<?xml version="1.0" standalone="yes"?>
<Table name="Customized Lean Methods">
    <Row>
        <Author>Benjamin Buetfering</Author>
        <Abstract>The four steps of the Improvement Kata are a model of scientific thinking and acting that’s similar to other models of the human creative process. What’s different is that each step of the Improvement Kata pattern includes structured practice routines, or Starter Kata, that make the pattern actionable and teachable. Use the four steps of the Improvement Kata to describe Lean methods for high variant / low volume production environments</Abstract>
        <Keywords>Kata Improvement</Keywords>
        <Challenge><p align="center"><img src="data:image/png;base64,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"></p><p align="center"></p><p align="center"></p><p align="center"></p><div align="center"></div><p></p><p></p><p></p><p><font size="3" face="Times New Roman" color="#000000">

</font></p><p style="margin: 0cm 0cm 8pt;" align="left"><font face="Calibri"><span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" color="#000000">Describe
the overall Challenge you're striving for, in a meaningful way. What cool
situation do you want to have 6 months to 3 years from now? Future-State Mapping
is a </font></span><font size="3" color="#000000">useful tool here.</font></font></p><p style="margin: 0cm 0cm 8pt;" align="center"><font size="3" face="Calibri" color="#000000"><img src="data:image/png;base64,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">&nbsp;</font></p><p style="margin: 0cm 0cm 8pt;" align="center"><font size="3" face="Calibri" color="#000000"></font></p>


</Challenge>
        <Currentcondition><p><font size="3" face="Times New Roman" color="#000000">
</font><span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" face="Calibri" color="#000000">Study the
facts and data of where you are now. You’re trying to see, sketch, measure and
understand the current pattern, as an input to Step 3.</font></span></p><p align="center"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN4AAACOCAYAAABe6bZAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGC6SURBVHhe7Z0HYBXF88cHkpBCD7333nsXFMUCAiIdFRXsoII/bCiCFcEGFlCsNAVFQQUUFQQERKUpvffeOwnh/vOZe5c8ngESSCj+3zcc7969u70tMzszu7OzaRyFBBFEEBcVaX2fQQQRxEVEkPGCCOISIMh4QQRxCRBkvCCCuAQIMl4QQVwCBBkviCAuAYKMF0QQlwBBxgsiiEuAIOMFEcQlQJDxggjiEiDIeEEEcQkQZLwgzgtBF98LQ5DxgjgvpEmTxncWxPkgyHhBBHEJEGS8IIK4BDgr46HH++vy56vXe+kEHv6/eedngt3nd34x4P+epLzT8niR8nY5wSu3V/bEzr3vQbg450JY59QpFPoL0ukTewXpBV4/2zvsXj3SpHX7Cr5795/pHMS/Q68Fpu795uXl9PfzW+ATqY9Tp+Ik7uRJe/uJmJNyKu6kxOlxMi5O20Lk0MFDcuTIYbt3165dsmfvHgkJCZFjx47J/v375fjx43JSn0+r9RQeHm7Xdu7aacWJ0zQiIiIkf4ECEqbPkOYpLXeGDBkkOmtWiYqKkowZM0pWPc+RI4ekS5fODtKJCE+n1XFuBSm+vhX+bQJOr1/3euC1/y9I1gp0Gu7EiRPWsB5oYJiB+oO0Q7VBQ8PCzlqh/g2R1EY5233gbO9LDZzSDumkMgRljo2NNcLnWmhoqBL/CTmszJFWCfX48WNy8MBBiT0ZK3HKVEcOH5HYmBgleGWiQ4e0LmPleMwJ2btnrxw9elQOHjwgB/T+OL2+c+duZb7jcvjQYdl/4ICmcVJOaNpaWAnVOj+ubXFK24TvvJv24YCZ6DNoi5gTMVpJyrF+SJcu3NqN++L0N87Tab7Tpg2RsLBQCdHPU8qplKVwwYKSN18+yZM7j+QvmF+yR2eTnLlySXR0tF3LkT2bRCrDwqApgcB2B4ldu9JxRsbzJ+g1a9bI+PETZNWqVZI2JI1ERkTG/37M18M62oB2jTbXZyIiorRxsljPWbx4MalUqbLkzZvXnklNkAe314+TY0eVyDVvEKXXYcTFnVImOapMoASn+YTYYQB9UI4q8+zZt1fiYuOUAMOU6E8oIxy0304oAR89csSkBIXkuaP6nhAl2iN6ff+B/ZY2z/H+fXv3ugyh+Th0+JDEKLPBfEePHFVmOWVSivuswgIQlTGDNowokyLZ0ti96VTi8BzSivR2bt8uGTNllqjISNm9Z4/VOQwEcxucNJqXEKms9V6mTGlZt26tlC9f0TrJMWO+UGm5W9tSO0y7OY2c1Od4J2mEpE0j+fLn199DZI22OYiKSq9lPmLnIHee3JJVmS9n9lySK1dOKVq0qBQpWliKFC4i+fXZbNn0t5y5fHcHEYhzSrzFi5fI3XffJdu375AmTa41IgjT3g2VJzb2pKkxB/cf0AZNI+mU6DJlyWI9Jb367t27ZfOWLRKpxJEnd26pULGCVKxQSRo0aCDFihXV++hhT+8pUbNgFlODlDkgcD5jlHE2b9qkjH5M9u3bL0f0Ou+A6GEyiAJC3bJ1q0kC0tm+bbs9n0YJjGuakEkaCP6UdhT07EgqCBmGCQsNM9Wad8SoFAOOMVrykEslQr369S1fy5YtlQ0bNirD5JcK5ctrhxQpCxcukFUrV5mUQOpQjkyq4jW7uZnm5bBUq1pVFi1apHW/WAk4m7VBRmVGJE35smVlydKlmsbfUrhQQQnROtywcZMrEWB0JJhK2lgtL4zzxhuvy8Pdu8vnX3wuJYqXkL3asXTq2Ek7ioPGZMAjAJiQzilf3jzSq1cvKVSwkOZ9g+TW70i4ZUuXybr160wdLV26tOxRKb1y5Uorz6ZNG6VSxUqydds2OaDqbb58+aVM2TJSUDuKAvkLSOUqlaWgSs9IVXXJV3IAif6/kXggTgnn8Sce18Z7Q7JnzyGlSpdU6XDYiBwJAEOcUkrmk14SVSVTpkySQYkEWyVUCTmnSrycOXOaVNm4caNsUwYOU8bMkTOHFNbesUiRwnYPaWzdus1sln379lnjIaUOqMSBKUgDxlq9erWpYhAZFIOqRgFOxsZIyVKlpJj2vBDmEZUsSIOq1apqbx0pG9ZvULUou2RR+wXG8qTY9BkzpXHja6RGjRr6bDGpqkT/0ccfSf/+r5p0cDyy1PeF6IGMoGPh5THa8YSnC9O86/uRGFzV+sicJZOUKFFC8ubJqyrkblm2fLncfHNzefDBB2T06NHyxRdfyFaVWHRidBAZ1caiju+880754YfJ8unw4bJw/gIrA5Ju8+YtpjamT5/eGMM6Fu0QqMeTp5DojuWL/MLIjuaFst9xxx3ybJ8+kjljJhk+cqRkUw3kww8/lkmTJqrdFmHqZGDjU8bIyChl6kLWMZKnhx56yPfr6Tisnd6Eb8ZrfS9Rht4nNzdrJmO0bCP0XR5ClAawK5GKefPkkbLacdSuVVsKq3QsX7ac0lV2y7c/PJL0mO3/HeNtVelxc/PmMn/ePAlVu8C1J9zfaGg192lujwdMVbFKshuUUJURIRiM9+o1qkvWzFnMLoJotmzZKkuXLVMG28fdCn3KEiIlKlqJ3suaXk6nhJJfe96QkFDZvmO7STrOYVjsoVo1a8p7Q4ZIuXLlZakSAkSbJUtme3b6r9NV+m1z1Utt5P0qMY+qugmxbNSe+r133pXatWvbqxYuXCgvvfSSfPvtt/qsEnI8abrlpNwMTMT4GCZv3tza228xCQxxkD55QnJyP53GSVUR8ykTRmeP1rwt1U7ipBKkagX6eepUrDz91NPSRxlkyNChMnbMWPnzzz+NgUjLIzrUYs5ParrWAfiYDAlHPtUCIId2LebEcemuUm7w4MGW8++0LMtXrLD2fO+9IXpF09a6o7PwB8+jOoPjWj+hqo0M++B9Y77E8MQTT1iHQVqZM2eW6KxZrE7pnG0wCOmraZJnzvU/O+igUUXLV6ooxYsUlWrVqqm0rKgaUUXrXALh1YFHD/8JJtTCnBFr1qx2Spcta5wQFh7hKPE7EZGRTnhEpJNOj7DwcDu4zu/ai9o5nxGRUXZfWDq9Rw/S0N7PyZ4zp1O7dh2nS5cuTrfu3ZyWt9ziqN3iaOM5ymxOunQRTlT69I72upaG2hb2GRKWTtOJcAoVKuRUq17NUbXLrvE+0n7hxRd9uXahxO+89PLLTuXKlZ1ITS9j5sxuPvQd2nL2jJVLr/Xo0dOeWbRooaNS066rSmj5D9Xy+R+Um3emz5DRada0qVO2XDktVzq7l3zyG4edR0Q4kZr/cPIfquULCbH7uMbvSkJOg6saOocPH3YmTZocX5bw8EitgwyOEqFb13rdrWtf3fo++U6e+FS72/Ls1fWQIUOsTMuWLXMee+wx56mnn3YKFCzkKDNp3jPovVH/KhvvoH0jo9y83XprK0dVdUvHA/W6adMmSzNz5izaXuEJeaSN9NMtu49OLJ/uPeGaNvlLx/uUFuLbQJ/Lmy+f0+zmm53Bb7/t/P3336rhx/neeDq0Y7E8XOk4q8Rb/M8/0rLVrbJm9SoJV3UBKQTo0YF1PPq0JUAvrB9aXdrH+WpU/+hBrbdWdYhr2E76Uk0vXI3wfKKMISVLlJQdO3bIrNmzZfmy5dazRUbq+7RndEfp6OVdtY90GLDJnTun7Ni5y45Y7eHpyR944H59gwtUtjZt2ooStdqkKq01z6iIXl+JesNgB6rxR8OGmaR87LGe8t1334kSvZUlxvduu1//KAc4oTbijTfcIBW1x35vyFCzE5Fg5NtqyHcf393KdUxKatb1GpJQtQWfxPzwo4+kZcuW0um222T0qFFaL5GmJSC5eN5VYX3v1u/kxq1fL23UQ32r/oadfVzzUqhQYfnqyy9l/YZ18vnozyWf1vM0lforVOq5daDvp2x+aXggLdR37NQvx46VunXr+n4RUYaQQYMGy3JVnf/44w8rJ3Z9Wn0v+Y3TApI3NAsXfOfPBe+jHJSfunCpSetZ38fAkTaualbpJLe++6qrrpKmNzWVhg2vUnsxn+/O00H9XKnS76yM9+uvv0pHJYhtanulU1vGU32wKYBbgRTebTB+U7Glv+jvvlQd/ZpG/9O2if/dqkrTiHNcu6hkqdLWwFXVAGfeadzXX8tff/2lz6S1hkC1MtVNCZI0GD3MlDG95FHV88TxGDXyd8u4cV9Lo0YNSdlUtXvuvVcWLfrbGNxy5MsP+YAsUIEY3bzlllbyv16PSc8ej8ncub+L9vhuOcmfvhNiseftWVXvlGCLFysmnTp1lDFK3EsWL5FwVcmMESib3mzv4j/epZ+8C2Zi6J770moGTsTESNFiRWXWrFmyZdMmaaYqPYNBKiXt3RAzL+UZ3u8PUvFAbVr96B+DOajXgwcNkiZNmkiT66+XgwcOSHG1N6f8OMUGxVym1hTi03af9eANzDAQMmfO77J7904bHGMg6IEHH5RJEyfafeQT8DzMRDkpPHn1Og231tw6MfheYwxod7pt4f1snZyWnU4SO5XOHpv7ei1Lc62fKlWq+O6keq9cpgNep5MoGJWkNwc0CAV1D7fgIFKN/3BtFECPy/wS1c/AAQQM09HK7jC8MqjHvHrZBi/0WLJ4sRr9H8owlTwMRQ8b9oH0ebaPTeQymkmDkLb1pFS4nh9UO2L9ug12XrxEccmZI7ulD/78a54xHXmgsbExSAOCsHPfASGuXbdWej/dW5/5U1R1tXtilYBPQpw+AlGZreViwtm1T7s99KA0athQ1q1da4TMfdQG7zBm5V16xYiR63oew7P6m/5kxMYTTEyfUGk9btw47dy2Wn4oH79aHrmZ84DDJW/AJ0TuPoatywh0x44dZeLE7+Vv1Vi2KTPPnDnTJB3PxjIZr2nDdMDNubGHffJOpHLVqlVkw4b18u6779rIcP/+/Y3pVA3WzinKysZBOkhlPpnKsDKShi9dPr17vT/exR0c7h2+69BWSFpj8ijeoWnNUS2ob9++0ut//5NxX42zNAH3Qkd0yPapx5WEszIeE8GMolFIGIfh9p49e8obr78uZUqXkixqUHfu3FnVPpU82oNTpcYcxmtaEdoAMSeOqfGdVtWFvNpg9OZuoyQ0jZiUgXnnz58v9957n/Tu/ayqfmVl0OBBUq9eXVPtYmJiJUyZ1Bha04apjylTrlu33qY2MNg9bNu6xfLMPdZh6LWEJvZBf0c9RLX97bdZNggCE3vtR/5RrU3F038mKZQh69atI23btZP6DRrI9TdcLydVdXYJ6MyA0DzCtrz4XtK+bVubXP/6m/GWf94VSEBnS5nGc1MVm5JgiP+B+x+wEeT3PxgmcZo3tAMGc7wh/DOlR82Qxzi9N0fOnKriNZSh7w+VedomP6q0HD9+vKhtpjRAOoGpeLlw0/F+DbyL7+7h/uJfL/5ABmOyaINI7jx5pFKlSrJ4yRLpeu898sgjj8raNWvd+6xtNAU+rzCclfGiVW0JV/sIUDh6rVIlS0qrVq2kfIXyctttneQGVWdoaAjGq1DqDFuO+TLUgxdfeEFu1WdilXncXhwpwv8c2tj0kPqFOS7m8CZpb92la1eZpQxx++23SwftwSPTR8kRlb787lV2WAgjg7GSWe20jJky2jQEYBqCvEDI9MKBjct38ut2EpoXH1GCBLJx8+d9Q/JnypjBhtaxMZkQxy7h/sD0A+Gl6d3Hd7x7Fi5cJC+//LJs2LjBvgcyHUg07/pneoXmnSvYSEiZihUrSiFVEUeprTh37lyTqNxNB5SAM+cVCQNq1aol4ydMkM8++8zmEJ/u3Vv2qQmA1IQhAnP57yvnhleOxJ6Ni3Ov582dW/KqOUG77t9/QA5qBztYO+P27dubOeGBervSmC9RxvMIoKT2oMyzoG8zZ4S06t37GWnarJlM/WWa9UYrV62SHduxAdNZk3IgBUJUyt11990yQXtKJk9//Oknq2J6duwk0vIGTOwHX/3DBBkyZDTCHjLkPatoBmCe6NXL5sYYKgceo9N8Da5qaEPl69ats05gwfwFUJF1FDSIL2lrbOB9D1Fup73cwQHfRYWbLifuRc7xlyxbtpxce01juzb1l6muCudjGO5xU3c/XYWbDsb99H63FPWl5Gv8hG9lzNgv7RyJeja4KbgwKawwVU/bpkTxYlKkaBGb2GaK5gNV2WGitGlD7V0eYbpp+BVUwbUQ33FKO7UGDerpUd+8lbz7rQ71MVRwVG2PPlIC/uUCdGao3EULFzF7de3adbJl6zb7jflAPGgwC57r85za9q7HzpWIENWf+/rOTwMFYsTq559/tklrT5U7oMb6VlXlmEfDC2LVipU2wWuqmv6hmkKk9993n7yn9gGDB3fddZcy5w6b8zqgPRcT5oxUMZACgXhzRxASAwXW8+onaeIxM3fuH1JSma57t26STTuCP+f9JTEqTZnHY64Q75nvvvvWBgHI78JFC5Xg05rkc+WrS24eE7jflCl4l74TpnPbL4EM+LS7lSljYmOkTp26MmDAq1KmTBlzI3viySfUhlrsjmb6nvXIMbA381J10/S+62GzGj4GQiVUycVoJ8TtHThJ01ElHPq73aMdS5xKOq2rdu3bmXMAjgO01dRpvxpzmL2l6dOx8Okeyki+DoeOz3KiX3gXk9wvv/yKedVMnjRZO9Nwd1DIeiXaho4yAV5Z3FTODu5zy306aCev7ml3RnqLFS1sHQpOD7jxYfdZDuzlrjmzWWmwetWq1h5XIvP9a1TT++oVZsBrA03KUSmhSujxRKW/cw2igSnxXOH8xPFjclPTm+TTTz61ifPGja+VOXNmS7Xq1eU+Zca5c37X3rmYZEgfKf2ef95st+N6MLWGPcb7zdbRV8CQVDIDLNh2DBr07NnDJrnfeust36hlhBKN64+J+xm2DkPh+fLklj3K2Js2bbbfKI+XtjewwEviC2/ljv/mQu+lFiDue++5Vx5+5GFzVh4xfLgM+/BDux0PnfNFWmXaCFUHeQ/vQF2mR48nI1+eLW96brAsuuqjlUc/ixYpoh3Udi3rJlPntZBWXp5hegENJCnAyaFd2/YyUNt8585d2kbprf6t/vR399Wmoxh4R0LndS5LV++3P/c5nuEvTGmHcjDgky06q6mWRw4dlg2bN1snbmqy3m/14APncdrOzz7bR55/vp/v6pWFM04ncJkKmr9ggbRo0UK2qFQz30L9zZiPytDK0pqJJxTctrJER8v4ceNs8GHo+x+osX+fFC9e3EYsGzZqJG8PHizVlQn/+ecfWfT3Ihn75VeyZ9cuXwoevBQ1a8qMrmoFo5+UcuXKySBNo1ixYvLC8y/IyFEjrbdm4Mc6Ab0XYsmgNmEeVYVpPPw3GWBg2QvSC1syfVSkPcfB6Cr2y+k14Xrnw8QM/GTNGi0ZMmWw1QU7lMgpP36HWbNls7lA6sKIXYFk4l3R0dns0x20cWykDikOIVPEzJmy6O+R9gw2Gn6ZdFb8ZsKQOnZ/tHMD53zVNLmPqQfsXDocvEZwJ2OwirlSnsGxGxc7s40Vbl3SYTDSHKtaxz4b+dy4YYNpMMePHVc1c63VG/kkXxC/p4p7o9W+r5YtZB7DZdT/2eBJPOjHZVP3ChKZesabZdfO3bJ95w6rL0bI1dyze7jbY3meYu62S5cuRldevV9JSJTxPKYD2FotW90ikydOkrBwd+4moQKoNK1GKke/0Lt26XqPfDjsA1mlKg/SDmfod995x3z0RowYYRKDiVHm3mjwV/r3lxw5stnIKESC/9/hw4dMJaUhK1SoYD0vDLpLGwRkUSZgePnOuzrL+G/GS99+/WT3rt1mA5ARCLGYSoH2HdpLyZIlfK5Zp8zfE8KBIZh+8FRM7ErKG9h8jGpGRISbvYpkZuSW+2BE/BipAX6H6d0H9NA0qT9UUJvOuAIA0zJlcEjr/pCq0etVxfvnn7/NZmZgY7Xae7jc4Qp28JC7WsMDUht1n3o5l8yD6XnUV03aJnE2eJc/X15r423aoeEA7zlhkCZ1GZguXT22PhoQA0B0kFccYLxz4aOPPnJUKjihuPtEuG5UuAb5uwMp8ToFCxV25s+fb+4+7Tt2dFQqOUuWLLE0tAd1VEV0tCHtO9i/b7+zYsVKR+1F3xXH3Ke2bdvmrFq1ylm7dq2j0suuf/PNN07devVogfijRfPmzsqVqxxlaHMxUwYxFzPconj30KFDHWVCez6I8wPttmz5cmf69OnOV+PGOWp2OLfddptzU9OmTply5Zys0dHKJWndNlF7IU1IqLkGhobhKui6tUEnLq0kHLj7ZY3O5pQvX94pVaqUkzlzZrvHczPz7vc+/V3buMb77rrr7kRdy7ST9Z1dvkgS4y1V5ilYqJD5U+KHp3aVVRAVwie+fTDmM888Y/cPHz7cyZolqzNu3Ff2PaWwdu0657bbb/f5+bn+luXKlXd+nTHdfBH5rmqPMSFEQGdw7333GQPH45TbUF7j8HklNNTlBJjx4MGDjpoLzsRJk5xBgwY5HbSjLV2mjPmw0vHFM6O2E3QDs+BLim9nmDJlnrx5nWrVqjlqhlh78YzLcG6nTofudfD4ruL3ymHM5/NHpRPwcKW1YZIYD0fZVq1bW2HNAdYqxj1wqoXp8hUo4CxevNg5dvy4VWjXLl2oDV8KFw6vYo8eOeq88sorTnT27L6GFadBw6ucNWvWOG+88aaTIX0GN5/ayKqC6Hkap07tOs7EiZPseYOP2fyPIC4MamaY8/TsWbOdjz/+2BzPr7/hBqdAgYLKWJHxbUVnWLhIYadq1SpO/vz5zdkbZvRnOn/p5jKf+ztt6jJpmDlcjx412vf2Kw9JYjwwYOBAK3BoOl/PRO/lqzSIu3PnznbfyFGjnKrKeCtXrrTvqQVUzzp16sQ3aMdOnZyN2vDfffutU75iRbvm9aSc58iZ03n9zTedPXv2+FJwEWS81MOJEyecOXPmGCPe/8ADztWNGzsVtW3QntCakIpplaZYkeIxHtItkPk8c4b2xJSgPRtcdZWZJOBKbL8kM960ab86ufLk0UKnie99OEJUjWCZy4QJE6wCWrRs6bz+2mu+p1Ie/pW8evUa56abbrLlRDRG/QYNnHXr1lnPe8strfR6GrUlwkwVRt1haU7Llrc4i312p4cg8yUf/nXmnZ+rDrHv/5g713n11QFOw4YNnew5clj70HYcadOGqF3I8i9X8kFn9gmtoWkpg3JfbqVDVFxg7z3DEqLLGUlmvA0bNziVKlW2gtP7mIqgB7ZUyZKlnJ27dpkBXqtWbWf58hW+p1IfW7dscdq0aRPfeBUqVHTmz5tvdsjLL7/sRGP863XrJHxrwMqpQT/5h8m+FE5n5iDOjUBiD2Q67zzwuj/27d/vLPr7bzMPWJtZo2ZNW2MZGu5qKIkdaZQxq1ev4YwfP96Xir5D83Gmd1zOOOuyIH5iSBfgd9mufXv5dsIE16XL/APF5lM6dOwko0aOkMcff1y2bNlivoLeULCe2NBwamL1qlXS8tZbZck//9j34iVKyosvPC/t2rWTr8aNk+f6PidLFy+x1QesiyPyV67cuS0WiapAFtoOeOXV5tRvbq698geRPPiTVVLqcNPGjRa/5Z8lSyxUxt49e8zzCKcKwLRN5SpVRDtZC+9xxUMr6IwI7Em6de+ulCk+fVwPVQnohd5+5x3Ttxtc1cAZM2aM724XF6s3+v77751ixYpbz8jBKuv+/fvbb+vWr3fadehg0hl1Jr2qxqid3McK+D//+NPuA14vzTD1ldiT/legHb1z9MgRG0xjcC9G7cX/EpLFeK8NHGjGcFpV2VA3CWWQLXt2Z9bs2c7vqrtXqlLZhpg9pAbhBqbp/33q1KlO0aLFfMyXxsInvD14sP128mScjbR5oREw1Ak5wDnzSKM///y0tAJVmNQoSxAJoH6TUsf/lXY4o5O0PzxVYYOqAz/+8KPExsaYtwI+gKwBwyH6y7FfWoChu+680zxING2f2pagrqYEAtPiO54qLENi9QLhGJYtXSpbtm4xN6nZc+bI3r17zUG7Q4cOUqJ4cfOewYcTH1DtQGTHzp0ydeo0U5NxJStQoEC8N4uHlCxDEKcDGvGHf117v3FNuS7+/IqHFizJmDZtmpMzZy6bt2NwhcdbtmzpbNy40albr67zzDPP+u5MQEr3UP7peecLFi50mjZr5rzz9jv2nfx06thJOT6tjWaSzwIF8ttgCzh06JAzavRop15d1xMGbwt3WkScbNmyO61uvdUkuIf/Si97JeO/1gau5ZpEZMmSxZx46YS0GuwasTmQdLt27pJIlRYLFi6KDxcBUrJ30vzGf3J4aRP8deL338va9evsOxLr1YED5KqrGrj+gCrVkHDP9OkjXe+91xyAO6r0+2LMF/Lggw/ayviYmBM2aLR/3z75etw4ueP2280BVxvc7W197wzi0uA/IeX8kCzGI3YiwVqV9C0mCQN/qJraHQlLg6icGTN+Ncfq1EB85fsxAGvjvvvueylXvrzc3qmTjFWVlwWS+fLmlYEDB0rBQoVs7R5xQsBHH34k7dq1t4hZxHd588035YMhQ8yJG+fskLBQu3flylXSo2dPW4ZEDFDe7b3fvwMIIvXwX67f5DGeSrz0UeldwldmSxceKblz55Zdu3cZExJKjxginle+VVwKVZ7XCEb8HgMqtmzZLDOm/2pTAyz/+fbbCRYdbf369VKzRg3p+cgjxkyE8mNZE+vfpkz50aZGLI6IXrvtttsslB2fLBEimCtSkA1CCGf3aI8ebvRqHzwGjO8IgkgV/JfrN0mDKx5gqEkTJ1lUYpA9eza5+87OslHVuJ9/+UWKFi1is1/ERISgPaREBXppwIDeuamR4RESnTWbBUf69rvvbI+G6TOmS+XKVSzAEoFyli5bLksW/+NbqsPauzBb5jLlp58tnUqVKpr0a9G8hYUZX7ZshezcucOYkNB9f/+9yAZwataoaQwZRBAXimRJPBiPfREMqmoS44O9CHbv2ilurMtMFmDnNBmXCr2Wx3yMRH447EO5596uFtadRZ0HDx7WfGWy1djE5iQcxJOPPy6FChe2aGWoxSA8IsrWmj3b51kLqMS9bADStWtXGau2H3E5M2XOJMdjT1hclbfeGiR3dO5so6SB+C+rREGkDpLFeBA7Id6U1PhmW3QdPnLUbDqHPyVAx7w+Eggx5dkuQfrx3nkLF8hvv/0mK1eskjKly6qKuVYKK5ONHDk8PuoYIQ2IN+mtTreBoTSOqZ341UyYMEFuvbW19HnuOVvAW6VqFfng/fdl+KefSdkyZW3ahJXjxHXpoCrqW4MGqVqdsGUV+XHLnnAEEcTZkCzGY7V5/KYSSmysWsamgxltu6uDB4UddCwct92SGmyXIGGIlly+XDlVLWdI6zatjbFQD1klzaAKuwF99eVXdi8bbzAAw9yd9QaahKWiz6Cubty4QV588UULc/H8Cy8oI6+UZs2ayY8//CCtbr3V3Mzc+zbJ/3r1skjSM2bOJAUDZU2t8gbx30OyGA/kz5fPltoT84OhdkftLKYYCPtge58p8dlmjqmAQEmCFGqpjEJI9Z07dshf8/6SatWqyo5t26Vhw0YyauRIUzlBwQIFpU3r1m5UMJ+6SWoer0RGRkk6tf3YA+4FZbwWLVvYVMOChQvl8V6PK2O3NcayWJX6ILsJderUSV5+5RWbePcQZMAgkoJkM17RosUkOmu0ET2jfgTXKVyosAXJIQwcwYPwDEkt+BM2sR+RbAQ++uLzL8zbhEEdvtM5rFcpxtweIe8AW46xcykxWGBiCo+qqQm6TKg2HoMn2LIMIA0ZMkTatW0nL7z4gtSoXk3YH9AiamvZmXJg081nnnlWWitDf/LJJ2ZDBhFEUpBkxvOkDRuF5MqdU+2jCFPbUDcLFixkAYCwuSB424bYh5S2d7z0CIqDasimIRUrVrJozIS5W7pEv1eqZHv6MeE/c8ZMiwEK2JH1uuuuMylNAB3mIjmw+Yj/D1NhAxJsxzZLCU8nx2JO2OT8gAEDZRM7r4akdZ/T+20TEC3v77//Lg888IB0veceCz14GjQtL88pXRdBXLlIMuN5UoZNSrJny65ER5i6OItIhfrF5DqxHWFApJ6HlFK7IFr/tA4c2G8jlUi9P/7807Y+RlKl0w6BXUhXrlppEhnfTSb3t6sqyu9Nb7xRorNlM+8VD8oavjPOE4A0JIJYiJaJEOYHD7MneQID8cm+ELwTph05cpTtq4D6uX27G/0YaUq+A5nP+wzi/yeSrWqmT5/BBimIJQkWLJiv6l2olCpTynbeQXocOJigaqYUgQUyMK5qRJb+9ddpsmvXLunapats2rxZrrv2Ott9iCjTOHM3v/lmef+DofGSqHrNGlK2bBlistt3DzCZqZ0BgCl5d1rC+fny4H+fWzw3BifBdVetWi29e/eW9u07uLvK+kAa3hFkuiCSrWpmz5HDbKXcOXPZdzabR6IwUb13z15JnyGDLFmy1CRASoM8QLi7d++xLcSYCL/h+hvk8KGDsk3zccftd0iGjBll964dJnmZVGe0dbMyZLUqVS2NHNlzSM0atezcnwFgMGOyfzEf30+/5i8hXc6Dmdyv6aOiJCIiUqZPny5dunaRRx55RJYvW+b+6MO/Uwzi/xvOQ+Klt2jO2E+AAQaYoFjhouZojM23S78z2AJglJSClxb7iCPBMmfOZJtRrl+3zjYQYQutrVs22ygrGzLiiTJPbb0aNWrKxs2bZOfOnZZG6TJlzD5j2gNGO50R3GjUrHwmcKoNu6hNx6Ye3l4DiUKfgZGJ+U8aqJ/79h2QwW+/Le06dpTnnntO5s2fF3+vHX7g2dMO3/UgrhzQbklFshkPFQ7PkGLFi+m3NLJ54yZZtmypbWQIwW5VRjyo9hCbGoLkZCYpIL3q1atJ0WLF5Lvvv7d1eLXr1JVZs36TuX/+YbZepkyZJVfuPEr8kZqPDTaSOXLE8Hi7rmLFCpInb15xVCpD/jAZTMXBJh1sQokvqr7MJs9PxsQqI7gMyR+fdm9aNtyANdk7gP/djUJss31Nlx1sQ8LC5G/tJJ5//nm5pVUreerpp2X58tMloFdDpEV+vM8gLi/Ed4p6BCK5dJ5sxgsLC7V94urWqSNhEeFKzLGyaNE/tmVXOlWxtu/YaQtPWYyaGoAobQ+E48eMydmYEslXW/Pz7fhvbYkQUvjGm240Z+gihQvbXu4VKlSUvMpsgGvZo6P1DNWS7oP/lNj1hL0ImJKoSOh4Lee1ajPedfddKumjVG09avfCmO7WBS6DuFUO27nnXPW+kd8wlX4cmzZslP6v9JeWLVvJq6++altQAdIwBqbxyIQPyW3MIFIZ2h7WKfraiPlbxheAd83Dudou2Yzngfm8LL4Blr//+duIJzo6i+xSdQ7GWL5yhU1UB2boQuBfmLLlykuFihXlmd69bSK/QP78Nlm+euUqC4zDKCtSEEm0fMVymwZgMw7AKCwT5gbNH/LJI/rjMTG2hViNmjWlfr165jr28UcfyUsvvSwlS5YydZp78ZCBuewxK30CXKZLuM7/SEdsP1bnr1q9Sp588kmVgLfIO++8owzot8OpD0Gmuwzhax9MK7yb8Gjq0KG9DFdtChPLv/3ORfdJXp3gJWREp+dsMjGN5TdqX7E3eNvWbWXtmnXyp6p7SBs8QNgwMt7FLAXg5QEvFexIdoI9fuK47bKDGlmmbGmZPWe2NG7c2HZbZRIc5keCMfjCfaVKlbIyfD/xe4tqxcCQB7YFwyPnhhua2DRB/br1bN4P1KheXa655mrr4ZYsWWKucUh/Y1ofo50Zrgw0FVRvZaKfUdCtW7bKlJ+m2EAM+71jO/vjXI0XxMUF7QGDPfnUU/LawIEm8djYZeLESbJT6aJGjRo2vpAUJFviecSQJWsWG8nk+5Yt22SnMkK1alVsxJGVCiyjWb7idFsmpQCzsRIB96+2bdrIrNmzbZqjetVqthNQkSLF5JeffzFGsy26lCnThaWT+mr/GTTP7PXnnTNkgt2GvcioZKeOnaRIocK2KsEfMMYHH3wgD3XrpowTYgNIsBQ1wuCLJ+E8JFxBQoZINmUu1GKmOdjtBunH3OKCBQvkoQcfkl69eslff/4V37nZk0HJd1nh889Hm5dSqNITexmGR0baFnDvDx0qA197zTYNBV67nan9zlvVBE0aX2vTBywcxZk4d14GNNKZ7cU8289sv5zChEN6BQsWslAOxPFkeqNK5cpy6PAhWy3Rs0dPm1tkPR1qIQx19MhR2yuPpT/Hj58wduA3QAW4mx8aDyqTxtngUUOV1qxSP3LU9XrxysFo7oABA6T/yy9b2U8oA7FzLqonaaXhPrUTYRskqDsy6qZNR8Ce8YSVgIktSFNMrDXinn375DVtuFta3yqPPfaYTJ061eJKJib1EqvTlK7nIP4NVMz33htiroEMwsXGuZ5OeDkpAciHH34oX339td1Lu52tTZK1EDYQbKr4449T3L3TlPCJ4sW2yQx4sI/2n0roVze6OsniNynwCHHVqlW2PzvuYEheVEqW99SpU8f2XbffDh82qYJKmk4/165ZY2ooBP++Sq4tmzeb36VXQah/eOOsW7fWBogmTZqkqmlp22PPq0g+kVJ16ta1OcNZM39Thj9m1/nLqppAjuzZVKLFmKQlZX47pczIxo+HNE+11X5s2669lC9fThkvRtXmPRKrTBaWLtw22J8ze5a9G8YnPUZl/eHlRdkt/jtHECkLr709fPXVV/Lxp59qZ64dqnaqHlvR7uFqdhCBgUh8OO77m1iJtc0FMR4LYdFx2ef8wMGDUq9ePbX9MsgPU35UiXGVuZDlzp3Lwu6lJNhxtbimibr7wYfDNP2SsnvnLonSd+/YsV0WLVoo+fLlN6ZjXi1rdFbZrBLyuuua2GrzfcoAn3z2me3smkZVTpeQqWhST2NMPWfO79bDsRnjTU2bulsm86tfJdZSBuKZGTNmmB1ZukxJKV26lORQKbxVVdyjvp4RqccAUGREpOXlhEpbGgh1947bbpcmTa6zPK1Zs9q1ScMjzJZgc0g6NmxKAjEVKlTIlc6KhGy4J24ZTieUIC4M/nVJJ/rGm2/KgnnzzMSx+tbrbnfLve7UEmMAlatUPs1eT6xNzovxvAbmYFj9ezUuWYsH0+Gp/9WXXxrRlyxVUpYtXW7r5mwD/AskDO95nJhR6ZBQjF6ydq5m7VpSq1Ytm6hGDV23fr0UKFjAOgeioLFCHS8SXN3mzp0rnw4fLsdUWsJ4HqxMvk/S1rfYxHtVVWWZdNcf7HfLh/uAVKlSxcqKxOfXw0cOS0Zlkg0bN5k0s7RUqhbUvLBRPmopqzcOHjwg33wzXubN+8uk6m2dbpOcOXPJ1m1bZc/uXTYKi58oEh3VeeKkibJ+w3rTHghT4QWX8g43O+dft0GcHYSVH/TWINm9Z7dKN3fbb/9BNb7DfNju+ALf3KyZXT9Tm5yXjeefGPNnNWvVtPMpU6aYzdPo6kY24pkta7RmeJksXLjAftcH3c8LBFIEe26oGrSFChSy7ZpXrlhhi1VZmYBUoSMI0fexZInheubMUPPAvPnzZTdO00rYDPMDcmZE7PtkxR6fcWo4e+sL+Q2mA/zPOYzw8CMPW2XD0Nu2bpe4OFRM9z5WMWRS5i9eorhqADvkd1XFGYxiC+IoNcyXL1+hNl1PGTBwgHTs2EG+U3X5kR49JJcyIXYokhIbAhX0/aHvy63asd13332yYL6vTn3w8hVE6oDIdfv344OcRk4mUtdQjks9IovVRNit90M/Z2qX82I8f6DLtmzZ0ogDNQ/pd8cdd8ixo8dU5fvbbK0ffvjB7rVspRCBIE0YDXzn3XdteD6TSr4Z02dIk2uvlezKBBYNTXugY8eO2xKhKM1n5oyZbL9vVEOTWsp0EDYDMMBdEuQuE+I6qywyZcooOXO5fqn2DMzpu9/7zKjMd8MNN6iKGG5pUFI3TVcyEsuFUBFrtAPAEwancmsU/bPlR9qDfvfdd9KiRXMZ/flo6dCunXzz9Tjp3r275M6TW05qnnkuQhmV5VAff/yxtG3fTp566mlZ4Qs8ZXnR/JHHIAumPFAhjxxTDclsu8A6dtvS2ls1EbSd5Sohz4YLZjzQ5LrrpJTaWYC1a4wgMtAyddpUKavq1QFVrfbudeOfpBRRREdHy5NPPqXqWQ5VyUJtAv333+fItu3bpHz58lK4aBFTM/fu3WOO0s2a3mRrCVk7N4eARejkvrRcYtU/H9ORR2MbZSKkIhPugfCYzgMGNaokAzenNB2GlWFcDtLnbQzk0HAeGIbGdsBYZ2RzvTbYyy+/YqvfP1UbtMn118vbg9+2lfCUh1X+DOwQoHf16jXSvz9eMLdYbFBbaa95Il+n5+zCQN71P/fz/zH2qL3Pjll0qG4N/7s+oBxs8N1Kc+x+BALpxMMFMZ7XGEWKFJbmzZvbOXbIhG8mmGc+82I7VKVjUMDz3bwQmJTwEQFHFTViH3qom/UuY8aMkfoNGtj6vMVLlph7F7aQG5avhrRp3cbSmPnbbybFODQRZS436FHpEiW0kyhtHUWZ0iUtNCBVmSEqypgceO/34H9OWMGqau8xAY+NV7x4cVt4W07TK1SwkE2zeIAZ6RRK6/tKlSwhJVQNzZEju801woBxcY5Nz/R/5RUrW+c775SRw0fI4088YbYiTI0NiqM3v/d87H/Suk0bGTdunO8NKYezlfn/E7wOlNLDSgndmyftlJl8nTkrc/bv32/XzoQUkXi8vLOql2XKljViHjV6pPXM9NSjVHXCRsrlU9fO1AMkCzS+jwBgoMKFi9iKhUhlIKI+Y+9BxEgT1MrobNEW8frHH3+0YXoYoXq1qiYtzQbLnEnyFyhg6iXPMDGaM2dOSx8VlVFKD0jF+AbwKwvnLBBGpVy9ZrV9Z6QTaYntyaAJqyHoERmxxJMGhmfCnqjXqMfYrpUqVtCOoroxLlMazO3d1qmTfP7FFyq1m8nXX38tPXr2cCfi1QZkhE1zZbb0Rx99JIMHDZLFi5e4mbpAWDmpZ2O+1A1gdbmDTo5OFYlH27vUBxLOgKmiSkcMtp0NFzSdALyGwJZj6B1Cx6uEHuGRhx+WL7/8ytQ1Jo29ofALgRGCHhTwZGyMLF+2XJkvs6TP4M6boEoyr8b6u99mzZJp06aZrVS2XDmVjg9ZKECmPjLrM/ny51ObaZ+pqox2Lliw0Dxv6LlwicMliBHH++671yQM77WK9pWZspMfPmFYfPYWzJ8nO3ft0WOn7Ni5y3Yi2rljpxrne/XJU5pOmM3xbdu+XTZv3WrOBiQJ0xMgmHwsW7ZMlqokY30jtiwM+Mfc39V+nmiv7tihk1zT6Go5dOSwrbRnEIupDaZvRo4aLRO+nSCHDh6yaRyT7D5AEPYyH5LCRNzDXTzl3e+V2R+JXTtfkE9LKYXSSwmgylP/eCsRFFkz5/7gB7pj6oFOCvOrbt26vl/+jQviBP+GAHfffbfUql3bzoePGGFr4d59911ZtXJl/CAABJYceGl7gHm9LbSYsHznvXdNvW3Xtq0xFKOMeXPntUEfRjPxArn//vvlh8k/2LQDQ/tML8xfuNAkT+mSaptqWqSL9HDz5w6uAOxCJJeB8qJO6KdXdu+T8BMEuyUdm7sjn9pDsp0ZnQS3MYmONwoH6Yfo73nz5ZO69epaHlu1amVlOKL50oLbNmOUFanJwM0+ZcTXX3td2ndoL/u0c3u+Xz/5+MOPbJfUlatW2RpFOoDNal/0e76fBef9Y+5cyx+gJlGtSZt69W8LzgPr2isbmffvNOOv+xD4XFLgPZPYs9jZ4HzSTS3gdZRBNSG38zq9/P7gF+onsXEBf1ywxKNyvIaA2NnWeMqUn5QpDsm69Ruk+8Pdbc4KwqTnpv/MmctV45IK0vd/D+B7mKqTLPc5fOiQfa9QvoL5ZlJofCnr1qsnzzzzjKxSqfD222+b1Mqq9hrDwth+x1VVK6gq5gmVKrh/IeGIQMa8HKrfvgMH5J6u95jzq/dO8gBz0APirE2UNbaCJtwDhI+KWqVKJcmZLYfkUFU2d+6c+o78kjVLtA0xR0dnlVq1ako3lb5PPvmEqeOEHbzmmmukevXqcl2TJjZCWrtWbVOHsVOzq6rMig/2byAPeLqsW7ta7btlUrt2XblWe1e8hZgfjNNy4TzAsiYcAJaq9CQsPaq+N7hjtajloCz+dQoCv58L5IfgUYmldS549wc+Z0zONU0bJCVdr21SCwwQjh//jU0rpDX1XvPl1mQ8+E4+oL327dpJxYoVz5ivNPrDeXcr3qOBCQ8fPlwef/wJm1649tpr5eGHH5FPP/3EiOOtQW/KVQ2u8t15dgRmjff4X3O/i2xYv07mqIpZtVo186TBRYzNVCDA777/Tno//bSsWLnKbL2qlStZUNrVa9aaioknC+odI5944IDKlStL06ZNzQ5jQh6/U17Em5EMrw4YoBJ0sklUVhWgZs/6bZZNJTD4waDPvHnzbSqDEc7ceXJJ82bNbT0gi3jLlS0nGfWdSQHMgzSjU2B94YgRI81XkN2NGPTB9xSXMkLV47CQU+1R5lOn/PSTDQgcO3JMqlStLNWUqe/s3FkZ1dVIztR2yQFp+LdJctJyJYc+o0zmpRMIu0evnytd//efKa0LBdrRPffcI6NHjzbPIqjBfStqo48F9b1E3suinevokSOtAz0jNKMpBlUR4vHBBx84UVHpyZvTrn0HZ+HCRU79+g2cKtWqOcuXr/Ddpc+o/uUdHvzPAd/j4k662yP7rnlYtWqVbQWtqqyzdctW31UXauM55StUsDyEhKVz0oSFOdVrVHcqVqpke7erveVUqFjBua7JdU7nznc6zZu3cO64o7MzbNj7zsDXBjpTp03zpZSQJ7XVnCZNmjhly5ZzIqOinEyZszh16tSxjTrZmrpgwUKOVriTIVMmfS+hb8V5tGcPR+1fe/5CoPao8+RTTzk5smd3ChQo4DRq1Mip36CBU6JESXsP17755hut64XOXXd3ccIj3M1Da9Wq5eTJm9f2iP9+4ve+1E6ve698Fw0p9L6Lme8XXnjBpRulJbYiD9M2Dw0P189wR5kxfrPWKlWrOevXrbdnzpS/Cx/t8IN/P9OlSxfbohlM+Ha8rFepNPbLsRaEiHDqDGQAr3fyeiuOQPCbJ9YD+zJGBMuUxpG5pNljHnBoff211+TIocOqGoTZgzYipTYOr1BTzd6FxMibJ68N1fNMr17/s3WFqJcNGzb0pebmAWhNmsrKWjxsQuw/y5vPJc7rCZWUudtUyZdffEltz+SvS/SvDz5ZGfHC88/LRx9/LE2bNTPpe/TIYVNt0mheUH+Z2/vss8+kQ/t28uGwYVJJpTfSMqs+iy9o927dVWWaYGlanXuS5yz1nyrw1eeFwmuXi4Fqqq1kyZzZ6szqylqaVtb21v+Vxex74cKFpJAe4Ey5S1HGA17joaczsHH99dfL8aPHzE9y6i9T5YvPP5dcuXPZyl1WE4D4ytPnOE+sMs02Qff3A+9RqWPqngfUPbbreurp3hZBml1q/8W0Wj8wIK5d5cqUteVFzOEtWbJYBg58TXIrM7MsyPU+OR0skPVWNBgT86e32Z2aLu/iuRhVM9upnv+s2phMvF4IvDqF0WD6m2++WV5++WXp0aOHVKhYyVRa4sdERWUw9fKjjz6WBx940EZE8S9s2KiRqaVE2F6/YYO5uH38ycdm53qDJqzKABeTkK801Khew+z2+LpKoCgDjIcPLQ4cHmi3xHDBgyuB8G84bCccl+f+8adFeJ44caLZIo/36qUEcsp2bN24caMNkDCh7D3rn9mzEUJiv0H0Q99/Xybpu5i4Jy1340zuTSO5c+U05mRlQpEiReX1N16XqlWr2hKmN954Qxpdc7V0vftum4dMDMxJjh07Vg6rJGVkkVFSiJowh6yEyJI5iw0ylVIJPGDAqxZljJXurNxILgLrwyst19mngrnJWrVqW4exePFiiwRQSG1MRkNtZbTaocz1MQ/ICDDziDiOQzjEpkkfGSXlKxLwN60xrKWvaZ+tzi8XxNeJX165xnfvM8WhWgydOpueou3Q6fqD+sUv96mnn7Idq8CZ8pHyEs/3qaW3CmAuqdf/HlOVLNyG0Qm73rNnT2nWtKn5Wf7zzz82AvTJx5/YXBcgs94BvEo+E5BcHtjBx12mE26jnhBUAtw8MeTOhHm/fn0t7DvzM4Sw6PHoo9LlrrviJVpiYGDjIKOo9i0hf+79rGKPsQGOvv362SAOzAxT++8LnxxYPdgfSMiTl788eXLbwtwHVKUl30dVu0AVUrvDnhmpRj5qNPOWTOTj2cO8J9McqNYsDgbMLzJBfKXAnz6AqX96AP/rKQkm0ZlWAIm9wVE6LFuurFTWzszDmego5SUeh69SvAooosS9Zt1a+efvv+2OlStXyE8//yzFSxSTu5TQGeEjBspPP/1k6+aYoCQqM0PoILGKhJBxXGV+7osxY+xeAum+8PwL8vucORZaL3euXHL4yBGbPghj7k//sufIbk7HeIYgfVevXSMF8xeQaxs3dkcvFV5lJfZeQsGPHTNWz4iYfdBWmefKmdN8UVHteBb79mpV79hDncW3+fLmk+YtmseXR28icffcDzzL4b3XO4/PhzKGf568c5ZGEQ+Gsh3QshLvhs6FjoelKrt37TY1tckNTWxK5zftnLZu226jssQKoX1YN2lLjdyELd1zwT+vyQX5uZDnEwMppWR6gfmjfT/+5BObJmN5l9cPeqOadPJt27Y190meO1v5UpzxEgM9cYP6DYxZFinzxZ08ZfMirFpYqCrPNY2vkS6q3uFczYqDn3/62Rys8XdjESgEsm3b1ng/zNmzZ5tHyhdjvlCp+Y78qarsnr177Bn2cuA53smUAu9kHhHbLO5krF2jlvi9ePFi0vrW1lKtWjWznU5pj0VlAc+eDKw27MYvVVLg6oXXC6sGUCsYbsZjJ72qGo+qPbtj5w754ccf7b70GaLkhutvtNXkEJy2RqIN4xntXLHrXl5896sRoXlMfM6M8tSqWcumMv5RtROnBdRlkiAGatboLPpMWqtn5i43btpkDAsBTf5hknVOzCOykoJSx9eDvsf/3B+B3wPhPecP/2fsXO/xyqwX7PqZYPed4R7v+tnuORP8n/HOE0uHQa2RI0Zap+bZxtQppcTep+5YskVEBA9nystFYTwKgd1D2IVsag8tWLjAJr3pYQm/MHnSZJnz+xzJkSOnNL6msTFCA7WJ0KPn/vGHjcbhDrV+w0aL14nj9fp162XxP4ttMxGIB8LH1YvoX3iS4z2SS+05BjYIOQiD3HxzcxvwadOmrbRufasebcw+S6hkJeh4qZI4sS3R9zMoxN7oLIqkF2RyOpxYM1u3yk033ihXXdXQJu7XKJPmyZ3HGuQaLRf3wVyk6b3TP30bQOK7XUvIC/e6N7i/BT7H79zBtWzZstse9Bu0A8LuYzNNBo7wYSW+KPd26NhRypUtK+u0Q2MkdMmy5daZFSta1OxtD7zBY53A9/l/PxPsee9eyqCfiT7n3ZOUNFPoHn+c6f6E644MG/ahPPvMs7L/gHbqqnIykMKvXgfNQBVqPyP5BbRjM5ylni4K4wEawHrlWrVs+Qw9LI1OQFy8uTfrOaOeRIdesnSx+UqiSkLM2E3YLkxob1DDFqm4SImI3/A0YdKa9X/08ASg2bljOzVijHdAGRMVD5es/v1fsRXjVEy843M8TZ9O0PRg/t89YBNNUUmGY/U+VS899y+WJfH+rl3utsEURhaRtIR1qFCxgkRFRpjfZzxzKQLTBlxzidUjeYUvH97hIf6c6/rhqPFPD8yQd/0G9c2Vjjwywc8qhj2qZuLGN3PWLKlTu7Y5GPzyyy9yVNVxJn6P6VGtajW73/JB2poXv5z48vbvevkXeI57Oede3/3ec96npe37/VxpnvOdisD0kwue8w5AJPKXXnpJXn/9dTmkwgLnexu95Hc9KCNAm8JJ4d6uXc0LCpw1D/pgqkMJM/7woIVw1PB3rr32Wid9hozk/rSjdJkyTrXq1ZxixYo5atA6GTJkcMLDw22SMiIiwsmSNatToEBBp169uk7NWjWd9OkzOCrinXLlKzhq2zhZo6Odm5s3d/q/0t+ZOXOm760JOHUq7rQ8BebR/9wfaoc6KrmdGjVqOJkyZ3bC0jF5Gu6ofeg89dRTjnYMTsuWLa0MefPlc+bO/d3ZvHmzM3/+fBL1pXJ6+oHv5Ig7edIO/eJew3mAT7szAL77vWc9qKR3Bg4cYBP+qsY7kZFRll/ylr9AAWeU1v/bb7/tqKps5albt65Tv359Rzs2XwoJUPvF0lY167R3nAmWF57RIxCBz9u9SUjTA/d6+UlN/Pjjj1ovNa2+oCkcQiL1SKf0xwQ6k+YRevDJPffdd7/vyYQynSmPF+Qydj7wXuf1BkikqdN+lcmTJ8n0GTNtL3IWfAIGC3Czwk6yUVFV6+JU+jECFxoWasPm+C+uXbPWQk6who7YKAQ/qlmzpjRq1MjCtackfp0+XW24Ry0gkjkxqwTTajaJ8f7775ub0D333Gv74+Gd/kr//iaBgDaC7/4zqyCngbry3XfOZ/zu9QcxW9577z35/vuJqnGEms3L1AKxYUqVLGWjrsSoee65PqZGs9lLgwZXyYjhn9n+g8C/zewsqflXJLmslxj++UTTYjfgd/XYqSYOtOd4Zff9j46BkztnrI9kKuelF1+Sp5560n4/Fy4644EzNQZr6rDp/l60yAibZTMsjSFMHw7NEG5oCBPpIVZYvuM5kiNnTqmiBi3MVr5CBSN4/DVTAoF5HT3qc7n3gfvMI4YVA6gczAsyEotzAJ0DqzSIKMYyn9tuv92WR7FqQrs/Yw5LE5XTl2Zqwcs7uySxJOqPv/6UrFmy2gANqx5gQiJrEwZ/4qRJRjjki+VWrHhgDpKRYS8tYHlOpO2uFMSX4wxlYM3mm2+8Kb9MnWomEA7z0BkKdyCjpAvFWTqN1uNRyZI1WmljhG0blxRcMsbzR2KVQE+NgzB2IBHDGK1kcaFtraX3s4kIKwEYpSxerJiUVgKCEQLhSZmUAsTY87HHtLrdJT80CTExCWY07quv5LPPPlUp8qYyYqjNL/bp00f69evne/rfjJyasHdxou/7ccoUadGihe2SS6Cl2FMnLf9MsLPD0ltvvSWDBw2WESNG2KAWNguba7799mCz+eLzTdtdpPynFvzpz78thr4/VJ5+6mkbrUbKUQ9IMuoJ5wh/quW5UN+IJgGd69Spa44V+fPnS1ob600XHcoMdnh6Oof+F//bhcI/jZRIzx/9X30VvyBzlI1Az9eDasTOXLt2rdO6TRsnTdo0Tteu9zhP9+7tzJo12+yifXv3xNtpFwu8y/99vXr1sryqlmD2XkRkpJWBaw0bNnImT/7Bad6iRfw9adKkdbo/3N05ceKEL4UrH1YfAfWyc9cup2/fvk6mTJmt7NSN1Y/WDQfnOEMHHvzmOUb/73//86WWNFwSxgNGFN6n3+H9dqFILN2UwEuvvEJ35oSEhTmqTsYzXseOHZx1yng1a9VyMmbO5Pz+++++JxyHlRNff/21dTQgpfOUGPzfAePHxsYq8+91OnTsaPm1gSoIS4mKwQKudejQ0Rmn+axVp7Z9xxOf39588634tFI73xcTx4+fcMaN+9ppcv31TkhomJM2bagTmT6D1QsMZZ9afhiMFQgwGysSwvSaMZ7WXdqQUCc6e3Zn5swZbqJJrJ8UdxlLKhDFCGP79Du83y4UiaWbEvD2ScAzWqsYXVZfJmZfYpTje3ri2HHz5/OwZ/cecxhIyXwkBd77mN74bPhwmzAngFKt2nVsGsRAGbQsoapasSHHF198IU/0ekJKlymrNmmczX++8OKLdh1c7DKcD5Su7fA/9757IEobjvu3d77Dpoe0YBKWLszsX9VL4lcbEDz5pH63SHCqchKrFbs+LK27GBanCxYyo2oaklg/l4zxrlSwMp34lrblslayShNtXVFbM48NBm3ftl3Y9CSb2kUeYELu8yfa1CZg//THfT3OFicTBBi3uL59+1jAXPxOAbcyB0l8T2LkzJ37u/mxstmoduCyd88eeVJtn59/+cXuv9xB2b3ye+fe9117dsvQoUPk1ta32ig0MVRUqmtnSoRywju6/p6wqTec4j7pMi/MaKtS9D5su4qVKkuPRx61+ksOgoyXTLCHgUk9PWc0M2OmjPGOswQuypgxg02DIF08ZM6aRcqVS1gq4hHBxcCO7fiWfmlOBEwGA0beej/T23p49uwDEBUh48nbkPeHmrMDE8dEQsPdbuOG9bYTEyPPVyJYVUKktnZt2lo4RDaEYWWJraf0aw/fcJRB2dXvTM+1juySHkT5Jnr489pBlSpdyu4KlKpnQ5DxkokM6aOMKGkE1LCrr7nadnZFAh48dEhatbrVIqp5c5FcK12K5TtumHtP7UlOI10IkHZsfkJnsXzZMpk+/Ve7fu+991pwpZNKQKHmmubSFPFqDh88JI8/8aSUKF5cnuvzrI3QQqSkwzpH5k79cTHLk1zguIxP8B2dO8tdd99tPr5IcQIXmZT6V94TzvUXYzg+3e7J3YYbpyLMjR6PPmIjxSC55Q8yXjKBCon0QNWg0Yh3gvsZw/TZskWr/VTLFtayXRigp8XNDQLwQA97MaQexMA+e4DOYv6ChTLn97nCfg2QCbFoihYrJke1kwhRGwYQGY24oqtXrpBn+/SR5i1bSocO7ayTYRsx1qOxDMkfF6s8yQFlJ8DW/Q88IB06drKt25hjZZ9+8upJelMdA3gGZuPPg32jjMps+GRiNtx//33y6KOP+u5w6yA5uGi+mv8VMOlMxObdu1hcm9aCB6HzE2C26U03SZHCRUz1ZO6QAQz6S1ZBIDEuOoEqRbEOj0WvmbNksXijhMkYO3aMVKtW1TxXmFwnyBO0B2FRFiQCqzVw8sbf9PFej8vWrdtUzVyi+U8rfy9aaCsyvJXWEHlqlyvwHd73wOtoGtNnzJDBgwdLn+f6yPRfp9sOwuxRkVYlt0kvfcYYzv7+DVwbGEChK7IQjVpm3gDDMZiCI/Qrr7xitrw/klMHQYmXTCDt8EoBqCqsgmBlAmvz8ucvcNomkuzBzkJfJIVHJBcL9MyDB78t4RHh0v3hh82Th0W/OCWwSuLggUO2LvKRh7tL9WrVbCLdIxs6C/JLNK1Ro0bbHn2DBr0pVatWs5FORmix/1gi5d5/cUD92aHSyiNy7zM2JtZUyq733GMhNwYNGiTbt+80huPQG5XYHWMq/gKRcE1Lr7pkfFvpB+zJnoas3GfBMc72RFe4EAQZL5nAOx21LUKZD0lm6/3UjmN4mqVJHmg4wjCctszGRyQXA3QKrF0kLkuZ0mVsOzW8fNixqMFVV8mQIe/JmjVrhT357lViZfkQXhom9TSbkJ3bsYRK3359Zc6cufLmm29YAF7AkqN3333PziHq1AZ1F89smkcPrBj4/vvvpWOnTtJRVcpRo0bZomQ6DbPF/fKm3YlNE/AHEmNA9y7fu/hZP5GidLiP9/qfDOjfP8mhGc+GIOMlE+kzZpAq1apIocIFbW/1P/6YK9mis1mgUw4A09FwWbJkPS0Q08UEqu5D3R4yiTd79iwbncT1Dv9RdrLBURpVia3UmjdvITVqVFepEWODREZ0PumCysnaSew9opxhF+Kqh8rJnt9fp8JGKWeDx3zMl3726Wfm1gbDffXVlxbQlw7Ecx2EwRJjLQBzeQzIt4RzK7oxHL6aTBkULV5cBg4YKC++8KLtpZESCDJeMkGQISJW79zl+pFu2LjZQkgQTgL/Un/EqyupDO89/u9j/R2q0VtvDbLFvoT4Y+FrgQIFZfLkyXLjjTfJ9OnTLSgSkbNQzwi3cUrVOGw8mzzW5/kMZ1uwVSvliSeeVDu2qdyrNg5rII8qUfbp10/WahoXgtPyrwefZ6q5tevW24qPW9u0kS733SuTJk2UI5oPJBx2tDf6CMO5dlwC+Ibt5kq6hF9MBfVd5w9V9oSmSSo4i385ZowNpuC7mVIIMt55ACPbPFFUqhw+esTix2zdvl12qf0E4lUi32dqg/cYsUK4PkSrFGYRLOEgcuXKbY6/LHxl0pxBH0Lts6vRmrWr5Zepv1isEKJT04FAsLb6Xf+YUCZ9tg/74YfJ8vU330j3bt2kceNrLH7k6pUrpe9zz/1Lzfb/PBe8/Pu+uJ8BzzIq/PHHn8jNzW826fvXH39YJxGqDMdKC0+F5I+J8NNdmv2Bc7taeiqx2Z3ezvUvLK1+03fHnjhu3iuEbxg6ZIh88sknFoUOBNbxhSDIeOcBBimiVe2CSFiHR2QzwiqsWrnKd8fFhUcM3lo/mIAAunnz5RX2JfTWNUJAf6tqSVj9JUuXCHvyMSHO7rmojwR8MvuJ9PQfDOGO57n7ARCqo/+r/WX+/PnSt28/2w+QZUM///KzzJr1m+XBnzCT3PHY+05/znsWG26m1m+3bt2lW/fuslRtS9y3UCldb5GE55ICUqVjsVFL7VyoM8rMHhgMoLCV9wvP95MJ4ydYNAFClgDKleTyJAFBxjsPMIXAIAMqiTfUTGwXgjJdMviIAuKYv2C+7fPOoAqBn8gbKiaqIVK5UsVKFkQqMjJKpWA+NwCUggn17NkJ2OrujAtIjzOTCunCbKMWGADmZkfezGrHsmwmMDI4SIp04B4jahjA71mmMQg/eGfnO6V169a23z0jtZHaSbDnBffyF4jErvnDpLl+8k48j06ciDE7jvQI2zBeJfrTvXvHR4IG/uXwz+OFIMh45wFspjJlSmuLsGe6r1GUAWfOnGGO0h6SQngpAh8xGfSc+TmCGQEWuubJk9eY77eZv1mnsWHjBmE1us1FahbZ7BJUrlxJ7y9pah3OwEag/KeGk8uI7hQD83s9ez4m5cqVk8d69pRdO3fJH6r6xZ6MJZl4JJVI/UcpqT9C6LVr30Hu7tJFVduvZY+qzNifSDg6BRiG/CRWu1z1mI//XUXSldx2aJ4o34njx1RbOW47/l599dXyMZt6Dh5soQ4BnaqXfkoxmz+CjHceQD1p1LCR+wWCxF7QXp/QCSvU5rnY8CdcpRLzpKFzYHemo2qDRkYwyufYZpmVK1eRhYsWWsRrmJEQEETxBiz+9AiPdBiogGghZrOhYHC9HhoWLpMmT7LIW3d0vkM6dGS/+2ny22/ubkvnItTEJAj7J77zzjvStk0bue8+9jOcLOyuGxrubrnGM5YP/bRDzykTcFlL/zQtDu5z9RCX0YwBuY6EU4bDbi1VurTt4fHJp59Y1Ljb77jd3OU8mAT2nYNzlSm5CDLeeYJoaTly5jJXKogCR+L9+/bLr0qA8aCx/YjsYmPGjOkWkS2/qpO4gbFrLN4rRGY7HhNjauZJPSc2DaBDgWGR5K666X4aifuInYGLtCEuQTNJvW79Onm+b1+brmDJ0QFVEf1hDBNQB/5EzP59zzz7rO3hzs69v06fwUPmdMAoJUCr4N2ulHP//MF3orKxIpyDgRJeAaOxDz8hGImizfP1G1wlrw0YIN+olGfgpNUtt8R3PBcTQZexZMAjIgiHUUH2LMDLPW3aUFOD8P7ABavxNddYuASlWmM+kNI9ZlJAGEPCPOzdt8/yx2Yx5Jcdm/AhtTkvn3c++8KnC09nW1kzzUAkbrfLdyVIIHAk2Llzh3mvsMSGNYejP//c4t94fqpeXfmXneBWhBj8atw4Y9w333pLvv32O9vLAmYjb9QZKm5yasze4ztHFWXQCwbGfq1br47N9z2m6vFjPXtI42uvjQ/v6OXxYuOSxFy5kuHfUISc73jbbWYrMdeF7YC3f69evcyXj6FqKvdSNKw/Nm3ebKOX2aKzyqzZc8x3s2CBgrJepRWT4uyS+/RTTxlz9u79jLlEYctZ3vV/5vVcdda9ghIWGqbqn15HlWXLZ0LW39mlq0rXvDJ+/HjbkdYfrIxg2oW4qTNVJWWyno6JFG1kUd9t9aT16151Gclj+gS2Shye7UagJqY+qlStIjc0aWLzlWwGal4sAbhUTAeCqmYy4d9QRDOrhEsYfZeqYKEQkKo6n48ZK4sXL+HmS9awEJXXp86ZM8dCuuNHGsVkP+qx/uFveEQZh4C2kyZNtvlJIiUbmZN3PUOFTJfO3cSFYXwIBmY8eTLOmBEix2mcAMXsxMQk/eSJk3itYenSZbZPHz6UDz/8sPw0ZYqNTsIoTEgTlTmNqunGYuTZfUzBuTKGj+H431v9zXn8px5EnMN2Y3qgfv0GFrRpwjffyPPPP6/St3aiTAcoo1dHFxtBxjsPeI3FHM+1111rXu9GiNqQhIPbvHGDuVLZ0iE/XMxGNsbRg+HyaVOnWoQ24pcuWrTQ5qoIaw/j4eTNYAvD96idu3bs1KddoifKd7ny5eX2227XS+7AhDv57BIsDISU3Ke27dbt2yw8P8CTBLvqtddet738Hn/ySXOnQ/WNiIxyJaYynU18a7rUinv8u35c5vMxmu8glKJ+2DuIp0roxGb6ng+HfWgjtA88cJ/tw5EUkN6lQJDxkgkIziM80KzpTbbUxgYi9DtkBDGOHD3KAvTinkWoeXApGhmGK1O2rO2psGz5MrPrCBAM0TMXt0MZLVPGTHKN2qUxMbGyYeNG90EtHh4chNt/8skn5A5VqQlwS4h8ymmT9fppzKCMsH37jvgR0c1bNtseFewfv3btGvOh5GBHIsLfYUsy0OHWR0KdIMM85uM8/tOv3hjsIVw/jstFihSWO+/sLB9+OExGjxolt99+mzkFANrnYnZ0yUWQ8ZIJf6YD5ctXkJYtWyhF0DNrY+snTrqEWWAyli2y8PTwf+ZiEATvsBFJzQ/bL0erfbdi+XJbEsRKCpy3N6vtx2BQm9ZtbIQTJmFDGNRlnkeNzKuSg2H2VwcMkM8+/dQYh4ELRgxhCHuH3ps/f17TAFitPu7Lr2xqgEjbjKZGKLPv3rNXVq5cbRpBsaJFbIoDFdE43MdkHtMhEbni/2kMp5KUe9gRqXfv3vqeL+WTTz61YEP+I5PkxzoEP4a93BBkvGTCYxr/Ju3UsZPtt0cvjN0DTUIo4ydMsIELtsXCrvJwMQiCd7C12YCBAywsPqHss2aJlsyZsxgBQ/SsUGBX2cbXNrZn/po3zzY2IVI39hIjjERUvunGm8xLBelH8GBUaIb40/jqQi9Izty5bVdcJD/zgXXr1jPmglEoLiotC1IJ/HTkyFHz82SNIPXEMy7cevHvllghYJPdMSekUpUq8trAgTJhwnjb4LSKz4fSA2mBy5nhPAQZL5mIb1T99JiwTNkyctttnWyw4JTaei7RRljIh8+GfyZ58uY1Fy7W7l1MYN9VrFBe7akwcxlr166tSrTtFj2M1QpQOBLw11/dOCxMNRw9ctjyjyrJsPyff80zG/Cb8eMtZglr/CgnNhelt/rQg33ut2/dZpKQvdbbtL7VpB91hNS1T30gRvO0YdMm2bvvgORT6ZkvT16be8P1jsEpzqlhVkbgWULy5SpUlEd79JBRI0bIw927W1kSA3kGXrtczggy3gXAv2e9/4H7pVq16hIbS7xKt5eH8L797luz89hmbNbs2XavS4SpSxykzyjm7bffYYs4GUzJouolTMOgCD6cmbJkskEPFrXSKfz555/GNCWKF5PYmJOuLacFYUAEZ2X2lUd1JhqZEbmWEVstKiJSjujvhA8E5cqVtbV/LJNir3uzf/U+9xnqzDHpuHnzFotTg+ppjKxMi9sZDMf3RldfLe8MHiwTtQ7ffOMNc1ED56q7oMT7jyKxhs2ZI6fc07WrsP0xgxSQBkPl9PBMFOP2xIghdhXPpzZxGHH6CJSdaDdu3mTD6mz6ySafTB1UqlhRjhw+Ii1vaSnLli01t62SpUpKoUKFjFHSmN3qS0vzi/uWco995zqyCRU6T948phIeOHTQRhgZZMFjhn0NmYLwZcNUQZ5jZBTGYsBl1epVQljl3HlcR+2cKoHbd2gvY8eMka/UhmNfQ/IDeO+5mO5KQZDxLhD+hNCpU0cjGjb8cK87NpjA4Mor/V+1DSq9GJypTUDG2D7mZu1gjWo1LFZMxgwZzeuGjTQzZMwk+dX+LFOmrEUPa9r0JtvBFjcunKhtOkTTgAn5A3wiCY0x+a6fDN0zQb9vz14tYyXzASWSGcuIGOV1a0L/17Q8ddDteBw5fOiwrF273qTkiy+9KCOHD9djhLRs2TK+rgKR2p3WxUCQ8VIAEB8HK9GJwFxRJQkDAkoiRmh4tfwweZK8/c47ds2g96cm/ImTPdtXrV5tq8aZw2MOjU8mu1s0v9n28pvy4xTzZmGf+U0bN5lEireZjHWAm6Yxn6/MLNHZuX2H/DZrlqqxIVKlciULGY+bGlMW7t2ehBQb6cRXlAW5zCPiWfLu4Lflnbffkf899phNa3grvb169c4B5Qq8diUi6Kt5gYAQvAOw/1zOXDlti2OIy0hOCSQqfZTaVftM3atZo0b8/f7E411LSaBSsk4wQ8YMNoF9+PAhG/bPpxKPaYKmTZvKB8OGycgRI+SvefNt1BGHb0Yt8Zckd6y88NRDBkrS6nWukV+uYy/ig4mPJottv5kwXg4cPGTzmfi6UCrsStRS1M38+m7W2PV9ro888sjD5gGE61og/OsVeOeBn1cigr6aqYSnez8tr746wAYiqGGCDl3b+BqTAjfecINtXukRjtcEqUFIpM1xnH3xwl2HaCQZDMAnfpw3N7vZPFrShITasL/exJPGdJzhaM130iCOi21smRZ3L9djB9W6WPHicmfnzrZHPMts8PXkWWw/fk+vam2FCuXMgfz662+wPdiRvGcD+b6SmetsCDJeKoH4lffde6/FKCEUID0+IRi6PdTNhvRxxeJ3CMuaACLzqXYpAa9Zz0W4rLbG8+PYseM2KAR4hqdc246w5W4EZfaJePDBh4QNNz///HObkmCVQrv27eWWli1k5MiRMu7rb+InxpmIx56srRKt8x2324JTW7XhhzMx15mu/1cQZLwURCCxrF61Su686y6L1MwgCxKjWo1q8liPnjaEDxEyEpoBrwuaIYUJzWta8uTfzF4ef5rykwx4baCEqWo5a/bvFuIcZtMn7Xe90/e/2nRxp6T3009JX9/utgTqZeFvvrx5bYsywrq/+OJLKgXDJA+uYarW1qldR25u3lzKlyt3Sda8Xc4IMl4qwJ8B58+fJ3fceZcsUUJlkIVBF8IvECyITUAIEdilSxcbkElJBDKa993L14KFC817nwEhAiCx57ytwdP7PMdlteJ4wPLcpMn1MmrUyH9JLA/MVS5btsycBQgGRZQuOht/ePXiXz//XxFkvFSCP3H9+cefFvp73ry/bLEnC2YrV64sr7zSXzarujZp4ve2SWLDhg3tfn/ENw+fvvSSQrT+zRpI7NhzvZ95VkqUKGFzd1NU8uEehj3GwIk+ET9dgPd/kWLFbH+9+qoyBpEyCE4npBI8YueoUbOG2j8j5JZWrfT7KQkJDZOFixZJ13u62tIbBlqmTPlRZs6YYUtdPPgzi56YFPJnOn/mCkTCXS6851iI+uyzfUz9Y5BkxvQZEqLcBqMxCknIdu7lGkzHCu43Xn/9gpnubHn9/4igxEsleEzjfYK9e/daFOQhQ4bIkcOHtfbTSlRUpLRs0cKYc9vWbZIhU0a5ql49qVipinmcePCayZ/xkgMC2g4aNNg8SurVqyubN2+Sz4aPsJUGlk9u0v8Y6eQ77l4FChWw0OXt2ra1NPxJ5XzzEYSLIOOlEuKrFQL1Y764k6dk+IjPpM9zfWXzpo3CIlq2fipeoqR07/aQbac1d+4f5rfIZpb16taTEiVL2LPnBX337DlzZNiwYTbZXbNmLfl+4kSZOHlS/CQ5WWVxKX6VcB/zj8WKl5RBb71h83weKFOQ4VIGQca7RCAU3nN9n5Op3r7iDL1ni5Zr1M67+pprbBSQhauEZSAcO4MVBQsVsgl6XKmYk4NxbApCP2Fe5tSYFiBo7b69e9SmJLDtX3Lo4CGzKfGjZKMRRlSxNWFEmt+W0+j7Y2NjLB3ufU3VS+bcgEciJhmDzJciCDLeJcS2bdttGH7s2LGydesWI34VdbZItY6qg3Xr1JXs0dESo3bg3j17TXpFRkXZrrRMdDNHRuOxNx/71uF0vHfPHtm9e4/5S0ZnI3R7HilapKjMmj1Lhg4ZaqsMIoizaUzEK5WJTjm2OgFXrVtatpQ+ffpIhQqnbzoZZLiURZDxLgOgWvbr108mq/oHWIhqK7yVrXLlzi3FihW3pTp4/bsbIjIQEia5cuWUWJVQu3fusniYqIpE/SJ2Cv6QMBmbT7Il8bKly/Qp9kBwd6YNCyXeidjcXZxKOsLdsZdet27d4ufcgsyWeggy3mUCQi4MZHX1t9/a5pEOQ/tq/zE8eco8QVhmFG7eIxnSp9cjo4RHqLrJYIj+ZivflfFOxBy3tX/78J88cFCfdb1RCEehFp0xH2A0lVFN5tquu+466alMx/o3YCQB05n9F5R4qYEg411iBBL0ihXL5fPPv5Bp06bJEpVSe3a7ezEwBeE2lc8mi28279nTv+MTak7KpM2h9zNlwBwiQF2tWaO63HJLK9vYMX36KLvunx+krp375S+IlEGQ8S4DBDIfwKab/fscmTB+vG2mv13tQWKkxIcM1Pu9FQK2kkD/XNkHC/pJKf1zGfWU7QVOKIj69erLjTfeIPUbNFDJmcGeAacxnXvBjpT0IQ3CRZDxLnOgDrKB5FZlvLlz5thOr/sOHLCBmV27dspBVSdZ+kN8FFiGxuQIDUlr3v8st8mp9hubdNx0w402RcHoaBCXFkHGu8JAmHKOPXt2WyxL1sIhCY8fY+1fQlPig4ktmCVrtBQomF+i9RN7MIjLA0HGu8zh3zyB6uiFwEs3JdMMIukIdoGXOWCMeLvLxywMenBu3/0YMzHEP+O73+w9H4JMd+kQZLzLHB7jeAxo330MY4wTwDze/R78mctLwzsPvDeIi4egqnkZg6bxZxyQ2LUgrjwEGS+IIC46RP4Pil08itx8yl0AAAAASUVORK5CYII="></p><p align="left"></p><div align="left"></div><p></p><p></p><span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" face="Calibri" color="#000000"></font></span><p><font size="3" face="Times New Roman" color="#000000">

</font></p>




</Currentcondition>
        <Targetcondition><p align="left"><span style="line-height: 107%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: &quot;Times New Roman&quot;; mso-bidi-theme-font: minor-bidi; mso-bidi-language: AR-SA;" lang="EN-US"><font color="#000000">Now
describe where you want to be next on the way to your Challenge. It will
usually take a series of Target Conditions to reach your Challenge goal. Be sure
the Target Condition is measureable in some way, and has a specified achieve-by
date between one week and three months out. </font></span></p><p align="center"><span style="line-height: 107%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: &quot;Times New Roman&quot;; mso-bidi-theme-font: minor-bidi; mso-bidi-language: AR-SA;" lang="EN-US"><font color="#000000"><img src="data:image/png;base64,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"></font></span></p><p align="left"></p><p align="left"></p><p align="left"></p><p align="left"></p><div align="left"></div><p></p><p></p><p></p><p></p><p></p>




</Targetcondition>
        <Movingtowardthetargetcondition><p><font size="3" face="Times New Roman" color="#000000">
</font><span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" face="Calibri" color="#000000">You can’t
foresee the exact path to the Target Condition. The obstacles you encounter
show you what you need to work on to get there. Find the path by conducting
experiments daily, using the Experimenting Record and asking the Five Coaching
Kata Questions after each experiment.</font></span></p><p><font size="3" face="Times New Roman" color="#000000">

</font></p><ol><li><p style="margin: 0cm 0cm 8pt;"><span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" face="Calibri" color="#000000">What is the target condition?</font></span></p></li><li><p style="margin: 0cm 0cm 8pt;"><span style="mso-ansi-language: EN-US;" lang="EN-US"><font face="Calibri"><font size="3" color="#000000">What is the actual condition now?</font></font></span></p></li><li><p style="margin: 0cm 0cm 8pt;"><span style="mso-ansi-language: EN-US;" lang="EN-US"></span><span style="mso-ansi-language: EN-US;" lang="EN-US"><font face="Calibri"><font size="3" color="#000000">What obstacles do you think are preventing you from reaching the target condition? Which one are you addressing now?</font></font></span></p></li><li><p style="margin: 0cm 0cm 8pt;"><span style="mso-ansi-language: EN-US;" lang="EN-US"></span><span style="mso-ansi-language: EN-US;" lang="EN-US"><font face="Calibri"><font size="3" color="#000000">What is your Next Step? (next PDCA/experiment) What do you expect?</font></font></span></p></li><li><p style="margin: 0cm 0cm 8pt;"><span style="mso-ansi-language: EN-US;" lang="EN-US"></span><span style="mso-ansi-language: EN-US;" lang="EN-US"><font face="Calibri"><font size="3" color="#000000">When can we go and see what we have learned from taking that step?</font></font></span></p></li></ol><p align="center"><img src="data:image/png;base64,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">d<span style="mso-ansi-language: EN-US;" lang="EN-US"><font size="3" face="Calibri" color="#000000"></font></span></p><p><font size="3" face="Times New Roman" color="#000000">

</font></p>




</Movingtowardthetargetcondition>
    </Row>
</Table>