv379y5Q+5bsNlsIyOjvl61Z88eT09PciMRNycnJ1IW6OsNSBUAAP4MDAxIr1NZWVlFRWXcuHEIoSFDhsjLy+NjqdPS0pKRSHqPRqPhHUslALq1AQAA9ABSBQAAgB4MxlTBZDL7OkBCkM7OTlLqAQAAWTYYU0VAQMBXX31FSlUGBgbHjh0jpSoAAEAIFRcX425/mTIYU0VtbW1tbS0pVVlZWR0+fJiUqgAAACG0Zs0aGdxVczCmit5gsVjFxcWpqal5eXlCxgv6+vrm5+c/ePBAkrEBAAaqxMTE9PT0HTt2SDsQbqIPlk1NTe0x9X2KO2az2exDhw5FRkYSs3j09fWDgoL4TtJxc3MbPnw4nU63sbGRbJhAmnBfV0dHh3TDwF1lUg8DkIXJZIaGhlpbWy9btkzasXATPVXU1NQkJycLL/PJ7Zjd2dnp7e2dkJCAv1RRUWlra6uoqAgMDMzIyIiLi+Pa7V1BQWHFihXR0dEHDx5UUVGRRshAQgoKChITE5OSkvLz8xsaGhBCa9as+c9//mNoaDh//nx3d/fPP/+c689DHJ49e5aYmHjjxo2ioqKWlhaE0Ny5c4cMGTJhwgRnZ+dFixZZWVmJOwYgJidOnHjx4sWff/4psdkSvUfCFDxnZ2d9fX2+Lw0ZMqT/9UtSWFgYzhP+/v7h4eHa2tp5eXk7d+6Mj4+Pj4+3sLAIDQ3lusTPz+/QoUOXL19etWqVNEIGYpednR0SEnLr1i15eXkHB4eAgAAVFZXQ0FA/P7+xY8fm5+f/+uuve/fuNTU13b1796JFi8QURkZGxvfff//3338rKyvPnTvXxcWls7Nzz5493333nZqa2vPnz/ft27dr167PPvssIiLC3t5eTGEAMWltbd21a5eHh4ednZ20Y+GHI6rffvsN15CcnCxyJVLh6urq4ODAe76wsJBGoyGEVq1a1f08i8Xy8PBACNFotFevXvFeaGlp6ejoKK5wgfR0dXWtX7+eSqWOGTPm5MmTTU1N+HxdXR1CKCYmhih269YtW1tbhJCDg0NNTQ25YbS2tnp5eSGETE1N4+Li3r9/j89nZmYihP7880/8ZVtb28WLFydNmoQQWrJkybt378gNgxROTk6urq74OCAgYMKECdKNh8PhNDU1IYROnz4t3TBCQkLk5eULCgp6f8n48eO//fZb8YXUHXRr/+PkyZNMJlNJSSkiIqL7eSqVun//fjk5OSaTGRMTw3uhn59fenp6aWmppCIFktDQ0DBv3rxjx47997//LSgoWLNmzdChQ/mWlJeXnz9//v379+Pj43NycmbMmPH06VOywigvL//iiy+SkpKOHTuWnZ3t5eUlqKlTWVnZ09MzOzv7xIkTN2/etLW1ffXqFVlhALGqrKw8dOhQQEDAxIkTpR0Lf5Aq/hEbG4sQsre35+2KNzAwwE/0xLNUd97e3goKCtHR0eKPEUjI+/fvZ8+e/fTp02vXrv3www/Kyso9XkKhUJYsWZKZmamhoeHg4JCbm9v/MGpra+3s7Orr6+/evRsQEICfeoWTk5Nbu3ZtRkZGS0uLnZ1dVVVV/8MA4rZlyxYFBYUffvhB2oEIBKnio1evXuEhT+bm5nwL4PNFRUX19fVcLw0bNszd3T06Opr0ZTiBVLDZ7FWrVuXn56ekpCxYsKBP144bNy4jI2PkyJFubm68fyp90tHR4eHh0d7enpGRMWPGjD5da2VllZGRwWQycQ39CQOIW1ZWVmxs7JYtW0aMGCHtWASCVPFRVlYWPhCUKoyNjfHB8+fPeV/19fWtqKhITU0VT3RAon755ZerV6+ePn3a2tpahMs1NTWTkpKampq++eab/oSxffv2J0+exMfHi7biqYGBweXLl58/f75169b+hAHELSgoSF9fPzAwUNqBCMOdKjgcTkpKio+Pj7W19ezZs0NDQ2tqahBCQUFBpqamkydPFrTqEYvFKigoKC0tlcCd9fHjx4ODg4ODg/GYRVI0NjbiA0Er3RPn+fZJzJ07V09PLyoqiqx4gLQwGIxdu3YtXrzY29tb5EqMjY13796dkJBw//590Wqoqqo6cuRIYGCgg4ODyGHMnDlz48aNR48eLSkpEbkSIFaJiYl37tzZvXu3kpKStGMR5v+kiqqqKicnp3nz5sXExDx69OjOnTs//fSTqalpenr69evX8/Pz5eTkFBUVuaqoqanx8/NTVVU1MTEZN27cmDFj9uzZw2QyxRf0hQsX9u7du3fvXrxRFymIqgS1SquqquKD1tZW3lepVKqPj09CQgKJIQGpOHjwYGNj448//tjPevz9/SdOnLht2zbRLv/vf/+rqKjIOzi7r0JCQtTV1Xft2tXPeoA4yPKcOy7/pIqSkpIZM2akp6cjhFRUVLy9vcPDw/39/RkMhoeHR2FhIUKI7/O4n59fVFQU8bRRXV29ZcuWOXPm4E1uPxXER7yg/XXl5eXxAd9UgRDy9fXt6OiIi4sTQ3RAcmJjYxctWtT/gSjy8vKbNm26e/euCB3LXV1d8fHx/v7+w4YN62cYQ4cOXbt27eXLl2FStwzCc+727t0rg3PuuHxMFS0tLbNnz8ZtTXZ2diUlJefOndu6deupU6diYmKam5s5HA5C6LPPPuOtgsPh2NrapqamMhiMly9fLly4ECGUnp6+ceNGMQW9ffv2uLi4uLg4HR0dsurEY6tRL1IFg8HgW8DIyMjOzo5Op5MVEpC8oqKily9f4mk0/bdo0SIKhZKYmNjXC9PS0lpaWkgMg8FgkL4vKegnWZ9z9399TBUbNmwoKytDCH399depqam6urpEiWXLlhG9anyfKmbNmpWamuro6IjboK5evYrnItHpdEHjBTs7OwV94PaGo6Ojl5eXl5eXmpqayJVwIXawENTXQpwX0rbm5+f36NEjUkZJAqm4ffs2hULp66gnQXR0dKysrEQY7JCWljZs2DCyFhabMWOGtrY2jLmQNbt3725sbNyzZ4+0A+kVKkIoOzv7zJkzCKEJEyYcPXqUa+w2hULBPbrKysqTJ08mzo8bN2716tWrV68+efJk9w4ZKpUaEhKCEGKxWLwNtVFRURYWFioqKurq6mPHjv3pp59k5LmYyDqCdj0izmtoaAiqxNPTU01NDTq3P12VlZXDhw8XNNVOBOPHj6+srBQhDENDQ7JWlKJQKOPGjRMhDCA+sj/njgsNIbR37178xfHjx3l7rRFCL168QAhNmzatexaxtbXFTw+85s6dS6FQ8GCqrq4u3KTDZrO9vb0vXLgwd+5c3A1+6dKl0NDQ9PT0W7duSWCdNeHU1dXxQX9ShaqqqqenZ2xsbH8aH5OTk3GPkeQVFBQMGTJExhcDfv78ub6+vqampjgqj4uL6+rqwvc6QuB1MC9cuNDjE2ReXl5RUVGPFXK5deuWkpJSj1fhFuMTJ07cuHFDeMmqqqqCgoK+hiEOJSUlNBpt5cqVnZ2dJSUl9fX1Uo8K97PitRf7r7GxsaioqKSkpLW1tbm5ubW1lclkamhoKCoqqqur6+npGRkZGRgYkDLnjsFg/P333336Ab58+XLYsGF9bbr38vKisVispKQkhJCFhYWTkxNvoaqqKnw/0vsx5kpKStra2nV1de3t7cXFxXhRmsOHD1+6dOns2bPEsnpff/313LlzU1JSzp8/v2LFij6FTjoiVQjqtcb/lkhoqkAIdXV1ycvL96eT6s6dO6dPnxb58v5oa2vjO8hNpjAYDEVFRaLriFzv3r1js9knT54UXgx33aWlpfU4Fvb9+/ddXV09VsilpaWFQqH0eBVuC01KSupxFndrayuLxeprGOLQ2tpKoVCqq6vxykIfPnyQelT4t/n27VvRLu/o6Hj48GF6evqff/75/Pnz7iP45eTk8JKpXV1d3Yf5yMnJsVisGTNm3LhxY+bMmePHjxftrd+/f5+Xl9enJYVE+B+nUqlGRkaI2JZn48aNfFeJunTpEi4QFxfX+7WliIlsxFpmRUVFoaGhXMUOHjyIEAoICOjLulX9xXe5QKI7Ojo6mu9VP/30Ey6QkJAgqObm5mZlZeWtW7eSGS6QoE2bNunp6fVYjGu5QCG++uorc3PzvoaxePHiL774osdiXMsFCuHg4ODm5tbXMMRhwCwX2NHRceXKlSVLluDh9crKyg4ODps3bz516tTdu3erq6vb2tq4Lmltbc3Jybly5cqECRPU1NTGjh2LP1ImTZq0Y8eOPi0UiEl0ucDy8nIc7qhRo/imFCKX8B3+JAjRMErcgxsZGfGOVccZmMTeaZFNnToVH+BhwbyISUzdO2y4xMXFtbe3r169muzogISMHDmyrq6OxWKRVWFVVZUIDXojR44kd+0m0cIAfJWVlQUGBurq6np4eGRlZQUFBWVkZDQ1NaWlpUVERPj7+8+aNWvkyJG8M7TU1NTMzMwoFEpRUdHJkyfLyspev3599uxZIyOj3bt3Gxsb29jYXLx4kcQ/PxJRicclYrQoF5wqtLS0DAwMellpQ0MDrpZGoxkaGgoq1tXVde7cOYSQ+Jb47z0zMzPcOf/kyRO+BXJychBCmpqaEyZMEFQJnU63t7cXNN8byD5LS8sPHz6IPMWaS0dHx4MHD0TYa8jKyqqsrIy4jeunqqqq4uJiS0tLUmobzLKzs1esWDFhwoTo6OhVq1Y9ePCgqKho586dM2fO7GWTDtecOz09vVWrViUmJtbW1tLpdDab7eXlNXHixCNHjgjqNJUWqpaWFj7iu7RRZWUlfsjl6qjo6Ojw8/PjcDh8KyV6ZWfNmkX0AXCpq6tbvHjxq1evVq5c+fnnn4saP2kUFRXxjJC7d+/ytloSPwc8Up5vDXl5eZmZmX5+fuIOFYiPvb398OHDRZgJwdedO3cYDIYId0Jubm40Go2sMBITEykUipubGym1DU5NTU0bNmywsrL6448/tm7dWlZWdujQoT41tGCC5twNHTrU19c3MzMzIyNj2rRp//nPfyZPnhwfH0/ed9BvxDJ5FArl2bNn3Run8DrM+NUdO3Z0fyk8PBwhFBISwmazuZq02traiCeJmzdv8rZ5LV26dNKkSXhYlL+/f3t7O8mNaj0RtLXRtWvXcNjfffcd10tr167FLwlpF960aZO6ujqx7Qz4RPn4+IwcOVL477GXfRUeHh56enq8/yO9YW9vb2FhwWKxhJTpTV8Fm82ePn36559/LkIM4vDJ9VWw2ewTJ04MHz5cRUVl586dvD0Qvffu3TsdHR0PD48eSz58+BDnoQULFpSWlgoqJsm+CsThcIhmel1d3Rs3bnR0dDQ0NCQkJJiZmREZ5datW90vi4uLw1nRzc0tOzubOF9aWkoMo/L09OT7lgsXLpw2bdqwYcMoFMqKFSv47isnnKenp56enp6enpAfohCCUgWHw8Fzr/DgE+LkkSNH8Fhed3d3QXV2dXVpaWmtWbNGhHiATHn58iWNRgsPDxdSpjep4sGDBxQK5dixY6KF8fvvv/f4Fr1JFXgXlhs3bogWBuk+rVTx9u1bV1dXhNCXX35ZVlbWzzfq0z53bDY7OjpaR0dHQ0ND0JAiSaeKhISE7tMaiLGeNjY2RBdufX0915X79u0jrjI2NnZxcbG2tiYa7BwdHVtbW4W8MZvNvnv37ogRI7S0tJ4/f96noIm1NouLi/v6DXOEporKykqi98/KymrJkiVEz4SBgYGQjTDxjtx///23CPEAWfP1118PGTJEyF9Xj6mio6Nj+vTpEydO7OrqEjmM2bNnjxkzhvdfj9BjqmhoaDAwMBD01y4Vn1CqSE9P19PTGzJkSGxsbP/f5fXr1yoqKoGBgX26qq6uDt+/+vr6MhgMrlclnSo4HM6ZM2eIXRgpFIqVlRWdTmexWHimhpGREd+L//rrL94uOxUVlbCwsM7Ozt68/ZUrV/CHcp8e0sWXKjgcTk1NDe/8knnz5tXV1Qmv08TERIRggAyqq6sbM2bMpEmTWlpaBBUQnipWr14tLy+flpbWnzDy8/PxhnqC8o3wVPHhw4c5c+YMGTIkLy+vP2GQ61NJFadPn6bRaNOnTxftQ4bXypUrhw4d+vbt275eyGazDxw4oKioaG1t/ebNm+4vSSFVcDic5ubm9PT0x48fE7mroqICf1B6e3sLqSI7O/t///d/g4ODt2/ffv78+T5t/s5kMnGK6uuDRX8ITxXY06dP9+zZ89133x04cKDH2Kqrq+Xk5CIjI8mLEUjZ06dPVVRUHBwcGhsbeV8VkipYLFZwcDBC6OjRo/0P4+bNm3JyckuXLuXbpSckVXR0dKxcuZJKpSYlJfU/DBJ9Eqnixx9/pFAoy5cv7+Utb4+ePXtGpVIjIiJEruHu3buamppGRkbdU5d0UgUvYvLdwYMHxReBvr4+Quj69eviewsuvUkVfbJnzx4ajVZbW0tinUDqbt68qa6uPmHCBN67ckGporm5eeHChRQK5b///S9ZYURFRSkoKFhbW79+/ZrrJUGpoqqqytbWVl5e/tSpU2SFQRbZTxU402/YsEH4mII++de//mVgYNDPITy5ubljxozR0dEhPmokOgUPCfbo0SN8INq2kVweP37Me7KzsxNPNerehf7JodPpLi4uJK6IDmTBggULHj9+TKVSLSwsvvnmG5weBMELVBgbG//xxx9nz54NCwsjK4zVq1enpqaWl5cbGxuHhIS8e/dOSOG2traIiAhTU9OCgoLk5GR/f3+ywhg8qqurf/7554MHD5K1MF1SUhIp+9xNnjz5r7/+WrZsmaDt18RLSBpxdHRECNFoNFLGs44dO/b8+fNcJw8fPowQMjMz63/9vUfuU8W9e/cQQomJiWRVCGRKS0tLaGioioqKioqKh4dHdHT0ixcviouLEUJ0Or2kpOTatWtr1qzR0dGhUChLly4tKioSRxi1tbUBAQHy8vJDhw7Fy27m5+f/+eefCKGUlJSCgoL4+PgVK1ZoamrSaLS1a9cSiyzJGtl/qiDXhw8fJk2aZG1tLdqYaeFkogGKzWbjha6srKxIeafo6GgKhbJ48eLbt2+/e/euvr7+2LFjSkpKNBrt8ePHpLxFL5GbKvz8/HR0dD58+EBWhUAGVVZW/vDDD8Swci6jRo1at25dZmamuMMoKCgICgoStBzA+PHjN23a9OLFC3GH0R+DLVXgBSnu3r0rjsolmSoELkiZn5+PH3VFmJHI11dffaWpqblhwwZiWh9CyNDQMDo6etq0aaS8heQxGIyLFy8GBAT0uLQn+KSNHj16586dO3fuLC8vz8vLq62tTUhIsLOzMzU1HTt27NSpUyWz4eXEiRMjIyMjIyMLCgqKiooqKiquXbvm4uJiYGBgZGRkYmIigRhAn8ycOfPs2bOzZs2SdiD9JfADjtyOCszNzW3+/Pl37959/PgxjUabNm2ajY0NMUj3UxQfH89gMHx9faUdCJCQsWPH4gVBpbuCi7GxsbGxMULo3//+txTDAD3S19cntl34pAlMFcuXL1+8eDFCqJ9dMVwUFBTmzJkzZ84cEuuUoqioKFtbW1NTU2kHAgAAYiQwVcjLy4tp9xipMzQ07M/O3t1VV1fj5bAAAGAAG4wt7IcOHSKrKjwSBgAABjYp72gNAABA9kGqAAAA0ANIFQAAAHoAqQIAAEAPBmO3NgAAENhsNkJo375958+fJ7HahoaGxsZGvOENg8EoLy+fNGkSuVM1q6ury8rKSKxQCHiqAAAMakOGDDExMRk6dCi51TY2NtbW1uLjlpaWmpoaFotF7lvo6enZ2NiQW6cg8FQBABjUaDTay5cvSa928+bNv/322x9//IEQ+vXXX9esWZOYmIgX1vsUwVMFAACAHkCqAAAA0ANIFQAAAHoAqQIAAEAPIFUAAADoAaQKAAAAPYDBsv3FYrFKS0srKip0dHRMTU3J2rodAABkh/RTRWpqamRkpPAydDp95MiRkomn99hs9qFDhyIjI6urq/EZfX39oKCg9evXSzcwAAAgl/RTRU1NTXJysvAybW1tkgmm9zo7O729vRMSEvCXKioqbW1tFRUVgYGBGRkZcXFx8HgBABgwpJ8qCM7Ozvr6+nxfksEpjmFhYThP+Pv7h4eHa2tr5+Xl7dy5Mz4+Pj4+3sLCIjQ0VNoxAgAAOWQoVQQGBs6bN0/aUfRKUVHRvn37EEKrVq06deoUPmlmZhYXF8dkMq9cuRIWFrZ8+XJDQ0OphgkAAOSARhJRnDx5kslkKikpRUREdD9PpVL3798vJyfHZDJjYmKkFR4AAJALUoUoYmNjEUL29va8ne0GBgb29vYIod9++00KkQEAgBhAquizV69e4SFP5ubmfAvg80VFRfX19RKNDAAAxANSRZ9lZWXhA0GpwtjYGB88f/5cMiEBAIBYibdbu7y8PDo6Ojk5uaysrL29fcyYMePGjVu3bt2CBQsEXcJisYqLixUUFMaOHSvu8abHjx8vKSlBCIWEhAwfPryXVzU2NuIDIyMjvgWI86Wlpf2OEQAApE9cqaKzszM8PHzPnj1MJpM42dLSkpubm5SU5ODgkJaWxnVJTU2Nn59fbGxsZ2cnQmjUqFHr168PCgqi0cQV5IULF9LT0xFC69at632qaG5uxgfKysp8C6iqquKD1tbWfkYIAACyQCyfwq2trc7Ozvfu3UMIzZgxw9PT08DAoLGxsaysLC4urqyszMDAgPcqPz8/DodDfFldXb1ly5bff//9+vXrxIevLCBShYKCAt8C8vLy+ABSBQBgYCA/VTCZTJwnlJSUjh8//tVXX3V/dceOHUePHv3iiy94L+RwOLa2tj/++KO1tfXr1683b9587dq19PT0jRs3njx5ku97dXV1tbW1ibwp7vbt29etW4cQ0tHR6f1VTU1N+KDHVMFgMEQLDAAAZAuHbFu2bME1X7p0qTfliUGls2bNam9vJ86zWCxbW1uEkJycXE5ODtdVWVlZc+bMwZ0ZBgYGx48fJ/N7EMrf3x8HXFxczLfAs2fPcIGNGzeKUP/q1asl/DcAAABC7N27l+SnitLSUrz238KFCxcvXtybS8aNG4c/HENCQpSUlIjzVCo1JCTE3d2dxWJt27bt6tWrxEtPnjxxdHSkUqmbNm3S1NRMSEhYt25dVVXVzp07yf12+FJTU8MHXV1dfAsQ5zU0NESo/9tvv8U5UvKKi4uHDBmira0tlXfvpdzcXH19famv9fL06dNJkyZ1/4uVPDab/eTJEysrKzk5OSmG0ScHDhxQUFDw8PDo6ur666+/Xr58uWvXLmkHJRaXL19++PDhtm3bysvLW1paYmJi/vd//1e6fzAIocLCwmHDho0YMaJPV82ePZvkp4pvvvkGV/3gwYP+19be3k6hUBBCysrKnZ2d+CSbzTY3N1dWVs7KysJnmEzmnDlz5OTkcnNz+/+mPfrhhx/w90gEwCUjIwMXOHDggATiAeAT4uTk5Orqio8DAgImTJgg3XjEZ/PmzaNHj8bHp0+fRgi1trZKN6T+IHM0KpvNvnz5MkLI0tLys88+63+FSkpK+A63vb29uLgYn8zKynr+/Lm/vz8xrUFOTi4iIoLFYnEtsyEm6urq+EBQr3VNTQ0+EO2pAgAwAPj5+R06dAgfu7q6/vrrr0SDxKeIzAaonJwcPD/ZzMyMrDp1dXXr6uoQQg0NDfgMXrGca2FBS0tLLS0t4nZerIhnt5KSkpkzZ/IWwHM1EEKi9bdv3bo1Li5O1Oj6pb6+XkFBQeptO8LV1tYOGTJERUVFijFwOJyamprhw4crKipKMQwWi1VXV6etrS2+AeWkq6mpoVAoI0aMYLFYbDa7vb19/Pjx0g5KjL799tt3797p6uoihHbv3i3tcNDbt2+VlJSI+91e2r59O5l/Ya9fv8YHxHTl/qusrMQHxB367du3EUJTpkzhKmlsbHzv3r3a2lr8WxGfqVOn4oPCwkK+BYhUMXnyZBHqt7a2ltaKIMXFxerq6n0aDyZ5eXl5o0ePFnnYG1mysrImTpwo3YzFZDKzs7OnTJlCDLqTfdevX6fRaFOnTu3s7Kyqqqqqqpo9e7a0gxKjlpaWyspK0T4KxKGoqEhDQ6NP/ZFUKtXU1JTMVEFMrhbU39tXDQ0N+GGCRqMRC3rj5p3Ro0dzFTY0NLx3715RUZG4U4WZmZmSklJHR8eTJ0/4FsjJyUEIaWpqTpgwQYT63d3d3d3d+xUiALLqX//6l4qKyrVr1xBC//73v2/fvn3ixAlpBwV6RmZfhampKT7Iy8vr5SUdHR1cM++6w1OpEUKzZs0inphaWlqoVCrvkA88d/r9+/d9jLrPFBUVFy5ciBC6e/fu27dvuV6trKzMzMxECC1atAj3yQMAwKeOzFQxduzYUaNGIYQSExNfvHjBWyA7O/vo0aPdz+zbty8qKio0NJQ3W7S3twcHB+PjoKAg4vy7d+/4tszik5KZ9ebj44MQ6ujo4O1I37VrF/5efH19JRAJAABIAJmpgkql4n4bJpM5e/bs+Pj4+vp6PHgpNjbWw8PD0tIyPz+/+yVGRkYUCmXPnj2LFi3C7TZYWVmZq6srXm7P09Oz+/KCSkpK3deVInz48AEJXpeJr6VLl44ZM2bMmDFlZWV9+k5dXV1xSPv37yd2wUMIHT169Ndff0UIubu729nZ9alOAACQXeSOvWWz2fPnzxf0XhoaGpcvX+a6ZN++fUQnh7GxsYuLi7W1NTGwxNHRkWswMl63tauri6sefKd/79693kfr4OCA30XQvGshKisriX2NrKyslixZQvRMGBgY1NTU9LVCAAaDwTOvYoAheZVvCoWSmJgYFhamqanZ/byJiUlkZGRFRcWXX37JdcmmTZvu3btnZWWFECooKLhx40ZmZmZnZ6eKikpYWFhycjLXYGQ89IUYbUXAY6UkNpVh9OjRT58+dXJyQgg9ffr00qVLRUVFCKF58+Y9fPhQ3F3rAAAgSRSOgC7lfvrw4QOeZqGhoWFgYNCb8Zc5OTlpaWmVlZXKysqmpqYuLi58B/+uWLEiNjY2OTmZa2qFjo7Ou3fv6uvrJbwM7bNnz1JSUt6+faunp+fk5EQMpQUA8OIdASVo0DmQKeKauSMvL48fFHpvypQpvLMleLm7u8fGxj548KB7qigqKnrz5o2zs7Pklyu3tLS0tLSU8JsCAIAkfXobpi5YsEBRUTEqKqq9vZ04iSfQu7m5SS8uAAAYsD69VKGurr558+by8vKlS5e+evWqvb19//79R48eNTY25tobAwAAACk+maVjugsLC2tsbDx27Nj169fxmSlTpiQmJkp9gV8AABiQPslUIScnd+TIkW+//TYlJYXBYFhYWCxYsIAYcQsAAIBcn2SqwExNTYmlRAAAAIgP3IkDAADoAaQKAAAAPYBUAQAAoAeQKgAAAPQAUgUAAIAeQKoAAADQA0gVAAAAegCpAgAAQA8gVQAAAOgBpAoAAAA9gFQBAACgB5AqAAAA9ABSBQAAgB5AqgAAANADSBUAAAB6AKkCAABADz7hrY1kBIvFKi0traio0NHRMTU1hc34AAADj/RTRWpqamRkpPAydDp95MiRkomn99hs9qFDhyIjI6urq/EZfX39oKCg9evXSzcwAAAgl/RTRU1NTXJysvAybW1tkgmm9zo7O729vRMSEvCXKioqbW1tFRUVgYGBGRkZcXFx8HgBABgwpJ8qCM7Ozvr6+nxfGjJkiISD6VFYWBjOE/7+/uHh4dra2nl5eTt37oyPj4+Pj7ewsAgNDZV2jAAAQA4ZShWBgYHz5s2TdhS9UlRUtG/fPoTQqlWrTp06hU+amZnFxcUxmcwrV66EhYUtX77c0NBQqmECAAA5oJFEFCdPnmQymUpKShEREd3PU6nU/fv3y8nJMZnMmJgYaYUHAADkglQhitjYWISQvb09b2e7gYGBvb09Qui3336TQmQAACAGkCr67NWrV3jIk7m5Od8C+HxRUVF9fb1EIwMAAPGAVNFnWVlZ+EBQqjA2NsYHz58/l0xIAAAgVuLt1i4vL4+Ojk5OTi4rK2tvbx8zZsy4cePWrVu3YMECQZewWKzi4mIFBYWxY8eKe7zp8ePHS0pKEEIhISHDhw/v5VWNjY34wMjIiG8B4nxpaWm/YwQAAOkTV6ro7OwMDw/fs2cPk8kkTra0tOTm5iYlJTk4OKSlpXFdUlNT4+fnFxsb29nZiRAaNWrU+vXrg4KCaDRxBXnhwoX09HSE0Lp163qfKpqbm/GBsrIy3wKqqqr4oLW1tZ8RAgCALBDLp3Bra6uzs/O9e/cQQjNmzPD09DQwMGhsbCwrK4uLiysrKzMwMOC9ys/Pj8PhEF9WV1dv2bLl999/v379OvHhKwuIVKGgoMC3gLy8PD6AVAEAGBjITxVMJhPnCSUlpePHj3/11VfdX92xY8fRo0e/+OIL3gs5HI6tre2PP/5obW39+vXrzZs3X7t2LT09fePGjSdPnhT0diwWq729XU1NTYRQt2/fvm7dOoSQjo5O769qamrCBz2mCgaDIUJUz549e/TokQgX9t+rV6/U1dW1tLSk8u699OLFizFjxqirq0s3jKysLFNTU0VFRSnGwGaznz17ZmFhIScnJ8Uw+qS6ulpBQWHHjh1dXV0vXrxoaWkR8t89ALS2tlZUVEyePFnagXxUVFQ0bNiw3jeiYHPnzkUcsm3ZsgXXfunSpd6UJwaVzpo1q729nTjPYrFsbW0RQnJycjk5OXyvLS0ttbOzO3jwIDmh946/vz8OuLi4mG+BZ8+e4QIbN24UoX4fHx9y/igAAIAMP//8M8lPFaWlpXjtv4ULFy5evLg3l4wbN2716tUIoZCQECUlJeI8lUoNCQlxd3dnsVjbtm27evUq8dKFCxfu3buXl5d39+5dNpvdyzciC/EE09XVxbcAcV5DQ0OE+s+cOXPmzBnRYgNAxv3rX/9SUVG5du0aQujf//737du3CwsLpR0U6BnJqSIiIgL3Y2/durWXl9ja2uKnB15z586lUCgcDiclJaWrq4to8Pnll1+Ki4vNzMw+//xz3CMiSUTTh5hSBQAD2PDhw1VUVIjjvraEAGkhM1Ww2ezLly8jhCwtLT/77LP+V6ikpKStrV1XV9fe3l5cXDxp0iR8Pi0tjUKhIIS2bNkixVQhqNe6pqYGH4iWKqqrq1+8eCFabP1UV1enqqoqWsePxFRWVmppaUm3kwAhVFpaKoHx3D0qKSkZP368dGPoEz8/PwqFcvny5a6urlmzZtna2t6+fVvaQYlRZ2fnmzdvxowZI+1APqqpqRkyZEhfBwrNmDGDzFSRk5OD5yebmZmRVaeurm5dXR1CqKGhgTiJ84S0jBgxAh+UlJTMnDmTtwCeq4EQGjp0qAj1b9iw4dKlS6JGBwAAJAsLCyMzVbx+/RofENOV+6+yshIfyE5jztSpU/GBoDZWIlWINuzh9OnTISEhosXWT62trYqKioJGdsmIpqamIUOGSH3MT0NDw7Bhw6R714IQqq+vJ+5dPiEdHR0fPnyQ+jA2CWCz2S0tLZqamtIO5KN3794pKSn16X+cSqVOmjSJzFRBPIwLasTvq4aGBvwwQaPRZGdBbzMzMyUlpY6OjidPnvAtkJOTgxDS1NScMGGCCPUPGTJk2rRp/QoRAABIRWZLq6mpKT7Iy8vr5SUdHR1cM++6w1OpEUKzZs2SnRsQRUXFhQsXIoTu3r379u1brlcrKyszMzMRQosWLZL6LScAAJCCzFQxduzYUaNGIYQSExP5dsxmZ2cfPXq0+5l9+/ZFRUWFhobyZov29vbg4GB8HBQURGKc/YenPnR0dHDtV4EQ2rVrF/5efH19pRAZAACIAZmpgkql7t69GyHEZDJnz54dHx9fX1+PBy/FxsZ6eHhYWlrm5+d3v8TIyIhCoezZs2fRokW43QYrKytzdXXFy+15enoKWV6wP5YuXTpmzJgxY8aUlZX16UJXV1cc0v79+4ld8BBCR48e/fXXXxFC7u7udnZ2pAYLAADSI/qsZX7YbPb8+fMFvZeGhsbly5e5Ltm3bx/RyWFsbOzi4mJtbU0MhXR0dGxtbRX0drj7V+TZ2g4ODvhdBM27FqKyspLY18jKymrJkiVEz4SBgUFNTY1oIQEAgAwieVQ4hUJJTEwMCwvj6vE3MTGJjIysqKj48ssvuS7ZtGnTvXv3rKysEEIFBQU3btzIzMzs7OxUUVEJCwtLTk6WzWH+o0ePfvr0qZOTE0Lo6dOnly5dKioqQgjNmzfv4cOHurq60g4QAABIQ+EI6FLupw8fPuBpFhoaGgYGBr1Zjy8nJyctLa2yslJZWdnU1NTFxaXHruwtW7bs2bPn4MGDGzZsICnwPnv27FlKSsrbt2/19PScnJyIobQAADBgiGsrCHl5efyg0HtTpkyZMmWKmOIRH0tLS0tLS2lHAQAAYgQbpgIAAOiBeDdMFZObN2/i4VJ///03Quj27dsdHR0IIRsbG3t7eykHBwAAA464+irEytfXNzo6mvd8SEjITz/9JPFwAABggPt/WY9ARyW5xBgAAAAASUVORK5CYII=\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=526x276 at 0x7F95FC9E6128>"
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q,c)\n",
"\n",
"qc.x(q[0])\n",
"qc.x(q[1])\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0], q[3])\n",
"qc.cx(q[1], q[3])\n",
"\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7F960DEB38D0>"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend='local_qasm_simulator')\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'status': <JobStatus.QUEUED: 'job is queued'>, 'status_msg': None}\n",
"{'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Compute 1+1 with real quantum computer"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=526x276 at 0x7F960E306F98>"
]
},
"execution_count": 27,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q,c)\n",
"\n",
"qc.x(q[0])\n",
"qc.x(q[1])\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0], q[3])\n",
"qc.cx(q[1], q[3])\n",
"\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7F960DE7A9E8>"
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend='local_qasm_simulator')\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'job_id': None, 'status': <JobStatus.INITIALIZING: 'job is being initialized'>, 'status_msg': 'job is begin initialized please wait a moment'}\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Got a 400 code response to https://quantumexperience.ng.bluemix.net/api/Jobs?access_token=Mzt2JZ96NqD8E0FmFnuqVqU4ZUL8X5amb58oNKxv8bxZDI6NrjNFkrfTGhIajqxm: {\"error\":{\"status\":400,\"message\":\"Error parsing QASM. Error parsing qasm number 0. Gates after a measure are blocked\",\"code\":\"QASM_NOT_VALID\",\"statusCode\":400}}\n",
"Got a 400 code response to https://quantumexperience.ng.bluemix.net/api/Jobs?access_token=Mzt2JZ96NqD8E0FmFnuqVqU4ZUL8X5amb58oNKxv8bxZDI6NrjNFkrfTGhIajqxm: {\"error\":{\"status\":400,\"message\":\"Error parsing QASM. Error parsing qasm number 0. Gates after a measure are blocked\",\"code\":\"QASM_NOT_VALID\",\"statusCode\":400}}\n"
]
},
{
"ename": "KeyboardInterrupt",
"evalue": "",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-29-350d2468b414>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m 7\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Status @ {} seconds'\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minterval\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0mlapse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mjob_exp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstatus\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 9\u001b[0;31m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msleep\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minterval\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 10\u001b[0m \u001b[0mlapse\u001b[0m \u001b[0;34m+=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mlapse\u001b[0m \u001b[0;34m>\u001b[0m \u001b[0;36m6\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mKeyboardInterrupt\u001b[0m: "
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Got a 400 code response to https://quantumexperience.ng.bluemix.net/api/Jobs?access_token=Mzt2JZ96NqD8E0FmFnuqVqU4ZUL8X5amb58oNKxv8bxZDI6NrjNFkrfTGhIajqxm: {\"error\":{\"status\":400,\"message\":\"Error parsing QASM. Error parsing qasm number 0. Gates after a measure are blocked\",\"code\":\"QASM_NOT_VALID\",\"statusCode\":400}}\n",
"Got a 400 code response to https://quantumexperience.ng.bluemix.net/api/Jobs?access_token=Mzt2JZ96NqD8E0FmFnuqVqU4ZUL8X5amb58oNKxv8bxZDI6NrjNFkrfTGhIajqxm: {\"error\":{\"status\":400,\"message\":\"Error parsing QASM. Error parsing qasm number 0. Gates after a measure are blocked\",\"code\":\"QASM_NOT_VALID\",\"statusCode\":400}}\n",
"Got a 400 code response to https://quantumexperience.ng.bluemix.net/api/Jobs?access_token=Mzt2JZ96NqD8E0FmFnuqVqU4ZUL8X5amb58oNKxv8bxZDI6NrjNFkrfTGhIajqxm: {\"error\":{\"status\":400,\"message\":\"Error parsing QASM. Error parsing qasm number 0. Gates after a measure are blocked\",\"code\":\"QASM_NOT_VALID\",\"statusCode\":400}}\n"
]
}
],
"source": [
"# This cell is fail to execute because of physical restriction of ibmqx4.\n",
"job_exp = execute(qc, backend='ibmqx4', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
" if lapse > 6:\n",
" break\n",
"print(job_exp.status)\n",
"\n",
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Improve the circuit"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Check circuit with simulator"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=526x276 at 0x7FF993E80748>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# シミュレーターで動作を確認する\n",
"backend = 'local_qasm_simulator'\n",
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q, c)\n",
"\n",
"qc.x(q[0])\n",
"qc.x(q[1])\n",
"\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.cx(q[0],q[3])\n",
"qc.cx(q[1],q[3])\n",
"qc.measure(q[2], c[1])\n",
"qc.measure(q[3], c[0])\n",
"job_exp = execute(qc, backend=backend, shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 10\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1113x293 at 0x7FF993C84A58>"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend=backend)\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Experiment with real quantum computer"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'job_id': None, 'status': <JobStatus.INITIALIZING: 'job is being initialized'>, 'status_msg': 'job is begin initialized please wait a moment'}\n",
"Status @ 20 seconds\n",
"{'job_id': '5b2477d9ecadca003d978bad', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 40 seconds\n",
"{'job_id': '5b2477d9ecadca003d978bad', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 60 seconds\n",
"{'job_id': '5b2477d9ecadca003d978bad', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 80 seconds\n",
"{'job_id': '5b2477d9ecadca003d978bad', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'job_id': '5b2477d9ecadca003d978bad', 'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=498x276 at 0x7FF983348710>"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# inefficient version\n",
"backend = 'ibmqx4'\n",
"q = QuantumRegister(4)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q, c)\n",
"\n",
"# # 1 + 0\n",
"# qc.x(q[0])\n",
"\n",
"# 0 + 1\n",
"# qc.x(q[1])\n",
"\n",
"# 1 + 1\n",
"qc.x(q[0])\n",
"qc.x(q[1])\n",
"\n",
"# superposition\n",
"# qc.h(q[0])\n",
"# qc.h(q[1])\n",
"\n",
"\n",
"qc.ccx(q[0],q[1],q[2])\n",
"qc.swap(q[2],q[3])\n",
"qc.cx(q[0],q[2])\n",
"qc.cx(q[1],q[2])\n",
"qc.measure(q[3], c[1])\n",
"qc.measure(q[2], c[0])\n",
"\n",
"job_exp = execute(qc, backend=backend, shots=8192, max_credits=5)\n",
"# job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 20\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
"<PIL.Image.Image image mode=RGB size=3635x339 at 0x7FF993244C18>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend=backend)\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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kIiKNWpTE8UfgeTM7HWhhZgOACQS3sEREpJmIcqvqHuArgilgWwKPA78HfpeAuEREpJGK0h3XCZKEEoWISDN2wMRhZgPdfXa4fMb+6rn76w0dmIiINE61XXE8AvQKl/+0nzoOdG2wiEREpFE7YOJw915xy10SH46IiDR2Ud4cn7Kf8hfq2H6omS0xswozu3kf2683s8Vm9qGZzTSz4+O27TSzBeHP1JptRUQkeaL0qjp9P+Wn1dYwnDFwHDAYqARKzWyquy+Oq/Y+UODuX5rZNcC9/POt9K/cPT9CrCIikiC1Jo5wXnAI5uIYU2NzV2BlHY5zIlDh7svCfZYA5xLMIw6Au8+Kq/8uwWRRIiLSyNTlVlWn8KdF3HInIBNYDVxYh31khHV3qwzL9udKgvk/dvuamZWZ2btmdl4djiciIglS6xWHu18OYGZvu/sfEh2Qmf0QKABOjSs+3t3XmFlX4HUzW+juS2u0GwmMBOjcuXOiwxQRabZqe48jy91XhKszww/uvey+BXUAawiuUnbLZB8zB5rZIOCXwKnh/B+7979m93HM7A2gD7BH4nD38cB4gIKCAq8lHhEROUi1XXEsBNqGyxUE72xYjToOpNWyn1Ig28y6ECSMYmBEfAUz60MwhMlQd18XV94O+NLdt5tZe+C7BA/ORUQkBWp7j6Nt3HKUARFr7qfazK4FXiFIMo+7+6LwYXuZu08F7gPaAM+ZGcAqdy8CegC/N7NdBM9Z7q7RG0tERJIoSnfcenH3acC0GmWj45YH7afd20DvxEYnIiJ1VdszjrcIbkUdkLsPbLCIRESkUavtiuOPSYlCREQOGbU945iQrEBEROTQUNutqh+5+8Rw+Yr91XP3xxs6MBERaZxqu1V1CTAxXP7Rfuo4wWyAIiLSDNR2q2pY3PL+BjkUEZFmJFJ3XDM7Cjgb6Aj8Hfiru/9vIgITEZHGKcp8HGcAK4B/A/oDPwNWmNmZiQlNREQaoyhXHGOBke7+7O4CM7uQYJ6Nbzd0YCIi0jhFGUakI/B8jbIXgW80XDgiItLYRUkcE4FRNcquAf674cIREZHGLsqQIy2An5rZjQQj3GYAxxHM1iciIs1E1CFHEj6Rk4iING4ackRERCKJ+h7HccCJQHviJnTSkCMiIs1HlPc4ziOYrnUMwUx9Pwt/728okprth5rZEjOrMLOb97H9ejNbbGYfmtlMMzs+btulZlYe/lxa15hFRBJl+vTpdO/enW7dunH33XfvtX327Nn07duX9PR0Jk2aFCufNWsW+fn5sZ+vfe1rTJ48GYCZM2fSt29f8vPzOfnkk6moqADguuuui9U/4YQTOOqoo2L7Gzp0KEcddRTf+9739jj+2LFj6datG2bGhg0bGvRvj9Kr6g7gcnfvA2wNf48E5tfW0MzSCN73OAvoCVxiZj1rVHsfKHD3XGAS4fSwZnY0cCtwEsHVzq3hdLIiIimxc+dORo0axcsvv8zixYt5+umnWbx4z4lJO3fuzBNPPMGIEXvMks3pp5/OggULWLBgAa+//jqtW7dmyJAhAFxzzTU8+eSTLFiwgBEjRnDHHXcA8OCDD8ba/OxnP+P73/9+bH+/+MUvmDhxIjV997vf5bXXXuP444/fa1t9RUkcnd39uRplE4Af16HtiUCFuy9z9x1ACXBufAV3n+XuX4ar7wKZ4XIh8Kq7b3L3zcCrwNAIcYuINKh58+bRrVs3unbtSqtWrSguLmbKlCl71MnKyiI3N5cWLfb/MTtp0iTOOussWrduDYCZ8dlnnwGwZcsWOnbsuFebp59+mksuuSS2fuaZZ9K2bdu96vXp04esrKyD+fNqFeUZxzozO87dPyUYamQAsIFgDvHaZACr49YrCa4g9udK4OUDtM2oc9QiIg1szZo1dOrUKbaemZnJ3LlzI++npKSE66+/Prb+xz/+kWHDhnH44Ydz5JFH8u67e77tsHLlSpYvX84ZZ5xx8ME3gChXHH8ATg6XHwRmAR8AjzRkQGb2Q6AAuC9iu5FmVmZmZevXr2/IkEREGtzatWtZuHAhhYWFsbIHH3yQadOmUVlZyeWXX75HUoEg0VxwwQWkpdXl+3ri1DlxuPs97v58uPzfwAlAP3f/VR2arwE6xa1nhmV7MLNBwC+BInffHqWtu4939wJ3L+jQoUNd/iQRkYOSkZHB6tX/vBFSWVlJRka0GyHPPvssw4cPp2XLlgCsX7+eDz74gJNOCm7GXHzxxbz99tt7tCkpKdnjNlWqRLniwMzSzOy74eCGnYC/1bFpKZBtZl3MrBVQDEytse8+BL20itx9XdymV4AhZtYufCg+JCwTEUmJ/v37U15ezvLly9mxYwclJSUUFRVF2kfNZxXt2rVjy5Yt/O1vwcfqq6++So8ePWLbP/nkEzZv3syAAQMa5o+ohyjdcXOBcuA54Bfh73Izy6utrbtXA9cSfOB/DDzr7ovMbIyZ7T7b9wFtgOfMbIGZTQ3bbgJuJ0g+pcCYsExEJCXS09MZO3YshYWF9OjRg4suuoicnBxGjx7N1KnBd+LS0lIyMzN57rnn+MlPfkJOTk6s/YoVK1i9ejWnnnrqHvv8wx/+wPnnn09eXh4TJ07kvvv+ece+pKSE4uJizIx4p5xyChdeeCEzZ84kMzOTV14Jvlc//PDDZGZmUllZSW5uLldddVWD/f3m7rXXAsysDHga+K27uwXRXwf8wN37NVhEDaCgoMDLysoOun3e/cUNGE00H9xQkrJjS9OVyn/ToH/Xhwozm+/uBbXVi3Kr6gTgIQ8zTfj7d0D2wYUoIiKHoiiJYxpQ8ybeOcBfGy4cERFp7GobVn0i/xxWPQ0oMbP5BO9VdAL6AVP201xERJqg2l4ArKix/lHc8mLUu0lEpNmpbVj1XycrEBEROTREHVb9NIKxqTIIXsKb6O6zEhCXiIg0UnVOHGZ2FXAnwayAc4HOwNNm9it318yAIiI0j67PUa44bgQGu/sHuwvM7BngeTSlrIhIsxGlO+4xBA/E4y0Bjm64cEREpLGLkjjmAL81s9YAZnYEwTAhbx+wlYiINClREsdPgVxgi5l9CvwvkAf8JBGBiYhI41SnZxzhuFSHA2cC3wA6An9398oExiYiIo1QnRJHOKjhQqBtmCyUMEREmqkot6reJxjoUEREmrEo3XHfAKab2RMEY1XFxmN398cbNiwREWmsoiSO7wLLgVNrlDugxCEi0kzUeqvKzFqb2Z3AF8BsYKi7nx73c0ZdDmRmQ81siZlVmNnN+9g+0MzeM7NqM7ugxrad4ayAsZkBRUQkNepyxTEOKABeBs4neOHvZ1EOYmZp4X4GEzxYLzWzqe4e/0LhKuAy4IZ97OIrd8+PckwREUmMujwcHwoMcfcbgbOA7x3EcU4EKtx9mbvvAEqAc+MruPsKd/8Q2HUQ+xcRkSSpS+I4wt3XArj7auDrB3GcDIIH6rtVhmV19TUzKzOzd83svIM4voiINJC63KpKN7PTAdvPOu7+eiKCi3O8u68xs67A62a20N2Xxlcws5HASIDOnTsnOBwRkearLoljHXv2mtpYY92BrrXsYw3BVLO7ZYZldeLua8Lfy8zsDaAPsLRGnfHAeICCggKvuQ8REWkYtSYOd89qgOOUAtlm1oUgYRQDI+rS0MzaAV+6+3Yza0/QLfjeBohJREQOQpQ3xw+au1cD1xLMUf4x8Ky7LzKzMWZWBGBm/c2sErgQ+L2ZLQqb9wDKzOwDYBZwd43eWCIikkSRpo6tD3efBkyrUTY6brmU4BZWzXZvA70THqCIiNRJUq44RESk6VDiEBGRSJQ4REQkEiUOERGJRIlDEm769Ol0796dbt26cffdd++1ffbs2fTt25f09HQmTZq0x7YJEyaQnZ1NdnY2EyZMiJWfdtppdO/enfz8fPLz81m3bh0Aq1at4vTTT6dPnz7k5uYybVrQH2PevHmxunl5ebz44ouxfWVlZdG7d2/y8/MpKChIxCkQaVKS1qtKmqedO3cyatQoXn31VTIzM+nfvz9FRUX07NkzVqdz58488cQT3H///Xu03bRpE7/+9a8pKyvDzOjXrx9FRUW0a9cOgCeffHKvD/o77riDiy66iGuuuYbFixczbNgwVqxYQa9evSgrKyM9PZ21a9eSl5fHOeecQ3p68L/ArFmzaN++fYLPhkjToCsOSah58+bRrVs3unbtSqtWrSguLmbKlCl71MnKyiI3N5cWLfb85/jKK68wePBgjj76aNq1a8fgwYOZPn36AY9nZnz22WcAbNmyhY4dOwLQunXrWJLYtm0bZrbffYjIgSlxSEKtWbOGTp3+OdpMZmYma9bUbbSZ2tpefvnl5Ofnc/vtt+MejDJz22238ec//5nMzEyGDRvGf/7nf8bqz507l5ycHHr37s1jjz0WSyRmxpAhQ+jXrx/jx4+v198r0hwoccgh6cknn2ThwoW89dZbvPXWW0ycOBGAp59+mssuu4zKykqmTZvGj370I3btCkbqP+mkk1i0aBGlpaXcddddbNu2DYA5c+bw3nvv8fLLLzNu3Dhmz56dsr9L5FCgxCEJlZGRwerV/xxRv7KykoyMuo2of6C2u3+3bduWESNGMG/ePAD+9Kc/cdFFFwEwYMAAtm3bxoYNG/bYb48ePWjTpg0fffTRHvs69thjGT58eGxfIrJvShySUP3796e8vJzly5ezY8cOSkpKKCoqqlPbwsJCZsyYwebNm9m8eTMzZsygsLCQ6urqWDKoqqripZdeolevXkDwoH3mzJkAfPzxx2zbto0OHTqwfPlyqqurAVi5ciWffPIJWVlZbN26lc8//xyArVu3MmPGjNi+RGTf1KtKEio9PZ2xY8dSWFjIzp07ueKKK8jJyWH06NEUFBRQVFREaWkpw4cPZ/PmzfzlL3/h1ltvZdGiRRx99NH86le/on///gCMHj2ao48+mq1bt1JYWEhVVRU7d+5k0KBBXH311QA88MADXH311Tz44IOYGU888QRmxpw5c7j77rtp2bIlLVq04JFHHqF9+/YsW7aM4cOHA1BdXc2IESMYOnRoys6XyKHAdj9UbEoKCgq8rKzsoNvn3V/cgNFE88ENJSk7tjRdqfw3Dc3r3/WhfK7NbL671/oyk25ViYhIJEocIiISSdISh5kNNbMlZlZhZjfvY/tAM3vPzKrN7IIa2y41s/Lw59JkxSwiIntLysNxM0sDxgGDgUqg1Mym1pjJbxVwGXBDjbZHA7cCBQTzm88P225ORuySWHqeJHLoSdYVx4lAhbsvc/cdQAlwbnwFd1/h7h8Cu2q0LQRedfdNYbJ4FVC3FxGRFElW4sgAVsetV4ZliW4rIiINrMk8HDezkWZWZmZl69evT3U4IiJNVrISxxqgU9x6ZljWYG3dfby7F7h7QYcOHQ46UBERObBkJY5SINvMuphZK6AYmFrHtq8AQ8ysnZm1A4aEZSIikgJJSRzuXg1cS/CB/zHwrLsvMrMxZlYEYGb9zawSuBD4vZktCttuAm4nSD6lwJiwTEREUiBpY1W5+zRgWo2y0XHLpQS3ofbV9nHg8YQGKCIiddJkHo6LiEhyKHGIiEgkShwiIhKJEoeIiESixCEiIpEocYiISCRKHCIiEokSh4iIRKLEISIikShxiIhIJEocIiISiRKHiIhEosQhIiKRKHGIiEgkShwiIhKJEoeIiESStMRhZkPNbImZVZjZzfvYfpiZPRNun2tmWWF5lpl9ZWYLwp/HkhWziIjsLSkzAJpZGjAOGAxUAqVmNtXdF8dVuxLY7O7dzKwYuAe4ONy21N3zkxGriIgcWLKuOE4EKtx9mbvvAEqAc2vUOReYEC5PAs40M0tSfCIiUkfJShwZwOq49cqwbJ913L0a2AIcE27rYmbvm9mbZnZKooMVEZH9S8qtqnpaC3R2941m1g+YbGY57v5ZfCUzGwmMBOjcuXMKwhQRaR6SdcWxBugUt54Zlu2zjpmlA18HNrr7dnffCODu84GlwAk1D+Du4929wN0LOnTokIA/QUREIHmJoxTINrMuZtYKKAam1qgzFbg0XL4AeN3d3cw6hA/XMbOuQDawLElxi4hIDUm5VeXu1WZ2LfAKkAY87u6LzGwMUObuU4FEZP3AAAAG+UlEQVQ/ARPNrALYRJBcAAYCY8ysCtgF/NTdNyUjbhER2VvSnnG4+zRgWo2y0XHL24AL99HueeD5hAcoIiJ1ojfHRUQkEiUOERGJRIlDREQiUeIQEZFIlDhERCQSJQ4REYlEiUNERCJR4hARkUiUOEREJBIlDhERiUSJQ0REIlHiEBGRSJQ4REQkEiUOERGJRIlDREQiSVriMLOhZrbEzCrM7OZ9bD/MzJ4Jt881s6y4bbeE5UvMrDBZMYuIyN6SkjjCqV/HAWcBPYFLzKxnjWpXApvdvRvwIHBP2LYnwWyAOcBQ4JHdU8mKiEjyJeuK40Sgwt2XufsOoAQ4t0adc4EJ4fIk4Ewzs7C8xN23u/tyoCLcn4iIpECyEkcGsDpuvTIs22cdd68GtgDH1LGtiIgkSdLmHE80MxsJjAxXvzCzJSkMpz2w4WAa2i+eaeBQmrSDPs+gcx2RznXypPJcH1+XSslKHGuATnHrmWHZvupUmlk68HVgYx3b4u7jgfENGPNBM7Mydy9IdRxNnc5z8uhcJ8+hcK6TdauqFMg2sy5m1orgYffUGnWmApeGyxcAr7u7h+XFYa+rLkA2MC9JcYuISA1JueJw92ozuxZ4BUgDHnf3RWY2Bihz96nAn4CJZlYBbCJILoT1ngUWA9XAKHffmYy4RURkbxZ8qZeGZGYjw1tnkkA6z8mjc508h8K5VuIQEZFINOSIiIhEosQhIiKRKHGIiEgkShwNIBwaJfZbRKQpU+JoAO7uZtbG1dNARJoB9aqqJzPrAZwDXEzwtvs04K/AHHffmsrYmiMzS9N7Pg3DzI4GHKgCWrr75hSHJI2EEkc9mdkbwKfAM0Bbgrfe+wH/AEa7+0tmZroaqT8ze4hgDJ8/u/uKuPIW7r4rZYE1QWZ2JVAEDALKgbeAd4CZ7v5pKmNrasIE/bm7V6U6lrpS4qgHMzsWWObubWqUHwncQPD2++Xu/j+piK8pMbPjgLXAMqALwbAzfwRe2P1N2MyeAp5z9xdTFmgTYGYdgY+AnwGvA6cBg4E84AvgV+4+W1+I6s/MOgAvEQyt9CrwN+Cz+C9CZnZEY7t7oWcc9fM1oNTMvhdf6O6fuftognlFrjazlimJrmk5g+B/rBMIRvB8A7gd+LuZvWhmRQSJ+qOURdh0XAzMd/cn3X2tuz/t7lcAw4AFwKNm9g0ljQZxGdCNIDE/DzwN/MTMcszs8PCz46PwqqTRUOKon9XA/wC3mtm/7v6PHbd9EdDzULoEbcRKgf8G2rt7pbvf4u4dgdMJbhVOBv7H3ctTGWQTMRdoY2b58YXu/qm7/5zg3/WPUhJZ09MLeMjdTwNOBeYD/wr8BXgYeBRo4e6bUhbhPuhWVT2F09jeSvBNeB3B7ZSvCB6UDwOedPeHUxdh02FmLYBW7r5tH9vKgP9y93HJj6xpMbPWBLcBuwIvAK8Bi3efdzN7G3jK3cemLsqmwcy+BWS5+8wa5QOB4cDPgSvd/b9SEd/+KHEcJDM7gWDiqK8TXLl9CziMYIbCDQRzpD9CcM9dvXzqwcy6A1cBHQjO9XpgOvBa2BX6mLDsSHf/InWRNh3hlfMo4F8IRqX+guDcpwP9gX7u/mXqImx6wi9GFv95YWY7gbaN7VwrcRwkM/uYoKfJZ8BmoB3BhFPbgfHuPieF4TUpcef6fwmmFM4i+Da8AvhtOPT+1/Z1JSL1Y2b9gQHAscBRBAnksfhebdIwwsThu58dmdn3Ca42zk5tZHtT4jgIZlYIjHP3buF6OsE86P2AswkSyGXu/vfURdk07ONcpwHfBPoC3yc475e7e2XqomwawiTx/wh6Us1x9yVx2w5z9+27f6csyCaixrl+090r4rZZXPJolO8l6eH4wTkC+NTMOkEwUZW7r3T3F4BfEbw0VZjKAJuQmud6Z/hwfCrw78Augh4pUn+3AAUEHQ7uMrMHzexiM8sIk8Y3gAdTG2KTEX+u7zWz35rZBWb2zfD267Fm9vvGmDRAVxwHJRyTahLBbIbXu/uyGtsfAdLc/SepiK8p0blOjvBK7mWCF1mXEFw99yC4RVUNvAucB2xw9++nKs6moA7n+h2CB+ON9lwnZerYpib8RvDvwAPA+2b2IcGH2+sEXeqKCN4gl3rSuU6aVsAEghda3wHmhFcYfQhuC34bOJngwbjUT23nugeN/FzriqOezKwvcC7B/fZvEnygTXf3x1MaWBOkc514u4dvqflWuJmNBO5y92NSGF6TciifayWOBhR2YWzl7ltSHUtTp3OdHLs/1MzsdoIX0X6Z6piaqkPpXCtxiEitzKw9sNXdv0p1LE3doXCulThERCQSdccVEZFIlDhERCQSJQ4REYlEiUNERCJR4hARkUiUOEREJJL/A2jwcDU0g0PZAAAAAElFTkSuQmCC\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'job_id': None, 'status': <JobStatus.INITIALIZING: 'job is being initialized'>, 'status_msg': 'job is begin initialized please wait a moment'}\n",
"Status @ 20 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'queue_position': 3, 'status': <JobStatus.QUEUED: 'job is queued'>, 'status_msg': None}\n",
"Status @ 40 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'queue_position': 3, 'status': <JobStatus.QUEUED: 'job is queued'>, 'status_msg': None}\n",
"Status @ 60 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'queue_position': 3, 'status': <JobStatus.QUEUED: 'job is queued'>, 'status_msg': None}\n",
"Status @ 80 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 100 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 120 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 140 seconds\n",
"{'job_id': '5b2478925a024500377626ba', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'job_id': '5b2478925a024500377626ba', 'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<PIL.Image.Image image mode=RGB size=543x325 at 0x7FF9931C7780>"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# more efficient version\n",
"backend = 'ibmqx4'\n",
"q = QuantumRegister(5)\n",
"c = ClassicalRegister(2)\n",
"qc = QuantumCircuit(q, c)\n",
"\n",
"# 1 + 1\n",
"qc.x(q[3])\n",
"qc.x(q[4])\n",
"\n",
"qc.ccx(q[4], q[3], q[2])\n",
"qc.swap(q[0],q[2])\n",
"qc.cx(q[3],q[2])\n",
"qc.cx(q[4],q[2])\n",
"qc.measure(q[0], c[1])\n",
"qc.measure(q[2], c[0])\n",
"\n",
"job_exp = execute(qc, backend=backend, shots=8192, max_credits=5)\n",
"# job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 20\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=2988x383 at 0x7FF993F99E10>"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"circuit = qiskit.compile(qc, backend=backend)\n",
"circuit_drawer(load_qasm_string(circuit['circuits'][0]['compiled_circuit_qasm']))"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plot_histogram(job_exp.result().get_counts(qc))"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"OPENQASM 2.0;\n",
"include \"qelib1.inc\";\n",
"qreg q3[5];\n",
"creg c3[2];\n",
"x q3[3];\n",
"x q3[4];\n",
"ccx q3[4],q3[3],q3[2];\n",
"swap q3[0],q3[2];\n",
"cx q3[3],q3[2];\n",
"cx q3[4],q3[2];\n",
"measure q3[0] -> c3[1];\n",
"measure q3[2] -> c3[0];\n",
"\n"
]
}
],
"source": [
"print(qc.qasm())"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"run_control": {
"marked": false
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status @ 0 seconds\n",
"{'job_id': None, 'status': <JobStatus.INITIALIZING: 'job is being initialized'>, 'status_msg': 'job is begin initialized please wait a moment'}\n",
"Status @ 20 seconds\n",
"{'job_id': '5b2479472ec267003cae4154', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 40 seconds\n",
"{'job_id': '5b2479472ec267003cae4154', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 60 seconds\n",
"{'job_id': '5b2479472ec267003cae4154', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"Status @ 80 seconds\n",
"{'job_id': '5b2479472ec267003cae4154', 'status': <JobStatus.RUNNING: 'job is actively running'>, 'status_msg': None}\n",
"{'job_id': '5b2479472ec267003cae4154', 'status': <JobStatus.DONE: 'job has successfully run'>, 'status_msg': None}\n"
]
},
{
"data": {
"image/png": 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"text/plain": [
"<PIL.Image.Image image mode=RGB size=1572x346 at 0x7FF993C804E0>"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# more and more efficient(?) version\n",
"qc = load_qasm_string(\"\"\"OPENQASM 2.0;\n",
"include \"qelib1.inc\";\n",
"qreg q[5];\n",
"creg c[2];\n",
"\n",
"x q[3];\n",
"x q[4];\n",
"h q[2];\n",
"cx q[3],q[2];\n",
"tdg q[2];\n",
"cx q[4],q[2];\n",
"t q[2];\n",
"cx q[3],q[2];\n",
"tdg q[2];\n",
"cx q[4],q[2];\n",
"t q[3];\n",
"t q[2];\n",
"h q[4];\n",
"h q[3];\n",
"cx q[3],q[4];\n",
"h q[4];\n",
"h q[3];\n",
"h q[2];\n",
"t q[4];\n",
"tdg q[3];\n",
"h q[4];\n",
"h q[3];\n",
"cx q[3],q[4];\n",
"h q[4];\n",
"h q[3];\n",
"cx q[2],q[0];\n",
"h q[0];\n",
"h q[2];\n",
"cx q[2],q[0];\n",
"h q[0];\n",
"h q[2];\n",
"cx q[2],q[0];\n",
"cx q[3],q[2];\n",
"cx q[4],q[2];\n",
"measure q[0] -> c[1];\n",
"measure q[2] -> c[0];\"\"\")\n",
"\n",
"backend = 'ibmqx4'\n",
"\n",
"job_exp = execute(qc, backend=backend, shots=8192, max_credits=5)\n",
"# job_exp = execute(qc, backend='local_qasm_simulator', shots=1024, max_credits=3)\n",
"\n",
"lapse = 0\n",
"interval = 20\n",
"while not job_exp.done:\n",
" print('Status @ {} seconds'.format(interval * lapse))\n",
" print(job_exp.status)\n",
" time.sleep(interval)\n",
" lapse += 1\n",
"print(job_exp.status)\n",
"\n",
"circuit_drawer(qc)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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