From 2875d8fffdcc25768148ae957c161627f9831679 Mon Sep 17 00:00:00 2001 From: berti_r Date: Fri, 29 Aug 2025 16:17:33 +0200 Subject: [PATCH] befor long term --- Config/config.json | 2 +- Config/measurement.json | 2 +- data/Temp/20250829_133224.dat | 398 ++++++++++++++++++ .../im_00000.tif | Bin 0 -> 20122 bytes .../im_00001.tif | Bin 0 -> 20122 bytes .../im_00002.tif | Bin 0 -> 20122 bytes .../im_00003.tif | Bin 0 -> 20122 bytes .../im_00004.tif | Bin 0 -> 20122 bytes .../im_00005.tif | Bin 0 -> 20122 bytes .../im_00006.tif | Bin 0 -> 20122 bytes .../im_00007.tif | Bin 0 -> 20122 bytes .../im_00008.tif | Bin 0 -> 20122 bytes .../im_00009.tif | Bin 0 -> 20122 bytes .../im_00010.tif | Bin 0 -> 20122 bytes .../im_00011.tif | Bin 0 -> 20122 bytes .../im_00012.tif | Bin 0 -> 20122 bytes .../im_00013.tif | Bin 0 -> 20122 bytes .../im_00014.tif | Bin 0 -> 20122 bytes .../im_00015.tif | Bin 0 -> 20122 bytes .../im_00016.tif | Bin 0 -> 20122 bytes .../im_00017.tif | Bin 0 -> 20122 bytes 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b/Config/measurement.json index 610eb4a..5039bf3 100644 --- a/Config/measurement.json +++ b/Config/measurement.json @@ -1,4 +1,4 @@ {"std_test_mov": [-10, 10], -"std_test_wait": [5, 25], +"std_test_wait": [10, 49], "backlsh_meas_mov": [10, -10, -10, 10], "backlash_meas_wait": [1]} \ No newline at end of file diff --git a/data/Temp/20250829_133224.dat b/data/Temp/20250829_133224.dat new file mode 100644 index 0000000..88f7401 --- /dev/null +++ b/data/Temp/20250829_133224.dat @@ -0,0 +1,398 @@ +22.6 22.6 21.533 22.414 22.515 1756467144.885968 +22.0 22.0 21.646 22.476 22.567 1756467164.892319 +22.7 22.7 21.607 22.421 22.513 1756467184.899876 +23.2 23.1 21.583 22.37 22.468 1756467204.891186 +22.4 22.4 21.673 22.445 22.534 1756467224.897677 +23.0 23.0 21.632 22.385 22.491 1756467244.9044778 +22.0 22.0 21.719 22.473 22.567 1756467264.89553 +22.9 22.8 21.632 22.399 22.493 1756467284.9186401 +22.2 22.2 21.702 22.46 22.548 1756467304.909399 +23.2 23.1 21.613 22.372 22.475 1756467324.915812 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5.000000 199.870 210.326 1756476910.559 + 84 4.000000 5.000000 198.720 208.829 1756476969.667 + 85 4.000000 5.000000 199.910 208.502 1756477028.658 diff --git a/notebooks/Analytics.ipynb b/notebooks/Analytics.ipynb index dbfc5c9..22e59c4 100644 --- a/notebooks/Analytics.ipynb +++ b/notebooks/Analytics.ipynb @@ -5,8 +5,8 @@ "id": "ca3c9c7af43b4e58", "metadata": { "ExecuteTime": { - "end_time": "2025-08-29T12:33:37.597202Z", - "start_time": "2025-08-29T12:33:37.511352Z" + "end_time": "2025-08-29T14:08:58.552467Z", + "start_time": "2025-08-29T14:08:58.488840Z" } }, "source": [ @@ -94,8 +94,8 @@ "id": "52db5e2c12fea30c", "metadata": { "ExecuteTime": { - "end_time": "2025-08-29T12:33:37.834200Z", - "start_time": "2025-08-29T12:33:37.615025Z" + "end_time": "2025-08-29T14:09:03.854660Z", + "start_time": "2025-08-29T14:09:03.745050Z" } }, "source": [ @@ -125,7 +125,7 @@ " step = max((ind_max - ind_min) // 1000, 1)\n", "\n", " for i in range(5):\n", - " if i>2: #(i==2): # 2 ist raum\n", + " if (i==2): # 2 ist raum\n", " line, = ax.plot(times[ind_min:ind_max:step],\n", " temps[i][ind_min:ind_max:step],\n", " label=labels[i], color=colors[i])\n", @@ -172,21 +172,21 @@ "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ], - "image/png": 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0k7wONnCgf5ohqRco3lPFV5oBAL791kwzZ1oylG5WqiTPF0OHplHv3lYaNy6FihRAc1/OmPfoIYPy335DrgAAchage5awc4DumfioX9+7BP7++220eHESvfJKao7+HZ6V3r69vI8ff7TQn3+avDLwngH6zp1GeuedELpxI1+/GkCmEKADFKCZM0PI4TCIfZh16vin82f58k6KjOQyMO7kLv/Lb9xootmzLejcCaBDfKHu+efDaNSoMDp3zuC18KxY0enKfE+alOJq6FYQOneW971ypVmMbQMAyG2AXqqUZ4Duvc7igUe33mr3mml+M6qa57vvzLRwobsCUiVdOGPPxo4NpUmTQl2NNAF8CQE6QAG5fp1o3jx5cudyUX/h/ViejeK4a3K/fuFi/+f27TgFAOgNB+VpaQbXgpOdOGHwyqAXhhYt7GKBfemSgbZswZQJAMhJibt3gM63qaqcatXyf/7q2tUqytz37TPRgQMm0Xju+efTxG183jx/Xj6Wo0fVTHaso8D38KwCKCBff22hq1cN4gXjjjv8mx5yj1qT+z1Vg5VDh3AKANCbM2fc/+/VuCJ3Br3wAnTObt1+u8xWLV+OAB0AMuLqmsREzwy6+xxVvDi5StwbNJDnlPziMnfOuivcNJOz9uXKOV3bgWw2Po8aXDPZAXwNq3OAAsAlUDNmyHlqAwemiXFD/iQ7uROtX2+i+fMz7jsFAP04e9a9oFSLTPce9MLd93L33TJA//13lIkCQEacUHA65XkqOjpjBr1pUx5T7KQuXXz3bz7+uNVV/XjXXXav6iJuqMnnTbvdkOlMdgBfwCsiQAFYsYI7gBqpWDEnPfSQ/zuzcQb/3XedtG6d9395BOgA+s6gx8XJ5pEqUC/MEnfGGXReXHMpKc865mwYZ6S4m3xeR7sBQPCVt/N6ymJxzzZXAfptt9npwIHrVL16EUpI8M2/2bWrjfbvv0YlSrhvU9VFXG3E56fMLngC+ApW5wAFYNo0mT1/9FFrrpqTFOSotQkTUlyfh4SoUi28sADoPYOuskFhYd4NmAoDl6iqxnTcI4P7djRuHEVz57orfQBAvzz3nzPPc5Tqrs6BtK8v6HGpu+d9qvMUB+ie3dyRQYeCgGcVgI/t3Wukv/4yi4YiAwb4rzlceg8/bKPhw1PJbHaKhicMGXQA/VHZcrW4VIvNChUcftmOU6eO3dUjQ41c++YbBOgAQBQf7x2g8xx0hbPqhcWdQTeIN+XKFYNoCgzgS1idA/jYjBlyYdmtm02MONOSl19Oo5Mnr9NTT8kA/fx5IyUl+ftRAUBh8sz4cDbdX/vPPSt82L59RjFbmG3bZqQrV/zycABAkxl0eZ4oWpQ7tjtdJe6FpXJl+e8fPGjMkNxQ4yoBfAUBOoCPr/QuXiwD9EGDtJM998RdTrmstGhR+cKGESEA+i1x55FBe/bIc0CVKoW7/zx9gP7nn2Zx0ZBxyT1/DgD6pgJ01a2dy84fecRKzZrZXeeOwsAz1iMinBQfb6Q1a7ynTqDMHXwNzygAH+J9k6mpBmrSxE4tWvhnsZsT/AKnmkFhHzqAfqSm8oVE+dLPzdm4O/JPP8lAmLsh+4NaZKfPSq1ejdFrAHrnOWJNee+9VPrllyQx+7yw8L/Vpo08RyYmynNVdLQ8d6FRHPgaAnQAH0lLI5o1y50913oHYneAjtMAgF6ohWR4uJMqVJALXpW1btHCPwF69eoO0RtDiY2V56bVq83k1NYuIQDwUwadR6z52223ybGQSqtW8pyJDDr4Gp5RAD7y/fdmunDBSGXKOKh7d++TuBap/aYI0AGC3+bNRmrRIpKmT5cTJmJjna5AWDVeUgF7YQsJIapa1f1Y+ve3io7yPA6O93sCgH6lbxLnTzzSTYmKclKdOsigQ8HAKx+AD3CWR41W48UlLzi1Dhl0AP2YODFU/F+fOVMF6A4RpCvNm9v9WvXjuZeUs1K835MhQAfQt/R70P2Jz1Oqizx3dS9XTj6muDicp8C38IwC8IFNm0y0a5dJZH0ee8xKgQB70AH0gbM76Zsa8cKyXDl3UOyv8vb0AbrR6KT69e1UqpTDa3EOAPqUfg66P/FFzFtvtXsE6I4MoysBfAEBOoAPTJ8u95736mXVxItIbkaGHD9uFI2jACA4ff21hRwOA1ks3vu8PTPo/g7QOShntWo5KDLSnS1T5a0AoM/qRC0F6Kx//zQqW9ZBPXvaqGxZZNChYOAZBZBPJ08a6OefZRfkgQMDI3vOKld2ilKtlBQDbdiAbskAwbrAXbBAXkB8441UsW9SZdBVgB4S4qSGDf07deLuu+302mupNHFiitdiHBl0AP26do3IatVOkzjWrJmDdu68QffdZ3Nl0C9dMlBSkr8fGQQTBOgA+cR7Ojk71bGjrVBncvqiVOvOO2Uzu5UrMW8YIBitXUt07JiRIiOd9PDDVnr33RRq1cpG99xjE2PVihVz0n/+YyvUcUWZMRqJhg1LE4tfhgAdQN94Ks4dd0SKj3n+eEQEaU6RIiTOoezQIYRU4Dt4NgHkw/XrRPPmyezU4MFpFGjuuEOWla5YgQAdIBjNni3f33eflaKiiPr0sdGPPyZTqVJcQeOkPXuu09SpMmutJQjQAfTL4SB6+23Z2NJgcFKfPlbNJjr4Qif7+29UIoLvIEAHyIeFCy107ZqBqle3U6dO/t3DmdeZnjx/+MgRIx09KhfCP/1kpg8+CMH8YYAguID4zTfy4759Mx/9yBMn/Nm9/WYBOvagA+jHsWMGslpl89qkJAOFhjrpwIHr9N572m2Uo/p3bNmCAB18BwE6QD6u8KqZwrz3nEs0Aw2XZ7VubXeVua9fb6IBA8Jo/PhQ0ZkeAALXDz+Y6cYNomrVHNSyZWBdQFRN4pBBB9CHVatM1KpVFL35Zijt2yfXHzVqOKh4cdI0zwD9zz9NVLduJC1ZgqpEyJ8ADCkAtOH3302iAzrvP3roIW2WX+XEHXfIzNqYMaHUv3+Y2E/P9uzB6QEgUHEFzLx58gIil4dqMUuekwx6YqIB1TwAOrB7twzKf/vNTPv3y/VHnTra7+vDJe48HvLUKSO99FIYxccbxe8AkB9YgQPkkcqeP/ZYmhgLFKgef9xK7dvbKDnZQImJ7lPC3r04PQAEqpkzLSKjY7EQ9e4deBcQVYBusxnoyhV/PxoAKGgXL8qriCdPGmnNGhms16ljD4hKRHUh4ehRo6urO0B+YAUOkAecXf7rLzOZTE7q3z/wFr+euHHUt98m07RpyaIS4NVX5V6vvXtR4g4QiLZtM9Ibb8i27BMmkGtWbyDhrvJqJBzK3AH0E6CzjRtlBrpuXe1n0D3L3BUE6JBfCNAB8mDGDNm5nccTlS8feIvf9Lj89YEHbDR5cgp16SJL3vftM4p99gAQWLiHBM8O/s9/rDRsGAUsd6M476XK8eMGWrbMjNJ3gCCSWUPIQBldiwAdfA0BOkAervJ++60M0AcNCrzRajdTtapDdE7lDqonT+JFBiDQ7NolX9qfey4t4Pae56RR3LPPhlP//uFoZAkQpBl0xv19AqX6h3v58DSfDh1kggMBOuQXAnSAXJo710KpqQbRGKR588C4upsbZjNRzZry90KZO4C28H7sTz4JoVOnMl8AXrhgEBlnnh1cq1Zgn58ym4XOI5h27pRLFzSyBAjeDDrvPw+UC4zR0UTr1yfRtGkp4vOrVw1ky3yyJUCO4NUNIBdSU4lmz3ZnzwPlxSO31L4vLnMHAO1YsMAiJi68957cY56e+j9bpYozoJtXZhWgHzpkpLQ0g1dDJgAIbLydTv0/j4x0BkwH9/SKF3dn/C9fNohmne+9JxsKA+QGXt0AcuH778104YKRypRxUPfuwXt5tG5duZ8KndwBtOX0afl/cuvWzKtb1P/ZQOh+fDMlSzoyBOi7d7vPSQjQAYIDj1NUI1579JCNd9u0sQdkBSKX5quS/dGjQ2nixFA6ezZIszlQYDCoDyCHuCHRtGnySuiAAVYxvihYqSvXKHEH0BYuYVfBKZe7Fyvm/XX1fzZQuh/nJIPO4+Lq1ImkBx+0eVUtIUAHCK7y9uhoB739dir16mWjVq0CL0BXWfQrVwx04IBRjIlUFxljYwNjPz1oA17dAHKIGxL984+JwsOdYvZ5MFN70LlbMjq5A2izkdLOnaYsS9yDKUDfts1ECQlG+uILC23c6P6duYkl70kHgOAI0LkxJG/Nad06cPafpxcd7cywRZADdoDcQIAOkEOffSZT5r16WUVDkGB2yy1O0WTKbjdgBjGABjPobMcO7wCdmxJx1iZYStxVF3eFm3N6/s58fsqqWR4ABN6Fx/T/5wNRiRLODBWIvB8dIDcQoAPkAGeSf/lF7ggZODD4Uza8j0plr86fxwsLgFZcvOh+2d6xw/sl/NgxowhiIyKcVLly4C901TkoPZPJKcZBMpS5AwRPBr1UqcA/b6lGcZ49fBCgQ27hlQ0gB2bODCGn00CdOtkCfnRRTpUu7cyQsQMA/06R8FzopS9xdzeIc5AxCF7dPQN0z21FNWo4XBUCCNABAtfly9z4kkdDBk8GXZW4nzrlGaD78QFBQMIrG8BNXLtGNH++LG8fPDi4955nFqAjgw6gDWoRyxlktQBUt/Fe7KlTZRPLhg0Dv7xdbbXhjshcEfDyy2nUtKn8verVcyCDDhDgeEvOvfdGULt2ka6pFMFU4u4Je9Aht/DKBnATCxda6Pp1A9WoYaeOHYNj4Zu7AB2nCQAtUNUs/H+zenV5Ltq+Xf7//PjjENFMrWhRJw0bFhwXEsPCeLRlEv3yS5IofX3++TRRPsp9QKpWlecnBOgAgenHH820f7+JkpMN9Oef5qApcc8sQEeJO+QWxqwBZMNuJ5oxI8S19zwYykZzqnRpmaFCBh1AW42UeBHbqJGdDh820ZIlFqpY0UkTJ8rz1Pvvp1C5coG/yFU8u9F36WKjLl2ui483bJC3IUAHCMyxtZMmyXOWp2DNoCNAh9xCgA6Qjd9/N9Hx40ZX1kZPUOIOoC0XLhhdpd+PPGKluXNDRBYqMdEgOprfc4+Veva0kR6oEnfev5qWRhSSca0PABq1Zo2Jdu82kcXiJKvVvcaIiQn8Hj8I0MEXcOkZIBvTp4e4GhTxbE494SCAocQdQGsZdAc1buyg+vXtomv7qlXyWvtLLwVHaXtOcBVBSIiTHA4DnTuHxS9AIFm8WPb1efxxK1Ws6Aj6DDr2oENuYeUNkIXdu420dq1ZNGTq319f2XPvAN39wpKcjK7uAP6i/u/x/02DgS8cus9LXbpYqX79wM8+5RRvNypbVp6jzp7FUgYgkMTFyXNZs2Z2uvNOW4Z1R7AF6JcuYd0EuYNXNR85f/48DRs2jFq2bEkdOnSgcePGUSrPxBGzandQnz59qEmTJtS5c2datGhRlvfjdDpp+vTpdPvtt1PTpk3p8ccfp8OHD7u+vnfvXqpVq5bXW48ePQrld9Qbtfe8e3dbUO3pzO0edA4KeL/YP/8YqU2bSGraNJLi4vz96AD0vQed9exppagoDtadNHy4frLnSrly8hx15gwWvwCBei5TAXpYmDMoKhXVmDXGJfwMGXTILexB9wEOqjk4L1q0KM2fP5+uXLlCr7zyChmNRurfvz8NHDiQ+vbtS++99x7t2bOHRo0aRaVKlaKOHTtmuK+FCxfSrFmzRIBfuXJl+vzzz8XP//zzzxQeHi6C9Tp16tCMGTNcP2M2489YEC8e334rj+ugQfpb+HruQU9JMdCvv5rpmWfCKClJvsj88w9R06Z+foAAOs6gs6JFiZYuTaJr1wzUqJF+sudKbKw8DmfOINcAoHXffGMWVS8dOti9+mlwP4kePaxUq5ZDVAYFuiJF5ChM7gtSvbqD9u0z0ZUrRA6HrPwByAlEdj5w9OhRkSVft24dxcTEiNs4YH///fepYsWK4rbhw4eL2zno3rRpE/3444+ZBuhLliwRQX2nTp3E52+++abIym/bto3atWtHR44coWrVqokAHwrOnDkWSksziPKr5s31t/Bl4eEcADjp6lUDvfxyqCs4Z6dPI0AHKGwXLxozjCJq2FCf5yfPDPrZs0GwqgcIYocOGWno0HBR/v3PP9ddJd+ylwTRZ5+lULDgiwz8e8bHG6h2bRmgO50GunqVqHhxfz86CBQI0H2Ag2XOdKvgXLl+/bood+eMd3r8tcy89NJLVL58edfnBgOXFzvp2rVr4nMO0LmsHQoO70yYPdui6+y5Z5n71asmiouTgUH79jaxL//MGX8/MgA9Z9D1G5RnlkFHgA6gbZs2mcR7DswPH5brCbPZmel+7WAgA3SiSpUcFBHhFAkO7uTOE4EAcgIBug9waTsH4orD4aB58+ZR69atRbDtGXAnJCTQTz/9RM8991ym99W8eXOvz3m/us1mo2bNmrkCdL7/7t27i6D91ltvFUF9VFRUrh5zMJQR5Yf6/TM7DkuXmkWmKjaWj7NN18eKy9wPHZIf16plpzZt7CJA5wy6no+Lr59zkD29HTsuh/zf/0Lo4YetVL2609WgkUvZPZvE6f24lS+v9qAbff47BvuxK0g4dnkTzMdt61Z3bfeOHe5KIJOM24Pu2KlMOZf0FysmA3SuRuR+IVqiteMGbgjQC8CECRNEM7fFixd73Z6SkiICc8609+7d+6b3s3PnTlEmP2DAAJGlt1qtdOrUKRHwv/vuu3T16lWxV33EiBE0derUXD3GkiWL5Pr3CkbpjwM3Q5s5U348bJiRypbV93GqWNH98X33mah6dflqyhl0PIfyBsct7/Ry7D75hGjSJKIVK0Jp505uNER0/Lj8WmgozwAvkqsFVbAet3r15Pu4OBPFxBTM7xisx64w4NjlTTAet+3b3R/v3x8u3pcta/T5/1utHLsHHiDi/s7du4fRl1/yOYrXl5GUrtBWM6KjtXHcwA0BegEE53PmzKGPPvqIatas6br9xo0bNGTIEDp+/Dh99dVXouFbdrZv3y6aw3GG/Pnnnxe3WSwW2rhxI4WGhoqPGTee69mzp+giX7p06Rw/zoSEayIY1Ste3PKJPP1xWLfORDt2RFB4uJN69LguSpT0rHjxUCKS3ew7dEgiuTMjQmTQ9f4c8tVzDm5Ob8fuxx8jiMhE+/YRvftuCj37rJX27uWsU6Qob09IuJGj+wn24xbBh4mKiPP0qVPXRN8MXwn2Y1eQcOzyJliPG1cE7d3rDgDXr7eL81t0tI3i45OD8tgNHEg0YIBsChcVxScmMx07lkw//eSkpk3t4qKrFqjjlph4DUG6xiBA96F33nmHFixYIIJ0Hqfmud/8qaeeopMnT4rgnRvFZYebyD399NOiKdyHH34ousEr6UvZuWEcy22AzicwLZzE/C39cZg2TZ41H3rIKkqU9H6M1F5X3k/FDfMOHDC6Muh4DuUNjlve6eHYcWOhnTvd5/wJE0KpRw8bHTsmb+M9jbk9BsF63IoV4yBdlo/yPvSqVX3/SwbrsSsMOHZ5E2zHbds27zp2ebFRri98/Xtq6dhx8MuPRe07521Le/aY6Omn0+jtt+UYZq3QyjEDNzT895HJkyeLEWkTJ06kbt26uW7n/eJDhw6l06dP05dffkk1atTI9n4OHjxIzzzzjNjT/vHHH7sy5YxHrPEsdS5zV/bt2yfGrFWqVKmAfjP9OH5cjhNjAwda/f1wNKFtW7vYM/XII2nE0/x4Xz7jjFVK8DRdBdCMP/6QHX/r1LFT48Z2unHDQD/9xNkX+XJdpQoaxHkugNU5CaPWALTp779lgK72X9ts7g7ueqD2o3NwzhYutIhmxADZQQbdB7hx25QpU2jQoEGimdvFixddX1u9erXIiPMecW4mp77GgXfx4sUpLS1NzE2Pjo4mk8lEr7/+OpUtW1bMSr906ZLrfooUKUJVq1YVgfjo0aPFnHXeg/7GG29Qr169qBinEiBfZs4MEQvj22+3Uc2aWASzxo0ddOTIdVfpKL/QhIU5xWz0c+cMVKmSPl5gAQrLqlXyZfmOO2yiPHLHDpOoXOEGQ6xyZfyf88RNmHiv55kz6HIEoEVbt8rAtFUrO23c6A47uNmlHnCTOE/czX3FCjN162bz22MC7UOA7gMrV64ku90ugvD0zdrat28vsuiDBw/2up1nm3NGnfea9+vXT9wH7y3nz1n6GencDK5Hjx7i/seOHUuPPPKIKH3nbu7cxR3yh6fYzZ+P0WqZ8dxVwRkrXhAfO8YlpUaqVIn3kgGALzgcfFFXLmZvv93uGh928KCRUlPlx8igeytXTo1aQwYdQIt27ZL/N3kqjmeArp8Mesbfc9EiBOiQPQToPsCZc37Li1atWtGBAwdcn3t+nBnOrnM5PfjWggUWun7dQDVr2qlTJwSd2Slb1iHKbTmDDgC+w4F4fLxR7Ktu2dJO+/YZXbdz8M4QoHtzl7jjfASgNUlJJMbWsg4dvNdWesmgewbo3MuHKwp+/91MiYncPV1ewOALjSVL6uN4QM7gkjPont1ONGNGiGvvOeZBZi82VmWscKAAfOnIEfmSXLu2g0JCiKpXVz0fjJSY6G4SBxkz6LwNQF3EAABtOH1anreKFHFSjRoOMpudGZrQ6ilA5wrNunXtZLUaaOVKs7gIe+edkTRgQJhfHyNoDwJ00L3ly8104oRRnER79UJzuJxk0FlcHE4fAL504oTBKwiPjCSqWNHhtaBNN8hD9zgjxTZvNtPw4aFkxSkcQDNOnZLntAoVHGQyuS/w67XEnasIuPku++cfE61fb/K6OAug4BkBujd9utx73q9f2r9zdSE7vAedIYMO4Ft8oTB9ltyzYSXK2zOqW9dBkyYlk9HopK++CqGGDSNp9GgE6gBacPKkPKepC43lysn3oaFOKlqUdIHP4Vw50KGDjWJinNSggQzQd+820j//GF2N4zDqDDwhQAdd45PjunVmMpmc1L8/VnS5CdCRQQfwrePH5f+pypWzCtCxgstM7942mjkzhUqVclBCgpGmTQsRlVEAoJUMutNrSwpnz/WynZB/923bbtC8ecni8/r1Ha4M+s6dMoPOTUCT5ZcBBKywQdemT5d7z++91+ZVegU3b8qEDDpAQWXQ3eeiWrXcjZWQQc8ad0TeufMG9e4tL7SuXSsXvgBQ+Ft1OnaMoIULzXTqlNFV4s7Kl3foqkGcUqaM0zWutlYtB1ksTrpyxeCaja6y6AAKAnTQrXPniL77TmZZMFot51R2jzPo3IUUAHzTrFJlm7IqcffMrENGZjPR3XfL0UXr1iFAB/CHJUsstHeviaZODfEI0J1eFxlVoK5H3ACUg/T0Ll1CgA5uCNBBtz77jCgtzUDNm9upWTP9vljkFo8FqV1bfrxlCxbBAL4QF2cQnX05s6K2kTDsQc8d1YBp/34TXbyIBS9AQVqzxkT33htOhw65w4k9e+TH+/aZxHQFzz3o991nozfeSKFXXkklPWvQIOO5HBl08IQAHXQpJYVo6lT58eDByJ7nVrt28v3mzQjQAXxZ3s6ZJu52rBQpQtS1q5Xq1LGL8WuQPZ4lzGOMVJn7X3+Z6PJlfz8qgOC0cKGFNm4009Kl5gwBOrtxw93FnXEj3meftVLVqvoqcU9PNYrzhAw6eEKADrq0ZImZLlyQHUV57yLkTvv28v2mTQjQAQpixJqnL75IoTVrkigMo3JzpH17ufh96aUw6tkzQrxhRjqA7/E+anbunHyflER09Kh3aMEz0IsV88vD0yzVKI7xBAqGDDp4QoAOusOjLLjLLxswwCr2LULeMug7dphENQIA+H7Emie9dDz2hXbt7F7BA3dL/v57nOgBfE39Hzt/Xp6/uKTd4fA+WXH2HOcvb/Xr28lgkIF5kybynI8MOnhCgA66s369SXTO5FKrRx9FeXteVK/OY1IcYg+/GhMCAAUXoEPOtWljo4gIJ4WEOF1N4957D7PRAXzt6lXyyqBzczhWtar7PKb2n4NbVBTR+PGp9NprqaIPEsNWHPCEAB10Z9o0i3j/+ONEJUr4+9EEJr4a3rKlfFFBmTtAwYxYg7wpXpzo11+TaPXqJPrss2SKiXHQsWNG19QOACiYEne1/5wvjPEWQs8O7uDt8cetNGxYGhUvjhJ3yAgBOujKsWMG+u03uUgbNszfjyawqQB9+3acRgDyO2LtyBFk0H2JG+rVqOEQmao+fWTq/O+/cTERwJeuXZNBJU9MsNncAXq9enbq1ElWr9Sti3NadlSAziXuFy4YaOVKk9iKCfqGy8mgKzNnhpDTaaA77rBR7dpmio/39yMKXJUry1eQc+cQoAPkB3cb5+wJL9Q8x6qBb1SrJs9VJ0/iXAXgK2lp3BROBui8ruLgUpW4c1DepYuNOnWyU9euaMSbnRIl3Bn0F18MpV9/tdA33yRRx44ZO72DfuDVCnTj2jWir76S5e0YrZZ/t9wiAwl+UQaAvFu0SJ6X7rvPSqGh/n40wUftgT11CucqAF+5etX7/9PWrSZR8m42ywuNRYsSde9u8xobCdln0HftMmUYVQf6hAw66AYH59evG6hmTTuuTPrALbc4XQE6l2OhSytA7t24QbRsmXwp7tULXcwKNkDnDtM81sjfjwggeBrEKatXy+CSt5bgQmPuM+hxcQZKTDR69SQB/cIzAHSzx3PGDDlabdAgK4JJHyhVSr6opKYaMrxQA0DO/PKLWZSJVq7soBYtUN5eEMqVc5LJ5BTnKlT8ABRMBn3lSnmhEXvO85ZBV8E5O34c4Zne4RkAusCN4Xj/IV+pfPBBZKl8ITycqGhRlUXHqQQgL376SS5qe/bEhcOCYjYTxcbKcxUyUwC+7eCuxMW5G8RB7jPonnCeAjwDQFej1fr1SxPzz8E3SpfOuA/94EGjKNUCgJs7cEC+DLdujUVtYZS5nzyJcxNAbl2/fvMMulKvHjLoucF79Q0G7yCd+2Vw5SfoFwJ0CHq7dhlpwwazaFzSvz+y5wW1D50dPcod8iOod+9wPz8yAO2zWt2ljLxvEwpOxYro5A6Q1wRHtWpRtHy5KdsMuoIS99zhnhjFi3vfZrMZ6OxZXEzUM7xSQdCbPl3uPb/3XhuVLYvhkgUZoH/zjUXs89y/3ySCDwDIGgfnvBCLiHDi3FRoGXQsewByY8MGnsttoDVrvPtKq94zMTHugJw/Ll0a57K87kPPrMydG1typRUy6vqCVyoIaufPG2jJEvmiMmgQRqsVZIDOLyKLF8utBCw+Hld/AbJz+LB8Ca5e3YH95wUMJe4AeaN6zPD2tcxK3GvVcgfoKG/P/z50NcJWBeg8gahDh0j69FOZbAJ9QIAOQe2LLyxktRqoRQs7NW2KF46C6uTOL+CbN5u8slPolgyQvUOH3AE6FH6J+6ZNJkpIwHkKIDvqtVydr9KXuPPMcwXl7fnPoN92m0yVnzghj+/ff8vjvmMHQjY9wV8bglZKCtGcOTKjO3gwsucFQV3p5RfwRYu8y98uXsTCFyAnGXTsPy94lSrJY3zmjEFsv/n9dxN17x5Bo0ZhYDNAVpxO92s5d2n3bBanAnSuTgkNlQEmOrjnL0DnxrvqGKoMunp/5gxCNj3BXxuCFpe2x8cbqVw5B3XtavP3wwnqEvdz5wyucVGqVAsZdIDsIYNeuOcqDiIcDoMI0r/7zuLVRR8AMuKAPDnZ/VrumUW/dk3eXqwYUZ06DjIandS8OQL0vFDrpmrVHFSpkvdISPWeO7uDfninvACC6KrvtGlyv86AAWliDi4UXIC+b5/s7hoV5aQ777TRokUWzEYHuMk56sgRBOiF2Sm5cmUHHThgEk2vVqyQLwoocQfIvo+Pp717TWJtxYmPK1fkbcWKOWnevGTxvVWrokFcXpQp43RtF1DVPsePGygtTVb9ME44JScThWNIji4gbIGgtG6dSbyQcHfkRx9FO/GCDtCVtm3tFBubcTY6gB7984+RevUKp1dfTaPHHvM+D3ETxcuXDWL+bdWqCNALw/332+j99000enSYq8FVYqJBXCxBkz6AjNJfaJ8+3eK6IK8aLxYt6hRrgfTrAci5Rx6xii7tvXtbxQUPlphopD17jKKDvsKj16pVw3HWA6S4ICjxiwjjk136+ZLgOyVLOslkcr9YdOhgyzB6DUCvfv/dLBZZn3/unm6Qfv95hQpOZEQKSf/+aeKirQrOGY+5U5lAAPCW/nVcBeeeDRc5QIf8iYlx0vDhaVSunJOiovh1QV78+PFH7zzqqVMI2/QCf2kIOkePGui33+RJbeBANIcrSCaTfGFROnSwuwJ0NIkDvVP/B3hRy30aPKmRRShvLzwlSlCGSgaVRQeArAP0zOZ0KyrjC77TtKncy790qffFXTSK0w/8pSHozJwZIkqCeC909ep44ShoKiCPiXGIRjHuDDpOL6Bvnhep/vjDnXlS23BY48ZoqlSYnn5aZtFLlnSIjslquwEAZB2gt2mTdaPdokUL8QHpLEA/fdp7HYVGcfqBFTQElatXib76Sl5xHDQI2fPCoAJyzp7zPs5SpbAHHSD9/4E//nCXKvJewzVr5OedOiFAL0xcQrpq1Q367bck8TFLSMBSCCAz6kJ748YOcWGLNWvmfc5CibvvNW3qXVmlLiamD9gheOEvDUFl/nwL3bhhoNq17XTbbVj4FoZWreRx7tnT6hWw8wiWpCS/PjQAv7p40eiVQedmZGzHDqNoEMcL2/SLXSh43Gm6YkXOoqtmTLiYCJDdRcYyZRyi4W6dOnZ6881U19fDw50UIgfmgA81bGgns9l94aNdO/k6oTq6Q/BDgA5Bw2Yj+vxz+UoxaJAVXXkLyXPPpdHu3dfp7rvlC0iRIkRhYdiHDuD5/Odgfe9e+ZK7apXMnt96qw0jIP1IBegYtQaQfYDOF97HjEmlP/5IErPOVTYd2fOCwY1D69Z1Z9Hbt5frKzSJ0w/8pSFo/PqrWZy8oqMdrmwuFE6jOM/xKnxhBJ3cQe9SUnjLjXz+t2ghF1fvv8/9MYhWr0Z5uxZER8vzFPagA9w8QPd8zed+MwwN4gp+Hzpr21b2AIiLM4gtUhD8EKBD0I1We/xxK8YW+VmpUiqDjlMM6Dt7HhLipHHjUsT7X3+10IABYbRtm/x/0alT1o2XoOChxB0gaxwIqotX6Wec168vo0Q0iCv4AJ23F1Sq5BQl71arAYkPncDqGYLCzp1G2rjRLE5gTz6J7Lm/oVEc6J0K0PliVcOGDlEeypYts5DDYRB7z8uXR/bJn3jyBEOJO0BG/P+Cz1VGo9NrnCpr1Mjh9X8IfK9zZxs1aWKnJ56wiqqF2Fj5N0And33A7jcICtOny73n991nozJlsOj1N5S4g96p576qJuHKHp6FzvvQu3Wz0X/+g+y5VkrcEaADZH0O40oTDhA98TZCPp/xuQwKRokSJKZNKOXKOejkSeO/s9BxYSTYIUCHgHf+vIGWLpVP5cGDMVpNCxCgg96p7R3q/wL3Znj5ZZyftAQl7gC523+u8DbCF1/E+awwqYorNIrTB/yVIeDNnm0R+3JatrSJWZ3gf+XLy78Dz3rGqDXQdwYd5yStQpM4AGn/fiM991yYSHgoZ8/KEKF0aVQlamlddfo0zld6gAAdAr5T8pw5sjnc4MHYe64V3bvbKDZWlmONHx/q74cD4Nc96KBNal9tUpKBkpP9/WgA/Oftt0Pp668tNHeuXE+xAwdkiFC9Oi4yaimDLkvcIdjhr+wj58+fp2HDhlHLli2pQ4cONG7cOEpNlU2BduzYQX369KEmTZpQ586dadGiRdne17Jly+jOO++kRo0a0bPPPkuJiYmurzmdTvrggw+odevW4t8aP348ORz6PXl+952ZEhKM4spily7YC6UVPAt9woQU8fFnn1loxw6cakBfEKAHxnnKYkGZO+gbX5xau1ZuMj992pghQK9VS79rTC1BBl1fsGr2AQ6aOThPTk6m+fPn00cffUSrV6+mjz/+mC5evEgDBw4UwfSSJUvE973zzju0Zs2aTO9r165d9Oqrr9LQoUPp66+/pqtXr9KoUaNcX589e7YI4CdPnkyffPIJ/fjjj+I2PeJ5wtOmyeZwAwakkRkdFTTlrrvs1KOHVXSB/b//CyMrChxAR7LbvwnawH0B0CgO9G79ehOlpMjn/5kzhkwCdAze1lIG3fMiCgQv/JV94OjRoyJLzlnzGjVqUPPmzUUgzoH0ihUrKCYmhoYPH06VK1embt260f333y8C68zMmzePunTpIr6ndu3aIkP+xx9/0KlTp8TX586dK+6b/w3Oor/44oviooAe8RXffftMFBHhpEceQfSnRTxaKjraQXv3mujTT+XFFAA9NYlDBj0wGsUhQAe9WrHCnd04e1b+P7hyhSguDhl0LeEu7uzaNYP4+0BwQ4DuA6VKlaLPP/9cBOKerl+/7ip3T4+/lpmdO3eK4FspW7YsxcbGitu5jD4uLo5atGjh+nqzZs3ozJkzdOHCBdIblT3v08dKxYv7+9FAVns833lHbvX48MMQdHUH3UCJe2BAgA56xpWI3gG6Udx28KAMD8qWdVCxYn58gOASEcHnKxmko5N78ENRsA8ULVpUBOIK7wnnTDhnuMuXLy/elISEBPrpp5/oueeey/S+ONC+5ZZbvG4rWbIknTt3TpTLM8+vq4sC/PX0P3ez0r5AduSIgZYvl0/fQYPScv37qO8P9OPgD7k9dr162eiTT+x04ICJtm830j336LNcDs85/Rw73tPJWQ5WurTDb4870I6bvwN0z+OEY5d3OHaBc9x4LXXihFH0YuBpONwwkbOz/HqtsueB8HfUy3OOy9wTEmSlQ4MG+b8/vRy3QIQAXVwxPCsCZ6PRKALe0qVL5+v+JkyYQHv37qXFixd73Z6SkiICc/43evfunenP8veEhHiXAvPnaWlp4mvqc8+vMf56bpQsWYQC2VtvyffduhG1ahWV5/sJ9OPgT7k5di1b8gs+0fHjEZSu0ER38JwL/mN3/Lh8z6fnqlWL+H3xEyjHzR8qVpTvr14No5iYsAxfx7HLOxw77R+3H36Q79u1M9CePVz5w1MNitDJk/L2Jk3MFBMTOH/HYH/OVavGlbZEly75di0VHR3cxy0Q6TZA37p1Ky1YsIDWrl1Lly9fdt1uMBhExpoz4r169aKmTZvmOjifM2eOaBRXs2ZN1+03btygIUOG0PHjx+mrr76i8PDwTH8+NDQ0Q7DNn/P3ewbj/H3qY5bV/WUlIeGaKGMKRHx1d9YsDsoN1L9/EsXH5z4jywtmPpEH8nHwl7wcu2rVeHRLGG3ebKX4eHmhSW/wnNPPsduxg7NPEWLUYELCDb89jkA7bv4QGyvPTf/8431uwrHLOxy7wDluu3fzujKUqlRJo8REE128aKI9e5Joxw6+3UwVK6ZQfLz2e/zo5TlXqhSv/UNo//40io+X2wd9cdwSE68hSNcY3QXoR44coTfffFOMLuvUqZMIpKtVq0bFixcX3dgvXbpEBw4cEAH8Sy+9JLLpb731FlWvXv2m983d2Tno5yCdx6l57jd/6qmn6OTJkyJ452ZxWeF/Lz4+3us2/pz3uavMPpe6q7J5VfbOX88NPoEF6kls3jyLKMOqU8dO7dvb8/V7BPJx8LfcHLu6deW+qT17TLo/3njOBf+x27NH7g+sXTt/5ye9HTd/UDOeDx3K/NyEY5d3OHbaP25c3s4qVnRQXJyBdu0yiS7h+/e7O7gH0t8w2J9znqPWfPl7BvMxC1S6C9A52OYRZq1atcr062XKlBFvt912m+i8zhl2/pkvv/wy2/vlsWcLFy6kiRMn0j333OO1H53/vdOnT4v74IsB2eHZ53xxoEePHuJzbgrHb3w7B+jcMI6/rgJ0/phvy83+80BmsxHNnCkrCQYNsvq9dBRypl49+aJy7JiBbtwgioz09yMCKDj79hm9LkyB9gP0EycMYhSkhRPqADqhAvRKlZx0+rTTdYHx3Dl5e82aOIdpSblyGLWmF7oL0HlMWW60b99evN0sKz9lyhQaNGiQ6KqustqM56Fv2rSJpk6dKprJqa9ZLBaRtecS9StXrlB0dDSZTCbq27cvPfbYY9S4cWNq0KABjR07ljp27EgVKlQQP8df/+CDD8RFBPbhhx9S//79SS9++cUsuldyJ0uesQ2BgTtZlyrlEKOn+Mp8s2Z40YfgxWMFGQJ07Stb1ilGdXJV1vHjRqpRA38z0A++MMUqVXLQsWMy6Fu6VF6lqlHDTkWL+vXhQToVKrgz6BDcdBegKydOnBCZZw6UlQ0bNohM9M2y3OmtXLmS7Ha7CML5zRMH95xFHzx4sNftLVu2FBn17du3U79+/cR9cFa8SZMm9Pbbb9Mnn3wiAvd27dqJ0nllwIABoqEdZ+U5oH/wwQfpiSeeIL2YPl3+vR5/3Eq53HYPGsiir1ljFMELAnQIVnY7N0RUGXR9TiwIJFyFxUH5zp0mOnQIATroB0/7jY9XGXSHa8721asy+Lv7bpy/tNjFnZ0/b6Rr14iKYNt40NJdgM77zDkrzY3avvjiCxEoKxwwc8b78ccfp5EjR4qGcTnBmXN+ywsutec97564vF2VuKfHQfmoUaPEm97s2GGkTZvMYhzIE08gex5oOJu4Zo17fy5AsGakOBsbFuakKlWwsS9Qytw5QD98GOcm0F95e3S0Q2TKY2O9z1edO9v89MggK9HRTqpWzUFHjhjp009D6OWXczfBCQKHUY8l7j///DN9+umnXsE54zJ1vn3JkiWi2Rtoy/Tpcu/5fffZqEwZLHwDTb168mr83r26O+2ADhw9aqDJky20ebN7frBJfggBsg8dATroMUCvXFmup1QGnRUv7qTmzZFB1xrOG776quzePnVqiJiHDsFJd69G33zzDY0ePVp0cM/M7bffTi+++CICdI05d85A338vCz4GD8YVw0BUu7Z88T94UHenHQhy3AF30KBwevvtMHr5ZTlLG/vPA4cqa+cSdwA97j9nnPgwGGSwfscdNjLrrsY2MHTrZqNWrWyUnGyg8eNl4gqCj+5ejc6cOUMNGzbM9ntat25Np06dKrTHBDf3xRcWsloN4qTUqBEWvoHajIklJhpFt2SAQOVwyE7tCxea6Z9/jLRihUmMJ2Jc3s6w/zwwM+gYNwTBeL769lsznTljyKKDu3z+c0smVZ2I8nZtZ9FHjpSJquXLzThnBSndXR8rWbKkCNLLlSuX5fecO3dOdFgHbUhOJpozx+IarQaBqUQJeXXe6TRQYqKBSpfGqwoEHm4A98wzYbR7twzIjUan67nMs4RPnpSL3jp1cCExUFSt6hDnpitXDBQfbxBTJwCCxTffmGnYsHBx0XDVqiQyGjOOWFO4fJq36XTpggBdy5o2tYvXHm7yd/68Ads+g5DuMuh33XUXTZo0iaxZpPBsNpuYaX6z0WpQeL791kIJCUYxXgIvGoGL9+NygxPGi2CAQLNmjYnuuitCBOfh4U6qU8dODoeB4uKM4vNly5Lo9tttYjxRs2bIoAeKsDC+uCLPTevWoXEABJeFC2WCgyeo/PqrOcsSd/bQQzb64INUCg31wwOFHIuIcG/N4SouCD66+6sOGTKEzp8/L7qk8370vXv3inL23bt309dff00PPPCA+Py5557z90OFf/d2qtFqAwakYU9UgIuJkYvghAQE6BB4pk0LoZQUA3XoYKPNm2/QmjVJ9PrrKRQZ6aQRI1JFFmPBgmRauzaJIiP9/WghN3r2lBftP/ggRIzKAwgGp04ZaP1698Lpww9DxLqKn+Oq2sczQIfAUb++CtBxUTEY6S7cKVq0qAjMP/jgA3rvvfcomeun/x2/VqRIEeratasIzmNiYvz9UIGI/vzTRPv3mygiwkmPPILy9kBXsiQCdAhcPNqGDR+e5iprHzrUSs88Y3V1bM/hdE7QmCFD0mjWrBA6eNBEixebqU8fVGtB4Fu8WCY4Gje2iwatHMzNncs9fYjS0gxibZV+vBoEhgYN7KLCFBn04KS7AJ3x/vIxY8bQ66+/LrLlV69eFbdVrFhRzBkH7Y1We/hhKxUr5u9HA/mFAB0CFS9oORul9ix7wstG4OM50M89l0bvvBNKEyaEilLfrBw+bBAl8SFooAwaxpnyRYvkMr9//zSx5/zDD0NpxIgwV7d2rvzB+SuwM+iqHwoEF11edklLS6MbN25QSEgIVatWjZo0aUJVqlRBcK4xR44Y6PffzeKF5KmnMFotmAJ07EGHQHPypIHsdplxQkOe4MTbqIoVc4rS3w0bMl8PrF9vorZto+jFF+U4PQCt4uZhhw+byGRyitFcI0ak0bBhcoY2N2vt29dKQ4agMjGQM+iML7xcvervRwO+prsA/fvvv6eePXvSgAED6KOPPvL3w4FszJgh0xN3322nqlWxIA6mPegI0CHQHD0qXy4rV+aO3/5+NFBQjZe6dZMBy5IlmRcY8kg9tn+/7pZPEGAuXjS4LowXKcITJ4heey2N5s5NEt3ax49PwbksgJUoQVS+vMyiP/RQBDVoEEnHj+MPGix09wrz8ccf07vvvktz5syhmTNn0pUrV/z9kCATly+7O48OGoTsebBAiTsEeoCevrwdgssDD8jS9h9+sFBaJi89W7bIAJ1HRQJomXqOqtdd5Z577PT882no1B4E6teXWfRt20x0/rxRnLd4a8PChWbau1d3IV5Q0d1fj0va165dS3/99ZeYic6N4UB75s+3UFKSQYwxat8eLXWDBbq4Q6BCgK4P/HpTqpSDLl3iLVbeX+OAfccOGaDz1wG0TL3OqvGmEHzatJHrY956xf74w0TLlsm599iGE9h0F6B/+OGHZLfbadu2bTRv3jwycs0PaIrNRjRzpixvHzw4DSVYQQQZdAhUCND1gVvR3H+/zKJ/9ZX317hbcmqqPHddu2YQjQMBtJ5BR4AevJ56ykpLlybR998nuSp8vv7a4uqbAoFLd9FpsWLFaOjQofTSSy9RhQoV/P1wIBO//GKm06eNVLKkg3r0wKibYIIMOgSqY8dUgI7Frl5mon/3HXk1X1Ll7QrK3EHLkEEPfhYLUdu2dmrY0EGlSzsoJcVAy5ebXX9/B64nByzdBej9+vWjLVu25Pj7169fT4899liBPibwNm2avPr3+ONWCkOFTlBm0BMTjSL7dO2avx8RwM2lphKdPi0Xu1WqYMUT7Jo0cVDt2nZKSeFmcfL1KLMAHWXuEIh70CH4cKVp+u2gPHUE56jApbsAffTo0fTJJ59Q165daeLEibRx40a6ePEi2Ww2MX7t/Pnz9Oeff4oO73fddRdNnjyZXnvtNX8/bN3Yvt1ImzebyWJx0pNPon4w2PCVfDV/9bXXQql69Sj680+MNwRt4zE2DoeBIiOddMstWOzqYbHLI6jYggUyQOfGSwjQIZAgQNeXW2/NWHGKiTmBK/M5IkGsRo0a9OWXX4os+sKFC+n555+nq+kGCBYvXpzatWtHY8eOpZYtW/rtserR9Oly7znvASxdGi8qwbi/k4N0Lr3iRoA8i5X3S916KxoBgnYdPWpw7T9HTwx9ePBBG73zDtHWrSYxUq1IESedO2cks9lJtWo5aM8eE0rcQdNQ4q4vHTq411FhYU5R7s4Beq1afn1YkEe6C9CVFi1aiDd2+vRpSkxMJIPBQDExMVS2bFl/Pzxdiosz0Pffy6ckRqsFL76an5DAHZHl4mHNGpPYJ4V+jaBVJ0+6Z6CDPnClRLduRN9/z29mql9f/u1r13ZQ2bJO2rMHGXTQNgTo+lK+vJNeey1VbMn66y8TbdxoposXcY4KVLoN0D2VL19evIF/zZ5tIZvNQK1b26hRIyyEg1X6cruLF420Z4+RGjTA3xy06exZGaCXK4eFrp506SID9M2b5UVE1qiRXbxOMWTQQcvU81M1Z4XgN2yYTG7t3y8bOKHEPXAhZwWakJRENHeu3Os3aBD2ngezzPbDrV6Na4Wg7eoeFhuLi0h60ratfL9tm0mUujPullyihDyHIYMOWsU9EzBmTb/URRkE6IELATpowrffWkRn74oVHdSlC0arBTPPq/n33ScvxqxahUZxoF1nz6oAHQtdPalbl8Te8xs3DLR2rcmVQVcBDzLooFU8IcVqlc9PdUEJ9KNUKfk3R4l74EKADpq40jt9usyeP/VUmmgkBsGfQQ8Pd9KLL8pyLC4hvX7dzw8MIAtxcfKlsmxZZND1hF+LmjWTjZe4iz83iKtb1zOD7ucHCHCT/ecREU6KiPD3owF/JUIQoAcuBOhEdOjQIfr9998pKSmJTp06RU6OGKHQ/PGHiQ4cMIkRRg8/jPL2YMeNTFibNnbRDblUKYfY03n4ME5HoD2899hd4o7XBr1p2dLdGZnPV2Fh7pJhZNBBa+x2bnxsQHm7zrlL3LGuClS6/stduXKFnnjiCbrvvvvEuLWEhAQxWu0///kPnTlzxt8PT3ej1Tg4L1rU348GClrPnlZ69dVUeu+9FPG5GqenrvgD+NO6dSZ67LFwOnnS4NrDx6WiBgNmoOtRixbuAJ3L2xn2oINWzZxpoaZNo2jaNLmuwgx0fZe4Yw964NJ1gD5mzBgKDw+njRs3UmhoqLjt3XffpTJlyoivQcE7fNhAK1aYxeJ3wACMVtMDzkA9/3waVa4sX0BQigVa8vnnFvrtNzONHy9fE86dk89LDs4tcicO6AiXuPPrk2oQl1WAzo1ObWifAn62aZPcI6hG1iKDrk9cmciwrgpcug7Q//rrLxo+fDgV9UjbRkdH06hRo2jLli1+fWx6MWOGvMrbubONqlbFC4keodsoaIla0CxdahbPSTSI07ciRbibu13sP2/f3u4V9HCAzjviTp0yUMuWkdS1Kzb7gn+dOyeX9U4nStz1TK2ruMElXzyEwKP72UapqakZbktMTCSzWfeHpsBdvkz09dcYraZ32CsFWpKQIJ+HaWkG+uorC0VFyecnGsTp16xZyWILTvXqTq8Mut1uEI3ihg4NowsXjHThAlFyMjfA9PMDBt1SFT8KStz1e2ExJMQpXsf43MXNAiGw6HpFzHvNec85N4kzGPgqU5Iodx89ejR17drV3w8v6M2bZ6GkJAPVrWundu3c+/xAX5BBBy3x7IXwxRcW0XCJIYOuXyVKkCs4V9t01IL33XdDacMG9wV9lJSCv3A1R/oAHRl0fTIYvEetofd14NF1gP7SSy9Ro0aNqEePHiI4v//+++mpp56iNm3aiK9BweG9ejNnyvL2wYPTxMkE9L1XSgXoiYmyczZAYbNaubLHPZ7o9GkjffedrPIpWxYrHMgY+MydK1/H1D51XGiEwsSB18iRoTRuXIjo3K5mnyvIoOuXSn68/HIYNWoUSWfO4NwUSHRdx71r1y564YUX6P/+7//EeDW73U4VKlSgyMhIfz+0oPfzz2Y6c8ZIMTEOeuABdNbRM/UiwpnLtWtN1KNHBP33v6k0ciSaBkLhUqOJONjiaQNffhlCZ8/K69ixsbhqBG5c5n76tPy4Th07hYQQ7dxpQgYdChVnzGfPlheJOnWSlYgWi9MVqCODrl9qbbVjh2wcuGaNmR55BNtJA4WuM+jPPvssHTt2jMLCwqhGjRpUu3ZtBOeF5LPP5AvK449bRbkg6Jdnifsff8gXkvnzLSjJgkKnytt5Udurl/eFQ2TQwZPah86GDk1zjeC7eFHXyyooZJ4VG3yBm9Ws6aDKleUFxXLlcGFR72sr5cgRXDwMJLp+JeGgnLPoULi2bjXS33+bxFXeJ57A1Ty98wzQjx83ujrR7tql69MT+DFA57LQli3tXllzNIkDTyozWb68g+6/34axRuD3AH3dOpPrYuLnnyfTxIkp1KQJzlt6xecmxmttduQI1lSBRNcl7sWKFaM33niDPvnkEypfvjyFcI2ah7lz5/rtselhtBqXtpcujayU3qk9cqmpBvrnH7nAYMuXm6lRI5S5g38CdKNRnqM+/VSer5BBB0/Nm9tp6VILvfRSKlks3g2ZAPzR1HLLFhWgO6hhQ/kG+jVggJUiIohKl3bQ0KHhCNADjK4D9Dp16og3KDw8U/iHH8yu5nAA/ALCDbm4o//Ro0avAH3ECDxHwD8BOnvwQStNmWKhSpWc2IoDXgYOtFKPHjZXBRACdPB3gM4jtRgSH8D43PTcc2l06pR8Xhw7ZiS7ncjkzoOAhuk6QB86dKi/H4LuzJ5tIZvNQG3b2qhBA1zdBfcLycmT7oUGN+nihkvcAKdMGSw2oHDLRVWAXq+eg5YuTUYnZMiAJ4947vHEuEjwd4CuoNoHPJUr56TQUKeoUuRgvXJlPD8Cga4D9FGjRmX79XHjxhXaY9GDpCT3SJpBg7D3HNw4+3TypPyYy7HKl3fS1q0mWrkSXUfBfxl01qaN7IwMkB1k0EErAXqZMkh+gBtv16pa1UH79plElWLlynhNCwTYkODBZrOJru4///wzRUdH+/vhBJ3Fiy106ZKBKlZ0UOfOGK0Gbp6ZKO4+26GDfH5s2oRaLCj8xW767rcAOQ/QsayCwpNZxQaqziC9atXkRZvDh3F+ChS6zqBnlSH//PPP6eDBg4X+eIIZj8yaPt0iPh44MA17YMBLTIz7ij+XX7VqJa/wIkAHf2fQAXIToPNFaKuVOyf7+xGBfjPoOH9B5gE6GsUFDvylMnHPPffQ77//7u+HEVTWrDHRwYMmiopy0sMPo2QZvHlmLKtUcYgOybwPnZuaXLiAklEoHAjQIT9z0U0m7EOHwpWQYHQ9/9RILZy/ID0E6IEHf6l0kpKS6JtvvqESJUr4+6EElenT5d5zDs6LFPH3owGtl7gXK0ZUu7Z8Qdm8GVl0KBwI0CE/+zzV8wYBOhT2OatVK5urgzs/FwE88R509vffJmrZMpImTfIeKw3ao+sS99q1a5OBW7GmExoaSu+8806u7uv8+fM0duxY2rhxo/j5rl270vDhw8XHyokTJ6h79+60a9euLO+nVq1amd7+/vvv0/333y8y++m7z3fu3FnMcteqQ4eMotkXZ0QHDMDYLLh5gM64zJ2bmnCZ+3/+g54FULAcDqLEROxBh/yVuV+4gEZxUDh4K8XlyypAt9Ovv1rQwR0yVb26XFfxONvjxw00b55FjGAD7dJ1gD537lyvzzlYt1gsVL16dYqKisrx/TidTho2bBgVLVqU5s+fT1euXKFXXnmFjEYjjRw5UnxPXFwcDR48mFJTU7O9r7Vr13p9/sUXX9Avv/xCd9xxh/j88OHD1KlTJ68LCJ4XAbRoxgy5GY8bw1WpghcPyHmA/sUXRFu2IIMOBY/3DjsccrEbHY3zFOR9Hzq25UBBun6d6Ndfza5eLUajkx591Ep79pioZ09sIYSMuO/1m2+m0PbtJvr+ewvFxRlEb6hMcpSgEboO0JcsWUKvvvpqhmCcA2wOuHOalT569Cjt2LGD1q1bRzExMeI2/nnOenOAvmLFCho9ejSVKlXqpvfl+T2nTp2iL7/8kj777DMq8m9d+JEjR6hmzZo5ui8tuHSJ6JtvZIA+eDBeOCBz6qp/dLSD1O6Sli3l4mPXLiPduEEUGenPRwh6KRUtVsyJBl+QJ+jkDoXh/fdDadq0EHrgAavrgiJvC5syJcXfDw00bMgQK6WmWkWAnpJiEK956pwF2qO7AH379u2i1JwtXbqU6tWrlyFA54A7fSY7Oxwsc+d3FZwr1/kyp2iQtoaef/55qlKlCvXr1y/H98sXCNq0aUNt27Z13cYBuufnWvfllyGipKZePTu1bYvZi5C5GjUc4uoul2GpK7o8C71UKYdY7PI2icaNMdsVfOvFF0Np/XoTzZmTgv3nkG+YhQ6FYdUqWVX2229yCY9zFuQUF9yqddXZswjQtUx3AXp4eDhNmjRJlKXzGwfWXIruWeYeERFBL774Yo7vk0vbO3To4Prc4XDQvHnzqHXr1uLzMWPGiPebNm3K8X2ePXuWli1bRgsXLnTdxo+X57TzxYNp06aR3W4XHec5Wx8SEqLJ/VGzZqnseRpKaSBL/Nzgq7vpb6tUyUkXL3I1CQJ08L25c+V5s127SHruObn9CItdyCte+DIE6FBQePvEoUMyQOfkB8M5C3KjXDm5rjpzxkiNGmFdpVVmPTaGW7lypfj4scceo8mTJ1Mxrg3yoQkTJtDevXtp8eLFeb4P/tn69etTo0aNvIL25ORkEYx//PHHdPr0aRH8p6Sk0GuvvZar+y+MYPmnn8x09qxRLFoeeMCmqQBdPRYtPaZAUZjHrmJFh+g6evq0IeD/VnjOaevY2dL1HZw0SfbyiI11V3EEOjznCvfYqWwUV2Po+ZjjeVdwx23jxow9WThA1/uxxnMu58qVc9COHSaRQcdx0y7dBeieeH93ZtLS0mjfvn1ewXFugvM5c+bQRx99JPaK59Vvv/1Gffr08bqtXLlyIgvPFxQ401+nTh2RrR8xYgSNGjWKTKacN9MqWbLgZ53NmiXfDxlipPLltTlbrTCOQ7AqjGOnhhpcvBhGMTFhFAzwnNPGseMMgtKwIZ/3ibgQ6qWXLBQTE1yb0PGcK5xjV726fJ+YaKaYGBxzPO98f9y2b894W/nywXfOyis8526uWjX5/tKlMCpZUq6roqNx3LRG1wE670d/8803RWd0DnQ9cbC7e/fuXN0fd1ZfsGCBCNJ59Fleccd3fkyqc7un4sWLe31erVo10RmeG9tFc5vGHEpIuCY6OBaUv/820saNkRQS4qSHHrpB8fHaKsHiq4V8Ii/o4xCMCvPYyUVHGB08aKP4+GQKZHjOaevYHT7MW5siqWhRJ61cKfuFKPHxFBTwnCvcYxcSIp9TcXEOio+/QXqF513BHbdVqyJ4hUo1a9rp4EGZlImMTKX4eH2PzMJzLueio+W66vBhKyUkpIjjlph4DUG6xug6QOeAmrPSvN+cm7iNHz9ezDPnsnfuup4b/DO8X3zixIliX3h+7Ny5k8qWLUuxsbFet//111/isXLTOd5LzzjTz0F7boJzxiewgjyJTZ8u93b26GETZX9aPWEW9HEIZoVx7MqXlxfOTp2SI0GCAZ5z2jh2iYnyfYkS2j0/+Qqec4Vz7DxL3HkLRS6K2oISnne+PW78vNq3Tz6pnn02jZ5/PtxV4o7jLOE5d3OxsfIAnTnjXlfhmGmPrgP0Q4cOiWw3Z6G5mzvPQH/kkUeoZMmSNGPGDOratWuO7oc7q0+ZMoUGDRpEzZo1o4setZM3G4fG5fQq+61K1Plx8WNKr0mTJmLmOe83f/bZZ8UYNr6o8NRTT5GW8L6WH36QT62BA/V9VRfyvwednTxpxMxO8Pncc4aZ5+Arci+wkxwOAyUmokMy+E5SEtGIEbJPRq1adrrrLvdUHDSJg9zgPiuMe0SBdun6r8NZaBUUV61alQ4cOCA+btiwoeiWnlPcdI47qk+dOpXat2/v9ZaTMnv+Pi5rV+Lj4zNtXMfj4GbOnEmJiYnUs2dPMcO9d+/eBRagp2+ilNOvced2u91A7drZqEEDdIiE/HUbZTduGOjSJVzlBd8H6MWL40kFvmE2uy/4xMfjaiL4ht1O9NBD4bRsmYUsFie9/HIaxcQ4qXp1u1fABZCbdVVcnEE8t0CbdB2g8xi0Dz/8UJS1c3b6559/psuXL9OqVavE6LSc4sw5B/eZvXlq1apVlreVL1/eddtbb70lSuUzU6NGDZo9e7YI7Hnc2tChQ0XDOF/77jszVa0aRT//nLHIYvFiM1WpEkW//GLO9CqvGl00aJD32CyA3AoLIypdWi4+vvnGQuXLR9HkyWiGA74L0LnEHcBXOHBiGLUGvvLPP0bavNlMERFO+vbbZOrWTWZIpkxJoXHjUqhFCwTokHOlSzvJaHSSzWbAeUrDdB2gcwaay8uXL19O3bp1ExlqDtrHjRsnSsj17I8/zJSSYqA//8y4ie6vv8yUmmqgVasyfm3RIgtdvmygSpUcdPfd2aTZAXKoQgW54J0wIZSsVgNNnBhKV674+1FBoEOADgVBlbVj4Qu+snatXGu1b2+n1q3dKc/GjR00YIAVW78g15U+Zcq496GDNul6Dzrv4ea95ryvW41d4+7pnD0vXbo06dn58wav9554bx07ccL7+g43wp8+3eLae673Bjng21no167J59316wb64osQev559DeAvEOADoUVoN+4IRvGcUUQQFb27jUSty1K37po3Tq5VOdtgwC+ahR39qxcx/P5CbRH1xl0zpJ77jXnUnEuIdd7cO4doMunCJezr1xp8tpblz5AX7PGRIcOmSgqykl9+6K8HXyjQgV3+Z7ZLBe/fCEoJcWPDwoCHprEQUEH6KmpRB99FEJ160ZRt248Hgsgc7w9sGvXCGrblij534mi/J77/Wzc6M6gA/hCuXJyXfX00zwLnejYMWTStUbXAToH47t27fL3w9CkCxcMrvdcTjxgQBg9+WS4WHCoDDqPvvJsMKFGqz3yiJWKYJwi+LjEXfU14NFrFy8a6ccfdV0ABDm0Z4+RfvstYzkPmsRBwQboRnr22TAaNy6UkpMN9M8/JvH6CZDV9Btuhnr5MtGuXSaaN88iev0891yYuJ0rferVw15z8I1q1eRzyemUFxJXrcJ6Smt0/RfhTulvvPEGffLJJ6JJW0iIDDCVuXPnkh7xFVuVJecAnTPl3EyCb+esgArQ+TZ+UeEA6uBBo/gPziNmBgxA6TEUTAa9Z08rmUxOmjQplNauNVOvXij5g6xZrbL7MQdLv/12g5o0cT+XkEGHglCqlMPVIXnDBu8LQ/y6qjooA3hS1YpsyxYj/fqrWYzr+/ZbuW2wTRsbGXWdUgNfevrpNCpa1CkuBn33nYX27MGeVK3RdYBep04d8QaUYRHBV9UYN4rjfVHKmTNGunLFXQrDwXuFCnbX3vN77rFR5cpYgIDv8Kg+3jZRq5aD6td30Llzdpo0yV32B5AVbmTJwTn7/XczNWmSJi4yclCOPehQkF3ct2wxUVqagYoVc1J4uJPOnTMiQIcsefb74WTH1q3er28obwdfKl6caMgQK61Y4RABOk8KAG3RdYDOI8og6/J2xfOF4sAB7//EHKDXrWsX3dvZ4MHYew6+X/D+/fd14gIX7lbbsqVdVGocO2YUixoeGQKQGXVeYqtXm6lZMzs98kg4PfOMFSXuUKAl7klJ8vlVv76drl410LlzmI0OOQvQeVIO42k4DRrYRSVG166oFgPfa9hQVvwcOYIAXWt0/xf54YcfqEePHtS8eXPR1X3s2LE0ffp00rP0ndu3bXMH6Pv3pw/QDTRvXojYY8cLkTZtcJUXfC86migqSn5crBhR3bryRWXTJmTRIXPcO+O339zXoLdvN9Lbb4eKstFly8yuAAol7lAQAbrCVT+YjQ65KXFXOna00cyZKbRnzw3RdRvA1zjBERsr96KDtug6QP/qq69o/PjxIkC38mZF8WJan2bOnEmTJ08mvfnjDxOtW2fK8ELhWeKePkA/fNhIM2fKLNWgQWmYxwmFQs2CRZk7ZOWHHyyUmmqg2rXt4o0D8337TF4TKLifQdGifn6gEFRUMK7whWvPxnEAOalcZLfdxtVihL3nUKCaNfP3I4DM6Pq/Pc89HzNmDD366KNk/PcMeN9994mgfdGiRaQnPAeRSz/79g2no0e9XyjsdkOWATo3MomL49mdDnrgAZRgQeFAgA43s3q1fG7wealTp8wre7i8HRcVwZd41jk3X/LsoaGCdpS4w80qF8uUkZ8bjU7q0AFrKih4CNC1SdcB+tmzZ6latWoZbq9QoQJd5lkXOntx4IY23BRu5cqsWxPEx8unTMWKDlcnd/bkk1YKDS2kBwu6pwJ0HqF18iQWvZCRupjYuLGdbr/dvdDlfZ0KGsRBQVABeWiok2rU4ABdPudQ4g43y6A/+qj7NY63cwEUNATo2qTrAL1Ro0a0dOlSr9ucTifNmjWLGjZsSHpy4YL7qaDKQFUQnpmmTd0ZqZAQJz3+OJrDQeHum2rRwi72TT32WDhdv+7vRwRawnNduYkgq13bQW3b2unBB630/POpdN99Vq9OtgAFNWqNn3sWi3tfOjLo+uF0Es2ebaF9+3K2zFZbC594grdfJtHUqSkF/AgBpObN/f0IIDO67uL+2muv0aBBg2jNmjWUlpZGb731Fh0/fpxSUlJoxowZpPf9T7x37uTJzF9cOAtVsqSDEhKM1LOnLUNjHICCNm1aMnXuHCEuKL3wQhjNmOFe0HzxhUVk1kePRl8EPeKOtLw1h0uNy5SRZexTpsjnx/ffu1/20CAOCoJ6PeQO3J6fI0DXjzVrTDRyZBjVqmWnv/5KyvZ7U1KILl+Wz42yZfkCNF98LqQHCrrH2yrefJNfH8P8/VDAg64z6DVr1qTffvuN+vbtS/369aOqVavSgAEDxG16m4+eWYCuxi+wiAjvVwte2HbsaKciRZw0ZEhaoTxGAE/lyztp7txkMXLt++9lQM5sNr74FkqTJ4eKJoagP2ocZK1ajgwXaPjCo4ISdygIrVrJ59idd8r32IOuP+q158ABU4a+Plmtv3hLRIkShfLwALygClZ7dL96DQ0NpcaNG4u3Fi1aULt27SgyMpKCHZcFf/mlJdsAXV39V/s40wfonJHateu6WAQD+EOzZg5q314+NxculM9nDtS5nwI7cwYLYj0H6Ny9Pb0qVZwUGSkDJsxAh4IweLCVDh265ppd7ZlBd+DlUhdOnXIvr5cvN+eoQdwtt6BpJQBIug7Q4+PjRfa8e/fu9Prrr9Mrr7xCnTt3pqeeeoquXbtGwWzdOjN99FHITUrc3SsJbnQTFeVezHJGgF9IdHAtAzSub1955ffrry1i8Xv0qPu0FheH1Y6eG8RldvGQB3bUqycDd5S4Q0HxbPBVsqTT1VT1yhX/PSYoPKdPu197fv89Y4DOF4+5ySln19X+c+6tAgBAeg/QX331VbJYLPT777/Tpk2baMuWLfTrr7+KPehvvvkmBbvTp42uK7dqPivPBWZq7yaXXKlyYr66q2BhC1rRrZtNPF85Y7F2rUnsP1Z4BCDoD5eVsqyqe+6/3ya27bRpk/n4NQBfCgnhgF1l0XFO0gNeXykbNpjo6lX58Y4dRjHStkmTKOrUKZJat46iCRNksqR0aZRXAICk61eKzZs30+jRo6l8+fKu2ypVqiSax61evZr0YNs2k1cGXY2v4hcKzpCroLx8eYfXiwcCdNCK8HAOuGQW/bvvzF77zs+eRQZdb7jh0rFjBlcX7cw89ZSVDh++7jrfARRWZ3eMWtNXBj083CkqJ1atMlNSEr9WRYiMOs8550a7npNzPJMgAKBvug7Qed75gQMHMp2PHhsbS3qwbZvRK0Dv08dKZrOTWraUC1d+z2PUmjWze714qJI9AC1Qez1564Z3ibuuT3G6xBdoHA6D2F+e3YLXrOsZJlDY0ChOPzgQV5USXK2jsuh8bkpKkuem9etv0M6dNyg21n0RESXuAKDoeonSs2dPMVptz5491KRJEzKbzbRv3z6aO3cu9ejRw2tG+v3330/BmkHnfbvqqn6HDnbat+86FSkiv/7ppyn0/vtc8u6+ustl79h7DlrCM9E5I3HihNFrAYwMuv7wvk7G443QcAm0FqAjgx78zpyR5yDu29O2rY0WLLCIxpWHDrmbV1atKp8PzzyTRqNHy/FWCNABQNF1gD5nzhwqUqSIGKvGbwp3cfe8zWAwBG2Avn27SQQ0XIKlFhG8X86zoRIH50wF6FzejoUvaAlfUKpXz0H//GOiGzfcT040idOfX36RL2vYXw5aojq5I0APfqdOyb9xhQoO1zYbzwCdm+4qjzxipQ8/DBVz0HkrIQAA6T1AX7VqFend9esGUXrFoqMdXsF5erfcIl88sP8ctIgDMg7QWViYk1JSDJSYaKTkZLlPHYLf9etEK1fKl7V775WlpQBagBJ3/TWI4+a6HIwbDE5KSDDSxo2mDAF6VBTRrFnJosEpVzACAJDeA3S2f/9+Onr0KKWlpWX4WrBmzRUVxKiM080alDRv7hDl7W3b4kUEtKdVKztNn+4eEbh3r9zvx1l0VU4Iwe2338yUmmqgatUcoqICQGsBuhqpBcHfII4z4hERRBUr8vYrdzLEM0Bn7dvbxRsqEwFA0XWA/sEHH9Dnn39OJUuWpNDQUK+vBXNZu3LrrXZavtxMv/5q9irBywq/qBw8eJ3C5HYpAE3x7MhdvbqDLl0y0JEjHKAbqWpVXFTSg++/l+ey++6zYrELmlK/vjwHrV9vEpMG8DoavHjkp8qgMy5z5/4oTqfB9foEAJAdXQfoX3/9NY0dO1Y0i9Ojxx5LEwE6ZxlzOuIDpcKgVXyBqXp1Ox0+bBIZ1DNnOEA3Yh+6jsrbV69GeTtoU7NmDipb1iEuGK5ZY6J77sFFQz3sQVcNK7m6R1UuVqiAii4AyJ6ua624QVyDBg1Irzp2tFOVKu4ruZjBCYHuySetFBPjoHvusVGZMvL5fPasrk9zusEXY7i8nedN16mDDBVoCzdcVReOvv/e4u+HA4WyB12eh2rWdJ+P+OIxPxcAALKj69PEyJEj6e2336bNmzfT6dOnxfxzz7dgFhHhJK7q79HD6rqNF7YAgWzgQCvt3XuDatVyuObLIoOur0Ux7/dEeTto0b33ytdbzqZymTsEnxs3iM6dUxl0d4m74hmsAwBkRdcl7ikpKWIGer9+/cSec8Xp5AWeQcxED1YlSsgXjh49bGLEB0MGHYJJ2bIqg45oTQ94SwMrVw4LYNAmLnPn5yfPyebtGF26YCtGsPnuOws5HAaqXNnhWlPxnnPu5M570LH/HAByQtcB+oQJE+ihhx4Sb2E669hSvLjT1fiteXM7/f23CWWhEFTcGXRdFwrpLoNerhwuNII2cWnzHXfYaO7cENq2zUhduvj7EYEvOZ08Mk1uX3jiiTRXJQ93cq9UyUnHjxuQQQeAHNF1gM6j1R599FGqUKEC6Y0K0NncucnihaNBA7xwQPBQgZpq2AP6yKCrfZ8AWqT6vpw8iQuHwWbzZhPt2WMSjeD69nVvH2QvvZRKP/9sFhdoAABuRtevEP3796dp06ZRamoq6Y0qcVfzWXnGOUAwLoQTEox06ZK/Hw0UXmMmZNBBu7hHAkOAHny++EJmz7m3T4kS3l978EEbzZqVQlFR/nlsABBYdJ1BX7duHe3YsYOWLl1KMTExZDKZvL6+cuVK0kMGHSAY8UKIy9y5i/vhw0bRqGffPiO1aMH7Af396MDXTp9GBh20r1Il+fw8cQInoWCza5e86HLffciSA0D+6DpA79Gjh3jTIwTooAfckEcF6LNnh9DixRb66qskuvNOzCAOJtwR++JFtQcdATpoV8WK8vkZH28UHb8jI/39iMBX1DkoNhbrKwDIH10H6A888IDr4ytXroi56Ny93bOjux5K3AGCFTdB/PNPokOHjPTHH7JCZu9eEwL0IKM69fP4yPSlpQBaUrw4UdGiTrp61UDHjxtp6tQQqlDBQSNHpvn7oUE+8E7Jy5fleeiWW3CREADyR9eboHic2tSpU6lVq1bUpk0bOnPmDI0YMYJef/110UAumCGDDnqgRtqsWmV2ZTfUjFoIxv3n2L4AgZNFX7rUTN98Y6GJE0NEgAeB6+JFeeKxWJziIgwAQH7oOkD/9NNP6YcffqD33nuPQkJCXFl13ps+fvx4CmbIoIOeAnTOmitxcYjggncGOs5rEDgB+rffyqZiPB8b0yYC24ULKnvuxEVCAMg3XQfoS5Ysobfffps6derkKmtv164dvf/++/TLL79QMEMGHfRS4p7euXO6Pu0FfQYdIFA6uavnLTt2DOclf84vnzPHQv/8k7u/QXy8gW67LYL+978QVwa9VCmsrQAg/3T9ipCQkEC33HJLhtuLFi1KSUlJFMwQoIMelC3rFPuSPaHEPfBdvkw0alQobd4sX8KQQYdA7OTuCQG6/2zcaKIRI8LEW25/bt8+E82bZ6ELF4yuDDoAQH7p+hWhdevWNHPmTK/brl+/ThMnThT70oMZStxBD7gwRpW5K+fPG8iBRGtAGz8+lGbODKExY0K9MpHo4A6BVOLuiRvGQeFky48e9X4NOHjQ+0JfTqmmcDziUf0sGsQBgC/o7hVhy5YtZLPJGZVvvvkm7d27V5S1p6am0pAhQ+i2224TzeJee+01CmbFivn7EQAUDhWgx8Q4yGh0ks1mcJUjQuDhCyxffin37v7zj0kstE+eVCXuuPAIgVPi7gkZ9MKxYIGZWreOoilT5DmEnTwpXw8uXTKIAD6nEhPlz9ntBtq2TfY5QQYdAHxBd2PW+vXrR2vXrqWSJUtSmTJlaPHixbRhwwY6evSoCNyrVKlC7du3J6Mxdy+W58+fp7Fjx9LGjRspNDSUunbtSsOHDxcfKydOnKDu3bvTrl27sr2v5s2b07Vr17xu27ZtG0VGRooLCW+99RYtX76cwsLCqH///uINADJXq5YM0Fu2tNPWrSYR4HGZe+nSWEgV1gi0Bx8MpyeesNKgQdZ839/kydzxWi6Mb9ww0I4dRlf2Uf2tAbSMx6opLVvaaPNmMwL0QsIX9djff/N7eT5SF/jS0gxiNn1UVM632ij82sKwBx0AfMGsx9Fq6fGINX7Lz30OGzZM7F2fP3++mKn+yiuviCB/5MiR4nvi4uJo8ODBIsC+WaDPwfmKFStEAK5ERESI99xdfvfu3TRnzhw6e/asuP/Y2Fi655578vz4AYLZk0+mUUKCgZ54Io2GDAmn8+dlJ/dGjfz9yPRh+XIzHT5sos8+M+Q7QL9yhWjuXJn5iopy0vXrBvriCzmBo2pVB8XEYHEM2scv56VLO+j8eSP17i0DdM7icnGfWXerMv90Wz9xwn1BRAXojF8r+NySE5xxV65dc3dxBwDIL11eslUd232Fs+87duygcePGUY0aNUQGnAP2ZcuWia9zsN2jRw/XKLfsHDlyhEqVKkUVKlQQ79UbP2ZuXLdo0SJ69dVXqV69enTXXXfRU089JS4KAEDmeCbtmDGpVL26k8qUkZmruDhdnvr8Qo2P4n3ivFczP3iefXKygWrUsNMDD1hds6RVhQRAoHj33VQaNiyV+va1Umio3HqT2z3QkPcAnatuVL5Glbh7lq3nNkBXEKADgC/o8lptz549c1TCvnLlyhzdHwfQn3/+OcXExGRoOMfWrFlDzz//vCif5xL77Bw+fFh8X2b2798vyvCbNGniuq1Zs2b02WefkcPB+2sRdABkp0wZuXhCJ/fCc+qU0avr8YMPyh4gebFihXzJuvtuu6vRVkqK/Fu2aIEAHQJH9+426t7d3dX94EGTKHOvVAnP44J08aLRtT2Gx6SFhzspIcGYbdCdlcy+t1QpbLMBgPzTZYD+5JNPUpEiRXx2f1za3qFDB9fnHCzPmzdPdIlnY8aMEe83bdqUowx6cnIyPfbYY3Ts2DGqU6eOKJfnoP3ixYtUokQJr0w8XxTgsvnLly9TdHS0z34ngGAdu8aQQfdPgL5hQ94DdG4Gt2qV3Od55502CgnxzlQhQIdAVaWKkw4elI3iOnbE87gwMujsxAkDRUR4B9lc4p7bLu6ekEEHAF/QXYDOpeLdunUTTeIKyoQJE0R3eG5Al5dyed7Dzg3moqKiaMaMGfTEE0/QTz/9JAL39GXy6vO0tLRc/Ts+rvIPOOr31/tx0NuxK1vW4cqgF/bjD+Tjlh+e5aObNpny9Pvzz2zdShQfbxT7Q1u1shOf8gwGJzmdBipa1CkaxOnt2N6MXp9zgXbsKld2uMqug+FvpdXnXVISVzZ6BujyfOKJS9xz+rjTl8NHRDgpP7kfrR63QIBjlzc4btqluwA9syZxvg7OuYHbRx99RDVr1sz1z/NcdqvVKjq2sw8++ECMflu9erXoCJ8+EFefezaUy4mSJX1XQRDIcBz0dexq15bvL140U0yMfx5/IB63vEpO5mPt/pzLeImKULrdQHTmDJ/riP74g8hiIfrlF6L0BUGTJ8v3d99toLJl5TGsVYu3/hC1bWugW27Rz3HNLT095wLx2DVoIN+fPRtCMTE371UTKLT2vDt2zPvzCxfCKX3f3tTUMIqJufl6ipeSnl3cWdmyBp+8rmjtuAUSHLu8iY7GcdMa3QXoDzzwgNfoM1965513aMGCBSJI79y5c57ugzPinllyfqzly5cX3d2bNm1Kly5dEvvQzf+2euWydw7Oucw+NxISruVq3mew4auFfCLX+3HQ27GLiOBy60g6fdpJ8fGyR0RhCeTjlleHDsnjXaSIk2JjHXTggIl+/jmZunb1LnMfPjyMvvnGPZd48uQUGjJENoHbs8dIb74ZShs3ynNehw4pFB8vv9aoURjt32+hZs1SKT4+d1VEeqDH51wgHrtixfjCVQSdOGGn+PgkCnRafd7t3y/PR8revVYqVowfYIirGuf06TSKj89+2g7jcWypqTKoKVnSIfaxlyxpo/j45KA7boEAxy5/xy0x8RqCdI3RXYDOndYLwuTJk2nhwoU0ceLEPI884+w+d2YfMmSI6PrOuHM7z0+vWrWq2I/OgTl3jOdO8Wzr1q3UoEGDXDeI4xMYTmI4Dno7dqqL+5UrBuIejv8WqhSqQDxu+S1v57nPTZrYRYC+c6eRunRxf4/dzs3f5N7yzp1t9NtvZvrqKws9/bRVLB6mTg2hNWvkSxU3huvSxeo6fq++mkp16tjpySfdt4G+n3OBeOw8m1cG099Ja8+7Cxe810nHjxuoRAn5cc2a8gIi70HPyWNWDeLMZifVq+egP/80iv3nvvh9tXbcAgmOXd7gmGkPOiX5ADd2mzJlCg0cOFB0Veestnq7GS5R5++z2+1if3zHjh1p0qRJoqHcoUOH6KWXXqIyZcqIMvfw8HC6//776c0336Rdu3aJ8W2zZs26aWd4AJB4f2BMjAzSP/ooeEpJtUrNF+bAulw5Z4YmTWz7diMlJhrFPvL//S9ZdFXmhTLfztToqf/9j2jLlhtepe8c2HCmPTy88H4ngIIK0Pn/Bl+wgoKhzj3qQi3v+Vfz0Bs1cuSqi7vaf16ihNPVQ6BUKUQ5AOAbCNB9gMexcYA9depUat++vdfbzWzfvl18X1xcnPh8xIgRojz+v//9L/Xq1UuUs0+fPp1MJplhGjVqlJiB/vjjj9Nbb71Fzz33HN19990F/jsCBAPOyL71lixf/OSTUHr++TAaOzYk3/O5IfsZ6BUqOKl0abl4PX/emOnotI4dbSL47tZNlr9zFt2z437DhkSYJAnBKCbGSUajkxwOOfoLCsbFi94jGflcxEE64wqf3HRxVx3cOUB/+GErtWxpo1695NYbAID80l2Je0EYNGiQeLuZVq1a0YEDB7K9jfecv/zyy+ItM5xFf//998UbAORer142OnQolT7+OJQWLLC4siEffnjzfYeQtxFrXOJeurTMMp0/770AXrnS7Bqdxvr2tdLixRb64QcLTZiQSnFx8vvLly/kBw9QSPj6O5dHc4k7v6mLWVAwGXQuZ+eKnatXDZScbKDy5R3UuLE9087sWVGZdg7QmzZ10LJled97DgCQHvIRAKA7L7+cRpMmJYs9z+z0aZwKCzZA98yguxfA/PHOnbI6qFMnuUDmEWrcsIkzVEePGigpSX5/uXJ++AUACrnMXV2QgrxxyOuA2QbofDFElaXz6M1vvklynZ84QFf7cdPvy/W8b88AHQDA17AqBQDd4VLp3r1t9MQTaV6lj1AwTeJ4D7paAPOxVvtsV6+WwXmjRnbX13mIhdqvvmGDzK4XL+7EPnMIampf9LlzWJblFQfg9etH0ogRmU/quXjR6NorPnx4Gt17r5V++CGJqld3UnS0POdYrQbRoZ0n2HbrFkFdukSI89XPP5upcuUoGjIkTFxYdAfohfgLAoBu4JUAAHRLNfVBgF5QM9DdJe68z5Yz4577bNX+8zvu8B67VqmSDFY2bjS5slwAwcyzkzvkzdatJoqPN9Kvv5pvkkF3iFGPn3+eQpUqyeMeEcFbCJ2ufejffWemv/82ifvkXho8aSIlxSC233ToEEn//GN0XTwEAPA1BOgAQHoP0DlgzK40EnJPlepGRDipWDEeRySbYamFstVKrvFpav95VgG6Cl4AgpV6jqfv0QA5d/aswev84onL1dWFWC5xz4wqV+cA/dNP3VM+uNO76vZuscjtN8uWyXOXyrwDAPgSAnQA0C0VMNrthhw3B4LczRzmxTB3z2ee+9A5O8VNmqKjeUa699URldVSY9piY3H1BIIbStx9d1HQ6TRkGOfIZevcEC67cWgq2P76a4sY9ajweUgF6N2721z/BkMGHQAKAl4JAEC3LBZelMmFMcrcfcudrXIH156j1rhkVDWH+3eKZIYMulK2LBbBENxQ4p5/Z8+6l7Tpm+2pgD0y0kmRkZRtgD57tsyeh4TIz48cMdKZM/Lnn3jCOzWPDDoAFAQE6ACgayqbkj7jAvnj2TFZ8Ry1pvafpy9vZwjQQW8ym3IAueN5cSMuzphpRU9W2fP0wTZfuB08WDYR3bDBJKqsQkOd1LKlnapWdZ+fkEEHgIKAAB0AdE0FkMigF0aALj/escNI+/aZRNO4jh3/bemeSYl7+vJfgGDPoHOTM+4gDr7NoKsLH+oiYWZsHtcKP/wwlZo1k9+7c6e72SVPAOnUyf2NGLMGAAUBAToA6JpnJ3duMsSzt8F3AboKyj2D9ZUrZfa8USMHlSyZcYHLt3EpqoIMOgQ7zt6qkmpU8+QeN4HzDMo9g3XP7Hp25xJ1sfD++63UrZvNVcnDkydYxYryZ2+/HQE6ABQsBOgAoGsqQOd90ffeG0F33hkpuviC75rEKSpY51nD7NZbM5a3M24q51nmjgAdgh0/57EPPe8uX3Y3gcvsGKrme54XDNN75BErrVp1gz77LCXTrTbq87Zt7RQTw6Mj5fhIAABfQ4AOALqmAvQtW0yiW+/16wbavt19akxJITp9Ggvm3PKcOaykLy/t0CFjeXv6xTBnFTPLsgMEGxU8pt8/DTeXPmOuRq6lD9iz2y7DzSrr15dl7Cwqiqt53N9fsaL8mJvM/fZbkngLDfXlbwEAIOFVAAB0TQWQW7e6T4e7drnbio8eHUrNmkXSli04XfpqDzpTDZeyovahc1ZRjWkDCGYqeEy/fxpuTh0z7muRWcCu9qCrKoWcUmXt6XtjVKjgFG8AAAUBK04A0DWVQVf7DNmuXe5T4/LlZjHzdv16uW8abs7h8ByzlnEPOmvRwk7h4XTTDHrZsmgQB/pQpYp8rh86hKVZbqmqg9q11Tx5g9iXnjGDnrug2rPMPX3JOwBAQcGrAADoWmZjd/75x+TKAquF39GjOF3mVGKigWw2uSD23KMZFuYeS5RdeTvr0sVGzZvbM8wdBghWderIAHDfPpxrckuVtDduLI9hWprBq5eIOo/ndiKEKmtnCNABoLDgVQAAdM0zq6ucOmWkxETvTDq6u+e+vJ33b1os3l9r0MBOJpOT7r478wZxSmysk37+OYl69sz++wCCLUDfv9/klf1lx48baPZsC1296p/HplU3bvDxMrpK3DmILlXKe6vA9ev8fRmnSuSEKmvnbu1Fi/r4wQMAZAEBOgDommcDMrPZSeXKOVxZ9J073XvRkUHP3/5zZdq0FFq1Konq1UM2CsBT9eoOcQ66elWOfFQWLjRTx46RNHJkGHXtGkHHjuFiofLii2F0662R9MMP8kpgbKzDNfVBBeiqvD0qyikav+VG/fqy0qdevewrfgAAfAkrTgDQNc7wRkc7XPsXmzWzuxrF7dzpPkVevGika9f89jADMkDPbPsAl7yrTCEAuIWEyCDds8z9jz9MNGxYOCUlGchicdLBgyYRpKfvUq5X69bJi6g8fYNxcM5BumdZuxqxlpd+Fk2aOOi775Jo6lQ5eg0AoDAgQAcA3VOZ3oYN7dSwoVzE7d5t9Mqgs2PHcMrMbwYdALKmLl7t3SvPPevXy/ddulhpy5YbVLeunRISjPTmm5jvxXvMVfDtuTVGNYJLn0HPbYM4pX17e65L4wEA8gOrTQDQPbX4atDAIfZIs99/N4sMDI/t4UUxQ5l7zly4II8TFrUAed2HbvTq6N62rV0En5Mnp5DR6KSlSy3011/eFxD1Zu9eeWw4Y86l6NWr28Ue9KpV5THcsMHkFaDjfAQAgQKrTQDQvRdeSKO+fa304INWkS1p0sTuKpnkklMO3BkC9Nxm0FHKDpAbtWvbvUrcVYBeo4b8v1S/voOefFJONnjjDX1n0ffskcemcWM7/f57Eq1dmyS2Cdx7r01cxNiwwSz2658/n7cO7gAA/oLVJgDoHmen/ve/FCpWTO5JX7AgiWrVsrv2IKqMDAL0nMlsBjoA5DyDzoF5Sor7nKMCdPbii2ni/e7dJjFtQq/27JEZ8rp1HWQyERn/PT1zpcFtt8nz99dfW/Jd4g4AUNiw2gQASCc6mmjx4mQaMSJVvKkAHXvQc0bt/USADpA7FSo4KTLSKeZ4r1hhJqvVQBERPF3C6TV5okoVeU5K3ydDjyXumU2EePhhWWWwcKGFzpxRGXScjwAgMGC1CQCQCd6vOGJEmpiD6w7Q3Z2Tk5LIa1ZxairRM8+EiZFIepaWxjOb5UtLtWooKQXIDc4CN28us78zZ1pc/49Udlhp1Mg9bUKPrFaiAweMWY5A69zZRsWLO+nsWSNt3YqeGAAQWBCgAwDchMpWxccb6coVbiBnosqVi9CcOXIBzdauNdG331po4kR97wvlKgObzSBmDqt5xACQc3feaRPv160zZyhvV3jiBPMcBaknR44YRZUBVxtUrJjxPBMWRjRyZKpo8ul0qhJ3XDAEgMCgzzM7AEAuREW5F3cHDxrp11/lwvmnn9zZclX+Hh+v7/nEfHxYrVoOMuj7UADkK0BXMgvQGzVy6DqDrhrE8f7z9NUFyoABVtE8rkMHG91+u01sHwAACAT6rsUEAMghDjh55u6BAybav9/ktUj0DNC5+zuXu4fqNJGuyk5r1kS2CiAvqlZ1UuXKDtdWkewy6CdPGkWjOO6bocfzTJ06GcvbPTVs6KBvv00upEcFAOAbyKADAORA7doO18JQLQ655P38eZkmVotplpCg39SxyqDXrJn9whkAMseVJ55Z9MwCdJ44obbe6DGLrs63qj8IAEAwQYAOAJDDDDr74w8TXb1qyNBJ2LOBnJ4DdHXxQh0vAMg9FaDzPO+sglA9N4pTATo38QQACDYI0AEAckDNRVfl7QqXudvtRCdOuE+net2HbrPJ5k0MJe4Aede+vZ3uvddKQ4emZbldRpW579pl1G2AzlsBAACCDfagAwDkQFYZ4T17THTmjE3MK1YSE/UZoJ84YRCdlXluc/nyyGwB5FVICNHnn6dk+z3cII3t36+vAP3yZX6T59hKlRCgA0Dw0ddZHQAgj4oWJYqNdS8GGzSwu0rcPfef67nEnRvoqT2zWXVWBgDf9sU4epRHjpFuqGqlUqUcYsIGAECwwRIKACAPWfQePazi/aFD7qZxin4DdJS3AxSWsmWdVKSIk2w2g2trib7K21GlAwDBST9ndAAAHwbot99up2LF5OL4t9+8dwvpcQ86j5b76iuLV/MqACjYbu/qYlj6i4TBDPvPASDY6eeMDgDgowDdZHJStWoOV5Omv/4yeY0WC8YMelycgW67LYJmzJBBeHqzZllE6Wnp0g56+GFZXQAABat2bdW8Uj/LuePH5fkVAToABCv9nNEBAPKpWTO5GG7Y0CGaOL34YpoYg+R0ygVjs2aOoA3Qly830759Jvrii4wB+qVLRBMnylbTo0alYl8oQCFfNEQGHQAgeOjnjA4A4IOmTMuW3aA5c5LF523a2OmVV9zdmZo3twdtF/eDB42uhlRczu7pxx8tdOWKgerUsVPv3nJ+MwAUfoDudOppBjoCdAAIThizBgCQCy1bei8KeU4x7zlPSXEH6MGYQVcBgN0uG1KpEU9s/XpZ4t+1q41M3mPiAaAQOrkfO2akRx8Np2PHuCdGUtBWsfDFwbNnVYm7Dq5GAIAuIYMOAJAPPE7s7bdTafz4VCpZUi4YL10ykF3jfdJ4LNOff5rIZstdBj19OS1n7FSA3ratxn9pgCBTpozs5M4XzngbyqFDJtq8OXivkp08aRRbiiIinFSqFAJ0AAhOCNABAHwkOlouGHkBqfUy93HjQunBByPov/8Nu+n3XrlCdO5c5gE6Z+z4axaL07VHHwAKr5O753SJYG8Yd+KEu0Ec/+4AAMEoeM/iAACFzGwmKlHCqfky9xs3iL78UjZ7W7DAQsuWmXOcPU8fAGzYIH+2SRM7RUQUyMMFgGzccYdNNKusW1deIONmjsEKDeIAQA8QoPvI+fPnadiwYdSyZUvq0KEDjRs3jlLTdVI6ceIENWzYMNv7cTqdNH36dLr99tupadOm9Pjjj9Phw4ddX9+7dy/VqlXL661Hjx4F9nsBQO6ULCkXjlrOoH/7rYWuXjWIRT178cVQSkzM+vsPHpQLfi4rZQcOuAMAlLcD+Nfw4Wm0f/91GjFCNqzcty/wlnY//mimnj3D6fx5Qw4DdJS3A0DwCryzuAZxUM3BeXJyMs2fP58++ugjWr16NX388ceu74mLi6PBgwdnCNrTW7hwIc2aNYtGjx5N3377LZUvX54GDhwo7ptxsF6nTh1au3at623mzJkF/jsCQM6ofehazaDznnGeWc64Az3Pc09MNNKff7qz6HyaWrnSvT9dlbTfdZfNVdbOTfHYhg0mV0d7ACh8XOpdvDiJKQqq4kXrPTDSmz3bQn/9Zabffsu+mgcZdADQAwToPnD06FHasWOHyJrXqFGDmjdvLgL2ZcuWia+vWLFCZLlDeHDyTSxZsoT69+9PnTp1oipVqtCbb75Jly9fpm3btomvHzlyhKpVq0alSpVyvZUoUaLAf0cAyN0+dO7srkU7dhhp714ThYc7qV+/NGrZUq7kDx92vxy8/34I9e0bQR98EOJV4t6hg52KFXOSw2EQ38+l7qdPG8lsdlKLFgEWEQAEGc4q8//rlBQDHT+uzfNPVlTF0blzN8ugu/egAwAEKwToPsBB8ueff04xMTFet1+/fl28X7NmDT3//PP06quv3vS+XnrpJbr33ntdnxsMBpGhv3btmitAr1y5ss9/BwDwjZgYbWfQVTacA3POulWv7vAK0B0OokWLZIZ93jyLyKKrAJ2bUdWqZXfdz6JFMtt15522oB3rBBBIEyVUwzi+CBdILl+W58vsStz53HTiBGagA0DwQ4DuA0WLFhX7zhWHw0Hz5s2j1q1bi8/HjBlDffr0ydF9cfa9TJkyrs8XLVpENpuNmjVr5grQ9+3bR927d6eOHTvS66+/7roQAADaCdAvXtRmgK66scfGyseZPkDnEU3nz8uPL1ww0mefWUSWnNWsaXfNP1+61CL2srNevXI4qw0AClSdOo6A7OSuAvS4uKwfN2fXU1MNZDI5qXx57EEHgOCV/WYfyJMJEyaIZm6LFy/O1/3s3LmT3n//fRowYIDI0lutVjp16pTYl/7uu+/S1atXRVn9iBEjaOrUqbm6b72PJ1G/v96PQ17g2GWP93SrBbLnMdLKcYuLkw+gTBk5poiDbs8A/fvv5csCl63bbAZ6++0w1/7z6GiiJ5+0isy62ivKJe+dO9sK9PfSyrELNDhu+jt2ch+6RTSK89djz+2x434WSUnuEvesfk7tP69QwUk52DEYcAL1OacFOHZ5g+OmXQjQCyA4nzNnjmgUV7NmzTzfz/bt20VzuFtvvVWUxzOLxUIbN26k0NBQ8TF77733qGfPnqKLfOnSpXN8/yVLFsnzYwsmOA55h2OXudtuk+937zZTdHQRUXaqpeN26ZJ8X6NGKMXEhFKxYnI8HC+Qk5KK0M8/y6+PGWOgl1+WH3NgPmeOmWJiitCtt5K4fcwY+bXevQ1Urlzh/E7+PnaBCsdNP8fu38I92rfPQiVLWlwLb+5Zu2sX0aefEoWHa+vYxcW5P75wwSTOM5lJSJDva9QwZvk9wSDQnnNagmOXN7xWAW1BgO5D77zzDi1YsEAE6Z07d87z/WzatImefvppateuHX344Ydk9FjhR6Xb6MkN41huA/SEhGuim7Ne8aKFT+R6Pw55gWOXPW5FERYWRdeuGWjLlutUrZpTU8ftxAkeVm6iqKhkio+XpemVK0fQ4cMm+t//UikujoN2Jz322HVaujScNm400wcfJJPFYqP4eHkfTz9NtHhxhNib/uCDSRQfX7D7QbVy7AINjpv+jl2VKvL8c+SIgX74IYnatbPTlStEI0ZEiYqYIkVSafRoOY5NK8dOVu9Eio8vXOCA/Rr9m4Pwsns3p81DqVy5NIqPz34iTiAK1OecFuDY5e+4JSZeQ5CuMQjQfWTy5MliRNrEiRPpnnvuyfP9HDx4kJ555hmxp53vy8yprX/xiLVevXrRDz/8QBUqVBC38X50/p5KlSrl6t/hExhOYjgO+YFjlzmTicQ+7W3bTLRrl4mqVpVBME9K5Ey0v4+bZ4m7ehy8D50D9GnTZN1o9+5WsUD+8stksR+9Zk339zIuL/3xxySxn52bUhXW7+PvYxeocNz0c+y4IqZPHyt98UUITZoUQm3bJtPvv5tFcM4+/TSE7rvPRg0aODRz7C5d8q6v5UZx5co5syxx5wZxgfQ3CfbnnJbg2OUNjpn2BFYXEY3ixm1TpkwRJenczO3ixYuut5tJS0sT32f/d2gpN30rW7YsjRo1ii5duuS6n5SUFKpataoIxHlGOgfyf//9t/iYg/Zi/KoMAJrQoIH8/7xzp4mGDQujGjWiqGLFIvTww/59XHyauXBBLobLlnW/IqtGcWofKC/wGZ9WODjPDH9NdYwGAO0YMiSNjEYnrVxppj17jPTLL/JCf0SEk+x2A734YpimFuTpA/SsRq25Z6Br6MEDABQABOg+sHLlShFgc6O29u3be73lZK85f19cXJwIxPlzzpRzh3bP+/n5559FqTv/G1zm/sgjj9Czzz5Lbdq0oVdeeaVQfk8AyJmGDWXgumCBmRYutNCVK3LBuXAhV73477TLneV5hjl3QVbd5lmNGu5Au3p1O7VogcAbIFBxAHvvvbJy57XXQkWgzqZNS6awMCdt324S0xq04vJl78/Td3Lnqp833gilvXtVgI7zEwAEN5S4+8CgQYPE2820atWKDhw4kO1t6b+eHmfXuZweALSrYUOZQU9MlAvK/v3TxCLzl18sNG2ahT76yD/7J1Vm6pZbnKIUP30GnfXpU7Ad2QGg4L34YhotX26mdevMri0td91lpx49rPTVVyE0e7aFWrWS5yl/y6zE3dNLL4W5pkZUqeLwOl8BAAQjZNABAHysdm2HGFPGOGP1wgtp9Oyzsmx88WKLa0Y67xGdOLHw5gWpzJRneTvjMvaQECdZLE566CH5OAEgcPH/6SlTUshgkP/XeRQi95vt31/+//7xR3OGQFhLJe5Wq3s/8dat8rw1YUIK/fXXDQoN9dMDBQAoJAjQAQB8jBeQHKSzfv2sVLq0k1q25NJxotRUg8iir1tnonfeCaX33gul06cNhdogrnRpR4b95F99lUyLFiVTmTLY3wkQDLp2tdF776VSzZp2V2DO22+aN7eT1Wqg+fMzaZXuxwCd98izLVtM1KBBJD31VJjomREfbxR76vniYTDOPwcASA8BOgBAAXj11VTq3dtK//2vLGfnsnHVLmLKlBAaOdKdBjp0qHBOxSpjlj6Dzm691U5t22qj5BUAfOPJJ620dm0S1anjvijXt68M1vkioRZcvizPS6rp5Pr1ZrE96OefzbRxo3yMXNZeWPPbAQD8DQE6AEABuOMOO02alEIlSrhvu+8+oi5drGLk0cGD7sXxkSPGQi1xR5YcQL/q15cX4vbvN2oqQFdVRwp3nP/iC5nlr1cP+84BQD+0cXYGANABzqK//34qFSkiA+TISPn+8GFjoc9ABwB9UlMbLl40UmKidkrc69TJWMGjmtwhQAcAPUGADgBQiLi8fNasZBo4MI1GjUot1AA9uxJ3ANCHqCiiChVkwOtZyePvAN0zg87d2jPL+gMA6AECdACAQnbbbXYaOzaVGjWSi1CUuANAYXd5ZwcOGDUToFes6BBv4eFO+vDDFK/vQQYdAPTE/2dmAACdUvN8z5wx0o0bBftvJSURXbmiMuhY7ALomWrI5u8APTWVz03yvBQd7aSlS5NoxYokatfOTuXKycdYqpRDTMIAANALBOgAAH5SsqSTSpSQC8+jRwv2dMyzhdUooyJFCvSfAgCNq1XLrokAXTWI43ntRYsSlS/vFHvkuV9HmzbyMdavjwuKAKAvCNABAPyoWrX8lblfvGig//0vxLW/PCvnzrnL23nxCwD6pZUMugrQixcnMqZ7KI8+aqWoKCf17CnHwgEA6AUCdAAADZS557VR3MyZFho7NpSmTg3JUQYd5e0AoPagX7hgpEuX/L//XFUSeWrb1k5Hj16nhx6y+eGRAQD4DwJ0AIAADtBPnpQ/d+iQMUcj1rCXEwC4k3v58iqLbtJkgA4AoFcI0AEANFDintc96Kq0/dixnJW4Y8QaAHhm0Q8e9N9S8PJl+b54cZyXAAAUBOgAABrJoDvzsEZVpesnThjJns2oYJS4A4DW9qGrDDoCdAAANwToAAB+VLmyg4xGJ12/bqALF3Lfve38eXkat1oNdOaM4aYl7piBDgBa6eSemOgesQYAABICdAAAPwoNJapY0Zmnfeg82/zqVXdQfvy4MQdd3JFBBwBtZdARoAMAuCFABwAI0EZx6UerHTuW+c9z6by7xB0LYQBw70HnKhy1F7ywJSQgQAcASA8BOgCARhrF5T5AN+YoQOcy0rQ0dHEHALciRYjKlfNvJ3eUuAMAZIQAHQBAIxn0I0dyd0pWWXElq07u6vtiYhwUkv24dADQEX93ckeJOwBARgjQAQACoMSd95svWWKmmTMt5HB4l7gXK+bMsAedv191hVcBOrLnAKClfegocQcAyAgBOgCARgL0kycNlJqa8eubNpmoQYMoGjw4nEaNCqOlS81ejd9atbK7AnQOyjdvNorv79UrXATqcXGYgQ4AOQ/QFy82U8eOEXT8eO4nS+QUn6uQQQcAyAgBOgCAn91yi5OiopzkcBgy7cT+/vshdO2agUJD5SL211/NXhn0Zs3sZDI5KTnZQCdOGOj//i9MfP+ff5ppwIBwOnUKM9ABIGej1pKTiUaPDqW9e03000/yXFMQrl4lstvlualECQToAAAKAnQAAD8zGLIuc+cM1tq1ZjIYnDR5coq4bdUqM1mt7gC9fHkHlS8vF7h9+0bQ4cMmsd88PNxJK1eaacoUufEcJe4AkNkedK7GuXJF3vbttxZKSJDnodOnjQVe3h4Z6aSwsAL7ZwAAAg4CdAAADXVyT98o7uuvLeL9rbfa6T//sYnAm2efc9m72ltepoyT7rnH5vXz48en0uzZySLrnpqKEWsAkFHRonz+cJ97uOx8+nR5zinoAB3l7QAAmUOADgCgAXXrykXyn3+6xx1xMzgVoD/8sJVMJqI775Qlqb/9ZnaNWePM+Ntvp9KqVTfo+edTacyYFBHM3367nebPT6aICLkArloVJe4A4K1iRdUDw0h//WWi/fvd56DTpwtuDzpGrAEAZA4BOgCABtx7r1W85wVyXJxcuHKWnDNY3KW9SxeZIb/7bvl+2TKzyKQzzoBxmXz9+g569dU0GjRI3pfKvP/6axJ98kkytW0rg3sAAKViRacrQN+wQQbnTZrYC63EHQE6AIA3BOgAABpQqZKTWrWykdNpoMWLZdZ8zRq5WL7zTptrj2bHjjaRET9zRp6+eZ95kSLZ33ft2g7q08cmgngAgMwy6Nxg8uhReV654w55IfDKFQNdu1awJe5oEAcA4A0BOgCARvTqZXONOOK9oNyFnd16q7ydRUXxHlG5t1yVtyPwBoC8qlTJXeKuelg0bGh3Bc4FlUVXJe4lSyJABwDwhAAdAEBDZe4hIU7at89Ea9eaaMcOeYru0MG7NP3uu+00b16yaBinSt8BAPJT4n7ihDtAr1bNKaZDFOQ+dOxBBwDIXMENuAQAgFwpXpxEc7fvvrPQkCFhYkZwlSruEWqebrvNTrt33yAjLrMCgA9K3I8flycTk8kpsurlyjnon39MdOoU324vsAAdJe4AAN6wtAMA0JAXX0wlo9Hp6tDeoUPWGXIE5wCQXzx+0Wx2emXUQ0KIKlSQt505U7AZdJS4AwB4w/IOAEBDqld3Up8+Vq9MOQBAQTGbiWJj3UFytWoyo+4ucS/YPegocQcA8IYAHQBAY/773zTRBI47tLdrhz3mAFA4jeK8A3QZOMsSd99DiTsAQOawBx0AQGO4tPTnn5PIbufskr8fDQDoZR96Zhn0gihx5ykVaswaStwBALwhQAcA0KAGDdwLZgCAwujk7hmglysnbzt3zkBpaST2pfsKz1a32ZBBBwDIDErcAQAAAHQsswx6qVJOCgtzktNpoLNnfZtFT0iQ9xcRwf+GT+8aACDgIUAHAAAA0DG1B50D5jJlZEbbYJAd3tnZs75dLm7bZnJdBAAAAG8ocQcAAADQscaNHfTgg1Zq1MjuNb6RZ6EfO2b0aQY9JYVo3LhQ8XHv3u6JFQAAICFABwAAAND5qLUpU1Iy3F4QGfTPP7fQyZNGKlvWQc88k+az+wUACBYocQcAAACADDiDznyZQZ86VXabGzUqlSIjfXa3AABBAwG6j5w/f56GDRtGLVu2pA4dOtC4ceMoNTXV63tOnDhBDRs2vOl9LVu2jO68805q1KgRPfvss5SYmOj6mtPppA8++IBat24t/q3x48eTw4FuzwAAAOBbsbFOnwbovCy6eFEuPbt0sfnkPgEAgg0CdB/goJmD8+TkZJo/fz599NFHtHr1avr4449d3xMXF0eDBw/OELSnt2vXLnr11Vdp6NCh9PXXX9PVq1dp1KhRrq/Pnj1bBPCTJ0+mTz75hH788UdxGwAAAIAvxcaqWeg5Wy7u3m2ksWNDKDk5869fviwDfaPRSUWK+O5xAgAEEwToPnD06FHasWOHyJrXqFGDmjdvLgJ2DqTZihUrqEePHhSSgyGi8+bNoy5dutD9999PtWvXFhnyP/74g06dOiW+PnfuXHHf/G9wFv3FF18UFwUAAAAACiKDHheXswz6mDGh9PHHoTRlSvYBevHiTq9mdAAA4IbTow+UKlWKPv/8c4qJifG6/fr16+L9mjVr6PnnnxeZ8ZvZuXOnCL6VsmXLUmxsrLidy+g5E9+iRQvX15s1a0ZnzpyhCxcu+PR3AgAAAH1TGfT4eKPovn4zBw/KZeXy5e7bbDaiP/800Y0bRJcuqQC9gB4wAEAQQIDuA0WLFhX7zhXeE86ZcM5wszFjxlCfPn1ydF8caN9yyy1et5UsWZLOnTtHFy9eFJ97fl1dFOCvAwAAAPhKiRJE4eE5y6JzWfvp03JZ+eefcpwa+/prCz34YASNHx9Kly+r+8X8cwCArGDMWgGYMGEC7d27lxYvXpzrn01JSclQCs+fp6Wlia+pzz2/xvjruWHwXUPWgKR+f70fh7zAscsbHLe8w7HLGxy3vMOxc//+PGrt6FEDxcUZqWpVe4agfODAcGrSxE733ONu+sbLlS1bTNShg5127pRB+5EjRqpTx13irvdjmx6ec3mHY5c3OG7ahQC9AILzOXPmiEZxNWvWzPXPh4aGZgi2+fPw8HCvYJy/T33M+Ou5UbIkurMwHIe8w7HLGxy3vMOxyxsct7zDsSOqXJl77RBdvRpB6XbyEbfa+e033spnpvr15bpE2bQpgh54gOjkSfn5pUtmslrlsrNMGTPFxODYZgbPubzDscub6GgcN61BgO5D77zzDi1YsEAE6Z07d87TfZQuXZri4+O9buPPeZ87f41xqXv58uVdHzP+em4kJFwjp44rzPhqIZ/I9X4c8gLHLm9w3PIOxy5vcNzyDsfOrVSpMCKy0IEDqRQf751AWLmSEwehYnza/PlW8X1Fijjp2jUD/fKLnV58MYkOHOBh50Y6d85Bp0/z94RSeHgaxcdnP9VGb/Ccyzscu/wdt8TEawjSNQYBuo/w2LOFCxfSxIkT6Z577snz/fDs861bt4qu74ybwvEb384BOjeM46+rAJ0/5tvS71u/GT6B4SSG45AfOHZ5g+OWdzh2eYPjlnc4du5GcXv3GunDD0OoTh0H3XGHjbiob+tWk+v7fv9dLikfeshKM2eG0K5dJjp92uAa0XbxooESE90l7no/rlnBcy7vcOzyBsdMexCg+8CRI0doypQpNGjQINFVXWW1c5LZ5hL1K1euUHR0NJlMJurbty899thj1LhxY2rQoAGNHTuWOnbsSBUqVBDfz1//4IMPqEyZMuLzDz/8kPr37+/z34kb3dnt7v1kwXjVkPf0W61pAXViMpnMZMRsGgAAKORRa0uWWFy3lS7toG++SaZt29wBus0mg+82bey0fj3Rvn1E33zj/pmUFAOdOiVfv9AkDgAgawjQfWDlypVkt9tp6tSp4s3TgQMHsv3Z7du3U79+/cR9cFa8SZMm9Pbbb9Mnn3wiAvd27dqJ0nllwIABlJCQQEOHDhUB/YMPPkhPPPGEz34Xp9NJV68mUnKyHBEXzBITjeJCRKAJD4+iokWjyYCuHgAAUEgZdJX5tlicdP68kZ5+Ooxu3Mj4OlS9uoPatpUBOndw93T4sNF1PwAAkDmDkyMy0J34+Mz36Vy5kiCC86ioEhQSEhrUQaDJZCC7PXCe/vxfNS0tla5fvySC9GLFSvrlcfBTgpv7ZPUcgszhuOUdjl3e4LjlHY6d24kTBmrZMpIiI4m++y5JlLZ37Mj7yqWmTe20fbuRnE65Xjhx4hqtWFGEBgzIeF8GA5e2G+irr5Lozju9O8LrHZ5zeYdjl7/jxnv30WBPW5BBBxeHw+4KzqOiilKwM5uNZLMFVgadL5owDtKLFCmBcncAAChQlSo5aenSZCpTxkFVqsjop0MHG/31l1xCduxoo+RkM+3bZ6Jy5RwUEUEig54ZFcQjgw4AkDWs7sGFy/Q9g0DQJvX3CeYeAQAAoB28r1wF5+zpp93d3Js1s1Pz5nL9ULWqvOjNU2Y995mbTN4BOfagAwBkDQE6ZBDMZe3BAH8fAADwpzvusFOrVjYqW9ZBrVvbqWdPGxmNTuraVV445uIuFbSzBg28q9WKFy/0hwwAEDBQ4g4AAAAAOcYB+JIlyeI9v7Vta6ezZ6+Lj5UWLeyu0WutWtlpxw53x/dixZBBBwDICjLoEBSuXr1KkyZ9RL163Ut33NGOHnnkQfrmm6+8urS3b9+ctm372y+PL7t/+9KlRHrttZHUufNtdO+9nWnKlE/IZkP5OgAAaJfZLINzJX1LFM6sM96XXrmy+7W4aFGn+FkAAMgcTpEQ8K5cuUyDBz9JMTGl6OWXR1PZsrG0b98e+uijCXTmzGl64YWXSMveeus1Ubb+2Wez6erVK+LzqKgo6tfP9/PtAQAACgMH6O+9l0K1ajkoPt69NQsN4gAAsocAHQLeZ59NJovFQh9+OIlCQ2UDtdjYchQaGkajRv2XevbsTRUrViItSktLo+joktS//yAqX76CuK1Tpzto164d/n5oAAAAecbtUvr3t4qP1693l7ejQRwAQPYQoENA4wB3xYrl9Oyzw1zBudKuXQf63/+mUpkyZV23ceD78ccT6PTpU1SvXn169dW3XF9fu/YPmjlzGp04cZxCQkKoVau2NHLkaxQRESFu55+JjIyk5ct/FV/v2/dReuSRx10zyufMmUlLliym1NQUatiwCQ0fPpLKlCmT7ePn+3n99Xdcnx89eoTWrv2T7r33AR8fKQAAAP+IiXEH5cigAwBkD3vQ4aacTqIbNwrvjf+9nOIS9uTkJKpdu16Gr3HZeNOmzUUQrPzwwxL6v/8bQTNmzBX71qdO/cR1P7wP/IEHetH8+Yvp7bffo61bN9MPP3zn+tnVq1eI+5o1ax49/PBjNHXqJDp58oT42rfffk3Ll/9Cb7wxhqZN+4Kio6Np+PBnc7WXfOjQQdSvX2+K+v/27gXKpvJv4PhvZpAuQ0JeIZcucolBQvG29I8Qmv4NoV6NXorm7fInuUe5NJQurIgyqr/QpEguoYsuq4TIcs0ld3KJNC7DXPa7fo+1T+d+pmP+zj5zvp+1jjln73322ft3Hr/zPHs/ez9XJMo//9m54EEAAMDBypf/6xp0zqADQHCcQUdQ2lhu3/4yWbXqr+5p/2m33porn356xnSPC+XkySzzV6/ZLoiHH/5f02hXHTsmy8cfzzHP9WZy2nC3z1zrdeyNGt0qO3f+6npv6dKlJS3taUlISJBu3brLjBnvypYtm033+Zkz/23OmNvr7t9/sNx7bxtZseJ7ad78vwu0bU899YxkZf1pzvCPGDFYxo59tUDvAwDAyUqX1pvKWZKbG8cZdAAIgQY6QoqLc+6PqTaalTZsC6JSpcqu55dffoXpIq+qVLlWihcvYbqpazfzXbt+NY3zu+9u51q+YsVKpnFu067veXm5cvr0aTl8+JAMHz5I4t1uY3v27FnZu3dPgfflhhtuNH8HDx4uPXt2l4MHD5gDBQAARDP9adRu7r/9FscZdAAIgQY6gtKz2Ho2+/Tpi/eZl112/nML4pprKpuz57/8sllq1fLt5j5wYF9zk7jGjZuY1+4NaPvacbVt21Z5/PGe5mx3UlJD6dLlQcnMnOWxbDE/48Lo+/Pyzg8lM3LkWJ+b0ZUqVSro9p86ddKcZW/Z8i7XtlWrVsN1d3oa6ACAoqB8eW2gcw06AITCNegISRvLl19+8R4FbZzbjeZ//KO1fPRRpuTknL9brE1vtqYPHX4tlCVLFklSUgNzDfl996WYxv6+fXtcDfhgEhMTpUyZq+TYsaPmTuz6qFDhv8x45vY16oFkZ2fL8OGDZdOmDa5perBBz9TrWX0AAIqCypXPX4desSINdAAIhgY6op4OUXbq1Cnp2/f/ZO3an8wN3xYsmCejR4+QTp26SvXq589Ih+oqv2PHdtNQ1kb1xImvyubNmyQn53wX+FAeeKCbTJ062RwQ0G7t6ekjZf36dXLttdWCvq9s2XJyxx0t5ZVXxsnWrVtk3bq15r3339/ZdMEHAKAoGD78rIwalS1t2hT85qkAEIvo4o6op43cyZOnSUbGVHnhhWFy4sQJqVSpkvTs+ZgkJ6cUaB0pKV1k69Zf5Omn08yd2vVseo8eveTzz5cU6P1du/6PuRb9pZdGm4MFN91UW155ZWLILu5q0KDhMmHCePnXv9LM6zZt7pHevZ8o0OcCABANatSw5NFHPXu6AQB8xVkF6cOLIufo0Syf4cz0bPHvvx+UsmUrmhumFXXFisVLbu5fQ79Ei0h/T3oJQrlyiX7LEAIjbuEjduEhbuEjduEjduEhbuEjdhcWt99/z5KyZRMjvTlwQxd3AAAAAAAcgAY6AAAAAAAOQAMdAAAAAAAHoIEOAAAAAIAD0ECHD+4b6Gx8PwAAAEDRRAMdLgkJCebvuXNnI70pCML+fhISGCURAAAAKEqo4cMlPj5BLr30Cjl58rh5XaLEJRKnYzAUUfn5cZKXZ0XVmXNtnOv3o99TfDzH1wAAAICihAY6PJQqdZX5azfSizJt4ObnR9846No4t78nAAAAAEUHDXR40DPmpUuXlcTEMpKXlytFlXYMKFPmcjl+/JRE0yXd2q2dM+cAAABA0UQDHX5pIzA+voQU5QZ6yZIlpXjxnKhqoAMAAAAoujgVBwAAAACAA9BABwAAAADAAWigAwAAAADgAFyDHqOK8Ohpf2v/Yz0O4SB24SFu4SN24SFu4SN24SN24SFu4SN24SFuzhVn6eDKAAAAAAAgoujiDgAAAACAA9BABwAAAADAAWigAwAAAADgADTQAQAAAABwABroAAAAAAA4AA10AAAAAAAcgAY6AAAAAAAOQAMdAAAAAAAHoIEOAAAAAIAD0ECHo507d07at28vP/74o2vat99+Kx07dpR69eqZv19//XWB1rV48WKpWbOmx7Rly5aZae6PJ598MuA6vv/+e7M99evXl+7du8vevXs95r/zzjvSokULadCggQwePFjOnDkjTombLSsry2zjxx9/HHQdwfbl7NmzZtott9wizZs3l4yMjKDr2rRpk3Tq1MnE7f7775cNGzZ4zF+wYIHcddddZn5aWpocO3ZMIqUwYmcbOnSoTJw40WMaZc6/06dPm3g1adJEGjduLMOGDZNTp0655lPmClbm3n77bbnzzjt9yoh3mRs7dmzAdQSLjWVZ8vLLL0vTpk3l1ltvlXHjxkl+fr44JW6jRo3y2dcZM2YEXAd5LvzYxWKeK4zYxWquK8wyF0t5LlDsDhw4IL169TLb36pVK1m0aFHQdcRqrotaFuBQ2dnZVlpamnXjjTdaK1asMNN27dpl1atXz5o+fbq1Z88eKyMjw6pTp461d+/eoOs6ceKEdfvtt5t1uZs0aZL12GOPWYcPH3Y9dFl/9u/fbyUlJVnTpk2ztm7daj311FNW+/btrfz8fDP/s88+sxo1amR9+eWX1rp166x27dpZzz//vOWEuLkbNmyYmffRRx8FXEeofXnhhResDh06WBs2bLCWLl1qNWjQwFq8eLHfdZ06dcrEPj093dq+fbs1cuRI67bbbjPTla5fv9O5c+damzdvth566CHr0UcftSKhMGJnmzp1qll2woQJHtMpc/4NGTLEuvfee63169ebctWxY0dr6NChrvmUudBlTnNi/fr1rZYtW/rEdsSIER5lLisry+86QsVGy+Idd9xhrVq1yvrhhx+s5s2bW2+//bbllLilpqZaU6ZM8djX06dP+10HeS782MVinius2MVirivMMhdLeS5Q7HJycsz/kd69e1s7duywZs2aZerCv/zyi991xGqui2Y00OFI27ZtMz9amjDck5L+HTVqlMeyjRs3thYuXBh0fZq4u3Tp4tNA79evnzV+/PgCbdNrr71mEo1Nf0Q0idnb1q1bN49KiiZ2TVKhfmwuRtzct6lVq1YmuQar8AfbF03CN998s8e633jjDY/YuPvwww+tO++801XZ0r+6Dfbn9+/f3xowYIBr+QMHDlg1a9Y0P8IXU2HFTisETzzxhCmX+gPvXXGlzPmnFavVq1e7Xr/77rtW27ZtzXPKXPDY2Xr06GHynHfFVafNnj27QNsUKjZapt23Zd68eT6fF8m4tWjRwvr2228LtB7yXPixi7U8V5ixi7VcV1hxi7U8Fyx2n3/+uWlwux+A6NOnT8D9j8VcF+3o4g5HWrlypen+9cEHH3hM12lDhgwxz3NycuTDDz80XX+0u7vS7j/arWnfvn0e69JH7969fT5nx44dUq1aNb/boOvQddlditatW2e6/9guvfRSqVOnjvz888+Sl5cn69ev95iflJRktnHLli0S6bgpjZN2pXvuueekRIkSHvO0+6zd/T/UvugjNzfXdJOyNWrUyMTH7gKm67K75Op0nR8XF2de69+GDRuauNnz3T+rYsWKcs0115jpF1NhxM4uN9pdTKdXqVLFZ12UOf9xGz58uCkndhy0i5x2LVSUueCxU/PmzTNdFlNSUnzW9euvvwYsc945M1hsDh06JAcPHjTdcm0a5/3798vhw4cl0nE7efKk2cZA+0qeK5zYxWKeK8zYxVquK6y4xVqeCxY7nd6sWTO54oorXNMmTZokDzzwgHlOrot+xSK9AYA/3bp1Czp/9+7d0rZtW5N4+vXrJ5UrVzbTNcF89913ctVVV/lUcosXL+6xDu1BsnPnTrP8lClTzLratGljrpPTCrEmFZ1XunRps/yRI0fk6quv9lhH2bJl5bfffpM///zTVFbc5xcrVkyuvPJKM98JcXvzzTeldu3a5voib+3atTPXJqlQ+xIfHy9lypTxaDSUK1fOvOePP/4wsde4JSYmuuJ2/fXX+8Rt27Zt5rn+4AWK68VUGLFTN910kylP/lDmAsfNNmDAAFMJq1Spkrl2zY4DZS5w7PT6Pr1ecvr06aYi5u7o0aMmRnPnzpVBgwbJJZdcYiq3jzzyiKlYeefMYLHRuCr3+fo9KJ3v/b6LHTdtFOo+aey++eYb83+hR48ect9995n55LnCiV0s5rnCjF2s5brCilus5blgsdN7NGi50Xh88sknpszo/y+97luR66IfDXREJU0Yc+bMkbVr10p6erpUrVpV7r77bpNgypcv71rujTfeMEfitZLrfQMmvcGGHonV97z22mvmyKresCQ7O9vcwCUhIcFjXfay7vS1HgTQ99iv/c2PtO3bt8vs2bNl/vz5fueXLFnSPFSofdHKl795yt7XgsbN/jynxu3vxi4UylzouOlNb7p27Srjx483z/WofaA4KMqcyJgxY0yl9oYbbvCpuOpZJbuCNHnyZNm8ebMpc1rWUlNTfXJmsNj4K3Pe30Mk6b5qZbxGjRry0EMPyapVq8wBWj3LpDdRIs8VTuxCiaU8dyGxi/Vc93fjRp7zvNGgHozQhrge4ND6rTbQ9Uz7zTffTK4rAmigIyrpkTw9u6QPPQqrd/3UBrq7rVu3SmZmpnz66ad+16FHHzWp6VF8/ZGoVauW6c7Tv39/cwRWE7s7PSLrnWD0dalSpcw8+7X3fO2uF0mafLVSpMnbPgocTKh90bMh/uYpf5WQQHGzlw00P9JxCyd2oVDmQrOPzL/66qvmDIBW2gLFQcV6mdNRLbRroVZG/dGusytWrDBnSOyuinomatasWabi6i1YbNwrbd7lzwmxS05OlpYtW5ozQ/ZZ3l27dpl91Qq/O/Jc+LELJVby3IXGLtZz3d+JG3nOk/4f0riNGDHCnAHXE1GrV682dV5toLsj10UnrkFHVNEuNJqE3F133XVy/Phxn2WXLl0qJ06cMIleuzfpEWqlz+0zU5rg7Oto7HVptx59n7cKFSqYblTu9LUeWdT1aFJyn6/X9Gj3IPcjj5GgZzO0p4EON6L7rg+dptfB9ezZ02f5UPuicdB46zSbdnnS5KwVqoLGze4CFSyukfZ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one day back\n", - "no measruments on that day\n", - "going one day back\n", - "no measruments on that day\n", - "going one day back\n", - "no measruments on that day\n", - "going one day back\n", - "None\n" - ] - }, - { - "ename": "TypeError", - "evalue": "expected str, bytes or os.PathLike object, not NoneType", - "output_type": "error", - "traceback": [ - "\u001B[31m---------------------------------------------------------------------------\u001B[39m", - "\u001B[31mTypeError\u001B[39m Traceback (most recent call last)", - "\u001B[36mCell\u001B[39m\u001B[36m \u001B[39m\u001B[32mIn[8]\u001B[39m\u001B[32m, line 52\u001B[39m\n\u001B[32m 50\u001B[39m \u001B[38;5;28mprint\u001B[39m(axis_path_1)\n\u001B[32m 51\u001B[39m \u001B[38;5;66;03m#axis_path_1 = r\"C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\data\\data20250718_alignment_tests\\20250718_113013_static_0\" #uncomment for specific path\u001B[39;00m\n\u001B[32m---> \u001B[39m\u001B[32m52\u001B[39m axis_data_file_path_1 = \u001B[43mmyu\u001B[49m\u001B[43m.\u001B[49m\u001B[43mfind_newest_dat_file\u001B[49m\u001B[43m(\u001B[49m\u001B[43maxis_path_1\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 53\u001B[39m \u001B[38;5;28mprint\u001B[39m(axis_data_file_path_1)\n\u001B[32m 54\u001B[39m \u001B[38;5;66;03m#mf.analyze_repeatability(axis_data_file_path_1,1.1)\u001B[39;00m\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\Scripts\\myutility.py:22\u001B[39m, in \u001B[36mfind_newest_dat_file\u001B[39m\u001B[34m(folder)\u001B[39m\n\u001B[32m 21\u001B[39m \u001B[38;5;28;01mdef\u001B[39;00m\u001B[38;5;250m \u001B[39m\u001B[34mfind_newest_dat_file\u001B[39m(folder):\n\u001B[32m---> \u001B[39m\u001B[32m22\u001B[39m dat_files = glob.glob(\u001B[43mos\u001B[49m\u001B[43m.\u001B[49m\u001B[43mpath\u001B[49m\u001B[43m.\u001B[49m\u001B[43mjoin\u001B[49m\u001B[43m(\u001B[49m\u001B[43mfolder\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[33;43m'\u001B[39;49m\u001B[33;43m*.dat\u001B[39;49m\u001B[33;43m'\u001B[39;49m\u001B[43m)\u001B[49m)\n\u001B[32m 23\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m \u001B[38;5;129;01mnot\u001B[39;00m dat_files:\n\u001B[32m 24\u001B[39m \u001B[38;5;28;01mraise\u001B[39;00m \u001B[38;5;167;01mFileNotFoundError\u001B[39;00m(\u001B[33m\"\u001B[39m\u001B[33mNo .dat files found in the specified directory.\u001B[39m\u001B[33m\"\u001B[39m)\n", - "\u001B[36mFile \u001B[39m\u001B[32m:100\u001B[39m, in \u001B[36mjoin\u001B[39m\u001B[34m(path, *paths)\u001B[39m\n", - "\u001B[31mTypeError\u001B[39m: expected str, bytes or os.PathLike object, not NoneType" - ] - } - ], - "execution_count": 8 + "outputs": [], + "execution_count": null }, { "cell_type": "markdown", @@ -439,11 +398,7 @@ "cell_type": "code", "id": "3e70c2ebec687fe0", "metadata": { - "scrolled": true, - "ExecuteTime": { - "end_time": "2025-08-29T12:34:43.769715Z", - "start_time": "2025-08-29T12:34:43.691898Z" - } + "scrolled": true }, "source": [ "import os\n", @@ -877,159 +832,13 @@ "display(displyRaw, output3)\n", "display(displyStatistics, output4)\n" ], - "outputs": [ - { - "data": { - "text/plain": [ - "Dropdown(description='Folder:', index=19, layout=Layout(width='50%'), options=('20250715_alignment_tests', 'Cu…" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "157e5f9de0a242cf801da203ce2fae4c" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Dropdown(description='Subfolder:', index=16, layout=Layout(width='50%'), options=('20250829_123734_static_0', …" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "ff2c12d93ff048bdada534aebb052687" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Button(description='Display Scatterplot', layout=Layout(width='50%'), style=ButtonStyle())" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "a59dde46841748ddbf86c390e3585cba" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Output()" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "c505f95fee364536abee25659c449b8c" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Button(description='Display PFT', layout=Layout(width='50%'), style=ButtonStyle())" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "5819942bda224295811cdfe077659546" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Output()" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "a7c7d390648242dcbc423382e489a543" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Button(description='Display RAW', layout=Layout(width='50%'), style=ButtonStyle())" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "3a0210fea2fe4756aba7c0d18f23ddca" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Output()" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "36baeea08712423c9aa0dfdd2dff5c9a" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Button(description='Rolling Statistics', layout=Layout(width='50%'), style=ButtonStyle())" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "1a83fd9ea13d4b14a5fd55c3f039e368" - } - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Output()" - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "b2019d2185d74bf4987488fdcee6ea79" - } - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "execution_count": 10 + "outputs": [], + "execution_count": null }, { "cell_type": "code", "id": "9f3a5361dcc6f7f7", - "metadata": { - "ExecuteTime": { - "end_time": "2025-08-29T12:33:38.755724Z", - "start_time": "2025-08-29T12:33:38.354383Z" - } - }, + "metadata": {}, "source": [ "import matplotlib.pyplot as plt\n", "\n", @@ -1050,50 +859,13 @@ "ax1.plot([4, 5, 6], [4, 5, 6], 'k--')\n", "plt.show()" ], - "outputs": [ - { - "ename": "TypeError", - "evalue": "FixedLocator.__call__() takes 1 positional argument but 3 were given", - "output_type": "error", - "traceback": [ - "\u001B[31m---------------------------------------------------------------------------\u001B[39m", - "\u001B[31mTypeError\u001B[39m Traceback (most recent call last)", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\IPython\\core\\formatters.py:1036\u001B[39m, in \u001B[36mMimeBundleFormatter.__call__\u001B[39m\u001B[34m(self, obj, include, exclude)\u001B[39m\n\u001B[32m 1033\u001B[39m method = get_real_method(obj, \u001B[38;5;28mself\u001B[39m.print_method)\n\u001B[32m 1035\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m method \u001B[38;5;129;01mis\u001B[39;00m \u001B[38;5;129;01mnot\u001B[39;00m \u001B[38;5;28;01mNone\u001B[39;00m:\n\u001B[32m-> \u001B[39m\u001B[32m1036\u001B[39m \u001B[38;5;28;01mreturn\u001B[39;00m \u001B[43mmethod\u001B[49m\u001B[43m(\u001B[49m\u001B[43minclude\u001B[49m\u001B[43m=\u001B[49m\u001B[43minclude\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mexclude\u001B[49m\u001B[43m=\u001B[49m\u001B[43mexclude\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 1037\u001B[39m \u001B[38;5;28;01mreturn\u001B[39;00m \u001B[38;5;28;01mNone\u001B[39;00m\n\u001B[32m 1038\u001B[39m \u001B[38;5;28;01melse\u001B[39;00m:\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\ipympl\\backend_nbagg.py:335\u001B[39m, in \u001B[36mCanvas._repr_mimebundle_\u001B[39m\u001B[34m(self, **kwargs)\u001B[39m\n\u001B[32m 332\u001B[39m plaintext = plaintext[:\u001B[32m110\u001B[39m] + \u001B[33m'\u001B[39m\u001B[33m…\u001B[39m\u001B[33m'\u001B[39m\n\u001B[32m 334\u001B[39m buf = io.BytesIO()\n\u001B[32m--> \u001B[39m\u001B[32m335\u001B[39m \u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43mfigure\u001B[49m\u001B[43m.\u001B[49m\u001B[43msavefig\u001B[49m\u001B[43m(\u001B[49m\u001B[43mbuf\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;28;43mformat\u001B[39;49m\u001B[43m=\u001B[49m\u001B[33;43m'\u001B[39;49m\u001B[33;43mpng\u001B[39;49m\u001B[33;43m'\u001B[39;49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mdpi\u001B[49m\u001B[43m=\u001B[49m\u001B[33;43m'\u001B[39;49m\u001B[33;43mfigure\u001B[39;49m\u001B[33;43m'\u001B[39;49m\u001B[43m)\u001B[49m\n\u001B[32m 337\u001B[39m base64_image = b64encode(buf.getvalue()).decode(\u001B[33m'\u001B[39m\u001B[33mutf-8\u001B[39m\u001B[33m'\u001B[39m)\n\u001B[32m 338\u001B[39m \u001B[38;5;28mself\u001B[39m._data_url = \u001B[33mf\u001B[39m\u001B[33m'\u001B[39m\u001B[33mdata:image/png;base64,\u001B[39m\u001B[38;5;132;01m{\u001B[39;00mbase64_image\u001B[38;5;132;01m}\u001B[39;00m\u001B[33m'\u001B[39m\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\figure.py:3490\u001B[39m, in \u001B[36mFigure.savefig\u001B[39m\u001B[34m(self, fname, transparent, **kwargs)\u001B[39m\n\u001B[32m 3488\u001B[39m \u001B[38;5;28;01mfor\u001B[39;00m ax \u001B[38;5;129;01min\u001B[39;00m \u001B[38;5;28mself\u001B[39m.axes:\n\u001B[32m 3489\u001B[39m _recursively_make_axes_transparent(stack, ax)\n\u001B[32m-> \u001B[39m\u001B[32m3490\u001B[39m \u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43mcanvas\u001B[49m\u001B[43m.\u001B[49m\u001B[43mprint_figure\u001B[49m\u001B[43m(\u001B[49m\u001B[43mfname\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43m*\u001B[49m\u001B[43mkwargs\u001B[49m\u001B[43m)\u001B[49m\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\backend_bases.py:2184\u001B[39m, in \u001B[36mFigureCanvasBase.print_figure\u001B[39m\u001B[34m(self, filename, dpi, facecolor, edgecolor, orientation, format, bbox_inches, pad_inches, bbox_extra_artists, backend, **kwargs)\u001B[39m\n\u001B[32m 2180\u001B[39m \u001B[38;5;28;01mtry\u001B[39;00m:\n\u001B[32m 2181\u001B[39m \u001B[38;5;66;03m# _get_renderer may change the figure dpi (as vector formats\u001B[39;00m\n\u001B[32m 2182\u001B[39m \u001B[38;5;66;03m# force the figure dpi to 72), so we need to set it again here.\u001B[39;00m\n\u001B[32m 2183\u001B[39m \u001B[38;5;28;01mwith\u001B[39;00m cbook._setattr_cm(\u001B[38;5;28mself\u001B[39m.figure, dpi=dpi):\n\u001B[32m-> \u001B[39m\u001B[32m2184\u001B[39m result = \u001B[43mprint_method\u001B[49m\u001B[43m(\u001B[49m\n\u001B[32m 2185\u001B[39m \u001B[43m \u001B[49m\u001B[43mfilename\u001B[49m\u001B[43m,\u001B[49m\n\u001B[32m 2186\u001B[39m \u001B[43m \u001B[49m\u001B[43mfacecolor\u001B[49m\u001B[43m=\u001B[49m\u001B[43mfacecolor\u001B[49m\u001B[43m,\u001B[49m\n\u001B[32m 2187\u001B[39m \u001B[43m \u001B[49m\u001B[43medgecolor\u001B[49m\u001B[43m=\u001B[49m\u001B[43medgecolor\u001B[49m\u001B[43m,\u001B[49m\n\u001B[32m 2188\u001B[39m \u001B[43m \u001B[49m\u001B[43morientation\u001B[49m\u001B[43m=\u001B[49m\u001B[43morientation\u001B[49m\u001B[43m,\u001B[49m\n\u001B[32m 2189\u001B[39m \u001B[43m \u001B[49m\u001B[43mbbox_inches_restore\u001B[49m\u001B[43m=\u001B[49m\u001B[43m_bbox_inches_restore\u001B[49m\u001B[43m,\u001B[49m\n\u001B[32m 2190\u001B[39m \u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43m*\u001B[49m\u001B[43mkwargs\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 2191\u001B[39m \u001B[38;5;28;01mfinally\u001B[39;00m:\n\u001B[32m 2192\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m bbox_inches \u001B[38;5;129;01mand\u001B[39;00m restore_bbox:\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\backend_bases.py:2040\u001B[39m, in \u001B[36mFigureCanvasBase._switch_canvas_and_return_print_method..\u001B[39m\u001B[34m(*args, **kwargs)\u001B[39m\n\u001B[32m 2036\u001B[39m optional_kws = { \u001B[38;5;66;03m# Passed by print_figure for other renderers.\u001B[39;00m\n\u001B[32m 2037\u001B[39m \u001B[33m\"\u001B[39m\u001B[33mdpi\u001B[39m\u001B[33m\"\u001B[39m, \u001B[33m\"\u001B[39m\u001B[33mfacecolor\u001B[39m\u001B[33m\"\u001B[39m, \u001B[33m\"\u001B[39m\u001B[33medgecolor\u001B[39m\u001B[33m\"\u001B[39m, \u001B[33m\"\u001B[39m\u001B[33morientation\u001B[39m\u001B[33m\"\u001B[39m,\n\u001B[32m 2038\u001B[39m \u001B[33m\"\u001B[39m\u001B[33mbbox_inches_restore\u001B[39m\u001B[33m\"\u001B[39m}\n\u001B[32m 2039\u001B[39m skip = optional_kws - {*inspect.signature(meth).parameters}\n\u001B[32m-> \u001B[39m\u001B[32m2040\u001B[39m print_method = functools.wraps(meth)(\u001B[38;5;28;01mlambda\u001B[39;00m *args, **kwargs: \u001B[43mmeth\u001B[49m\u001B[43m(\u001B[49m\n\u001B[32m 2041\u001B[39m \u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43margs\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43m*\u001B[49m\u001B[43m{\u001B[49m\u001B[43mk\u001B[49m\u001B[43m:\u001B[49m\u001B[43m \u001B[49m\u001B[43mv\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;28;43;01mfor\u001B[39;49;00m\u001B[43m \u001B[49m\u001B[43mk\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mv\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;129;43;01min\u001B[39;49;00m\u001B[43m \u001B[49m\u001B[43mkwargs\u001B[49m\u001B[43m.\u001B[49m\u001B[43mitems\u001B[49m\u001B[43m(\u001B[49m\u001B[43m)\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;28;43;01mif\u001B[39;49;00m\u001B[43m \u001B[49m\u001B[43mk\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;129;43;01mnot\u001B[39;49;00m\u001B[43m \u001B[49m\u001B[38;5;129;43;01min\u001B[39;49;00m\u001B[43m \u001B[49m\u001B[43mskip\u001B[49m\u001B[43m}\u001B[49m\u001B[43m)\u001B[49m)\n\u001B[32m 2042\u001B[39m \u001B[38;5;28;01melse\u001B[39;00m: \u001B[38;5;66;03m# Let third-parties do as they see fit.\u001B[39;00m\n\u001B[32m 2043\u001B[39m print_method = meth\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\backends\\backend_agg.py:481\u001B[39m, in \u001B[36mFigureCanvasAgg.print_png\u001B[39m\u001B[34m(self, filename_or_obj, metadata, pil_kwargs)\u001B[39m\n\u001B[32m 434\u001B[39m \u001B[38;5;28;01mdef\u001B[39;00m\u001B[38;5;250m \u001B[39m\u001B[34mprint_png\u001B[39m(\u001B[38;5;28mself\u001B[39m, filename_or_obj, *, metadata=\u001B[38;5;28;01mNone\u001B[39;00m, pil_kwargs=\u001B[38;5;28;01mNone\u001B[39;00m):\n\u001B[32m 435\u001B[39m \u001B[38;5;250m \u001B[39m\u001B[33;03m\"\"\"\u001B[39;00m\n\u001B[32m 436\u001B[39m \u001B[33;03m Write the figure to a PNG file.\u001B[39;00m\n\u001B[32m 437\u001B[39m \n\u001B[32m (...)\u001B[39m\u001B[32m 479\u001B[39m \u001B[33;03m *metadata*, including the default 'Software' key.\u001B[39;00m\n\u001B[32m 480\u001B[39m \u001B[33;03m \"\"\"\u001B[39;00m\n\u001B[32m--> \u001B[39m\u001B[32m481\u001B[39m \u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43m_print_pil\u001B[49m\u001B[43m(\u001B[49m\u001B[43mfilename_or_obj\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[33;43m\"\u001B[39;49m\u001B[33;43mpng\u001B[39;49m\u001B[33;43m\"\u001B[39;49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mpil_kwargs\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mmetadata\u001B[49m\u001B[43m)\u001B[49m\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\backends\\backend_agg.py:429\u001B[39m, in \u001B[36mFigureCanvasAgg._print_pil\u001B[39m\u001B[34m(self, filename_or_obj, fmt, pil_kwargs, metadata)\u001B[39m\n\u001B[32m 424\u001B[39m \u001B[38;5;28;01mdef\u001B[39;00m\u001B[38;5;250m \u001B[39m\u001B[34m_print_pil\u001B[39m(\u001B[38;5;28mself\u001B[39m, filename_or_obj, fmt, pil_kwargs, metadata=\u001B[38;5;28;01mNone\u001B[39;00m):\n\u001B[32m 425\u001B[39m \u001B[38;5;250m \u001B[39m\u001B[33;03m\"\"\"\u001B[39;00m\n\u001B[32m 426\u001B[39m \u001B[33;03m Draw the canvas, then save it using `.image.imsave` (to which\u001B[39;00m\n\u001B[32m 427\u001B[39m \u001B[33;03m *pil_kwargs* and *metadata* are forwarded).\u001B[39;00m\n\u001B[32m 428\u001B[39m \u001B[33;03m \"\"\"\u001B[39;00m\n\u001B[32m--> \u001B[39m\u001B[32m429\u001B[39m \u001B[43mFigureCanvasAgg\u001B[49m\u001B[43m.\u001B[49m\u001B[43mdraw\u001B[49m\u001B[43m(\u001B[49m\u001B[38;5;28;43mself\u001B[39;49m\u001B[43m)\u001B[49m\n\u001B[32m 430\u001B[39m mpl.image.imsave(\n\u001B[32m 431\u001B[39m filename_or_obj, \u001B[38;5;28mself\u001B[39m.buffer_rgba(), \u001B[38;5;28mformat\u001B[39m=fmt, origin=\u001B[33m\"\u001B[39m\u001B[33mupper\u001B[39m\u001B[33m\"\u001B[39m,\n\u001B[32m 432\u001B[39m dpi=\u001B[38;5;28mself\u001B[39m.figure.dpi, metadata=metadata, pil_kwargs=pil_kwargs)\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\backends\\backend_agg.py:382\u001B[39m, in \u001B[36mFigureCanvasAgg.draw\u001B[39m\u001B[34m(self)\u001B[39m\n\u001B[32m 379\u001B[39m \u001B[38;5;66;03m# Acquire a lock on the shared font cache.\u001B[39;00m\n\u001B[32m 380\u001B[39m \u001B[38;5;28;01mwith\u001B[39;00m (\u001B[38;5;28mself\u001B[39m.toolbar._wait_cursor_for_draw_cm() \u001B[38;5;28;01mif\u001B[39;00m \u001B[38;5;28mself\u001B[39m.toolbar\n\u001B[32m 381\u001B[39m \u001B[38;5;28;01melse\u001B[39;00m nullcontext()):\n\u001B[32m--> \u001B[39m\u001B[32m382\u001B[39m \u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43mfigure\u001B[49m\u001B[43m.\u001B[49m\u001B[43mdraw\u001B[49m\u001B[43m(\u001B[49m\u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43mrenderer\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 383\u001B[39m \u001B[38;5;66;03m# A GUI class may be need to update a window using this draw, so\u001B[39;00m\n\u001B[32m 384\u001B[39m \u001B[38;5;66;03m# don't forget to call the superclass.\u001B[39;00m\n\u001B[32m 385\u001B[39m \u001B[38;5;28msuper\u001B[39m().draw()\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\artist.py:94\u001B[39m, in \u001B[36m_finalize_rasterization..draw_wrapper\u001B[39m\u001B[34m(artist, renderer, *args, **kwargs)\u001B[39m\n\u001B[32m 92\u001B[39m \u001B[38;5;129m@wraps\u001B[39m(draw)\n\u001B[32m 93\u001B[39m \u001B[38;5;28;01mdef\u001B[39;00m\u001B[38;5;250m \u001B[39m\u001B[34mdraw_wrapper\u001B[39m(artist, renderer, *args, **kwargs):\n\u001B[32m---> \u001B[39m\u001B[32m94\u001B[39m result = \u001B[43mdraw\u001B[49m\u001B[43m(\u001B[49m\u001B[43martist\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mrenderer\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43margs\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43m*\u001B[49m\u001B[43m*\u001B[49m\u001B[43mkwargs\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 95\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m renderer._rasterizing:\n\u001B[32m 96\u001B[39m renderer.stop_rasterizing()\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\artist.py:71\u001B[39m, in \u001B[36mallow_rasterization..draw_wrapper\u001B[39m\u001B[34m(artist, renderer)\u001B[39m\n\u001B[32m 68\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m artist.get_agg_filter() \u001B[38;5;129;01mis\u001B[39;00m \u001B[38;5;129;01mnot\u001B[39;00m \u001B[38;5;28;01mNone\u001B[39;00m:\n\u001B[32m 69\u001B[39m renderer.start_filter()\n\u001B[32m---> \u001B[39m\u001B[32m71\u001B[39m \u001B[38;5;28;01mreturn\u001B[39;00m \u001B[43mdraw\u001B[49m\u001B[43m(\u001B[49m\u001B[43martist\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mrenderer\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 72\u001B[39m \u001B[38;5;28;01mfinally\u001B[39;00m:\n\u001B[32m 73\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m artist.get_agg_filter() \u001B[38;5;129;01mis\u001B[39;00m \u001B[38;5;129;01mnot\u001B[39;00m \u001B[38;5;28;01mNone\u001B[39;00m:\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\figure.py:3246\u001B[39m, in \u001B[36mFigure.draw\u001B[39m\u001B[34m(self, renderer)\u001B[39m\n\u001B[32m 3242\u001B[39m \u001B[38;5;28;01mreturn\u001B[39;00m\n\u001B[32m 3244\u001B[39m \u001B[38;5;28;01mwith\u001B[39;00m \u001B[38;5;28mself\u001B[39m._render_lock:\n\u001B[32m-> \u001B[39m\u001B[32m3246\u001B[39m artists = \u001B[38;5;28;43mself\u001B[39;49m\u001B[43m.\u001B[49m\u001B[43m_get_draw_artists\u001B[49m\u001B[43m(\u001B[49m\u001B[43mrenderer\u001B[49m\u001B[43m)\u001B[49m\n\u001B[32m 3247\u001B[39m \u001B[38;5;28;01mtry\u001B[39;00m:\n\u001B[32m 3248\u001B[39m renderer.open_group(\u001B[33m'\u001B[39m\u001B[33mfigure\u001B[39m\u001B[33m'\u001B[39m, gid=\u001B[38;5;28mself\u001B[39m.get_gid())\n", - "\u001B[36mFile \u001B[39m\u001B[32m~\\Python_Projects\\StagePerformaceDocu\\.venv\\Lib\\site-packages\\matplotlib\\figure.py:166\u001B[39m, in \u001B[36mFigureBase._get_draw_artists\u001B[39m\u001B[34m(self, renderer)\u001B[39m\n\u001B[32m 164\u001B[39m \u001B[38;5;28;01mfor\u001B[39;00m ax \u001B[38;5;129;01min\u001B[39;00m \u001B[38;5;28mself\u001B[39m._localaxes:\n\u001B[32m 165\u001B[39m locator = ax.get_axes_locator()\n\u001B[32m--> \u001B[39m\u001B[32m166\u001B[39m ax.apply_aspect(\u001B[43mlocator\u001B[49m\u001B[43m(\u001B[49m\u001B[43max\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mrenderer\u001B[49m\u001B[43m)\u001B[49m \u001B[38;5;28;01mif\u001B[39;00m locator \u001B[38;5;28;01melse\u001B[39;00m \u001B[38;5;28;01mNone\u001B[39;00m)\n\u001B[32m 168\u001B[39m \u001B[38;5;28;01mfor\u001B[39;00m child \u001B[38;5;129;01min\u001B[39;00m ax.get_children():\n\u001B[32m 169\u001B[39m \u001B[38;5;28;01mif\u001B[39;00m \u001B[38;5;28mhasattr\u001B[39m(child, \u001B[33m'\u001B[39m\u001B[33mapply_aspect\u001B[39m\u001B[33m'\u001B[39m):\n", - "\u001B[31mTypeError\u001B[39m: FixedLocator.__call__() takes 1 positional argument but 3 were given" - ] - }, - { - "data": { - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous view', 'arrow-left', 'back'), ('Forward', 'Forward to next view', 'arrow-right', 'forward'), ('Pan', 'Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect', 'arrows', 'pan'), ('Zoom', 'Zoom to rectangle\\nx/y fixes axis', 'square-o', 'zoom'), ('Download', 'Download plot', 'floppy-o', 'save_figure')]))" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "execution_count": 6 + "outputs": [], + "execution_count": null }, { "cell_type": "code", "id": "a51da887d5028934", - "metadata": { - "ExecuteTime": { - "end_time": "2025-08-29T12:33:38.860757Z", - "start_time": "2025-08-29T12:33:38.786257Z" - } - }, + "metadata": {}, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -1109,34 +881,8 @@ " kw_line_2=dict(color=\"k\", lw=0.5))\n", "ax.set_aspect(\"equal\")" ], - "outputs": [ - { - "data": { - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ], - "image/png": 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\n", - " " - ], - "application/vnd.jupyter.widget-view+json": { - "version_major": 2, - "version_minor": 0, - "model_id": "fe770ccbc4d94232918c7745495dc79d" - } - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "execution_count": 7 + "outputs": [], + "execution_count": null } ], "metadata": { diff --git a/notebooks/Merasurement.ipynb b/notebooks/Merasurement.ipynb index eb015f8..060cf77 100644 --- a/notebooks/Merasurement.ipynb +++ b/notebooks/Merasurement.ipynb @@ -110,8 +110,8 @@ "source_hidden": true }, "ExecuteTime": { - "end_time": "2025-08-29T12:28:00.666288Z", - "start_time": "2025-08-29T12:28:00.555490Z" + "end_time": "2025-08-29T12:51:31.045257Z", + "start_time": "2025-08-29T12:51:30.641345Z" } }, "source": [ @@ -329,7 +329,17 @@ "output_type": "stream", "text": [ "Path exists: C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\Scripts\n", - "Path exists: C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\Config\\config.json\n" + "Path exists: C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\Config\\config.json\n", + "Path exists: C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\Config\\config.json\n", + "Path exists: C:\\Users\\berti_r\\Python_Projects\\templates\\motion_libs\n", + "Path exists: C:\\Users\\berti_r\\Python_Projects\\StagePerformaceDocu\\Config\\measurement.json\n", + "Constructor for PLC\n", + "Connect to PLC\n", + "is_open()=True\n", + "get_local_address()=None\n", + "read_device_info()=('Plc30 App', )\n", + "GVL_APP.nAXIS_NUM=4\n", + "Constructor for axis\n" ] }, { @@ -340,7 +350,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "4d37d2cb4bed4a6a8fd4d37ac21f322a" + "model_id": "89fa3a639c844957a7c504afbbbd9dca" } }, "metadata": {}, @@ -354,7 +364,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "6ec9af63af7444129a6eafe57d7a2a2a" + "model_id": "c652889434824ff997de4efc710da39d" } }, "metadata": {}, @@ -368,7 +378,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "037124c7dd1f492bb991c8da38234599" + "model_id": "b7fbc6a7543542d79d2fc32e917837d7" } }, "metadata": {}, @@ -382,7 +392,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "f844fa6dfc794e0180bd69013faed926" + "model_id": "31eb4d94f0f34071bae65df6cdb22aa7" } }, "metadata": {}, @@ -396,7 +406,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "4b14f5d950084da89fa815de95152b71" + "model_id": "86285f04f5f342e6871f12f359549817" } }, "metadata": {}, @@ -410,7 +420,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "ef528a0234cf40b8b5d548031d9044c8" + "model_id": "bed4e098a3f14b83a3ea6958fbc679e8" } }, "metadata": {}, @@ -424,7 +434,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "37c977e8e0cc42cea2dac27f39c95068" + "model_id": "1210c64c1204454d86a71269ff7a978f" } }, "metadata": {}, @@ -438,7 +448,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "ad5d2947719d4d7ab0af23c4795dc8f6" + "model_id": "0593a6d3e907487aa060f5e84f3a20b6" } }, "metadata": {}, @@ -452,7 +462,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "0f53fd2768ef4c77953ee6d703eb476f" + "model_id": "6ee1e21597974d82b605cee6fa68f554" } }, "metadata": {}, @@ -466,7 +476,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "12c232b4cdc04ad9ba5671acbb4af417" + "model_id": "f80052451bcd457482755f1ad97c80e9" } }, "metadata": {}, @@ -480,7 +490,7 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "96ee83ed97f94ed88e018b131218a015" + "model_id": "152a73e42cf043d3824f0bbf702cd8bd" } }, "metadata": {}, @@ -494,14 +504,14 @@ "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, - "model_id": "520d21a927e74c91ae0b4c26764cc486" + "model_id": "7181c911a0014fe5ad4ec41e494534a1" } }, "metadata": {}, "output_type": "display_data" } ], - "execution_count": 2 + "execution_count": 1 }, { "cell_type": "markdown",