From 447d85adefe7c8f34d68346a61d430fe44813caa Mon Sep 17 00:00:00 2001 From: Isaac Meyer Date: Tue, 17 Jul 2018 13:13:29 -0500 Subject: [PATCH] some spelling --- .../nuclear-data-resonance-covariance.ipynb | 36 +++++++++---------- 1 file changed, 18 insertions(+), 18 deletions(-) diff --git a/examples/jupyter/nuclear-data-resonance-covariance.ipynb b/examples/jupyter/nuclear-data-resonance-covariance.ipynb index 88c421ce5..c673dfea5 100644 --- a/examples/jupyter/nuclear-data-resonance-covariance.ipynb +++ b/examples/jupyter/nuclear-data-resonance-covariance.ipynb @@ -28,7 +28,7 @@ "source": [ "### ENDF: Resonance Covariance Data\n", "\n", - "We can also load the resonance covariance data contined within File 32 of ENDF. Let's download the ENDF/B-VII.1 evaluation for $^{157}$Gd and load it in:" + "We can also load the resonance covariance data contained within File 32 of ENDF. Let's download the ENDF/B-VII.1 evaluation for $^{157}$Gd and load it in:" ] }, { @@ -107,7 +107,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "This covariance matrix currently only stores the upper triangular portion as covariance matrix are symmetric. Plotting the covariance matrix:" + "This covariance matrix currently only stores the upper triangular portion as covariance matrices are symmetric. Plotting the covariance matrix:" ] }, { @@ -118,7 +118,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -129,7 +129,7 @@ "data": { "image/png": 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"text/plain": [ - "" + "" ] }, "metadata": {}, @@ -226,18 +226,18 @@ "text": [ "Sample 1\n", " energy L J neutronWidth captureWidth fissionWidthA fissionWidthB\n", - "0 0.032744 0 2.0 0.000476 0.104726 0.0 0.0\n", - "1 2.824910 0 2.0 0.000367 0.093434 0.0 0.0\n", - "2 16.246703 0 1.0 0.000428 0.128670 0.0 0.0\n", - "3 16.772205 0 2.0 0.012712 0.087642 0.0 0.0\n", - "4 20.558978 0 2.0 0.011754 0.088571 0.0 0.0\n", + "0 0.035303 0 2.0 0.000482 0.100681 0.0 0.0\n", + "1 2.831054 0 2.0 0.000357 0.094362 0.0 0.0\n", + "2 16.244335 0 1.0 0.000400 0.049005 0.0 0.0\n", + "3 16.772396 0 2.0 0.012005 0.085736 0.0 0.0\n", + "4 20.560952 0 2.0 0.010648 0.098282 0.0 0.0\n", "Sample 2\n", " energy L J neutronWidth captureWidth fissionWidthA fissionWidthB\n", - "0 0.030677 0 2.0 0.000474 0.108886 0.0 0.0\n", - "1 2.822705 0 2.0 0.000357 0.099604 0.0 0.0\n", - "2 16.250280 0 1.0 0.000527 0.128495 0.0 0.0\n", - "3 16.770029 0 2.0 0.013519 0.076974 0.0 0.0\n", - "4 20.555458 0 2.0 0.011091 0.094415 0.0 0.0\n" + "0 0.032481 0 2.0 0.000477 0.105662 0.0 0.0\n", + "1 2.825417 0 2.0 0.000338 0.099793 0.0 0.0\n", + "2 16.248565 0 1.0 0.000465 0.118105 0.0 0.0\n", + "3 16.767121 0 2.0 0.012827 0.072236 0.0 0.0\n", + "4 20.559938 0 2.0 0.011424 0.085309 0.0 0.0\n" ] } ], @@ -268,8 +268,8 @@ { "data": { "text/plain": [ - "[,\n", - " ]" + "[,\n", + " ]" ] }, "execution_count": 9, @@ -305,9 +305,9 @@ }, { "data": { - "image/png": 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3QUS7dxT/oUWyBGHMTuCAj5+AitDw4kQ2dex86zOJ3/mgKngp+0G4A6hNpHZS\nlzKKSQquQSSX2khvYop110gNQkR+JCLDRCQkIo+IyAYR+UilgzPGlMf+B00lEltGMHgEd9z1jWqH\nUwWJm6xo+qqosQGMDPJSry0p0fS9/fZXirqZfRDRHGeWT6E1iBNU9R3gfcBKYAbw5YpFZYwpu/En\nzCQWHkbHwy5dsc5qhzOoemsQTlondWa7fjE8d4CjigrtpE5+Xkas8Wh3jjPLp9AEkVxW42TgNlXd\nVKF4CmLzIIwp3knnHkQ4uppW91jufuIn1Q5nkKWs5qqpCaKYb+Hp3+8TTT7+CKMy1SD6+1w3Y4Jf\nLFo7NYh7ROQ1YBbwiIiMBirfAJaDzYMwpniO49C673C6Gsfy1p2v4Q5w45z6Iik/e2/msaISRDo3\ntQZRyVFMyQFYbmYfRI0kCFX9GjAbmKWqMRIbB51eycCMMeV32qdPJBTdwMhtx/DYK7dWO5xB5N+M\nVdJ2lIt2ln6TTWtiKqUGUXATk19LyahBuANIboUqtJP6HCCuqq6IfIPEdqO7VDQyY0zZNUWCNO4S\np7N5KnN/f/dOs1dEz59SnbTVXOPx0tvxvfjAamCa9fbb9+9Dkov1ubXbB/FfqrpNRI4ATgR+B/yq\ncmEZYyrlvV86g2BsG+PWHMGzi+7Of8GQkPy27qStytrVXcxNNnMeRHwgE6mLGObqf17GnI3B2ECo\n0ASRTJWnAL9S1buAcGVCMsZU0qj2JhqGb6Fj2Eweu+mmnaMWkdw/QZ20BZmiXR0lF5lWgyjpd1hs\nE1PGfhTR2kkQq/wtR88F7hORhiKuNcbUmBO+9H4C8Q7Gr5jD80seqHY4g0jSNnbo7iwmQWSMYnK9\nPseKU9wtNHMV2prpgyCRGB4ETlLVLcAIbB6EMXVrl3HDCLeup2PYu/j7b3aG7eV7m5g05aY+oAXv\n3NSZ1AOJqTBen07qMi5Nm0Oho5g6gCXAiSJyGTBGVXfmpSGNqXvHfukMAvEOxq44mnlvPlLtcCqs\nt4kp9Zv4QBJEYtjpADohCGQ5logzvX8hue91eqe4Vyt9ECLyH8AfgDH+439F5LOVDMwYU1m7ThhO\nuHkNnS0zefDGoT3mRCWlBpFyM491FjOjPKOJqcSNh3pLy337TZvzkMxBGX0Q7gBmgReq0Cami4BD\nVPWbqvpN4FDg4sqFZYwZDMd/9RwC8R2Me+sonl50V7XDGQTpw1zdAUw20wFOlJN+br+u23cIrWbs\ndjQYGwgVvOUovSOZ8J8X14BmjKk5k3ZpJ9K+kc7WfXn8ulvwyrnlWgZVLdtmPcXrnUmdtlhfV+lz\nCVITTSkjwTRLE1P2OQ/ZRzG289sfAAAfZUlEQVRlzqyuhEITxG+Bf4nIt0Xk28CzwG8qFlUethaT\nMeVz8tfPIRjbwrj1J/PAvMr9b/3+/7qDD36/yrUUddK2HS2qHT/jK3Ha6qolNTf108SUknwkx3pP\nmYv3VUKhndQ/Ay4ENgGbgQtV9apKBpYnHluLyZgyGTOymcjEKJ3NU5l/01PE3Mp0fh6/YSRHrxpW\nkbLzE/+/AVLbg+LdRfxZM2/QnpLcylRKqhn11wfR9+afOcw1c1RTJeRNECLiiMh8VX1BVX+uqler\n6osVj8wYM2jO+OqZNHSvYUTHKdzx6A+rHU7ZpXZSp1Yh4gNox0/csBO1iFLWPVTJNoop4a23lmb5\nvBpsYtJEg93LIjK54tEYY6qirSlM8wFtdEdGs+62NbzTPdSab5MJIpjWxKSxOHE3xk9/dAavL3m8\nqBITi+f5+0yUdK/Ofvud+8hfeeVHL6V+UuK/GRWGmqhB+MYDr/q7yd2dfFQyMGPM4DrnMycT6VpC\nRN7Lzbf8v2qHUxFKKK2T2ou5vPr4nUSWfo6nrri//4szh+V4SrIGkdmBXBAJZj289Jn5bG2fnnIk\nsR1PZo0hc4e5SsgeYV9XVDQKY0zVBQMOu37oEBb9+W0an5jGotNeZsbYd1U7rDJJ3N1VgiR2LEjw\n4i6b1vjLbTgz85SRngTU85Dk4M6SVvsOZT0ukp6Jog3tAHixjM8vJSkVqd8ahIhMF5HDVfWJ1AeJ\nX8fKikdnjBlUx524Hw2yiGjLbO64+sqKLORXjcUBk30Q6oTSOpu9uIvbcxsscukLTW1iyriVrn4R\nrj8KojtyX+/kWO9UssehGUtrZM6sroR8TUxXAduyHO/w3zPGDDFHXn4eoegmxqw6mQefv6ns5b/T\nUfoKqiVRpbcGEUpLUP/uWkowlGhI6W9mc285vTy3t4kpc/MfffByWPMyrHohd3E5mpgkRxia0Z8e\namjqN9xyyJcgpqjqK5kHVfV5YEpFIjLGVNWMySNomNJNd+NEXr/+hbJ3WK9bubqs5eWVcmNXCab1\n9jbFdsEJ+LfBHN/cc3FTO6m9INde+iiPffNPACx7diML/7gLq5aty3l90TUIN/346V+ofD9RvgQR\n6ee9xnIGYoypHed+7QM0dr1BWN7Hr6/7XFnL3rhqRVnLy097brqeEwKv96v4nmt2QQLJb/J5bocZ\n923XdXvnZ7uJMl5f0wLAltcTTUvrly7PHZWTfZir5KpCpDRjjRz5z97EVkH5PmGuiPRZc0lELgLm\nVSYkY0y1NYaDTLvoaEQ9hs2bzb8W5RnhU4Tt694uW1mFUM/t6UP2nBCasoucSiPqj1HVIvsgNNa7\ncLiqk1bGkrb9eXTOtSzveqf4gHPVZLze2/WYfXctvtwS5EsQnwcuFJHHReSn/uMJ4BPAf1Q+PGNM\ntRx95J4Ehy2nu2kG//zZPXTGi1n5NLeODZvLUk6hPM8leavznCBud+LPIV6caDiSMly0yAQRV8Tv\ne9CeAaGJ11vbjgQgFm0pOt6cLV1eb41DnMFZCq/fBKGqa1X1MBLDXJf5jytUdbaqDu7XAGPMoHv/\nFRfS1LGIRvdUbry+PE1N3e9kG/dSOa4bTVmrzyHur+AajHcSCzb2bryTq2knh7Rhppq4eSdHS/Xc\nvovs11Bga0eO5T+0N0E4gdyzsMup0LWYHlPVX/iPRysdlDGmNoxsjTDxgsMQdWn616E89codJZWT\nuvicu20Au7iV8tmuiyKIl0gMbneixuB4najTiOuvPZVvFJNkTnZIG1WUnNOQXobTz3Ia2XQ1Hkrn\n6tnZ39TeeRM1UYMwxpjjj92PwOjVdDdN5eWr5rGpY0PRZbgpi891d1R+FdK0z/b3bu5JENHeBOEG\nIuzwm5zyfdvXzASRNi3BHyrbU0byZ/nmfKhWflhrJksQxpi8zvv2x2nqeAEJH8+vf/DVoie7xWO9\nG/PEuwf3tuO6MRAH8WdQqz8jWbQTxGH7tuS8jHzfyjPmOqR0GisN/ilO8oD/o3zrJam0pkSyk9Ug\nRGQ3EfmNiJRWhzXGVExzQ5CZX/0Qkc7VtK06lf+78/tFXR+PdffMP/BiDZUIMfdnR/0ahJ8gkqNc\nhcRopq2vvRsAzdsHkVmDkJ75cerk+HZfxtnO3Y2p66UOzq27op8iIjeJyDoRmZ9x/CQReV1EFovI\n1wBUdamqXlTJeIwxpZu1zwQaj2jHcyJsv2sML75ReHdkLNrV8+1aveZKhZhVcu9mwa9B+BPORDL7\nQor8Vu45PaOY3ECOP9MgrLhaSZVOQzcDJ6UeEJEAcC3wXmBv4EMisneF4zDGlMGHPnEKgeZX6W6a\nztNXPsXGHesLuq6zM3V5jeKHfg5Esg8i2auscT8ROOn7UeevQWTQ3vPdQPYaRCErropXQp9MkaOj\nSlXRBKGqT5LYhS7VwcBiv8YQBf4InF7JOIwx5SEifODKz9Hc8QyEj+Tm//ou8QJucLHulG/rMri7\nysV6NgXyE4I/n8AJZsbd/01XJLOJKdBzTeas6J6SCqlBaDT/OX2uGZwFD6vRBzEBSJ1rvxKYICIj\nReQ64AAR+Xqui0XkEhF5XkSeX7++sG8vxpjyaWsMMeuKS2jZ/hqN29/Hr6/5z7zXRLsSCUK8OPHg\ncN7ZtqXSYfZw4/68AvETgp8gAuGM5bPzfSvXzJfZl+v2PyzxUQXsVe021kxXcB/ViCzb34Kq6kZV\nvVRVp6nqlbkuVtUbVHWWqs4aPXp0BcM0xuSy79TRjDn/IMLRzcjLh3HfI/2v+hrzl7eIdC5HnQD/\nuP++wQgTANevQaifIMRf0yjckr6aqjr93fCzDFjVhryDWLWAGsQhJ4/Me05mM5QEhkATUw4rgUkp\nrycCg7y8ozFmoN574kE07NuJSogV/+vw2vKXcp7r+gkiqIn/1de8+MagxAgQj/k1CCdZg0gkgkBL\n/wkhH+l3LVP/owpIECMnhDnnC3v1e446he7tVl7VSBBzgd1FZKqIhIEPAkVtXyoip4rIDVu3DrV9\nc42pLx/+wgVEGv5FPDyRR77zd7Z2ZW86isYSCUKHdROM7cBdl//mWi7JUUwEkh3G/jDbhiJvuhlf\n2pVI7l6L5DwIL0cdI2UTaxGHMTPGZz0t0vli4hzPZdeZS3OFUjGVHuZ6G/AMsIeIrBSRi1Q1DlwG\nPAgsBP6kqq8WU66q3qOql7S1tZU/aGNMwRxHOOdn36R9xyMQPJDf/ueP/Z3W0iXXPyLk0Ni1AE/2\noitlVdVKSs7idgJ+U1MyQTgw9c2/pZ27YfOqfkrKuNlLJHcTU3IHuxzbgjpuNOXU/m73yVnf3ex/\n0tGpJfRzTflUehTTh1R1vKqGVHWiqv7GP36fqs7w+xuKm3FjjKkpzQ1Bjvjxl2nfOpdQx7H8+qrv\n9jnHjSaSgTgQHr4WN9jCnddfPyjxeX4ndSDZxERiox5BaPrAnmnnPnvvXwov12nMO6PZ7c6+cq2T\nsi+2OLlvwyKJZOt43UyctnvBsZVL7Xaf98OamIypLbuOH8GUTx5L8/ZluAsO4v4Hbk17v7cfQDj8\nsouIdK7nnZdaCxrlM1BuLPEZ4nigLip+85YDE2ekJ4h1rxS+mZEXSNQgpJ/Z0u2vtWY97ni9taf+\nFt5Tf7E/8Xd+Dncn1sEapGkQ9ZkgrInJmNpz+JxZtB7sEYx3sez2IG8sW9jznusnCHGESXvuQ6Pz\nD9zwrvzvT6+peFyuPwJIRHG8btRJ9n8Ik/fdL+3c+ObC+0bUCaESJBjPvSnQ8sknZD0uKXMfJMfO\ncgAS3Mr4SSs4/b+OSz9e7KS+EtVlgjDG1KYzP3sRTc3PQKCNR77/UM+ifsmhpslvy4d/5dO0bFvE\njkXTmfvM0xWNSWM9iy8hXjeek1xYTwi3937JDMQ7wN2DaDx730if5b4BlQiOtyPtWNe27eSddJea\nIPLEf+blFzBm6kQAgs2JLUynZCS2SrEEYYwpGxHhfT/+b5o7HsYNzOQvV18NpNQg/PH7u+61F8P3\nW0so3snzv1nLawsW5ixzoFx/uQsRQTSKGwj3vE7V1P0KsYZx3HvrdXnLTDYrqTT2mdW85JUX8weV\nkiD631s6PcYLfv5FLvzREYyfOi3/Z5RBXSYI64Mwpna1NYaYfNlHiHSuYsPL4+iOdvcumJfS3n7q\nV75Ja/sDBDzhsf95g7lPPlOReLxkH4EAdOMGIv7L9Jtv83TFcbtZ92QH2WjK6QE3cY46jWSOblry\n3Es597fuHb3U20nt+J3U5337EBpi/feBOI7QNCzc7znlVJcJwvogjKltcw7dH6/5eWINY7jvqmvx\nYsmhpr23HBHhzJ9cz/DWvxKOdvDcH7bzp6tuzT13oEQ98yAcgGjPpLOeCoQ/LLdl0ihaOufiOe9m\n7r8e7luQ9HaoB+OJZiU3yzLfm5fn3nNb/PkPkrIdneP3QQwf18wZX5+Tdv7grLiUW10mCGNM7Tvw\nU5+moWsdGxc04yV3lMsYsRMKOJz1P7+lbfpzDN/8MutfG8cNn/0db6/aWLY4krOZEzWGlIXx/FiS\nN20nEGDScbsBytzfvNCnHEmZ3+F42wFQv7kqEO/th4hvC/fTsZAsI/vIp1HTd03/zFzFDBJLEMaY\nijhw3xk4vER3wzS6NiduzE6w74gdxxHO/q+fscsF0xmz4Va0ezR3XjGXu355F2584MNgexKEA0is\nz/uOP8rJCTocfcGHGbb9H6i8m8cfvDPjzN7btaPpHdOO2+WXFcNzR5Hru78bTOwb0RXZo7fUQHWW\n0SiEJQhjTEWICExzQBw63vK/rfczKWzOKWdw6C/+mxGhG2jfPJ+Vr7Ry42V38Nq8pTmvKYQmk4xI\nWoJIdlL31iCCiAjTPngwwXgnr92+pp9S0/spHE0kiEjHCuLB8ZBnq1F1evfEcPqZB1FtdZkgrJPa\nmPrw7rM+QiDeRdxNrM8ZyFKDSDVp/BjO+eVfGfWh0YzZ9EtCncojNy7j99/4P7ZtztwBrjC98yBA\nndQEkbj9iSb7RxKxzT7tVFq6H8MN7sUD//e/KSX13si9oEvATZns5k98c3QdXqCRWHBEwfH1mx60\nusmjLhOEdVIbUx/22WNPQtG3iEYmACB5EgQkvtmfcOYFHH39r2ne5Q5Gr72X7eva+f1XH+OJPz6D\nW+Q2ntrTxCQQ6L1Wevog/OUsUlZM3esTpxLu3syyh7p65nKklSkQjCWbmRT8/a1xEl9a4+Hh/f8Z\nU2ZfZza7Td+/o2f/7GqrywRhjKkPwYCDOr2r+QeChd9yxgxv54NX3s6kL76P4dErad/yBvMf7+Sm\nz/2F5a+uLbicnmGujkAwNbn43841OaehN7YD57yHxvhjuKHdeOzPf068n1qoaNoEOZVlALhtG3tG\nRfWvtzSR9ARx4qXvI+I9VUAZlWcJwhhTURLZ1vPcCRbfITv7iGM4/fqHCR62mFHrr8PZ4XHPL17l\nz1c+QNeO/N+0ezqpRSCUcpv380OyiSkWT9/6c/J5JxOMbWfxgyv909Obexwv2Q+hHP29i+lq+h2n\nfOt7RLoKGYGVkiD6WWqj2gNdLUEYYyoq1N57AywlQQA0NoQ49/M/58AffIeGYVczZs39rH3T4Xdf\neYC3l/a/fWlqE5OEU+ZhJJuY/CGn8c70Po4jT3ovTR3PEZN92LRuY8a9WpGUjurdJ83giz/7HWNH\njyMQz78VcmqqcbJ13Eu2MwdfXSYI66Q2pn40TxzV8zwQGtiQzt1335PzrnqK1rNHMGr9Twnu6OLP\nP3yORf9amfMa9XprEIFI7+cnb70j1z8IQDC0Pe06EYFJ28EJ8OtfXk1XWlOQgqTXOJIcLaAGkdKv\n4fS3NGuVZ8rVZYKwTmpj6sfIfffpeR4IDmybT0gMCz3p/K8z84pvE3Z+xLB3lvPwTa/x6uPZh8P2\nLCnuCE5TOLUgAPYIb+KYxz/Dofse2efafc46m2Csg+a356Dhw3rfEHImCA1mX6ojTUpSyL4ya7Xn\nUCfUZYIwxtSPyXse3PPcGWANItVe+83mfT+8G4b/kvYti3j8tiW89XLfzuvk0h3iCKGW5p7jyXkQ\n06+/mVGf+QxNMw/oc+27Djqchq43s36+4+To/wjnH47rpdRGJJClDyLZf25NTMaYoWyXkaN7ngfD\n5V1obvjo8Zz2/Yfwhv+Glh1ruO9X89ixNX257t4EESAyrHcDn+Q399DYsYz+7GVZt/4MOII6WfoU\nRBF/C1PPSa8VBRoLGMWUUmsIZOmDkIyf1WIJwhhTUZFQ7zfkYGjgTUyZ2oaP4oTLbyUY/zW4Dvf8\n7NG0uQvqL/ftOEJkeMr8hALvvtqQvUYg/pBZlYa048HWxpxlOe6Ovsf6qUFUmyUIY0zFBWKJDuBQ\n+/iKlD920h5MO/9cRq29h41rG1j+yrqe97zk6rCO0DqqtzbT31afaUJZzhNF/Fynkl4rCrc29z3f\nN/nEzbROdDj5UzNTyupbvvZ5Uh11mSBsFJMx9WVTS+KGPXKX6RX7jENPuYyu3V8i0rWRv9/0dE8t\nIvnTcRzaU5q7Cv2SLjm6TSTsf/PPmOjW0E8NYkRzOx/9xhymviul2a3Eob+DoS4ThI1iMqa+RE48\nnEXTGpg6tb2in3PspVfRvPVhurrbWPdWYoJezzBXRxg5vHeNpEL3dU7ugpdOcfymM83IIE1tw3KX\nla2oLAcly7NqqMsEYYypL184eS+u/vLhWTuCy2mX3Q8iNvE1HDfKP297EujtpHYch+Gpo5j6WVk2\nTdabOgTCicSgGTWI5lEjcxfV76zp1BOTbUs2k9oYY8pm3zMuYPiml1j7ZqL/oWcUU8ChMaXDPHPz\nolxyJbXkpD910msQ7WNGZzs9UVaeZcCTtEbGMVmCMMYMKfvP+Sjx0L/xnCbeXrypZ2sGcQIEnNQJ\naqXffAUlGMk+ZHfEqMmMWft89usKrBBYE5MxxlSABELohHWgHi/e/1xKJ3XGzbbAPoisNQ2FUCSS\n9fTW0WPZd+FvezYiSrvMy77VaKZpp88BYOxx+xYWY4XUbve5McaUaMrhx7PkzjWsft2leYQ/DyJj\n34VCR7lmr2g4hBqzJ4iGxibGHLA10X2QmZMK3MriqJOO5+AjYkRayj9vpBhWgzDGDDmHHnM+oe43\nicVH4/lbjjrh9OGnoWwT1LLQkZv7HvOEcHNT9gtEaPnF02TbdjQ5oqoQ1U4OYAnCGDMEhdrH44be\nQp1G3GgiMQQa0m/ooVBhCWLLzEk8PfazacdEhUhza44roGHUlKzHi0kQtaAuE4RNlDPG5NXib//Z\nkZiX0NCYniCaQ9mbiDKdc9SFvLJb+q1S1SHSmjtBAIjf9zFt8dW917m1sUproeoyQdhEOWNMPo0T\nEqOM3GhiP4rGjBt6W3vu4aipdmkdz78v+Hf6QQ0Qac09IS5VSDwaOxIzyV0vXtA1taIuE4QxxuQz\n/l0HEu7eQiw8AYDmjBnO7aPGlF64Ck3t+WaFJ2oLbaNGIP5zq0EYY0wN2PegU4h09S7V3dqWPsPZ\niXdnXlKEAK0jRuU/DXA+elbPDnLJlWXrhSUIY8yQ1D5+Bngbel63Dk/UILYHVwEQ3nXXAZTupO0t\nkY1ookM60NpKPJBIEF6BM6lrhSUIY8zQ5ATA6d0furkl0Sl943CXn49ZRKClpfSyNUC4wFFQTiBI\n1B+xGhvWW+vY/3ilqa2A/auryCbKGWOGLA33jnQM+jf0n5x5PMs3FbBvdL8K+W6dqDUEQkFemrCE\n/d8ej06e2PPu4Wcdy+FnDTCMCrMEYYwZsgLDopCxdfQZB0woR8mFnxkMMnfik7w08T5+2HxjGT57\n8FgTkzFmyGoZ338/Qam0iAThSGIviq7QDjy1PghjjKkJE/aZmf+kEsQK6n/wRy55yjh/G9JxbYVN\nzqsV1sRkjBmydp91DDt+cgXB6NvAMQMq6/Dju3j9xYWs3zyCdVPy92E4XgwXcF2PG078Bbe9fht7\nj9p9QDEMtrpMECJyKnDq9OmV29/WGFP/2sZPZ8y7HmNUUyz/yXnsf9bJjD3uPcy+8lG+/578yWZM\n9HpCq/djxLjLGDtsEl856CsDjmGw1WWCUNV7gHtmzZp1cbVjMcbUMCfAtIuuwhm7d1mKG9/WyKLv\nvZdQ1n2q0z1y3OWsen0eR43apSyfXQ11mSCMMaZQ4QM+UN7ygoV13f7ovMNZtnF/WiPVX7a7VJYg\njDGmRFtPmU84FCZb/0ZjOMBe4wtb0K9WWYIwxpgS/eepn6t2CBVlw1yNMcZkZQnCGGNMVpYgjDHG\nZGUJwhhjTFaWIIwxxmRlCcIYY0xWliCMMcZkZQnCGGNMVqL+Ztr1SETWA2/5L9uArf08z/w5Cujd\nsDa/1DILfT/zWDVjLEd8mbGGioxvMGKs1b/n/o7Z33Nt/T3nem8o/T23q+rovBGo6pB4ADf09zzL\nz+dLLb/Q9zOPVTPGcsSXGWOx8Q1GjLX695wnVvt7rqG/51zvDcW/53yPodTEdE+e55k/B1J+oe9n\nHqtmjOWIL/V5rcZYq3/P9fQ7TH1eqzEOdnzZjg+Fv+d+1XUT00CIyPOqOqvacfSn1mOs9fjAYiyH\nWo8PLMZKGUo1iGLdUO0AClDrMdZ6fGAxlkOtxwcWY0XstDUIY4wx/duZaxDGGGP6YQnCGGNMVpYg\njDHGZGUJIgsRmSMiT4nIdSIyp9rxZCMizSIyT0TeV+1YshGRvfzf3x0i8qlqx5ONiJwhIjeKyF0i\nckK148lGRHYTkd+IyB3VjiXJ/7f3O/939+Fqx5NNLf7eUtXDvz0YgglCRG4SkXUiMj/j+Eki8rqI\nLBaRr+UpRoHtQARYWYPxAXwV+FM5YytnjKq6UFUvBc4Fyj60r0wx/lVVLwY+BpR3Z/vyxbhUVS8q\nd2yZioz1TOAO/3d3WqVjKyXGwfq9DSC+iv7bK5tiZ0jW+gM4CjgQmJ9yLAAsAXYDwsDLwN7ATODe\njMcYwPGvGwv8oQbjOw74IIl/XO+rxd+hf81pwNPAebUao3/dT4EDazzGO2ro/5uvA/v759xaybhK\njXGwfm9liK8i//bK9QgyxKjqkyIyJePwwcBiVV0KICJ/BE5X1SuB/ppoNgMNtRafiLwHaCbxP2un\niNynql4txeiXczdwt4j8Dbi1XPGVK0YREeAHwP2q+kI54ytXjIOlmFhJ1KonAi8xiK0QRca4YLDi\nSiomPhFZSAX/7ZXLkGtiymECsCLl9Ur/WFYicqaIXA/8HrimwrFBkfGp6uWq+nkSN90by5kc+lHs\n73COiPzc/z3eV+ngfEXFCHyWRG3sbBG5tJKBpSj29zhSRK4DDhCRr1c6uAy5Yr0TOEtEfkXpy0iU\nS9YYq/x7S5Xrd1iNf3tFG3I1iBwky7GcMwRV9U4S/xMMlqLi6zlB9ebyh5JTsb/Dx4HHKxVMDsXG\n+HPg55ULJ6tiY9wIVOsGkjVWVd0BXDjYweSQK8Zq/t5S5YqvGv/2iraz1CBWApNSXk8EVlcplmxq\nPT6wGMulHmJMqodYaz3GWo+vXztLgpgL7C4iU0UkTKKD9+4qx5Sq1uMDi7Fc6iHGpHqItdZjrPX4\n+lftXvJyP4DbgDVAjET2vsg/fjKwiMSIgsstPovRYqyvWGs9xlqPr5SHLdZnjDEmq52lickYY0yR\nLEEYY4zJyhKEMcaYrCxBGGOMycoShDHGmKwsQRhjjMnKEoTZKYiIKyIvpTwKWVJ9UEhiz4zd+nn/\n2yJyZcax/f0F3xCRv4vI8ErHaXY+liDMzqJTVfdPefxgoAWKyIDXMhORfYCA+qt95nAbffcM+CC9\nK+T+Hvj0QGMxJpMlCLNTE5FlInKFiLwgIv8WkT39483+BjBzReRFETndP/4xEbldRO4BHhIRR0R+\nKSKvisi9InKfiJwtIseKyF9SPud4Ecm2AOSHgbtSzjtBRJ7x47ldRFpU9XVgi4gcknLducAf/ed3\nAx8q72/GGEsQZufRmNHElPqNfIOqHgj8CviSf+xy4FFVPQh4D/BjEWn235sNXKCqx5DYXW0KiQ1/\nPuG/B/AosJeIjPZfXwj8NktchwPzAERkFPAN4Dg/nueBL/jn3Uai1oCIHApsVNU3AFR1M9AgIiNL\n+L0Yk9POsty3MZ2qun+O95Lf7OeRuOEDnACcJiLJhBEBJvvPH1bVTf7zI4DbNbEnx9si8hgk1nMW\nkd8DHxGR35JIHB/N8tnjgfX+80NJbAL1z8ReRoSBZ/z3/gg8LSJfJJEobssoZx2wC7Axx5/RmKJZ\ngjAGuv2fLr3/Twhwlt+808Nv5tmReqifcn9LYkOdLhJJJJ7lnE4SySdZ1sOq2qe5SFVXiMgy4Gjg\nLHprKkkRvyxjysaamIzJ7kHgs/62pIjIATnO+weJ3dUcERkLzEm+oaqrSaz9/w3g5hzXLwSm+8+f\nBQ4Xken+ZzaJyIyUc28D/gdYoqorkwf9GMcBy4r48xmTlyUIs7PI7IPIN4rpu0AIeEVE5vuvs/kz\niaWd5wPXA/8Ctqa8/wdgharm2iP5b/hJRVXXAx8DbhORV0gkjD1Tzr0d2IfezumkdwPP5qihGFMy\nW+7bmAHyRxpt9zuJnwMOV9W3/feuAV5U1d/kuLYReMy/xi3x868G7lbVR0r7ExiTnfVBGDNw94pI\nO4lO5e+mJId5JPorvpjrQlXtFJFvkdjIfnmJnz/fkoOpBKtBGGOMycr6IIwxxmRlCcIYY0xWliCM\nMcZkZQnCGGNMVpYgjDHGZGUJwhhjTFb/HwGMuUlD/oGOAAAAAElFTkSuQmCC\n", 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T7kSEmVefS01HE8G3lEisdEb4DmZezaraGm3l7IfO5vqXrs/4mJFtK/t4J32MMbeK6b1t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\nm0faWFW1Dbik2MH0oa8Y/fzcUvUVox9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