]> code.communitydata.science - stats_class_2020.git/blob - r_tutorials/w05a-R_tutorial.html
updating explanation of part I to address reasons for dropped observations
[stats_class_2020.git] / r_tutorials / w05a-R_tutorial.html
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12 <meta name="author" content="Aaron Shaw" />
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14 <meta name="date" content="3030-10-13" />
15
16 <title>Week 5 R tutorial (supplement)</title>
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30 }
31 @font-face {
32 font-family: 'Raleway';
33 font-style: normal;
34 font-weight: 700;
35 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MibExdohBmNwyiaZdJGoigos7GpF222xrfnZhML/7Z+ylaqP63Hr+m7bdUkQ6/2cXqdfmvwixY+s2ksXFeXcE+iX0Z+Iow76DBNgjJ7TOdUK18iPsPflfQD+DPsZG2Aj9VmKMMJ4fYRrhIaxhTDR0Elh2vA6h/AE6xUb29mj3sjmL72petXjejPy+oel60M99tFduCI59N3221xe7apOvxs6aHs7vab1IqY2tv7q2xsHeHGml/cV06u/8S/xTjJ+JYc0bWEX0ukW6YmIbGkJRMdjJ9mYIH5QIdJF4hvRGyK7cC7ctImQRcUET99fGXOoft35GYLMQu+g2smnkgZUrH8AL/9Si217IssJ916nv14ZrJrvdxLkQvrvtBcjgPC0NXOicO8Qf4mcxPqh3hgUw3DDfdvLJXngg7N3dN2zbPJSaed3OfZnMU7dvmznp3C3bruO+Nmue0LFsy7S+6265+fCKFYdvvuW6vmlblnUI8xCXp37CrOZv4B9gauDBlYp7adcUXB5DNCwYImlXOJJKkAdvExXxVvKEYnCo+3eIskP9qrrfIYs71CccBjfXRC52udTHHdaP1A1ui/VvH1otbrLrpNXBsGX5B89QghDyimlvNB2KfkxZ5C9/em3+d1+d//IfFp2+2Oxn/s+9n/79p39S3s8idN6g0yZObwJOgKUpNB3GyU0Ls0PbRzIRq4lcarLKOJBkLRzJQD4j2090XrbA7DW8K3jNF5hlGS5e4V2D17zgss4T20egOJte5iD0bReM9yjTxnQxCRj3c5kFzGJmGbNKmwGw39IJDJcXJZGMkaAB4jyJAKw0jt5IAuIE+A+U3cVAZZrq9zhDyBrU8oosuxcGNTzCKJfla7JjNVmuSb/+tuzN2H+X4vlB+PpdfMXXmuVsNiub1T34SFbjYw5itEvVi0K0Nt9pNJUMI7SLGRhf2xipfCYf8z5OdlGKayOucFeVPeS/dbo3lBrbSMmwUiQN5/ed7g0Ds1s17IuZC5kNzM3MZ6EWCa0DtekdJfAxz+R/OX28sND7yRMTBcf++s8mQCQWHya4qBv/ufeMoWyslPA9DtMxUknxkH/yfTnm2CMYzs+Cq3r7PxY/MXomrvTEsRpfEGHa+WN8E1AHjElb7d06ddA7oK/+5Mdsv9EtPms0jv0Z5kf1FqPxWdFtfFr0kHfgDX0Y+5PRSG7RUj0tQr7rmfX8DH4G5W28kKeJLtmQsQkuwMP1pk16EV4sl7vrMJATfyUWo/GwEco4rh4XFQgaiUX9qxZHrMQqKnz/c2d8b9TysYrAuXpP/Rf/Gr8b1qwwc5a+euLa6S6sneNXToG2XrEJi4R5SGs8Sq2S3d97bsfCRaTdaLwKClRHt37mkudvXbjwVrLhuYeGhh56bvfQkHpk2CwvwClqgWwuBfndC3c8dwmstj81KkagcUgbfPY8Zje0W/82VPWJHmSq6pP8hPWpotc/EexDOK3qU+wngPhOCiO9MJRm8TJefjelrzoKnG2Bn+1NCUmPE4gHFmBN9jrTigRIpsACrc9Gstg58ULkp9467+Gf/eFnD5/31lNrt2967dhrm7bzI+VT5m+fzKhvf2MzpICEm79Bopkn07lt1762adNr127LwVqQLdJ5+lpQDcvHPQtVY5knhYrK6q8/JsiP6EuhGZdFdaNszjvpqvc+PI0CdjN0AXsFOC3ZfALDJwr4q2Xq+GF+GNbsxUg5NLLIEXi8otcDQcUts0D8eQ1iVDRAMBTsYiNdRIxE09EIBJO9A2xqgERTaW86BUFn0OD2xFO97FAgFhF6OoQ7prYt4XwSeUgQHiJyDbeke9IdQntciLQ1FlJMaYcUNvZBg+FB1ubjlnRNvl3o6IEU2w7fdNPhm/hh+FLysUu6++DLHkOkrSHYEjH0tEPe7WdD3uyDgvAgK/m4szFFR7ch0toUgBTdWHr7EpaWru6+6dmbbnqWEbV2EtxAsXiZAPTtGPSbHsotI2leoM8TePEqgSQprs7AGFf8kuOkPdZPXGb55POAW1d/jLST9v5YflasP6v/CO7+GNAPC2BMZWmsOjp2NNbfHwMCJD+LPVL+D/OYlWEEI/9jpPddOFkB5d1GSuKZYggmCCd7JUxD7EXAzxyirYnNDLdDZoFdx14kivkvGc3579Jm36reTTvDgBnaO6vzyQ6chQmlsMoIkIQ2+bBDWBud1Va4pcCn8CPqxlh/fgtG8IPaPH8C5wk6/nZDv69jurV5QhtwE0x2iqOsj9Mx8B9/0EaUdiPfOYYDCi/q9jhWRuupMDEU0+CtX0sDFxv07T/K5niBPqN9+tQjgEc31NGCXFeMcCEuQBIc/BK4CO78u7EPYvl3yaEfK3vcb6qP1R2tI7vUjVDDUdKubsSrNjYKY1qBEa2P50SJoaXiksIoLiCwnxS6EBuBde87botNfdEWwYvF/R0/u5yCqhGeEOR2ynSeyXjt6ka7neyye8kryBSWE52y+RBgogrXPZ8E1yIHoHIFUM+AbJhE7lbMtt8ApL+xmZW7PwbjAO0fAVoXQOuiSP/ksIVdFZ0aulsamKUzwPZ/NYDMJRBPCxsBqLzqHyneXF6Ej9HlIFo7+pg+jUb3unRmGpstGkm6etOuDBGA5wCMefp1gTHcdZlvPBXlOslvYTp1cd8UjYLVd/J5awNrIOKLnIt9MD9qdrKrWCvA6ALm3QV9VrsPm60Q7+RHJHP+2hqfugo/MvI2H/mqr4b9tFnKSRY1Y5Ek80Nm/WIhr1ikKnxGz9TWXrokf9xwujfvcOTtNTWnxd0F37Y2W79tteBqZ4G5qLCuomw+nSr28QESCRVLTyYKILGJOPfcnaIFOsewhRdvv+rWa/Wih0vlbX6Zb75T5C0qNKVFvH1QL/vazSWgC2s6oWXXIuUxQelKiJbowuJDQViatLmLijg9CQBMg8WiPgiw3LEeYRmm5f+XdnvkDnxLLjMLxtvX74C3OlwPQqx4xwIdpPx38LrlDphiyWUWHWKAzzxurS/xTo+P5wGFak62ap1PVFFN4v/y+xuR39WnIO7lsWfwgVsK17wxrs9K8ltIKuhkw7f/6dhK6gQokFKhWX3urrjk/rnI0pgfpGMeuQIUaEM7+GF5q2iMkCaMQwxxOzcvU0eXbsnS9XknXvP7Gtw5dwPXlFu2ecvSHEZgNDsU6x/GdXBYXyOQjzZReSedeEPY6nEv9gJR4oBQJtFO6Kd0fwC6BO4LNHDeBujB6dSNcUQC9zIv2LnAzGk99bUDrdFY+9yGFQtEo0GQPNv6vS2drj4+1jHbv3aJSMUWP+QTZrmbNTjU8wyG/iXNNpskybLcJ3CiTF5Ir+JYzmJwE0mSVhlxbtbmvweB3ulB6Til5UuUZydpgiFVeobhU0WaBqpJ198d+/XeNRTZ9/1OPfG7+2hwzd5W3D+hmyjsRcUg/+Cavb++Vh2ls3L7zT/etOnHNxeerv313vzLVqPai4nJv+K1FC6040/4udw7sAb3laSg0XCkAAs0npBO6VJabS4Elk/U+D4gTXW+j0wnrMlqNamq4tMIYB87tE10i0FR3LZNhJsb7/R561btmes8YBCRkhYNByRtKd55mqTas9FYhJnbRGHuOh3M4QTdgQSqmgRxuzGdSvZGcbMxNQGk5C3ebLjoXIOFM4l+WKHmLTJwRv9E8GWJ6dYvf/FmEyEGr+gyrr1p5zrgkz0Cw2j94Hv8Jdx7dIVegBSNtgsqGsRQEYiIBoXwD0LNvQ5d7s5Z00QzwNhqZA0b+tMG1tQq5nd84uq8R0zPvX35G8uRaze4jcOHzz0w1+Q2BIRvf6J6Kgatnrbiem+CFvAxfkrndzD9MFPP1GWTUHclpASUkCNAQkpCCcCgDSUDAhDZ+CuEkgn8J7i9nMA7pA4lISappxILKfAeSAbIcSDuN2bJcfZILqeO5rLs0MnngSHYRdrHjmaz7JEsEPw51ZqDJDmUIOZIe34WaQeegNsJn1qz8AIpT3yCjyEih/xELkuJ0lEMYTLVCiWpo5oYMleMH6USyYJcD+uOe+kWKpn1Qns34iyYDjkSLvgnZXcgVQNeqINXr48m3iS7cjm8tedyY0f1QvTnHHdsrKby/+SSbPY8/NH6vpl/Esq3Ae4ZU1HC44KFiI9o7CEgab/RqHbj7s5KAg06s39ZP/zxI/mVuF/TbTSy+3Fb8If9/cv7+wt91yy8RfP1QXtW5RzQn7qIiZyuFM5QfJ5E9uVnqT85TanFx0lkP3ukBAMprvsRyi/C8NAJL1xbIIirSvnSj4O5netb4JxmNANHPssHAcHMHsFRgEug816gDBeMbdfiuRcghqYcm0+Xxx/5IAEtN3fqFF3LzAXqwoT0PN0OVTNqxo8sxMkd5Ig6k79Zk7VxxX6gMLOZFQgvpW2RrMW1D0BDihaXQ9wVRoBxPLfpknmkeMtoB/qM9cRc9IqmMD2XUmdZ7GSRKPUZvChf8BoykriM2MnKYbOHX8R7cLdNCxSFFVQqoYswnlWtlFS2mNkhswVpZiQW1J/UKFfipHGlUkM6UKBhMz1istELIHJLMSctu3ugzfaVSOjKvUgc/THK4Sdg2Wscz69leKIkkrwuuWiOe9yGYKQXRumkC3qbRcMwrvhjNXgdZk3RxAUEhuSPvn3nnd++U/3vlVOmrJzCD8JLxV1OHRjrZifbcFDOuRNTGqdgQm1tSNJ2OcQ04YiEXuxtII1ECSQRoQGYioEsgCfchB4ghAtw7FfJre4WZ9hkVi9MtjuWqtdNDlpMrfEG9fOT6q21okg+e4As38MfGquNt7oUws6Ysarj1/efE+yst86YUVNvDdts3Pv5c8m/aP0C+f8/Qb+IMnGq09BgwN01oIOAnAdagI8mBSrqk1gxTDUBOtk2ousEtBH2z4Ir2d3f6k8PXXVlt2qN9RODxRuoJT/v27wm09jRYVc/e++iyx2tyzJb/n3J0htXP87eSsQaf2Ly0s6Zmxela88REy1cf4273mI3iXNJ7KxrZibOm9xm6rl4fqy/t27smU8tOfdW2ucBzg2UfmOIVyLIl3kpYlwphDISTXJXsctmiDtN7fNV6zelgxwnWxsVr83Aj/S5ki1jL/a0GC6+2L6Um+aoddlNFuj+bJ8mH/iaLh8I0/U51NspIEfq0dohwyFXKgm4NggwQ4rRhCOUFtxxo8XnitT4cnGfT93IS8FaT85XE3H5LMY4zIEPL1hw443wz+1UmhTJyJGxZzw+wsKkKZgUiVtKOKMEb2AKHTv61FNc01PQFwKnvsZ/9pPA4RKTASWahmh+8MxwzHxKy74IRn5LGRjsPUUwTu64UYNY38caqd7HKucZ/tHnODtENw/2UfHRMaq1UUPDJQ0OKkWCeet5fYOhII1VRz8+/Elg5j4Gxur3J8o2PJ4rg+2d08T/fwEzSVbyZ9XPro95T477lRKqUSRXQnauHNsISAl27oWi6Fv9z48JMv8r/aMMj8onCP/DuDZOuN+GPPr/+p7bx+7JlbYdppcNhzKU/1Px5aiaGDn/s1iGMaBcleKUo/v9rcxkZj7DBEKOfrayytXNLYiUdBY+pleQXdnscKlQcpzuWluxsieeyuXIK6SdxozitWyGOV3vOHHjguyCQ6fpIYy2JwvrQEF/Qa9Pdf/QqOSqCiE/EE1/XIVKTc2tzWbHnimrEd+Vyz311Ml3P0GVTj7PD5aDnsvCvH36alEaPMePcMegXs7x8igTu4B9v7G9vTHvhCu/kzIdx+BxC0ay9zRSvoS0F2lIxI+X7klU63I40gLQ3w5ep5na+SFnba3z5D64zv+QtM4n4ffG3tq4aNHGRfxgrXPMim+5487abL7xhdseIRn1KDl+7aINixdv0OD+JSPwKf5+xoP6aiTeQIDVlIhMcL1H5R9PYXvprs3fv2bO7MOplCmweuiq2JRZ1zz+9a/v2PH1Hfz9236w+ZrPXvWfAxlj4NLLHpq3c/PQ3uvmvbrjG7fe+o2y/cLdtE6VUlXi0ASb1VLUBVSUWSU4HdvAraTyS8xzM8NxvxFkXV6pUVRiJwcgC5zEeht4rwcp7ki0k41G0qlQhG1Vzlq8alEmnFi58caB5Q9vn988MLhqyVlHvLEWjtQFeupdiocF/tkkOGPW2ibWaBTkeZ/dvPWazXfOnnvL6jkRXpi85sFzZt+55ZptW3bl1cCCHZPD06MhySha7UFzjcjbp8fOecFCirzAG/yVjBX6OFIaadSjQq1nNhyIe8tVbaaSdHlXIWKacMeuZA1uxS95zILhyrxAdsXTL6m7kNQlx2P9uZf2qhufePFFbpI6/OU0WcP99RrCsrwseVot5mtytpf6Y0gm9sdeyKnPQ7onyK4nXlR/rg7H95M1upzu89DH6pgUcikoiihJ6NJKmRxV1x+MJiOA3YwhDRQrWU0u/0rvq0VYXnyCwsLeTJYBq3dAtJDavuzyoVpzZ99Z0+a0uoiFH/xcqgDR7rUFeOrUn6Cywb8ZeNMbhLV5ugP9l0zv9UN5b5mFkjzxUcpPJCn3V402pRxtJd2GrnLdhtVk9ZSZh9W91fCSH5B7ofxPiWL+j3D/uwhBRdyAyozeZwvQzs79soi+BKSnafLviZCcfrpBpLyimfLfTyJtbyruIQKD01tUwJyKEo/ybaxkSNFUMdMkhQoJyRBQFhnUkDQSXhTM+3NmY0EDM7ffLIjqWEGt8lCO6mLia3PukFnghosJD5p5SIho/VDkzQfLE+IrYoJXkD19pdP7OwG/voIUtagiWiZ4PAFTHHlTVhRZ7dYmPar+NJ+8JhmR6DFK5DV1foHoLNO/pHrvZfmWZ15RQlwvoVDKhCWNK3CCch9lfFBuAqUgpFSShmNaPj+i5++WZfKeViJfW5HnUakVL4UCNVkA4+ETfIqx4B5xSaP2L1yn0zn2ltPn4+OqZGmwwEVCaCSqG53ldtL1oLGAhdMLd09MpCCF6tD6ZnAZBY9hDaYsP0jzZ0j5ZjKsF4i1UmLuhbJMCnYJPt5VwFNvmZawXjEvLJqIH8STonZjq7BZ8gKgR20C9MDFqJAX1H64QW2NEup6qgzLP8cvppL/NNTOBTCJABOHeWoXzLhw4Wuy7gaBtjKr9kgKq8ZlRYBS32Lpxc8vIhpNDTfyNXWybMJbn2RyQ5EmWc2QF9wmSZ0KYCE+cPuYO6b15Uotj2Kd4MItLS7gtFbkTdrFND6pvEZqv5Yv7jXAus7Pg7avo7KDot50NX3CPkP+Kps8J9/3mGQIteY/LGPC+L7872SPR2br5fy8MtKBMHedGuM28/MZmPJMrGgi3Gb1S+Si1/L/zrZwO9XH1ce/z7ZQ1WSoY/+pMb5FT4ua0Wm+Jf/298nFmChEQ+Ti71est4mq9VYI6RsymoRJKYidElT2FGnDTZvqtfhGAFTbeqEw68GqtfmbVa/1IFO1/jdWr/8BDRRtQh9XNjubEm4aWVpVonpTGR7PVGc+KJNoBIWF7kYi4gUV3r1U6723i6TxUl3n3/tM27aZfKb7THiHW9VzFSwHJ05VfK6Ar7kaB0XgPPE0BSkSFKsBUpaLihEWoA9wBt8qirh2VSOkZwXEwyrxZ5jyt2rJmSo9gX7cg6jsEUGJU9z9xJPOEM3uQQxKgkh35DNATnVyrmJ3mbCNyIB/yox4wH1bg2DwN7q9kov4pFqny8oSm3RQbGgJ1QQTs6ZMLilOVYJ9v6Wha3HcJ9jddsXp9YhGUXLXt/qMDnvLpPNTXfNa60z5/yjXQOMq+lNmwh5egpYrdfZQZV9rI47xlRkuyTjpzsmCBSWNkAXVoK8sgYWqQJWbo1RLo6QH0YW6pxqfCnRgkd+RiFjUQUQ7poIaYoakgXxwFd9BuuI38H1xBxXSFb/pBDIKQFn7YB3dB36l7sG1FLaKiBdp1KxLvfswap/30lnVESgNnvjbUoT6w9N+Xoio0qcYOIM+heg940YimsucQVvli9NEcft2UZwGQwLuilj1fFr1i3NP94X+PE7Hpvtj6lBJfJ4R6NvWiaL6MgzWHxiN66DExa+dAdAbMYX6HVF8A+7rjEZIXAVbDe7PVI9rmN69JOLV1DOSvRPxWNPZBZf/Nf+Ny65BhYxxxV+77XJ2wfQ389/IQPgajXbwMsuAz/0IaQcXJavKbRqR2IqyZruXjVC2+hdee/5vdnYOedpmVtR3NGXldxSzDSIiBVpkGb9by89UpEPKrSLZmyFDzMab/wXl2CNe7s/qCtTvWgG5kpBmCBlSzDS/r8N4uwBwohRW63JTS1y32f0TQsPfXVGEHQrV8/NCfiOUVirYcBbIeA2+iF68rQIo3B/S628vYESr79ehzS7Q9LEL9UXmik9XVHb1yBO3Ngvt5935+k1efkV51mzzrM0LL3/20avnwMeKuWyOUZg2TasSqZ+KcZQiOn1Iu2Vh497ALUVZiCKt/gh6IvTIj1ZLRjWAkpHKOKovNwp00eqPROiAbiNEKieXwMLcXhVJ1/uzmLP4tfxaHR59cBdJVG1kTAgl9ze9QKUEQ946Hkb+okJ5JRDyf54Axur1D+WS49cLr0tTPEu7UmXrxcSr3XNvumv4yXzInXKH4F7Tc7p17Zt+t/qW2+93k063X7VW6lALxTY7i1nBXMxcxmzQbabxz+tJo+wijYaIGMNS8AoSMgAPt84DdHOoMPfjXhF+kuH1tZvuFQrRCN07xGcXRX9MYxYchDe5BcHj+Z4i+42WyPc8Xofi7bbZJN5nJLJ5qr6IqRtzqNlM17SpFsnkEyTWoABEjz4JXOQvzWYuwdnV5LNGOwTM5v9r4RpQ8ZXsYodks3o31JBlzbYtNotisnm22MxiwGFXam5oN1n0TA/hRvshvTSDwHff4nNzRo9Dum6PaJbMXzDz+x+Fkj4L4bFNBb1asqsgH7Dyh4DvbkPtf5yMDKzEwyoaESMSNS9P9gJVA3/RTlwoMwZvxECFWxIPNw9gi01nOHjP32esZTtmXHnxvZd8ZtakqQ7ekajbXetpNa6ocTVxJtY+uSe69OLz77zh5bDR3xjZMzUz6fxrz1nqrZGcHQHfPVefN+fiK86LeXj+Sc5lPKy+k/vCUI/DaLFYCWHr6nbXuILTIsb5imNKY/rCm28fSMxPhkN1XbNMNZGuqwOBhtTSxWuTk6bw0ZaG86b1hKddePOKuBvmiguYBn4T/yOqOyGRBt7bKUI1GjioBC8aUKwF7Q319UgcmtFGIzCJGBqwQij0ynDsfdFGc3TS3BlNfJ25xmzniMkpXXTPvCaD3ZaZvyzjmZdudBostmhb0ORZNN2sJBeed1HXkrUsywueQH+L0eCPxmsa5ZpgRJSDZ11yDv+jmbd86vxZfc1WcZJ3UkMq1BOOOVtvu/+pB+en186d3GTwWAw2jheaJs09/+LNfZft37DALyrNj1wABMuUKbODyTVnT/KYbJ3Tpq8IrNh92dkxOj5P/YpZx4/ycyiVcDYdn4JbEoKdQi9054iBKsygLW46FRGxAb0NPNCm8BSNCPjoKcj6EAus4SuP3rB+cV99/eTF6294dA8+TK6v74MHVpYNRt/I30e8QGTOOdfGWzzxcy+87a7bLjw37rHw1nPzp0KyyRSeZO+QQhInt3dYgvycjrPOv+T8s1rptaP84VeywdWX2T4ysr0/7TLIs6+x9zib56ye1dM9e/XsZmePY3NDs9zlnNVt4+WgHJbbz3Livg4P9WWgviOMm4kCRT6I8vw0NbUUEnFvOuFKoxQW1gTsvFirsF5pb7qTUCx4i7VmtToveaDxvK9uOaedVvPRpVOnNz0Q6bry7uiSdQ8t7Vy4JQKVS+XPplV2ts4bvCwZu+KzgITtxepaPRzWdpv74muvv6RO0SorX6cu/dqKn/XWnrtp/Zragz13DUCl5myiFW2Ycvb0PtsXnU+tx8pvLFbUspLX68mdegwmOif/NPDONajTGoUh6tU56HBJCTBASVvNUB5VIiKpc9kd7kludodSFz7xQbiOmMk5dOYk56gzL6uaf7N8a6MQOHm0ae6snZpFDfuT3/jdYzjzwkXXIVHoXNuCfQslQZqBZjTsoHMqrkE4jaYdgkGz2ATOgB3cPkSukD01DnV3ttb1wx+6arPqbkcNAHoFPzKUUQ+qL0k97pjbZv1I/egC9zTFbrrlFpNdmea+gIgfWW3wqkcis8ky5FAcRd1If5nNZrl2FFpungc8wpoCl1BpQV/ScS+zjlASyUTVv/AJ46gkJI4bHX4lTnloctxPZE1ckS3+jG2fKIjkQFyzuo8jvYQG1OrGvJPSTu/nSp9PHNTl4z5hK/8gtXVKF6gEKiglgcKiRlCESsQCV5QIlKWKpr34lt/wkSx/JCmP5/cBKQfl/5gd+rOS/+p91/+YCg5CXK2W4M9fu+/6xxX+vnelVuldIDCG0VQTpU9Dw4pRfei+6zWx0MLie0gPbyrkmRU7OwT16JGeyXLHqOLqAfVN1GPlBzWtFNzj0TRTCjogtP1NjIvu5habN5Aoa1k66wGpqriVetJgiGdwDZtKhnN0y4n9sXYnsqGmZfDSR15+5NLBlhoDaedEm7sxmpqRija6ZEEg2EAnTiAC8IrmFbGz1q08P9PSkjl/5bqzYqT9hMmptEXDgTqP3Wiye+sD4Wir4jCeoHbbp5hRfpB7BakUIppIlPCD30dR1GtslDz8OsqbXmejFC/v8wu5X2myq7SJ8Avzv9DFUJySf5uNvq4+Ti7W9D/OZrLChdwxmPNiBRqVjnpK/aGxRCDspVYKAW9AN1JANoo8wP4BJUlGqdgw6m1qPQ2QW3+OfU5/ieLS/NuKpDU3uf8bcAXyBal5jMR2NEAbPAZt0K3hvxHBEDlUxfIGcD+N2gNSNx36nfqlAYow0puatNpRz0e4W2oahKzQHsjf2c16ad/3t2KTtPobnX6D8C8pd0MDP+Kx7wnXqGGlLQcvikMErm6TmfsuxJXbSAxqNjOogJLQBLiKEHAE+JGTS3JoEhTrz8/CB+5YlupJ58aOat8Kv4JvregxwcU5Cp8GFAFm1FyOfto6GS2m1NGTS6CPNKkbsTdCBlnN9onMho55BX8IJZtEQ35lk+htwN5A0V3RCPoD/yXAcv6pAtbZczRUA64JmcUf4q7Q89ZHLeJVZ5D1Ps/t+0iCT3AHVtZC7JDCXfR7OSb/Xja5H3zQbZL1B+ULX1BMTEk3AseSpmnKEK4T9ekMIidUCRQFfcbj7z8gNLvzF7mbhQN8h6ZbRset+nQWdS/ZX3k7WpS8P9sfo0iGS64wV516pOhjI6TZ2dApgI5+LhxywYoWxKUrykKJsIoDsR4mSrCTg0egMPnLW/3Q5Nn8BZEuzqEI7HK3n0+zFmuO3TtWQ5WJoG9YqCD6Gc32SxnbnVPfsxvrFXK2dILl7bLthDp6glhcsfp4bYvbSmj/mQ94uBTw0E73x2jbNRCvC6VL6GCFDwU7eWQDcC5FY5s0slieRDwtAbRsbLXbaXAuu14e2OJw1dc6jQ3ZdY8v7rv2/BWZLqvFWVvvcmwZkK9f5jS4muO9yR5res4kfkRxhV03L1RfPOiPtYi8pd7jNEsOpyTwxpaY/yCZu/Amd5Or9uS3DYaeqVOhH7gZN/8I/wi1fEuLXvyNivibjuKvN+1Nc01HF/3h+ef/sOhox8MPd5SFucPjorQwXT+ytA8EmA5mamHNFDVhBI5pjZbQpugBNkO8MvRub8KVDKST1Wag7D3xlin1ZF7LFP/79nbvCXFOY+PUjrT7/otsPXXZ4exdPzuhZuL5LUXVAn7k7PbhG89uz3b41X01gbjP1xwlu5rrvvf9+pbs6E/Vu7Nk642/PYRaAiUBdrmO6CDTBLPQFA1ur0uXoBR1INDMkypKpoTqnSMx5GiEdTEaSHLs0Alvu/19/5QW9Rv1U1ridT22i+53pzumbs+XFFXYC++CGsTj5JUT/GCgRt3n78i2n71FHG4/u6X++9+raya7os3ZbDmgWfXun44e+u2NZKuGZ0HiF8M4TlMPR+EU6rPKRJ8wOU2RFUFLex3egEsz3YqEAq0cqhAAW19dBZIlVzR61tuIdTnpXH7l+uXrbjPUyep+8cl6aXKWhPHpDcXl9KiTWDNr4mBQc8Tq+NzK/OKSbsfl79o9G20R+brBXYvUg0rLHhtrc4TN81TTOWSZ0gL1ZVlOYH2ery/7XVUjFMbzYpg7UswcqJPQwBd0LKLabJ8IaCr2otcjSkIrGwootKECaUd4XH1+SdazRrfddkBU98t1htvWrbjqSqjaCguxrffM/5zDCpBALUycmajhd+R6ww4SWafuZ5eU+tPid4lgd3gt+b/Y9rQoZNmiXYPXyRHbRs8zX/f4WIFjWZJtUdSD55AP3xtXH+ZipC0EqdBGDA4CoYEU6gRLGPU11QhkLTBiEYPiqOeQgwTCl9aok1Qr5pFf71qEeNxjy/8F0GoqYPv75Yh9j3x4DuJ+uEzHRpAq2lMqb+qfTdiq6kGtzfOWsv0c7lSeMXDHBDe1MT+LUgx0Pg/p87u2UicdIvqQi8DkxhcUwUXCedMpb4NQjwY3npTmgsURJavLwCRyEcN2HfWsDVGfv/u9ZUWUx+PYFueUKwaNvbtu+Xps3eVWbN1GcgVrdMnWJ7WmJz9SD66EBidag0NF1Ukep0t5A7sFCWdhzvYwHv6L/BehXuHqfaBwBEU7hfVLcXvS4VQv+T/vaSIl7cbeMc7ekv9i8S3e1L5xxpvMGcu1EYPbKyCiijjGXcDKckm43PqU2qNWlXusZMiqF82cuVzolUHN9NNR0HZPxFPV9V0wLtvq+k4DqOwVWDlzuQLVdqFiP08cRX7aRlBVfR8cb55bWe5LExnlcsDp1vAP8Q9BucPMk1Ulh4GnN0SAdxcNHv3q9ohx1Ati4S/tkWjIDe3hQdkUGrGRaFBiUdiTSkI41UkMuuQHP+EaSQYlPQTFWJF03BNPpTu5KFAdkWgDukzsZKMG0Q1TAQQglScOaP/dsZ8+fP75D/9Uu5Gs3FY/2SxPld0DHOciXI9gqjcEidXjE+3BLosy0OcX3T7O5g65ROGyzQ2BZs7WbZVnO5ydLe32hMwTQ4wnnKXW6XW5LAa7oaXOIHoUl0FgLQLH2by8wSTWeAx2Y5PDazK3BqZbeJZwXGPaYhX87ZNszoDdaRxotXO1nNlpdvAPFWHDm8PqEE0sZxDEqGzxisFNnuCWetPcGrObN0p23tTZwMuRVodSV8+LTrOV3eRvzjQZiSjaLYS1WEJe0kNsJlZu9LFun7++wW4gRDRbaxw2nrOGm+xOj9cmtbp9ZqeTM1m8UXfQQCSTVSQox6pvtjot/FpHvIUjJovFEoYvHYV9C5Y/xN9OfcalvII37UEhTbTg/AQIaPb4Vz6j5u8/aViycMod/fkDcpu8QZbZoeBi/vbzP3XPsZvOubMtaPHkD9jt6+U2O7vqU/9C9SMvgrXpQNG/E0oJxun+CiElUa0IKQSUwERxOntKSV7ekcuh9VBZBBo3VUcB58ofKBHCwLyf9qFosz9Ibf8dGqwaBMjRig4SGOZ2UkWI7UiO9OfUPdxOYFApUZyfpY7mgEc5rtNGGk2H1lPhAk1Hp/VAMqQEHEUfEYkkUQq1JMdzsX7kklRrTrUi1wMcDjmu1YYfATj7Y+pGpPEBXuoQIj8rR9mgCl4C9yqmF7xnVWxGVniNqtpVmXBvQ6iwni5YQ8a1jYrXtc2J13HvgkvqWxuva1sbr+P2S5ceKGyBwDv2DbrToe1u6BkAJV7xnVLUaq0sJB8pFqcUIPi3yuwxi4JuLr+P30f3OkPQ72aO0xYo3/EsmO3QO5qEF8S0qQH0UsKXv0brnl9+8M7jF174+DsfvPOl1au/RL5/9DsbNnwHL2pHR1NTRxMZhJtHktOOxLxErPF6YlLvpC9YP73x+4ofw+3xVdrHcDE0dQQCmCRgvt9b35xINDf1CDcRSfJ+pYl+Sf8YcurfmXP5F/kj6J82jNsrkWiEuhVlgFfyNkB3S5MUzLhoNiwSCYcxQ7Ui4J0Xh7fmqRbaPa1tzujxkBRlsEHy0/OM4pYLPb7g9O6BQJN6l9zQ0OGyCaZz0vMTbHOzXfQ7a2tsterTcqxeInODoemdktw+1SbVhKwtW9ffe8VKadK0OVuC3bWzyKm5LeddsWTeorWyY9IMtUFutdu5g+Rn533qkocdvLs2HmhU75br/MmWtD8zA3OP2t1ea636jEzqYxJZGAwFiDEd61oTsrRuW3/3pYNi3bS+Rd+GjOfVpAPNd6y64Gsz1GaZleWIPoYL/v9mTeQBENVEguiF1aC4YeXxFETw6QyPfn0m9g8IrMFAvKM1EI11DARnbqibHk/Iojy5rSdgCyZi06y8sS024PeuO4MfwQ5Y9yKRZCqyYaF30vzeHlmUprR21tR0t0yz8KZY66zWuGvxVQB/36kP+K38t2Hu6NQ9SFJfw0AdpqPEK2qTMpf2VCqJwqPoJezTL824b8akoL+x03nhh+oNo5e77psxg9Q5LzebIKD+fsY34f2MtB9fk9v5b8PT6tYrgv4kRPwd0q9z3gdJSJ0653KjCYPwCaR5aUY63eW48O/kdo33yxX9wCiMv2QTrk8eGSI6Ag6moG9t2P/F7GRNlDjl0gw7pJ5aOXXqyqn8SENnXBmbSwUYLyqJjv3UmY1nKr4t80no0faXsaIEiF/BRaIBnItSce4OUif7W6Vm9T9H1X9Vj71BEm+RdmIJQST/ZfVdudUvh9S/qqNvqT98g9SQ3lHibZY0mRVHooyDN/FHmTgzjdozKw28NwQ0hwN6BCoPKaEk3YtKwNhwRLXuk076CGoZNXDQcRwZvreTZY9EZi+d0s4+ztv8iei04JQl6ZbDD2eHV7X4uHuFVfPrOmcs6m6Kr7hssr+1VZFcEZ/PdJkn1hOs8SXS/NFFgqt94PIZzZ3tdaL6Q5vo6piSzdy737pwsX1VyxUrF15iJ4uNkq+rbyg1Z+O8VsNC1UmcvORPRfxtPrfRwL2p/oA1eZp6Z/aGffoewaXcA/xBlKlQLfhQL/oPgBGP3qsA7IQS8qDVNswHKRSheDUvA3Q7MZoRcJMxlEygujn1QdyzfPfq3dEp/bXh5e5YXW2Ngfvza0ZF6UgFL/E0fTq4LBlvTE2qb/KuuzYSXVnjTfM1osvqMHVbm9950quIZlbqaL6YP7jk3kUtA0GnX2nvq53f3WoSsvEdDRnULgo2fN7lNZJgI8/VWi33c3bBZnGY05+dm+3qc7fNmj4YGKLj2nfqFP+g7jdDlxEV5XsJQZP6hYrS1l0VQr4c69Xueixp90gnZPmE5OF22j+SYEWHlZ0K/Hgsh/Ztsbh6h2DNRlvv6jJh9XaJaHCZDiUDKNTMkvb8vsqCyf3ZNdSmO0fa0Y4baJTtpbKzuVzeeSI7fCKr2Z0WypapnXJ4gnoWy3PoUIlIQ1TXdqhQJIXp9Wx5fYdpeWh2TY5D+YVyKd0jw3iumwi/BC3cEy4o83QlZnW79MrCgCjbhWXBlRZVVZZv4rIKpXC01HFlHdHLoeWVl6UVc/J5uGm6CViW5mulYMk+HqNYr0AyUPivLg2oMs2MPqtuhHyRyiwvNJej1Br+fcLyoAyu8D9B7bgmzUqfFobF5nKnK4+t8MPJkI/xHUNWk117jugWF+xazTAALQn6+UE9lhoI5ApGA/iuJOsrlNP28SVVuBVajXmircLel46w2bJS1Q0Ft0KDuikDFL/3pYrid1Q4FvofwRIo4R9h2ftSwc6jHAMqLcCql8YPHtlzGoByNXYN6v8hXnRaOhUvx0sVLCexwupGDR4NOYC7PePa5keIPACnuAdD7dEadRuTIiS6Lb7uskb381My5yjzF8lGCjBRqdwrWJCagfB3yCy7XT1i92hbcZ5Ci1FJkgYMDf6n+jspIsHFjJrTOdzSMuOa9DbDcj/nH9N9bIoGVgzHPWIQuFuYtaMRaq8eCKI0gEF6lPOZjBz3EEvaaxwSUT9U/8JbJZPJJLBLolH1La/RbF9AbC8JJjv/mMnssKjLRBJyqj9QXxNko0Ux/X79epfiXkm6fmKwF/en1HLc6LxloXWKvGa5rVCVL83VuiPcDEX/K5pTXOxHfx6HHB0t2FI0qI2rCZFTrvPWU67zVuS/kTsLnc7IKhFg30e4FOkqNSfH5PtkmUy6Cpiv/36k2sbqCeCFNa+URpoY0sZoYmCgCr3qgZz6s8I0gP1bYiR+D79H56NOz0EVWCTy2/fffvSCCx59W7uRV9995eqrX8GLesOXNm360iZ+T/El3uZqL+FyzSZ8XxpTiI/G0nkT4zznFZ0t4ipMz5v4q9ssqbdKUZt6u82knPCrt6PZwsnn0XySVnyPR1ZXAn72yx48bWJsu7apnI3Hy8bygUK5Js32qcytapqgmn95uexccj205vGgJ+euOeG2SORmKZr/qKzcx9SFctMJdwMUFZDJITs7dnOp1EKZCxg304Cevyfya+vlKqv6aXK1qIj3imL+L6hL+yvUlFfE0VKZ7E8gBY3M/8VoJCFgizH1W6VyC76nH6b7jiibYVxUmVIEspry/LgZIlCeP11Z4zs/AwvVwtGFEut5S1JY4lfyT0N/evOLo+rUEgjcqc9IkGpQbv3iW7Co5b+KgjvpzYdH85PLcc4X21ouwEGl/S4qnUAvoSlXUUhR1eKr2VWFTB+GMl6FsiQsVD1R3urlAAIoSn7JQkmiVVCHSpCwDH/qPepXQ0Db77CJOAImohB+RPWr31ev5g/kE+zTa4lbvZo8xdWPffQu9yJTPCNB66s+zXoJt/0L6hSoCuBIoK8fnBGG87OoRckJpLqyWe4YbpGi50g0+3I3UD85Oa0fzubfoXxPLbW3FDWzigmyJeM0tQkax7PqTy80+UxfUHPlBZIRVNQ+v0xRm8REKPoLmNr0+Uo48v9GFbXPKylqQ2IKm00QddgyWGMROCTxdLB9nCY8P7j2DjlsV/+mfr0C0r/NkeXbbpPlOTBBwT0mVz1zx9S/wJecBF9Wgv3p032iP2v4VSgfgW2G+HUEdEXU6iq4CtpLJfIN9XQG8dwa1VoO8XC2SrPDDyCOQptXgbcPvlAgBfxBoGwftQKeKFrNTASPt3pGGqDt/QRasn2kri+H6L80MJRsmVYJrAKyDItpJUy3/15WYIJqcJ9Q5N/LFJ4c3dc1URpWl9hW6mu50MUIelg4ucTPf15zs5DFo1c0VSp1tKB9jkwIyuM45kb+IP8gHed+6jO3v0KbIknzLy636E8KPTdCuUpB0wLo9JKnAO6pv0vS31EtBha/fJemkgLVVnd8KCk4qBTpQ5m7FbifBKrPJcq0pZAFVG/XbOFz+Tcq2MLrcmV28Nmi/OHskh82bau0k8eWCaPijQPWQ5lUvslwVCfHkXBMIehqUgtDNLeauH1huvZTbYmw+luPjyWoNGEuxRLR7LK5fSyXFUyK7PURQv2v8D3XOt2NJ6liBbmPGOsakw1kbeOs+31Wm5qpH+iJWSzqdPr2O7zc2TmtnrzCig6bBd/vgQmzOlz0STWIlmZEQfupogOZFHUZ7EkUnMn0RrpIMqAgHRJAOjIJ3yGw1I/MAp9q9S3Q/clADNm1wEeO+xbwg5OIYHZLY3ehG5lJk2xhco+6JWybpEVz2wrR6hZyD0QXZbeDVB+onmlimpkWprdAs4WEZDSQppsDlcdCBJJESIYFuAtUnC4GIF2C3Uu2Kv7L1bdz6FxtqxpG4TqQOqOUNAJ2HLvPWA2GgDy4O4vaDrtyl6P+1fAll+SyFcQ28GHqh7fvvf37udylf0fNwhzgz87Y+cf5x9GnF6ygHu18sAbipWeF0YPBgp2GaKeQduxxdEr3SgbH1kvH7tvqSLhedomOvZyts2dw8acu3dY/f+ucuMtCuP/e4zC4XnH3OLZ8ZuxTWxy8dJfU5dhDeKPSlJy5pn/+7u3XrJhmr9C5CuleGflGQocKnlAUaRKp0BAHV0ZwUt9VCqk6zYOgRIuMfePJzdmBdpPJ7/6B23+f+sp9NMDZevovvfYHG5dGPISQq1DojqNckchVrCcCYz/Q0hI0m3NKDRfkgsrnamo+p0CAq1FyvC3a3Nak/s5VX282x9Ufy3E39VAx6o7LpCvO2wK+ch9jNqpJCutcIOooKnYWtDK8gTRVYygRQfwgzKM5+jP2jOZdx3r32Py7rQUPOzAnoRs95NvRAR0qLGU11Taqu1bUYSzMcWjMEir067JQQHfIrLBHsrgv00/Wavd8HRLMEEYFSW3HCSNQehnrHztKqHcDyo4VfZ6gPKCR+gufwA8GegxUEo4A+gd0BASHiH6jYMLIsUdQJTs/C641KN4oCHWolCMLlMfIdtWKScjx7SM5LD9HnfmhrGI0S139UWfUnxgOXdJFW+AMcGjKr6eHAttHF5sUoeArYKDcxMSYcKA/xUDhPiEOEAPafSIUFArN0r24ynI91EPARDXvIDYyvqZaWeroBOUABQA/E+DXC7PWafDLQY2oiwpUEyj4RQtVlUp1GrM7In2p2A7VuiOW6otMiGOo5Mrp05ejVuTy6dNX/k/7mybZQ0nUmfrbx3U4KueDnlHm5wdh8FFeKnoaKKh/TK18StOPhwG9Xo5mqXAxvw/79YQwwDR+nAKQQ4izVXioB84qcppWB7IqjU45z4CE17OvF1Dw+oTFqxtz8dxwtogBnF9MjIl/in+K8s3hM9laIn0TiCbTAXL0T798bPXqx36p3chrv0O+GC9Xaj48Ecv8U8UEeBvUEsDlTepiU5OvlpeNGvpnKF0RvUooWhIjnx6GeBapXCQYTw9DNg6/OC3gZjp76oNTj9Kz6Jqobxb9NDqc08vcKReOpcsQV2K8InXFaXW3aI6Ofr1k48rp7CX7rx+v1UKPsfvzQU0Kc83i2VdILmd2/yX55zT9luN2+Cu4nKfwPcK/CvDVU+pHh8+LaldIf1fA5h3ndT6Fln9/W/9Ce1vndfvJtnPVO2xhm3qbafHVCN1X363UXHq9xuVD8OSD29Z8pZ5cZrern9cAdGW/uib/ud+VK0L9a42r6C90kL8KzxwLQw9NkIQJL0ASU8M+VG0KsUdgdvpgP/6NqqP0/gHZFUfGEijZLHpiIgvV5/Bltrj8Qd7XQd5p4P+7tJo30NMO6VGBwahSPMYiaaBYoLY6uEnciyhhh1Z/vvacG/rjpsvnpzs0B1Id6fmX8119l88XnOxe/uGrzzHcdu7UtY3+2vmXN5zUyj3ZcPl8p1sZSs6/nGXtwrV7Ka0XZdz83fwjjINpZWYw85lL8BRK4nGyIir2RiOsEyipuEcIakpGjWgBjLiHWOgj0Yi34gW1kKPxHt2Na5q+lwg1RdRSpFDNzosb44YJXnAfoEOpZW//6u1lhYA6leevezbI26zNHO811M2dc5HFxpk4i1jPC0s21/BWW5DnPQbn2X1WK43/aM2n18DfSoybbNHijFpamzXI31eRibGUOxSu/lT96YZlq1Yt20DaSBuG6knw2eusHs5EPBfNmVvHKdaQzcDfz9ZsXmLDWGXy2U5OsYSsIn8CS12jQIyD12KKqZrLPy7mSPdICmd6WGHG8NDZkkHuE4h9TU8FpmUO/VjC/EinToFyoNDz2p9XD6g78WgQdPG7Z3R0T/Z5dTM9lsL8Ktek7szl2L+gQwGgwkZHc2g5Su7NvVqwGy2Ua4KSXUwt1X4PaM5paaEu6jQ5zVFyNabxvUksVt2T/4VeamYPlLtffdQsk+2sUTY/zDXl/05W53/Bz9UK3p7LjapZ2ZxOm+UlZXrL3HHGqO8+wVroDaCTTnTxitMxmiAAYQzVJQH+nj3oIHnPaN6Zq6sNSLjBl8tKgVr2mj/9CWi9dnKca8rBQBsd5R1tzVlgrl5pbnPw6kZclCr2CHxMnHohLz+3KRQokzALyeIKFU1TNCiayJdoHvDYe7K6mZLm8S3uJ9dojuaJ62/qN/tjQxnSnhnKPw+LNrLi8ZKyJ3x1YhiI1aNAtP6NzCGzYv3DmaGh/LvQZnt0evgIhTFV0kE/PYxAnOHhCQUZdCWY5JWJwMzlAGl1mpNbDU7yyGnhRMILsYhH3VRAijrPcBU8/Cj1Y9NY6cnGVW0CjTLaz7E3epvaT/LtTV72Rs+0WVVmd0dz/MGTI5F0OsIviaqDlbbO5X6xT3PeXbXHRtf/z+fdka+eKPr8KF7IF4vBsT9MFPuPJMBTBMq9hQxXelQ+bewnf18ap4Ib+mSMrtDU5zqlD8QANa5MBGh/OwOvSDfcV2d66mfEWsbGWmIz6nsyZDWQSmqmxDneYyvjHPmRXHZxeueyRGLZzvRioKnGto9nIPkibAJA16adcOZRQr1iAP3bUyBR7T4RgAWTKxhkCYFwshq+7iV9r0whk50cmRcTg4fy5x4OmmNkHndIA2+YuMbmE9dwGYB4KFTsvnDE6Ah47r/fE3AYI+oXADpkdlENcZ8OZEEf8FFGZNxMs6ZLpG3SUFLL7Q2kcFU/A/Jsw+vWDa/7emewLaoeibaF1B9qUNnuqWK3+UfXYVL1v/omD15xxeDkPnXTOKSVcCbDGtOu0YQNpGAP7U1HU58UrqGu8xIbHtkQ3LVhb7Dx46ET3Ffcm1q0YcOizNmf3bC3VjWfAcpSv3MyTlgJ23FHQgmgvk+gk8pL0mcCDOn08MDAQlf+/SlTZ1z12fnqntOhbOTL9/ZdevbAPN+yby1f/uUtC/ixm8ZBo59LTXEW060hGrTDplNprWd58fwB/b/E27BdS/s7U+rGVCeQ46nzaw9QccnmZerGZZs3Yw9aVHt+Kh6HN4ti6lxIhT/wahnZtWwzlY9QHQ2c79C+dxzvVDKy8GqKWQERO9YAKbpsDUTLdWV5dE8PVPjvj9pqw7ah/PFVtkit7aj6G5xY9mfJrCz1j1e0BcnPol4UjtrCdbahIVtd2HaURujnFJR8CuOuUUfhrGhgKKgjCYNSvCc1WKlEp8wHUaAYynFNyzZn+2MnYv36dbMDBTonl/T/ma5IKAyEGz+4eRnVtaX6tss2o34u8mWorFtuFgm4A6qK/yp/gLEBVat5WnPDdKA574ubuFJ/IUfZ/Y2Nt6mN+ZNNTSTaeI56gKwkXerTe9DDHUw8/H35FY3nNN7GGuBKWhrV9ep+0k1WjNWVaHkW1yA+QHWNu8rtBw2a5YXuE40rs7/GA+j09V3hA98yRnFPOGr8ltGlsFdD/7tRce3LH6Trcneuiy7K7J3khKu+3qUaXPWaX7T6/Kfj9BX2eZq2XAcZT79u1ClJzUtHUqfqSMWBcZS43Ena0cUGLgpkKxB1QM+0Fxz10wgg6r5rltnFpH05pepUq3Y2HfYqeKRntmUFNz+XmcOs1H31U6cC6RTVLfCg7RNBF1UF2/wBgu0fFQtPEU1sSg3VcNsR7dWq3af87tUFn1l3ltXpaJxpNvtcZkH2WmMst3JqRpxUH+WC0E1qOGtP66s1MYv+VLu8/XFXvV/ZbunYYBeVN64ls0ur6NzpV9xzlmQwB5qC4Tq70WC0tk8dWJXeHvkD0h9zJOM0vD86/1NJMaIAolctvlByferCsqOKDKceOfUu1PsmoFCamV5mCrMUOCi6V6FJosMF22AcrKJgQDVhfYh6tepp/lYgvnCEAbJQ1L0rOpajEmRcasMiPfxhgGoVo4rwreQpV6fUJHH2e8fa1s2c13Apl1b89a58ozdoap2sjgLN9uISl7P1DrulyeIkt0zr6JjWocoPOZsaXPb6jtqBblsgsaRre2xHi4nELm0MhG1+x1SXwLpFi53b+aHRYo/IrbZtuWAKu5cSEXfybnnmUCaXGTpQr0xK2O2WWY76f+nAjNVf7nCZHU5XqIkTnpt6VtvsFlPXg1031g/VRdpkkyVpD7jnmax88QwDvg/66NnMRdRXTcGTmQc3cuINwN5IQqi0yzb+YFVHuVqI5s4ADfg5oE4ybDLd28mFSFmYvRoomsWXEdLU2Wl3GJy93ZNb/d5gqmNaqJZSO1l6PVRy0nZIj/45EetjLguh1rLqR+SK0hO6NrsqcNX8zoUdjQYDJ7tb4os6+i+Y0qpY2AWlnLRDWdGFTfGY1gV0zNAtJ7pdo24se0D88AwLY/gZmE9iuP4V5v7CSR/RThaHLh+UeBkXwU6BC7lGOevK65udTv+tS/PfW7qj3ljTcj3b9OkbV85t8xsMj7Ddj7DGpthZKwKPvso/c/1K9aLE12fMWLV1y1D9ua8lyJdWXr/bG+noCFutf/mLILe39ITUV4igr3876fpX5g2zeB52sWnIL4fXHlgeUzOx5QfIvJQyrKQE9wHUqVq+PEaOrz0wVvNbJZVSfsuMzxN4l9PkedFzw9V5Dj+nzpgoT4ZxCxJfC5RWLc74YVHxKlExCYt0JAOMatREhHBSCAtSfod6x6Ls8HCWECLwXZ9nd5Dz1T24JUdWs6fU3++fcnT49Qe+kBs+wdsMZgPXMp3U5S958snPP/EE7bvkOPCuTUDTUQ/UzirLhML9yPahoe1D5Fj5jWsaoveyP00PehdUAHk/seDVWsvDWXXXsyn/4wfpXc2V3/Qxli3jl/5hj/83avSCfpTNxOEKLmTjxOEKuxgNlsQn0xgct724mhynupNW1Ph6o3RYS3/+2TJrzLlkFz+ip3qCHKf6eqW02QJLjBYuuj4sobhCWqa/YHGEHpcnumuWSOhxeaL7sOakNR6vvmo+YcfFA8UFXEPZf9UjyudIOyNwx/i90DdsujS/FX2UAwvWSVK4NxaMhAGw3oowp/uc8CTi7D2rBgZWwb/60faR7SPsEbjkXy4G0XaqhXPwe2cePjxjxuHD6ssQuR1fq6PF0E+o2t1nePTn8TUmxz/A3crMoCc7egESuoTHYc7mYdg6etORoOhR7BBGD+qJopELrl4S6cJNRtEAsLP/OdvnJq0Wo0GolY2Et9VFB2Kf+4bZvVyxfOMz3WdFfSIryj6DwWghre7aQbdiDrkTL3A3vNDuDpk93HqXwam+bWmUJZfNn5ozKV5Pmmq8PF/jVY+2Tlk2M2RzSXKjmbQ4RZcQavEYrN/9rlXwtIQqzxQNMzPPfHYLvuPoO9TbT8bpGw5CQPGd+SyX/Cyf0Vxjd2R9NmsunnXYa8xGHzn+sSfM5J0y0DZEXWWxkXjcR75KBLNLHi7XvX2G8VOrf4Ykg0AMdBESIpo7MgAfyakA6rkqpI6UjNs0px7cMV+D5BF49Tez1VGnYmq0WIijp985m4Sn2gJR9b07riPPFo97OYbUZbxJCpot7H/lpZBicglCPN7WOfJkcHqc3ElWqvvz/1E6bIQrG+tz6WkM1SM9FBTR7FSs8KyBBytSmNEoquJNFN5EQyTiCrnKDx1h58yxCepPHU5nxGoxEQeeOZi2m80DxNxncVhr6BmEfUarxejw+WSiHhWk19bSY7aKR5MsteblJpfTLtjimBouXsm3d3djjYM+wEW0El9dM/ueVRWIsXwe43R7SgbVZqrnqoJ1X/kuF7pcgf8duv4q6vayV5U9zMV91GxO59UUjW8rHV6u799WzKMT7umRCXbYUKM+foaCcwgaoqZUtmodV3p+X7akb4dnU9B9La38RPFUG2SCC90tVA4XwEFhyOpZZrUCsgWYHsczLFBBVGNtstoN1bw0Z+O4fYIbvZVt4EUcJEKOhHeincWqONw+q6w5Go+WGOSR7LhKV+KBqbBPpfUvOf9QqkpDyVhBeyyZQGMsdA5FBUqvFMtUyGq9vjnsAJU4UcrxldP1CCaofyDkSAifoP5QwWx+SyUGxp75BzGAvtG7uQ38LehlyEQMeh0TeE6Bm7tYdXqdkt0uOb3kfYlNwmOdDyacOq/qlFo1v+PTmTi3E/glC9W11b34A22zmLzvb231Q0L2Bgg60OTW4YdstO+YOJnO38TtpH7zy9ymokWyA79qlVSn38HtpFlImFnhu3b4boNWXklOXV0Iwo7lQ1hrZyPFcwtjwFP7iEKSHSSJw509kh8kj6pr+H1jR7km9vcvqN9657vffefkv+fKxge1X+7RdjYUPIESN7gTvRkB/RMYtEkaVkdHApmdBPpnKmz0n1xSWFOyVIuLrinZwpoCRe6kyiVZoHX088F+UX4+WKS4iBTP0IWxGtZgOdMaV4KTayqHQF/VihBwTbgDXTCmKoOBJeNhwJMzEVjtjIFLuU38fPR7hqNG1JS7g/qRCuy3vmQ3W9Vu8qbVbP+SzazGRJH83MzP90Ck2m31mMjP8TiLn5uwD2Ugr2PFvPQjB5BnSJvQxGQZZEB+LopqzGzDbMmbkAPkZVJjeO5FzOSBKCgJze2ZS4Gemc9twrwY6u9H61iUQTcRvtdT9RW3tRxAWwFs2tcuJRnI6xjmBdWjbgFNRHMHiF1uHYBfUR/ut5Ug2jXAaT96+9RH/FToRwIzGbKmVJ1AZQnoabSB1yyIg7ByAridHApPMjyw0OiV6RjSbCuzwLAvFizBliWJua1tsuAgvNPbmljYbpt8lkWam7b3XZiOiKJskMOtmfScnsbPW208knwjuXrXK4Q1iKIgNyYXXDVT9C2Ye/78GQ5BEEXfFdde2RwauOysdJNL5AzCy84ard/nGAVN8alecnFdgu5Gbd5DJTL+hHZK0vApVy3OfU8XTSJg1TlssivsPYUlIqvn66PzrVTymCc4wgF6SDNR0pDf+9Gp+VnsUH5WtpHYsuhOaey8zdwLN47V8MTbm78g687+P3cx6tcAeNpjYGRgYGBk8s0/zBIfz2/zlUGeZQNQhOFCWfF0GP0/8P8c1jusIkAuBwMTSBQAYwQM6HjaY2BkYGAV+d8KJgP/XWG9wwAUQQGLAYqPBl942n1TvUoDQRCe1VM8kWARjNrZGIurBAsRBIuA2vkAFsJiKTYW4guIjT5ARMgTxCLoA1hcb5OgDyGHrY7f7M65e8fpLF++2W/nZ2eTmGfaIJi5I0qGDlZZcD51QzTTJirZPAI9JIwVA+wT8L5nOdMaV0AuMJ+icRHq8of6LSD18fzq8ds7xjpwBnQiSI9V5QVl6NwPvgM15NX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39 <script>/*!
40  * Bootstrap v3.3.5 (http://getbootstrap.com)
41  * Copyright 2011-2015 Twitter, Inc.
42  * Licensed under the MIT license
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54 <script>/*! Respond.js v1.4.2: min/max-width media query polyfill * Copyright 2013 Scott Jehl
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63 <script>/*! jQuery UI - v1.11.4 - 2016-01-05
64 * http://jqueryui.com
65 * Includes: core.js, widget.js, mouse.js, position.js, draggable.js, droppable.js, resizable.js, selectable.js, sortable.js, accordion.js, autocomplete.js, button.js, dialog.js, menu.js, progressbar.js, selectmenu.js, slider.js, spinner.js, tabs.js, tooltip.js, effect.js, effect-blind.js, effect-bounce.js, effect-clip.js, effect-drop.js, effect-explode.js, effect-fade.js, effect-fold.js, effect-highlight.js, effect-puff.js, effect-pulsate.js, effect-scale.js, effect-shake.js, effect-size.js, effect-slide.js, effect-transfer.js
66 * Copyright jQuery Foundation and other contributors; Licensed MIT */
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ht()}}},e.fn.position=function(n){if(!n||!n.of)return f.apply(this,arguments);n=e.extend({},n);var p,m,g,v,y,b,_=e(n.of),x=e.position.getWithinInfo(n.within),w=e.position.getScrollInfo(x),k=(n.collision||"flip").split(" "),T={};return b=s(_),_[0].preventDefault&&(n.at="left top"),m=b.width,g=b.height,v=b.offset,y=e.extend({},v),e.each(["my","at"],function(){var e,t,i=(n[this]||"").split(" ");1===i.length&&(i=l.test(i[0])?i.concat(["center"]):u.test(i[0])?["center"].concat(i):["center","center"]),i[0]=l.test(i[0])?i[0]:"center",i[1]=u.test(i[1])?i[1]:"center",e=d.exec(i[0]),t=d.exec(i[1]),T[this]=[e?e[0]:0,t?t[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===k.length&&(k[1]=k[0]),"right"===n.at[0]?y.left+=m:"center"===n.at[0]&&(y.left+=m/2),"bottom"===n.at[1]?y.top+=g:"center"===n.at[1]&&(y.top+=g/2),p=t(T.at,m,g),y.left+=p[0],y.top+=p[1],this.each(function(){var s,l,u=e(this),d=u.outerWidth(),c=u.outerHeight(),f=i(this,"marginLeft"),b=i(this,"marginTop"),D=d+f+i(this,"marginRight")+w.width,S=c+b+i(this,"marginBottom")+w.height,N=e.extend({},y),M=t(T.my,u.outerWidth(),u.outerHeight());"right"===n.my[0]?N.left-=d:"center"===n.my[0]&&(N.left-=d/2),"bottom"===n.my[1]?N.top-=c:"center"===n.my[1]&&(N.top-=c/2),N.left+=M[0],N.top+=M[1],a||(N.left=h(N.left),N.top=h(N.top)),s={marginLeft:f,marginTop:b},e.each(["left","top"],function(t,i){e.ui.position[k[t]]&&e.ui.position[k[t]][i](N,{targetWidth:m,targetHeight:g,elemWidth:d,elemHeight:c,collisionPosition:s,collisionWidth:D,collisionHeight:S,offset:[p[0]+M[0],p[1]+M[1]],my:n.my,at:n.at,within:x,elem:u})}),n.using&&(l=function(e){var t=v.left-N.left,i=t+m-d,s=v.top-N.top,a=s+g-c,h={target:{element:_,left:v.left,top:v.top,width:m,height:g},element:{element:u,left:N.left,top:N.top,width:d,height:c},horizontal:0>i?"left":t>0?"right":"center",vertical:0>a?"top":s>0?"bottom":"middle"};d>m&&m>r(t+i)&&(h.horizontal="center"),c>g&&g>r(s+a)&&(h.vertical="middle"),h.important=o(r(t),r(i))>o(r(s),r(a))?"horizontal":"vertical",n.using.call(this,e,h)}),u.offset(e.extend(N,{using:l}))})},e.ui.position={fit:{left:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=e.left-t.collisionPosition.marginLeft,h=n-r,l=r+t.collisionWidth-a-n;t.collisionWidth>a?h>0&&0>=l?(i=e.left+h+t.collisionWidth-a-n,e.left+=h-i):e.left=l>0&&0>=h?n:h>l?n+a-t.collisionWidth:n:h>0?e.left+=h:l>0?e.left-=l:e.left=o(e.left-r,e.left)},top:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollTop:s.offset.top,a=t.within.height,r=e.top-t.collisionPosition.marginTop,h=n-r,l=r+t.collisionHeight-a-n;t.collisionHeight>a?h>0&&0>=l?(i=e.top+h+t.collisionHeight-a-n,e.top+=h-i):e.top=l>0&&0>=h?n:h>l?n+a-t.collisionHeight:n:h>0?e.top+=h:l>0?e.top-=l:e.top=o(e.top-r,e.top)}},flip:{left:function(e,t){var i,s,n=t.within,a=n.offset.left+n.scrollLeft,o=n.width,h=n.isWindow?n.scrollLeft:n.offset.left,l=e.left-t.collisionPosition.marginLeft,u=l-h,d=l+t.collisionWidth-o-h,c="left"===t.my[0]?-t.elemWidth:"right"===t.my[0]?t.elemWidth:0,p="left"===t.at[0]?t.targetWidth:"right"===t.at[0]?-t.targetWidth:0,f=-2*t.offset[0];0>u?(i=e.left+c+p+f+t.collisionWidth-o-a,(0>i||r(u)>i)&&(e.left+=c+p+f)):d>0&&(s=e.left-t.collisionPosition.marginLeft+c+p+f-h,(s>0||d>r(s))&&(e.left+=c+p+f))},top:function(e,t){var i,s,n=t.within,a=n.offset.top+n.scrollTop,o=n.height,h=n.isWindow?n.scrollTop:n.offset.top,l=e.top-t.collisionPosition.marginTop,u=l-h,d=l+t.collisionHeight-o-h,c="top"===t.my[1],p=c?-t.elemHeight:"bottom"===t.my[1]?t.elemHeight:0,f="top"===t.at[1]?t.targetHeight:"bottom"===t.at[1]?-t.targetHeight:0,m=-2*t.offset[1];0>u?(s=e.top+p+f+m+t.collisionHeight-o-a,(0>s||r(u)>s)&&(e.top+=p+f+m)):d>0&&(i=e.top-t.collisionPosition.marginTop+p+f+m-h,(i>0||d>r(i))&&(e.top+=p+f+m))}},flipfit:{left:function(){e.ui.position.flip.left.apply(this,arguments),e.ui.position.fit.left.apply(this,arguments)},top:function(){e.ui.position.flip.top.apply(this,arguments),e.ui.position.fit.top.apply(this,arguments)}}},function(){var t,i,s,n,o,r=document.getElementsByTagName("body")[0],h=document.createElement("div");t=document.createElement(r?"div":"body"),s={visibility:"hidden",width:0,height:0,border:0,margin:0,background:"none"},r&&e.extend(s,{position:"absolute",left:"-1000px",top:"-1000px"});for(o in s)t.style[o]=s[o];t.appendChild(h),i=r||document.documentElement,i.insertBefore(t,i.firstChild),h.style.cssText="position: absolute; left: 10.7432222px;",n=e(h).offset().left,a=n>10&&11>n,t.innerHTML="",i.removeChild(t)}()}(),e.ui.position,e.widget("ui.draggable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._setHandleClassName(),this._mouseInit()},_setOption:function(e,t){this._super(e,t),"handle"===e&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this.element.removeClass("ui-draggable ui-draggable-dragging ui-draggable-disabled"),this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(t){var i=this.options;return this._blurActiveElement(t),this.helper||i.disabled||e(t.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(t),this.handle?(this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(t){this.iframeBlocks=this.document.find(t).map(function(){var t=e(this);return e("<div>").css("position","absolute").appendTo(t.parent()).outerWidth(t.outerWidth()).outerHeight(t.outerHeight()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(t){var i=this.document[0];if(this.handleElement.is(t.target))try{i.activeElement&&"body"!==i.activeElement.nodeName.toLowerCase()&&e(i.activeElement).blur()}catch(s){}},_mouseStart:function(t){var i=this.options;return this.helper=this._createHelper(t),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),e.ui.ddmanager&&(e.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===e(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(t),this.originalPosition=this.position=this._generatePosition(t,!1),this.originalPageX=t.pageX,this.originalPageY=t.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",t)===!1?(this._clear(),!1):(this._cacheHelperProportions(),e.ui.ddmanager&&!i.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t),this._normalizeRightBottom(),this._mouseDrag(t,!0),e.ui.ddmanager&&e.ui.ddmanager.dragStart(this,t),!0)},_refreshOffsets:function(e){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:e.pageX-this.offset.left,top:e.pageY-this.offset.top}},_mouseDrag:function(t,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(t,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",t,s)===!1)return this._mouseUp({}),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",e.ui.ddmanager&&e.ui.ddmanager.drag(this,t),!1},_mouseStop:function(t){var i=this,s=!1;return e.ui.ddmanager&&!this.options.dropBehaviour&&(s=e.ui.ddmanager.drop(this,t)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||e.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?e(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",t)!==!1&&i._clear()}):this._trigger("stop",t)!==!1&&this._clear(),!1},_mouseUp:function(t){return this._unblockFrames(),e.ui.ddmanager&&e.ui.ddmanager.dragStop(this,t),this.handleElement.is(t.target)&&this.element.focus(),e.ui.mouse.prototype._mouseUp.call(this,t)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(t){return this.options.handle?!!e(t.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this.handleElement.addClass("ui-draggable-handle")},_removeHandleClassName:function(){this.handleElement.removeClass("ui-draggable-handle")},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper),n=s?e(i.helper.apply(this.element[0],[t])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(t){"string"==typeof t&&(t=t.split(" ")),e.isArray(t)&&(t={left:+t[0],top:+t[1]||0}),"left"in t&&(this.offset.click.left=t.left+this.margins.left),"right"in t&&(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),"top"in t&&(this.offset.click.top=t.top+this.margins.top),"bottom"in t&&(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_isRootNode:function(e){return/(html|body)/i.test(e.tagName)||e===this.document[0]},_getParentOffset:function(){var t=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&e.contains(this.scrollParent[0],this.offsetParent[0])&&(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:t.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var e=this.element.position(),t=this._isRootNode(this.scrollParent[0]);return{top:e.top-(parseInt(this.helper.css("top"),10)||0)+(t?0:this.scrollParent.scrollTop()),left:e.left-(parseInt(this.helper.css("left"),10)||0)+(t?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options,a=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[e(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,e(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,e(window).scrollLeft()+e(window).width()-this.helperProportions.width-this.margins.left,e(window).scrollTop()+(e(window).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,e(a).width()-this.helperProportions.width-this.margins.left,(e(a).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=e(n.containment),s=i[0],s&&(t=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(t?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(t?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(e,t){t||(t=this.position);var i="absolute"===e?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:t.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:t.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(e,t){var i,s,n,a,o=this.options,r=this._isRootNode(this.scrollParent[0]),h=e.pageX,l=e.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),t&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(h=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(l=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(h=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(l=i[3]+this.offset.click.top)),o.grid&&(n=o.grid[1]?this.originalPageY+Math.round((l-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,l=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-o.grid[1]:n+o.grid[1]:n,a=o.grid[0]?this.originalPageX+Math.round((h-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,h=i?a-this.offset.click.left>=i[0]||a-this.offset.click.left>i[2]?a:a-this.offset.click.left>=i[0]?a-o.grid[0]:a+o.grid[0]:a),"y"===o.axis&&(h=this.originalPageX),"x"===o.axis&&(l=this.originalPageY)),{top:l-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:h-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_normalizeRightBottom:function(){"y"!==this.options.axis&&"auto"!==this.helper.css("right")&&(this.helper.width(this.helper.width()),this.helper.css("right","auto")),"x"!==this.options.axis&&"auto"!==this.helper.css("bottom")&&(this.helper.height(this.helper.height()),this.helper.css("bottom","auto"))},_trigger:function(t,i,s){return s=s||this._uiHash(),e.ui.plugin.call(this,t,[i,s,this],!0),/^(drag|start|stop)/.test(t)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),e.Widget.prototype._trigger.call(this,t,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),e.ui.plugin.add("draggable","connectToSortable",{start:function(t,i,s){var n=e.extend({},i,{item:s.element});s.sortables=[],e(s.options.connectToSortable).each(function(){var i=e(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",t,n))})},stop:function(t,i,s){var n=e.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,e.each(s.sortables,function(){var e=this;e.isOver?(e.isOver=0,s.cancelHelperRemoval=!0,e.cancelHelperRemoval=!1,e._storedCSS={position:e.placeholder.css("position"),top:e.placeholder.css("top"),left:e.placeholder.css("left")},e._mouseStop(t),e.options.helper=e.options._helper):(e.cancelHelperRemoval=!0,e._trigger("deactivate",t,n))})},drag:function(t,i,s){e.each(s.sortables,function(){var n=!1,a=this;a.positionAbs=s.positionAbs,a.helperProportions=s.helperProportions,a.offset.click=s.offset.click,a._intersectsWith(a.containerCache)&&(n=!0,e.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==a&&this._intersectsWith(this.containerCache)&&e.contains(a.element[0],this.element[0])&&(n=!1),n
69 })),n?(a.isOver||(a.isOver=1,s._parent=i.helper.parent(),a.currentItem=i.helper.appendTo(a.element).data("ui-sortable-item",!0),a.options._helper=a.options.helper,a.options.helper=function(){return i.helper[0]},t.target=a.currentItem[0],a._mouseCapture(t,!0),a._mouseStart(t,!0,!0),a.offset.click.top=s.offset.click.top,a.offset.click.left=s.offset.click.left,a.offset.parent.left-=s.offset.parent.left-a.offset.parent.left,a.offset.parent.top-=s.offset.parent.top-a.offset.parent.top,s._trigger("toSortable",t),s.dropped=a.element,e.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,a.fromOutside=s),a.currentItem&&(a._mouseDrag(t),i.position=a.position)):a.isOver&&(a.isOver=0,a.cancelHelperRemoval=!0,a.options._revert=a.options.revert,a.options.revert=!1,a._trigger("out",t,a._uiHash(a)),a._mouseStop(t,!0),a.options.revert=a.options._revert,a.options.helper=a.options._helper,a.placeholder&&a.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(t),i.position=s._generatePosition(t,!0),s._trigger("fromSortable",t),s.dropped=!1,e.each(s.sortables,function(){this.refreshPositions()}))})}}),e.ui.plugin.add("draggable","cursor",{start:function(t,i,s){var n=e("body"),a=s.options;n.css("cursor")&&(a._cursor=n.css("cursor")),n.css("cursor",a.cursor)},stop:function(t,i,s){var n=s.options;n._cursor&&e("body").css("cursor",n._cursor)}}),e.ui.plugin.add("draggable","opacity",{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css("opacity")&&(a._opacity=n.css("opacity")),n.css("opacity",a.opacity)},stop:function(t,i,s){var n=s.options;n._opacity&&e(i.helper).css("opacity",n._opacity)}}),e.ui.plugin.add("draggable","scroll",{start:function(e,t,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(t,i,s){var n=s.options,a=!1,o=s.scrollParentNotHidden[0],r=s.document[0];o!==r&&"HTML"!==o.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+o.offsetHeight-t.pageY<n.scrollSensitivity?o.scrollTop=a=o.scrollTop+n.scrollSpeed:t.pageY-s.overflowOffset.top<n.scrollSensitivity&&(o.scrollTop=a=o.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+o.offsetWidth-t.pageX<n.scrollSensitivity?o.scrollLeft=a=o.scrollLeft+n.scrollSpeed:t.pageX-s.overflowOffset.left<n.scrollSensitivity&&(o.scrollLeft=a=o.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(t.pageY-e(r).scrollTop()<n.scrollSensitivity?a=e(r).scrollTop(e(r).scrollTop()-n.scrollSpeed):e(window).height()-(t.pageY-e(r).scrollTop())<n.scrollSensitivity&&(a=e(r).scrollTop(e(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(t.pageX-e(r).scrollLeft()<n.scrollSensitivity?a=e(r).scrollLeft(e(r).scrollLeft()-n.scrollSpeed):e(window).width()-(t.pageX-e(r).scrollLeft())<n.scrollSensitivity&&(a=e(r).scrollLeft(e(r).scrollLeft()+n.scrollSpeed)))),a!==!1&&e.ui.ddmanager&&!n.dropBehaviour&&e.ui.ddmanager.prepareOffsets(s,t)}}),e.ui.plugin.add("draggable","snap",{start:function(t,i,s){var n=s.options;s.snapElements=[],e(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var t=e(this),i=t.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:t.outerWidth(),height:t.outerHeight(),top:i.top,left:i.left})})},drag:function(t,i,s){var n,a,o,r,h,l,u,d,c,p,f=s.options,m=f.snapTolerance,g=i.offset.left,v=g+s.helperProportions.width,y=i.offset.top,b=y+s.helperProportions.height;for(c=s.snapElements.length-1;c>=0;c--)h=s.snapElements[c].left-s.margins.left,l=h+s.snapElements[c].width,u=s.snapElements[c].top-s.margins.top,d=u+s.snapElements[c].height,h-m>v||g>l+m||u-m>b||y>d+m||!e.contains(s.snapElements[c].item.ownerDocument,s.snapElements[c].item)?(s.snapElements[c].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=m>=Math.abs(u-b),a=m>=Math.abs(d-y),o=m>=Math.abs(h-v),r=m>=Math.abs(l-g),n&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.top=s._convertPositionTo("relative",{top:d,left:0}).top),o&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left)),p=n||a||o||r,"outer"!==f.snapMode&&(n=m>=Math.abs(u-y),a=m>=Math.abs(d-b),o=m>=Math.abs(h-g),r=m>=Math.abs(l-v),n&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.top=s._convertPositionTo("relative",{top:d-s.helperProportions.height,left:0}).top),o&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left)),!s.snapElements[c].snapping&&(n||a||o||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=n||a||o||r||p)}}),e.ui.plugin.add("draggable","stack",{start:function(t,i,s){var n,a=s.options,o=e.makeArray(e(a.stack)).sort(function(t,i){return(parseInt(e(t).css("zIndex"),10)||0)-(parseInt(e(i).css("zIndex"),10)||0)});o.length&&(n=parseInt(e(o[0]).css("zIndex"),10)||0,e(o).each(function(t){e(this).css("zIndex",n+t)}),this.css("zIndex",n+o.length))}}),e.ui.plugin.add("draggable","zIndex",{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css("zIndex")&&(a._zIndex=n.css("zIndex")),n.css("zIndex",a.zIndex)},stop:function(t,i,s){var n=s.options;n._zIndex&&e(i.helper).css("zIndex",n._zIndex)}}),e.ui.draggable,e.widget("ui.droppable",{version:"1.11.4",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var t,i=this.options,s=i.accept;this.isover=!1,this.isout=!0,this.accept=e.isFunction(s)?s:function(e){return e.is(s)},this.proportions=function(){return arguments.length?(t=arguments[0],void 0):t?t:t={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},this._addToManager(i.scope),i.addClasses&&this.element.addClass("ui-droppable")},_addToManager:function(t){e.ui.ddmanager.droppables[t]=e.ui.ddmanager.droppables[t]||[],e.ui.ddmanager.droppables[t].push(this)},_splice:function(e){for(var t=0;e.length>t;t++)e[t]===this&&e.splice(t,1)},_destroy:function(){var t=e.ui.ddmanager.droppables[this.options.scope];this._splice(t),this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(t,i){if("accept"===t)this.accept=e.isFunction(i)?i:function(e){return e.is(i)};else if("scope"===t){var s=e.ui.ddmanager.droppables[this.options.scope];this._splice(s),this._addToManager(i)}this._super(t,i)},_activate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",t,this.ui(i))},_deactivate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",t,this.ui(i))},_over:function(t){var i=e.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",t,this.ui(i)))},_out:function(t){var i=e.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",t,this.ui(i)))},_drop:function(t,i){var s=i||e.ui.ddmanager.current,n=!1;return s&&(s.currentItem||s.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var i=e(this).droppable("instance");return i.options.greedy&&!i.options.disabled&&i.options.scope===s.options.scope&&i.accept.call(i.element[0],s.currentItem||s.element)&&e.ui.intersect(s,e.extend(i,{offset:i.element.offset()}),i.options.tolerance,t)?(n=!0,!1):void 0}),n?!1:this.accept.call(this.element[0],s.currentItem||s.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",t,this.ui(s)),this.element):!1):!1},ui:function(e){return{draggable:e.currentItem||e.element,helper:e.helper,position:e.position,offset:e.positionAbs}}}),e.ui.intersect=function(){function e(e,t,i){return e>=t&&t+i>e}return function(t,i,s,n){if(!i.offset)return!1;var a=(t.positionAbs||t.position.absolute).left+t.margins.left,o=(t.positionAbs||t.position.absolute).top+t.margins.top,r=a+t.helperProportions.width,h=o+t.helperProportions.height,l=i.offset.left,u=i.offset.top,d=l+i.proportions().width,c=u+i.proportions().height;switch(s){case"fit":return a>=l&&d>=r&&o>=u&&c>=h;case"intersect":return a+t.helperProportions.width/2>l&&d>r-t.helperProportions.width/2&&o+t.helperProportions.height/2>u&&c>h-t.helperProportions.height/2;case"pointer":return e(n.pageY,u,i.proportions().height)&&e(n.pageX,l,i.proportions().width);case"touch":return(o>=u&&c>=o||h>=u&&c>=h||u>o&&h>c)&&(a>=l&&d>=a||r>=l&&d>=r||l>a&&r>d);default:return!1}}}(),e.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(t,i){var s,n,a=e.ui.ddmanager.droppables[t.options.scope]||[],o=i?i.type:null,r=(t.currentItem||t.element).find(":data(ui-droppable)").addBack();e:for(s=0;a.length>s;s++)if(!(a[s].options.disabled||t&&!a[s].accept.call(a[s].element[0],t.currentItem||t.element))){for(n=0;r.length>n;n++)if(r[n]===a[s].element[0]){a[s].proportions().height=0;continue e}a[s].visible="none"!==a[s].element.css("display"),a[s].visible&&("mousedown"===o&&a[s]._activate.call(a[s],i),a[s].offset=a[s].element.offset(),a[s].proportions({width:a[s].element[0].offsetWidth,height:a[s].element[0].offsetHeight}))}},drop:function(t,i){var s=!1;return e.each((e.ui.ddmanager.droppables[t.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&e.ui.intersect(t,this,this.options.tolerance,i)&&(s=this._drop.call(this,i)||s),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],t.currentItem||t.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),s},dragStart:function(t,i){t.element.parentsUntil("body").bind("scroll.droppable",function(){t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)})},drag:function(t,i){t.options.refreshPositions&&e.ui.ddmanager.prepareOffsets(t,i),e.each(e.ui.ddmanager.droppables[t.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var s,n,a,o=e.ui.intersect(t,this,this.options.tolerance,i),r=!o&&this.isover?"isout":o&&!this.isover?"isover":null;r&&(this.options.greedy&&(n=this.options.scope,a=this.element.parents(":data(ui-droppable)").filter(function(){return e(this).droppable("instance").options.scope===n}),a.length&&(s=e(a[0]).droppable("instance"),s.greedyChild="isover"===r)),s&&"isover"===r&&(s.isover=!1,s.isout=!0,s._out.call(s,i)),this[r]=!0,this["isout"===r?"isover":"isout"]=!1,this["isover"===r?"_over":"_out"].call(this,i),s&&"isout"===r&&(s.isout=!1,s.isover=!0,s._over.call(s,i)))}})},dragStop:function(t,i){t.element.parentsUntil("body").unbind("scroll.droppable"),t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)}},e.ui.droppable,e.widget("ui.resizable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(e){return parseInt(e,10)||0},_isNumber:function(e){return!isNaN(parseInt(e,10))},_hasScroll:function(t,i){if("hidden"===e(t).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return t[s]>0?!0:(t[s]=1,n=t[s]>0,t[s]=0,n)},_create:function(){var t,i,s,n,a,o=this,r=this.options;if(this.element.addClass("ui-resizable"),e.extend(this,{_aspectRatio:!!r.aspectRatio,aspectRatio:r.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:r.helper||r.ghost||r.animate?r.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(e("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css("marginLeft"),marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css({margin:this.originalElement.css("margin")}),this._proportionallyResize()),this.handles=r.handles||(e(".ui-resizable-handle",this.element).length?{n:".ui-resizable-n",e:".ui-resizable-e",s:".ui-resizable-s",w:".ui-resizable-w",se:".ui-resizable-se",sw:".ui-resizable-sw",ne:".ui-resizable-ne",nw:".ui-resizable-nw"}:"e,s,se"),this._handles=e(),this.handles.constructor===String)for("all"===this.handles&&(this.handles="n,e,s,w,se,sw,ne,nw"),t=this.handles.split(","),this.handles={},i=0;t.length>i;i++)s=e.trim(t[i]),a="ui-resizable-"+s,n=e("<div class='ui-resizable-handle "+a+"'></div>"),n.css({zIndex:r.zIndex}),"se"===s&&n.addClass("ui-icon ui-icon-gripsmall-diagonal-se"),this.handles[s]=".ui-resizable-"+s,this.element.append(n);this._renderAxis=function(t){var i,s,n,a;t=t||this.element;for(i in this.handles)this.handles[i].constructor===String?this.handles[i]=this.element.children(this.handles[i]).first().show():(this.handles[i].jquery||this.handles[i].nodeType)&&(this.handles[i]=e(this.handles[i]),this._on(this.handles[i],{mousedown:o._mouseDown})),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/^(textarea|input|select|button)$/i)&&(s=e(this.handles[i],this.element),a=/sw|ne|nw|se|n|s/.test(i)?s.outerHeight():s.outerWidth(),n=["padding",/ne|nw|n/.test(i)?"Top":/se|sw|s/.test(i)?"Bottom":/^e$/.test(i)?"Right":"Left"].join(""),t.css(n,a),this._proportionallyResize()),this._handles=this._handles.add(this.handles[i])},this._renderAxis(this.element),this._handles=this._handles.add(this.element.find(".ui-resizable-handle")),this._handles.disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(n=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=n&&n[1]?n[1]:"se")}),r.autoHide&&(this._handles.hide(),e(this.element).addClass("ui-resizable-autohide").mouseenter(function(){r.disabled||(e(this).removeClass("ui-resizable-autohide"),o._handles.show())}).mouseleave(function(){r.disabled||o.resizing||(e(this).addClass("ui-resizable-autohide"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var t,i=function(t){e(t).removeClass("ui-resizable ui-resizable-disabled ui-resizable-resizing").removeData("resizable").removeData("ui-resizable").unbind(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),t=this.element,this.originalElement.css({position:t.css("position"),width:t.outerWidth(),height:t.outerHeight(),top:t.css("top"),left:t.css("left")}).insertAfter(t),t.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(t){var i,s,n=!1;for(i in this.handles)s=e(this.handles[i])[0],(s===t.target||e.contains(s,t.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(t){var i,s,n,a=this.options,o=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),a.containment&&(i+=e(a.containment).scrollLeft()||0,s+=e(a.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:o.width(),height:o.height()},this.originalSize=this._helper?{width:o.outerWidth(),height:o.outerHeight()}:{width:o.width(),height:o.height()},this.sizeDiff={width:o.outerWidth()-o.width(),height:o.outerHeight()-o.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:t.pageX,top:t.pageY},this.aspectRatio="number"==typeof a.aspectRatio?a.aspectRatio:this.originalSize.width/this.originalSize.height||1,n=e(".ui-resizable-"+this.axis).css("cursor"),e("body").css("cursor","auto"===n?this.axis+"-resize":n),o.addClass("ui-resizable-resizing"),this._propagate("start",t),!0},_mouseDrag:function(t){var i,s,n=this.originalMousePosition,a=this.axis,o=t.pageX-n.left||0,r=t.pageY-n.top||0,h=this._change[a];return this._updatePrevProperties(),h?(i=h.apply(this,[t,o,r]),this._updateVirtualBoundaries(t.shiftKey),(this._aspectRatio||t.shiftKey)&&(i=this._updateRatio(i,t)),i=this._respectSize(i,t),this._updateCache(i),this._propagate("resize",t),s=this._applyChanges(),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),e.isEmptyObject(s)||(this._updatePrevProperties(),this._trigger("resize",t,this.ui()),this._applyChanges()),!1):!1},_mouseStop:function(t){this.resizing=!1;var i,s,n,a,o,r,h,l=this.options,u=this;return this._helper&&(i=this._proportionallyResizeElements,s=i.length&&/textarea/i.test(i[0].nodeName),n=s&&this._hasScroll(i[0],"left")?0:u.sizeDiff.height,a=s?0:u.sizeDiff.width,o={width:u.helper.width()-a,height:u.helper.height()-n},r=parseInt(u.element.css("left"),10)+(u.position.left-u.originalPosition.left)||null,h=parseInt(u.element.css("top"),10)+(u.position.top-u.originalPosition.top)||null,l.animate||this.element.css(e.extend(o,{top:h,left:r})),u.helper.height(u.size.height),u.helper.width(u.size.width),this._helper&&!l.animate&&this._proportionallyResize()),e("body").css("cursor","auto"),this.element.removeClass("ui-resizable-resizing"),this._propagate("stop",t),this._helper&&this.helper.remove(),!1},_updatePrevProperties:function(){this.prevPosition={top:this.position.top,left:this.position.left},this.prevSize={width:this.size.width,height:this.size.height}},_applyChanges:function(){var e={};return this.position.top!==this.prevPosition.top&&(e.top=this.position.top+"px"),this.position.left!==this.prevPosition.left&&(e.left=this.position.left+"px"),this.size.width!==this.prevSize.width&&(e.width=this.size.width+"px"),this.size.height!==this.prevSize.height&&(e.height=this.size.height+"px"),this.helper.css(e),e},_updateVirtualBoundaries:function(e){var t,i,s,n,a,o=this.options;a={minWidth:this._isNumber(o.minWidth)?o.minWidth:0,maxWidth:this._isNumber(o.maxWidth)?o.maxWidth:1/0,minHeight:this._isNumber(o.minHeight)?o.minHeight:0,maxHeight:this._isNumber(o.maxHeight)?o.maxHeight:1/0},(this._aspectRatio||e)&&(t=a.minHeight*this.aspectRatio,s=a.minWidth/this.aspectRatio,i=a.maxHeight*this.aspectRatio,n=a.maxWidth/this.aspectRatio,t>a.minWidth&&(a.minWidth=t),s>a.minHeight&&(a.minHeight=s),a.maxWidth>i&&(a.maxWidth=i),a.maxHeight>n&&(a.maxHeight=n)),this._vBoundaries=a},_updateCache:function(e){this.offset=this.helper.offset(),this._isNumber(e.left)&&(this.position.left=e.left),this._isNumber(e.top)&&(this.position.top=e.top),this._isNumber(e.height)&&(this.size.height=e.height),this._isNumber(e.width)&&(this.size.width=e.width)},_updateRatio:function(e){var t=this.position,i=this.size,s=this.axis;return this._isNumber(e.height)?e.width=e.height*this.aspectRatio:this._isNumber(e.width)&&(e.height=e.width/this.aspectRatio),"sw"===s&&(e.left=t.left+(i.width-e.width),e.top=null),"nw"===s&&(e.top=t.top+(i.height-e.height),e.left=t.left+(i.width-e.width)),e},_respectSize:function(e){var t=this._vBoundaries,i=this.axis,s=this._isNumber(e.width)&&t.maxWidth&&t.maxWidth<e.width,n=this._isNumber(e.height)&&t.maxHeight&&t.maxHeight<e.height,a=this._isNumber(e.width)&&t.minWidth&&t.minWidth>e.width,o=this._isNumber(e.height)&&t.minHeight&&t.minHeight>e.height,r=this.originalPosition.left+this.originalSize.width,h=this.position.top+this.size.height,l=/sw|nw|w/.test(i),u=/nw|ne|n/.test(i);return a&&(e.width=t.minWidth),o&&(e.height=t.minHeight),s&&(e.width=t.maxWidth),n&&(e.height=t.maxHeight),a&&l&&(e.left=r-t.minWidth),s&&l&&(e.left=r-t.maxWidth),o&&u&&(e.top=h-t.minHeight),n&&u&&(e.top=h-t.maxHeight),e.width||e.height||e.left||!e.top?e.width||e.height||e.top||!e.left||(e.left=null):e.top=null,e},_getPaddingPlusBorderDimensions:function(e){for(var t=0,i=[],s=[e.css("borderTopWidth"),e.css("borderRightWidth"),e.css("borderBottomWidth"),e.css("borderLeftWidth")],n=[e.css("paddingTop"),e.css("paddingRight"),e.css("paddingBottom"),e.css("paddingLeft")];4>t;t++)i[t]=parseInt(s[t],10)||0,i[t]+=parseInt(n[t],10)||0;return{height:i[0]+i[2],width:i[1]+i[3]}},_proportionallyResize:function(){if(this._proportionallyResizeElements.length)for(var e,t=0,i=this.helper||this.element;this._proportionallyResizeElements.length>t;t++)e=this._proportionallyResizeElements[t],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(e)),e.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var t=this.element,i=this.options;this.elementOffset=t.offset(),this._helper?(this.helper=this.helper||e("<div style='overflow:hidden;'></div>"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(e,t){return{width:this.originalSize.width+t}},w:function(e,t){var i=this.originalSize,s=this.originalPosition;return{left:s.left+t,width:i.width-t}},n:function(e,t,i){var s=this.originalSize,n=this.originalPosition;return{top:n.top+i,height:s.height-i}},s:function(e,t,i){return{height:this.originalSize.height+i}},se:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},sw:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[t,i,s]))},ne:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},nw:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[t,i,s]))}},_propagate:function(t,i){e.ui.plugin.call(this,t,[i,this.ui()]),"resize"!==t&&this._trigger(t,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),e.ui.plugin.add("resizable","animate",{stop:function(t){var i=e(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,a=n.length&&/textarea/i.test(n[0].nodeName),o=a&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=a?0:i.sizeDiff.width,h={width:i.size.width-r,height:i.size.height-o},l=parseInt(i.element.css("left"),10)+(i.position.left-i.originalPosition.left)||null,u=parseInt(i.element.css("top"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(e.extend(h,u&&l?{top:u,left:l}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseInt(i.element.css("width"),10),height:parseInt(i.element.css("height"),10),top:parseInt(i.element.css("top"),10),left:parseInt(i.element.css("left"),10)};n&&n.length&&e(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",t)}})}}),e.ui.plugin.add("resizable","containment",{start:function(){var t,i,s,n,a,o,r,h=e(this).resizable("instance"),l=h.options,u=h.element,d=l.containment,c=d instanceof e?d.get(0):/parent/.test(d)?u.parent().get(0):d;c&&(h.containerElement=e(c),/document/.test(d)||d===document?(h.containerOffset={left:0,top:0},h.containerPosition={left:0,top:0},h.parentData={element:e(document),left:0,top:0,width:e(document).width(),height:e(document).height()||document.body.parentNode.scrollHeight}):(t=e(c),i=[],e(["Top","Right","Left","Bottom"]).each(function(e,s){i[e]=h._num(t.css("padding"+s))}),h.containerOffset=t.offset(),h.containerPosition=t.position(),h.containerSize={height:t.innerHeight()-i[3],width:t.innerWidth()-i[1]},s=h.containerOffset,n=h.containerSize.height,a=h.containerSize.width,o=h._hasScroll(c,"left")?c.scrollWidth:a,r=h._hasScroll(c)?c.scrollHeight:n,h.parentData={element:c,left:s.left,top:s.top,width:o,height:r}))},resize:function(t){var i,s,n,a,o=e(this).resizable("instance"),r=o.options,h=o.containerOffset,l=o.position,u=o._aspectRatio||t.shiftKey,d={top:0,left:0},c=o.containerElement,p=!0;c[0]!==document&&/static/.test(c.css("position"))&&(d=h),l.left<(o._helper?h.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-h.left:o.position.left-d.left),u&&(o.size.height=o.size.width/o.aspectRatio,p=!1),o.position.left=r.helper?h.left:0),l.top<(o._helper?h.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-h.top:o.position.top),u&&(o.size.width=o.size.height*o.aspectRatio,p=!1),o.position.top=o._helper?h.top:0),n=o.containerElement.get(0)===o.element.parent().get(0),a=/relative|absolute/.test(o.containerElement.css("position")),n&&a?(o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top):(o.offset.left=o.element.offset().left,o.offset.top=o.element.offset().top),i=Math.abs(o.sizeDiff.width+(o._helper?o.offset.left-d.left:o.offset.left-h.left)),s=Math.abs(o.sizeDiff.height+(o._helper?o.offset.top-d.top:o.offset.top-h.top)),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,u&&(o.size.height=o.size.width/o.aspectRatio,p=!1)),s+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-s,u&&(o.size.width=o.size.height*o.aspectRatio,p=!1)),p||(o.position.left=o.prevPosition.left,o.position.top=o.prevPosition.top,o.size.width=o.prevSize.width,o.size.height=o.prevSize.height)},stop:function(){var t=e(this).resizable("instance"),i=t.options,s=t.containerOffset,n=t.containerPosition,a=t.containerElement,o=e(t.helper),r=o.offset(),h=o.outerWidth()-t.sizeDiff.width,l=o.outerHeight()-t.sizeDiff.height;t._helper&&!i.animate&&/relative/.test(a.css("position"))&&e(this).css({left:r.left-n.left-s.left,width:h,height:l}),t._helper&&!i.animate&&/static/.test(a.css("position"))&&e(this).css({left:r.left-n.left-s.left,width:h,height:l})}}),e.ui.plugin.add("resizable","alsoResize",{start:function(){var t=e(this).resizable("instance"),i=t.options;e(i.alsoResize).each(function(){var t=e(this);t.data("ui-resizable-alsoresize",{width:parseInt(t.width(),10),height:parseInt(t.height(),10),left:parseInt(t.css("left"),10),top:parseInt(t.css("top"),10)})})},resize:function(t,i){var s=e(this).resizable("instance"),n=s.options,a=s.originalSize,o=s.originalPosition,r={height:s.size.height-a.height||0,width:s.size.width-a.width||0,top:s.position.top-o.top||0,left:s.position.left-o.left||0};e(n.alsoResize).each(function(){var t=e(this),s=e(this).data("ui-resizable-alsoresize"),n={},a=t.parents(i.originalElement[0]).length?["width","height"]:["width","height","top","left"];e.each(a,function(e,t){var i=(s[t]||0)+(r[t]||0);i&&i>=0&&(n[t]=i||null)}),t.css(n)})},stop:function(){e(this).removeData("resizable-alsoresize")}}),e.ui.plugin.add("resizable","ghost",{start:function(){var t=e(this).resizable("instance"),i=t.options,s=t.size;t.ghost=t.originalElement.clone(),t.ghost.css({opacity:.25,display:"block",position:"relative",height:s.height,width:s.width,margin:0,left:0,top:0}).addClass("ui-resizable-ghost").addClass("string"==typeof i.ghost?i.ghost:""),t.ghost.appendTo(t.helper)},resize:function(){var t=e(this).resizable("instance");t.ghost&&t.ghost.css({position:"relative",height:t.size.height,width:t.size.width})},stop:function(){var t=e(this).resizable("instance");t.ghost&&t.helper&&t.helper.get(0).removeChild(t.ghost.get(0))}}),e.ui.plugin.add("resizable","grid",{resize:function(){var t,i=e(this).resizable("instance"),s=i.options,n=i.size,a=i.originalSize,o=i.originalPosition,r=i.axis,h="number"==typeof s.grid?[s.grid,s.grid]:s.grid,l=h[0]||1,u=h[1]||1,d=Math.round((n.width-a.width)/l)*l,c=Math.round((n.height-a.height)/u)*u,p=a.width+d,f=a.height+c,m=s.maxWidth&&p>s.maxWidth,g=s.maxHeight&&f>s.maxHeight,v=s.minWidth&&s.minWidth>p,y=s.minHeight&&s.minHeight>f;s.grid=h,v&&(p+=l),y&&(f+=u),m&&(p-=l),g&&(f-=u),/^(se|s|e)$/.test(r)?(i.size.width=p,i.size.height=f):/^(ne)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.top=o.top-c):/^(sw)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.left=o.left-d):((0>=f-u||0>=p-l)&&(t=i._getPaddingPlusBorderDimensions(this)),f-u>0?(i.size.height=f,i.position.top=o.top-c):(f=u-t.height,i.size.height=f,i.position.top=o.top+a.height-f),p-l>0?(i.size.width=p,i.position.left=o.left-d):(p=l-t.width,i.size.width=p,i.position.left=o.left+a.width-p))}}),e.ui.resizable,e.widget("ui.selectable",e.ui.mouse,{version:"1.11.4",options:{appendTo:"body",autoRefresh:!0,distance:0,filter:"*",tolerance:"touch",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var t,i=this;this.element.addClass("ui-selectable"),this.dragged=!1,this.refresh=function(){t=e(i.options.filter,i.element[0]),t.addClass("ui-selectee"),t.each(function(){var t=e(this),i=t.offset();e.data(this,"selectable-item",{element:this,$element:t,left:i.left,top:i.top,right:i.left+t.outerWidth(),bottom:i.top+t.outerHeight(),startselected:!1,selected:t.hasClass("ui-selected"),selecting:t.hasClass("ui-selecting"),unselecting:t.hasClass("ui-unselecting")})})},this.refresh(),this.selectees=t.addClass("ui-selectee"),this._mouseInit(),this.helper=e("<div class='ui-selectable-helper'></div>")},_destroy:function(){this.selectees.removeClass("ui-selectee").removeData("selectable-item"),this.element.removeClass("ui-selectable ui-selectable-disabled"),this._mouseDestroy()},_mouseStart:function(t){var i=this,s=this.options;this.opos=[t.pageX,t.pageY],this.options.disabled||(this.selectees=e(s.filter,this.element[0]),this._trigger("start",t),e(s.appendTo).append(this.helper),this.helper.css({left:t.pageX,top:t.pageY,width:0,height:0}),s.autoRefresh&&this.refresh(),this.selectees.filter(".ui-selected").each(function(){var s=e.data(this,"selectable-item");s.startselected=!0,t.metaKey||t.ctrlKey||(s.$element.removeClass("ui-selected"),s.selected=!1,s.$element.addClass("ui-unselecting"),s.unselecting=!0,i._trigger("unselecting",t,{unselecting:s.element}))}),e(t.target).parents().addBack().each(function(){var s,n=e.data(this,"selectable-item");return n?(s=!t.metaKey&&!t.ctrlKey||!n.$element.hasClass("ui-selected"),n.$element.removeClass(s?"ui-unselecting":"ui-selected").addClass(s?"ui-selecting":"ui-unselecting"),n.unselecting=!s,n.selecting=s,n.selected=s,s?i._trigger("selecting",t,{selecting:n.element}):i._trigger("unselecting",t,{unselecting:n.element}),!1):void 0}))},_mouseDrag:function(t){if(this.dragged=!0,!this.options.disabled){var i,s=this,n=this.options,a=this.opos[0],o=this.opos[1],r=t.pageX,h=t.pageY;return a>r&&(i=r,r=a,a=i),o>h&&(i=h,h=o,o=i),this.helper.css({left:a,top:o,width:r-a,height:h-o}),this.selectees.each(function(){var i=e.data(this,"selectable-item"),l=!1;
70 i&&i.element!==s.element[0]&&("touch"===n.tolerance?l=!(i.left>r||a>i.right||i.top>h||o>i.bottom):"fit"===n.tolerance&&(l=i.left>a&&r>i.right&&i.top>o&&h>i.bottom),l?(i.selected&&(i.$element.removeClass("ui-selected"),i.selected=!1),i.unselecting&&(i.$element.removeClass("ui-unselecting"),i.unselecting=!1),i.selecting||(i.$element.addClass("ui-selecting"),i.selecting=!0,s._trigger("selecting",t,{selecting:i.element}))):(i.selecting&&((t.metaKey||t.ctrlKey)&&i.startselected?(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.$element.addClass("ui-selected"),i.selected=!0):(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.startselected&&(i.$element.addClass("ui-unselecting"),i.unselecting=!0),s._trigger("unselecting",t,{unselecting:i.element}))),i.selected&&(t.metaKey||t.ctrlKey||i.startselected||(i.$element.removeClass("ui-selected"),i.selected=!1,i.$element.addClass("ui-unselecting"),i.unselecting=!0,s._trigger("unselecting",t,{unselecting:i.element})))))}),!1}},_mouseStop:function(t){var i=this;return this.dragged=!1,e(".ui-unselecting",this.element[0]).each(function(){var s=e.data(this,"selectable-item");s.$element.removeClass("ui-unselecting"),s.unselecting=!1,s.startselected=!1,i._trigger("unselected",t,{unselected:s.element})}),e(".ui-selecting",this.element[0]).each(function(){var s=e.data(this,"selectable-item");s.$element.removeClass("ui-selecting").addClass("ui-selected"),s.selecting=!1,s.selected=!0,s.startselected=!0,i._trigger("selected",t,{selected:s.element})}),this._trigger("stop",t),this.helper.remove(),!1}}),e.widget("ui.sortable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_isOverAxis:function(e,t,i){return e>=t&&t+i>e},_isFloating:function(e){return/left|right/.test(e.css("float"))||/inline|table-cell/.test(e.css("display"))},_create:function(){this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.offset=this.element.offset(),this._mouseInit(),this._setHandleClassName(),this.ready=!0},_setOption:function(e,t){this._super(e,t),"handle"===e&&this._setHandleClassName()},_setHandleClassName:function(){this.element.find(".ui-sortable-handle").removeClass("ui-sortable-handle"),e.each(this.items,function(){(this.instance.options.handle?this.item.find(this.instance.options.handle):this.item).addClass("ui-sortable-handle")})},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled").find(".ui-sortable-handle").removeClass("ui-sortable-handle"),this._mouseDestroy();for(var e=this.items.length-1;e>=0;e--)this.items[e].item.removeData(this.widgetName+"-item");return this},_mouseCapture:function(t,i){var s=null,n=!1,a=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(t),e(t.target).parents().each(function(){return e.data(this,a.widgetName+"-item")===a?(s=e(this),!1):void 0}),e.data(t.target,a.widgetName+"-item")===a&&(s=e(t.target)),s?!this.options.handle||i||(e(this.options.handle,s).find("*").addBack().each(function(){this===t.target&&(n=!0)}),n)?(this.currentItem=s,this._removeCurrentsFromItems(),!0):!1:!1)},_mouseStart:function(t,i,s){var n,a,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(t),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},e.extend(this.offset,{click:{left:t.pageX-this.offset.left,top:t.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(t),this.originalPageX=t.pageX,this.originalPageY=t.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(a=this.document.find("body"),this.storedCursor=a.css("cursor"),a.css("cursor",o.cursor),this.storedStylesheet=e("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(a)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==this.document[0]&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",t,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!s)for(n=this.containers.length-1;n>=0;n--)this.containers[n]._trigger("activate",t,this._uiHash(this));return e.ui.ddmanager&&(e.ui.ddmanager.current=this),e.ui.ddmanager&&!o.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(t),!0},_mouseDrag:function(t){var i,s,n,a,o=this.options,r=!1;for(this.position=this._generatePosition(t),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==this.document[0]&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-t.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop+o.scrollSpeed:t.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-t.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft+o.scrollSpeed:t.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(t.pageY-this.document.scrollTop()<o.scrollSensitivity?r=this.document.scrollTop(this.document.scrollTop()-o.scrollSpeed):this.window.height()-(t.pageY-this.document.scrollTop())<o.scrollSensitivity&&(r=this.document.scrollTop(this.document.scrollTop()+o.scrollSpeed)),t.pageX-this.document.scrollLeft()<o.scrollSensitivity?r=this.document.scrollLeft(this.document.scrollLeft()-o.scrollSpeed):this.window.width()-(t.pageX-this.document.scrollLeft())<o.scrollSensitivity&&(r=this.document.scrollLeft(this.document.scrollLeft()+o.scrollSpeed))),r!==!1&&e.ui.ddmanager&&!o.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(s=this.items[i],n=s.item[0],a=this._intersectsWithPointer(s),a&&s.instance===this.currentContainer&&n!==this.currentItem[0]&&this.placeholder[1===a?"next":"prev"]()[0]!==n&&!e.contains(this.placeholder[0],n)&&("semi-dynamic"===this.options.type?!e.contains(this.element[0],n):!0)){if(this.direction=1===a?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(s))break;this._rearrange(t,s),this._trigger("change",t,this._uiHash());break}return this._contactContainers(t),e.ui.ddmanager&&e.ui.ddmanager.drag(this,t),this._trigger("sort",t,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(t,i){if(t){if(e.ui.ddmanager&&!this.options.dropBehaviour&&e.ui.ddmanager.drop(this,t),this.options.revert){var s=this,n=this.placeholder.offset(),a=this.options.axis,o={};a&&"x"!==a||(o.left=n.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollLeft)),a&&"y"!==a||(o.top=n.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,e(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){s._clear(t)})}else this._clear(t,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var t=this.containers.length-1;t>=0;t--)this.containers[t]._trigger("deactivate",null,this._uiHash(this)),this.containers[t].containerCache.over&&(this.containers[t]._trigger("out",null,this._uiHash(this)),this.containers[t].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),e.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?e(this.domPosition.prev).after(this.currentItem):e(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(t){var i=this._getItemsAsjQuery(t&&t.connected),s=[];return t=t||{},e(i).each(function(){var i=(e(t.item||this).attr(t.attribute||"id")||"").match(t.expression||/(.+)[\-=_](.+)/);i&&s.push((t.key||i[1]+"[]")+"="+(t.key&&t.expression?i[1]:i[2]))}),!s.length&&t.key&&s.push(t.key+"="),s.join("&")},toArray:function(t){var i=this._getItemsAsjQuery(t&&t.connected),s=[];return t=t||{},i.each(function(){s.push(e(t.item||this).attr(t.attribute||"id")||"")}),s},_intersectsWith:function(e){var t=this.positionAbs.left,i=t+this.helperProportions.width,s=this.positionAbs.top,n=s+this.helperProportions.height,a=e.left,o=a+e.width,r=e.top,h=r+e.height,l=this.offset.click.top,u=this.offset.click.left,d="x"===this.options.axis||s+l>r&&h>s+l,c="y"===this.options.axis||t+u>a&&o>t+u,p=d&&c;return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>e[this.floating?"width":"height"]?p:t+this.helperProportions.width/2>a&&o>i-this.helperProportions.width/2&&s+this.helperProportions.height/2>r&&h>n-this.helperProportions.height/2},_intersectsWithPointer:function(e){var t="x"===this.options.axis||this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top,e.height),i="y"===this.options.axis||this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left,e.width),s=t&&i,n=this._getDragVerticalDirection(),a=this._getDragHorizontalDirection();return s?this.floating?a&&"right"===a||"down"===n?2:1:n&&("down"===n?2:1):!1},_intersectsWithSides:function(e){var t=this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top+e.height/2,e.height),i=this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left+e.width/2,e.width),s=this._getDragVerticalDirection(),n=this._getDragHorizontalDirection();return this.floating&&n?"right"===n&&i||"left"===n&&!i:s&&("down"===s&&t||"up"===s&&!t)},_getDragVerticalDirection:function(){var e=this.positionAbs.top-this.lastPositionAbs.top;return 0!==e&&(e>0?"down":"up")},_getDragHorizontalDirection:function(){var e=this.positionAbs.left-this.lastPositionAbs.left;return 0!==e&&(e>0?"right":"left")},refresh:function(e){return this._refreshItems(e),this._setHandleClassName(),this.refreshPositions(),this},_connectWith:function(){var e=this.options;return e.connectWith.constructor===String?[e.connectWith]:e.connectWith},_getItemsAsjQuery:function(t){function i(){r.push(this)}var s,n,a,o,r=[],h=[],l=this._connectWith();if(l&&t)for(s=l.length-1;s>=0;s--)for(a=e(l[s],this.document[0]),n=a.length-1;n>=0;n--)o=e.data(a[n],this.widgetFullName),o&&o!==this&&!o.options.disabled&&h.push([e.isFunction(o.options.items)?o.options.items.call(o.element):e(o.options.items,o.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),o]);for(h.push([e.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):e(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),s=h.length-1;s>=0;s--)h[s][0].each(i);return e(r)},_removeCurrentsFromItems:function(){var t=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=e.grep(this.items,function(e){for(var i=0;t.length>i;i++)if(t[i]===e.item[0])return!1;return!0})},_refreshItems:function(t){this.items=[],this.containers=[this];var i,s,n,a,o,r,h,l,u=this.items,d=[[e.isFunction(this.options.items)?this.options.items.call(this.element[0],t,{item:this.currentItem}):e(this.options.items,this.element),this]],c=this._connectWith();if(c&&this.ready)for(i=c.length-1;i>=0;i--)for(n=e(c[i],this.document[0]),s=n.length-1;s>=0;s--)a=e.data(n[s],this.widgetFullName),a&&a!==this&&!a.options.disabled&&(d.push([e.isFunction(a.options.items)?a.options.items.call(a.element[0],t,{item:this.currentItem}):e(a.options.items,a.element),a]),this.containers.push(a));for(i=d.length-1;i>=0;i--)for(o=d[i][1],r=d[i][0],s=0,l=r.length;l>s;s++)h=e(r[s]),h.data(this.widgetName+"-item",o),u.push({item:h,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(t){this.floating=this.items.length?"x"===this.options.axis||this._isFloating(this.items[0].item):!1,this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,s,n,a;for(i=this.items.length-1;i>=0;i--)s=this.items[i],s.instance!==this.currentContainer&&this.currentContainer&&s.item[0]!==this.currentItem[0]||(n=this.options.toleranceElement?e(this.options.toleranceElement,s.item):s.item,t||(s.width=n.outerWidth(),s.height=n.outerHeight()),a=n.offset(),s.left=a.left,s.top=a.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)a=this.containers[i].element.offset(),this.containers[i].containerCache.left=a.left,this.containers[i].containerCache.top=a.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(t){t=t||this;var i,s=t.options;s.placeholder&&s.placeholder.constructor!==String||(i=s.placeholder,s.placeholder={element:function(){var s=t.currentItem[0].nodeName.toLowerCase(),n=e("<"+s+">",t.document[0]).addClass(i||t.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tbody"===s?t._createTrPlaceholder(t.currentItem.find("tr").eq(0),e("<tr>",t.document[0]).appendTo(n)):"tr"===s?t._createTrPlaceholder(t.currentItem,n):"img"===s&&n.attr("src",t.currentItem.attr("src")),i||n.css("visibility","hidden"),n},update:function(e,n){(!i||s.forcePlaceholderSize)&&(n.height()||n.height(t.currentItem.innerHeight()-parseInt(t.currentItem.css("paddingTop")||0,10)-parseInt(t.currentItem.css("paddingBottom")||0,10)),n.width()||n.width(t.currentItem.innerWidth()-parseInt(t.currentItem.css("paddingLeft")||0,10)-parseInt(t.currentItem.css("paddingRight")||0,10)))}}),t.placeholder=e(s.placeholder.element.call(t.element,t.currentItem)),t.currentItem.after(t.placeholder),s.placeholder.update(t,t.placeholder)},_createTrPlaceholder:function(t,i){var s=this;t.children().each(function(){e("<td>&#160;</td>",s.document[0]).attr("colspan",e(this).attr("colspan")||1).appendTo(i)})},_contactContainers:function(t){var i,s,n,a,o,r,h,l,u,d,c=null,p=null;for(i=this.containers.length-1;i>=0;i--)if(!e.contains(this.currentItem[0],this.containers[i].element[0]))if(this._intersectsWith(this.containers[i].containerCache)){if(c&&e.contains(this.containers[i].element[0],c.element[0]))continue;c=this.containers[i],p=i}else this.containers[i].containerCache.over&&(this.containers[i]._trigger("out",t,this._uiHash(this)),this.containers[i].containerCache.over=0);if(c)if(1===this.containers.length)this.containers[p].containerCache.over||(this.containers[p]._trigger("over",t,this._uiHash(this)),this.containers[p].containerCache.over=1);else{for(n=1e4,a=null,u=c.floating||this._isFloating(this.currentItem),o=u?"left":"top",r=u?"width":"height",d=u?"clientX":"clientY",s=this.items.length-1;s>=0;s--)e.contains(this.containers[p].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(h=this.items[s].item.offset()[o],l=!1,t[d]-h>this.items[s][r]/2&&(l=!0),n>Math.abs(t[d]-h)&&(n=Math.abs(t[d]-h),a=this.items[s],this.direction=l?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[p])return this.currentContainer.containerCache.over||(this.containers[p]._trigger("over",t,this._uiHash()),this.currentContainer.containerCache.over=1),void 0;a?this._rearrange(t,a,null,!0):this._rearrange(t,null,this.containers[p].element,!0),this._trigger("change",t,this._uiHash()),this.containers[p]._trigger("change",t,this._uiHash(this)),this.currentContainer=this.containers[p],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[p]._trigger("over",t,this._uiHash(this)),this.containers[p].containerCache.over=1}},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper)?e(i.helper.apply(this.element[0],[t,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return s.parents("body").length||e("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(s[0]),s[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!s[0].style.width||i.forceHelperSize)&&s.width(this.currentItem.width()),(!s[0].style.height||i.forceHelperSize)&&s.height(this.currentItem.height()),s},_adjustOffsetFromHelper:function(t){"string"==typeof t&&(t=t.split(" ")),e.isArray(t)&&(t={left:+t[0],top:+t[1]||0}),"left"in t&&(this.offset.click.left=t.left+this.margins.left),"right"in t&&(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),"top"in t&&(this.offset.click.top=t.top+this.margins.top),"bottom"in t&&(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var t=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])&&(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===this.document[0].body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&e.ui.ie)&&(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:t.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var e=this.currentItem.position();return{top:e.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:e.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options;"parent"===n.containment&&(n.containment=this.helper[0].parentNode),("document"===n.containment||"window"===n.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,"document"===n.containment?this.document.width():this.window.width()-this.helperProportions.width-this.margins.left,("document"===n.containment?this.document.width():this.window.height()||this.document[0].body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(n.containment)||(t=e(n.containment)[0],i=e(n.containment).offset(),s="hidden"!==e(t).css("overflow"),this.containment=[i.left+(parseInt(e(t).css("borderLeftWidth"),10)||0)+(parseInt(e(t).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(e(t).css("borderTopWidth"),10)||0)+(parseInt(e(t).css("paddingTop"),10)||0)-this.margins.top,i.left+(s?Math.max(t.scrollWidth,t.offsetWidth):t.offsetWidth)-(parseInt(e(t).css("borderLeftWidth"),10)||0)-(parseInt(e(t).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(s?Math.max(t.scrollHeight,t.offsetHeight):t.offsetHeight)-(parseInt(e(t).css("borderTopWidth"),10)||0)-(parseInt(e(t).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(t,i){i||(i=this.position);var s="absolute"===t?1:-1,n="absolute"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,a=/(html|body)/i.test(n[0].tagName);return{top:i.top+this.offset.relative.top*s+this.offset.parent.top*s-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():a?0:n.scrollTop())*s,left:i.left+this.offset.relative.left*s+this.offset.parent.left*s-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():a?0:n.scrollLeft())*s}},_generatePosition:function(t){var i,s,n=this.options,a=t.pageX,o=t.pageY,r="absolute"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,h=/(html|body)/i.test(r[0].tagName);return"relative"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(t.pageX-this.offset.click.left<this.containment[0]&&(a=this.containment[0]+this.offset.click.left),t.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),t.pageX-this.offset.click.left>this.containment[2]&&(a=this.containment[2]+this.offset.click.left),t.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),n.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/n.grid[1])*n.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-n.grid[1]:i+n.grid[1]:i,s=this.originalPageX+Math.round((a-this.originalPageX)/n.grid[0])*n.grid[0],a=this.containment?s-this.offset.click.left>=this.containment[0]&&s-this.offset.click.left<=this.containment[2]?s:s-this.offset.click.left>=this.containment[0]?s-n.grid[0]:s+n.grid[0]:s)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():h?0:r.scrollTop()),left:a-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():h?0:r.scrollLeft())}},_rearrange:function(e,t,i,s){i?i[0].appendChild(this.placeholder[0]):t.item[0].parentNode.insertBefore(this.placeholder[0],"down"===this.direction?t.item[0]:t.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var n=this.counter;this._delay(function(){n===this.counter&&this.refreshPositions(!s)})},_clear:function(e,t){function i(e,t,i){return function(s){i._trigger(e,s,t._uiHash(t))}}this.reverting=!1;var s,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(s in this._storedCSS)("auto"===this._storedCSS[s]||"static"===this._storedCSS[s])&&(this._storedCSS[s]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!t&&n.push(function(e){this._trigger("receive",e,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||t||n.push(function(e){this._trigger("update",e,this._uiHash())}),this!==this.currentContainer&&(t||(n.push(function(e){this._trigger("remove",e,this._uiHash())}),n.push(function(e){return function(t){e._trigger("receive",t,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(e){return function(t){e._trigger("update",t,this._uiHash(this))}}.call(this,this.currentContainer)))),s=this.containers.length-1;s>=0;s--)t||n.push(i("deactivate",this,this.containers[s])),this.containers[s].containerCache.over&&(n.push(i("out",this,this.containers[s])),this.containers[s].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,t||this._trigger("beforeStop",e,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.cancelHelperRemoval||(this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null),!t){for(s=0;n.length>s;s++)n[s].call(this,e);this._trigger("stop",e,this._uiHash())}return this.fromOutside=!1,!this.cancelHelperRemoval},_trigger:function(){e.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(t){var i=t||this;return{helper:i.helper,placeholder:i.placeholder||e([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:t?t.element:null}}}),e.widget("ui.accordion",{version:"1.11.4",options:{active:0,animate:{},collapsible:!1,event:"click",header:"> li > :first-child,> :not(li):even",heightStyle:"auto",icons:{activeHeader:"ui-icon-triangle-1-s",header:"ui-icon-triangle-1-e"},activate:null,beforeActivate:null},hideProps:{borderTopWidth:"hide",borderBottomWidth:"hide",paddingTop:"hide",paddingBottom:"hide",height:"hide"},showProps:{borderTopWidth:"show",borderBottomWidth:"show",paddingTop:"show",paddingBottom:"show",height:"show"},_create:function(){var t=this.options;this.prevShow=this.prevHide=e(),this.element.addClass("ui-accordion ui-widget ui-helper-reset").attr("role","tablist"),t.collapsible||t.active!==!1&&null!=t.active||(t.active=0),this._processPanels(),0>t.active&&(t.active+=this.headers.length),this._refresh()},_getCreateEventData:function(){return{header:this.active,panel:this.active.length?this.active.next():e()}},_createIcons:function(){var t=this.options.icons;t&&(e("<span>").addClass("ui-accordion-header-icon ui-icon "+t.header).prependTo(this.headers),this.active.children(".ui-accordion-header-icon").removeClass(t.header).addClass(t.activeHeader),this.headers.addClass("ui-accordion-icons"))},_destroyIcons:function(){this.headers.removeClass("ui-accordion-icons").children(".ui-accordion-header-icon").remove()},_destroy:function(){var e;this.element.removeClass("ui-accordion ui-widget ui-helper-reset").removeAttr("role"),this.headers.removeClass("ui-accordion-header ui-accordion-header-active ui-state-default ui-corner-all ui-state-active ui-state-disabled ui-corner-top").removeAttr("role").removeAttr("aria-expanded").removeAttr("aria-selected").removeAttr("aria-controls").removeAttr("tabIndex").removeUniqueId(),this._destroyIcons(),e=this.headers.next().removeClass("ui-helper-reset ui-widget-content ui-corner-bottom ui-accordion-content ui-accordion-content-active ui-state-disabled").css("display","").removeAttr("role").removeAttr("aria-hidden").removeAttr("aria-labelledby").removeUniqueId(),"content"!==this.options.heightStyle&&e.css("height","")},_setOption:function(e,t){return"active"===e?(this._activate(t),void 0):("event"===e&&(this.options.event&&this._off(this.headers,this.options.event),this._setupEvents(t)),this._super(e,t),"collapsible"!==e||t||this.options.active!==!1||this._activate(0),"icons"===e&&(this._destroyIcons(),t&&this._createIcons()),"disabled"===e&&(this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this.headers.add(this.headers.next()).toggleClass("ui-state-disabled",!!t)),void 0)},_keydown:function(t){if(!t.altKey&&!t.ctrlKey){var i=e.ui.keyCode,s=this.headers.length,n=this.headers.index(t.target),a=!1;switch(t.keyCode){case i.RIGHT:case i.DOWN:a=this.headers[(n+1)%s];break;case i.LEFT:case i.UP:a=this.headers[(n-1+s)%s];break;case i.SPACE:case i.ENTER:this._eventHandler(t);break;case i.HOME:a=this.headers[0];break;case i.END:a=this.headers[s-1]}a&&(e(t.target).attr("tabIndex",-1),e(a).attr("tabIndex",0),a.focus(),t.preventDefault())}},_panelKeyDown:function(t){t.keyCode===e.ui.keyCode.UP&&t.ctrlKey&&e(t.currentTarget).prev().focus()},refresh:function(){var t=this.options;this._processPanels(),t.active===!1&&t.collapsible===!0||!this.headers.length?(t.active=!1,this.active=e()):t.active===!1?this._activate(0):this.active.length&&!e.contains(this.element[0],this.active[0])?this.headers.length===this.headers.find(".ui-state-disabled").length?(t.active=!1,this.active=e()):this._activate(Math.max(0,t.active-1)):t.active=this.headers.index(this.active),this._destroyIcons(),this._refresh()},_processPanels:function(){var e=this.headers,t=this.panels;this.headers=this.element.find(this.options.header).addClass("ui-accordion-header ui-state-default ui-corner-all"),this.panels=this.headers.next().addClass("ui-accordion-content ui-helper-reset ui-widget-content ui-corner-bottom").filter(":not(.ui-accordion-content-active)").hide(),t&&(this._off(e.not(this.headers)),this._off(t.not(this.panels)))},_refresh:function(){var t,i=this.options,s=i.heightStyle,n=this.element.parent();this.active=this._findActive(i.active).addClass("ui-accordion-header-active ui-state-active ui-corner-top").removeClass("ui-corner-all"),this.active.next().addClass("ui-accordion-content-active").show(),this.headers.attr("role","tab").each(function(){var t=e(this),i=t.uniqueId().attr("id"),s=t.next(),n=s.uniqueId().attr("id");t.attr("aria-controls",n),s.attr("aria-labelledby",i)}).next().attr("role","tabpanel"),this.headers.not(this.active).attr({"aria-selected":"false","aria-expanded":"false",tabIndex:-1}).next().attr({"aria-hidden":"true"}).hide(),this.active.length?this.active.attr({"aria-selected":"true","aria-expanded":"true",tabIndex:0}).next().attr({"aria-hidden":"false"}):this.headers.eq(0).attr("tabIndex",0),this._createIcons(),this._setupEvents(i.event),"fill"===s?(t=n.height(),this.element.siblings(":visible").each(function(){var i=e(this),s=i.css("position");"absolute"!==s&&"fixed"!==s&&(t-=i.outerHeight(!0))}),this.headers.each(function(){t-=e(this).outerHeight(!0)}),this.headers.next().each(function(){e(this).height(Math.max(0,t-e(this).innerHeight()+e(this).height()))}).css("overflow","auto")):"auto"===s&&(t=0,this.headers.next().each(function(){t=Math.max(t,e(this).css("height","").height())}).height(t))},_activate:function(t){var i=this._findActive(t)[0];i!==this.active[0]&&(i=i||this.active[0],this._eventHandler({target:i,currentTarget:i,preventDefault:e.noop}))},_findActive:function(t){return"number"==typeof t?this.headers.eq(t):e()},_setupEvents:function(t){var i={keydown:"_keydown"};t&&e.each(t.split(" "),function(e,t){i[t]="_eventHandler"}),this._off(this.headers.add(this.headers.next())),this._on(this.headers,i),this._on(this.headers.next(),{keydown:"_panelKeyDown"}),this._hoverable(this.headers),this._focusable(this.headers)},_eventHandler:function(t){var i=this.options,s=this.active,n=e(t.currentTarget),a=n[0]===s[0],o=a&&i.collapsible,r=o?e():n.next(),h=s.next(),l={oldHeader:s,oldPanel:h,newHeader:o?e():n,newPanel:r};
71 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ode.LEFT:this.collapse(t);break;case e.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(t);break;case e.ui.keyCode.ENTER:case e.ui.keyCode.SPACE:this._activate(t);break;case e.ui.keyCode.ESCAPE:this.collapse(t);break;default:o=!1,s=this.previousFilter||"",n=String.fromCharCode(t.keyCode),a=!1,clearTimeout(this.filterTimer),n===s?a=!0:n=s+n,i=this._filterMenuItems(n),i=a&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(t.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(t,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}o&&t.preventDefault()},_activate:function(e){this.active.is(".ui-state-disabled")||(this.active.is("[aria-haspopup='true']")?this.expand(e):this.select(e))},refresh:function(){var t,i,s=this,n=this.options.icons.submenu,a=this.element.find(this.options.menus);this.element.toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length),a.filter(":not(.ui-menu)").addClass("ui-menu ui-widget ui-widget-content ui-front").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var t=e(this),i=t.parent(),s=e("<span>").addClass("ui-menu-icon ui-icon "+n).data("ui-menu-submenu-carat",!0);i.attr("aria-haspopup","true").prepend(s),t.attr("aria-labelledby",i.attr("id"))}),t=a.add(this.element),i=t.find(this.options.items),i.not(".ui-menu-item").each(function(){var t=e(this);s._isDivider(t)&&t.addClass("ui-widget-content ui-menu-divider")}),i.not(".ui-menu-item, .ui-menu-divider").addClass("ui-menu-item").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!e.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(e,t){"icons"===e&&this.element.find(".ui-menu-icon").removeClass(this.options.icons.submenu).addClass(t.submenu),"disabled"===e&&this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this._super(e,t)},focus:function(e,t){var i,s;this.blur(e,e&&"focus"===e.type),this._scrollIntoView(t),this.active=t.first(),s=this.active.addClass("ui-state-focus").removeClass("ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),this.active.parent().closest(".ui-menu-item").addClass("ui-state-active"),e&&"keydown"===e.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=t.children(".ui-menu"),i.length&&e&&/^mouse/.test(e.type)&&this._startOpening(i),this.activeMenu=t.parent(),this._trigger("focus",e,{item:t})},_scrollIntoView:function(t){var i,s,n,a,o,r;this._hasScroll()&&(i=parseFloat(e.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(e.css(this.activeMenu[0],"paddingTop"))||0,n=t.offset().top-this.activeMenu.offset().top-i-s,a=this.activeMenu.scrollTop(),o=this.activeMenu.height(),r=t.outerHeight(),0>n?this.activeMenu.scrollTop(a+n):n+r>o&&this.activeMenu.scrollTop(a+n-o+r))},blur:function(e,t){t||clearTimeout(this.timer),this.active&&(this.active.removeClass("ui-state-focus"),this.active=null,this._trigger("blur",e,{item:this.active}))},_startOpening:function(e){clearTimeout(this.timer),"true"===e.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(e)},this.delay))},_open:function(t){var i=e.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(t.parents(".ui-menu")).hide().attr("aria-hidden","true"),t.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(t,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:e(t&&t.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(t),this.activeMenu=s},this.delay)},_close:function(e){e||(e=this.active?this.active.parent():this.element),e.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false").end().find(".ui-state-active").not(".ui-state-focus").removeClass("ui-state-active")},_closeOnDocumentClick:function(t){return!e(t.target).closest(".ui-menu").length},_isDivider:function(e){return!/[^\-\u2014\u2013\s]/.test(e.text())},collapse:function(e){var t=this.active&&this.active.parent().closest(".ui-menu-item",this.element);t&&t.length&&(this._close(),this.focus(e,t))},expand:function(e){var t=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();t&&t.length&&(this._open(t.parent()),this._delay(function(){this.focus(e,t)}))},next:function(e){this._move("next","first",e)},previous:function(e){this._move("prev","last",e)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(e,t,i){var s;this.active&&(s="first"===e||"last"===e?this.active["first"===e?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[e+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[t]()),this.focus(i,s)},nextPage:function(t){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=e(this),0>i.offset().top-s-n}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(t),void 0)},previousPage:function(t){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=e(this),i.offset().top-s+n>0}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items).first())),void 0):(this.next(t),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(t){this.active=this.active||e(t.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(t,!0),this._trigger("select",t,i)},_filterMenuItems:function(t){var i=t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(e.trim(e(this).text()))})}}),e.widget("ui.autocomplete",{version:"1.11.4",defaultElement:"<input>",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:"left top",at:"left bottom",collision:"none"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var t,i,s,n=this.element[0].nodeName.toLowerCase(),a="textarea"===n,o="input"===n;this.isMultiLine=a?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[a||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(n){if(this.element.prop("readOnly"))return t=!0,s=!0,i=!0,void 0;t=!1,s=!1,i=!1;var a=e.ui.keyCode;switch(n.keyCode){case a.PAGE_UP:t=!0,this._move("previousPage",n);break;case a.PAGE_DOWN:t=!0,this._move("nextPage",n);break;case a.UP:t=!0,this._keyEvent("previous",n);break;case a.DOWN:t=!0,this._keyEvent("next",n);break;case a.ENTER:this.menu.active&&(t=!0,n.preventDefault(),this.menu.select(n));break;case a.TAB:this.menu.active&&this.menu.select(n);break;case a.ESCAPE:this.menu.element.is(":visible")&&(this.isMultiLine||this._value(this.term),this.close(n),n.preventDefault());break;default:i=!0,this._searchTimeout(n)}},keypress:function(s){if(t)return t=!1,(!this.isMultiLine||this.menu.element.is(":visible"))&&s.preventDefault(),void 0;if(!i){var n=e.ui.keyCode;switch(s.keyCode){case n.PAGE_UP:this._move("previousPage",s);break;case n.PAGE_DOWN:this._move("nextPage",s);break;case n.UP:this._keyEvent("previous",s);break;case n.DOWN:this._keyEvent("next",s)}}},input:function(e){return s?(s=!1,e.preventDefault(),void 0):(this._searchTimeout(e),void 0)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(e){return this.cancelBlur?(delete this.cancelBlur,void 0):(clearTimeout(this.searching),this.close(e),this._change(e),void 0)}}),this._initSource(),this.menu=e("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().menu("instance"),this._on(this.menu.element,{mousedown:function(t){t.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];e(t.target).closest(".ui-menu-item").length||this._delay(function(){var t=this;this.document.one("mousedown",function(s){s.target===t.element[0]||s.target===i||e.contains(i,s.target)||t.close()})})},menufocus:function(t,i){var s,n;return this.isNewMenu&&(this.isNewMenu=!1,t.originalEvent&&/^mouse/.test(t.originalEvent.type))?(this.menu.blur(),this.document.one("mousemove",function(){e(t.target).trigger(t.originalEvent)}),void 0):(n=i.item.data("ui-autocomplete-item"),!1!==this._trigger("focus",t,{item:n})&&t.originalEvent&&/^key/.test(t.originalEvent.type)&&this._value(n.value),s=i.item.attr("aria-label")||n.value,s&&e.trim(s).length&&(this.liveRegion.children().hide(),e("<div>").text(s).appendTo(this.liveRegion)),void 0)},menuselect:function(e,t){var i=t.item.data("ui-autocomplete-item"),s=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=s,this._delay(function(){this.previous=s,this.selectedItem=i})),!1!==this._trigger("select",e,{item:i})&&this._value(i.value),this.term=this._value(),this.close(e),this.selectedItem=i}}),this.liveRegion=e("<span>",{role:"status","aria-live":"assertive","aria-relevant":"additions"}).addClass("ui-helper-hidden-accessible").appendTo(this.document[0].body),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(e,t){this._super(e,t),"source"===e&&this._initSource(),"appendTo"===e&&this.menu.element.appendTo(this._appendTo()),"disabled"===e&&t&&this.xhr&&this.xhr.abort()},_appendTo:function(){var t=this.options.appendTo;return t&&(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&&t[0]||(t=this.element.closest(".ui-front")),t.length||(t=this.document[0].body),t},_initSource:function(){var t,i,s=this;e.isArray(this.options.source)?(t=this.options.source,this.source=function(i,s){s(e.ui.autocomplete.filter(t,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(t,n){s.xhr&&s.xhr.abort(),s.xhr=e.ajax({url:i,data:t,dataType:"json",success:function(e){n(e)},error:function(){n([])}})}):this.source=this.options.source},_searchTimeout:function(e){clearTimeout(this.searching),this.searching=this._delay(function(){var t=this.term===this._value(),i=this.menu.element.is(":visible"),s=e.altKey||e.ctrlKey||e.metaKey||e.shiftKey;(!t||t&&!i&&!s)&&(this.selectedItem=null,this.search(null,e))},this.options.delay)},search:function(e,t){return e=null!=e?e:this._value(),this.term=this._value(),e.length<this.options.minLength?this.close(t):this._trigger("search",t)!==!1?this._search(e):void 0},_search:function(e){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:e},this._response())},_response:function(){var t=++this.requestIndex;return e.proxy(function(e){t===this.requestIndex&&this.__response(e),this.pending--,this.pending||this.element.removeClass("ui-autocomplete-loading")},this)},__response:function(e){e&&(e=this._normalize(e)),this._trigger("response",null,{content:e}),!this.options.disabled&&e&&e.length&&!this.cancelSearch?(this._suggest(e),this._trigger("open")):this._close()},close:function(e){this.cancelSearch=!0,this._close(e)},_close:function(e){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",e))},_change:function(e){this.previous!==this._value()&&this._trigger("change",e,{item:this.selectedItem})},_normalize:function(t){return t.length&&t[0].label&&t[0].value?t:e.map(t,function(t){return"string"==typeof t?{label:t,value:t}:e.extend({},t,{label:t.label||t.value,value:t.value||t.label})})},_suggest:function(t){var i=this.menu.element.empty();this._renderMenu(i,t),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(e.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var e=this.menu.element;e.outerWidth(Math.max(e.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(t,i){var s=this;e.each(i,function(e,i){s._renderItemData(t,i)})},_renderItemData:function(e,t){return this._renderItem(e,t).data("ui-autocomplete-item",t)},_renderItem:function(t,i){return e("<li>").text(i.label).appendTo(t)},_move:function(e,t){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(e)||this.menu.isLastItem()&&/^next/.test(e)?(this.isMultiLine||this._value(this.term),this.menu.blur(),void 0):(this.menu[e](t),void 0):(this.search(null,t),void 0)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(e,t){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(e,t),t.preventDefault())}}),e.extend(e.ui.autocomplete,{escapeRegex:function(e){return e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(t,i){var s=RegExp(e.ui.autocomplete.escapeRegex(i),"i");return e.grep(t,function(e){return s.test(e.label||e.value||e)})}}),e.widget("ui.autocomplete",e.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(e){return e+(e>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var i;this._superApply(arguments),this.options.disabled||this.cancelSearch||(i=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.children().hide(),e("<div>").text(i).appendTo(this.liveRegion))}}),e.ui.autocomplete;var r,h="ui-button ui-widget ui-state-default ui-corner-all",l="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",u=function(){var t=e(this);setTimeout(function(){t.find(":ui-button").button("refresh")},1)},d=function(t){var i=t.name,s=t.form,n=e([]);return i&&(i=i.replace(/'/g,"\\'"),n=s?e(s).find("[name='"+i+"'][type=radio]"):e("[name='"+i+"'][type=radio]",t.ownerDocument).filter(function(){return!this.form})),n};e.widget("ui.button",{version:"1.11.4",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,u),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var t=this,i=this.options,s="checkbox"===this.type||"radio"===this.type,n=s?"":"ui-state-active";null===i.label&&(i.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(h).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){i.disabled||this===r&&e(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){i.disabled||e(this).removeClass(n)}).bind("click"+this.eventNamespace,function(e){i.disabled&&(e.preventDefault(),e.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass("ui-state-focus")},blur:function(){this.buttonElement.removeClass("ui-state-focus")}}),s&&this.element.bind("change"+this.eventNamespace,function(){t.refresh()}),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return i.disabled?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(i.disabled)return!1;e(this).addClass("ui-state-active"),t.buttonElement.attr("aria-pressed","true");var s=t.element[0];d(s).not(s).map(function(){return e(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return i.disabled?!1:(e(this).addClass("ui-state-active"),r=this,t.document.one("mouseup",function(){r=null}),void 0)}).bind("mouseup"+this.eventNamespace,function(){return i.disabled?!1:(e(this).removeClass("ui-state-active"),void 0)}).bind("keydown"+this.eventNamespace,function(t){return i.disabled?!1:((t.keyCode===e.ui.keyCode.SPACE||t.keyCode===e.ui.keyCode.ENTER)&&e(this).addClass("ui-state-active"),void 0)}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){e(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(t){t.keyCode===e.ui.keyCode.SPACE&&e(this).click()})),this._setOption("disabled",i.disabled),this._resetButton()},_determineButtonType:function(){var e,t,i;this.type=this.element.is("[type=checkbox]")?"checkbox":this.element.is("[type=radio]")?"radio":this.element.is("input")?"input":"button","checkbox"===this.type||"radio"===this.type?(e=this.element.parents().last(),t="label[for='"+this.element.attr("id")+"']",this.buttonElement=e.find(t),this.buttonElement.length||(e=e.length?e.siblings():this.element.siblings(),this.buttonElement=e.filter(t),this.buttonElement.length||(this.buttonElement=e.find(t))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(h+" ui-state-active "+l).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(e,t){return this._super(e,t),"disabled"===e?(this.widget().toggleClass("ui-state-disabled",!!t),this.element.prop("disabled",!!t),t&&("checkbox"===this.type||"radio"===this.type?this.buttonElement.removeClass("ui-state-focus"):this.buttonElement.removeClass("ui-state-focus ui-state-active")),void 0):(this._resetButton(),void 0)},refresh:function(){var t=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOption("disabled",t),"radio"===this.type?d(this.element[0]).each(function(){e(this).is(":checked")?e(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):e(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return this.options.label&&this.element.val(this.options.label),void 0;var t=this.buttonElement.removeClass(l),i=e("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(t.empty()).text(),s=this.options.icons,n=s.primary&&s.secondary,a=[];s.primary||s.secondary?(this.options.text&&a.push("ui-button-text-icon"+(n?"s":s.primary?"-primary":"-secondary")),s.primary&&t.prepend("<span class='ui-button-icon-primary ui-icon "+s.primary+"'></span>"),s.secondary&&t.append("<span class='ui-button-icon-secondary ui-icon "+s.secondary+"'></span>"),this.options.text||(a.push(n?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||t.attr("title",e.trim(i)))):a.push("ui-button-text-only"),t.addClass(a.join(" "))}}),e.widget("ui.buttonset",{version:"1.11.4",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(e,t){"disabled"===e&&this.buttons.button("option",e,t),this._super(e,t)},refresh:function(){var t="rtl"===this.element.css("direction"),i=this.element.find(this.options.items),s=i.filter(":ui-button");i.not(":ui-button").button(),s.button("refresh"),this.buttons=i.map(function(){return e(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(t?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(t?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return e(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}}),e.ui.button,e.widget("ui.dialog",{version:"1.11.4",options:{appendTo:"body",autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:"Close",dialogClass:"",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(t){var i=e(this).css(t).offset().top;0>i&&e(this).css("top",t.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr("title").addClass("ui-dialog-content ui-widget-content").appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&e.fn.draggable&&this._makeDraggable(),this.options.resizable&&e.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var t=this.options.appendTo;return t&&(t.jquery||t.nodeType)?e(t):this.document.find(t||"body").eq(0)},_destroy:function(){var e,t=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().removeClass("ui-dialog-content ui-widget-content").css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),e=t.parent.children().eq(t.index),e.length&&e[0]!==this.element[0]?e.before(this.element):t.parent.append(this.element)},widget:function(){return this.uiDialog},disable:e.noop,enable:e.noop,close:function(t){var i,s=this;if(this._isOpen&&this._trigger("beforeClose",t)!==!1){if(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),!this.opener.filter(":focusable").focus().length)try{i=this.document[0].activeElement,i&&"body"!==i.nodeName.toLowerCase()&&e(i).blur()}catch(n){}this._hide(this.uiDialog,this.options.hide,function(){s._trigger("close",t)})}},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+e(this).css("z-index")}).get(),a=Math.max.apply(null,n);return a>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",a+1),s=!0),s&&!i&&this._trigger("focus",t),s},open:function(){var t=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=e(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){t._focusTabbable(),t._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var e=this._focusedElement;e||(e=this.element.find("[autofocus]")),e.length||(e=this.element.find(":tabbable")),e.length||(e=this.uiDialogButtonPane.find(":tabbable")),e.length||(e=this.uiDialogTitlebarClose.filter(":tabbable")),e.length||(e=this.uiDialog),e.eq(0).focus()},_keepFocus:function(t){function i(){var t=this.document[0].activeElement,i=this.uiDialog[0]===t||e.contains(this.uiDialog[0],t);i||this._focusTabbable()}t.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=e("<div>").addClass("ui-dialog ui-widget ui-widget-content ui-corner-all ui-front "+this.options.dialogClass).hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(t){if(this.options.closeOnEscape&&!t.isDefaultPrevented()&&t.keyCode&&t.keyCode===e.ui.keyCode.ESCAPE)return t.preventDefault(),this.close(t),void 0;if(t.keyCode===e.ui.keyCode.TAB&&!t.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");t.target!==n[0]&&t.target!==this.uiDialog[0]||t.shiftKey?t.target!==s[0]&&t.target!==this.uiDialog[0]||!t.shiftKey||(this._delay(function(){n.focus()}),t.preventDefault()):(this._delay(function(){s.focus()}),t.preventDefault())}},mousedown:function(e){this._moveToTop(e)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var t;this.uiDialogTitlebar=e("<div>").addClass("ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix").prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(t){e(t.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=e("<button type='button'></button>").button({label:this.options.closeText,icons:{primary:"ui-icon-closethick"},text:!1}).addClass("ui-dialog-titlebar-close").appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(e){e.preventDefault(),this.close(e)}}),t=e("<span>").uniqueId().addClass("ui-dialog-title").prependTo(this.uiDialogTitlebar),this._title(t),this.uiDialog.attr({"aria-labelledby":t.attr("id")})},_title:function(e){this.options.title||e.html("&#160;"),e.text(this.options.title)
72 },_createButtonPane:function(){this.uiDialogButtonPane=e("<div>").addClass("ui-dialog-buttonpane ui-widget-content ui-helper-clearfix"),this.uiButtonSet=e("<div>").addClass("ui-dialog-buttonset").appendTo(this.uiDialogButtonPane),this._createButtons()},_createButtons:function(){var t=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),e.isEmptyObject(i)||e.isArray(i)&&!i.length?(this.uiDialog.removeClass("ui-dialog-buttons"),void 0):(e.each(i,function(i,s){var n,a;s=e.isFunction(s)?{click:s,text:i}:s,s=e.extend({type:"button"},s),n=s.click,s.click=function(){n.apply(t.element[0],arguments)},a={icons:s.icons,text:s.showText},delete s.icons,delete s.showText,e("<button></button>",s).button(a).appendTo(t.uiButtonSet)}),this.uiDialog.addClass("ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function t(e){return{position:e.position,offset:e.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){e(this).addClass("ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,t(n))},drag:function(e,s){i._trigger("drag",e,t(s))},stop:function(n,a){var o=a.offset.left-i.document.scrollLeft(),r=a.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(o>=0?"+":"")+o+" "+"top"+(r>=0?"+":"")+r,of:i.window},e(this).removeClass("ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,t(a))}})},_makeResizable:function(){function t(e){return{originalPosition:e.originalPosition,originalSize:e.originalSize,position:e.position,size:e.size}}var i=this,s=this.options,n=s.resizable,a=this.uiDialog.css("position"),o="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:o,start:function(s,n){e(this).addClass("ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,t(n))},resize:function(e,s){i._trigger("resize",e,t(s))},stop:function(n,a){var o=i.uiDialog.offset(),r=o.left-i.document.scrollLeft(),h=o.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(h>=0?"+":"")+h,of:i.window},e(this).removeClass("ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,t(a))}}).css("position",a)},_trackFocus:function(){this._on(this.widget(),{focusin:function(t){this._makeFocusTarget(),this._focusedElement=e(t.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var t=this._trackingInstances(),i=e.inArray(this,t);-1!==i&&t.splice(i,1)},_trackingInstances:function(){var e=this.document.data("ui-dialog-instances");return e||(e=[],this.document.data("ui-dialog-instances",e)),e},_minHeight:function(){var e=this.options;return"auto"===e.height?e.minHeight:Math.min(e.minHeight,e.height)},_position:function(){var e=this.uiDialog.is(":visible");e||this.uiDialog.show(),this.uiDialog.position(this.options.position),e||this.uiDialog.hide()},_setOptions:function(t){var i=this,s=!1,n={};e.each(t,function(e,t){i._setOption(e,t),e in i.sizeRelatedOptions&&(s=!0),e in i.resizableRelatedOptions&&(n[e]=t)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,t){var i,s,n=this.uiDialog;"dialogClass"===e&&n.removeClass(this.options.dialogClass).addClass(t),"disabled"!==e&&(this._super(e,t),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:""+t}),"draggable"===e&&(i=n.is(":data(ui-draggable)"),i&&!t&&n.draggable("destroy"),!i&&t&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(s=n.is(":data(ui-resizable)"),s&&!t&&n.resizable("destroy"),s&&"string"==typeof t&&n.resizable("option","handles",t),s||t===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var e,t,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),e=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),t=Math.max(0,s.minHeight-e),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-e):"none","auto"===s.height?this.element.css({minHeight:t,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-e)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var t=e(this);return e("<div>").css({position:"absolute",width:t.outerWidth(),height:t.outerHeight()}).appendTo(t.parent()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(t){return e(t.target).closest(".ui-dialog").length?!0:!!e(t.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var t=!0;this._delay(function(){t=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(e){t||this._allowInteraction(e)||(e.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=e("<div>").addClass("ui-widget-overlay ui-front").appendTo(this._appendTo()),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var e=this.document.data("ui-dialog-overlays")-1;e?this.document.data("ui-dialog-overlays",e):this.document.unbind("focusin").removeData("ui-dialog-overlays"),this.overlay.remove(),this.overlay=null}}}),e.widget("ui.progressbar",{version:"1.11.4",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").attr({role:"progressbar","aria-valuemin":this.min}),this.valueDiv=e("<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.valueDiv.remove()},value:function(e){return void 0===e?this.options.value:(this.options.value=this._constrainedValue(e),this._refreshValue(),void 0)},_constrainedValue:function(e){return void 0===e&&(e=this.options.value),this.indeterminate=e===!1,"number"!=typeof e&&(e=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,e))},_setOptions:function(e){var t=e.value;delete e.value,this._super(e),this.options.value=this._constrainedValue(t),this._refreshValue()},_setOption:function(e,t){"max"===e&&(t=Math.max(this.min,t)),"disabled"===e&&this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this._super(e,t)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var t=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||t>this.min).toggleClass("ui-corner-right",t===this.options.max).width(i.toFixed(0)+"%"),this.element.toggleClass("ui-progressbar-indeterminate",this.indeterminate),this.indeterminate?(this.element.removeAttr("aria-valuenow"),this.overlayDiv||(this.overlayDiv=e("<div class='ui-progressbar-overlay'></div>").appendTo(this.valueDiv))):(this.element.attr({"aria-valuemax":this.options.max,"aria-valuenow":t}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==t&&(this.oldValue=t,this._trigger("change")),t===this.options.max&&this._trigger("complete")}}),e.widget("ui.selectmenu",{version:"1.11.4",defaultElement:"<select>",options:{appendTo:null,disabled:null,icons:{button:"ui-icon-triangle-1-s"},position:{my:"left top",at:"left bottom",collision:"none"},width:null,change:null,close:null,focus:null,open:null,select:null},_create:function(){var e=this.element.uniqueId().attr("id");this.ids={element:e,button:e+"-button",menu:e+"-menu"},this._drawButton(),this._drawMenu(),this.options.disabled&&this.disable()},_drawButton:function(){var t=this;this.label=e("label[for='"+this.ids.element+"']").attr("for",this.ids.button),this._on(this.label,{click:function(e){this.button.focus(),e.preventDefault()}}),this.element.hide(),this.button=e("<span>",{"class":"ui-selectmenu-button ui-widget ui-state-default ui-corner-all",tabindex:this.options.disabled?-1:0,id:this.ids.button,role:"combobox","aria-expanded":"false","aria-autocomplete":"list","aria-owns":this.ids.menu,"aria-haspopup":"true"}).insertAfter(this.element),e("<span>",{"class":"ui-icon "+this.options.icons.button}).prependTo(this.button),this.buttonText=e("<span>",{"class":"ui-selectmenu-text"}).appendTo(this.button),this._setText(this.buttonText,this.element.find("option:selected").text()),this._resizeButton(),this._on(this.button,this._buttonEvents),this.button.one("focusin",function(){t.menuItems||t._refreshMenu()}),this._hoverable(this.button),this._focusable(this.button)},_drawMenu:function(){var t=this;this.menu=e("<ul>",{"aria-hidden":"true","aria-labelledby":this.ids.button,id:this.ids.menu}),this.menuWrap=e("<div>",{"class":"ui-selectmenu-menu ui-front"}).append(this.menu).appendTo(this._appendTo()),this.menuInstance=this.menu.menu({role:"listbox",select:function(e,i){e.preventDefault(),t._setSelection(),t._select(i.item.data("ui-selectmenu-item"),e)},focus:function(e,i){var s=i.item.data("ui-selectmenu-item");null!=t.focusIndex&&s.index!==t.focusIndex&&(t._trigger("focus",e,{item:s}),t.isOpen||t._select(s,e)),t.focusIndex=s.index,t.button.attr("aria-activedescendant",t.menuItems.eq(s.index).attr("id"))}}).menu("instance"),this.menu.addClass("ui-corner-bottom").removeClass("ui-corner-all"),this.menuInstance._off(this.menu,"mouseleave"),this.menuInstance._closeOnDocumentClick=function(){return!1},this.menuInstance._isDivider=function(){return!1}},refresh:function(){this._refreshMenu(),this._setText(this.buttonText,this._getSelectedItem().text()),this.options.width||this._resizeButton()},_refreshMenu:function(){this.menu.empty();var e,t=this.element.find("option");t.length&&(this._parseOptions(t),this._renderMenu(this.menu,this.items),this.menuInstance.refresh(),this.menuItems=this.menu.find("li").not(".ui-selectmenu-optgroup"),e=this._getSelectedItem(),this.menuInstance.focus(null,e),this._setAria(e.data("ui-selectmenu-item")),this._setOption("disabled",this.element.prop("disabled")))},open:function(e){this.options.disabled||(this.menuItems?(this.menu.find(".ui-state-focus").removeClass("ui-state-focus"),this.menuInstance.focus(null,this._getSelectedItem())):this._refreshMenu(),this.isOpen=!0,this._toggleAttr(),this._resizeMenu(),this._position(),this._on(this.document,this._documentClick),this._trigger("open",e))},_position:function(){this.menuWrap.position(e.extend({of:this.button},this.options.position))},close:function(e){this.isOpen&&(this.isOpen=!1,this._toggleAttr(),this.range=null,this._off(this.document),this._trigger("close",e))},widget:function(){return this.button},menuWidget:function(){return this.menu},_renderMenu:function(t,i){var s=this,n="";e.each(i,function(i,a){a.optgroup!==n&&(e("<li>",{"class":"ui-selectmenu-optgroup ui-menu-divider"+(a.element.parent("optgroup").prop("disabled")?" ui-state-disabled":""),text:a.optgroup}).appendTo(t),n=a.optgroup),s._renderItemData(t,a)})},_renderItemData:function(e,t){return this._renderItem(e,t).data("ui-selectmenu-item",t)},_renderItem:function(t,i){var s=e("<li>");return i.disabled&&s.addClass("ui-state-disabled"),this._setText(s,i.label),s.appendTo(t)},_setText:function(e,t){t?e.text(t):e.html("&#160;")},_move:function(e,t){var i,s,n=".ui-menu-item";this.isOpen?i=this.menuItems.eq(this.focusIndex):(i=this.menuItems.eq(this.element[0].selectedIndex),n+=":not(.ui-state-disabled)"),s="first"===e||"last"===e?i["first"===e?"prevAll":"nextAll"](n).eq(-1):i[e+"All"](n).eq(0),s.length&&this.menuInstance.focus(t,s)},_getSelectedItem:function(){return this.menuItems.eq(this.element[0].selectedIndex)},_toggle:function(e){this[this.isOpen?"close":"open"](e)},_setSelection:function(){var e;this.range&&(window.getSelection?(e=window.getSelection(),e.removeAllRanges(),e.addRange(this.range)):this.range.select(),this.button.focus())},_documentClick:{mousedown:function(t){this.isOpen&&(e(t.target).closest(".ui-selectmenu-menu, #"+this.ids.button).length||this.close(t))}},_buttonEvents:{mousedown:function(){var e;window.getSelection?(e=window.getSelection(),e.rangeCount&&(this.range=e.getRangeAt(0))):this.range=document.selection.createRange()},click:function(e){this._setSelection(),this._toggle(e)},keydown:function(t){var i=!0;switch(t.keyCode){case e.ui.keyCode.TAB:case e.ui.keyCode.ESCAPE:this.close(t),i=!1;break;case e.ui.keyCode.ENTER:this.isOpen&&this._selectFocusedItem(t);break;case e.ui.keyCode.UP:t.altKey?this._toggle(t):this._move("prev",t);break;case e.ui.keyCode.DOWN:t.altKey?this._toggle(t):this._move("next",t);break;case e.ui.keyCode.SPACE:this.isOpen?this._selectFocusedItem(t):this._toggle(t);break;case e.ui.keyCode.LEFT:this._move("prev",t);break;case e.ui.keyCode.RIGHT:this._move("next",t);break;case e.ui.keyCode.HOME:case e.ui.keyCode.PAGE_UP:this._move("first",t);break;case e.ui.keyCode.END:case e.ui.keyCode.PAGE_DOWN:this._move("last",t);break;default:this.menu.trigger(t),i=!1}i&&t.preventDefault()}},_selectFocusedItem:function(e){var t=this.menuItems.eq(this.focusIndex);t.hasClass("ui-state-disabled")||this._select(t.data("ui-selectmenu-item"),e)},_select:function(e,t){var i=this.element[0].selectedIndex;this.element[0].selectedIndex=e.index,this._setText(this.buttonText,e.label),this._setAria(e),this._trigger("select",t,{item:e}),e.index!==i&&this._trigger("change",t,{item:e}),this.close(t)},_setAria:function(e){var t=this.menuItems.eq(e.index).attr("id");this.button.attr({"aria-labelledby":t,"aria-activedescendant":t}),this.menu.attr("aria-activedescendant",t)},_setOption:function(e,t){"icons"===e&&this.button.find("span.ui-icon").removeClass(this.options.icons.button).addClass(t.button),this._super(e,t),"appendTo"===e&&this.menuWrap.appendTo(this._appendTo()),"disabled"===e&&(this.menuInstance.option("disabled",t),this.button.toggleClass("ui-state-disabled",t).attr("aria-disabled",t),this.element.prop("disabled",t),t?(this.button.attr("tabindex",-1),this.close()):this.button.attr("tabindex",0)),"width"===e&&this._resizeButton()},_appendTo:function(){var t=this.options.appendTo;return t&&(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&&t[0]||(t=this.element.closest(".ui-front")),t.length||(t=this.document[0].body),t},_toggleAttr:function(){this.button.toggleClass("ui-corner-top",this.isOpen).toggleClass("ui-corner-all",!this.isOpen).attr("aria-expanded",this.isOpen),this.menuWrap.toggleClass("ui-selectmenu-open",this.isOpen),this.menu.attr("aria-hidden",!this.isOpen)},_resizeButton:function(){var e=this.options.width;e||(e=this.element.show().outerWidth(),this.element.hide()),this.button.outerWidth(e)},_resizeMenu:function(){this.menu.outerWidth(Math.max(this.button.outerWidth(),this.menu.width("").outerWidth()+1))},_getCreateOptions:function(){return{disabled:this.element.prop("disabled")}},_parseOptions:function(t){var i=[];t.each(function(t,s){var n=e(s),a=n.parent("optgroup");i.push({element:n,index:t,value:n.val(),label:n.text(),optgroup:a.attr("label")||"",disabled:a.prop("disabled")||n.prop("disabled")})}),this.items=i},_destroy:function(){this.menuWrap.remove(),this.button.remove(),this.element.show(),this.element.removeUniqueId(),this.label.attr("for",this.ids.element)}}),e.widget("ui.slider",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"slide",options:{animate:!1,distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this.element.addClass("ui-slider ui-slider-"+this.orientation+" ui-widget"+" ui-widget-content"+" ui-corner-all"),this._refresh(),this._setOption("disabled",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var t,i,s=this.options,n=this.element.find(".ui-slider-handle").addClass("ui-state-default ui-corner-all"),a="<span class='ui-slider-handle ui-state-default ui-corner-all' tabindex='0'></span>",o=[];for(i=s.values&&s.values.length||1,n.length>i&&(n.slice(i).remove(),n=n.slice(0,i)),t=n.length;i>t;t++)o.push(a);this.handles=n.add(e(o.join("")).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(t){e(this).data("ui-slider-handle-index",t)})},_createRange:function(){var t=this.options,i="";t.range?(t.range===!0&&(t.values?t.values.length&&2!==t.values.length?t.values=[t.values[0],t.values[0]]:e.isArray(t.values)&&(t.values=t.values.slice(0)):t.values=[this._valueMin(),this._valueMin()]),this.range&&this.range.length?this.range.removeClass("ui-slider-range-min ui-slider-range-max").css({left:"",bottom:""}):(this.range=e("<div></div>").appendTo(this.element),i="ui-slider-range ui-widget-header ui-corner-all"),this.range.addClass(i+("min"===t.range||"max"===t.range?" ui-slider-range-"+t.range:""))):(this.range&&this.range.remove(),this.range=null)},_setupEvents:function(){this._off(this.handles),this._on(this.handles,this._handleEvents),this._hoverable(this.handles),this._focusable(this.handles)},_destroy:function(){this.handles.remove(),this.range&&this.range.remove(),this.element.removeClass("ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all"),this._mouseDestroy()},_mouseCapture:function(t){var i,s,n,a,o,r,h,l,u=this,d=this.options;return d.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:t.pageX,y:t.pageY},s=this._normValueFromMouse(i),n=this._valueMax()-this._valueMin()+1,this.handles.each(function(t){var i=Math.abs(s-u.values(t));(n>i||n===i&&(t===u._lastChangedValue||u.values(t)===d.min))&&(n=i,a=e(this),o=t)}),r=this._start(t,o),r===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,a.addClass("ui-state-active").focus(),h=a.offset(),l=!e(t.target).parents().addBack().is(".ui-slider-handle"),this._clickOffset=l?{left:0,top:0}:{left:t.pageX-h.left-a.width()/2,top:t.pageY-h.top-a.height()/2-(parseInt(a.css("borderTopWidth"),10)||0)-(parseInt(a.css("borderBottomWidth"),10)||0)+(parseInt(a.css("marginTop"),10)||0)},this.handles.hasClass("ui-state-hover")||this._slide(t,o,s),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(e){var t={x:e.pageX,y:e.pageY},i=this._normValueFromMouse(t);return this._slide(e,this._handleIndex,i),!1},_mouseStop:function(e){return this.handles.removeClass("ui-state-active"),this._mouseSliding=!1,this._stop(e,this._handleIndex),this._change(e,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation="vertical"===this.options.orientation?"vertical":"horizontal"},_normValueFromMouse:function(e){var t,i,s,n,a;return"horizontal"===this.orientation?(t=this.elementSize.width,i=e.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(t=this.elem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s.handle.stop(1,1)[l?"animate":"css"](u,r.animate),"min"===o&&"horizontal"===this.orientation&&this.range.stop(1,1)[l?"animate":"css"]({width:i+"%"},r.animate),"max"===o&&"horizontal"===this.orientation&&this.range[l?"animate":"css"]({width:100-i+"%"},{queue:!1,duration:r.animate}),"min"===o&&"vertical"===this.orientation&&this.range.stop(1,1)[l?"animate":"css"]({height:i+"%"},r.animate),"max"===o&&"vertical"===this.orientation&&this.range[l?"animate":"css"]({height:100-i+"%"},{queue:!1,duration:r.animate}))},_handleEvents:{keydown:function(t){var i,s,n,a,o=e(t.target).data("ui-slider-handle-index");switch(t.keyCode){case e.ui.keyCode.HOME:case e.ui.keyCode.END:case e.ui.keyCode.PAGE_UP:case e.ui.keyCode.PAGE_DOWN:case e.ui.keyCode.UP:case e.ui.keyCode.RIGHT:case e.ui.keyCode.DOWN:case e.ui.keyCode.LEFT:if(t.preventDefault(),!this._keySliding&&(this._keySliding=!0,e(t.target).addClass("ui-state-active"),i=this._start(t,o),i===!1))return}switch(a=this.options.step,s=n=this.options.values&&this.options.values.length?this.values(o):this.value(),t.keyCode){case e.ui.keyCode.HOME:n=this._valueMin();break;case e.ui.keyCode.END:n=this._valueMax();break;case e.ui.keyCode.PAGE_UP:n=this._trimAlignValue(s+(this._valueMax()-this._valueMin())/this.numPages);break;case e.ui.keyCode.PAGE_DOWN:n=this._trimAlignValue(s-(this._valueMax()-this._valueMin())/this.numPages);break;case e.ui.keyCode.UP:case e.ui.keyCode.RIGHT:if(s===this._valueMax())return;n=this._trimAlignValue(s+a);break;case e.ui.keyCode.DOWN:case e.ui.keyCode.LEFT:if(s===this._valueMin())return;n=this._trimAlignValue(s-a)}this._slide(t,o,n)},keyup:function(t){var i=e(t.target).data("ui-slider-handle-index");this._keySliding&&(this._keySliding=!1,this._stop(t,i),this._change(t,i),e(t.target).removeClass("ui-state-active"))}}}),e.widget("ui.spinner",{version:"1.11.4",defaultElement:"<input>",widgetEventPrefix:"spin",options:{culture:null,icons:{down:"ui-icon-triangle-1-s",up:"ui-icon-triangle-1-n"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption("max",this.options.max),this._setOption("min",this.options.min),this._setOption("step",this.options.step),""!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_getCreateOptions:function(){var t={},i=this.element;return e.each(["min","max","step"],function(e,s){var n=i.attr(s);void 0!==n&&n.length&&(t[s]=n)}),t},_events:{keydown:function(e){this._start(e)&&this._keydown(e)&&e.preventDefault()},keyup:"_stop",focus:function(){this.previous=this.element.val()},blur:function(e){return this.cancelBlur?(delete this.cancelBlur,void 0):(this._stop(),this._refresh(),this.previous!==this.element.val()&&this._trigger("change",e),void 0)},mousewheel:function(e,t){if(t){if(!this.spinning&&!this._start(e))return!1;this._spin((t>0?1:-1)*this.options.step,e),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(e)},100),e.preventDefault()}},"mousedown .ui-spinner-button":function(t){function i(){var e=this.element[0]===this.document[0].activeElement;e||(this.element.focus(),this.previous=s,this._delay(function(){this.previous=s}))}var s;s=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),t.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(t)!==!1&&this._repeat(null,e(t.currentTarget).hasClass("ui-spinner-up")?1:-1,t)},"mouseup .ui-spinner-button":"_stop","mouseenter .ui-spinner-button":function(t){return e(t.currentTarget).hasClass("ui-state-active")?this._start(t)===!1?!1:(this._repeat(null,e(t.currentTarget).hasClass("ui-spinner-up")?1:-1,t),void 0):void 0},"mouseleave .ui-spinner-button":"_stop"},_draw:function(){var e=this.uiSpinner=this.element.addClass("ui-spinner-input").attr("autocomplete","off").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr("role","spinbutton"),this.buttons=e.find(".ui-spinner-button").attr("tabIndex",-1).button().removeClass("ui-corner-all"),this.buttons.height()>Math.ceil(.5*e.height())&&e.height()>0&&e.height(e.height()),this.options.disabled&&this.disable()},_keydown:function(t){var i=this.options,s=e.ui.keyCode;switch(t.keyCode){case s.UP:return this._repeat(null,1,t),!0;case s.DOWN:return this._repeat(null,-1,t),!0;case s.PAGE_UP:return this._repeat(null,i.page,t),!0;case s.PAGE_DOWN:return this._repeat(null,-i.page,t),!0}return!1},_uiSpinnerHtml:function(){return"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>"},_buttonHtml:function(){return"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon "+this.options.icons.up+"'>&#9650;</span>"+"</a>"+"<a class='ui-spinner-button ui-spinner-down ui-corner-br'>"+"<span class='ui-icon "+this.options.icons.down+"'>&#9660;</span>"+"</a>"},_start:function(e){return this.spinning||this._trigger("start",e)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(e,t,i){e=e||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,t,i)},e),this._spin(t*this.options.step,i)},_spin:function(e,t){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+e*this._increment(this.counter)),this.spinning&&this._trigger("spin",t,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(t){var i=this.options.incremental;return i?e.isFunction(i)?i(t):Math.floor(t*t*t/5e4-t*t/500+17*t/200+1):1},_precision:function(){var e=this._precisionOf(this.options.step);return null!==this.options.min&&(e=Math.max(e,this._precisionOf(this.options.min))),e},_precisionOf:function(e){var t=""+e,i=t.indexOf(".");return-1===i?0:t.length-i-1},_adjustValue:function(e){var t,i,s=this.options;return t=null!==s.min?s.min:0,i=e-t,i=Math.round(i/s.step)*s.step,e=t+i,e=parseFloat(e.toFixed(this._precision())),null!==s.max&&e>s.max?s.max:null!==s.min&&s.min>e?s.min:e},_stop:function(e){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger("stop",e))},_setOption:function(e,t){if("culture"===e||"numberFormat"===e){var i=this._parse(this.element.val());return this.options[e]=t,this.element.val(this._format(i)),void 0}("max"===e||"min"===e||"step"===e)&&"string"==typeof t&&(t=this._parse(t)),"icons"===e&&(this.buttons.first().find(".ui-icon").removeClass(this.options.icons.up).addClass(t.up),this.buttons.last().find(".ui-icon").removeClass(this.options.icons.down).addClass(t.down)),this._super(e,t),"disabled"===e&&(this.widget().toggleClass("ui-state-disabled",!!t),this.element.prop("disabled",!!t),this.buttons.button(t?"disable":"enable"))},_setOptions:s(function(e){this._super(e)}),_parse:function(e){return"string"==typeof e&&""!==e&&(e=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(e,10,this.options.culture):+e),""===e||isNaN(e)?null:e
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75 <style type="text/css">
76
77 .tocify {
78 width: 20%;
79 max-height: 90%;
80 overflow: auto;
81 margin-left: 2%;
82 position: fixed;
83 border: 1px solid #ccc;
84 border-radius: 6px;
85 }
86
87 .tocify ul, .tocify li {
88 list-style: none;
89 margin: 0;
90 padding: 0;
91 border: none;
92 line-height: 30px;
93 }
94
95 .tocify-header {
96 text-indent: 10px;
97 }
98
99 .tocify-subheader {
100 text-indent: 20px;
101 display: none;
102 }
103
104 .tocify-subheader li {
105 font-size: 12px;
106 }
107
108 .tocify-subheader .tocify-subheader {
109 text-indent: 30px;
110 }
111 .tocify-subheader .tocify-subheader .tocify-subheader {
112 text-indent: 40px;
113 }
114 .tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
115 text-indent: 50px;
116 }
117 .tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
118 text-indent: 60px;
119 }
120
121 .tocify .tocify-item > a, .tocify .nav-list .nav-header {
122 margin: 0px;
123 }
124
125 .tocify .tocify-item a, .tocify .list-group-item {
126 padding: 5px;
127 }
128 .tocify .nav-pills > li {
129 float: none;
130 }
131
132
133 </style>
134 <script>/* jquery Tocify - v1.9.1 - 2013-10-22
135  * http://www.gregfranko.com/jquery.tocify.js/
136  * Copyright (c) 2013 Greg Franko; Licensed MIT */
137
138 // Immediately-Invoked Function Expression (IIFE) [Ben Alman Blog Post](http://benalman.com/news/2010/11/immediately-invoked-function-expression/) that calls another IIFE that contains all of the plugin logic.  I used this pattern so that anyone viewing this code would not have to scroll to the bottom of the page to view the local parameters that were passed to the main IIFE.
139 (function(tocify) {
140
141     // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
142     "use strict";
143
144     // Calls the second IIFE and locally passes in the global jQuery, window, and document objects
145     tocify(window.jQuery, window, document);
146
147   }
148
149   // Locally passes in `jQuery`, the `window` object, the `document` object, and an `undefined` variable.  The `jQuery`, `window` and `document` objects are passed in locally, to improve performance, since javascript first searches for a variable match within the local variables set before searching the global variables set.  All of the global variables are also passed in locally to be minifier friendly. `undefined` can be passed in locally, because it is not a reserved word in JavaScript.
150   (function($, window, document, undefined) {
151
152     // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
153     "use strict";
154
155     var tocClassName = "tocify",
156       tocClass = "." + tocClassName,
157       tocFocusClassName = "tocify-focus",
158       tocHoverClassName = "tocify-hover",
159       hideTocClassName = "tocify-hide",
160       hideTocClass = "." + hideTocClassName,
161       headerClassName = "tocify-header",
162       headerClass = "." + headerClassName,
163       subheaderClassName = "tocify-subheader",
164       subheaderClass = "." + subheaderClassName,
165       itemClassName = "tocify-item",
166       itemClass = "." + itemClassName,
167       extendPageClassName = "tocify-extend-page",
168       extendPageClass = "." + extendPageClassName;
169
170     // Calling the jQueryUI Widget Factory Method
171     $.widget("toc.tocify", {
172
173       //Plugin version
174       version: "1.9.1",
175
176       // These options will be used as defaults
177       options: {
178
179         // **context**: Accepts String: Any jQuery selector
180         // The container element that holds all of the elements used to generate the table of contents
181         context: "body",
182
183         // **ignoreSelector**: Accepts String: Any jQuery selector
184         // A selector to any element that would be matched by selectors that you wish to be ignored
185         ignoreSelector: null,
186
187         // **selectors**: Accepts an Array of Strings: Any jQuery selectors
188         // The element's used to generate the table of contents.  The order is very important since it will determine the table of content's nesting structure
189         selectors: "h1, h2, h3",
190
191         // **showAndHide**: Accepts a boolean: true or false
192         // Used to determine if elements should be shown and hidden
193         showAndHide: true,
194
195         // **showEffect**: Accepts String: "none", "fadeIn", "show", or "slideDown"
196         // Used to display any of the table of contents nested items
197         showEffect: "slideDown",
198
199         // **showEffectSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
200         // The time duration of the show animation
201         showEffectSpeed: "medium",
202
203         // **hideEffect**: Accepts String: "none", "fadeOut", "hide", or "slideUp"
204         // Used to hide any of the table of contents nested items
205         hideEffect: "slideUp",
206
207         // **hideEffectSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
208         // The time duration of the hide animation
209         hideEffectSpeed: "medium",
210
211         // **smoothScroll**: Accepts a boolean: true or false
212         // Determines if a jQuery animation should be used to scroll to specific table of contents items on the page
213         smoothScroll: true,
214
215         // **smoothScrollSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
216         // The time duration of the smoothScroll animation
217         smoothScrollSpeed: "medium",
218
219         // **scrollTo**: Accepts Number (pixels)
220         // The amount of space between the top of page and the selected table of contents item after the page has been scrolled
221         scrollTo: 0,
222
223         // **showAndHideOnScroll**: Accepts a boolean: true or false
224         // Determines if table of contents nested items should be shown and hidden while scrolling
225         showAndHideOnScroll: true,
226
227         // **highlightOnScroll**: Accepts a boolean: true or false
228         // Determines if table of contents nested items should be highlighted (set to a different color) while scrolling
229         highlightOnScroll: true,
230
231         // **highlightOffset**: Accepts a number
232         // The offset distance in pixels to trigger the next active table of contents item
233         highlightOffset: 40,
234
235         // **theme**: Accepts a string: "bootstrap", "jqueryui", or "none"
236         // Determines if Twitter Bootstrap, jQueryUI, or Tocify classes should be added to the table of contents
237         theme: "bootstrap",
238
239         // **extendPage**: Accepts a boolean: true or false
240         // If a user scrolls to the bottom of the page and the page is not tall enough to scroll to the last table of contents item, then the page height is increased
241         extendPage: true,
242
243         // **extendPageOffset**: Accepts a number: pixels
244         // How close to the bottom of the page a user must scroll before the page is extended
245         extendPageOffset: 100,
246
247         // **history**: Accepts a boolean: true or false
248         // Adds a hash to the page url to maintain history
249         history: true,
250
251         // **scrollHistory**: Accepts a boolean: true or false
252         // Adds a hash to the page url, to maintain history, when scrolling to a TOC item
253         scrollHistory: false,
254
255         // **hashGenerator**: How the hash value (the anchor segment of the URL, following the
256         // # character) will be generated.
257         //
258         // "compact" (default) - #CompressesEverythingTogether
259         // "pretty" - #looks-like-a-nice-url-and-is-easily-readable
260         // function(text, element){} - Your own hash generation function that accepts the text as an
261         // argument, and returns the hash value.
262         hashGenerator: "compact",
263
264         // **highlightDefault**: Accepts a boolean: true or false
265         // Set's the first TOC item as active if no other TOC item is active.
266         highlightDefault: true
267
268       },
269
270       // _Create
271       // -------
272       //      Constructs the plugin.  Only called once.
273       _create: function() {
274
275         var self = this;
276
277         self.extendPageScroll = true;
278
279         // Internal array that keeps track of all TOC items (Helps to recognize if there are duplicate TOC item strings)
280         self.items = [];
281
282         // Generates the HTML for the dynamic table of contents
283         self._generateToc();
284
285         // Adds CSS classes to the newly generated table of contents HTML
286         self._addCSSClasses();
287
288         self.webkit = (function() {
289
290           for (var prop in window) {
291
292             if (prop) {
293
294               if (prop.toLowerCase().indexOf("webkit") !== -1) {
295
296                 return true;
297
298               }
299
300             }
301
302           }
303
304           return false;
305
306         }());
307
308         // Adds jQuery event handlers to the newly generated table of contents
309         self._setEventHandlers();
310
311         // Binding to the Window load event to make sure the correct scrollTop is calculated
312         $(window).load(function() {
313
314           // Sets the active TOC item
315           self._setActiveElement(true);
316
317           // Once all animations on the page are complete, this callback function will be called
318           $("html, body").promise().done(function() {
319
320             setTimeout(function() {
321
322               self.extendPageScroll = false;
323
324             }, 0);
325
326           });
327
328         });
329
330       },
331
332       // _generateToc
333       // ------------
334       //      Generates the HTML for the dynamic table of contents
335       _generateToc: function() {
336
337         // _Local variables_
338
339         // Stores the plugin context in the self variable
340         var self = this,
341
342           // All of the HTML tags found within the context provided (i.e. body) that match the top level jQuery selector above
343           firstElem,
344
345           // Instantiated variable that will store the top level newly created unordered list DOM element
346           ul,
347           ignoreSelector = self.options.ignoreSelector;
348
349
350         // Determine the element to start the toc with
351         // get all the top level selectors
352         firstElem = [];
353         var selectors = this.options.selectors.replace(/ /g, "").split(",");
354         // find the first set that have at least one non-ignored element
355         for(var i = 0; i < selectors.length; i++) {
356           var foundSelectors = $(this.options.context).find(selectors[i]);
357           for (var s = 0; s < foundSelectors.length; s++) {
358             if (!$(foundSelectors[s]).is(ignoreSelector)) {
359               firstElem = foundSelectors;
360               break;
361             }
362           }
363           if (firstElem.length> 0)
364             break;
365         }
366
367         if (!firstElem.length) {
368
369           self.element.addClass(hideTocClassName);
370
371           return;
372
373         }
374
375         self.element.addClass(tocClassName);
376
377         // Loops through each top level selector
378         firstElem.each(function(index) {
379
380           //If the element matches the ignoreSelector then we skip it
381           if ($(this).is(ignoreSelector)) {
382             return;
383           }
384
385           // Creates an unordered list HTML element and adds a dynamic ID and standard class name
386           ul = $("<ul/>", {
387             "id": headerClassName + index,
388             "class": headerClassName
389           }).
390
391           // Appends a top level list item HTML element to the previously created HTML header
392           append(self._nestElements($(this), index));
393
394           // Add the created unordered list element to the HTML element calling the plugin
395           self.element.append(ul);
396
397           // Finds all of the HTML tags between the header and subheader elements
398           $(this).nextUntil(this.nodeName.toLowerCase()).each(function() {
399
400             // If there are no nested subheader elemements
401             if ($(this).find(self.options.selectors).length === 0) {
402
403               // Loops through all of the subheader elements
404               $(this).filter(self.options.selectors).each(function() {
405
406                 //If the element matches the ignoreSelector then we skip it
407                 if ($(this).is(ignoreSelector)) {
408                   return;
409                 }
410
411                 self._appendSubheaders.call(this, self, ul);
412
413               });
414
415             }
416
417             // If there are nested subheader elements
418             else {
419
420               // Loops through all of the subheader elements
421               $(this).find(self.options.selectors).each(function() {
422
423                 //If the element matches the ignoreSelector then we skip it
424                 if ($(this).is(ignoreSelector)) {
425                   return;
426                 }
427
428                 self._appendSubheaders.call(this, self, ul);
429
430               });
431
432             }
433
434           });
435
436         });
437
438       },
439
440       _setActiveElement: function(pageload) {
441
442         var self = this,
443
444           hash = window.location.hash.substring(1),
445
446           elem = self.element.find('li[data-unique="' + hash + '"]');
447
448         if (hash.length) {
449
450           // Removes highlighting from all of the list item's
451           self.element.find("." + self.focusClass).removeClass(self.focusClass);
452
453           // Highlights the current list item that was clicked
454           elem.addClass(self.focusClass);
455
456           // Triggers the click event on the currently focused TOC item
457           elem.click();
458
459         } else {
460
461           // Removes highlighting from all of the list item's
462           self.element.find("." + self.focusClass).removeClass(self.focusClass);
463
464           if (!hash.length && pageload && self.options.highlightDefault) {
465
466             // Highlights the first TOC item if no other items are highlighted
467             self.element.find(itemClass).first().addClass(self.focusClass);
468
469           }
470
471         }
472
473         return self;
474
475       },
476
477       // _nestElements
478       // -------------
479       //      Helps create the table of contents list by appending nested list items
480       _nestElements: function(self, index) {
481
482         var arr, item, hashValue;
483
484         arr = $.grep(this.items, function(item) {
485
486           return item === self.text();
487
488         });
489
490         // If there is already a duplicate TOC item
491         if (arr.length) {
492
493           // Adds the current TOC item text and index (for slight randomization) to the internal array
494           this.items.push(self.text() + index);
495
496         }
497
498         // If there not a duplicate TOC item
499         else {
500
501           // Adds the current TOC item text to the internal array
502           this.items.push(self.text());
503
504         }
505
506         hashValue = this._generateHashValue(arr, self, index);
507
508         // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
509         item = $("<li/>", {
510
511           // Sets a common class name to the list item
512           "class": itemClassName,
513
514           "data-unique": hashValue
515
516         });
517
518         if (this.options.theme !== "bootstrap3") {
519
520           item.append($("<a/>", {
521
522             "html": self.html()
523
524           }));
525
526         } else {
527
528           item.html(self.html());
529
530         }
531
532         // Adds an HTML anchor tag before the currently traversed HTML element
533         self.before($("<div/>", {
534
535           // Sets a name attribute on the anchor tag to the text of the currently traversed HTML element (also making sure that all whitespace is replaced with an underscore)
536           "name": hashValue,
537
538           "data-unique": hashValue
539
540         }));
541
542         return item;
543
544       },
545
546       // _generateHashValue
547       // ------------------
548       //      Generates the hash value that will be used to refer to each item.
549       _generateHashValue: function(arr, self, index) {
550
551         var hashValue = "",
552           hashGeneratorOption = this.options.hashGenerator;
553
554         if (hashGeneratorOption === "pretty") {
555
556           // prettify the text
557           hashValue = self.text().toLowerCase().replace(/\s/g, "-");
558
559           // fix double hyphens
560           while (hashValue.indexOf("--") > -1) {
561             hashValue = hashValue.replace(/--/g, "-");
562           }
563
564           // fix colon-space instances
565           while (hashValue.indexOf(":-") > -1) {
566             hashValue = hashValue.replace(/:-/g, "-");
567           }
568
569         } else if (typeof hashGeneratorOption === "function") {
570
571           // call the function
572           hashValue = hashGeneratorOption(self.text(), self);
573
574         } else {
575
576           // compact - the default
577           hashValue = self.text().replace(/\s/g, "");
578
579         }
580
581         // add the index if we need to
582         if (arr.length) {
583           hashValue += "" + index;
584         }
585
586         // return the value
587         return hashValue;
588
589       },
590
591       // _appendElements
592       // ---------------
593       //      Helps create the table of contents list by appending subheader elements
594
595       _appendSubheaders: function(self, ul) {
596
597         // The current element index
598         var index = $(this).index(self.options.selectors),
599
600           // Finds the previous header DOM element
601           previousHeader = $(self.options.selectors).eq(index - 1),
602
603           currentTagName = +$(this).prop("tagName").charAt(1),
604
605           previousTagName = +previousHeader.prop("tagName").charAt(1),
606
607           lastSubheader;
608
609         // If the current header DOM element is smaller than the previous header DOM element or the first subheader
610         if (currentTagName < previousTagName) {
611
612           // Selects the last unordered list HTML found within the HTML element calling the plugin
613           self.element.find(subheaderClass + "[data-tag=" + currentTagName + "]").last().append(self._nestElements($(this), index));
614
615         }
616
617         // If the current header DOM element is the same type of header(eg. h4) as the previous header DOM element
618         else if (currentTagName === previousTagName) {
619
620           ul.find(itemClass).last().after(self._nestElements($(this), index));
621
622         } else {
623
624           // Selects the last unordered list HTML found within the HTML element calling the plugin
625           ul.find(itemClass).last().
626
627           // Appends an unorderedList HTML element to the dynamic `unorderedList` variable and sets a common class name
628           after($("<ul/>", {
629
630             "class": subheaderClassName,
631
632             "data-tag": currentTagName
633
634           })).next(subheaderClass).
635
636           // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
637           append(self._nestElements($(this), index));
638         }
639
640       },
641
642       // _setEventHandlers
643       // ----------------
644       //      Adds jQuery event handlers to the newly generated table of contents
645       _setEventHandlers: function() {
646
647         // _Local variables_
648
649         // Stores the plugin context in the self variable
650         var self = this,
651
652           // Instantiates a new variable that will be used to hold a specific element's context
653           $self,
654
655           // Instantiates a new variable that will be used to determine the smoothScroll animation time duration
656           duration;
657
658         // Event delegation that looks for any clicks on list item elements inside of the HTML element calling the plugin
659         this.element.on("click.tocify", "li", function(event) {
660
661           if (self.options.history) {
662
663             window.location.hash = $(this).attr("data-unique");
664
665           }
666
667           // Removes highlighting from all of the list item's
668           self.element.find("." + self.focusClass).removeClass(self.focusClass);
669
670           // Highlights the current list item that was clicked
671           $(this).addClass(self.focusClass);
672
673           // If the showAndHide option is true
674           if (self.options.showAndHide) {
675
676             var elem = $('li[data-unique="' + $(this).attr("data-unique") + '"]');
677
678             self._triggerShow(elem);
679
680           }
681
682           self._scrollTo($(this));
683
684         });
685
686         // Mouseenter and Mouseleave event handlers for the list item's within the HTML element calling the plugin
687         this.element.find("li").on({
688
689           // Mouseenter event handler
690           "mouseenter.tocify": function() {
691
692             // Adds a hover CSS class to the current list item
693             $(this).addClass(self.hoverClass);
694
695             // Makes sure the cursor is set to the pointer icon
696             $(this).css("cursor", "pointer");
697
698           },
699
700           // Mouseleave event handler
701           "mouseleave.tocify": function() {
702
703             if (self.options.theme !== "bootstrap") {
704
705               // Removes the hover CSS class from the current list item
706               $(this).removeClass(self.hoverClass);
707
708             }
709
710           }
711         });
712
713         // only attach handler if needed (expensive in IE)
714         if (self.options.extendPage || self.options.highlightOnScroll || self.options.scrollHistory || self.options.showAndHideOnScroll) {
715           // Window scroll event handler
716           $(window).on("scroll.tocify", function() {
717
718             // Once all animations on the page are complete, this callback function will be called
719             $("html, body").promise().done(function() {
720
721               // Local variables
722
723               // Stores how far the user has scrolled
724               var winScrollTop = $(window).scrollTop(),
725
726                 // Stores the height of the window
727                 winHeight = $(window).height(),
728
729                 // Stores the height of the document
730                 docHeight = $(document).height(),
731
732                 scrollHeight = $("body")[0].scrollHeight,
733
734                 // Instantiates a variable that will be used to hold a selected HTML element
735                 elem,
736
737                 lastElem,
738
739                 lastElemOffset,
740
741                 currentElem;
742
743               if (self.options.extendPage) {
744
745                 // If the user has scrolled to the bottom of the page and the last toc item is not focused
746                 if ((self.webkit && winScrollTop >= scrollHeight - winHeight - self.options.extendPageOffset) || (!self.webkit && winHeight + winScrollTop > docHeight - self.options.extendPageOffset)) {
747
748                   if (!$(extendPageClass).length) {
749
750                     lastElem = $('div[data-unique="' + $(itemClass).last().attr("data-unique") + '"]');
751
752                     if (!lastElem.length) return;
753
754                     // Gets the top offset of the page header that is linked to the last toc item
755                     lastElemOffset = lastElem.offset().top;
756
757                     // Appends a div to the bottom of the page and sets the height to the difference of the window scrollTop and the last element's position top offset
758                     $(self.options.context).append($("<div/>", {
759
760                       "class": extendPageClassName,
761
762                       "height": Math.abs(lastElemOffset - winScrollTop) + "px",
763
764                       "data-unique": extendPageClassName
765
766                     }));
767
768                     if (self.extendPageScroll) {
769
770                       currentElem = self.element.find('li.' + self.focusClass);
771
772                       self._scrollTo($('div[data-unique="' + currentElem.attr("data-unique") + '"]'));
773
774                     }
775
776                   }
777
778                 }
779
780               }
781
782               // The zero timeout ensures the following code is run after the scroll events
783               setTimeout(function() {
784
785                 // _Local variables_
786
787                 // Stores the distance to the closest anchor
788                 var closestAnchorDistance = null,
789
790                   // Stores the index of the closest anchor
791                   closestAnchorIdx = null,
792
793                   // Keeps a reference to all anchors
794                   anchors = $(self.options.context).find("div[data-unique]"),
795
796                   anchorText;
797
798                 // Determines the index of the closest anchor
799                 anchors.each(function(idx) {
800                   var distance = Math.abs(($(this).next().length ? $(this).next() : $(this)).offset().top - winScrollTop - self.options.highlightOffset);
801                   if (closestAnchorDistance == null || distance < closestAnchorDistance) {
802                     closestAnchorDistance = distance;
803                     closestAnchorIdx = idx;
804                   } else {
805                     return false;
806                   }
807                 });
808
809                 anchorText = $(anchors[closestAnchorIdx]).attr("data-unique");
810
811                 // Stores the list item HTML element that corresponds to the currently traversed anchor tag
812                 elem = $('li[data-unique="' + anchorText + '"]');
813
814                 // If the `highlightOnScroll` option is true and a next element is found
815                 if (self.options.highlightOnScroll && elem.length) {
816
817                   // Removes highlighting from all of the list item's
818                   self.element.find("." + self.focusClass).removeClass(self.focusClass);
819
820                   // Highlights the corresponding list item
821                   elem.addClass(self.focusClass);
822
823                 }
824
825                 if (self.options.scrollHistory) {
826
827                   if (window.location.hash !== "#" + anchorText) {
828
829                     window.location.replace("#" + anchorText);
830
831                   }
832                 }
833
834                 // If the `showAndHideOnScroll` option is true
835                 if (self.options.showAndHideOnScroll && self.options.showAndHide) {
836
837                   self._triggerShow(elem, true);
838
839                 }
840
841               }, 0);
842
843             });
844
845           });
846         }
847
848       },
849
850       // Show
851       // ----
852       //      Opens the current sub-header
853       show: function(elem, scroll) {
854
855         // Stores the plugin context in the `self` variable
856         var self = this,
857           element = elem;
858
859         // If the sub-header is not already visible
860         if (!elem.is(":visible")) {
861
862           // If the current element does not have any nested subheaders, is not a header, and its parent is not visible
863           if (!elem.find(subheaderClass).length && !elem.parent().is(headerClass) && !elem.parent().is(":visible")) {
864
865             // Sets the current element to all of the subheaders within the current header
866             elem = elem.parents(subheaderClass).add(elem);
867
868           }
869
870           // If the current element does not have any nested subheaders and is not a header
871           else if (!elem.children(subheaderClass).length && !elem.parent().is(headerClass)) {
872
873             // Sets the current element to the closest subheader
874             elem = elem.closest(subheaderClass);
875
876           }
877
878           //Determines what jQuery effect to use
879           switch (self.options.showEffect) {
880
881             //Uses `no effect`
882             case "none":
883
884               elem.show();
885
886               break;
887
888               //Uses the jQuery `show` special effect
889             case "show":
890
891               elem.show(self.options.showEffectSpeed);
892
893               break;
894
895               //Uses the jQuery `slideDown` special effect
896             case "slideDown":
897
898               elem.slideDown(self.options.showEffectSpeed);
899
900               break;
901
902               //Uses the jQuery `fadeIn` special effect
903             case "fadeIn":
904
905               elem.fadeIn(self.options.showEffectSpeed);
906
907               break;
908
909               //If none of the above options were passed, then a `jQueryUI show effect` is expected
910             default:
911
912               elem.show();
913
914               break;
915
916           }
917
918         }
919
920         // If the current subheader parent element is a header
921         if (elem.parent().is(headerClass)) {
922
923           // Hides all non-active sub-headers
924           self.hide($(subheaderClass).not(elem));
925
926         }
927
928         // If the current subheader parent element is not a header
929         else {
930
931           // Hides all non-active sub-headers
932           self.hide($(subheaderClass).not(elem.closest(headerClass).find(subheaderClass).not(elem.siblings())));
933
934         }
935
936         // Maintains chainablity
937         return self;
938
939       },
940
941       // Hide
942       // ----
943       //      Closes the current sub-header
944       hide: function(elem) {
945
946         // Stores the plugin context in the `self` variable
947         var self = this;
948
949         //Determines what jQuery effect to use
950         switch (self.options.hideEffect) {
951
952           // Uses `no effect`
953           case "none":
954
955             elem.hide();
956
957             break;
958
959             // Uses the jQuery `hide` special effect
960           case "hide":
961
962             elem.hide(self.options.hideEffectSpeed);
963
964             break;
965
966             // Uses the jQuery `slideUp` special effect
967           case "slideUp":
968
969             elem.slideUp(self.options.hideEffectSpeed);
970
971             break;
972
973             // Uses the jQuery `fadeOut` special effect
974           case "fadeOut":
975
976             elem.fadeOut(self.options.hideEffectSpeed);
977
978             break;
979
980             // If none of the above options were passed, then a `jqueryUI hide effect` is expected
981           default:
982
983             elem.hide();
984
985             break;
986
987         }
988
989         // Maintains chainablity
990         return self;
991       },
992
993       // _triggerShow
994       // ------------
995       //      Determines what elements get shown on scroll and click
996       _triggerShow: function(elem, scroll) {
997
998         var self = this;
999
1000         // If the current element's parent is a header element or the next element is a nested subheader element
1001         if (elem.parent().is(headerClass) || elem.next().is(subheaderClass)) {
1002
1003           // Shows the next sub-header element
1004           self.show(elem.next(subheaderClass), scroll);
1005
1006         }
1007
1008         // If the current element's parent is a subheader element
1009         else if (elem.parent().is(subheaderClass)) {
1010
1011           // Shows the parent sub-header element
1012           self.show(elem.parent(), scroll);
1013
1014         }
1015
1016         // Maintains chainability
1017         return self;
1018
1019       },
1020
1021       // _addCSSClasses
1022       // --------------
1023       //      Adds CSS classes to the newly generated table of contents HTML
1024       _addCSSClasses: function() {
1025
1026         // If the user wants a jqueryUI theme
1027         if (this.options.theme === "jqueryui") {
1028
1029           this.focusClass = "ui-state-default";
1030
1031           this.hoverClass = "ui-state-hover";
1032
1033           //Adds the default styling to the dropdown list
1034           this.element.addClass("ui-widget").find(".toc-title").addClass("ui-widget-header").end().find("li").addClass("ui-widget-content");
1035
1036         }
1037
1038         // If the user wants a twitterBootstrap theme
1039         else if (this.options.theme === "bootstrap") {
1040
1041           this.element.find(headerClass + "," + subheaderClass).addClass("nav nav-list");
1042
1043           this.focusClass = "active";
1044
1045         }
1046
1047         // If the user wants a twitterBootstrap theme
1048         else if (this.options.theme === "bootstrap3") {
1049
1050           this.element.find(headerClass + "," + subheaderClass).addClass("list-group");
1051
1052           this.element.find(itemClass).addClass("list-group-item");
1053
1054           this.focusClass = "active";
1055
1056         }
1057
1058         // If a user does not want a prebuilt theme
1059         else {
1060
1061           // Adds more neutral classes (instead of jqueryui)
1062
1063           this.focusClass = tocFocusClassName;
1064
1065           this.hoverClass = tocHoverClassName;
1066
1067         }
1068
1069         //Maintains chainability
1070         return this;
1071
1072       },
1073
1074       // setOption
1075       // ---------
1076       //      Sets a single Tocify option after the plugin is invoked
1077       setOption: function() {
1078
1079         // Calls the jQueryUI Widget Factory setOption method
1080         $.Widget.prototype._setOption.apply(this, arguments);
1081
1082       },
1083
1084       // setOptions
1085       // ----------
1086       //      Sets a single or multiple Tocify options after the plugin is invoked
1087       setOptions: function() {
1088
1089         // Calls the jQueryUI Widget Factory setOptions method
1090         $.Widget.prototype._setOptions.apply(this, arguments);
1091
1092       },
1093
1094       // _scrollTo
1095       // ---------
1096       //      Scrolls to a specific element
1097       _scrollTo: function(elem) {
1098
1099         var self = this,
1100           duration = self.options.smoothScroll || 0,
1101           scrollTo = self.options.scrollTo,
1102           currentDiv = $('div[data-unique="' + elem.attr("data-unique") + '"]');
1103
1104         if (!currentDiv.length) {
1105
1106           return self;
1107
1108         }
1109
1110         // Once all animations on the page are complete, this callback function will be called
1111         $("html, body").promise().done(function() {
1112
1113           // Animates the html and body element scrolltops
1114           $("html, body").animate({
1115
1116             // Sets the jQuery `scrollTop` to the top offset of the HTML div tag that matches the current list item's `data-unique` tag
1117             "scrollTop": currentDiv.offset().top - ($.isFunction(scrollTo) ? scrollTo.call() : scrollTo) + "px"
1118
1119           }, {
1120
1121             // Sets the smoothScroll animation time duration to the smoothScrollSpeed option
1122             "duration": duration
1123
1124           });
1125
1126         });
1127
1128         // Maintains chainability
1129         return self;
1130
1131       }
1132
1133     });
1134
1135   })); //end of plugin
1136 </script>
1137 <script>
1138
1139 /**
1140  * jQuery Plugin: Sticky Tabs
1141  *
1142  * @author Aidan Lister <aidan@php.net>
1143  * adapted by Ruben Arslan to activate parent tabs too
1144  * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/
1145  */
1146 (function($) {
1147   "use strict";
1148   $.fn.rmarkdownStickyTabs = function() {
1149     var context = this;
1150     // Show the tab corresponding with the hash in the URL, or the first tab
1151     var showStuffFromHash = function() {
1152       var hash = window.location.hash;
1153       var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a';
1154       var $selector = $(selector, context);
1155       if($selector.data('toggle') === "tab") {
1156         $selector.tab('show');
1157         // walk up the ancestors of this element, show any hidden tabs
1158         $selector.parents('.section.tabset').each(function(i, elm) {
1159           var link = $('a[href="#' + $(elm).attr('id') + '"]');
1160           if(link.data('toggle') === "tab") {
1161             link.tab("show");
1162           }
1163         });
1164       }
1165     };
1166
1167
1168     // Set the correct tab when the page loads
1169     showStuffFromHash(context);
1170
1171     // Set the correct tab when a user uses their back/forward button
1172     $(window).on('hashchange', function() {
1173       showStuffFromHash(context);
1174     });
1175
1176     // Change the URL when tabs are clicked
1177     $('a', context).on('click', function(e) {
1178       history.pushState(null, null, this.href);
1179       showStuffFromHash(context);
1180     });
1181
1182     return this;
1183   };
1184 }(jQuery));
1185
1186 window.buildTabsets = function(tocID) {
1187
1188   // build a tabset from a section div with the .tabset class
1189   function buildTabset(tabset) {
1190
1191     // check for fade and pills options
1192     var fade = tabset.hasClass("tabset-fade");
1193     var pills = tabset.hasClass("tabset-pills");
1194     var navClass = pills ? "nav-pills" : "nav-tabs";
1195
1196     // determine the heading level of the tabset and tabs
1197     var match = tabset.attr('class').match(/level(\d) /);
1198     if (match === null)
1199       return;
1200     var tabsetLevel = Number(match[1]);
1201     var tabLevel = tabsetLevel + 1;
1202
1203     // find all subheadings immediately below
1204     var tabs = tabset.find("div.section.level" + tabLevel);
1205     if (!tabs.length)
1206       return;
1207
1208     // create tablist and tab-content elements
1209     var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>');
1210     $(tabs[0]).before(tabList);
1211     var tabContent = $('<div class="tab-content"></div>');
1212     $(tabs[0]).before(tabContent);
1213
1214     // build the tabset
1215     var activeTab = 0;
1216     tabs.each(function(i) {
1217
1218       // get the tab div
1219       var tab = $(tabs[i]);
1220
1221       // get the id then sanitize it for use with bootstrap tabs
1222       var id = tab.attr('id');
1223
1224       // see if this is marked as the active tab
1225       if (tab.hasClass('active'))
1226         activeTab = i;
1227
1228       // remove any table of contents entries associated with
1229       // this ID (since we'll be removing the heading element)
1230       $("div#" + tocID + " li a[href='#" + id + "']").parent().remove();
1231
1232       // sanitize the id for use with bootstrap tabs
1233       id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_');
1234       tab.attr('id', id);
1235
1236       // get the heading element within it, grab it's text, then remove it
1237       var heading = tab.find('h' + tabLevel + ':first');
1238       var headingText = heading.html();
1239       heading.remove();
1240
1241       // build and append the tab list item
1242       var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>');
1243       a.attr('href', '#' + id);
1244       a.attr('aria-controls', id);
1245       var li = $('<li role="presentation"></li>');
1246       li.append(a);
1247       tabList.append(li);
1248
1249       // set it's attributes
1250       tab.attr('role', 'tabpanel');
1251       tab.addClass('tab-pane');
1252       tab.addClass('tabbed-pane');
1253       if (fade)
1254         tab.addClass('fade');
1255
1256       // move it into the tab content div
1257       tab.detach().appendTo(tabContent);
1258     });
1259
1260     // set active tab
1261     $(tabList.children('li')[activeTab]).addClass('active');
1262     var active = $(tabContent.children('div.section')[activeTab]);
1263     active.addClass('active');
1264     if (fade)
1265       active.addClass('in');
1266
1267     if (tabset.hasClass("tabset-sticky"))
1268       tabset.rmarkdownStickyTabs();
1269   }
1270
1271   // convert section divs with the .tabset class to tabsets
1272   var tabsets = $("div.section.tabset");
1273   tabsets.each(function(i) {
1274     buildTabset($(tabsets[i]));
1275   });
1276 };
1277
1278 </script>
1279 <style type="text/css">.hljs-literal {
1280 color: #990073;
1281 }
1282 .hljs-number {
1283 color: #099;
1284 }
1285 .hljs-comment {
1286 color: #998;
1287 font-style: italic;
1288 }
1289 .hljs-keyword {
1290 color: #900;
1291 font-weight: bold;
1292 }
1293 .hljs-string {
1294 color: #d14;
1295 }
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1540 <h1 class="title toc-ignore">Week 5 R tutorial (supplement)</h1>
1541 <h3 class="subtitle">Statistics and statistical programming<br />
1542 Northwestern University<br />
1543 MTS 525</h3>
1544 <h4 class="author">Aaron Shaw</h4>
1545 <h4 class="date">October 13, 3030</h4>
1546
1547 </div>
1548
1549
1550 <div id="getting-started-more-better-plots" class="section level1">
1551 <h1><span class="header-section-number">1</span> Getting started (more better plots)</h1>
1552 <p>This is a supplement to the Week 5 R tutorial focused on elaborating some examples of time series plots and more polished plots using <a href="https://ggplot2.tidyverse.org"><code>ggplot2</code></a>. I’ll work with some data on state-level COVID-19 in the United States published by <em>The New York Times</em> (<em>NYT</em>). You can access the data as well as details about the sources, measurement, and related available datasets via <a href="https://github.com/nytimes/covid-19-data">the <em>NYT</em> github repository</a>.</p>
1553 <p>To start, I’ll load up the <code>tidyverse</code> library and also attach the <code>lubridate</code> package, which can help to handle dates and times. Then I’ll import the “raw csv” of my dataset from the web, and take a look at it:</p>
1554 <pre class="r"><code>library(tidyverse)
1555 library(lubridate)
1556
1557 data_url &lt;- url(&quot;https://raw.githubusercontent.com/nytimes/covid-19-data/master/us-states.csv&quot;)
1558
1559 d &lt;- read_csv(data_url)
1560
1561 d</code></pre>
1562 <pre><code>## # A tibble: 12,334 x 5
1563 ##    date       state      fips  cases deaths
1564 ##    &lt;date&gt;     &lt;chr&gt;      &lt;chr&gt; &lt;dbl&gt;  &lt;dbl&gt;
1565 ##  1 2020-01-21 Washington 53        1      0
1566 ##  2 2020-01-22 Washington 53        1      0
1567 ##  3 2020-01-23 Washington 53        1      0
1568 ##  4 2020-01-24 Illinois   17        1      0
1569 ##  5 2020-01-24 Washington 53        1      0
1570 ##  6 2020-01-25 California 06        1      0
1571 ##  7 2020-01-25 Illinois   17        1      0
1572 ##  8 2020-01-25 Washington 53        1      0
1573 ##  9 2020-01-26 Arizona    04        1      0
1574 ## 10 2020-01-26 California 06        2      0
1575 ## # … with 12,324 more rows</code></pre>
1576 <p>For the sake of my examples, I’m planning to work with the <code>date</code>, <code>state</code>, <code>cases</code>, and <code>deaths</code> variables. Notice that by using the <code>read_csv()</code> function to import the data, R already recognizes the <code>date</code> column as dates. Also notice that the column names for cases and deaths don’t reflect the fact that both variables are <em>cumulative</em> counts. Also also, notice that it looks like I will want to convert the state variable to a factor (since that’s a more accurate representation of the data and it will likely make my analysis/plotting work easier later on). I’ll start there and then get a quick sense of how much data I have for each state with a univariate table.</p>
1577 <pre class="r"><code>d$state &lt;- factor(d$state)
1578 table(d$state)</code></pre>
1579 <pre><code>## 
1580 ##                  Alabama                   Alaska                  Arizona 
1581 ##                      214                      215                      261 
1582 ##                 Arkansas               California                 Colorado 
1583 ##                      216                      262                      222 
1584 ##              Connecticut                 Delaware     District of Columbia 
1585 ##                      219                      216                      220 
1586 ##                  Florida                  Georgia                     Guam 
1587 ##                      226                      225                      212 
1588 ##                   Hawaii                    Idaho                 Illinois 
1589 ##                      221                      214                      263 
1590 ##                  Indiana                     Iowa                   Kansas 
1591 ##                      221                      219                      220 
1592 ##                 Kentucky                Louisiana                    Maine 
1593 ##                      221                      218                      215 
1594 ##                 Maryland            Massachusetts                 Michigan 
1595 ##                      222                      255                      217 
1596 ##                Minnesota              Mississippi                 Missouri 
1597 ##                      221                      216                      220 
1598 ##                  Montana                 Nebraska                   Nevada 
1599 ##                      214                      239                      222 
1600 ##            New Hampshire               New Jersey               New Mexico 
1601 ##                      225                      223                      216 
1602 ##                 New York           North Carolina             North Dakota 
1603 ##                      226                      224                      216 
1604 ## Northern Mariana Islands                     Ohio                 Oklahoma 
1605 ##                      199                      218                      221 
1606 ##                   Oregon             Pennsylvania              Puerto Rico 
1607 ##                      228                      221                      214 
1608 ##             Rhode Island           South Carolina             South Dakota 
1609 ##                      226                      221                      217 
1610 ##                Tennessee                    Texas                     Utah 
1611 ##                      222                      244                      231 
1612 ##                  Vermont           Virgin Islands                 Virginia 
1613 ##                      220                      213                      220 
1614 ##               Washington            West Virginia                Wisconsin 
1615 ##                      266                      210                      251 
1616 ##                  Wyoming 
1617 ##                      216</code></pre>
1618 <p>Two things to point out here: (1) not all of our “states” are technically states (e.g., Puerto Rico, District of Columbia, Virgin Islands, Northern Mariana Islands, Guam). I prefer to think of this as the <em>NYT</em> data scientist team quietly reminding us that the United States maintains a number of colonial properties without formal political representation! The second thing (2) is that not all states have the same number of observations/rows. You can probably figure out exactly why this might be the case from the documentation of the data sources and or from thinking more carefully about the context (e.g., some states had cases much earlier in 2020 than others). Anyhow, just some things to be aware of as we move forward with our analysis.</p>
1619 </div>
1620 <div id="plotting-a-univariate-time-series" class="section level1">
1621 <h1><span class="header-section-number">2</span> Plotting a univariate time series</h1>
1622 <p>A univariate time series is just a fancy term for a plot of a single variable for which you have repeated observations collected over time. I recommend using <a href="https://ggplot2.tidyverse.org/reference/geom_path.html"><code>geom_path()</code></a> (that’s a hyperlink to the documentation) to create univariate time series plots. Specifically, I’ll call <code>geom_line()</code>, which is a specialized (masked) version of <code>geom_path()</code> that connects observations in order according to the values of variable that is mapped to the x-axis. By convention, a univariate time series maps dates to the x-axis, so this will just plot a line connecting the values of my y-values over time.</p>
1623 <p>For a univariate example, let’s build a plot of weekly case counts in Illinois.</p>
1624 <p>I can start by just plotting the cumulative cases for all of the states and work towards the specific plot we want from there:</p>
1625 <pre class="r"><code>ggplot(data = d, aes(date, cases)) +
1626   geom_line()</code></pre>
1627 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" width="672" /></p>
1628 <p>Notice that ggplot handles the <code>date</code> variable quite well by default! It recognizes the units of time and generates axis labels in terms of months. Also notice that ggplot handles the axis labels for the <code>cases</code> variable…less well. I don’t know about you, but my brain doesn’t parse scientific notation quickly/easily. Finally, the fact that this figure incorporates all the state-level observations as cumulative counts means that there is just a huge clutter of points/lines in this figure. It’s impossible to really figure out what’s going on, much less learn anything other than the cumulative number of cases within states appears to have increased over time (thanks for nothing, ggplot).</p>
1629 <div id="tidying-some-timeseries-data" class="section level2">
1630 <h2><span class="header-section-number">2.1</span> Tidying some timeseries data</h2>
1631 <p>Okay, let’s get to work cleaning this up. At this point, my next steps are to (1) restrict the data to the Illinois cases; (2) reorganize the <em>cumulative</em> daily case counts into weekly counts; and (3) plot it again with better axis labels and a nice title.</p>
1632 <p>I can restrict the data to Illinois in a few ways. Since I’m using ggplot, I’ll work with Tidyverse “pipes” (<code>%&gt;%</code>) and “verbs” (in this case, <code>filter</code>):</p>
1633 <pre class="r"><code>d %&gt;%
1634   filter(state == &quot;Illinois&quot;) %&gt;%
1635   ggplot(aes(date, cases)) +
1636   geom_line()</code></pre>
1637 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" width="672" /></p>
1638 <p>That’s already much less cluttered and much clearer. It also looks plausibly accurate (it’s always good to sanity check your data visualizations as you go—weird anomalies in a graph are usually a good indicator of something weird happening in the underlying code and/or data.</p>
1639 <p>Now onwards to converting my cumulative case counts into weekly case counts. When I wrote this tutorial, the first way I thought to do this involved making calls to the Tidyverse <code>mutate</code>, <code>group_by</code>, and <code>summarize</code> verbs. After a little trial and error, I got it to work with the following code (which I’ll walk through in detail below):</p>
1640 <pre class="r"><code>il_weekly_cases &lt;- d %&gt;%
1641   filter(state == &quot;Illinois&quot;) %&gt;%
1642   mutate(
1643     diff_cases = c(cases[1], diff(cases, lag = 1)),
1644     weekdate = cut(date, &quot;week&quot;)
1645   ) %&gt;%
1646   group_by(weekdate) %&gt;%
1647   summarize(new_cases = sum(diff_cases, na.rm = T), )
1648
1649 il_weekly_cases</code></pre>
1650 <pre><code>## # A tibble: 39 x 2
1651 ##    weekdate   new_cases
1652 ##    &lt;fct&gt;          &lt;dbl&gt;
1653 ##  1 2020-01-20         1
1654 ##  2 2020-01-27         1
1655 ##  3 2020-02-03         0
1656 ##  4 2020-02-10         0
1657 ##  5 2020-02-17         0
1658 ##  6 2020-02-24         1
1659 ##  7 2020-03-02         4
1660 ##  8 2020-03-09        87
1661 ##  9 2020-03-16       953
1662 ## 10 2020-03-23      3568
1663 ## # … with 29 more rows</code></pre>
1664 <p>There’s quite a lot happening there so let’s go through it verb-by-verb.</p>
1665 <p>First, I <code>filter</code> my cases to restrict the set to Illinois data. Then I use <code>mutate</code> to create a <code>diff_cases</code> variable that disaggregates the cumulative values of <code>cases</code> (read the documentation for <code>diff</code> to learn more about this one). Differenced values alone wouldn’t produce the correct number of items (try running <code>length(1:10)</code> and compare that with <code>length(diff(1:10, 1))</code> to see what I mean), so I store the first value of my <code>cases</code> variable and then append the differenced values after that (Note that this assumes and takes advantage of the fact that the data is sorted by date. I could add a call to <code>arrange(-desc())</code> before doing my mutation to ensure the correct ordering, but won’t bother with that for now). Within the same call to mutate I also create a new variable <code>weekdate</code> that collapses the dates into weeks (see the documentation for <code>cut.Date</code>) and stores the resulting strings as factors (e.g., a factor where the levels correspond to a series of Mondays: “2020-01-20”, “2020-01-27”…). Hopefully, so far so good?</p>
1666 <p>Next, I use <code>group_by</code> to aggregate everything by my <code>weekdate</code> factor values. This is essentially creating conditional groupings of the data that I can then summarize in my next command.</p>
1667 <p>Finally I use <code>summarize</code> to reshape my data and collapse everything into weekly counts of new cases (notice that I use <code>sum</code> inside the <code>summarize</code> call to add up the case counts within the grouping variable). The result is a brand new two-column tibble consisting of weekdates and weekly counts of new cases. Excellent!</p>
1668 <p>Okay, let’s see about plotting this now:</p>
1669 <pre class="r"><code>il_weekly_cases %&gt;%
1670   ggplot(aes(weekdate, new_cases)) +
1671   geom_line()</code></pre>
1672 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" width="672" /></p>
1673 <p>Hmm. looks like I have a problem here. My first guess is that there’s something funny going on with my <code>weekdate</code> variable because it looks very different on the x-axis. Let’s troubleshoot:</p>
1674 <pre class="r"><code>class(il_weekly_cases$weekdate)</code></pre>
1675 <pre><code>## [1] &quot;factor&quot;</code></pre>
1676 <p>Whoops. Indeed, I need to convert that <code>weekdate</code> variable back into an object of class “date” so that it will work with ggplot. There are a number of ways I could do this, but I’ll just make a new variable by first coercing <code>weekdate</code> to a character vector and then coercing that into a date using <code>as.Date</code> (and remember that it is sometimes easier to read these “nested” commands from the inside-out).</p>
1677 <pre class="r"><code>il_weekly_cases$date &lt;- as.Date(as.character((il_weekly_cases$weekdate)))
1678 il_weekly_cases</code></pre>
1679 <pre><code>## # A tibble: 39 x 3
1680 ##    weekdate   new_cases date      
1681 ##    &lt;fct&gt;          &lt;dbl&gt; &lt;date&gt;    
1682 ##  1 2020-01-20         1 2020-01-20
1683 ##  2 2020-01-27         1 2020-01-27
1684 ##  3 2020-02-03         0 2020-02-03
1685 ##  4 2020-02-10         0 2020-02-10
1686 ##  5 2020-02-17         0 2020-02-17
1687 ##  6 2020-02-24         1 2020-02-24
1688 ##  7 2020-03-02         4 2020-03-02
1689 ##  8 2020-03-09        87 2020-03-09
1690 ##  9 2020-03-16       953 2020-03-16
1691 ## 10 2020-03-23      3568 2020-03-23
1692 ## # … with 29 more rows</code></pre>
1693 <p>That ought to work for plotting now:</p>
1694 <pre class="r"><code>plot1 &lt;- il_weekly_cases %&gt;%
1695   ggplot(aes(date, new_cases)) +
1696   geom_line()
1697
1698 plot1</code></pre>
1699 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DwFV8BqAF1Q1uB5zy3I9zUW+GJA5TGgLrVFlcuf0IWtUf6ReOWtlUA7243jqy8tBzpMzn7LgJopCKDHWoBeSTeKcjWATgJ61V1Fv6+xwBcDKo8BdW4O0NXt5+cXfdBz+XnWf2bbfO1w+6fWBqqyd04ZUDMFAbST9W/2ZLpRlKsB9Hbgorqr9gC+o11E4IsBlceAOvc6cJTbz2dWoapgZ+4f97H+KztK/OBmfZ9umX16dBkDaqgAgM4ts/7V7U04i2o1gJ4FPFp31YHA57SLCHwxoPIYUOduk31csz9wYYOLU7MvFA1z+4X52Rfod/ueATVTAEDHZc8LsyHhLKrVALpfw1eyejV4RZ4mgS8GVB4D6tzZwMOuN/i4HK0W1l0aaz1CX+sJ90NWX1oBtH+DATVSAEAvzgJa5vbhXc3VANoOlfXv7+hPvq+xwBcDKo8Bde4AYKr7LQ4Cbsh/Wz2iHOgkf6PL2JZA5QMMqIkCAGr9m95A+sdBZzlAfyx4Vn4QMM7x9r4S+GJA5TGgzjV8z519LwEb1bxOv6SvdQ+lxxwPR/06+z7RfgbvywQpqYBWt0bVoIbPP4ZeDtBXgGPqr6Lf11jgiwGVx4A6tqgcm8tusxPwSPbrt9vbvXveviX9sie6mxZwOjMlFdAvgO43A5dSTqNWDtAbgFH1V9HvayzwxYDKY0AdmwIcLrvNgzVnxJm4nvW4/A7PR761MdB6fJDZTJVUQO8DzpoAnEA5jVo5QE8reDP/Va4nBPOTwBcDKo8BdazBiW8cW7EJ8Gr6tkpgXZu9j5z6x9R2QCODd2d8l1RATwcenB5wM+tg5QDdHfiq/irrLvFVtIsIfDGg8hhQx4YCd0lvNBo4KHuupe2/UTjyPzIzd7Db6qP0SyqgOwNfVjfFepTTqJUDtDWaNziF4r3k+xoLfDGg8hhQx3oCk6U3Wtgq+/6WmnPPe+4fmZ+XnGD91nYmT+/jq4QCurQqu7311uQfnVQoC+h3wI4NrnqcfF9jgS8GVB4D6lhnlC2Q38q6n4ryS5zOW29f7o30N1uP+1/zOZqxEgroW8DBub9R3yadR6UsoC8U7sP5vJetYZUS+GJA5TGgTi1t7Ol8tTOboIXzOe/sq/kk0vnAAz7mMlpCAR0NjMj9C3uQdB6VsoBeU/ik50S38337SuCLAZXHgDr1IdDDy+3GDVI+TWQNoDeaPb2PrxIKaF/g+XT6jhyjhsoCemLhO+ffa3hqJpIEvhhQeQyoU48CZ2k6dA2gT+lbQFsJBXRTlM1NZ9/GfhzpPCplAd0ZmNHgqs+BA2kXEfhiQOUxoE4NB27VdOgaQN8GjtS0gLaSCeiPNacx/h7oTjqPShag/2yBlg2v+g7Yg3YRgS8GVB4D6tTR+l7jqQF0ptOmSiVcMgF9Nv9k41rkmxB5zwJ0OrBbw6vmAdvTLiLwxYDKY0Cd6gbM1nToGkBXVqKjpgW0lUxAhwE3Zb9uA3g524GWLEDHAqc2vIp+X2OBLwZUHgPq0Mqm2bf+6Sl/PtCOaOy4s3yJlkxA9wfeyX7tDbxJOY9KFqCXA9cXXEe+r7HAFwMqjwF16EvyJ5jqywPaHZilawlNJRLQ6tZosiz7zd/Jz97hPQvQ44CXCq4j39dY4IsBlceAOvRM0YZHdOUB7WXyjdn+SiSgnwG75r65C3DdcEBnFqDbAj8UXEe+r7HAFwMqjwF16ArgOl3HzgN6ltmNcv2USEDvAQbnvpkI9KGcR6VVmdVNxM/ibwF4O4Oi1wS+GFB5DKhDxwMv6Dp2HtAr869NRKhEAjqodmuX2TUnLzTSqoy1+j6F120PzCNdROCLAZXHgDq0M/CtrmPnAX0A+LuuJTSVSEB3API7VbfC2oTjKLUqMx44o/C6Pan3NRb4YkDlMaAOtUQLtTOEKJQH9NXCc0NEoSQCurSy7v0YO4rPQobXqsyVRZ/sOIh6X2OBLwZUHgNq3wxgJ20HzwP6JbCftjX0lERAJwGH5b89hnwfTM+tyhxbtPiR1PsaC3wxoPIYUPvGk5/ppkF5QJeWYUtta+gpiYBeW78R0UXAGMJ5VFqV2RplPxVeR76vscAXAyqPAbVvNHCZtoPnAU23NveUms+SCOjRwIT8t/cBQwnnUWnVH5VFb5sn39dY4IsBlceA2neazrcY1QLa1eQpzn2VREA3Rnnta91vkZ9AznOrvi0+99J5wGOkiwh8MaDyGFD79gK+0HbwWkAPAj7RtoiWEgjo7DJsVfv9T0A3wnlUWvUMcK5w3XDgHtJFBL4YUHkMqH1tUbVC28FrAR1Q/+AwIiUQUAuu4+surItm2t6b4d6qUcV7HJLvayzwxYDKY0Btmwt01XbwOkAvBu7Wt4qOEgjoBcAtdRe6U7/z0nOrehd/8PcW6n2NBb4YUHkMqG2vA0dpO3gdoLfXv74bkRIIaI+G7xXqB7xMN49KqzZHubgNNvm+xgJfDKg8BtS224CLtR28DtDnyLdV1F3yAK1uiab1HzgfCdxGOJBC/y5HJ/E68n2NBb4YUHkMqG1n1378WUu1gE4FDte3io6SB+gnwO71lx4ufiUnpD4GeorXPQ8MIl1E4IsBlceA2nYAMFXbwesAnWPw5BT+Sh6gdwHn1F96FziCbBylHgIuFK8j39dY4IsBlceA2tYRjZZqO3gdoOlmWF/fKjpKHqCnAY/WX1pYhi5086j0d+Ah8TryfY0FvhhQeQyoXYtsnnAirA7QzVBOe0JH3SUP0O2AbxpcXB9NzGzDcgjwkXjdF9T7Ggt8MaDyGFC73q4/f4SO6gDds/C/ztIvcYAuqUS7hpf3qDu1Xch1QOOiNyZ/T73tjMAXAyqPAbXrXmCIrmOnGwB6DPCGxnXoSxygE4UnPU8ExlONo9K8MnT7l3jlfOp9jQW+GFB5DKhdQ/W+w70O0HMLnmCLQIkD9Grg0oaXLzO0i4AF+XFFgJLvayzwxYDKY0DtOgKYrOvY6QaAXqdx4yUtJQ7Q3sJOmI8BZ5PNo1D2Q0dFgJLvayzwxYDKY0Dt6owynadJqgP0UWNvK/RZ4gDtWH8qplxTgUPI5lHodGBCMaCt0Yp0FYEvBlQeA2rTssbEf7ML1QH6BnCMzoXISxqgsyC8bWlJOTYnm0ehvYEfiwHtiErSVQS+GFB5DKhNHwI9NB06Vx2g31C/jKq7pAH6FHBi4TUdUGninWdt0WR1MaBbEu9rLPDFgMpjQG2yHlmfqenQueoAXVGBTXUuRF7SAB1a9Nn3fYAvqebx3mxgx0wxoDsQ72ss8MWAymNAbRrR8AxmGqoDNPu+bJ0LkZc0QPct+kjvKcBzVPN470VggA2g1PsaC3wxoPIYUJv6AK9pOnSuekCtuxA/6lyJuoQBWr0OmgmPka8CRpMN5LnRwA02gB4EfEa5jMAXAyqPAbWpGzBb06Fz1QN6uNaTltCXMEA/AvYUrnqa+gxInrLu975uA+iRwLuUywh8MaDyGNDiVjZFGz1HzlcP6CAjDwj9lzBAxxSfcPMTYH+qeby3K7DABtD+lquUywh8MaDyGNDivtT92ng9oJcAt2tdiriEAXpK8baXSxthE6p5vNcKLdbYAEq9r7HAFwMqjwEt7hngFD1HzlcP6N3ARVqXIi5hgG4DfCtetzEqNJ7p0L5vgN0yNoCeT7yvscAXAyqPAS3uCt0fsKwHdAJwktaliEsWoIsbY4OiK/c3sBf1OOA0O0BHEO9rLPDFgMpjQIs7Hnhez5Hz1QP6KfUZHTWXLEBfs9lGI/uw+WmieTx3JXCzHaBXE+9rLPDFgMpjQIvrbvPAjbR6QBdq3T6ZvmQBarl1edGVo4GriebxXH9gkh2gtwBXUq4j8OUf0Lf7Lq/55tlUviXZS789OLDv8GdX1/zI+QIDGkb6AG2JFtV6jpyvHtD02mitdSnikgVoL+CVoiufA04lmsdzOwCL7AC9l3jzWDJAh6fygN7eEND0eanUianUiJ8zrhcY0FDSBuh3wE5aDlxXA0C3QtkSvYuRlixAO6BiQdGVXwD7Es3jtZXN0HqVHaCPE5/NiwjQXx9O1QI6PPXjb7nWWBdGpoanM0sHp27LuF5gQENJG6Djqfc6LKoBoD2MfLTad4kC9Hvb51dWVOo9VZdN2ffV2QL6PDCQciESQCcPOyZVB+gpqd/qfjAr1T97D3NF717VbhcY0HDSBuho4DItB66rAaD9gVf1LkZaogB9Ahhgc/XmKF9MM4/XnrSctAWUel9jEkAfPOGEE3rlAV3V66T6HzycuiX3dUTqFbcLDGg4aQP0NOApLQeuqwGgfwfu17sYaYkCdAhwh83VBwMf0MzjtVHAjbaAvk+8rzEJoNlOyAO6KDWs/sqRqXdzX5/PPlJ3vsCAhpM2QPcCPtdy4LoaAHoTcIXexUhLFKB720t5FvA4zTxe62M9TLEFlHpfY3JAP09d+8I5fc++8afshVNSM3JXvpu60O1CttX/rekfJd//Mv80PYLPLEB/0XLg9VC1UsuB6/pn5n+13z4DnKV3MdIsQP8wPYP/Vq1SuXV1C6xl9wfB+jvvcqKBPNYVmPOHBWjRD2YCe1AuRA7oK6lU6qiTU6neL1sX+qYW5K78IjXY7UK2aTvV9B/fE3Cm+jewbXirTQP6hrcap9B3wP52108BBoU6yJ9V2MD+Jz8DO2lcODigD6T6f/Jn5peHUkfOyWR6p1bmrvw+NdDtQjYGNLp9BPQLb7WV1n2I8FbjFHoYGGF3/UJg31AHse5nHmz/k7/KsJXGhYMDOu+rmqcFbkpdm8mcVHc/c4jbhWxzzq7p33+Ueqszpifw2+pMZrWO494PXKbjuA2rn3xVFTrqXo2wPzOZNaZn8N9ff6ncehAw3u7635uiPc08HhsLDPljjXVPtPhHTdGBciVyQGv7NnvX8vzUd7kL76audLvQsNJ/gYZfRBIbDDys47gNavAiUrojGq/UvBxhSXoRqSsww/YHW+nd9LqoYdl3A9i+iES9r7E2QFemjlqTuTw1NXdhQuqujMsFBjScdAF6gP6TxDcEdBdgpublCEsQoIsaOb1h/gji88DLSgFvOABKvK8xNaC/vvLamtzl71PnZ9/teWfuwuWp190uMKDhpAvQjmik+3yPDQE9EpiieTnCEgToK47vsTxX/2OUgjpn7/HaA0q8rzE1oGtOTH2Zu3xX6p5MZkZqwO/W9/89us8vbhcY0HDSBOiicnTScNiCGgJ6NvCk7vXoShCglzue6eg2YBTJPN5a2ggbpR0A3QH4iXApakAzY1MnTs9kfnuq1/H/ti5dmLpxdeb3Eak7Mq4XGNBQ0gTo28BhGg5bUENArwJu1L0eXQkCtKfj1qwvaz9ZQkHvAQc7Abqn0/O0/iIHdPUjqdTxA3uljs/dEV12Yuq4YX1SZ/7sfoEBDSVNgN4LnK/hsAU1BPRBYKju9ehKEKAboNFC+5/MAHYhmcdbNX8i7QE9mHZfY3JAM5nPLzu+7wX359/P+c8xpxw18OFfZRcY0DDSBOhQ4C4Nhy2oIaCvhXt3JmDJAfQ7YBuHH1WvhXVJ5vHWkNy+HfaA9qZ9PYsMUKpKHycGVMh65DZZw2ELagjoV+GfXjJAyQH0MZedBbsBcynm8dYhOSTtAT2edl9jgS8GVB4DKtQ5hDf5NQR0aRm20L0eXckB9DxgjNPPeoXwl2x9G6FisROgxPsaC3wxoPIY0MKWNQ7hdLkNAU2vixbaFyQrOYDuCXzk9LMhYZ6DcGE5Nk87AXo+8CjhWgJfDKg8BrSwD4Ee9EcVKgDUejwY6udaApUYQFe2wNqOnxAbA1xEMpCX3qzZGtQe0BHA3YRrCXwxoPIY0MIeBc6kP6pQAaAHAx9rX5GqxAA61e2p6YnAMRTzeOoOYFjaCdCrgZsI1xL4YkDlMaCFWX+l30J/VKECQE8GxmtfkarEAHqb27vLfgB2pJjHU2fXfO7JHlDifY0FvhhQeQxoYX3C2KOoANDhIbxviqzEAHqi674u66AlwTje6lHzZKw9oPfR7mss8MWAymNAC9sGmE1/VKECQO8I94OBwUoMoF1cz/GyfRh/SvK1R+WytBOgT9DuayzwxYDKY0ALWtk0jPdIFwA6DjhN/5JEJQXQhY3Q0eXH1uOUiQTzeGkOsHX2qz2gL9DuayzwxYDKY0AL+grYg/ygRRUA+kEIH74nKymAvgT0dvnxsPCednkV6JP9ag8o8b7GAl8MqDwGtKBnXD5/QlcBoHOB7fUvSVRSAL0UuNrlx/cCfyeYx0s35Z/hsQf0fSBFuJjAFwMqjwEt6ArgOvKDFlUAaLoZ2ulfkqikAHqE+2P0N93voFI2CHgi+9Ue0C+AAwgXE/hiQOUxoAUdDzxPftCiCgHthPJl+tekKSmAtkfjxS4/ngNsSzCPl/YEvsh+tQf0e2B3wsUEvhhQeQxoQd2Bb8gPWlQhoHsB0/WvSVNCAP0G2M71Bq3RvDr4PF5aF01zn4iyB3SBbFC1BL4YUHkMaEEt0SKE/zAKAe0LTNK/Jk0JAfRR2TsjrL9ovw8+j4dmAjvkvrEHdGUZOhOuJvDFgMpjQBv2XTgfMSkE9DzgkRAWJSkhgJ4je5X9uDA+b5FtfO3L7PaApptgQ8LVBL4YUHkMaMMmhHN240JARwPXhrAoSQkBdHfgE9cbjMjuNBxG1wJX5L5xAJR2X2OBLwZUHgPaMMuyy6iPaVMhoI8B54SwKEnJAHRFc6zjeCqmXA+GsPFLrpOA53LfOABKu6+xwBcDKo8Bbdhprp+AJqsQ0Dfzb5WOQskA9D3pOQ3frjnHnP7qXtV0AHRLgPAtHAJfDKg8BrRhewGfUx/TpkJAv6V9K4rWkgHoLcAF7rdYUIYuweeRV70O1q55VdMB0B1J9zUW+GJA5TGgDVsPVSuoj2lTIaArGmGTEBYlKRmAHg88I7nJemji/iCfpq/rNgB1AHQv0n2NBb4YUHkMaIPm5k/coLtCQNPtURXSmwoDlwxAtwJmSW6yWyhvGE6PBU6u+c4BUNp9jQW+GFB5DGiDJob0CT0B0B1DPDlawBIB6PwKbCy7zQnAhMDzyLsMGF3znQOgtPsaC3wxoPIY0OxKB7oAACAASURBVAbdHtJeNwKgRwDvh7EsQYkAdAJwtOw2lwI3B55H3nHAizXfOQB6PPAa3XICXwyoPAa0QYOBh4gPaZsA6CDg2TCWJSjygM7vvukU2c0uAa6R3eZRYDDNUK5tV/dkggOgp5PuayzwxYDKY0AbdCAwlfiQtgmAWvdmbgtjWYIiD+jNQNsvJDc73MPpkqcCh9AM5VaD83s7ADqEdF9jgS8GVB4D2qCNULGU+JC2CYDeE+YuucGKPKA9AGwmeca5HSqXyA61uBxbUI3l3OfAXvlvHQAdSXpqZ4EvBlQeA1rfonJ0oj2iQwKgLwInhrJu8KIO6NxKC1DssNDtVl/Xnr/DtQ1Rqf8db48Dg/LfOgB6Dem+xgJfDKg8BrS+d4BDaY/okADop7RnxdVZ1AG17uzv2dL61+xm3yOe9hnaG/iSbDCnRta/VOUA6K21n5UnSeCLAZXHgNZ3b1gfcBYAXRTS208JijqgRwBPvVIFnORyq8HAPfJjnUz66o1DRwGv5791APQ+0qd/BL4YUHkMaH1Dw9oqTAA0vQ5ah7Ju8CIO6L+bofni9MPlrjtJ7+rpvelXAtfTTeZQF2Bu/lsHQJ8gPRONwBcDKo8Bra8n8BbtER0SAbX+O3HbQKKEijig44Be1tcbgLIxTjda3gytPHww7EngDMLRbFtWWX+2TwdAXyDdFFvgiwGVx4DWtwXK5tMe0SER0B75fW9Kv4gDegJwf/abs4DGTg/A3wH293Csj0J44vqDBqM4AEq7r7HAFwMqjwGta1lj0rN7uyQCejzwSjgrBy3agP7SCo1zD4mr+wJrvWN/o5uAYR6OtbQCmxKOZtuDwN9qv3cAdCrpvsYCXwyoPAa0ro+kZ4GkSgT0AuC+cFYOWrQBnVh3r3HpPkC7abY36ufxc2EboZHuzVStPxd1zzQ4APol6R1hgS8GVB4DWtejwJmkB3RMBPRm4PJwVg5atAE9E7g1/+1PWwNb/Gh3oy1Q5unULj1Iz4Nk2xHA5NrvHQCdSXoyWYEvBlQeA1rXyHDOD5EuBvTpEF6QoCnSgK5sj4qZtRe+Xh/YzeYDRz+Ve3xoPkh+0lCfLZg2Zdx9o4cN6tMS5XVv+XcAdAHpDvUCXwyoPAa0rmPC2mmxCNB3SZ/I0lmkAbUewe9Wf+m9Ftb/68UnRR7vdYOV6zyccsRr1bM/nfj0mKuGDOi5R5f1cx+WyldvuQOgK8uwOdUUDKiPGNC6tgnttJwioD8A3cNZOWiRBvQc4OoGF8dX2t3xHwVc5+loz5K8gWjaqYd037x1GeyruKruhg6Apptig+BT1CbwxYDKY0Bra3DmG92JgFZXokNISwcs0oBuChS8bnSP5daV4o0OBd7wdLTPgf0Cj7RgiyI0m3fctsfRg4aNvm/c5GkNPrPvBGgbtAw8RV0CXwyoPAa0tq/C29tNBDS9ERqHscNO8KIM6FRg+8JrLgHKHxBu1RaV3s7ItbwxOgaeqW/OzNaduh/c7+xRNz/60tQZTos7AUq6r7HAFwMqjwGtrX77Ge0VAbor8F1IawcryoBeXPxeh9OAypcKrpkG7OjxeJ1QLj3rnaRbrfVf+MHT351OgHah3NdY4IsBlceA1naF1ye/glcEaO8G71cp6aIMaFfga+GqlT2BFu81vOZB4HSPxzsI+DDYRFObAjd4vK0ToKT7Ggt8MaDyGNDajgeepzyeS0WADgaeCGntYEUYUOu+5eZFsy/eBVi/Iatnef9Mw5lB/6Ut6Awc6fXGToDuBXwbaIqGCXwxoPIY0Nq6h7NRbbYiQK/2fk/EbBEG1HqEMax49tkWYlvNqb/c3ftpCW4IeirOY4BN53m9sROgBwOfBpqiYQJfDKg8BrS2lmgR1u7sRYA+BAwJae1gRRhQi8YPbWb/aj1gj7pXbpY1QWuvfwqeBwYEGcgCuMrh8/g2OQHaG/B+EFkCXwyoPAY033feXz0IXBGgr5OeU0dj0QV0Zjna/243+5TmQO/a13GmAAd6PeK0+g2L/PReE6W9BJ0APYFyX2OBLwZUHgOab0KIhhUBav23uE9YiwcquoDeBAyy3xd+QmX9SYmte4UXez3iyiq09z/P3I2BoxRu7wQo6b7GAl8MqDwGNN/1wKWEh3OtCNBl5egc1uKBii6gPYAJ9oCm7y0Drq359jgVjrZEmevudK71BDqpnH3WCVDSfY0FvhhQeQxovoHAk4SHc60I0HQbrBXW4oGKLKBzK9F6uQOg2XeIlj+S+25zj6diynUY8L7fea4Bqt6T36w+J0BHAnf7HaIogS8GVB4Dmm9v4HPCw7lWDOg2gOfXY00WWUDvyT5D4wRo9m/PquwziXOVNrb+G/CIz3Heqmxwqk9POQFqSXyjzyGKE/hiQOUxoPnWC2Of73zFgB4CfBTW6kGKLKA9sw8wHAFdYd2ZbPVxOj0OONb7MW9x3ZvOrTkbAf3VfsUJUNJ9jQW+GFB5DGhNc8PcWrgY0FOAF0JbPkBRBXRxbjtOR0DTi7oDG3yTHq601eZLygrmqz4c6LJI7XecACXd11jgiwGVx4DWNBHoTXc0ScWAjlB9RGeoqAL6WG47TmdA07M7Wab9dJDSR2q/BXb1Nc3lQDPVBxxOgD5Jua+xwBcDKo8BrekOyr/IZRUDeicwMrTlAxRVQI/LfULTBdD0Z+sCPdZFlbdTMeWqboa2foaZ2Bi4V/WXnAAdD5zqZwjbBL4YUHkMaE2DgYfojiapGNBxlP8ZaCyigC5rhcqf3AFNv9E0e2a5nVUO29XXiTxmb+jnI0xOgE4CjlOfwSGBLwZUHgNa04HAVLqjSSoG9APg0NCWD1BEAX2hZoN1V0DTT1ZAcW+qlJ+TaK08AOimfh48J0CnAj2VD+aUwBcDKo8BrWkjVCg8eAtYMaA/AduFtnyAIgroacAtaRmg2Q8r4X6Vww5RvH2uUUALH9t5OgH6Zc3fDTQJfDGg8hjQXIvKsRnZwaQVA5pujvXCW99/0QR05fooz27HKQE0fQHWnul+i8LuVPjgZ22vNPL3ZJEToDMLdsoLmMAXAyqPAc31DnAY2cGk2QC6OcrpTiyur2gCOin/crkM0PSUGUrHfQ3oqzjKrPWBgYq/k8sJ0IWU+xoLfDGg8hjQXPcC55MdTJoNoHsXny69FIsmoLXbcUoBVWym4otO1n3hHkBXXxuBOAFaTbmvscAXAyqPAc01FLiL7GDSbAA9FpgY3gC+iyagnYCvsl+pAU2vrbol5kXAOl/6WsoJUNJ9jQW+GFB5DGiunqFuSmQD6PnAw+EN4LtIAvp+7aNcckC3A35Uuf1LFSjzee4kR0DXJdzXWOCLAZXHgObqjDKVc4sFzAbQ0cA14Q3gu0gCat3tG5H7hhzQo7xuIl/TzHbAWT6XcgSUcl9jgS8GVB4Dmm1ZY3SgOpaHbAB9HPhbiBP4LZKAdgU+yH1DDugFwD3eb71yX2BHv2+WcwR0K8J9jQW+GFB5DGi2D4EeVMfykA2gbwFHhziB36II6DTUvkWNHNC7gQu933oo0PIrv0s5ArojMNfvQcUEvhhQeQxotkf9P7Tykw2gMyjfzqevKAJ6JXBezXfkgL6hsi3HhAqUPe57KUdA9ybc11jgiwGVx4BmGw7cSnUsD9kAuqIRNg5xAr9FEdBd6p6oJAd0jsIHyL5ZFzjX/1KOgB5CuK+xwBcDKo8BzXY05daG8mwATW+AqrB2VQ5QBAHNbseZ/3+WHNB0K7TweMvluwE7B3iy0hHQowj3NRb4YkDlMaDZugHet8IJnh2gO4U7gs8iCGh2O878t/SAWv/WPH7481yg1bQAKzkCSrmvscAXAyqPAbVa2RRtiA7lKTtAewJKm4yZKYKAZrfjzH9LD+ixXvUaW4by54Ks5Ajo6UCgAzdM4IsBlceApnNntNmD6FCesgPU+u9gbJgz+Ct6gP6U3Y4z/z09oMOBO73cbnprYGiglRwBpdzXWOCLAZXHgFo9HfLpjO0AvSzc17F8Fj1Ac9tx5qMH9AFgiIebLdvF+it6ufx2LjkCOpLwU8gCXwyoPAY0ndujZjTRoTxlB+i9wLAwZ/BX9ADNbceZjx7QKUDKw83OAtqoneipKEdAKfc1FvhiQOUxoFb9Q94T0w7Ql4ATwpzBX5EDdHEzNK3b/5Ie0PlAV/mtni5D+fMBV3IE9DbCfY0FvhhQeQyo1c5AwPsHatkB+jnlmcW1FTlAH294F5Ee0HRbNJW+++zrVgQ7FjoCej/hdogCXwyoPAY0nT0r2dpER/KWHaCLgC6hDuGryAHar+EGmBoA3RX4RnKTpdsD+64MupAjoE8SnkVB4IsBlceA5j5GuRPNkTxmB2i6FVqFOoSvogZofjvOfBoAPR54UXKTIUA7pZ1CbHMElHJfY4EvBlQeA5r7I9hPfivCbAHtAiwOdQo/RQ3QFwqeGNEA6CU129W59HYjlL8UfCFHQN8g3NdY4IsBlceA5s7FeTnNkTxmC+j+wOehTuGnqAF6asGbwzQA+ghwjusNlm8LnEmwkCOglPsaC3wxoPIY0Nx/ZU/THMljtoCeALwc6hR+ihig1Rug/Pv6ixoAfV+2G+FwoOMCgoUcAf2K8NVHgS8GVB4Dmk7vAfjbp8ZvtoBe2PDljlItYoBOLDxJoAZAF5VhS7eff1yFsucpFnIEdBbhiRAFvhhQeQxoOt0GVStojuQxW0BvAS4LdQo/RQzQ2u0482kANN0elS5/eFZ2BwaQrOMIKOW+xgJfDKg8BjQ9G+hGciDP2QI6Fjg93DF8FDFAOxU+ttAB6J6Ay0mWrgTWpzlfvCOglPsaC3wxoPIY0PRroe+mYQvoe4QvBmgrWoBOBbZpeFkHoAOA5x1/+FUz4AmadRwBTTdFe5olGFAfMaDpW4HhJAfynC2g1h3hncMdw0fRAvQi4d+sDkCvAG5w+ln1PkBfonWcAV0X6xCtwYCqx4Bmz/RAdj4wb9kCWl2FDcIdw0fRArRuO858OgB9wuVdSjcCrX8gWscZ0I3QmGgNBlQ9BjR7xt0PSQ7kOVtA0xujUbivZfkoUoBOAzYtuEIHoB8CBzn86Nt1gIep1nEGtAvdvsYCXwyoPAY03QGN/G7W7TN7QHcDvgt3DvUiBWj9dpz5dAC6tAKdHH60P3AI2TrOgO5Et6+xwBcDKo8BXVCGzhTHUcge0KOAt0IeRLlIAVq/HWc+HYCmO6KR/R3AMcDaZBsOuwBKuK+xwBcDKo8BnRz+q9/2gP4N8L9teEhFCdCZFXXbcebTAuh+Dh/B/b4VMIZuGWdADwE+IVpE4IsBlceA3hV0txr17AG9Brg+5EGUixKgNwMDC6/RAuhpwLN21/cE9iHcqNoZUOuRy9tEiwh8MaDyGNDzw/8IpT2gD3vbX8doUQK0BzC+8BotgFp/711nc7X1b7PZV4TLOAN6AvAq0SICXwyoPAb0MLq/wL1mD+hEwvOS6SpCgP5UiVbCPm5aAH2mft/5Bs1uS7hVUTZnQM+g29dY4IsBlceAdkL5QorjKGQP6DRg75AHUS5CgN5bfJZXLYB+CvQovvYYYA/CB/BugBLuayzwxYDKSzygSxuhI8FhlLIHdFk53YeadRUhQHsWf4pSC6DLG2OjoivHAk0+I13GGdBRdPsaC3wxoPISD+hU4ECCwyhlD2i6LZqFPYlq0QG0YDvOfFoATW+KcvF9xPM2BK6kXcUZ0GvpniwQ+GJA5SUe0IeAwQSHUcoB0G2Bn+yuL6GiA+jjNju26wH0AOBj4aqTgB2JP1XmDOhtdBsqCHwxoPISD+hFwO0Eh1HKAdBDQ/9MqXLRAfQ44D7xOj2AngE8WXjNi2WonEq8ijOg9wPDiBYR+GJA5SUe0N7ARILDKOUA6KluZ0YrjSID6PLWaDxHvFIPoNeLD9cXbaLh/F7OgBLuayzwZR7QX0q+3zO/mh7BZ9afqFUEh+kKLCE4jFK/Zn63u/oy605T2KMo9msms9r0DJ56FTio6MrVWmZ/GRhYcMVgoNu/qVdZnXH6L/U1YBDRIgJf5gFdY3oATtLqJmhveobaHgWuNj1DXLIQuz+kpeYB+ze8/EkFGn0R0trZPgUG6DmyeUBL/+Fx0h/Cf2bizZcOD+GfB04JexTFovIQXtiOM5+eh/ArK7Fhg4tLt9TyiTLnh/CE+xoLfDGg8pIO6JNFH5gOIQdAP6I8/ZmeogLoJGDX4mv1AJreAmUN3jA1BNh8Cf0izoAS7mss8MWAyks6oJeaOIOHA6DzCPdX1FRUAD0XuKr4Wk2AHgrUv+b+XmOUv6ZhEWdACfc1FvhiQOUlHdB+wIvBj6KYA6DptdA25ElUiwqgwnac+TQBOrjBZymXbwucoWMRZ0AXClvnBUjgiwGVl3RAdwCKnyvTnROgnVEW8rnxVYsIoOJ2nPk0AXozcGnt9yOAjgt0LOIMaHW54znxVRP4YkDlJRzQ6hZ0Wxp6zwnQfVz3GC+FIgLoxfZvxNQE6ATghPy3H1ehbJyWRZwBTTcj29dY4IsBlZdwQKcD3QlmUcwJ0OOA10MeRbGIANqt4bOS9WkCdHrdk5ArdwFO0rKGG6BtyO4ECHwxoPISDug44ESCWRRzAnQI8FDIoygWDUCLtuPMpwnQ6mZYr+a7q4B2RZ9/oskFULp9jQW+GFB5CQf0GttXa3XnBOj1wNUhj6JYNAC1HDvX7npNgGY3Fp6f/fpVc33bWrkAai1P9NS5wBcDKi/hgA5w2NBGb06APmHgzFBqRQPQXYFJdtfrArQn8I71pXpf4Bg9K7gCuhNAdLdX4IsBlZdwQHcz8rKNE6CTgaNCHkWxSAA6swLr254NXheg5wEPWl9uAlrP0rOCK6B7A9/QLCLwxYDKSzigrdF0JcEsijkB+h3dW6I1VSqAVn8wZcrbX3755bdz5sxZLv7wFuA029/SBegdwIh0enqLGkf15ALoocUnJPWZwBcDKi/ZgP5g5rM/ToCutNsdoqQqFUCHoqCKli1brr/xxhtvs912O+27b3vgBdvf0gXoq7ntAA8EDtdz/GwugB4NTKFZROCLAZWXbEBf0fiklUtOgKY3RCXpTmTklQig89aCa62W2f6aLkC/z74Z7m6g5Xd6jp/NBdATgVdoFhH4YkDlJRvQm4FRFLMo5gjozsAP4Y6iWIkAOhro3KtXrx777rvndtttt4V137NVy5bN6gG9wP7XdAGaboHWM1sBd2o6fDYXQM8geyVU4IsBlZdsQE8HHqOYRTFHQFPAu+GOolhpAFrdGXjZ9icL5sz58csvv3X4PW2AbgvsB/TQ+ejBBdChwCM0iwh8MaDykg2o9af+E4pZFHME1Lov8Uy4oyhWGoCOA7byg5U2QHtn7/Y2szl9CV0ugI4CxtAsIvDFgMpLNqDt0dj+2TK9OQJ6OXBLuKMoVhqAHurz/yZtgP49C+gNmg5ekwug15KtLfDFgMpLNKDzyrAVySyKOQJ6H3BhuKMoVhKATqvAOgv9/KI2QO+y/Oyu9/1wLoDS7Wss8MWAyks0oG/a7B0eRo6AvgwcH+4oipUEoOcBZ/n6RW2ATgKafKbp2PlcAH2A7K9dgS8GVF6iAR3j+Hqt3hwB/RzoEe4oipUCoItbo/xzX7+pDdAlm2G0pkPX5gLoU2SfABb4YkDlJRrQc4H7SWZRzBHQxUCXcEdRrBQAvRM4wN9vagM0vVT7WbldAJ1AthmhwBcDKi/RgB4MvEcyi2KOgKZboWWok6hWCoBuD4z195v6ANWfC6Bv5D4IRZHAFwMqL9GAboLyxSSzKOYM6NaAr5dHwqoEAJ0IbOLz9ZqYAkq3r7HAFwMqL8mALqnAJjSzKOYM6AGA5hcjglUCgPbxfwrXmAL6Fdkz5wJfDKi8JAP6HnAwzSyKOQN6IvBSqKMoZh7QWZVo+qPP340poLOAXWkWEfhiQOUlGdAHHE5crj1nQIcB94Q6imLmAb0YGOD3d2MK6CKyfY0FvhhQeUkG9EKyj8Ap5gzorQ12yC3FjAO6fAPgfb+/HFNA6fY1FvhiQOUlGdAU8AbNLIo5A/osMCjUURQzDuhDwO6+fzmmgNLtayzwxYDKSzKgWwE/0cyimDOg75O9oKon44DuHmTj0rgCSravscAXAyovwYAur6T6i1s1Z0BnAzuFOopipgH9oAzt/J/+Ja6AboRGNIsIfDGg8hIM6CfAfkSzKOYMaLqJKdS9ZRrQAcDF/n87roCS7Wss8MWAykswoI8BpxPNopgLoJugYkWYoyhmGNC5zdB4hv9fjyugO1PtayzwxYDKSzCgo4CbaEZRzQXQ3YEAQmjPMKBXAX0C/HpcAd2Hal9jgS8GVF6CAe3rtC+E9lwAPRp4M8xRFDMLaHUnYGKA348roIdSbawg8MWAykswoNsZ28HNBdBzzOzS5DWzgI4FugX5/bgCav2t+zbJIgJfDKi85AJa3RytqWZRzAXQa6H9zJJBMgvogcAdQX4/roCS7Wss8MWAyksuoNOA3ahmUcwF0EeA88McRTGjgH5RjpaLghwgroCS7Wss8MWAyksuoM8G+FB1wFwAnQgcG+YoihkF9Oyg5y6IK6Bk+xoLfDGg8pIL6FXANVSzKOYC6NfAXmGOophJQBe1QvlXgY4QV0DJ9jUW+GJA5SUX0BOBcVSzKOYC6PIKqhNDaMkkoLcAhwY7QlwBvY5qX2OBLwZUXnIB7Q5Mp5pFMRdA0+uhWYiTqGYS0K2B54MdIa6A3k61r7HAFwMqL7mAtkLzaqpZFHMDdDtgboijKGYQ0FeAzQL+C4sroA8Aw0gWEfhiQOUlFtDvgR3IZlHMDdDDgA9CHEUxg4AeGfwNXnEFlGxfY4EvBlReYgF9kWwrQ/XcAD3N3FOzHjIH6HeN0TzoyQfjCijZvsYCXwyovMQCegNwCdksirkBOgq4M8RRFDMH6IXAwKDHiCugb1C9903giwGVl1hABwFPks2imBugY4DhIY6imDFAl60PTA16kLgC+gHVabgFvhhQeYkFdG+DGwi7AfoCcHKIoyhmDND7gH0CHySugE6j2tdY4IsBlZdYQNuhcjnZLIq5Afqxqb2WPWUM0O4UJ1mJK6A/UO1rLPDFgMpLKqBzgS50syjmBuh8sj1qdWQK0HeBDsH/vosroGT7Ggt8MaDykgroRKA33SyKuQGaXgvrhjeJaqYA7Q+MCn6UuAJaXY7NSBYR+GJA5SUV0NuBi+hmUcwV0C1QRrPBjY4MATqnKSpnBT9MXAFNN8P6JIsIfDGg8pIK6OAg2+MGzRXQfYFp4Y2imCFALwX6ERwmtoC2xdokiwh8MaDykgrogQTvivGdK6D9gNfCG0UxM4Cu3Ah4i+A4sQV0Y6J9jQW+GFB5SQV0I1SYe6DsCugQ4MHwRlHMDKBPADtRHCe2gFLtayzwxYDKSyigi6iedveVK6A3AFeFN4piZgDdD7ib4jixBZRqX2OBLwZUXkIBfRs4jHAWxVwBfRI4O7xRFDMC6GdlWHcJxYFiC+g+RKdmFPhiQOUlFNB7jW495AroFJNvsJJlBNBBwFCSA8UW0EOBjykWEfhiQOUlFNChwF2EsyjmCuj3wC7hjaKYCUAXrI0KmvclxBbQPsAUikUEvhhQeQkFtCcwmXAWxVwBXVmJjuGNopgJQK+nOlVGfAE9iWhfY4EvBlReQgHtjLL5hLMo5gpougMqTZ0qX5oJQLsAL9IcKbaAnkm0r7HAFwMqL5mALmuMDpSzKOYOaHeA4FM3ejIA6HhgS6K/UGILKNW+xgJfDKi8ZAL6IdX5v/zlDmgv4J3QRlHMAKBHADcSHSq2gFLtayzwxYDKSyagjwJnUs6imDug1uOxp0MbRbHwAf26EdaaR3Ss2AJ6HXA9xSICXwyovGQCOhy4hXIWxdwBvQK4ObRRFAsf0CHAGVTHii2gtwOXUSwi8MWAyksmoEeb/by5O6D3AxeENopioQO6tA3KPqE6WGwBfQC4kGIRgS8GVF4yAe0GzKacRTF3QF8B+oc2imKhAzqG8tnq2AL6NNG+xgJfDKi8RAK6sinakM6imDugX5p9hcu10AHdAXiK7GCxBfRFon2NBb4YUHmJBNQiag/SWRRzB3RJGbYKbRTFwgb0DaDjCrKjxRbQN4n2NRb4YkDlJRLQZ4BTSWdRzB3QdGusE9YkqoUN6LHA5XRHiy2gVPsaC3wxoPISCejlwGjSWRSTANoVWBDWKIqFDOgPVWhC+GR1bAGl2tdY4IsBlZdIQPsDL5DOopgE0AOBT8MaRbGQAR0JnEB4uNgC+gPRCWgEvhhQeYkEdGfgW9JZFJMAehLZh7/JCxfQFR2JzjKUL7aALgK6USwi8MWAykskoOughdHTdUgAvYjoBOwaChfQR4nP7BdbQKn2NRb4YkDlJRHQGcDOtLMoJgH0NuCSsEZRLFxA9wLupzxebAFNN6fZ11jgiwGVl0RAXzD9TnUJoM8Bg8IaRbFQAf2wDOuR7vwXX0CJ9jUW+GJA5SUR0NGk743xkQTQqcARIU2iWqiAngoMIz1gfAEl2tdY4IsBlZdEQE81fbojCaA/AjuGNYpiYQI6vwUa0b7WF19AifY1FvhiQOUlEdA9gS9pZ1FMAmi6Kc0zWhoKE9BryXfXiy+gOwM/Eiwi8MWAyksioG1QRffxQD/JAN0UFctDGkWxEAGt3hx4lfaQ8QV0X5p9jQW+GFB5CQTUeoTclXYU1WSA7gF8E9IoioUI6OPA1sSHjC+ghwEfESwi8MWAyksgoK8DRxPPopgM0D7AGyGNolh4gH7dGriN+JjxBfQYml1mBb4YUHkJBPRWYDjxLIrJAD0XeDSkURQLDdClOwDdqZ/HiC+gA4CXCRYR+GJA5SUQ0LOM8yQD9DrDJztxLjRALRHakn/cNr6AngmMJVhE4IsBlZdAQHsAHxLPopgM0EeB80IaRbGwAL0XqHie/KjxBXQo8DDBIgJfDKi8BALao2sLtAAAIABJREFUAY1IP9+ingzQSUDfkEZRLCRA328KXEF/2PgCSrSvscCXBNB/THhk5hptdtYsQfA/Sm/JA3RBGTpTz6KYDNDpwJ4hjaJYOIDO3QQ4TMPpXuILKNG+xgJfToC+curV1j/faQPg4P8woKZH8JlfQCeb/6CkDNDlFTQn16EvFECrjwA2+0nDgeML6B00+xp7A3QocEom898NkG13BtT0CD7zC+hdwFDqWRSTAZpuh6bhTKJaKICOAJp9oOPA8QX0QZp9jT0BOhWovCSTuQe4a9bFwCQGNJr5BfR84F7qWRSTAro9MCecURQLA9DxFdZ/mlqOHF9AifY19gToUegwz/pyII6w/nko+jCg0cwvoIcBb1PPopgU0MOBqeGMolgIgE5fFzhdz6HjCyjRvsaeAN0K11v//L0KD1lfHsR2DGg08wtoJ5QvpJ5FMSmgA4Fx4YyimH5Al3UHdtb0Lon4Avomzfs2PAHaDC9b//zAepBkfZmEFgxoNPMJ6NJG6Eg+i2JSQEcBd4QzimL6AT0ZaKNrw6r4AvoBzSujngDdAM9Z/7wa62cvPI51GdBo5hPQqcCB5LMoJgX0LuDicEZRTDuget5Bny++gBLta+wJ0L0xxPrnTjg1e+Ec7MiARjOfgD5E83R7oKSAjgcGhDOKYroBzb6DXt9uAfEFdDbN9nueAL0SzSevuR940fp+RhVOZECjmU9ALwJuJ59FMSmgnwAHhTOKYpoBzb6D/lB9G6bGF9DFNPsaewL0Py2BSqDT75l/9myCsq8Z0GjmE9DewETyWRSTArqAaJ9v8vQCqu0d9PniC2g1zUcvPAGa+WA9wLoXmslYf0wxXKefEcApcYBuXQJvsZQCmm6B1qFMoppeQEcCTd7Vd/gYA5pujnYEi3gDNLP84XOv/dH6umDD1Kta/YwATkkDdEUV1qOfRTE5oFuibEkooyimFdAJ2t5Bny/GgLZFC4JFPAIaXqWPU9IA/QzYm34WxeSA7gd8FcooiukENPsO+kG6Dp4rxoBuggqCRQS+3AH9U5+bdZU+TkkD9ElgIP0siskB7Ue+oRpNGgFdtou+d9DnizGgW5Psayzw5QjoglH7tSlH5q9Rcx1u8Hbf5fnvfntwYN/hz65WusCAhpE/QC+lOe9XsOSADgUeCGUUxTQCegrQRvNWejEGtDvJvsYeAb2uae5ETJnVKBtlf4vhqTyg6fNSqRNTqRE/K1xgQEPJH6DWXbsX6WdRTA7ojcCVoYyimD5A79P5Dvp8MQaUZl9jb4Bea+HZuVcW0BbAeTY3+PXhVC2gI1PD05mlg1O3KVxgQEPJH6A7AN/Tz6KYHNCngLNCGUUxbYBObUpzRkvXYgwozb7GngCdVYYt37F+aP00nUL59+LPJw87JlUL6KxU/+ydyhW9e1V7vsCAhpMvQKtbYB0NsygmB/Rt4MhQRlFMF6BzN9X6Dvp8MQa0D8m+xp4APQPrzM/UAJpZtRVOE3/+4AknnNArD+jDqVtyX0ekXvF8gQENJ1+ATge6a5hFMTmgM0tizuI0AVrdU+876PPFGNCTSPY19gRoN1yUqQU0cyt2trvNCXlAR6bezX19Pvvg3OMFBjScfAE6DjhBwyyKyQFdWWn+nFF2aQJ0FNA0hBOgxhjQs4Bngi/iCdDmubMx5QF9DWu7AXpKakbu67upCz1fyPbzZzX98z+l3q+Z/5oewWf/l8n8n/IvXQ9co2EWxf6b+VV2ky1QNjeMURT7OZP5k/6oL1cAD9Aftqg/NcweVn9aqrj8eBjwaPBFPAHaCg/UA3oP1nEDtG9qQe7rF6nBni9km7ZTTXq3rOOUOwOYaHoGT50OPG96hrBa1BY4x/QQEW+0BSj5Qe0B3QX9cj/M/XSA/RnpawHtnVqZ+/p9aqDnC9kY0BJtb2C+6Rk89Qww2PQMIfXHnsCuq0xPEfHuBO4iP6g9oDcgd0r6HKDvNbY/m0gtoCfV3bUc4vlCtkXX1vSv30q9PzKmJ/DbH9Z/esq/tC6a/aphFtXkk88vw5ZhTKLY75nMX9THtB4VtJ1LfVDb/iKfPbz+ymR+d/nxfcA1wRfxBOgvHdDowiVZQNe81Bod/uUG6Pmp73Jf301d6flCw0r/BZpkvYj0A7CtjlkUk7+IlE53BmaEMIpiGl5Esv7TLw9pA6gYv4j0IHBB8EU8AZqZ1gpAR2D3dkDZFNub1AJ6eWpq7uuE1F2eLzCg4eQH0Fdo9t4KmhdATwXuD2EUxegBzb6D/lLaQzoWY0CfBs4Ovog3QDMrz61ETbt8Yn+LE+reB3pnHtLXPV9gQMPJD6A3AaN0zKKYF0AfBk4KYRTFyAGdb93TPkT7O+jzxRjQF4GTgy/iEdBMZt7dQ3p2P/bSl9Y4/LwW0BmpAb9bX/57dJ9fPF9gQMPJD6CnA4/pmEUxL4DOLsemIYyiGDWg2XfQb6r/HfT5YgzoWySPrTwDKqsW0MyFqRtXZ34fkbpD4QIDGkp+AN0P+FjHLIp5ATTdBZimfxTFqAEdBTR5h/KArsUY0A9J9jWmB3TZianjhvVJnfmzwgUGNJT8ANoejZfpmEUxT4Cervn07L4iBvTFCmAM4fEkxRhQmn2N1QD9x4RHZjo8hq8DNPPPMaccNfDhX5UuMKBh5APQeWXYUsssinkC9HGgn/5RFKMFdH4b4DS6w0mLMaCzSU6e4BHQV0692vrnO9a/PRys963upY9TogB9E+ipZRbFPAE6p7wEPw5PC+gYYCe956AvLMaALga6Bl/EG6BDgVMymf9ukHsdfncG1PQIPvMB6BiSN8sFzxOg6W2BL7WPohgtoD2AsXRHkxdjQNMVFK85egJ0KlB5SfZT8Lhr1sXAJAY0mvkA9NwSeW+lN0AHA7drH0UxUkBnNULrUJ+SjjOga1Hsa+wJ0KPQYZ715UAcYf3zUPRhQKOZD0APAd7TMoti3gB9BjhG+yiKkQJ6XbjPgMYb0PUo9jX2BOhWuN765+9VeMj68qD9yUQY0NLPB6CboHyxllkU8wbo/EYUdypoIwV0Z+A1soN5Kc6Akuxr7AnQZrlziXwAzLG+TEILBjSaqQO6pAKb6JlFMW+ApncEPtU9imKUgE4rw4YrqQ7mqTgDujWwJPAingDdIHdC5auxfvbC41iXAY1m6oC+BxysZxbFPAJ6HnCz7lEUowR0JHAe1bG8FWdAuwOzAy/iCdC9kT3n3E44NXvhHOzIgEYzdUAfAM7VM4tiHgEdB/TWPYpilIB2Cf0Z6TgDui/wdeBFPAF6JZpPXnM/8KL1/YwqnMiARjNbQN8ddNHtz30w1/43LgTu1DyUtzwCurASbcI6z4bHCAGdCmxBdCivxRnQw4EPAy/iCdD/tAQqgU6/Z/7ZswnKvmZAo5ktoJ1rzrLVtPM+xw294al3Zhb8sBcwKazpXPMIaHpX4APNoyhGCOgQYDjRobwWZ0CPAd4KvIgnQDMfrGf9J9Z8ciazwPpqe0J6BjQC2QH6LYQqN96tz9+ue3TStyvSuceMoZ34xzWvgF4AjNY8imJ0gFZvBHxOcyjPxRnQAcBLgRfxBmhm+cPnXvuj9XXBhqlXtfoZAZziBegjQI9Rgw7dvl2ZKGmj9t17VqK9iUGL8wroiyXy0dP66ACdCOxIcyTvxRlQkn2NPQIaXqWPU7wAPRu4J/fN0mmvP3jVmb26b9CogNF9Q5/SNq+ALqlC63Df6COLDtBBwDU0R/JenAG1Hq08FHgRgS8PgP7c+3wtcuYrfZziBWh34IvCa1bOePOx687tu9smVVlAS+F09GnvgKb3BN7VO4piZIAub4uK0Pd8ijOgl1K8Qirw5QHQSWimRc58pY9TrABdWom2jrf/4d2nny2Ru3OeAb0YuFrvKIqRAToO2IfkQCrFGdDRFM+XC3w5ALr61l7d8nUpRysGNJrZADoRONzILIp5BvRV4BC9oyhGBmg/E2dKiTOgd1DszecJ0L8OK3ha7CwGNJrZAHoFcJmRWRTzDOjSZlh7hd5Z1KICdMnaqPyR4kBKxRnQhyhO1egJ0AnAJqccAZx21qDtsdbzTvvKMaAlng2gPcM+O4XPPAOa/XzJZK2jKEYF6CNGHivEGdBnKPY19gToEdjiv5nM0Xgzk1nzN1ys088I4BQrQNuj8SIjsyjmHdBRwOVaR1GMCtCeFK8ZKxdnQF+i2NfYE6Bb4kbrn/fjMuufv21WMYMBjWbFgE4z8NZCX3kHdBJwgNZRFCMCdF4TrGXgr7o4A0qyr7EnQJvnPgU/Ff2yF+7A6QxoNCsG9H7gDDOzKOYd0OUt0LwU9hGtjQjQO4FjCQ6jWpwB/ZDiSRFPgK6XA3QxdspeeAebMqDRrBjQQcCDZmZRzDug6QOAiTpHUYwI0P2AZwkOo1qcAbUefu0XeBFPgO6Dm61//tWk0hopMx1NGNBoVgzo9sB0M7MopgDo5SXz7v9cNICGvhlSvjgDSrKvsSdAz8AWP1tftsNr1j+fxkYMaDQrAnRxY6xvaBbFFACdXDKfP81FA2jomyHlizOgSyj2NfYEqPVHcqs7M5m/YZuVmRVdcRADGs2KAH0F6GVoFsUUAF3REk3D3DpdEg2goW+GlC/OgJLsa+wJ0Ex/oEMm810FmnZtgtwGSQxoBCsC9JJS+9yjYwqApg8FXtE4imIkgIa/GVK+WANKsa+xN0D/uH7jjtaX63MfRBqo088I4BQjQA8tlfMlS1MB9BrgIo2jKEYCaPibIeWLNaAU+xp7A9Tq9+w/ppzU4/SXdPLJgOqsCNC2qCyhB7tuqQD6HrCHxlEUIwE0/M2Q8sUaUIp9jQW++Hyg8uID6OcUL0OGkwqg1a1RWRKb2eeiAPR9oDPFLOrFGtCuBPsaC3wxoPLiA+jdwGBTsyimAmj2U48T9I2iGAWg5wMjKGZRL9aAUuxrLPDlBOifj5/8ZPbrEX0fWs2Alv6M9omAngo8amoWxZQAvR74u75RFCMANLsZ0mckwygXa0D3I9jX2Bug87cErs9+szOw1wIG1PQIPhMBtR7CfGtqFsWUAP2wlJ6aIAD0dWAnklnUizWghwMfBV3EE6C/W362ejb73TUbAzv8xYBGMwHQhY3Q0dgsiikBWr0eGs3XN4taBIAOBK4lmUW9WANKsa+xJ0DvBEb+WfPt6iuBexnQaCYAOh442tgsiikBmu4NjNM2imLBAV3eFuWmHinEGlCKfY09AboXDq+/cFTDC/SVPk6xAXREye2h7pwaoDebetukTcEBNbIZUr5YA0qxr7HAlz2g6+Lh+guP89mYSn9G+wRADyyxc7e7pQbopyV0mtPggBrZDClfrAGl2NdY4Mse0Cq8UH9hAp+NqfRntK8Q0OrWaFJKJ850TQ3Q9AaomKtrFMUCA2pmM6R8sQaUYl9jgS97QDfB8PoLI7GxNj0zDKjOCgH9GNjd3CyKKQLaF3ha1yiKBQbUzGZI+WINKMW+xgJf9oAOxPqLar9f2h4DGNBoVgjoHcD55mZRTBHQOyj2C6MpMKBmNkPKF2tA7yTY19gToNMr0GVKzbcfbY8m0xnQaFYI6InAk+ZmUUwR0K+AbXSNolhQQA1thpQv1oBS7GvsCdDMdQC6njjiilO7W9/co9PPCOAUF0C3Amaam0UxRUDTHVEe+FN6NAUF1NBmSPliDegzwFlBF/EGaOaxDsjX6latfkYAp5gAOrec4HSyoaUKaH/gMU2jKBYUUEObIeWLNaAvAQOCLuIR0MxvtxzaqRE23G/kv/T6GQGcYgLoOKP3bFRTBfRuYJCmURQLCKipzZDyxRrQt4Bjgi7iFdBsf/5a//2YlhrwzFb6OMUE0GHAjQZnUUwV0BlAF02jKBYQUFObIeWLNaAfEby/QeDL8+nsbtZ14rvSxykmgPYA3jU4i2KqgKY3RVlpPMMbEFBTmyHlizWgXxPsayzwxYDKiwegK9dGs+Umh1FLGdCTgIf1jKJYMECNbYaUL9aAUuxrLPDFgMqLB6BTDX7A2kfKgN4PnKpnFMWCAWpsM6R8sQaUYl9jgS8GVF48AL2llE46LE8Z0FllpnbBEAoGqLHNkPLFGtB0BTYJuojAFwMqLx6A9gPGmpxFMWVA01uUyNmiAwFqbjOkfPEGdC2sF3QRgS8GVF48AN0cZSXyTnNPqQN6GnCfllEUCwSouc2Q8sUb0HZYK+giAl8MqLxYADq7VB7hekwd0EeAE7WMolgQQA1uhpQv3oBuGnxfY4EvBlReLAB9BuhvdBbF1AGdXR78CS6KggBqcDOkfPEGlGBfY4EvBlReLAAdCtxqdBbF1AFNbw1M0zGKYkEANbgZUr54A0qwr7HAFwMqLxaA7gV8YHQWxXwAegYwRscoigUA1ORmSPniDeh+wf+OFfhiQOXFAdAVzdHC5PuzlfMB6BNAPx2jKBYAUJObIeWLN6CHAx8GXETgiwGVFwdA3wF6mJ1FMR+Azq3AhjpGUSwAoCY3Q8oXb0D7Bt/XWOCLAZUXB0BvAC4yO4tiPgBNbwt8qWEUxfwDanQzpHzxBvTk4PsaC3wxoPLiAGjfEto43VN+AP2b+Ttw6SCAGt0MKV+8AT07+L7GAl8MqLw4ALoJyn8yO4tifgAdS3C6x+D5B9ToZkj54g0owb7GAl8MqLwYADqrZM6W6TU/gM5vjHYaRlHMN6BmN0PKF29ACfY1FviyZ3HQ+P+IV73aT4eeGQZUZ3WAPkGwl0G4+QE0vRPwCf0oivkG1OxmSPniDSjBvsYCX/aAAo32vm7aGk1kFlb6OMUA0PNK4y2SCvkC9HzgJvJJVPMNqNnNkPLFG1Dr76hLAi4iUmmLWs12cu0GjP0HAxoLQHcrhbtmSvkCdBxwJP0oivkF1PBmSPniDehDwc/p6AnQBU8M7JwztHzXyz/9iwEt/RntqwV0WVO0rjY9jFq+AF1UiTbG/3f6BdTwZkj54g3o2OD7GnsCNNuyZ8/uWpZFtHW/xxjQaFYL6FvAQaZnUcwXoOldgankoyjmF1DDmyHlizegLwd/LcAzoNnSE87fodwyVB+fDKjOagG17tyMND2LYv4AvSD4iwSB8wmo6c2Q8sUb0MnB3+gm8OVu4x8fX3/4WgxoBGa0rxbQo4AJpmdRzB+gLwJHUE+imk9ATW+GlC/egBLsayzw5Wzj/717xf5Nc0+Etu3DgEazWkA7oGKB6VkU8wfokiq0Mn03ziegpjdDyhdvQL8G9g24iCdA/ztpxJ6VNa/EH3v39zr5ZEB1lgd0BrCN6VFU8wdo9qx971KPopg/QI1vhpQv3oAS7GvsCdCKHJ4b9L9vll48GVC95QF9pCRe31XLJ6DDgauoR1HMH6DGN0PKF29AlwBbB1zEE6CWnute/aN+PLOVPk6RB/Rs4B7To6jmE9DXgIOpR1HMF6DmN0PKF29A040Cb/siUmmLWu4OaOfTHpmj388I4BR5QLsDX5geRTWfgC5thrVXUM+ili9AzW+GlC/mgLYIvK+xSKUtat/c3b9DzVOgx9z+1WoGtPRntK8G0KVVaGN6EuV8Apr9PGTQU+YGzBeg5jdDyhdzQIPva+wJ0GwLnjqrW+6N9GsdfBUDGs1qAJ0IHGZ6EuX8AjoKuIx4FMX8AFoCmyHlizmgm6I84EfVPAOa7Z+vXrxnFb8PNAIz2lcD6JXApaYnUc4voJOA/YlHUcwPoCWwGVK+mAPaFVgcbBGBL3cbf3/viv0Y0KgD2hN41fQkyvkFdHkLNFtKPItafgAtgc2Q8sUc0OD7Ggt8Odv4+9SrejTJnVBk51EMaDSrAbQ9Ghs/T69yfgFNHwhMpB1FMR+AlsJmSPliDmiPwPsaewJ01YdXH1DzKaT1Bzwj/goDGplygE4DdjA9iHq+Ab3C9Of+fQBaCpsh5Ys5oEcE3tfYE6DNcnhW9rhhul48GVC95QB9ADjd9CDq+QZ0iumnE30AWgqbIeWLOaDB9zX2BKil5+bnvPqLfj0zDKjOcoCeDjxgehD1fAO6oiWqltDOopY6oCWxGVK+mAMafF9jkUpb1I685yf9cuYrfZwiDugOwNemB1HPN6Dpw4CXSUdRTB3QktgMKV/MAT0beDrYIgJf7i+w/6nPzbpKH6doA7q4EuubnsNH/gG9FhhGOopi6oDuC4zVM4t6MQf0QuDBYIsIfDkCumDUfm3Kkflr1FwGNAIz2pcF9FWgp+k5fOQf0PeB3UlHUUwZ0MllWNf8Zkj5Yg7oZcAdwRbxCOh1NS/CZ1ajTOubmBhQnWUBvdT8+Yn85B/Q6taoNPmMojKgB5t+30DDYg7o9YG3LPAG6LXZk4n0ygLaAjiPATU9gs+ygB5m+n2R/vIPaPY17fGUoyimCujbZWg1T9cwysUc0DGB9zX2BOisMmz5TvbF+EwmnUK51lMqlz5O0QZ0PVQafVHaZwEAte5lDKUcRTFVQEvqDmjcAX048L7GngA9A+vMz9QAmlm1FU5jQKOZBei3wc/BbaQAgH5k9n+yIqBTSuoOaNwBDb6vsSdAu+GiTC2gmVuxMwMazSxAHwTONj2GnwIAWr0eGs2nnEUtRUAPAkZpm0W9mAMafF9jT4A2x3P1gL6GtRnQaGYBejrwiOkx/BQA0OwmpM8RjqKYGqDWHdDWBrUvKuaATgb6BFvEE6Ct8EA9oPdgHQY0mlmAbguUxokmFQsC6C3AuYSjKKYGaIndAY07oB8FPjeuJ0B3Qb96QAdgOwY0mv2S+aUROpiewldBAP3M6OlTlAAttTugcQd0euB9jT0BegPwci2g7zXGcAY0mv2SeRs4yvQUvgoCaLoDKubSjaKYEqAHltgd0LgD+mPgFxg9AfpLBzS6cEkW0DUvtUaHfzGg0eyXzDXAdaan8FUgQI8FnqIbRTEVQEvuDmjcAV0aeF9jT4BmprUC0BHYvR1QNkWnnxHAKcqAHmF8jzWfBQL0zsBvVgmQCqAldwc07oAG39fYG6CZledWoqZdPtHqZwRwijCga9qgidkNLvwWCNCvgW50oyimAGjp3QGNPaAt0DbYIh4BzWTm3T2kZ/djL31pjV4/I4BThAH9AdjN9BD+CgRouiPKA2594z8FQA8ouTugsQe0HZoHW0TgS+t+cZ4qfZwiDOgjwHmmh/BXMECPBx4jG0Ux74CW4B3Q2AO6WdB9jQW+GFB5EQb0dOAJ00P4Kxig9wCDyEZRzDugBwQ+swV9cQe0W9B9jQW+HAH96c036mNAo9kv1h+X700P4a9ggM4AtiIbRTHPgJbiHdDYA7pL0H2NvQH60aZoGAMazZZXYFPTM/gsGKDWI7WymVSjKOYZ0FK8Axp7QAPva+wJ0HlVCA3Q30q+PyIwo32vA8ebnsFnv2f+CPLrA4GnqEZR7PdM5i8vt/vIugNarXsY5f7yNHtp9lcm87vsNr2ArwIt4gnQU4CjJ838oS6dgP7xZ6m3OmN6Ar9dAYwxPYPfMquD/PbTwGlUk6iWyazxcrNDgWt1j6LeGk+zl2ZrMvL/Uk8EPg60iCdAu6C3TjMLKv2Hx9F9CH8Q8IHpGXwW8CH87EZoZegNsB4fwr8BtF6gfRjl4v4Q3rpvOCHQIgJftoCuqcTrIdBZU+njFFlAq1ui+b9ND+GzgIBmn2B8kmgUxTwCuj9wqfZZ1Is7oIOD7mss8GUL6P+Az0Kgs6bSxymygH4A7P8/00P4LCig9wJHEo2imDdAJ6EEX4JPxx/QwPsaC3zZArpqLdwXAp01lT5OkQX0VmBUUgFd2BxVPxHNopY3QHuU5h3Q2AMaeF9jgS/750AHosv/9NNZU+njFFlA+wOvJRXQ9DHAGJpRFPMEaKneAY09oIH3NRb4sgf05+3RY6Z+O3OVPk6RBbQzytKJBfTZwKfO9ZknQK07oJeFMIt6cQd0TNDTDwh82QP62nOboWLvgaMuyceARrE5Zdgyk1hAl7dFuZHNTLwAWrJ3QGMP6MNB97z2BCgQ3hvpSx+nqAI6FjgluYCmBwFXk4yimBdAS/YOaOwBtf6jODPQIp4AXUuIAY1ifwfuTzCg1r287UhGUcwDoBNL9g5o7AF9GTgp0CKeAA2z0scpqoDuDcxIMKDpTmY+RuABUOsO6OWhzKJe3AGdEnRfY4EvBlReRAFd0QItVicZ0AuBv1OMopgc0Iml+SGkXHEH9OOg+xoLfDGg8iIK6LvAAZkkA/o50DHYyXN9JQe0hO+Axh7QwPsaC3wxoPIiCuiNwMhEA5reAZhIMIpiUkBL+Q5o7AENvK+xwBcDKi+igB4LvJRsQK8FBhKMopgU0P1K+A5o7AFdCnQJtIjAFwMqL6KAboqyJckGdJaRUzLJAC3pO6CxBzTdGBsHWkTgiwGVF01AZ5dhq1+SDWj2ycZngh9FMRmg1h3QK8KaRb3YA7p2wH2NBb4YUHnRBPRJ4KSkA3oXcHTwoygmAbS074DGH9D1A+5rLPDFgMqLJqDnA3cmHdCFzdA09DesSwDdt6TvgMYf0KD7Ggt8MaDyogno7sDHSQc0fRRwN8FhlHIHtMTvgMYf0G7AoiCLCHwxoPIiCeiypmi5MvGAPg30IDiMUu6AWndArwxvFvViD+guwA9BFhH4YkDlRRLQycCB6cQDurwNKr4nOI5KroCW+h3Q+AMadF9jgS8GVF4kAR0NjGBA06cB11EcRyFXQEv9Dmj8Ae0Z8AwJAl8MqLxIAno0MJ4Bzd7j25HiOAq5AVryd0DjD+ixwJtBFhH4YkDlRRLQjqiYx4CmqzcGPqE4kPfcAN0HuCrMWdSLPaCnAC8GWUTgiwGVF0VAvwO6pRnQdHooMIzkQJ5zAdS6A9o20EvA+os9oEH3NRb4YkDlRRHQR4FTGdB07vRlm4R7SiYXQEv/Dmj8Ab0QeCDIIgJfDKi8KAI6OPcGSAY0nd4WeIPmSB5zBjQCd0DjD+hlwO1BFhH4YkDlRRHQ7sDnDGi2q4BBNEfymDOge5f+HdD4A3pk6p+dAAAgAElEQVR9wPdlCHwxoPIiCOjSKrSuZkCzfVeBdZfTHMpbjoC+DqxX6ndA4w9o0H2NBb4YUHkRBHQScGiaAc21D/Ac0aE85Qjo3oa2CVUq9oA+EnBfY4EvBlReBAG1HrdekmZAc90J9CU6lKecAI3EHdD4A/pswH2NBb4YUHkRBDQFvJJmQHPNa4JmYb553QnQSNwBjT+grwTc11jgiwGVF0FAN0CjhWkGtKZewH1Ux/KQA6DRuAMaf0CD7mss8MWAyoseoF8D22e/MqDZnsieVyW8HADdC7gmxCn8FntAP655ecB3Al8MqLzoAfpg/q07DGi2pa3RaCbVweTZAxqRO6DxB3Q6sE+QRQS+GFB50QP0zPyDVgY018nAaLKDSbMHNCJ3QOMP6Bxg5yCLCHwxoPKiB2h34KvsVwY016sB/5tRyxbQl4F2i8ObwX+xBzTovsYCXwyovMgBuqwJ1s19w4Dmqu6Isi/IjibLDtBlXSNyBzT+gAbd11jgiwGVFzlA36591YQBrWkIcDHd0STZAToS2GRJaBMEKf6ArhNsX2OBLwZUXuQAvbHWCwa0pg+BzeiOJskG0E+qUPZ8aAMEKv6ABtzXWOCLAZUXOUD71X54kQHNZz2Cnkx4ONeKAV25K3BiWMsHLP6A/n97dwImRXWvf/ydUQZBRUXjhkaN+43RKDFKNNd/otfEhAODBFlEBNELouICGCEY3EEUN3CL+403LkRBRYx6EZcbFXEHVBQEFZBhrgQJBBCY+vcyw0yf6e5Tdaqqf6d63u/zhOmq6jlV5tEP06d76vwAFWHub6jxRUDNJQ7Qg1ExP/OAgNY3JuTv7wWpOaDjgF0/K9XpQ1b+gP4o3LrGGl8E1FzSAF1Uif2yjwhofXO2wi6luiVTM0A/bAc8UKKTh678AT0m3LrGGl8E1FzSAH1yyy+rEdCGjgMmRzlekZoB+mugc4nOHb7yBzTkusYaXwTUXNIAHb3lIzMEtKGbgV5RjlckHdA7gXYflujc4St/QEOua6zxRUDNJQ3Q1L8h07OPCGhDn2+D7Ur0m5QaoPN3AW4rzZmjqPwBPS3cGi8aXwTUXNIA3ROt6n/phYBuKfW3yj2RDlgwDdDuwPGlXdUuVOUPaH/gyRAn0fgioOYSBuhc4PD6hwR0Sw8Av4p0wILlAvoo0GZ2aU4cSeUP6BDg4RAn0fgioOYSBuhDQP/6hwR0S0t3Qqv5kY5YqBxAF3VIwEJyTSt/QEeEW9dY44uAmksYoBcBt9Y/JKCN9QXGRztigXIAPQs4cnlJThtR5Q/omHDrGmt8EVBzCQP0BODV+ocEtLGpwE+jHbFATQF9rhJbv1SSs0ZV+QN6fbh1jTW+CKi5ZAG6Ygds2/AzDwFtrKYDKt6Jdsj8NQF06cHAsFKcM7rKH9CQ6xprfBFQc8kC9HXguIbHBLRJ54dcENxvTQC9GDggGTdh2lL5AxpyXWONLwJqLlmATgIuaHhMQJv0MnBQxEPmrRHQV1qhclopThlh5Q/oo8B/hjiJxhcBNZcsQM9u8ovXBLRphwKlmI/cAujyH9cvTZWkyh/Qp8PdGkvji4CaSxagRwHvNzwmoE0bDQyJesw8bQH0CmCvRSU4YaSVP6D/A5wa4iQaXwTUXKIAXVqFXbdsENCmvVeJ3UvwkaIGQN9pG+4T2zKVP6BvhFvXWOOLgJpLFKDPA6ds2SCgOXUCnoh80GbVA7riBKBH/GeLuvIH9INw6xprfBFQc4kCdCwwassGAc1pAtA78kGbVQ/ozUD7j+M/W9SVP6Ah1zXW+CKg5hIF6GlNb3xJQHP6rArbx7+2cBbQeTuG+41Bqcof0JDrGmt8EVBziQL0AFQ0rh5BQHM7Bbg/+lG1soB2blgZNWGVP6C1rfD9ECfR+CKg5pIE6MJKHNC4RUBzuw/4TfSjamUAvR/Y/n3zc92rBQDaDruEOInGFwE1lyRAJwOnNW4R0NyW7ICq2G/JlAZ04R6lunVJ1LUAQPdA2xAn0fgioOaSBOgoYGzjFgHV6g1MiGHYnNKAps5zdE3cJ4qlFgDo/qHWNdb4IqDmkgToKTnrFRBQrSeATjEMm1MK0BcqUPX3uM8TTy0A0HDrGmt8EVBzSQJ0d1QtbdwioFo1e6AizJKMflrprf1Bie5bEkMtANBw6xprfBFQcwkC9H3gyCabBFRvCDA6jnGbtNK7BPi3ZTGfJa5aAKC/AELc11Dji4CaSxCgDwADm2wSUL2XgIPjGLdJK9/aClu/GPNJYqsFANq58Y7jFml8EVBzCQJ0KDCxySYBbdYhwCuxDLylFUc2uaFg4moBgPYMta6xxhcBNZcgQI8Hmr55QUCbNSp23UYC+34R7ylirAUAOiDUusYaXwTUXHIArdke7Zp+eoaANuvdCuwR6weM3miNiufiPEG8tQBAzwt1lyyNLwJqLjmAvqbdaIaANu+nwNR4Rs5UcwxwTpIRSvK1+wM03LrGGl8E1FxyAL0NuKjpNgFt3vhwNyQ3NRbYY2WSEUrytfsDdAxws/1JNL4IqLnkADoAeKjpNgFt3qdVaBffQm/vbQc86SUZoSRfuz9ArweutT+JxhcBNZccQI8A5jTdJqB5Ohl4MKaha2t/BXT1CKhMPgENt66xxhcBNZcYQJdUYc+cHQQ0T38COsc0dO3tQLuPCKhQPgG9X5voCpbGFwE1lxhAp+s0ENA8LWmHqgXxDD1/Z2DiSgIqlE9AHwu1rrHGFwE1lxhAr9V/T5GA5qsncEs8I3cDfr6CgErlE9BnQr2NqPFFQM0lBtDu+ieECWi+HgeOj2XgR4A2s2sJqFQ+AZ0Ral1jjS8Cai4xgP4AlQtzdhDQfC3fDZUfxDDu5x2Aq2sJqFg+AX0D+JX9STS+CKi5pAD6aQUOyt1DQPM2CDgnhmHPAjouJ6By+QT0A+Dn9ifR+CKg5pICaOqlaa/cPQQ0b7NaoSrEDc0KdEclqtJ3+SGgUvkE9LPUX3T2J9H4IqDmkgLoSGBc7h4Cmr8BwO+iHvP2rYDh6QcEVCqfgC4Lta6xxhcBNZcUQH8FvJC7h4Dmb15bVM6MdshJKT+rv04/IqBS+QS0tirMusYaXwTUXFIA/V7Och7pCGiBLgF+EemAd6f87JLxk4CK5RfQHcKsa6zxRUDNJQTQd4GfaLsIaIEW7QI8EeF4t1UCXbN+ElCx/AIaal1jjS8Cai4hgN7b/L1lAlqoa4Afh1jbVqupnwRULL+A7o8K+1vCanwRUHMJAfQ84A5tFwEt1NJ9gHujGuzWyob5z3QEVCq/gP4IsF8yQOOLgJpLCKCdgDe1XQS0YLcD+yw1P81PuX4SULH8AnoM8LH1STS+CKi5ZAC6fFvsoL8oJaAFq0n9GDI+kpFuSfnZrdFPAiqWX0B/GWZdY40vAmouGYC+kueNZQJauEeBXRZFMI7uJwEVyy+godY11vgioOaSAejNwDB9HwEt0s+BkeFHuTnl56nLm+4hoFL5BTTUusYaXwTUXDIA7ZdnrUECWqQXKrCd/VRYfTel/Oyd+5YuAZXKL6Ch1jXW+CKg5pIB6GHAXH0fAS2WAgaFHCKPnwRULL+Angf82fokGl8E1FwiAP1ya+zdbCcBLdabrVA1O9QIN1UAffSPFBJQqfwCOgK42/okGl8E1FwiAJ0GdGm2k4AW7UygR5jvn5DPTwIqll9AQ61rrPFFQM0lAtCrgDHNdhLQos1ti8qX7L/9xpSfpzf/lRYCKpVfQMeHWddY44uAmksEoNXAU812EtDiXQycaP3NBfwkoGL5BXRSmHWNNb4IqLlEAPp9VDb/VCMBLV76niK278fekPKzb75fqSagUvkF9IEw6xprfBFQc0kA9JO8N4kloIauAo60u6fINSk/z8h7SwoCKpVfQEOta6zxRUDNJQHQv6ReTjbfS0ANpe8pcr/NN16DQn4SULH8AhpqXWONrwgAfVTVtyS9te6egT0ue3RT9lDhDQIabSOAG5vvJaCmJgH7Lwv+bVen/SzwoysBlcovoDOAbtYniR7QW5oCWjtUqb5KjVztFd0goBF3IpDn/WQCaqrmsLx/8xhKvfJHv0Iv/QmoVH4BDbWucfSAXqY+XZepLrUxSl1W6y0dom72im4Q0Ghb0R6t8/wgRUCN/QXYLejNIdN+nllw6pSASuUX0A/DrGscPaD91botjz9WvdM/YS6v7rKi2AYBjbjZwE/z7Cag5n4OjAr2HVcW9ZOAiuUX0AVh1jWOHNANXc5o3LhPTch8HameLrZBQCPubmBwnt0E1NzzQe8pckXKz/5F3ronoFL5BTTUusaRA/qlGtG4MUrNzHydnH6lXniDgEbc4Py/3UtAfdQZODfA09N+Dir20ScCKpVfQGtbhVjXOHJA31LX/vX8HueOX5je6K/mZHbOVMOLbWTgfCLbN/90vXXeGulLMHUs8GGe3es9b33JryWa1njrSnSm97ZG1Rzfz05/fun8os9Y63mbQl6SYBs3Sl+BfZs8b62vJ+6AXaxPEjmgTyulup2pVPVTqY0eanFm52w1pNhGunc7ZlsV+grYxrZoXyd9EYntHKCf3+eOT/l5cZwXw0pQB7SNaqjwgP5J9X5jo7fmXtX1M8+rVjWZnfPUwGIb6QhodL0H/Fr6GpLb0rao/MDXM+vGpPwcFvPlsNg7GBWbIxoqPKCfv5OdFrhBXet5Z2z5OfOiYhvpah7MtnKN66331kpfgqHbgJH59m/wvA2lvpaIWuutL9m5hqX+/vHzvBXdU35eaHpW+iV8+GuSalOSr93z+V/qj4Ea25NEDmhDH6Z/tLxQzc1szFRXFttomvNv0CTgTaTTgb/k2883kXy1oH2+W1k1693D4OcuFHwTSSrfbyJ1Aj6yPUlsgNaobnXeGPVqZuNJNckrskFAo+3QAgtdE1B/XQkcZbynyDPfA6puNQ9GQKXyDWiYdY2jBnTt09Oyb1/MUxemP+15W2ZjjHq22AYBjbQvtsY+eQ8QUH8t2Qt4wPCcCa2A3Z/zMRgBlco3oGHWNY4a0Lq+6u3Mg0nqDs+bo/qtTz3+9tTua4ptENBIe6rQzREIqM8mAvt/XewJS09PvXw/utmqffkioFL5BrQn4OevwrxFDaj3iOr7vuete7hLn3+ktoar8Zu89SPVrV7RDQIaZWOAq/IeIKA+q/khMKHI8Tk/SfnZ4ytfYxFQqXwDOgB4wvYkkQO66X6l+gzsovpkfhBd1lf1HNFdDVpdfIOARpkCpuU9QED99jCw25cFj85IvcTf+nKfQxFQqXwDen6IdY0jB9Tz3vpjnx7D7q7/POc3E/t3G3jfWtMGAY2wvbBV/hsKEVDfHV9knZw7tgHa+176g4BK5RvQS0OsaxwDoOFyHKda9wH9GDgs/xEC6rvnK9Buft4jXw9NvXz/4bu+RyKgUvkG9IoQ6xprfBFQc64D+megX/4jBNR/vwGG5Ns//99TflYXfnnfLAIqlW9Aw6xrrPFFQM25DuglBf8+JaD+e2NrtH6v+e6Xvw9UjAiy8BwBlco3oJMC3wO2MY0vAmrOdUB/AbyS/wgBDVBfoFeznfe0AbYP9oYDAZXKN6Bh1jXW+CKg5hwHdEV7tCnwGUYCGqA5bVA5M3fXihEVwP5/DzYOAZXKN6CPAefYnkTji4CacxzQN4FOBQ4R0CANBU7O2fH5rwGctDDgMARUKt+ATsu7CLi/NL4IqDnHAb0DOK/AIQIapPQ9RaY02X7zIKBiaP7F34tEQKXyDehLIdY11vgioOYcB/Qc4N4ChwhooMbk3FPkkXbAtqbfkM8TAZXKN6BvhljXWOOLgJpzHNCfAIU+pEhAA5W+p8hD9Y9XXF4J7GtzywkCKpVvQMOsa6zxRUDNuQ3osm2wc6FjBDRYtwIHZN+PW9wZwM8+sRmEgErlG9Aw6xprfBFQc24D+qL+1keTCGiwlh9S/5Ha2Yem/OxX9P5MBSOgUvkGdBlwiO1JNL4IqDm3Ab0euKzQMQIasD8Du39ZW/vUzkDriZZjEFCpfANaW4W9bU+i8UVAzbkNaC/g8ULHCGjQjgMuz9w7eY/nbYcgoFL5B3THwtNepjS+CKg5twE9GBX5b4JRS0CD9yyw46mpl+/HWq+ZQ0DF8g9oB7SxPYnGFwE15zSgn1div4IHCWjg0p+dB/ovtR+BgErlH9ADURH48731aXwRUHNOAzoFOLXgQQIauNe2AqqK3ZzeGAGVyj+gRwCLLU+i8UVAzTkN6OXANQUPEtDgnYVdnw01AAGVyj+gnYB5lifR+CKg5pwGtDMwveBBAhq85dM+CzcAAZXKP6AnArMtT6LxRUDNOQ3oHmhVeK0zAioQAZXKP6DKfl1jjS8Cas5lQOcCRxQ+SkAFIqBS+Qe0l/26xhpfBNScy4A+CAwofJSACkRApfIP6Fn26xprfBFQcy4DehFwW+GjBFQgAiqVf0BDrGus8UVAzbkM6L8DrxU+SkAFIqBS+Qf0UuAuy5NofBFQcw4DumIHbLe88GECKhABlco/oFcAN1meROOLgJpzGNC/A8cXOUxABSKgUvkHdHyxT08XT+OLgJpzGNCJwNAihwmoQARUKv+AhljXWOOLgJpzGNCBQLFFJwioQARUKv+AhljXWOOLgJpzGNAjgfeLHCagAhFQqfwD+rj9usYaXwTUnLuALq3CrsWOE1CBCKhU/gENsa6xxhcBNecuoH8DTil2nIAKRECl8g9oiHWNNb4IqDl3AR0L/KHYcQIqEAGVyj+gbxZZSMyQxhcBNecuoKcBfy12nIAKRECl8g/oh8U//lcsjS8Cas5dQA9AxYJixwmoQARUKv+ALgSOsjyJxhcBNecsoAsrcWDRJxBQgQioVP4B/dp+XWONLwJqzllAJwM9iz6BgApEQKXyD2iIdY01vgioOWcBHQWMLfoEAioQAZUqAKD26xprfBFQc84C+mug+OrlBFQgAipVAED3tF7XWOOLgJpzFtDdUFV8+V0CKhABlSoAoAdYr2us8UVAzbkK6HvGtxIJqEAEVKoAgNqva6zxRUDNuQro/cDZxZ9BQAUioFIFALQT8JHdSTS+CKg5VwG9AJhU/BkEVCACKlUAQE8E3rY7icYXATXnKqDHAa8XfwYBFYiAShUAUPt1jTW+CKg5RwGt2R7tDBPhBFQgAipVAEB7AdPtTqLxRUDNOQroq8AJhqcQUIEIqFQBAD3LcBeJwml8EVBzjgJ6q/mu2gRUIAIqVQBAzwf+y+4kGl8E1JyjgPYHHjI8hYAKREClCgCo/brGGl8E1JyjgB4OzDE8hYAKREClCgDoldbrGmt8EVBzbgK6pBX2ND2HgApEQKUKAOgN1usaa3wRUHNuAjod6Gx6DgEViIBKFQDQ263XNdb4IqDm3AT0GuBy03MIqEAEVKoAgNqva6zxRUDNuQlod2CK6TkEVCACKlUAQB83/hp0oTS+CKg5NwHdD5Wfm55DQAUioFIFAHQa0MfuJBpfBNSck4B+WuFjUQICKhABlSoAoC8B1XYn0fgioOacBPQxoJfxSQRUIAIqVQBAZ1mva6zxRUDNOQnoRcCNxicRUIEIqFQBAJ1jva6xxhcBNeckoEcbb8VUS0BFIqBSBQDUfl1jjS8Cas5FQL+swq4rjM8ioAIRUKkCAGq/rrHGFwE15yKgjwPdzM8ioAIRUKkCAGq/rrHGFwE15yKgFwE3mJ9FQAUioFIFAXRHtLc7icYXATXnIqC+pkAJqEQEVKoggHbANnYn0fgioOYcBPTLKuxingIloBIRUKmCAHogKpZbnUTji4CacxBQf1OgBFQiAipVEECt1zXW+CKg5hwE1N8UKAGViIBKFQRQ63WNNb4IqDkHAfU3BUpAJSKgUgUB9ERgttVJNL4IqDn3APU5BUpAJSKgUgUBVAGvWJ1E44uAmnMP0Mk+b4VAQAUioFIFAdR6XWONLwJqzj1ALwbG+3keARWIgEoVBNCBtusaa3wRUHPuAfpT4O9+nkdABSKgUgUB9ALbdY01vgioOecA9TsFSkAlIqBSBQH097brGmt8EVBzzgHqdwqUgEpEQKUKAuiVwASrk2h8EVBzzgHqdwqUgEpEQKUKAugNwNVWJ9H4IqDmnAPU7xQoAZWIgEoVBNDbgZFWJ9H4IqDmXAPU9xQoAZWIgEoVBNAHgAutTqLxRUDNuQao7ylQAioRAZUqCKDW6xprfBFQc64B6nsKlIBKREClCgLos7brGmt8EVBzrgHqewqUgEpEQKUKAuhM23WNNb4IqDnHAPU/BUpAJSKgUgUB1HpdY40vAmrOMUD9T4ESUIkIqFRBAJ0DHGd1Eo0vAmrOMUD9T4ESUIkIqFRBAF0IHGl1Eo0vAmrOMUD9T4ESUIkIqFRBAP0aONjqJBpfBNScW4AGmAIloBIRUKmCAGq9rrHGFwE15xagfwW6+n0uARWIgEoVCNCdLNc11vgioObcAvQS4Hq/zyWgAhFQqQIBaruuscYXATXnFqDHAP/r97kEVCACKlUgQG3XNdb4IqDmnAI0yBQoAZWIgEoVCNAjgEU2J9H4IqDmnAI0yBQoAZWIgEoVCNBOwDybk2h8EVBzTgEaZAqUgEpEQKUKBOhJlusaa3wRUHNOARpkCpSASkRApQoEaBfLdY01vgioOZcADTQFSkAlIqBSBQLUdl1jjS8Cas4lQJ8Auvh/NgEViIBKFQjQ+R99bnUSjS8Cas4lQANNgRJQiQioVIEAtU3ji4CacwnQQFOgBFQiAioVAXUzhwANNgVKQCUioFIRUDdzCNBAnwIloCIRUKkIqJs5BGiwKVACKhEBlYqAuplDgB4baAqUgEpEQKUioG7mDqBfVWHnAFOgBFQiAioVAXUzdwAN9ilQAioSAZWKgLqZO4AOA8YFeT4BFYiASkVA3cwdQI8FXgvyfAIqEAGVqmUCuuE719vkSV9Bfd+2xvcC/d+1yfM2xXUxcZfYK9/oeXXS12BfXZKv3fM2xn4SjS95QNc730ZXrvE5oHugb0j9t7wxpmuJPe876SuwLPVz0Gbpa7Bvc5KvPfXjWOwn0fiSB9SVl8eFc+YlfNApUL6El4gv4aVqmS/hHcGpSM4AGnQKlIBKREClIqBu5gqgQT8FSkBFIqBSEVA3cwXQoJ8CJaAiEVCpCKibuQJo4ClQAioRAZWKgLqZK4AGngIloBIRUKkIqJs5AuiS1kGnQAmoRARUKgLqZo4A+iSgAn4LARWIgEpFQN3MEUCHA2MDfgsBFYiASkVA3cwRQDsBrwb8FgIqEAGVioC6mRuAWkyBElCJCKhUBNTN3ADUYgqUgEpEQKUioG7mBqAWU6AEVCICKhUBdTM3ALWYAiWgEhFQqQiomzkBqM0UKAGViIBKRUDdzAlAbaZACahEBFQqAupmTgBqMwVKQCUioFIRUDdzAlCbKVACKhEBlYqAupkLgFpNgRJQiQioVATUzVwA1GoKlIBKREClIqBu5gKgVlOgBFQiAioVAXUzFwC1mgIloBIRUKkIqJs5AOiS1mhfE/zbCKhABFQqAupmDgA6Behs8W0EVCACKhUBdTMHAB1hNQVKQCUioFIRUDdzANCfWU2BElCJCKhUBNTN5AG1nAIloBIRUKkIqJvJA2o5BUpAJSKgUhFQN5MH1HIKlIBKREClIqBuJg+o5RQoAZWIgEpFQN1MHFDbKVACKhEBlYqAupk4oLZToARUIgIqFQF1M3FAbadACahEBFQqAupm4oDaToESUIkIqFQE1M2kAbWeAiWgEhFQqQiom0kDaj0FSkAlIqBSEVA3kwbUegqUgEpEQKUioG4mDehxtlOgBFQiAioVAXUzYUCXtsZOdlOgBFQiAioVAXUzYUCnWk+BElCJCKhUBNTNhAEdAVxn+a0EVCACKhUBdTNhQI8DXrH8VgIqEAGVioC6mSygIaZACahEBFQqAupmsoCGmAIloBIRUKkIqJvJAhpiCpSASkRApSKgbiYLaIgpUAIqEQGVioC6mSigYaZACahEBFQqAupmooCGmQIloBIRUKkIqJuJAhpmCpSASkRApSKgbiYKaJgpUAIqEQGVioC6mSSgoaZACahEBFQqAupmkoA+FWYKlIBKREClIqBuJgnopWGmQAmoRARUKgLqZpKAHg+8bP/dBFQgAioVAXUzQUCXbhNmCpSASkRApSKgbiYI6FPAb0N8OwEViIBKRUDdTBDQS4FrQ3w7ARWIgEpFQN1MENBwU6AEVCICKhUBdTM5QENOgRJQiQioVATUzeQADTkFSkAlIqBSEVA3kwM05BQoAZWIgEpFQN1MDtCQU6AEVCICKhUBdTMxQMNOgRJQiQioVATUzcQADTsFSkAlIqBSEVA3EwM07BQoAZWIgEpFQN1MDNCwU6AEVCICKhUBdTMpQN8OdS/QdARUIAIqFQF1MyFAlx4BnBZuCAIqEAGVioC6mRCgZwHfmxduCAIqEAGVioC6mQyg9wFbPRFyDAIqEAGVioC6mQigb7UDRocdhIAKREClIqBuJgHoksOBE8O9g1RLQEUioFIRUDeTALQfsOf80KMQUIEIqFQE1M0EAL0H2Hpa+GEIqEAEVCoC6malB3TW9sAVEYxDQAUioFIRUDcrOaBLDgP+Y0UEAxFQgQioVATUzUoOaB+gQ/gJ0FoCKhIBlYqAulmpAb0baDU9kpEIqEAEVCoC6mYlBvTN7YBrohmKgApEQKUioG5WWkC/OBg4OYoJ0FoCKhIBlYqAullpAe0F7PVpRGMRUIEIqFQE1M1KCuitkU2A1hJQkQioVATUzUoJ6KttgLGRjUZABSKgUhFQNyshoIsPAlR0wxFQgQioVATUzUoI6GnAvgujG46ACkRApSKgblY6QG8EqmZEOB4BFYiASkVA3axkgL66DXBDlAMSUIEIqFQE1M1KBejiA4GukY5IQAUioFIRUDcrFaC/A/b7PNIRCahABFQqAupmJYriYK0AAA0ASURBVAJ0HND6pWiHJKACEVCpCKiblQbQl7cBbol4TAIqEAGVioC6WUkAXbAP0C3qQQmoQARUKgLqZiUBtDOw/6KoByWgAhFQqQiom5UC0GuB1i9HPioBFYiASkVA3awEgL5QBUyMflgCKhABlYqAuln8gC74PtA7hnEJqEAEVCoC6maxA7rit8AhX8YwMAEViIBKRUDdLHZArwTa/m8cAxNQgQioVATUzeIG9PkqYFIsIxNQgQioVATUzWIG9LO9gTPiGZqACkRApSpzQNfdM7DHZY9u0ne3dEBXnAIcGscEaC0BFYmASlXegNYOVaqvUiNXa/tbOqCXA9u+HtPYBFQgAipVeQM6Sl1W6y0dom7W9rdwQJ9rBdwR1+AEVCACKlVZA/qx6p3+2XN5dZcVBLShmven7gEMiGl0AioSAZWqrAG9T03IfB2pns490CIBnTv9rj/0PWG/KqQ6fEnUo2+JgApEQKUqa0BHqZmZr5P11/AtCtBPXrj3jwN+eWBrNNZudlSDN4+ACkRApSprQPurOZmvM9Xw3AMtAtDPXnrwqrNPPrQtctpq75/1+n0sn6Cvj4AKREClKmtAe6jFma+z1ZDsjqW3ZfvmXzbNPCtQ5w0L0fDf63vOLniiM0/N6aRfpjt8h1w4K/bo1PuyO6bP+9bqHz1A33ned3GfI668DdJXYNk6z9skfQ32bUrytXveuthPIgVotarJfJ2nBmZ3vNsx2yqr4R5EEtvtmJ6X3fW3+euj+j+VMSZayQA9Y8tPoBdld7QkQNt37D5s0rR5+t9ejLFkVzJAL1RzM19nqiuzO1bPyvbNKps+mVq6pr34lJ+nPfNyTm+/v6WvrP4RIygl9r+kzh2yb7210pdg2WrP2yh9DfZtTPK1p1SJ/SRSgI5Rr2a+Pqkm5R5oEW8iCcU3kQTim0hSlfWbSPep2zJfx6hncw+4jxMBFYiAykRADWmulQzQOapf+r2Tb0/tvoaAlioCKhABlaqsAfWGq/GbvPUj1a3afvdxIqACEVCZCKghja/SAbqsr+o5orsaxLsxlS4CKhABlaq8AfW+mdi/28D71uq73ceJgApEQGUioIY0vnhHenMEVCACKhMBNaTxRUDNEVCBCKhMBNSQxhcBNUdABSKgMhFQQxpfBNQcARWIgMpEQA1pfBFQcwRUIAIqEwE1pPFFQM0RUIEIqEwE1JDGFwE1R0AFIqAyEVBDGl8E1BwBFYiAykRADWl8EVBzBFQgAioTATWk8UVAzRFQgQioTATUkMYXATVHQAUioDIRUEMaXwTUHAEViIDKREANaXwRUHMEVCACKhMBNaTxRUDNEVCBCKhMBNSQxhcBNUdABSKgMhFQQxpfBNQcARWIgMpEQA1pfBFQcwRUIAIqEwE1pPFFQM0RUIEIqEwE1JDGFwE1R0AFIqAyEVBDGl8E1BwBFYiAykRADWl8EVBzBFQgAioTATWk8UVAzRFQgQioTATUkMYXATVHQAUioDIRUEMaXwTUHAEViIDKREANaXwRUHMEVCACKhMBNaTxRUDNEVCBCKhMBNSQxhcBNUdABSKgMhFQQxpfBNQcARWIgMpEQA1pfBFQcwRUIAIqEwE1pPFFQM0RUIEIqEwE1JDGlzygK//P9f5Z9430JVi2ctWqpF76N3WrpS/BtlWr/iF9CfZt2CB9Bfb9Y9Wq+E+i8SUPKIuvRzp2fFz6GlpcSzt2vED6GlpmF3TsuLTU5ySg5RwBFYiASkVAWbQRUIEIqFQElEUbARWIgEpFQFm0EVCBCKhUBJRFGwEViIBKRUBZtBFQgQioVASURdvyWbNqpK+hxbV+1qxPpK+hZfbJrFnrS31OAsoYY5YRUMYYs4yAMsaYZQSUMcYsI6CMMWYZAS27rlPqUelraJl9rqr1Xc+peySupOX08Z1DenYfOG7m5mZH6ma8UoLzE9By65/dlDpX+iJaZgS01K0dq1JVp/537gL92GbVqwRXQEDLrb+pQV3VQumraJER0BK35jzV9YE5a79bMO109bu52kECymy6TE39o7q/cXvTppzDa0p8OS0pAlrirlUD6n9nYeVo1W917kECyiyq6dJ15Yuqf11mY7T6x3091YCx76Q3XlDT1k7o8ZDo1ZV3WUAfU3/NbE1QswlorH2k1DsNj1f3UQ+nv34yYVCfP07Z7Hnj0i/ue8R+DQS0zHpcXemt6aY+zGyMVlcpdUZX1WWylwZ06gjVe6rs5ZV1BLS03ayubtyYps5I/dTwXDfVY2AXdfkab/qtqtvEu2K/BgJaZg1Rr3re1WpSZmO0UsO+9tb9t1KfpQEdOHi+8NWVdwS0tJ2pXmzcqFVqsfdFl24zNnvLzlf38SU8s2mB6rnB82aq3hvTW6NV77Xpr3eqq9KAphll8UVAS9p3Sn3cZLOHetO7NvsJvvlqIAFlNt2rJqb+XNc99S+TlwY0+25SjTq1LgXoRZJX1gIioCVtlVLfNNk8X71Y161L5p2kumeeriOgLHib+6nMpznGqevTX0armdn9fVRtCtBxYtfVMiKgJS31E2jT+wb2Vm/UqP6N2wSUBe5d1VD3f3lpQN/P7h+aerHzgrpT9NrKPwJa2vo1nQNdqdTCuerixh0ElAXuJnX6uZmq1QwvDejL2f1nqK9TgMb/nmQL7eFzM58OW5gD6DgCGnM3qusaN55XA+q+Umc37iCgLGjrezR8MG6cGuOlAX0ws/WNqt5EQOPr9uzsyAeqp5cGdHJm51ACGnMfqoZXWJ73z77qYW9j1+p1ma1brlpNQFngXlan1//e0euq66o0oH0y/0L9SY3yCGh8TcnefeAJNSL15+TsVMnCLgQ07q5QA+s/WLJqjOq/Lv1reFPSW4tVP/4EyoJ3hbqj/tGG09Qzmc+BXlrrrX+0i/qIgMbY513U5Drvo9MzP3u+oU5b5HnLhigCGnerB6nqhz5et2nxc31Vr/TdRD5S3V+t81ZcmP70yWZVXYIVkghoGbWqWm25o8IENTwN6DilBlSrLn/xCGicPaxUz35KDU///L/hfFU9/MJqdQkBjb3VVymlunRL/TH6i8yO1M8KPQdXqws3eOm35QdfEfsVENAy6mk1oK7h8Wylvk4B+tHsa8/sd83s9B4CGmNvjz6z5/AnsvMnq+44p6vqPn0KAS1Bc28f3LPnsJvfatj+YOzZPS+ZnPk1klcHdhsc+/kJaDk3Ov3SnZW+jUs3SF8CK0kEtJwjoIzFGgEt5wgoY7FGQMs5AspYrBHQcm7aXV9LXwJj5RwBZYwxywgoY4xZRkAZY8wyAsoYY5YRUMYYs4yAMsaYZQSUMcYsI6CsPNoFo6UvgbW8CCgrj/ID+tWbb5f8SlgLioCy8ig/oKOxS8mvhLWgCCgrjwgoE4iAsvKIgDKBCCgrjwgoE4iAsmT3zG92a73vf87fAuiMQSfstt2hnaduTj0ejEy3pPevGX9s++0OH/yJ5LWysouAsiS3cVjWyDZPZgH9rjfqO2VTDqDv7ZV9XHGd9CWzcoqAsiR3NrDTkIeuOw5tqjKAjgMOumHKk+MOAm5KH294Cb9iJ6Dn3Y+N2AEYK3m9rMwioCzBza3EwZ+lvm6+IPXDZRrQfXDI6vSBb/dFl/TXBkAvwNZT018XHYw2i4UulpVhBJQluN8Bb2Ye1P1bBtD1e+91W/ZIfxyW/lIP6KIqDMvunwH8QeBCWZlGQFmC2x0n1T+6B7nvwv82B9Dbga/qDxyI/1e662PlHgFlyW11o5rzGx/WLXntT92RA+hF6NDwPV35wSYWXQSUJbd3gfvrH66rB3Tu+Ue0yb7f3hTQzmhSpdDVsjKMgLLkNg94oOFx2wyg128FVB3V84/Pn5UD6NFNAcVGmatlZRgBZcltXcWW1+0rMj+Bzkj94PnM+vT24BxAT0MnoUtk5R0BZQluT/xH/aMXMoCegTbLs9tn5wB6OXarq3/ipk2bS32VrHwjoCzB9QZmZR+dlAH0F/hhdrPuxzmATgWmZg/Ubs+PMbHoIqAswX2yFQ5dmH5wffaD9Odgm5r05rrzgEPTD0Zjp/SXuqPR/uX0gw0KFQukrpaVXwSUJbmBwM4X/vctJ6P1oWlApwA/fOSDmbf+ANui8m+rPe8KVDw5d5nnvV6BVv3unHbzIfwcPYsyAsqS3Lr6Dyht83ivzPtJA+s/qXTp46k/qz3v6YabifxPh/ojF0hfMiunCChLdpN/s2tVh35zvSyg3pST9m6978APvc2DdmwzNLV97T6tOzycPrDy0h+12/6o/nNFL5aVWwSUMcYsI6CMMWYZAWWMMcsIKGOMWUZAGWPMMgLKGGOWEVDGGLOMgDLGmGUElDHGLCOgjDFmGQFljDHLCChjjFlGQBljzDICyhhjlhFQxhizjIAyxphlBJQxxiwjoIwxZhkBZYwxywgoY4xZRkAZY8wyAsoYY5b9f9odCbASchQAAAAAAElFTkSuQmCC" width="672" /></p>
1700 <p>Much better! Notice that the final week of the data appears to fall off a cliff. That’s just an artifact of the way that the <em>NYT</em> has published the data for part of the most recent week. Once it updates, the case count probably won’t tumble like that (yikes).</p>
1701 </div>
1702 <div id="working-on-ggplot-axis-labels-titles-and-scales" class="section level2">
1703 <h2><span class="header-section-number">2.2</span> Working on ggplot axis labels, titles, and scales</h2>
1704 <p>Now we can style the plot. As I mentioned briefly in class <code>ggplot2</code> treats labels, titles, and scales as “layers” within it’s “grammar of graphics” (that sound you hear is me rolling my eyes as I type those scare-quotes). For the purposes of our example here I’m going to use <code>scale_date</code> to work with the x-axis, <code>scale_continuous</code> to work with the y-axis, and <code>labs</code> to clean up the title and axis labels. Each of those have documentation and should appear on the <code>ggplot2</code> cheatsheet available via RStudio/Tidyverse.</p>
1705 <p>To start, let’s see whether there might be any way I want to improve the x-axis labels. The ggplot defaults for my <code>date</code> variable are pretty good already, but maybe I want to incorporate a label (“break”) for each month as well as a more granular grid in the background (“minor_breaks”) that shows the weeks? Also, I like the date labels along the axis as abbreviations of the month names, so I’ll keep that with a call to <code>date_labels</code>. Here’s what all of that looks like:</p>
1706 <pre class="r"><code>plot2 &lt;- plot1 + scale_x_date(date_labels = &quot;%b&quot;, date_breaks = &quot;1 month&quot;, date_minor_breaks = &quot;1 week&quot;)
1707 plot2</code></pre>
1708 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" width="672" /></p>
1709 <p>The ggplot documentation for <a href="https://ggplot2.tidyverse.org/reference/scale_date.html"><code>scale_date</code></a> can give you some other examples and ideas. Also, notice how I appended the <code>scale_date</code> layer to my existing plot and stored it as a new object? This can make it easier to work iteratively on a single plot, adding new layers as I go without losing existing material along the way.</p>
1710 <p>Now I can fix up the y-axis labels a bit using a call to the <code>labels</code> argument after I load the <code>scales</code> package (why doesn’t ggplot support this kind of labeling itself? I have no clue).</p>
1711 <pre class="r"><code>library(scales)
1712 plot3 &lt;- plot2 + scale_y_continuous(label = comma)
1713 plot3</code></pre>
1714 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Sq1LmN6tzVQeK3/ZwgoAa0aoCcC71o7yvQBwGuSjgSUgEYF0EOBz81bAaAz6qJomrkhAnRMY6DhC5p9HejPexnPRk9a4P0hAppDgM78MwKAdgQSXyEu0y+Vr2tMQAloVABti1rF5q0AUK2fuVynJgT0xkKgnfUWVeJC+uLTDEF3+t7zUwQ0dwB9Jtb0l9ABXWStjmCmTB8qX9eYgBLQiAD6RwzbWg0RoF8XoIl5KZ4P0OJeBpcHzLTayW8iWW+EvuL+OQKaO4AeD4wKHdDPgS6JHWX6zfJ1jQkoAY0IoB8Dx1kNEaDasYnJbb2Aztzf8PN0+3tKqa9yftzGfCO01H0vBFRejBagxv+9YaED+iRwQWJHmX4PcKukIwEloBEB9GFgoNUQAvoO0HaxD9BP2wK1Uh8Zpb8LP6Oz4erRc133QkDlxUgB+qt5NW/ogF4JPJDYUaY/Clwt6UhACWhEAB2Y/MKmEFCtE/C4F9Cn6gPN0p+POiYTWWxeGNr+S+e9EFB5MVKAPmf8r9s7dEC7Ah8kdpTpzyf/tvtDQAloRAA9DvjYaogBfQrY1Q1o6bUFwDZfpX/SNRvTw3WBRs857oWAyouRAtT4S4oWoQO6LWL299/L9NeS19T7Q0AJaEQAbY/YfKshBnTJ/8zJcRyA/mE8R8Chvzt+0j2d3QTj5X3skpLUvRBQeTFSgB5kTmqwOGRAi2thS3tHmf4e0EfSkYAS0GgAuqg22iRaYkC14ebaiGlAf9rVGGZnL3H+pGc+0JnmSDzy9+S9EFB5MUqAljYxAf08ZEA/BY6yd5Tpk4ATJR0JKAGNBqBfpC4bkQC6oDlin6cAHd8SKBrpvgvvhMrWG6HbfG7fCwGVF6ME6Bemn3gmZEAfAS61d5TpU9KaekNACWg0AH0aOCfRkgCqXQ70TQJ6fxHQ+n3PXfhnpDffCG38QuJeCKi8GCVARwKbAdeGDOjA9By0Zfr05MRM/hBQAhoNQK9Ozt0gBXR6HRTNsAC1Jl/a6QfvXQiW9Ji4pf1GKAHNFUDPBC4DeocM6NHARHtHmb4A2FPSkYAS0GgAehJgTycvA1TrC1xpAjrPnHzpeN/X3YVrIs08xPjZw+cQ0JwBdBfgO2DvkAFth8I/7R1l+l9AR0lHAkpAowHozkDiC5lyQL8qQLMVy7RvtzOfVZZqvggXlVtySQzYehIBzRFA/6yNzcsbo3m4gC4owDbJHcagq536SN4bAkpAIwFoSX00t5tSQDXjmefIZWObAg2eEd2rZFXOJ+obHZ4moLkB6LtA1/LdANlfvOwA+pFxFMkdxqBrghaSjgSUgEYC0KnAvnZTDugbwDa3FgJbiucHly1r/Fk74ynrsAzrIRPQ6AB6C3Bt+UnA16ECOhK4PLnDGHSbo76kIwEloJEA9GXgdLspB1TbzbrEZb+Z4nuVrgs/q4vRq7v8cAhodAA9EXi9fAjwQqiAXgg8kdxhDLptpesaE1ACGglAb07MtmQmA6CPm36eXiy5Vymg2pJLY8As6eEQ0OgA2g6F88qfAK4PFdDDHKsgGYNuF2C+uCMBJaCRAPQ04GW7mQHQxVuhlmzh4kyAWpelyNYFI6ARAnSG+YF3+UTg1FABbYPaqT/TxqDbF/hN3JGAEtBIALoPkFxNMwOg2qSLxsvvNROgA4Ax0iIBjQygLxp0auV/Ap3CBHRuDB1SO4xBdygwRdyRgBLQSADaHPWTFyZlAlS6LryZTIBeC9wnLRLQyAB6hTn5e/nqpmgaJqDjgRNSO4xB11X6+oWAEtAoADrdmqwuESWAPgIMlhYJaGQA7QJ8Zgy63QEtREDvAYakdhiDrifg/d6wHQJKQKMA6JvAycm2EkDfSH/K7w8BjQqgpU1Rb7Ex6HoAX4YI6Dn2CttWjEF3JjBO3JGAEtAoAHoXMCzZVgLot8Dh0iIBjQqgXwH7mYNuEPBsiIAeDHyd2mEMuguBF8QdCSgBjQKgZwOpLxcpAfRPYEdpkYBGBdCHgIvMQfcIcE2IgLZCnfRMs8agG2StJyMKASWgUQD0EOMlW7KtBNCyJqmvivpDQKMCaH/gKXPQfQD0DA/QxcBO6Zox6K6XfgRJQAloFADdHLUXJdtqAN0BsYWyIgGNCqC7Az+ag242sEd4gH7seEfeAvQO4DZxRwJKQCMA6PwYtk9tqAH0COB7WZGARgTQ4iK01qxB1xyNwgP0fuCadM0YdCMdb9G7Q0AJaAQA/dAx+Y0iQPsB78iKBDQigL4HHKtZg25vYI6wYzYAPc/1mZEx6J4CLhN3JKAENAKAPuiY/EYRoMMc00N4Q0AjAuitiWd6xqDrnVqW3ZNsAHqQ69WKMejGpNab8YaAEtAIAHop8GhqQw2gDwM3yYoENCKA9khcb2kMumvTaxK5kw1AW6C+Y/IlY9C9BfQVdySgBDQCgB4DTEhtqAH0TeB8WZGARgTQrVAwV7MG3TPAFcKOWQB0MbC7o2YMuo+lsyESUAIaAUC3QcEfqQ01gE5xfr3ZEwIaDUBn2Z8lGoPuc9n/riwA+hHQ21EzBt2XwNHijgSUgIYPaHEttE1vqQF0CbC3rEhAowHoGFsuY9AZ/7t2FnbMAqD3ATc6asag+xE4SNyRgBLQ8AGdBByW3lID6MYiJ9LuENBoADoIuMu8NQbdqlbp6blcyQKgZ6fnpjVjDLrZwF7ijgSUgIYP6CjX+5NqANXboEg4IjUCGhVAD7PfCjcBPQCYJuqYBUD3A35y1IxBVyxd15iAEtDwAR0M3JveUgTo3sAMSZGARgLQ0uaoa30fzQS0H/CmqKN6QCuaorHzT6056GqjnbgjASWg4QN6IvBueksRoCcAEyVFAhoJQL8F9rEaJqC3uv6opqMe0AVAJ2fNHHSN0VLckYAS0PAB3RFwLLSpCNDzgRclRQIaCUAfSb6TYwI6FrhY1FE9oOM9U8eag25TNBB3JKAENHRAS+qhhWNTEaA3A3dLigQ0EoCeDTxpNUxAfwCOE3VUD+hdnplDzEG3NQrEb6ATUAIaOqBTgP0dm4oAHQVcKSkS0EgAumdyYUET0BUx8ec26gHtB7zmrJmDbidggbAjASWgoQP6ItDPsakIUOOVWR9JkYBGAdDiouQLERNQfTPULfH9TDYA3cuzhrE56KSfQBJQAho6oDe4XzMpAvRH4FBJkYBGAdAPgKMSLQvQg6ypQX1RPuj+auB6QykBaJf0qtvuEFACGjqgpwKvODYVAVoivZaPgEYC0OHA0ETLArS/eCE35YNuqvdbR+agOw6YLOxIQAlo6IB2cl+4rAjQ5c3QVFIkoFEA9OTU31EL0NuBEYKOygfdaOA8V80cdCfLZtcjoAQ0dECboqHzI05VgHaUfRBAQCMB6DaIzU60LEBfAy4QdFQ+6K4FHnDVzEHXD3hd2JGAEtCwAf3VPXuYMkAPBb4VFwloBACdE0N7u2kB+rN4BiTlg854svmxq2YOuguA0cKOBJSAhg3o60AvZ1EVoH0kXw4koJEAdCzQ025agK4uwHaCjsoH3U7AIlfNHHRXytYzIKAENGxA7wCudRZVAXqlc9p7VwhoBAAdDNxhNy1A9S1QtMT7Q+oH3ZK62Mz7APxHuw64X9iRgBLQsAEdADzvLKoC9G7genGRgEYA0COAj+xmAtCDhJcOqR50XwGH+wG9HRgu7EhACWjYgBoD5RtnURWgL8pXBiOg/n3ZBrQF6hTbzQSgZ7qvbrOjetA9DQz0AzrStdCxIwSUgIYN6KYoWuwsqgJ0IhAXFwlo+IBOccyBlAD0lvRrekdUD7rBwBN+QEc5l411hoAS0JABnev90rMqQGd4pilLh4CGD+jjwLnJdgLQlxx70lE96I4HvvQD+pL34tBkCCgBDRnQ94FurqIqQEvroI24SEDDB/Rc4LFkOwHot8AR/o6qB932iC3zA/omcJqwIwEloCEDOtI7S5IqQLUtUUvwsa5GQKMAaCdgSrKdAFQrxDb+jooH3aIibKn7Af0I6CHsSEAJaMiAXgw87ioqA3Qf4FdhkYCGDuiiumie+jpaAtDlbVF7sbef6kE3CThWAOgXwDHCjgSUgIYM6FHAp66iMkBP8H7HJBkCGjqgHztfr9uAHgx85+uoeNA9DgwSAPoDcLCwIwEloCEDuhUK3F9RVwbo+Z4LTlMhoKEDegcwOLVhA3qme3nhRBQPusuBZwSAzpR9AElACWi4gC4s9C54qAzQm4A7hUUCGjqgvYCxqQ0b0JtFV68rHnTHAVMEgBYDOwg7ElACGi6gn/k+a1UG6BPAZcIiAQ0d0PaIpdcVtAEdDQzwdVQ86LZGwUoBoFotbCXsSEAJaLiAGqpd6C4qA/Qdz6wlqRDQsAH9vQBbp7dsQL8SrSGgdtAZr4f+p4sAbYRWwo5hA/rJyYsTjTFxOwsd1TVP9D95yJjyf9sgoFZyE9BBvmkalAH6PXCIsEhAwwb0VeDk9JYNaLHoaZ/aQTfB/BBeBGhrNBR2DBvQIXEb0PsEgGqXxON94/GhyzNvENBEchPQ44Hx7qIyQItj2F5YJKBhA3q16+1OG1CtHQqLPf0UD7qHgMuFgP5Psq5xuICuGhVPAjokPmuNlYp0+er4EE0vviB+b+YNAppIbgLaEZjtLioDVGuOxsIiAQ0b0KNdS2YkAe0CfO3tqHbQXQI8LgR0R2ChqGOYgH406KR4CtB+8TXe+vR4b/MZ5pITupVm2iCgdnIS0CV1fG8uqQN0J2CeqEhAwwa0NYoczzWTgA4AXvR2VDvojgQmCwHtBMwU9AsV0Cf69OnTzQZ0XbfTfPVR8but26HxtzJtEFA7OQnot0BnT1EdoEcAX4mKBDRkQKcCezo2k4DeBtzi7ah20LVFrcVCQA+RrGsc9nugfWxAF8QH+WpXxydat6+Yr9TlGwTUTk4C+gJwlqeoDtDTxSvlEtCwAX3SfcFSEtAx/geH2kE3P4b2S4WAHgt8LuoYFUC/jd/66kUnn3/n745av/g063Zi/MpMG2bK/0nkL1kqVklLf63U5bW/ytf4dv1tnGGrsVxfKu+4fq28tkxfJi+uXS/ebzyg/1qqL5d3XFMur/2lr5TXVlVk6LhxdeJndH2Fr7ZCL5N33JDhBPyj/223rgdu9xTXrXNtGg/o9BlZpsv/H/+1doO8ttQ8/MHAw6Limo3yjgagf0uLqzI9dDb6HzqprMj00LHP3ApdX+2r/ZPpobNO8tAx83emh47ozJmPNzNlmR46qzOcuSoMuguARx2bxqCzHm/fAYd4OyoddB8C3VLDOxlr0J0EfCTqWM1BFzigb8Xj8RPPiMdPeDNdOzk+37r9Ln5Bpg0zU/dMZFm1D4QJJ/2Aj7P2y4wnOsOz9suYyqczMEuwe0NtbJXV4xgFXC+unANMVPd7aw7o4/HeX23QVz4ZP352qnZCvMS6/TXeP9OGGQKaq9kHKM7aL3sPuChrv4ypdMoboHmFqNAeBb7PllXmcmCstPKOut9bc0Dnfp94W+Cu+K2p2mmp55kDM22YmX1+In+vl0Qvl1XWry/X5bX1FRt9uzbo+ka7UbWOjnvYIC9urJDcofFSdn11Olqp/gkot39GcA9VPXOppM9cEzRe5ylu3Oj5Wb3CsVGTEzAVOL6qHTfqGX5ltU9AZTqWJx9nztTgBFSxo67bx5jxoRPIY854qX6Us2icgMTj7RjgZ09HpYPuSOP3uR5vVsyOw4AXM3QUR34CAgc0mZ+TzymNXBr/xbqdGL8x04Yz/BBJloh+iDQN2MtbVPch0ixgD1GRHyKF+yHSCGCQs5j8EEk7xz9/ltJBtxmKFok/RLoWeEDUMSofIiVTEj8x9Vz++vgk63Zc/MFMGwTUTi4C+hrQ21tUB6hWF5uJigQ0XEBPBV5yFlOA3g7c6OmoctD9bi7PJQZ0uGRd44gAuuqtdxJu/hq/NFUbFX/AhvTdTBsE1E4uAjpcsFa7QkC3QqFoUQ8CGi6gHYDpzmIK0LHAGZ6OKgfdu0B3CaAPANeKOkYE0Iq+8SnW9oPxh1O1afHT1xo3/3TvsTLTBgG1k4uAngWM9hYVAro/8LOgSEBDBXReoWfSkBSg3wMHejqqHHQjgKslgD4JXCHqGBFA9ZfifX/U9TUvdDv1b2PrnbdmmjuvjN9Zrq8dGr8/8wYBTSQXAe0sWLVBIaA9XF+5ToWAhgroOPOJnzMpQJcUYQtPR5WDbgDwrATQF4HzRR2jAmj5U/H4qf27xU+1noj2iL9o3izqG+85qEf83OWZNwhoIrkIaCvU8b2mVgjoRcAzgiIBDRXQa4BbXcUUoOY8y3+6O6ocdAcC30oAfcP/ZoKVqACq699ed+rJVzyWuJDTBlQvG9nvxP6jVun/skFAreQgoHNEKyUoBPRW8UcBBDRUQI/1zmiYBvQoYJK7o8pB1wJ1l0gA/dA1YWk6YQMqyWOvVK8fAZUlmoCOB07wFRUC+hRwqaBIQEMFdFPUdj/NTAN6vu8lg8JBNxPYRZMA+jlwrKhjRAG9bXL1+hFQWaIJ6H3AVb6iQkANsE8RFAlomID+BOzmLqYBvQu4zl1TOOiMl+k9ZYBOlaxmEE1An7lgXfU6ElBZognoBcCTvqJCQH/wf6prhoCGCejTQH93MQ3oa0Bfd03hoBtuaS0GVLaucTQBnbiimh0JqCzRBPRw31tcmlJAFxVgW0GRgIYJ6EXAg+5iGlDjL97+7prCQdfPmr9ZDOifwI6ijtEEtNohoLJEE9AtUehfKEEhoFpL1BcUCWiYgO7vm+Y6DWhJXWzqrikcdPtYkyaLAdUK8T9RRwJKQMMDdKHwUakS0F2Auf4iAQ0R0CUN0LjEXUwDqnVAbL6rpnDQNUODUimgDdFa1JGAEtDwAJ0IHOUvqgT0aOHE4gQ0REA/83884wD0WOBTV03doJuWWFdEAmgrNBJ1JKAENDxAHwMu9hdVAnom8Iq/SEBDBPQe4HJP0QHoRcBTrpq6QTcW6KNJAd0KhaKOBJSAhgfoFcBIf1EloFcLfyMBDRHQvsALnqIDUIPXYa6aukF3M3CzJgV0B8C3Rr1GQM0Q0LAAjQPv+4sqAR1pThfhCwENEdCOwG+eogPQN7zzHdswMpwAACAASURBVKobdH2AsZoU0E7ALEFHAkpAwwO0A/C7v6gS0FeAM/1FAhoeoH/UQltv0QHoz8A+rpq6QbcnME2TAnow8KOgIwEloKEBurjIe42KFZWAfg4c7S8S0PAAfVPwbV4HoKX10dJVUzboShuhqdmUAHoM8IWgIwEloKEB+jVwkKCoEtDfgV39RQIaHqDXATd5iw5AzfceXa9SlA26qfZzXQmgPYCPBB0JKAENDdDngAGCokpAtQZo5S8S0PAA7Qq86y06ATXqnzhrygbdi0A/sykB9DTgTUFHAkpAQwP0GuAOQVEpoNugYJGvSEDDA3Rz1FrgLToBvRR4wllTNuius6c6lAB6rmfdJjsElICGBmhP4A1BUSmgnUWfBRDQ0AD9BdjZV3QCej8w1FlTNuiMR+PrZlMC6OXAKEFHAkpAQwN0d/8FLGaUAnqyd/JeMwQ0NECfsV84u+IE9G1rjrl0lA26XYAZZlMC6DXCK4gJqEZAwwK0tBGaiIpKAb3U+80WMwQ0NEAvFa237gT0V888cqoGXUl9NLeaEkCHA7cLOhJQAhoWoD9JplhUCuhw7/o7ZghoaIB2Fk1O4ARUa2jDZkfVoPsW6Gw1JYDe75va2QoBJaBhAfpK4rvHvigF1HjJeJGvSEDDArSkERqW+IouQHcGZjtqqgbds8lLQiSAPgFcKehIQAloWIDeBtwoKioF9AOgh69IQMMCdLLwUmAXoMcDHzpqqgbd1cAIqykBdDRwgaAjASWgYQHaT3xhiFpAf/ZNca4R0PAANV4YD/QXXYBeBjzqqKkadN2Bd6ymBNDXRZ92EVAzBDQcQPcHvhcVlQK6RDSHMwENC9AzgOf8RRegI90LD6oadB2Tk4VIAP1Ash4hASWgIQHaAnX9b39pigHVNkVdX5GAhgXoTokJPDxxAToeOMlRUzToVhdhs0RTAuhkoKugIwEloCEBOhPYSVhUC+jugmnJCKgKQF9vc4zvO0apJAbdglrYQlB0AToD2MNRUzTofga6JJoSQKemfsAVAkpAQwL0XaC7sKgW0GMFC4ESUBWAdgaOWSIrJgbdO+KndS5AtSaJWZLsKBp0Y4DzEk0JoIbjews6ElACGhKg9wKDhUW1gPYHXvYWCagCQGfWgm/B93QSg+4m4HpB0Q3obsDMdE3RoLsWuD/RlAC6QPyCiYAS0JAAPU/0nSAzagEdBtznLRJQBYA+ADOii8/NJAZdN+AtQdENaHfgvXRN0aDrnlocQQJoaQG2FnQkoAQ0JEAPE7yWtqIW0AcFT3wJqAJAjzZengOxx8XVxKBri8L5gqIb0CuBh9I1RYOuA2LzEk0JoFpD4ezfBJSAhgRoW9QSrdKlGtBxwOneIgENHtD5ddHor3OAoleFZWvQTQd2FBXdgD4MXJGuqRl0/6QXFpEB2hKNBR0JKAENB9AFBdhGXFQL6FfAEd4iAQ0e0KeAXitLjOegjT4Tla1B97zgj5kZN6DvAyema2oG3XfAkXZTBmg71BJ0JKAENBxAPwGOERfVAjpf8GEAAQ0e0B7AmJXawr2BzUSLsVmD7jLB+9Fm3IDOdi3DombQPQNcYjdlgHYUrmtMQAloOIA+AlwqLqoFVGuETbxFAho4oIuaomiZMehmbgt0nOOvW4PuYMnb4G5AtWZolK6pGXSD0++zygDdyz2piR0CSkDDAdR49vGguKgY0O0Q8z6TIKCBAzoWOMIadN+3BDr7n7qZg660CRoILxT1ALonMD1VUzPo4sAEuykD9CDgJ39HAkpAwwG0q3uSHUcUA2o87ZnqKRLQwAE9w3h1nhh0HzcAepR66+ag+wI4QNjZA+jJznXn1Ay6rVH4p92UAXo08JW/IwEloOEAajwRnCsuKga0l38ZSAIaNKAlrVE43R50L9USTKVpDrqR6Tce3fEAOti5moaSQbfAcZGnDNDuwMf+ngSUgIYCaEkRNpcUFQM60LPMo0ZAgwd0PLBvatCNAHCv5wfMQXcW8LSwtwfQx5xz3gU66GZ+PX70yJsGnn4YcGxynwzQ04QX/RNQAhoKoN8Ah0iKigG9A7jJUySgQQN6EXBzetAZf7NqjXH/gDnodhO+q6j5AP0I6Jaq1XDQLf7t87efve/aC3sfvXf7TQqQTupSUxmg5wKe/wYzBJSAhgLoc8DZkqJiQJ/zTy1OQIMGdGtzrtfUoCs9BWjgfv1rDLqFRcLv9mg+QOc4rzyr9qD7pN8Re27VGJK0nJz8ORmglwm/ekxACWgogF4D3CUpKgbUeD5zgqdIQAMGdJJFXnrQFR8EtHJ9dGcMOuNl/nHie/UAqm2CBqlPoao76KY29aHZbJtOR/Y87+oRT78xaV76TMsAHSZc15iAEtBQADWek7wpKSoG9Bfz7Tl3CGjAgA6xJhxwDLrfOwLtnfOwGoPuFuAa8b16Ae0E/JJsV3PQFe9hklmr5fb7Htvn4hseeP6dL2Y4Z/N2DDoZoLcBd/jvl4AS0FAA3c15bZ87igEtqY0tPUUCGjCgu1hXyDsH3U+bG3+3Fqa3jUHXHXhdfK9eQHs5Pr+p5qA7B9jsc8EF/XYqAeh9wqmlCCgBDQPQigbu1b6dUQyotgWKPJclEtBgAZ0asxaecg26ycZL6G7pJ33GoNsSBZIL2byAXu34ymf1Bt3oGAo+qtygkwH6ODDI35GAEtAwAP0D2EdWVA3oXq4Jes0Q0GABvRm4SPMOujeLgPNTWyv0GUBHyb16AX3SccFotQbdD82AoZUcdDJAXwAu9HckoAQ0DEDfB06TFVUD2hX41F0koMECuh8wXvMNusdjwC3JjRX6i0Afyb16AZ3gWPmjOoNuUSeg8181BHQccKa/IwEloGEAeq95naAkqgE927cePQENFNCZtdDSfLHuHXTDgILklUAr9CuAuyX36gV0fiz9ZLU6g+4coOUvlR10MkCNv/k9/R0JKAENA9BzBCsTJaMa0OuAe9xFAhoooPcB/cxb36AbANR5J9FcoXfxvRBIxQuo1iq9AnY1Bt0LMRS8WulBJwN0knABPAJKQMMAtLN/Ro9UVAP6iO/TAAIaKKBHAGPNW9+gW3Is0PxLq7miojnqLZbcqw/QfdPfWar6oDPfAB1S+UEnA/R74FB/RwJKQMMAtAXqlciKqgF9A+jrLhLQIAGdXweNrfnr/IPuz07Alr+arRUzgf1k9+oD9NT0FU9VHnTWG6BLag7odOHnngSUgIYA6BxgF2lRNaDf+p5KENAgAX0SOMlqCAbdzK2BXc115FY8J/xQOxEfoNek3y+t8qA723wDVKs5oH8AO/s7ElACGgKg45NjTBTVgP7pu36GgAYJ6InJSZZEg+67FsBhxkv3FRfJVrXWBIA+nda2qoMu8QaoVnNAS2OiRbwIKAENAdB7gaulRdWAak3RzF0koAECWtwIdRIrBAsH3Yf1rXdQVhgvrH+Q3asP0M/SC2hVcdBZV4BarZoCqtXDZv6OBJSAhgDoebKZIM0oB7Qj8KerSEADBHQMcHSiJR50LxSafz3/qoNW0nv1Aboghu3tZtUGXfINUC0AQFugib8jASWgIQB6KPCFtKgc0C7Ad64iAQ0Q0NNSsxZJBt0IIDZygnRRVk0AqLYZiuzVk6o26AYALX9NNGsM6Jao7e9IQAloCIC2Qe1F0qJyQE/1zi1OQIMDtKQVCu1vysoG3YVA7eOBYdJ79QN6QOqytyoNuqeBwjfsdo0BFa5rTEAJaPYBnR9De3lH5YBeATzmKhLQ4AB9N71SnGzQlZxgTcf5qvRe/YCelvrxqgy6KU2Sb4BqAQAqXNeYgBLQ7AP6kfBLHckoB9R4DXmDq0hAgwP0AuBWuykddMX7GX4W/C69Vz+g1wN3JlpVGHTFuwFdUpcb1xhQ4brGBJSAZh/Qh4DL5R2VAzoaONdVJKDBAdoOseR3zOSDbvb2wHbye/UD+ixwXqJVhUE3ANg0PelsjQEVrmtMQAlo9gEdCDwq76gc0AnORcrMENDAAP0M2DXZzjDopm7uWGjTFz+gk4EjE63KDzrzDVDHqgc1BrQ78ImvIwEloNkH9FhggryjckCnA51cRQIaGKBXOd51zDToFnxRKi/6AV1YgG0TrUoPuimN3Rcb1xjQvsDbvo4ElIBmH9BtEPtTWlQPaGkR2riKBDQwQHcAPk+2azLoPICaywgkph6p7KBbtBdw4BJHrcaAni2aQYyAEtCsA1pcC+3kKKkHVGuL2q6pTAhoUIBOBbZObQQJ6IHAFKtR2UHnuAI0kRoDOlD07Q8CSkCzDuhk4OhQAd0b+M1ZJKBBAXqjY/GNQAE9w54ir7KD7img4DVXrcaAXg086OtIQAlo1gE1HtyXhQro8Z6PAwhoUIAaf5reT20ECagh83CrUblB911j32wLNQb0ltSlVI4QUAKadUCHAI+HCuh5wAvOIgENCNDfCrFp+sOhIAF9HjjbalRq0BXv6nkDVAsA0Hu8lw+bIaAENOuAdgc+DxVQ4+nMXc4iAQ0I0LuBs9JbQQL6BXCY1ajUoOsPtPrVU6sxoI8BV/k6ElACmnVAdwL+ChXQxz0X8hPQgAA91PUFzSABLS60lpqv3KB7Cigc563VGNDnE4s1u0NACWi2AS2ph5YZUMoCoG8DvZ1FAhoMoPOK0MQx30aQgGptUcuaf6YSg858A9Q/U0mNAX3N9fTaDgEloNkGdApwQLiAGkfQxVkkoMEAarzIPcWxGSighwDfmLf/PuhEb4BqAQD6HtDL15GAEtBsA/qi8Zc8XEAXpufntUJAgwG0G/CMYzNQQM8CXjJv/33Qid4A1QIAdBIQ93UkoAQ024DeANweLqBaczR2FgloIIAWN0TdPxzbgQJ6iz3L078OOuEboFoAgE5Jfo7lDAEloNkG1FyjNmRAdwTmOzYJaCCAjgaOdRYDBdR43dLfvP23QSd+A1QLANDfRAsxE1ACmm1AOwG/hQzo4cDXjk0CGgigp3q+qhMooF/b71v/y6Az3wA9qERUqzGg80VrcRNQApptQJui0d8hA3qa8STYsUlAgwB0ySaoNdNZDBTQRbWxpXn7L4PuLGCzGcJajQEtiSVnhHKEgBLQLAP6K7DHspABvQp42LFJQIMA9E3juZ+rGCig2lYoNC+RyjzoRgO1/HPOWakxoFpdbO7rSEAJaJYBHQf0ChvQe4FrHZsENAhAzwFudxWDBfTQxITwGQfdjCbytepqDmhzNPV1JKAENMuA3mHgFTagY4ABjk0CGgSgbRFzrxkULKBnJyYwyDToFu4OHCp8A1QLAtC2KPJ1JKAENMuADgCeCxvQz9yr2hHQAACdAOzuLgYL6HDgJi3zoLsE2Fz8BqgWBKAdAN9i3ASUgGYZ0IOAb8IGdCawp2OTgAYA6JW+V8/BAjoW6KdlHHSf1EKh5A1QLQhA9wDmeDsSUAKaZUBbo2hx2IB6Pg8goAEA2hH40l0MFtDvgIO1TINu8S7ItFJdzQHtDEzzdiSgBDS7gM4BOmqhA7oVCh3fliagNQf0W/9CxcECuqQIbbVMg24o0C7D47HmgB5pfx3fGQJKQLML6HvA8eEDup/ryQQBrTmg1/uf/gULqLYNCv7MMOi+qoPY+AAGnRzQE4CJ3o4ElIBmF9D7gUHhA9od+DC9RUBrDmgn4CNPMWBAj7AW/JQNupJ9gNODGHRyQE8F3vV2JKAENLuAXgg8ET6gxlE8m94ioDUG9LcCbOZd6T1gQM8FnpMPuluB1rPVAjogubCdIwSUgGYXUON5xGfhA3qL66JvAlpjQO9yX1lrJWBA77DWJJIMuqkNzD+JagG9VLCuMQEloNkFtJ35TlbogI5yvWNHQGsMaBf37AJWAgb0FeM1umzQlRq/v3swg04O6FDgIW9HAkpAswrowkJspYUP6HigZ3qLgNYU0N+L0HyxtxgwoFOBzrJBdx/QfLpqQG/2rEVohoAS0KwC+ilwVAQAneqa+IKA1hTQR0TLXQQMaEkd8+Jd4aD7tSnwqKYa0LuBG70dCSgBzSqgjwMXRwDQRQVon94ioDUFtCvwvK8YMKDadoj9IR50xq8/3LxVC6jxV2KwtyMBJaBZBfRKYGQEANVaoGF6g4DWENCFDVFvga8YNKBHA5OEg+5JoNGPZkMtoM9Zf/zdIaAENKuAdgPejwKguwBzUxsEtIaAPu+enMVO0IBeYH4KLhh0s1oCI6yWWkBftVcVcYaAEtCsAtoB+D0KgB4FfJHaIKA1BLSXe4JqO0EDOsKcxVUw6E4B9k9cg6oW0PGCN3oJKAHNJqCLi7CpFgVA+wGvpjYIaM0AXdIctWf7i0EDOg7oIxh0Y4C69nfU1QL6GdDN25GAEtBsAvp14tPv8AEdar0Xa4eA1gzQ14FDBMWgAf3RXBbTN+j+2NK6wN6KWkC/sz+qcoaAEtBsAvpc4gsr4QP6gHP2SgJaM0AHAHcKikEDWloXrf2D7ixg5+QlqGoB/RXY39uRgBLQbAJ6DXCHFgVAxwJnpTYIaI0ALW3jXcwjkaABNaccnecddOMLUGtCckMtoPOA3bwdCSgBzSagPYE3tCgAOhk4JrVBQGsE6EfAXqJi4IAeB0z0DLri7czZvZJRC2hJzHnxcCIElIBmE9Ddgd+0KAA6x/lsgoDWCNCBwHWiYuCAXgyM8gy6S4D2C1NbagHV6mALb0cCSkCzCGhpIzQxb8MHVKuP1qk2Aa0RoNslFhz2JXBA7wWGuQfdp7VRMD69qRjQ5mjm7UhACWgWAf0R6GTeRgDQrVGQmv2CgNYE0G+ADsJi4IC+CfRyDTpzGaTzHT+gGNA2/nWN8wzQlbJUrJOWVq6Vd1u5cuN6367Vur7BaqzRV8k7lm+Q11brq+XFDeXi/RV6xcpV+hp5x/Ub5bWV+lp5bV2mE1Cx3v4ZwT2szXQCNgpOgDECzjBv12Q6AeXuE2AMpfSO1ZlOwIYMJ2CV9/APAmYk2+srMhyNnuFYK3PmhKnMmVur6/57qMqZc6XKZ858vJnxnTlnzDN3IzBYWKzJoBM+3mYD+7oG3bVAuxLHDwQx6FY7H29m0oOuA7DM07Gag87jVmQArQj7AJiMuQ8YEfYx2OlrvO4M+xjyI3sD32fnN1U0Qivn9oy6iH2YnV9tpRPwj5I7jgygfAkvSzRewp8BvGTeRuAl/CWO6cX5Er4GL+F/jqGtdzGPRAJ/Ca/tCPyZPnPmMkinueqKX8IfAPzi6ZhnL+EJqCzRAHQ/YKp5GwFAhwO3JdsEtAaA3g6cIy4GD2gc+Cx95qxlkFx1xYAeAXzr6UhACWgWAd0E9UrM2wgA+rRjbjICWgNADwLeFBeDB3Qg8FTqzCWWQXJFMaDHA596OhJQApo9QGcCO1uNCAD6PnBSsk1Aqw/onNqCxTwSCR5Q8wu4qTPXBTjRU1cMaG9gvOYOASWg2QP0baCH1YgAoD8BByTbBLT6gD4InCopBg/oO0Cv5Jm7P7EMkiuKAR0AvOLpSEAJaPYAvRsYajUiAOiSQmydbBPQ6gN6HDBaUgwe0N+ATvaZM5dBesRbVwzoJcAzno4ElIBmD9Bzk598RwBQrTXqJZsEtNqArqyPBgslxeAB1RqjuX3mugrmllMN6BD/vNEElIBmD9AuwOdWIwqA7gbMsZsEtNqAjhNMMpyMAkB3AcqsMzcquQySK4oBvSm5dEg6BJSAZg/QNqhVbDWiAOgx5hJliRDQagN6GvCYrKgA0BOAb8wzZy6DdJe/rBjQEcBNno4ElIBmDdA/UtOBRQHQ/sBYu0lAqwvoPy1Qe46sqADQy4EXzDPXM7UMkiuKAX0YGOLpSEAJaNYA/Rg4LtGKAqDDgPvtJgGtLqDvAodKiwoAfRC43jhzr8VSyyC5ohjQZ4BLPB0JKAHNGqDGH/CBiVYUAH0w/XSCgGYAVJs26eNPpkyZMm327NlLvD90nv9dwXQUAPoe0LtMm9fWcFTUUTGgryQWpHGGgBLQrAE6EHgo0YoCoK8BZ9hNApoBUOP/mjO1mjZtunm7du123XXXTgcf3BgF3m+Hp6MA0JnAXmXmuy+7CS/eVwzoeINvT0cCSkCzBuhxwEeJVhQA/RI40m4SUDmgcxsgYzrJ71UBoFpTNC17pwC1PxN2VAzop8Dxno4ElIBmDdD2iM1PtKIA6Lzk90oJaCZAhwPbd+vWrcvBB+9vPOls367dlsZT0LopPwuekN+rCkD3AH7eFrhC3FExoN8CR3g6ElACmi1Ai2ujjd2MAqBaI7SwWwRUCmhpe+ADYZ+5s2fPmPKL711RR1QAehJwoEF6sbijYkB/8a9rTEAJaLYA/Tz9iW0kADWeENvjkIBKAX0F2PFf14WXRAWgg6ynve9KOioGdC6wu6cjASWg2QL0aeA8uxkJQA+yJycloBkAPQZ4LEqAPmICep6oYkYxoEuM576ejgSUgGYL0KHAPXYzEoD2TE1ORkBlgP5QiCYrowToB4afbefLOioGVCtKvQmVDAEloNkCtAfwtt2MBKADgScTLQIqA9Q4R+f+67LGsqgAdE4MsdekHVUD2hzNPR0JKAHNFqA7AzPtZiQAvR24OdEioBJAizdB7JtIAap1wdnyjqoBbYM6no4ElIBmCdCSetgk2Y4EoM8BFyRaBFQC6ENAl39dF14aJYAuXaB40GUCdDvAc9kBASWgWQL0e2C/ZDsSgH6UWhKCgEoA3QN4IWKAKh90mQDdDZjn7khACWiWAH0p/dXJaAD6C7BvokVAxYBOANouIaDpM7c/8Ku7IwEloFkC9Ebg1mQ7EoCW1EK7RIuAigHtBVz3r6tyypN/gB4OfOfuSEAJaJYA7eNYkSsSgGqbo05iTkkCKgRUq4OiGQTUMei6AZ4v4RNQApolQDsBPyXb0QB0z+RlAQRUCOhwoNe/rwsvT/4B2su3rjEBJaBZArQpGqTmEI8GoF2TzycIqAjQjf8DPiSgzkHXH3jV3ZGAEtDsAPqr83vE0QB0ADDGahBQEaBvAXtqBNQ56C4GnnN3JKAENDuAvg70TG1EA9Brk98tJaAiQI9KzH9NQNNnbjDwqLsjASWg2QH0DuCa1EY0AH0EGGQ1CKjgzM0sQHNzxXcCmj5zNwJ3uzsSUAKaHUAHOF/9RAPQN4C+VoOACs7cpfYKVgQ0febuSn37NxkCSkCzA+hBQHodxWgA+g1wmNUgoP4zt6AZCq3Z/gho+sw9BAx1dySgBDQ7gG6KovQ6YNEAdAGwg9UgoP4zdzdwgtUgoOkz9zRwqbsjASWgWQF0bgwd01vRAFRrYs9ORkD9Z24H6xomjYA6B91Y37rGBJSAZgXQ94Bu6a2IANoBMfNjEgLqB/RtoH3irBDQ9Jl7FzjV3ZGAEtCsAPoAcGV6KyKAdgGmmLcE1HfmTgAeSDwsCGj6zE1Mvq+RCgEloFkB9CLg8fRWRADtbc+RT0C9Z+6XIjRcRkCtOAbdN8CR7o4ElIBmBdAjgU/TWxEB9HJbdQLqPXNXAefpBNSKY9BNAzq7OxJQApoVQLdCwZ/prYgAehdwg3lLQD1nbvFmwI8ENBHHoPsd2MPdkYAS0GwAurAQWzk2IwLoC8C55i0B9Zy5J4EDNhLQRByDbjHQwd2RgBLQbAD6mfvNo4gAOsG+NICAes7cfsBTBNSOc9AVoa27IwEloNkA9HHgIsdmRACdDnQybwmo+8xNjqH1IgJqxznomqYXRkyEgBLQbAB6JfCAYzMigJbaTygIqPvMnQEM1gioHeeg2xx13R0JKAHNBqDdgPccmxEBVGuL2iUaAfUAOq8hak8joMk4B922iJW4igSUgGYD0I7AbMdmVADtBEzXCKgH0FuB7hoBTcY56HYB5ruKBJSAZgHQJUVo7axFBVDjifEEjYC6AS3dFniXgKbiHHT7Ab+5igSUgGYB0G+Ag5y1qAB6LjBaI6BuQMcCO2oENBXnoDvM/vJvKgSUgGYB0Oc9s9hEBdAbgBEaAXUDenRipRMCasc56OLAJFeRgBLQLAB6DXCHsxYVQB8DrtAIqAvQHwrR5A+NgKbiHHS93B+GElAzBFQ5oD2B1521qAD6VmJ6MgLqOHOXAuebtwTUjnPQnQW85ioSUAKaBUB3B3511qIC6BSgi0ZAnYAWt0Dsa7NBQO04B91FwPOuIgEloOoBLW2EJq5aVABdGLO+20xA02duJHCo1SCgdpyD7irgMVeRgBJQ9YD+ZH9lMpWoAKo1t2QnoOkzt3viwgQCmopz0N0A3OsqElACqh7QV4A+rlpkAN0B+IOAOgD9BGi7xGoRUDvOQXcncIurSEAJqHpAbwNudNUiA+hh1mLLBDR15noB1ydaBNSOc9A9CFztKhJQAqoe0H7AS65aZADtC7xBQNOAzqyDujMTTQJqxznongYGuooElICqB3R/4HtXLTKADgIeIaBpQK8BettNAmrHOeheBs52FQkoAVUP6Cao657DJjKA3gNcR0BTgJZsCXxk7yOgdpyD7m3vu/kElIAqB3QmsJO7FhlAX7KeURBQ+8w9D+yV3EdA7TgH3QTgRFeRgBJQ5YC+Y02P5kxkAP0U6EpAU4B2AR5O7iOgdpyD7mvgKFeRgBJQ5YAar5OHuGuRAdR4crwnAU0C+m0BNlmY3EdA7TgH3c/Aga4iASWgygE9D3jKXYsMoKV1sDkBTQJ6jvMzZgJqxzno5lh/cB0hoARUOaCHAp+7a5EBVGuHWksIaALQBU1RODW1j4DacQ66RUBHV5GAElDlgLZFrWJ3LTqA7gv8QkATgI4AjkvvI6B2XIOuNrZ0FQkoAVUN6IICbOupRQfQE83rdgiodeZ2cM3VRkDtuAZdE7RwFQkoAVUN6MfAsZ5adAC9AHiOgFqAvgVsV5reR0DtuAbdZqjvKhJQAqoa0Ie9X3+LEqA3m3PlE1DzzB0PDHfsI6B2XINuG8+6xgSUgKoGdCDwkKcWHUCfNHUnoMaZ+6U2Gvzu2EdA7bgG3c7WW5A7pwAAIABJREFU9F3pEFACqhrQ49JfD0wmOoC+C/QioCagg4CznPsIqB3XoNsHmO4sElACqhrQ9ojN89SiA+hU4GACagC6aDPPgpME1I5r0B3qmReHgBJQxYAuqo023lp0AC0uwHYE1AD0CaCzax8BteMadF09f2YIKAFVDOjniYXbXIkOoFoLNCSgBqD7Ak+79hFQO65B1xN431kkoARUMaBPA+d6axECdGdgHgHdMDmGTRe59hFQO65BdyYwzlkkoARUMaBDgbu9tQgBeiTwJQHdcLpvwhcCasc16C4EXnAWCSgBVQxoD+Btby1CgJ4BvEZAtfqoPc29j4DacQ26QcDjziIBJaCKATVeI8/01iIE6BDgQQJ6N9DDs4+A2nENuuuB+5xFAkpA1QJaUh/NfbUIAXo/MOw/D+jq7YDxnn0E1I5r0N0B3OYsElACqhbQqcB+vlqEAB0L9P/PA/oWsKN3HwG14xp0I42/t84iASWgagEdA5zhq0UI0EnAsf95QI8D7vXuI6B2XIPuKc/EDgSUgKoF9CbgFl8tQoDOBnb/rwP6RSGaLvDuJKB2XIPuZeAcZ5GAElC1gPYFxvpqEQJUq4dN/+OA/tERuMC3l4DacQ26t4G+ziIBJaBqAd0b+MFXixKgW6Nw+X8b0JOAdrN8ewmoHdeg+8SzwiwBJaBqAW2OBqW+WpQAPQCY/Z8GdDhQ5yv/bgJqxzXovgSOdhYJKAFVCuhvwG7+WpQANZ5/ffZfBvSDImCk4MwRUDuuQfcTcJCzSEAJqFJA3wB6+mtRAvRi4KX/MKCz2gI91hDQVDMzoLOBvZzFrAD617infqtQhqbrN8kOmICGBOidwDX+WpQAvQ24+78LaEkXoOMCAlpZQIs96xqrBfStM282/p3QAsCRyxTbaYWAyhIWoAPMRdt8iRKgTwNX/HcBvQJo+KVGQCsLqFYb7ZxFpYBeBvTT9X82h5n9lOupE1B5wgL0YOBrfy1KgL4H9P7PAvpSAWJPawS08oA2RktnUSWgk4Cia3T9YeDB6YOB99T7SUClCQvQTVG02F+LEqA/Agf/VwH9oTlwsUZAqwDopmjgLKoE9ES0mWvcHI7jjH+PRg/VeuoEVJ6QAJ0bQwdBLUqALi5E+/8ooMW7Afubf98IaKUB3RoFzsvyVALaAbcb/66tgyeNmyewq2o9dQIqT0iAvg/EBbUoAaq1QoP/KKCnAS2tWUAJaKUB3QlwfutVJaD18abx72RgtnHzHhqp1lMnoPKEBOhI4ApBLVKAGk/DMvx/zGNAHwFqvWW1CGilAd0bmOHYVAno5njZ+PdmbGpuPItNFONphoDKEhKgFwOPCWqRAvQY4OcMR5O3gE6qB9yUaBLQSgPaBZjq2FQJ6IEYaPy7J840Ny7CHorxNENAZQkJ0KOATwW1SAF6lmehRc/R5Cug89oDx9hv5xHQSgN6HDDZsakS0BvR4KOKx4DXjfa0OuirnE8CKk9IgP4PBb550rSIAToMGJXhaPIU0NKuwNa/2xsEtNKAngJ84NhUCeiypkARsM1avaxrXcR+UO8nAZUmHEAXFrovO04mUoCOTL2SFR5NngJ6DVB3YnKDgFYa0H7GM0LHptIL6Se3Aoxnobo+37gdolxPnYDKEw6gnwFHiGqRAvRVwcL1jqPJT0DfqAWMTG0R0EoDegEw2rGp9quci0ddfOss43b+FvG3FdOZCAGVJRxAnwAuFNUiBegXQNcMR5OXgP7aGuif3iSglQb0SuAJxyZnYyKgCgEdBNwvqkUK0LnAHhmOJh8BXbyv8d9cnN4moJUG9Dr3QzobgG5QB6Y3BFSWcAA93r9arpVIAao1ROsMR5OPgJ4HNHNejENAKw3o7cBwx6ZiQOcPO6RFAfSNw+ZIfuCTkxfbrTVP9D95yJhyV9W1T75BQK1EENCOwGxRLVqAbouCYmkxHwF9LoaCl51FAlppQEe652dUC+ht9ayJmPRyxIaJf2JI3AZUuyQe7xuPD13uKLr2yTcIaCLRA3RJHclzu2gBepD72mjP0eQfoF83Aga7igS00oCOAi53bCoF9FYDz/bdTECN/2OXCH5g1ah4EtCr40M0vfiC+L2OsmuffIOAJhI9QL8BDhTWogVoT8kbDYmjyTtA/+gAHLzEVSSglQb0Jfc1GyoBnR7D9hOMolHV4ij41Vv/aNBJ8SSg0+O9zWeTS07oVpru79wn3yCgdqIH6POuj3odiRagAzNdSZ9/gBp/L9rMdBcJaKUBfRM4zbGpEtBz0GSengBUX9cBZ3nrT/Tp06ebDeio+N3W7dD4W6m6a598g4DaiR6g1wK3C2vRAvR24Bb50eQboMOBoo88RQJaaUA/Ano4NlUCuhOu0pOA6vdgL9HP9LEBvTo+0bp9xfGq3LVPvkFA7UQP0F7Aa8JatAB9VnK1auJo8gzQ94uAEd4iAa00oF8Cxzg2VQLawJqNyQb0HTTOBGi/+DTrdmL8ylTNtU++YWb5N4mULZOkYo2ssmzZal1eW7ZxrW/XCl1fbzVW6cvlHTesl9dW6CvkxfUbJEeiVyxbrq+Sd1y7UV5bpq+W19ZUZOhYkTgBa3TBPazS/5F3LF+3bC9ghrC2MtMJ2OA+AYYj6R0r9JXyjuvL5bVMZ+4r4ED5neoZ/i+vyfTQqfA/dFLJ+NApTz68dP89VOXMubIicQJ+3wLo5SuuE5y5Cj3xsPgn00NnbcaHTg0GnfF4E/8PUz7oXI+3xA7nkfwKHOLYrOagqxSgzfB4GtCH0SQToCfH51u338UvSNVc++QbZqbumUhWVq5jKpsmaBr2IVQmGzdB3TVhH0R2svEoYOdVYR9FLqdMxfJuYkD3Ri+raFVPF89InwT0hHiJdftrvH+q5ton3zBDQKOYhVlaSrDGOQH4NOxjyE6uARpND/sgcjprgV0Cv1MxoHfAmpLeAvTT2uLZRJKAnpZ6TjkwVXPtk2+YWXBrIkvXSKJvkFXWrFmvy2trKvwd1+p6udVYp6+Vd9xYLq+t09fJi+UbJUei68avztBxQ4W8tkZfn6FjJU7ABl1wDxnP3Mbyd4EzxLXMZ859AozTnd5RrTOXuJcMJ+BeYJj0aPQMx1qZMyfM+ko8dNbrgkdtxhOwMeMJMDqOK0DsJUFRdOaMl/CJRsaHTsbHXA0GnfDxZkb5oHM93hI7XB1rYWvHVjUHXaUAXdkGta5caAJa8UZztFmaCdBL479YtxPjN6Zqrn3yDWf4IZIsYXyIdBtwg7gWrQ+RtO+Mp8rSo8mjD5GmNgcuERX5IVKlP0TSGqGVY0vphfRTmwFoazw4WwOxj4U/kgT0+vgk63Zc/MFUzbVPvkFA7UQO0H7Ai+JaxABd1QpFonmfraPJH0CLdwUOECwyTUCrAmhrNHRsqf0qZ8nFRUhk76/EP9EndR3oAzaa76Zqrn3yDQJqJ3KA7g9MEdciBujq7sA42dHkD6CnAa2mCYsEtPKA/s+1rrHq2ZjmPjSwa6dTrn2jQlJPAjotfvpa4+af7j1WpmquffINAmoncoC2QJ0l4lrUAB3p/oKz62jyBtAngFpvi4sEtPKA7gj8md4Kez7QJKD6lfE7y/W1Q+P3mxvvvDXTt0++QUATiRqgi4AdJbWoATrNeI0kO5p8AfSnevKlSwho5QHtBDi+CBsZQBf1jfcc1CN+rjW/Uo/4i7598g0CmkjUAJ0AdJfUogZoeSvU/kNyNHkC6Lxt0otw+kJAKw/oIa65u7IC6F/jnvpN8ho+BaheNrLfif1HJa7xtQF17cuwQUCtRA3Qh72TpqUTNUA3ngCMlRxNngDaE9h2rqxIQCsPqHtdY7WAvnXmzca/E1oAOLJK17g/9kpVfjodAipLCIBeIp/kKHKAjgAulRxNfgA6qwj1JkmrBLTygJ7sWtdYKaCXAf10/Z/Nrc/hq/SdlNsmE1Bvcg7QowDZkI0coF8Be0mOJj8AvQfoK+9IQCsP6BmudY1VAjoJKLrG/BY8Hpw+GHiv8g4+c8E6AupNzgG6JWrJVsqIHKDaZqglfoGbJ4AeALwp70hAKw/o+a6rm1UCeiLazDVuDsdxxr9Ho0flHZy4onp+ElBpsg/oPwXYRlaLHqA9gDHio8kLQH8pRKsMv5GAVh7QK4An01sqAe2A241/19bBk8bNE+LJRAIOAZUl+4B+65440ZXoAWq8xL1YfDR5AejNxn9ehocOAa08oNcCD6S3VAJa35pLZDIw27h5D41U66kTUHmyD+izwEBZLXqAGtzvLj6avAB0d+BLAiovVgHQ4a51jVUCurk1ofLN2NTceBabKMbTDAGVJfuADgUektWiB6jWBoVzhEeTD4B+F0ObCgIqL1YB0AeAa9NbKgE9EOZkc3viTHPjIuyhGE8zBFSW7AN6IuBdeieVCAJ6CjBaeDT5AKjxx2xgpocOAa08oE8CV6S3VAJ6Ixp8VPEY8LrRnlYHfZXzSUDlUQLomxdd/eC4LyXzGHVAbJ7sTiMIqPHE4nzh0eQDoB2ASQQ0GEBfBM5Lb6kEdFlToAjYZq1e1rUuYj+o95OASqMC0Hn1E1NtNe14eN+r7h87+XdncVFtbCG90wgCOhXYWXg0eQDoJGD7pQQ0GEDfAE5Pbym9kH5yK2N0NfhI1+cbt8IJ6YMOAZVFBaCvwpMG2x3S68oRoz8zJ1v4AugivdMIAqq1RcEs0dHkAaADgaEENCBAPwROSm+p/Srn4lEX3zrLuJ2/RfxtxXQmQkBlUQHoEKDX4NOP6NjMCynqbn1AZ+Ac6Z1GEdDewLOio8l9QEu3BL4loAEBajwzODa9FfZsTAGHgMqiAtDDgU+sxp9fv/7QsP5H7dLSzahv+fFUogjog2Lx8wDQ8eYlWgQ0IEB/AA5Jb2UN0OUnXKqETHcIqCwKAC1thvqeCZOLv3/70evP7rrnpgWGn7W+kN5pFAH9EdhBdDS5D+jZwM0ENChAZwKd0ltZA/Q91FdCpjsEVBYFgH4JHCw74Yt/Gj/2G/mdRhFQbSvEZvpruQ/oklYo+JmABgXoQtc84UoBLb+n2052OhagmXI+Cag8CgC9HxiacUkPeS2SgPYBnhYcTc4D+grQWSOgQQGqFeJ/6Q2VgG48xvWO2Hnq/SSg0igAtC/wVj4B+ggwQHA0OQ9ob+AeAhocoA3ROr2hEtBxwFb9jgPOOm/Abmj4imxduSBDQGVRAGgHYEk+AfoL0EFwNLkOaHEz1J5JQIMDtBUapTdUAnoctvtH17vjA12vuBCD1fNJQOUJHtC5Bdg686qc8lokAdW2Qew3/9HkOqDPAkdqBDQ4QLdCYXpDJaDb407j38dwnfHvmq0Lp6nWUyeg8gQP6FigV34BeoZrpsfk0eQ6oMcDj2oENDhAdwDSE4WrBLSB9S34ScYwM3I/zlaMpxkCKkvwgF4F3JNfgD4OnOk/mhwH9I/6qDdfI6DBAepa11gloK0sQP/EnubGBPxPMZ5mCKgswQPaBfg8vwCdHkN7/9HkOKCPACeatwQ0KEAPBn5IbagE9CCMMP7dWLfIXODoR9RVradOQOUJHNDSpqi/NL8A1bYDpvmOJscBPQJ43rwloEEBegyQ/oqISkDPwXbGY0DfFe8Y/47Glqr11AmoPIED+jnQOfOicrkH6FnAY76jyW1AZxehifWOHQENCtAezoluVQL6EdDhAV2/EDuX6Et2xBHq/SSg0gQO6H3AwHwDdJRrpjL7aHIb0LuBPlaDgAYF6GnOBU6VfhOpN9BG138pRL0d68JaIEl1CKgsgQPaBxidb4DOiGFr39HkNqAHAK9ZDQIaFKDnAS+lNpQCuv72dm2Nm9utLyL1V42nGQIqS+CAbo/YjHwDVOvo/HzAPpqcBtRczjgx4QsBDQrQy4FRqQ3Vk4msNf/5+LQuZ7+h0s1UCKgsQQM6p8B4spZ3gA4AHvYeTU4DejNwdqJFQIMC9BpgZGqD84ES0GoBOhbomX+APgOc6j2anAZ0d+C9RIuABgXocOD21AYBJaDVAnQQcFf+ATqrAO28R5PLgH4XQ9vSRJOABgXo/cB1qQ21gG549oznzdvjTn6yXK2cdgioLEED2gX4NP8A1XYEpnqOJpcBHQIMtJsENChAnwCuTG0oBXTe9saTXbOxF9B5vmI7rRBQWQIG1LyMfnEeAnqu8/2txNHkMqDmcsZ2k4AGBeho4ILUhkpA1xp+Nhtjtm5pB+y+UbWeOgGVJ2BAJwMHankI6PNAL8/R5DCgnwLbJdsENChAXwf6pTZUAvoAcPWGRLP8RuARtXZaIaCyBAzovcBl+Qjo74Xe1exzGdBLjBGYbBPQoAD9ADg5taES0M44Nr1xonNDWQioLAEDeirwYj4Cqu0KTHEfTe4CWtoWSC1MRUCDAtR49XVcakMloJtgVHrjWc7GlE7uA7qdtQBbHgJ6AXC/+2hyF9DxwJ6pDQIaFKBTgS6pDZWA1sGr6Y1xnI0pnZwHdE4BttHyEtAXna/PrKPJXUAHALemNghoUIDOAPZObagEdCsMSW9cjXbK2EyHgMoSLKAvJz5ryUNA59XCpu6jyVlAl7Q0lzNOhoAGBegCYKfUhkpA+2PTBcl28WY4XaWcdgioLMECeiUwQstLQLU9HO8bWkeTs4C+Yl0pkQwBDQrQ0gLHlDMqAf2xEB0/TjS/2A11f1RrpxUCKkuwgB4CfKblJ6CXAHe7jiZnAe0N3JveIqBBAao1cLxIUXoh/W0Aduw79IYzOxmNh5XrqRNQeQIFtKQxGppz/OQjoC8D3V1Hk6uAFjexljNOhoAGBmhLNE611X6V85k2sNPsHtV2WiGgsgQK6CTgIPM2HwGdXxutS51Hk6uAPgMc5dgkoIEB2g61Um3Fk4msufvobWphi0OuXqpYTjsEVJZAAb0HuNy8zUdAzUUXv3QeTa4C2s29PgkBDQzQjo51jbMwG9OGVen2yKYK1HSEgMoSKKC97Tm58xLQgcCdzqPJUUCTyxknQ0ADA3QvYHayneXp7EYonviOgMoSKKDtrcvo8xTQV4DjnUeTo4A+bC9nnAwBDQzQg4Cfkm0CSkCrDOicAmxrNfIS0AVFaOF4EzRXAT3cXs44GQIaGKBHO97kIaAEtMqAjklOWZSXgGr7AJMdR5ObgM5KLmecDAENDNDuwMfJNgEloFUG9IrkpZL5CajxnzfccTS5CeiI5HLGyRDQwADtC7yVbBNQAlplQA9OTtObn4C+DnR1HE1uArp/cjnjZAhoYICeA4xJtgkoAa0qoMnL6PMV0IV10KwkfTQ5Cei01HLGyRDQwAC9DHgq2SagBLSqgE4CDk608hNQ89nbZ+mjyUlAbwLOcdcIaGCADnOs+0JACWhVAb0buCLRylNAr3JOA5ebgO4GvO+uEdDAAL0NuCPZJqAEtKqA9kq9BZSngL4FHJM+mlwE9LsY2pW6awQ0MEDvA65PtgkoAa0qoNsiNivRylNAi+uhSeoNxJwE1LGccTIENDBAHwcGJdsElIBWEdBZMbS3a3kKqPlVk09SR5OLgDqWM06GgAYG6AvAhck2ASWgVQT0JaC3XctXQIcCN6WOJgcBnehYzjgZAhoYoOOAM5NtAkpAqwjo5cA9di1fAX0XODJ1NDkI6MXAMG+NgAYG6PtAz2SbgBLQKgJ6YPrlYb4Cuqg+GiffBM1BQM3ljL/11ghoYIBOcnzTgoAS0KoBuqQRGiVxyVdAtS7Ah8mjyT1A33UuZ5wMAQ0M0O8d6xoTUAJaNUA/BQ5J1vIW0GHAdcmjyT1A+zuvY02GgAYG6HRgn2RbJaADXlvm3fV2LxVspkNAZQkM0LuAK5O1vAX0PeCw5NHkHKDu5YyTIaCBAfoHsHOyrRJQoNaBt02tUEumOwRUlsAA7Qm8nKzlLaCLG6HBIvtocg7QsfaKVe4Q0MAALS3ANsm2WkDNtD79pb/Uy2mHgMoSGKBbpy6jz2NAtcOA9+yjyTlAewH3+WsENDBAtfrYLNlUCej85/q3twwt2Of6rzeq11MnoPIEBejMmOMSw/wF9LrUhUA5B2hxExTN8tcIaHCAtkCTZFP1h0iLxpy/Y8xEtHmvZ9TaaYWAyhIUoKOBU1O1/AX0w9QHrTkH6DPA0YIaAQ0O0C1RO9nMxqfw2rhLdy8wDFXnZioEVJagAB0I3Juq5S+gS5qgXmJFjJwDtBvwuKBGQIMDtCNgv0OeFUDXf3n7sQ0JqCM5DGhn54JB+QuodiTwbuJocgzQefXcyxknQ0CDA3RPYI7dVA3o6ok3HFrPeiO0ZQ+1dlohoLIEBOiSBmiSnq09jwG9CRiaOJocA/RhoLuoRkCDA/RAIHmdmEpA/3lv6AFFiU/iT3noV/V66gRUnoAAnej4EkZeA/oJcGDiaHIM0MOBF0Q1AhocoEcBX9tNlYAWWnhu3vvR6erltENAZQkI0DuBq9K1PAa0pDnqLLSOJrcAnVWEpsWiGgENDtAT09MdKr4OdJObZ6lX0xECKktAgJ4CjE3X8hhQ7Rh77docA/QuoK+wRkCDA7QP8LbdVH4hffuznpqtHs5kCKgsAQH6P8Rmp2v5DOit9nPtHAN0P2CcsEZAgwP07PS38VQC+tNDvdsk3gI96b7vy9XrqRNQeYIBdGYMHRy1fAb0M2B/62hyCtBpBd7ljJMhoMEBOhB42m6q/hR+/gvn7WRdSN/wyJvU2mmFgMoSDKAvuF8g5jOgpc1R9KeWa4De6FvOOBkCGhygVwMP2s1sXAda9vbgA+rwOlBHchZQ40/v/Y5aPgOqdU28GM4tQHf1LWecDAENDtBbgTvtZjYAXfvpDYcQUGdyFtADgC8ctbwGdDhwhZZjgM6AbznjZAhocIDeC9xgN1UDunbSTV3qWhOK7DVMrZ1WCKgsgQDqvow+zwGdnJg2N6cAvQ64TFIjoMEB+lj6Yj6VgK77/ObDEt9C2vT0F71d1ISAyhIIoBOAQ521vAa0tCWK/sgxQDv6lzNOhoAGB+jzwEV2UyWg9S08i7rc8aN6Oe0QUFkCAfQOYLCzlteAascDr+QWoN8CHWU1AhocoK8BZ9lNxdeBbnvR2yvVs5kOAZUlEEBPtkhJJ78BvRMYmFuAXiFYzjgZAhocoO8BveymSkCPf/h39WS6Q0BlCQTQrVDwu7OW34B+CXTKKUBL2wmWM06GgAYH6CQgbjez8Sn8BnVgekNAZQkC0Bnuy+jzHVCtNWrPyyVA3xEtZ5wMAQ0O0CnpzwIUAzp/2CEtCqBvHDZHsZx2CKgsQQD6gvd71nkOaHdgTC4BeiRwm7RIQIMD9DdgX7upFtDbEh/C6+WIZeMiJgIqTxCAXgo84KrlOaB3A5fkEKCfxNB8nvROCWhwgM4HdrGbSgG91ZxMpJsJaCPjoahcT52AyhMEoPsDX7pqeQ7oN8AeOQToUcCN8jsloMEBWhLDtnZTJaDTY9h+gvlhvK5rcRRkY0plAipLAIAu9VxGn/eAam1QOCdnAJ0QQ1PJt5DMENDgANXqYnO7pRLQc9Bknp4AVF/XAWcpxtMMAZUlAEAnA4e5a/kO6MnAizkD6NHADZKHjhkCGiCgm6Cp3VIJ6E64yipa1Xuwl1o7rRBQWQIAdAQwxF3Ld0DvBy7IFUCNJ6BNSgiovBYkoG1RZLdUAtoAL1tFq/oOGqu10woBlSUAQE8BXnXX8h3QKcCuuQLoMcaft3UEVF4LEtAOqXWNVQLaDI9bRav6MJqotdMKAZUlAEC9l9HnP6DGM43CJbkB6MQYGs8hoFkCdA/AHgoqAd0bvayiVT0du6q10woBlaXmgJb4v2id94D2Al7LDUCPNacpIKBZArQzMC3RUgnoHcCbug3op7UxRLWeOgGVp+aAvgGc7qnlPaAjgYtzAtBJBcYTUAKaLUCPBL5JtFQCurINal250AS04o3maLNUvZ8EVJqaAzoYGOmp5T2gPwK75ASgx1kzVBLQLAF6AjAx0VJ6If3UZgDaAvu1BmIfK9dTJ6Dy1BzQg4CvPLW8B1Rrh5iWA4CaT0BnE9CsAXoq8E6ipfarnCUXFyGRvb9SbacVAipLjQHd0MB/nXb+A2qMlHE5AGhX/L+9O4GPorz/B/4JRxBv0Wqr1WoPFW1rW372sq21tVatTwhE5EYwIIgIKIcKKF4IaqkH4o3IX7zwAAFRRETxRBSVS0ARlDMZUYRAEpLs/OfaY3bmmU02O7Obnc/n9dJ95vlm9pmd483s7IURCgENDNC+wAyz5fe3MX05eegFp1903ayIv3BGQ0BlaTSgHwJnJ9fyH9D79IugOQ/oW+YJKAENCtAhsd81DuLr7AIMAZWl0YBOAq5NruU/oCuAX+Y+oMI8ASWgQQF6LTDZbBFQAlo/QLUns88n1/IfUOWnKNie64BqJ6AH6SegBDQoQG8G7jBbPgO6fv4r8fiMpx4CKkujAT0Bzb5MroUA0F7AjFwHtAgYbjQIaECATox98ZWvgL5zAhLjO58EVJ7GArpBey7rqIUA0AeBgTkO6NvaCeg6o0VAAwL0gdivK/oJ6JetEDSglbKoNdJS5T75bJWVkVpHV5Wqmp3VapV8xjrnjLFUq9XyYm2dZEm0h1el7pPPWBOR1yo9Z/RcAeaaew7o56g1dM3F4r3m7CtAW911CRNprDlzxvTW3IYCtJUvq/cK8NznUu86+1SXvdZlzZUA11ozeq4ArzXnsgIiqtWZ/j7XiIOuRpUM6/tBZ9vfzA7HjDOAq6wZ0zvoktxyt7E30PHl1Wti8d9PdV+NJGqdrFJTU6fKazUR54y1qhqxGl4zRuS1WrW24TNqD0/7n8eMdR4jpr8CrBlHAlMcNe8V4DFig1ZAdHU3eEb7vXitOY/H0RYFG9Oa0XOV12fX0fYzt50v+XF82gwHl9lmlIzYwF3H2N+MRiN3nYbPqO06dapkeX0/6GoT9zcjzhlfAQaYrTQPuiS33AFti2K/wUwOn8LL0tin8GcAHzlqIXjKFoZ0AAAgAElEQVQKr1wB3Cwt5sJT+GLgSqvJp/ABPYWfF/tdYx+fwkcK8VIAZtpCQGVpJKBb98fhzqHDAOhbwGnSYg4A+k4zHLDGahPQgAB9EygyWz4CuhtYEoCZthBQWRoJ6ALgP84dOgyAVp8IvC0r5gCgHYCh0TYBDQjQpbFPlfgIaPWBeCAAM20hoLI0EtDxwC0hBfR6YJismH1AE09ACWhQgK4C/my2/HwVvhRtd/tvpi0EVJZGAtoRWBhSQD8Hjpf9WFv2Ae2YcAJKQIMCdEPsuo6fgO76Dc5a7T+aiSGgsjQS0GPR/PuQAqq2A16WFLMO6JLm2D92AkpAgwK0rAC/MFt+Ajr3mZ+i+V9LR4+x4r+fBFSaxgG6WvsX12WHDgeg/wP6SopZB7QEGBKfIqABAaq0wjFmw09AgcDfSE9AZWkcoFOBAaEFdGtzHL7NvZhtQPUT0M8SlpWAymsZBbQNDjMbfgJ6YFL895OAStM4QC8HpoUWUPVM4Bn3YrYBvRAYnDBJQIMCNPa7xvw2JgJaD0B/D6wLL6CTgIvci1kGdEkL2wkoAQ0M0JMA80kJASWgqQHduh/aRMIL6Ff7Yf+vXItZBrQTcIVtWQmovJZRQH8LmN9NRkAJaGpA5wPnue3QIQH02wuAh1yL2QX0g6QTUAIaGKBnACuNBgEloKkBHQeMDTOgjwH/di1mF9CLgEH2ZSWg8lpGAf0X8IHRIKAENDWgxcC8MAO65TC0XOtWzCqgjhNQAhoYoO2BN4wGASWgqQH9MZqXhRlQpXvsJxzsySqgnYHL7UUCGhSgXbVTCqNBQAloSkD1X1arCDWgM4E/uhWzCejSFmi9OmlZCai8llFAY79rTEAJaEpApwJ9wg1o2dEoWOZSzCagXYCByctKQOW1jAI6GHjMaBBQApoS0IHA5HADqn+SYIxLMYuAaiegrVYkLysBldcyCug1wH1Gg4AS0JSAng4sDTmgrwMnuRSzCKh2AnqZY1kJqLyWUUBvAv5rNAgoAU0FqP42+vKQA6qcDCx2FrMHqNsJKAENDND/AjcZDQJKQFMB+gpwrhJ2QK+1f+rcSvYA7QoMcC4rAZXXMgrofcA1RoOAEtBUgN6iX/8LO6DLCnBMmaOYNUCXFbqcgBLQwACdFv33lIAS0FSAtgdeDD2g+oXgOY5i1gDtBvR3WVYCKq9lFNBno98RS0AJaCpAj0GLjQR0PHCxo5gtQPUT0OUuy0pA5bWMAjoP6Go0CCgBTQHoF8CvFQK6piUO3ZJczBag3YFL3ZaVgMprGQX0DaC90SCgBDQFoNOBUgKqKP8EHk8uZglQyQkoAQ0M0A+AfxkNAkpAUwA6GLifgBovvBYnF7MEaA+gn+uyElB5LaOArgTOMBoElICmAPQPwIcEVFG+OgCt1icVswPox4UodDsBJaCBAfol8FujQUAJqDege/fDEQoBVYyfYL83qZgdQHvKfiaUgAYF6HbgRKNBQAmoN6DvAOcpBFTLk8BZScWsAKqfgH7qvqwEVF7LKKBKIX5s3BJQAuoN6ETgOoWAatl2BJqvshezAmgv6e/UE9DAAD0MbYxbAkpAvQG9EJitEFA9fYBb7cVsALpCegJKQIMD9Bi0Mm4JKAH1BvTHaKH/IiUBVZSXgHb2YjYA7WO8rcw1BDQwQE8Etuu3BJSAegK6AjjN+BsCqpQfB7xvK2YB0K9bodDtu52NZSWg8lpmAf0NsEG/JaAE1BPQKdYFNwKqZShwta2YBUAHAJfIZiSggQH6Z8C4Hk5ACagnoJcZb6MnoEbeAn5uKwYP6CrtBPRj2YwENDBAz7Z+15iAElBPQP8ALDX+hoBqORVYkFgMHtBSoLd0RgIaGKDR3zUmoATUC9BtrdGm3PgbAqplbNLXGAcO6OstPE5ACWhwgHaxfteYgBJQL0DfiH5pAgHV80kz/HB7QjFoQLf92vFb8IkhoIEB2hd4Vr8loATUC9CJwCjzbwionj8DzycUgwb0euC4TfIZCWhggF4BTNNvCSgB9QK0RxQMAmpkYvSLdM0EDOiy/YHZHrsOAQ0M0KutF1cJKAH1AvQU6+1uBNTM54U4KOEUMFhAy/8OdPbadQhoYIDeCEzUbwkoAfUA9OsWON48iAmomfOAqfGpYAG9C2jzOQHNCUDvAG7WbwkoAfUAdA7QiYAmLusjwH/iU4ECuupQ4L6dBDQnAJ0MXKvfElAC6gGo9kTldgKauKybD0bhuthUoIAWAf9QCGhuADoVGKLfElAC6gFoMfA6AbUtaxfgrthEkIA+CbT+kIDmCKAzrI84E1AC6gHocWi2k4DallU7cv4SmwgQ0C+PBsYpBDRHAH0J6KbfElACKgd0bQHa1hFQ27JuPxLNYl/HGSCgvYHfbSeguQLoIusnBgkoAZUD+pT2zywBTVrWS4Ebo+3gAJ3XDC0WKQQ0VwBdApyj3xJQAioHdCRwBwFNWtb5wK+i7cAA3XISMFxvENDcAHSFdSWHgBJQOaD/AhYS0ORl/RnwltUMDNArgZ9v1hsENDcAXQ/8Tr8loARUDugRaLWVgCYv6wjgKqsZFKCLW6LZXKNFQHMD0G3AyfotASWgUkA/Ak5XCGjysn4AHFtuNgMCtOz02NfQE9DcAFQpxLH6DQEloFJAHwEuJaAOQPXfw5lntgIC9Gbgh1+YTQKaI4Aeav6uMQEloFJAL9e/cYaAOpb1ltgPswcD6LIDgP9n1QhojgB6NPbTbwgoAZUC+idgCQF1ArqqOQ7farSCAfQs6z2HeghojgD6cxSUKQRUDwF1B3T7ATiknIA6AVXOBJ42GoEAei9w2OpojYDmCKCnARsVAqqHgLoDuhg4SyGgLoBOAjoZjSAAXXs4MClWI6A5Aqj29Ez/V42AElAZoHcZb9choM5l/XI/7K+ffgQCaEfgL+WxGgHNEUD/CXyoEFA9BNQd0IuBxwmoG6D6N8s9qN8GAOjTQOul8RoBzRFABbBYIaB6CKg7oL8CVhBQV0CnWZ+E9h/Qr44DbkioEdAcAbQL8LJCQPUQUFdAN7fEMQoBdQV0Sxu0+EwJAtC+wKlbE2oENEcAvcT8uUUCSkAlgM4DLlAIqCugSk/gdiUAQF9pjhYLE2sENEcAHWRc4CKgCgGVAHoLcJ1CQN0BnQX8QfEf0O9OBobaagQ0RwAdCTygEFA9BNQV0BLgBYWAugNadgwKPvIf0FHATzfZagQ0RwC9AfifQkD1EFBXQE9Agf75awLquqzaM7jRvgO6Zj8UPG+vEdAcAfR24BaFgOohoG6ArivAScawBNRtWRcBJ/oNaN1fgJ5JNQKaI4DeC4xSCKgeAuoG6AygizEsAXVd1rbAmz4DOgk48vOkGgHNEUCnmlenCSgBdQf0WmCCMSwBdV3WUcAV/gK69hBganKNgOYIoM8A/RQCqoeAugF6LvCqMSwBdV3WZQU4psxXQM8HznPUCGiOADoX6K4QUD0E1A3Qo1C4xRiWgLov6+nAi34C+iBwcPITeAKaM4C+DnRQCKgeAuoC6MfWj2YRUBmgE4BePgK67gfAQ3scNQKaI4C+D/xbIaB6CKgLoFOj37pOQCXLuqYlDt3hH6CdgTMjBNSRXAF0OfBXhYDqIaAugA4G7jWHJaCSZT0beNo3QF8oQKvVKgF1JFcA/QJopxBQPQTUBdC/AO+awxJQybI+AHT0C9CvjwfGqgTUmVwBdCvQViGgegioE9Cyg3BwmTksAZUs69cHYD+PpWkUoJcBp+wgoC7JFUCVljhOIaB6CKgT0LeBv1nDElDZspYAj8lnbAygrzZH8wW7CKhLcgbQQ3CEQkD1EFAnoJNi3wJEQKXL+pT1tcqSpA9oxa+AyxUC6pacAfRHaK0QUD0E1AnoJbGTKwIqXdZtR6D5Kvmc6QN6A3DsRgLqWssZQH9m/K4xASWgboD+FvjEGpaASpe1FBgnnzNtQFfth4LnFALqWssZQH9t/K4xASWgLoBuKcRR0WEJqHRZ5wHHbZHOmS6g5X81v8eFgLolZwD9o/G7xgSUgLoAOh84NzosAZUua3k74FbpnOkCOhT4wTqFgOY4oP8wfteYgBJQF0DHm192aAxLQOXL+hJwxAZZMU1ArwLwsPk3BNSZnAH0AuN3jQkoAXUBtDMwIzosAZUva8U5wAhZMT1AdT9HW39DQJ3JGUA7G79rTEAJqAugP0dB9IuACKgXoJ80wwGrJcW0AB2u+Tk84WeNk0NAcwXQPsZvhhFQAuoEdH0z/Dw2LAH1AFTtEP3SFWfSAVT384oaAtoEAL0cmE5A9RDQZECfAzrFhiWgXoB+VIiWS92LaQBq+KkQ0KYA6AjgIQKqh4AmAzo64cVlAuoJqP6Rg07uxYYDavpJQJsEoGOBuwioHgKaDOh/jOvj1rAE1BPQzw5Es9ddiw0G1PKTgDYJQG8zPkVBQAmoE9AfoeWm2LAE1BNQ5UrgbNdiQwGN+klAmwSgk4x3SxBQAuoAdCVwWnxYAuoN6IYjgJluxQYCGvOTgDYJQB81vm+HgBJQB6DTgD7xYQmoN6DKTcDvyl2KDQN0RMxPAtokAH0auJSA6iGgSYAOBe6JD0tAUwC65ThgmkuxQYDqfg6y2gS0KQA6G+hBQPUQ0CRAzwTeig9LQFMAql8N+/k2Z7EhgCb6SUCbBKALgY4EVA8BtQNafggO2B4floCmAnT7ycDdzmIDALX5SUCbBKDvGV+4Q0AJaDKg2p5xRsKwBDQVoMrjwI++dhTrD6jdTwLaJAD91PjVGwJKQJMBnRx7NcMYloCmBFT5PXCDo1hvQJP8JKBNAtDPgf8joHoIqB3QvsCjCcMS0NSAzgUO/Ty5WF9Ak/0koE0C0C3G7xoTUAKaDGg7YFnCsAQ0NaDKObEf4YunnoBel+wnAW0SgCot8RMCqoeA2gDd2sr4vdbYsAS0HoAubob9Pk0q1g9Q3c/L7UUC2iQAPRg/IKB6CKgN0AXAvxOHJaD1AFS5COidVKwXoC5+EtCmAegPcUAOAfq0sLI5obPy4dJO1zxdm2qCgBrJEKC3AdckDktA6wPoskK0eNderA+gbn4S0KYB6E/RrDx3AL3LBVBlsBA9hLh2l/cEATWTIUC7AM8kDktA6wOocinQ3l6sB6CufhLQpgHoL4GvcwfQa8S6SiOReN8ocY2ibhko7vSeIKBmMgToSShYmzgsAa0XoGsPQsErtmJqQN39JKBNA9DfA2tyB9DeojK56zPRVT/D3F5cVO41QUCtZAbQDc1xgm1YAlovQJWrbZ8/UOoB6PXufhLQpgHoWfq7VXIF0Oqino6+KWKicXutmO01QUCtZAbQmcZHfBOGJaD1A3TjkcBzicVUgMr8JKBNA9AL9K+MyBVAvxYjHH2jxCLj9ln9mbp8goBayQyg2mF9s21YAlo/QJXxwGmJX2uXAlDdz4GuRQLaJAC9CJifM4B+IMY9N6jTZbevT+jrLVYYt4vEcK8JA87nzezYLUmkSlbZvbtKldd21+1zdGnbtsZoVKoV8hlra+S1PeoeebGm1r0/okZ2V6iV8hn31clru1WvFRBJmCgGFtiGrTZuNEecQ3uuAJc1F8tezxVgX3Ma3fE1skfd6zGjxwrwXnMRea1G9VhW267z7QnAtITpiMcKqFRv1vwc7F6si+5earWj5r3mJLuOnj0N3XX0/U1PhdeuU+2x5hp10Lnub3p8P+hih3c0sl2nFHgp3YMu44DOFkJ0uFiI4hfjfZ3ERuN2qRjoNaFnWTszOxu9IKHPcWheke1laKKZDvxiXz3/9jbNz2G+Lg3jc4YBczJ0V40H9CHR9b0ateIR0f7zWF+xKDNuV4lSrwk9BDRT2a49D832MjTV1P0GuL9efxkZq/k50ufFYfzN9cBTGbqrxgP65UfmZYE7xLhYX8/YeeZQrwk9ZY+Z+bZCkki1rFJRUa3KaxV1+xxde7VzfKNRpe6Rz1hbI6/tVffKizW17v3aU6qKPWqVfMZ9dfJaheq1AiLx9rNAH/uw5grQnlI5h/ZcAXUeK6DSawXU2leA9pQq3rFXrZTPWOOxArzXXEReq1U9ljVp13kB+GF5bCri3HWslF+o+Xml9F7roruX6ryHhqw5W/Z6rQC3Nafvb3r2eO06XmuuUQed6/6mx/eDbm/i/qZHtuvcDExO96DLOKDRLI+eU2oZIlYat4vEjV4TieGLSLLU90Uk7XnJ/+zD8kWker6IpOUM45carUhfRPr4V7qf8iH5IlKTeBFpAnBrzryIFE2Z6BB7J/1Ysdi4fUHc6zVBQK1kBNCzgDftwxLQ+gM6vwAHxz6FIAP0pR8ArR7x2HUIaJMA1Phd4xwBdM/suaabq8SQWOcUcY8F6UteEwTUSiYALW+D1vaf9yGgDQBU+U/CWzslgE4sBA6f57XrENAmAegU/WlEjgAa6SE+NBr3ivtinStEryrt5vuOJRVeEwTUSiYA/QD4Y9KwBLQBgL7XAq0+ttqugG7rpz19/9Uyl9+Fj4eANglAnwL65wqg6lOixyeqWjm9qNt32tTc2Wv1zuHi9lq16lpxt/cEATWTCUAfcLy5m4A2BFClO9DNaroBuvYvmp8dvnb5XfiEENAmAeiLQM+cAbT2USG6lRaJbsaJaIl4Ur/Z2kN0HlEi+u/yniCgZjIBaH/g4aRhCWhDAF3RGs2t34R2AfSNY4Hm1ykuvwufGALaJABdAJTkDKCq+sH13ToNe9B8I6cFqLpjUu8OpVP2qCkmCKiRTAB6OvBh0rAEtCGAKoOA882WE9BHWgMHTddbBLTpA/oOcF4OAWrLg8+mNx8BlaV+gG7bD23K7UUC2jBAvzgMmGe0kgEtH1EA/Mz81mUC2vQB/QQ4M1cBvfWt9OYjoLLUD9DXgbOThyWgDQJUGR19HS4J0A3nAfjnenOCgDZ9QNcBp+cooI8NrE5vRgIqS/0A/S8wInlYAtowQDcdDTytN+yAfnASUDC4zJoioE0f0C3AKTkK6KLkbyupbwioLPUDtDvwZPKwBLRhgOr/CrXVobQBOuNQoNV9sUkC2vQBVVrg+BwFNO0QUFnqB2hb4LPkYQloAwHdfiJwv2IHdFxz4OgF8WkCmgeAHoQjCahCQOOAft0CxzmGJaANBFT/iMqxWxIB3dwFwB9WJ/wJAc0DQI/CgQRUIaBxQGc7flmSgKYBaPn/AeMTAF3+W83PXlsT/4SA5gGgJ6BZOQEloHFAbwRucAxLQBsKqP4ZlcO/jAE670igxXj7XxDQPAD0VGATASWgcUCLgdmOYQlogwFV/g6MjAL6v0KgzaykPyCgeQDo6cBaAkpA44Aeh+YbHcMS0IYD+kYzHLDaAHTbYO3p+y+XJf8BAc0DQLV/JpcRUAIaA3QN0NY5LAFtOKD6uXw/HdC1f9X8LP7aUSegeQDo+cDbBJSAxgB9CujuHJaApgHoR4UoXLdXefM4oGBEubNOQPMA0E7AqwSUgMYAHQH81zksAU0DUKUP0GPvlP2BAx93KxPQPAD0YmAWASWgMUD/BSx0DktA0wF05f5o1rsA+MX7rmUCmgeAXgY8QUAJaAzQw9Fqq6NIQNMCVBkKPf9a714loHkA6DDgYQJKQKOALtO/XcY5LAFNC9D1bYCCIWWSKgHNA0CvA+4moAQ0CugjQD+XYQloWoAqE7D/Q9IiAc0DQMcD4wkoAY0Cern5HRjJwxLQ9ABVlnwurxHQPAD0HmAMASWgUUD/CCxxGZaApgmo7Hfh9RDQPABUe8o2jIASUAvQ7fvjMJd3LBJQAiqfMdSAPgkMIKAE1AL0TeAst2EJKAGVJtSAzgJ6EVACagF6J3CV27AElIBKE2pAXwUuJKAE1AK0F+D2oRkCSkDlM4Ya0LeB8wkoAbUA/SWw0m1YAkpApQk1oMuAvxNQAmoCuqklfuw6LAEloNKEGtC1wOkElICagL4EXOA6LAEloNKEGtDNwKkElICagN4CXOc6LAEloNKEGlClOU4goATUBLQEmOk6LAEloNKEG9ADcRQBJaAmoCeg2ZeuwxJQAipNuAE9EgcRUAJqALquACe5D0tACag04Qb0eDQnoATUAHQG0MV9WAJKQKUJN6CnAN8SUAKqA3oNcJv7sASUgEoTbkBPBzYTUAKqA/pvYIH7sASUgEoTbkDPBNYSUAKqA3oUCre4D0tACag04Qb0PGAZASWgGqAfA+0kwxJQAipNuAEtAd4moARUA/RRoK9kWAJKQKUJN6C9gPkElIBqgF4BTJYMS0AJqDThBnQAMJOAElAN0DOAdyXDElACKk24Ab0KmE5ACWhFpOwgHCz5BV4CSkDlM4Yb0DHAgwSUgFZE3gLOlBQJKAGVzxhuQMcDdxJQAloRuQcYKikSUAIqnzHcgN4N3EJACWhFpA/wmKRIQAmofMZwA/owMIqAEtCKyGnAckmRgBJQ+YzhBvQJYAgBJaAVlYU4SlYkoARUPmO4AZ0JlBJQAlrxLnC+rEhACah8xnADOh/oSkAJaMXdwGhZkYASUPmM4Qb0LaCIgBLQip7Ac7IiASWg8hnDDegy4GwCSkArTkLBF7IiASWg8hnDDega4E8ElIBubYafS4sElIDKZww3oJuAXxNQAjoHuEhaJKAEVD5juAEt1848CCgBHQuMlxYJKAGVzxhuQJUD8CMCSkAF8Iq0SEAJqHzGkAP6AxxMQAnoj9Byk7RIQAmofMaQA/oTtCCgoQd0OXCafEYCSkDlM4Yc0FMA5yaKh4CGAtCHgFL5jASUgMpnDDmgpwPl8jsloEooAL0YmCKfkYASUPmMIQf0b8AG+Z0SUCUUgP4CBavlMxJQAiqfMeSAnguslN8pAVXCAOhnBTjFY0YCSkDlM4Yc0I7AB/I7JaBKGAB9GLjMY0YCSkDlM4Yc0B7AIvmdElAlDID2AZ7ymJGAElD5jCEHtD8wV36nBFQJA6AnAps9ZiSgBFQ+Y8gBvRJ4Rn6nBFQJAaCfFeDEiMeMBJSAymcMOaCjgUfld0pAlRAAOgUoJaAeS0NACahstluBSfI7JaBKCAAtBaYSUI+lIaAEVDbbXcAE+Z0SUCUEgJ4MfE5APZaGgBJQ2WwPAdfL75SAKvkP6JoC/KyCgHosDQEloLLZpgPD5HdKQJX8B3Qq0IuAElBnHwG14nHQvQAMkN8pAVXyH9C+wAMElIA6+wioFY+D7hWgh/xOCaiS/4C2BZYTUALq7COgVjwOusVAB/mdElAl7wFd1wwnKASUgDr7CKgVj4PuI+Ac+Z0SUCXvAZ2qPwchoATU2UdArXgcdJ8BZ8jvlIAqeQ9oP+A+AkpACWis2RBAvwJ+I79TAqrkPaCnAh8TUAJKQGPNhgBa3gwnyu+UgCr5Dui6ZjheIaAElIDGmg0BVNkfx8jvlIAq+Q7oNKAbASWgBDRNQI/AofI7JaBKvgPaH7iXgBJQApomoMehpfxOCaiS74D+ElhGQAkoAU0T0LbAVvm9EtA8B/SL5jhOIaAElICmCWg74Av5vRLQPAf0caCrQkAJKAFNE9C/Asvl90pA8xzQy8zvgyWgBNTZR0CteB10/wbek98rAc1zQH9tXAIloASUgMaaDQK0A7BQfq8ENL8BXd/cfBcbASWgzj4CasXroOsOzJHfKwHNb0CnA130WwJKQJ19BNSK10HXz/NnOQlofgM6ELhHvyWgBNTZR0CteB10Q4Gp8nsloPkN6G+AD/VbAkpAnX0E1IrXQTfa+CSKLAQ0rwH90roESkAJKAGNNRsE6Djgdvm9EtC8BvRJ4CKjQUAJqLOPgFrxOujuBG6Q3ysBzWtABwF3GQ0CSkCdfQTUitdB9yAwUn6vBDSvAf0dsNRoEFAC6uwjoFa8DrrHgUHyeyWg+QzohhY42mwRUALq7COgVrwOuk2fK9vl90pA8xnQp4ELzRYBJaDOPgJqJfM/hUtA8wHQwcD/zBYBJaDOPgJqhYAqBNRlW7YDlpgtAkpAnX0E1AoBVQioc1tubImjrCYBJaDOPgJqhYAqBNS5LWcAJVaTgBJQZx8BtUJAFQLq3JZDgYlWk4ASUGcfAbVCQBUC6tyWp8e/CpaAElBnHwG1QkAVAurYll8X4shom4ASUGcfAbVCQBUC6tiWM4AO0TYBJaDOPgJqhYAqBNSxLYcCd0TbBJSAOvsIqJUwAVq9TxK1VlbZt69Wldf2ReocXTWqWmfNWNOgGRPuwWPGuojkDlVVm9HjcchmNJI845+B5dG25wqIPVaXoRu65mLxXAFJM2qrO5IwkcaaM5LumqtTPYZMewXUZ8ba6H6WmLRXQINn1A4nq+G15jx3nUYcdK77mzmjzwedbX8zOzJ10CVU7MkZQKtkUWukpaoa+WxVVZFaR5d2TlJnNPap1fIZ6+rktWp1X8Nn1AD1nrE2Iq8lr4BvC/GDyuhEfVaAtls5V2FD11wsDVlzsdVtTqS5AtKeUQNUvqz+rABrRu0oc96DP/uc2wqIRA8nr2OnIfucLanWnLa/uS9vI1ZA/Wa07W9mR4YOusSKPTkDKJ/Cy5L0bOI5oH1sgk/h+RTe2cen8FbC9BSegMqStC2vAm6LTRBQAursI6BWCKhCQJO35R+Bt2MTBJSAOvsIqBUCqhDQpG25qRCHl8emCCgBdfYRUCsEVCGgSdvyBUDEpwgoAXX2EVArBFQhoEnbcjgwPj5FQAmos4+AWiGgCgFN2pZ/AhbHpwgoAXX2EVArBFQhoPZtubkV2pTFJwkoAXX2EVArBFQhoPZtOQu4IGGSgBJQZx8BtUJAFQJq35YjbJdACSgBJaCxJgF1CwFN3JZnAG8mTBJQAursI6BWCKhCQG3bcksrHJZwCZSAElACGmsSULcQ0IRt+SLwn8QaASWgzj4CaoWAKgTUti2vBsYl1ggoAXX2EVArBFQhoLZt+VfgjcQaASWgzj4CaoWAKgQ0cVtuaW2/BEpACSgBjTUJqFsIaHxbzgHOs9UIKAF19jLD4yMAABn2SURBVBFQKwRUIaCJ2/Ia4GZbjYASUGcfAbVCQBUCmrgt/wa8bqsRUALq7COgVgioQkATtuWW/XHwdluNgBJQZx8BtUJAFQKasC1fAs611wgoAXX2EVArBFQhoAnbchRwk71GQAmos4+AWiGgCgFN2JZ/B16z1wgoAXX2EVArBFQhoPFtudVxCZSAElACGmsSULcQ0Oi2nAeck1QjoATU2UdArRBQhYDGt+Vo4IakGgEloM4+AmqFgCoENL4tzwJeTaoRUALq7COgVgioQkBj23LbgThwW1KNgBJQZx8BtUJAFQIa25YvA2cn1wgoAXX2EVArBFQhoLFteR1wfXKNgBJQZx8BtUJAFQIa25b/BOYn1wgoAXX2EVArBFQhoNFtue0gHLA1uUZACaizj4BaIaAKAY1uy/nAPxw1AkpAnX0E1AoBVQhodFteD4xx1AgoAXX2EVArBFQhoNFteTbwsqNGQAmos4+AWiGgCgG1tuX2Q1wugRJQAkpAY00C6hYCamzLBcBZzhoBJaDOPgJqhYAqBNTaljcAo501AkpAnX0E1AoBVQiotS3PAeY5awSUgDr7CKgVAqoQUHNbbj8Erbc4awSUgDr7CKgVAqoQUHNbvgb83aVGQAmos4+AWiGgCgE1t+VNwCiXGgEloM4+AmqFgCoE1NyW5wJzXWoElIA6+wioFQKqEFBjW5Yd5noJlIASUAIaaxJQtxBQbVu+DvzNrUZACaizj4BaIaAKATW25S3ANW41AkpAnX0E1AoBVQiosS3PB+a41QgoAXX2EVArBFQhoPq2LGuDVpvdagSUgDr7CKgVAqoQUH1bvgH8xbVGQAmos4+AWiGgCgHVt+U4YKRrjYASUGcfAbVCQBUCqm/L/wAvutYIKAF19hFQKwRUIaDatixvg0LXS6AElIAS0FiTgLqFgO5eDJzhXiOgBNTZR0CtEFCFgGrbcjwwwr1GQAmos4+AWiGgCgHVtuUFwEz3GgEloM4+AmqFgCoEVFF3HYHCTe41AkpAnX0E1AoBVQiooi4B/iSpEVAC6uwjoFYIqEJAFXUiMFxSI6AE1NlHQK0QUIWAKmoH4AVJjYASUGcfAbVCQBUCqkSOROHXkhoBJaDOPgJqhYAqBFRZBfxBViOgBNTZR0CtEFCFgCqTgatkNQJKQJ19BNQKAVUIqHIR8JysRkAJqLOPgFohoAoBVY5Gy69kNQJKQJ19BNQKAVUI6LvA76VFAkpAnX0E1AoBVQjoHcBQaZGAElBnHwG1QkCV0ANa9mdghrRKQAmos4+AWiGgSugBHQ0cJr0ESkAJKAGNNQmoW8IN6OwWwHT5jASUgDr7CKgVAqqEHNA1PwIGexwFBJSAOvsIqBUCqoQb0LKzgN9UEVB5kYAS0FiTgLolzICOAg750OsoIKAE1NlHQK0QUCXUgM5pAUz12JYElIASUAJqhIA6ol8A7ee1LQkoASWgBNQIAU1O2T+A07YQUAJKQAloyhDQ5IwGDv5QIaAElIAS0JQhoEnRL4A+qDcIKAGVFwkoATVCQO3RL4D2NVoElIDKiwSUgBohoLaU/xs4dbPRJKAEVF4koATUCAG1ZTRw4Ptmk4ASUHmRgBJQIwQ0MS+3tC6AKgSUgBJQApoyBDQh634cvQCqEFACSkAJaMoQ0HgSLoAqBJSAElACmjIENJ6EC6AKASWgBJSApgwBjSXxAqhCQAkoASWgKUNAo7FdAFUIKAEloAQ0ZQiolfJzgVM2JxQJKAGVFwkoATVCQK3oF0DfSywSUAIqLxJQAmqEgJrRL4A+YCsSUAIqLxJQAmqEgBpZd6z9AqhCQAkoASWgKUNA9RgXQDfZiwSUgMqLBJSAGiGgehwXQBUCSkAJKAFNGQKquF0AVQgoASWgBDRlCKjrBVCFgBJQAkpAU4aAul4AVQgoASWgBDRlCKjrBVCFgBJQAkpAU4aAul4AVQgoASWgBDRlQg+o+wVQhYASUAJKQFMm7IBKLoAqBJSAElACmjJhB3QMcIDLBVCFgBJQAkpA46l8uLTTNU/XJneHHFDZBVCFgBJQAkpAY1EGC9FDiGt3JfWHG9DyY4FSSZGAElB5kYCGDNBR4hpF3TJQ3JnUH2pA9wjZBVCFgBJQAkpAo/lMdNXPPbcXF5XbCyEGdOPiq4CDPpCVCSgBlRcJaLgAnSImGrfXitn2QggB3fLeM3dc0f63h0PPFOm9ElACKi8S0HABOkosMm6fTX4OHyJAt330wt1Xdfr9DwsQzyXyeyWgBFReJKDhArS3WGHcLhLD7YUQAFq+fO7kq7uecWwL2HLQKedd/vA2+b0SUAIqLxLQcAHaSWw0bpeKgWbHlnvM7NgribpPVtm7t3ryJfJc2je5p+/wq68eOUzP8KuHyTNypLw2/OrhsXZp8v3362c1undMTPHZZ5/9j3+c9YtWdjj3O/mcS8c98fZm7XHUROSPca9aLa/tUz1mjOyz/sblHqq9Zqyrkdeq1Ep5sbbWNlmpqvGOKrXKY8Y6ea3SawV4rbla1WNZvdecxwqo9loBdbXW36jOe2jECvCYscZlxohqrRXPXcdzn/M66FKsOdf9TY/nrlNXK6/Vd83Z9jezw2vNpXfQJYEWNKDFosy4XSVKzY5l7czsTOvu2qPppeXP/tn3life2ZqpVcowTLYSNKA9Y2egQ82O8ADa7Ni/9hr72BtfOT5DwDBME03QgA4RK43bReJGs2PXEjM7dkoSqZRVdu7c+8kseV6d5+iavWDBy0Zj7oIX5TO+8rK8NnvBbHnx5VdmzZr3hi2f6Pl8/RefLN/4nfxxVNXJazvVvfJaZcRjxkiV+Teqyz3sUb+Xz1hbLa9VqLvlxZoa2+Qu7ZlsbGK3WiGfcV+tvLZL3SMvVnmsAO255C5psVKVzxhdc67Z43GnO2v3WX+jOu+hIWvOlt1eK6DaZc1pT+GN2++9dh2vNed90HmtuboqfX9zX17PNVezT17b7bXm9sXXnG1/Mzu8dp30Drok0IIGdKxYbNy+IO61F0LwIpJ8xjSvZ/NFJL6IxBeRwvUi0hRxj3E7VrxkLxBQWQgoAZUXCWi4AF0helVpN993LKmwFwioLASUgMqLBDRcgKrDxe21atW14u6kfgIqCwEloPIiAQ0ZoFt7iM4jSkR/fhtTQggoAZXXCCgBTciOSb07lE7Zk9xNQGUhoARUXiSgYQNUEgIqCwEloPIiASWgRgioLASUgMqLBJSAGiGgshBQAiovElACaoSAykJACai8SEAJqBECKgsBJaDyIgEloEYIqCwElIDKiwSUgBohoLIQUAIqLxJQAmqEgMpCQAmovEhACagRAioLASWg8iIBJaBGCKgsBJSAyosElIAaIaCyEFACKi8SUAJqhIDKQkAJqLxIQAmoEQIqCwEloPIiASWgRgioLASUgMqLBJSAGiGgshBQAiovElACaoSAykJACai8SEAJqBECKgsBJaDyIgEloEYIqCwElIDKiwSUgBohoLIQUAIqLxJQAmqEgMpCQAmovEhACagRAioLASWg8iIBJaBGCKgsBJSAyosElIAaIaCyEFACKi8SUAJqhIDKQkAJqLxIQAmoEQIqCwEloPIiASWgRgioLASUgMqLBJSAGiGgshBQAiovElACaoSAykJACai8SEAJqBECKgsBJaDyIgEloEYIqCwElIDKiwSUgBr59htJ6ipklW++2R2R176p2evo2rFz53dG4/uIdLxvvqmuktd2RnbKi1XVkpl27vzm28gu+Yx7a+S1byK75bWKOo8Za/cYN9/u3Ol8sLsjO+Qz1lTKa99HvpMXk9dcdHXr+c5rzVXuk9d2eK25PbXymvbA5Q+ywmvXsdaca3Z5rbl95prb4bbKd3qtOdmuo+e7yPfyYqXLrvOdtdp3eO06XmuuUQfdd7LV7v9Bl7i/6fnWa82ledAluZUzgAaSL9q1G5mFYc9t97csjBrNo+3azcnOyFvbtRuUnZGNXNmu3VfZGXl+u3YPZmdkI/9qd1YWR3+4Xbt52Rl5U7t2Q4Iek4AGEAKalRDQrISA5m8IaKAhoNkJAQ0uBDSAENCshIBmJQQ0f0NAAw0BzU4IaHAhoAGEgGYlBDQrIaD5GwIaaAhodkJAg0u4AN2zZMm6LAy7bMmHWRg1mi1LliS/+zegVC9ZsiY7IxtZu2RJZXZG3rFkyebsjGzkoyUfZXF0bX9LfrNkQKlasmRt0GOGC1CGYZgMhoAyDMOkGQLKMAyTZggowzBMmiGgDMMwaSa/Ae0jYnnAXhkjPvdr0BVCdKuNTiwW4jK/BvLKrUI8HeyIOfGwtXwpirM0smT0l8XD/o8b/PaOZ8ktl1/YffC0rdkZ/bP7B3YuKZ2wqM5RiSx80//h8x3QTl2sTLVX/AVULI1O3JodSXZ3CHzcXHjYekIJaBa2dzSVI4XoUNpZiJLXsjD6nvH62VGx9t9lXyTX6kQX/xcg3wGVvSHOV0CLxJ1Wu7KkKCs79iuif3uxPtAhc+Fh6wkloFnY3tHcJi5dGlFV5WHR/rPAB6+4XLSfumLPvi/mdhcXrkwqEtBGJ0uAXt69c7XZflOMkklS4df4eq4Rs64Xj8ana2ttZT/GrufD9j0yQKsjWRo9CECTt3dw+V4UbTNbD4pRbn+QtOtlNuNEH+ujGt+OEb122YsEtNFJAnTnQ8M69btzo97UAF12bedeN7+X+UFXiCGThXW/48Q8S5KPbh5QcsnYJXrzVTF3z8RO0zI/cixlRe2/XSB6m2SMEd9N6Sz6jP/I37FTPOyF4iaj47v2JXt8GD0ek7BnxHPG1ET9ssIiMXvNFaJ4wBRf/9GSjR4AoInb2za2qi6f0HPApB3TpGcSjc2Hop/VWis6G7e2oyxh1/Mhq0X8ce3qJqbrt2sm9u92/cw6VZ2gP7nv5NPIsYQJ0FW9RHG/DqLDYlXftA8ViZ7thZia8UE1SZaL243m3pJL15iS3C9Ej8s6CzFX1RGbNUJ0nZXxgeOZIW5UKzqI5cbEGHGT0B9q0bO+jp3iYe8u7mh8rnKumODD4AlxBfTeTkVXDC4S1zhfafB/9AAATdzedkAXFIsuPcTFY30DdLnoYJ2BRnYZZ4D2oyxh1/Mhd4qb4xNzRU/tX5CXO4hOpUXiugp13t2iw6QH5DNnJiECtLq3eKxarXm6qOMWfdOKEWXq3ulCfJrpQTVJIr0uNLRYJB5fa0iyTpRoS1I7R/RRdcRKB/j7md2BQtt9bxb3GhPaQx22Ta18QuhXLfwbO9XDvl68rdeuFj6c9CfGFVAxcKu2hMUi+TJZEKMHAGji9raNXVbccXFE/bSr8A3Qyl6i+3MJL8AnH2XxXc+HXCwWxCcUITaqXxV1WFinbh0kpvApfAbSR3TubuYl/Z/piUbnJH1HGyO6G8f6fSLjX8+kSaI+qO/R+j690ZRkfqf7jFoPsVdHzL8LsEa+EPrFyEWia40+NUZ0NZ40368/ifZv7FQP+xVxh9ZSirrs82f8aFwBLTJeYJkgXvZ37CwBatvetrEniyf09mv+Aaqu7qU9Uy69a2G5OZl0lCXsepnPPiESX7fqJN5Xx5nv5lorSgloBhJ/H+hMVR1pre1VYoC+aR83JspE+0xf5NYlWS1u1Vp7Olymrk18NeXbjmKPjtjQDA+ZlEfEJFV/KVzboVT9oZqvLpSJjhEfx071sHcWddaO75nGovkZV0DNBz3VuIIS9Oj+A2rb3raxLxaGa9Wd/ANUrVx4azf9EBtmvOsy6ShL2PUyn51C7EiYHCQWRDoUGdcRInNmRwho42N7Ct9D3H2fnomig75p3zF7u4lMvwFYlyTSp+Me/YWTJ2OSRDa+9exdvYUJqL+XAet6mU9VJ4jb9JsxYpHZ300oPo6d8mFfo2+Mq6wLs/7FFVDz2uy0/ATUvr0Tx64uKjH/ZKCPgKr6Vp5zc4kQj6iOo2yR+Qf6rpf5aGegiV+X2FW8VyZ6x6cJaKOTCGhN/FNJolbbtKvN7itEpt+9pkuiThGvq+qN4uuoJC/21IbtektnE9D7MzykPctij7Nkr6rvxZ+Y/YO1h+rf2Ckf9mztSd226FsD/IsroOZpb54Cat/eiWNvNq65axnlL6B69tync5Z8lCXsej6kV+I10G+FWL9SXBnvIKCNju0MtFtRTXxijHjXbPSwPQvIRAxJPjdeFx2kWpI8LzpP+/R7VS01AfX3tcH/ie6XGSkWC1X9ob5h9vcU23wcO+XDVop6Rmb4+GbF6ZcZ785abyNsQlCAykf3HVD79k4cu0JYZ6CDfAP0/pu+jjavEs86jrKEXc+H/Ne4ZGRlvugT2ST6xjsIaKNjA3SYMN6bplas2KBvWuPquvqNKMn0KZEhidqveNdr+gVtU5I+4mNrgfwHtCp2wWuCGKvqD/UxY2qHKK71G1Cvh61tgNVX+Phxmcnm1YlPjbcjPiPMd84MDgpQ+eh+A5q0vW1jdzefOtde5BugN4j50eaN4inHUZaw6/mQ5SJ6iququ3uI6WpN+2LzRwjuumkXAW18bIBOE3cZtw+JJ/VN29P41MwDYnymBzUlmSbmjxWbo5J0FLv10raiAAB9Q3S39tZ3Rfud+kPtZuxUD+mfFPEbUI+HrZ2P3ujn55Nmmnf+vBih/f9Z81LF+qKgAJWP7jegSdvbNvYEfV833sflF6CzRKn1AaDyTvr17aSjLGHX8yM3iFLrTSU7x4relfqF9pn61EbRi2egGYgN0Ipu4sHdat3cogu3G+9Qu/YbterJoqKM/+6YKckGcWWxfmtKMkQ8r/3/k75ClPkO6A3iPqtVfZGYYzzUkYpa9XSRftnXb0A9Hra6Tfj6lUFfFolnI+rq7sYZ2Hviog2qunWgCApQ+eh+A5q0vW1jb+1Q8o6qrurWXizzafTq/qLn6+V16p63LzVew0o+yuK7nh/Z1V8UT/ussnbjyz1EF/3bRFaLksURtXyIfqmoThRX+TNsQkIEqLq0iyga0FW019/QPUaMFKJPsSh+KeODmpKolwnjWDIleV+IAaMvEaOvEv0X+QzozoS3i08Uw/WHOsF4qEX6yYjfgHo8bP1ZpT+XwqxMF6JzLyGG6+dj1YNE8fAhxeKqwF5Eko7uM6DJ29s2tvpSe9G9lxg7Sqzya/zyQfrXIZVo/xttcGU/yhJ2PV+y6yZt4KIO2v/GmGdCGtadBxSLIfrzy65iwA1+DRxNmABVyyYNubD/f42L3mNE7byxPUpv8+GjKZYkT5paWC9HfzyqW68bX61bfmXJcz4DOlv0iV3VXaovwxixeum4i3vdYnw02ndA5Q9bVZ8wnt/6lw/HXNx5+PPm89md9/VrL0rmzQzuVXjZ6D4D6tjeiWNrp/9ju1z8WM0QscG3Bah77eY+Jd2uvD36/jTbUZaw6/mUlZMHdO487M4PotOfju/b+apnjVeyFpd2GODjyEbyG1BGVePv2Mp6/uv/24gSU7OlOsjhcmj02Ng7vzEkiXQXWfmB59zZ9XwLAc375MxevKekeGe2lyFkudt8o+RSMSwrw+fMrudfCGjeJ0f24rqa+xO/O4cJIh8X9fywcuc7PcRbWRk+R3Y9P0NA8z45shdf11EU+/sdVIwzz+u/diEuzPxLpfVKjux6foaA5n3mPuDnS9/1zgOdBn2Q+q+YDGfb8/dOea0sS4PnyK7nZwgowzBMmiGgDMMwaYaAMgzDpBkCyjAMk2YIKMMwTJohoAzDMGmGgDIMw6QZAsrkT47AmGwvAhOuEFAmf+IO6Kb3Pwx8SZiQhIAy+RN3QMfgiMCXhAlJCCiTPyGgTMAhoEz+hIAyAYeAMvkTAsoEHALKNP3MOf+oVsdfujYG6ML+Zx51YNsLZtVp7QEwYvxWZMXtf2xz4K8HrMnmsjJ5FQLKNPXUDDONbP2CCei+rrByXq0N0I9/bLYLbs32IjP5EgLKNPX0BQ4bOO3WM9C60AB0AnDiHTNfmHAi8D+9Hn0KX34Y0PnBZ0YcAozP5vIyeRQCyjTxrGyGkz7Xbuuu0E4udUB/gpN36YXvj0eRfhsF9Aq0mKXfbjgJrTdmaWGZPAsBZZp4LgTeNxqRUwxAq4798T1mpTd+qd9YgG4ohPXTaguB0VlYUCYPQ0CZJp4f4myr9TDsr8L/xwboZGCTVfgF/h7c8jH5HALKNO3siqu5Nt6MbH7roRLYAB2KY6LztOcbm5jMhIAyTTvLgEetZqUF6MpBp7U2X29PBPQCJKRZlpaWybMQUKZpZxUwNdre3wD0tuZA4e86Xz//EhugpycCiprsLC2TZyGgTNNOZUHseXu5cQa6UDvxnFOlTw+wAXoR/pSlRWTyNwSUaeI5Gv+yWq8agPZE6+3mdF8boNfhqIj1h7W1dUEvJZOfIaBME09XYInZOtsA9Cycak5GfmMDdBYwyywoB/FtTExmQkCZJp41zdF2vd64zXwjfT/sV6ZPVl4OtNUbY3CYfhM5HW3e0BvVAgVfZGtpmfwKAWWaekqBw4c8cdc5aNVWB3QmcOpTny66+6c4AM1e2aWqN6DghZVbVfXdArTsdf/cO0/m++iZTIWAMk09ldYblPab0cV4PanUeqfSyBna/4tVdXb0y0ReO8aqXJHtRWbyJQSUafp59vwjC4/ptVI1AVVnnn1sq+NLl6t1/Q9tPVibHveTVsdM1wvfjvzVwQf9rvfKrC4sk08hoAzDMGmGgDIMw6QZAsowDJNmCCjDMEyaIaAMwzBphoAyDMOkGQLKMAyTZggowzBMmiGgDMMwaYaAMgzDpBkCyjAMk2YIKMMwTJohoAzDMGmGgDIMw6QZAsowDJNmCCjDMEyaIaAMwzBphoAyDMOkGQLKMAyTZggowzBMmiGgDMMwaYaAMgzDpJn/D9LXVzD1qG7GAAAAAElFTkSuQmCC" width="672" /></p>
1715 <p>Nearly done. All that’s left is a title and better axis names. I’ll do that with yet another layer call to <code>labs</code>. The arguments here are pretty intuitive.</p>
1716 <pre class="r"><code>plot4 &lt;- plot3 + labs(x = &quot;Week (in 2020)&quot;, y = &quot;New cases&quot;, title = &quot;COVID-19 cases in Illinois&quot;)
1717 plot4</code></pre>
1718 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" width="672" /></p>
1719 <p>Last, but not least, I mentioned in our class session that ggplot also has “themes” that can be useful for styling plots. One I have used for publications is the “light” theme. Here I apply that theme as…yet another layer:</p>
1720 <pre class="r"><code>plot4 + theme_light()</code></pre>
1721 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" width="672" /></p>
1722 <p>That’s looking much better than when we started! If you wanted to export it as a standalone file (e.g., .png, .pdf, or whatever), I recommend looking at the documentation for the <code>ggsave()</code> function, which is available via ggplot2. Base R also has a <code>save()</code> function that you can work with, although it can be a bit more complicated to get comfortable with.</p>
1723 </div>
1724 </div>
1725 <div id="multivariate-and-multidimensional-time-series-plots" class="section level1">
1726 <h1><span class="header-section-number">3</span> Multivariate and multidimensional time series plots</h1>
1727 <p>Okay, that’s a lovely univariate time series plot. Now let’s make this more sophisticated and interesting by incorporating more data, more dimensions, and more variables. In order to do that, I want to start with a little detour into data structures. Try to stay with me—this turns out to be super important for working more efficiently with tools like ggplot as well as learning to manage more complex statistical analysis strategies (that we won’t really cover in the course, but so be it).</p>
1728 <div id="long-versus-wide-data-and-why-long-data-is-often-helpful" class="section level2">
1729 <h2><span class="header-section-number">3.1</span> Long versus wide data (and why long data is often helpful)</h2>
1730 <p>So now you want to plot a multivariate time series (e.g., the same plot for more than one state and/or for more than one measure). As always, you have a number of options, but the most effective way to achieve this with ggplot involves learning to work with “longer” data.</p>
1731 <p>Thus far, we have worked mostly with “wide” format data where (nearly) every row corresponds to a single unit/observation and every column corresponds to a distinct variable (for which we usually have no more than one value attributed to any unit/observation). This often results in wider format data that is great for many things. However, it turns out that longer format data can be super helpful for a number of purposes. Producing richer, multidimensional ggplot visualizations is one of them.</p>
1732 <p>Consider the format of my tidied dataframe that I used for plotting:</p>
1733 <pre class="r"><code>il_weekly_cases</code></pre>
1734 <pre><code>## # A tibble: 39 x 3
1735 ##    weekdate   new_cases date      
1736 ##    &lt;fct&gt;          &lt;dbl&gt; &lt;date&gt;    
1737 ##  1 2020-01-20         1 2020-01-20
1738 ##  2 2020-01-27         1 2020-01-27
1739 ##  3 2020-02-03         0 2020-02-03
1740 ##  4 2020-02-10         0 2020-02-10
1741 ##  5 2020-02-17         0 2020-02-17
1742 ##  6 2020-02-24         1 2020-02-24
1743 ##  7 2020-03-02         4 2020-03-02
1744 ##  8 2020-03-09        87 2020-03-09
1745 ##  9 2020-03-16       953 2020-03-16
1746 ## 10 2020-03-23      3568 2020-03-23
1747 ## # … with 29 more rows</code></pre>
1748 <p>This dataframe is in a pretty “long” format. Each row is a week and each column is a variable unique to that week (okay, I could consolidate my <code>weekdate</code> and <code>date</code> columns into just one, but that’s not really the point here. The idea is that there’s minimal redundant information in the rows and in the columns).</p>
1749 <p>Our original dataframe was also pretty “long”:</p>
1750 <pre class="r"><code>d</code></pre>
1751 <pre><code>## # A tibble: 12,334 x 5
1752 ##    date       state      fips  cases deaths
1753 ##    &lt;date&gt;     &lt;fct&gt;      &lt;chr&gt; &lt;dbl&gt;  &lt;dbl&gt;
1754 ##  1 2020-01-21 Washington 53        1      0
1755 ##  2 2020-01-22 Washington 53        1      0
1756 ##  3 2020-01-23 Washington 53        1      0
1757 ##  4 2020-01-24 Illinois   17        1      0
1758 ##  5 2020-01-24 Washington 53        1      0
1759 ##  6 2020-01-25 California 06        1      0
1760 ##  7 2020-01-25 Illinois   17        1      0
1761 ##  8 2020-01-25 Washington 53        1      0
1762 ##  9 2020-01-26 Arizona    04        1      0
1763 ## 10 2020-01-26 California 06        2      0
1764 ## # … with 12,324 more rows</code></pre>
1765 <p>Here we have multiple observations per state (I think I would say the units or rows correspond to “state-dates” or something like that). It’s not as “long” as possible, though, because we also have multiple columns corresponding to the two variables of interest: <code>cases</code> and <code>deaths</code>.</p>
1766 <p>For the purposes of producing a multi-state and multivariate set of plots, the most important thing I want to do is consolidate my dataset into a format where I have the following columns: <code>date</code> (collapsed into weeks), <code>state</code>, <code>variable</code> (which will either have a value of <code>new cases</code> or <code>new deaths</code>), and a column for <code>value</code> that will hold the corresponding state-week count for the variable in each row. If that doesn’t make sense, don’t worry, we’ll get there soon enough.</p>
1767 <p>Doing this involves a different approach to tidying up my data. I’ll start by dropping the step where I filtered by <code>state==&quot;Illinois&quot;</code> and replacing it with a <code>group_by</code> step before I create my <code>weekdate</code> variable. I’m also going to go ahead and drop the <code>date</code> and <code>fips</code> variables because they’re just getting in my way.</p>
1768 <pre class="r"><code>weekly &lt;- d %&gt;%
1769   group_by(state) %&gt;%
1770   mutate(
1771     weekdate = cut(date, &quot;week&quot;),
1772   ) %&gt;%
1773   select(state, cases, deaths, weekdate)
1774 weekly</code></pre>
1775 <pre><code>## # A tibble: 12,334 x 4
1776 ## # Groups:   state [55]
1777 ##    state      cases deaths weekdate  
1778 ##    &lt;fct&gt;      &lt;dbl&gt;  &lt;dbl&gt; &lt;fct&gt;     
1779 ##  1 Washington     1      0 2020-01-20
1780 ##  2 Washington     1      0 2020-01-20
1781 ##  3 Washington     1      0 2020-01-20
1782 ##  4 Illinois       1      0 2020-01-20
1783 ##  5 Washington     1      0 2020-01-20
1784 ##  6 California     1      0 2020-01-20
1785 ##  7 Illinois       1      0 2020-01-20
1786 ##  8 Washington     1      0 2020-01-20
1787 ##  9 Arizona        1      0 2020-01-20
1788 ## 10 California     2      0 2020-01-20
1789 ## # … with 12,324 more rows</code></pre>
1790 <p>Now I’ve got multiple observations for each state-week spread across multiple rows (because my rows were structured around a more granular measure of time). My next move is to collapse these into a single observation for each state-week. Remember that my <code>cases</code> and <code>deaths</code> variables are still cumulative counts, so as I do this aggregation by week I will only need to store the maximum value for each state-week in order to calculate the number of new cases per state-week.</p>
1791 <pre class="r"><code>tidy_weekly &lt;- weekly %&gt;%
1792   group_by(state, weekdate) %&gt;%
1793   summarize(
1794     cum_cases = max(cases, na.rm = T),
1795     cum_deaths = max(deaths, na.rm = T)
1796   )</code></pre>
1797 <p>Notice that the call to <code>group_by</code> groups by multiple variables. The order here matters! If I reversed it to read <code>group_by(weekdate, state)</code> the results would be very different. With the correct ordering, I have things bundled up into state-week sub-groups and then I move on to calculate the maximum value of cumulative cases within each bundle.</p>
1798 <p>Next, I can fix up my <code>weekdate</code> variable again so that it is a Date object.</p>
1799 <pre class="r"><code>tidy_weekly$weekdate &lt;- as.Date(as.character(tidy_weekly$weekdate))</code></pre>
1800 <p>This will allow me to do some sorting within my state-week bundles to ensure things are in the proper order before I convert my weekly cumulative case count into weekly new case counts.</p>
1801 <pre class="r"><code>tidy_weekly &lt;- tidy_weekly %&gt;%
1802   group_by(state) %&gt;%
1803   arrange(-desc(weekdate)) %&gt;%
1804   mutate(
1805     new_cases = c(cum_cases[1], diff(cum_cases, lag = 1)),
1806     new_deaths = c(cum_deaths[1], diff(cum_deaths, lag = 1)),
1807   )
1808
1809 tidy_weekly</code></pre>
1810 <pre><code>## # A tibble: 1,835 x 6
1811 ## # Groups:   state [55]
1812 ##    state         weekdate   cum_cases cum_deaths new_cases new_deaths
1813 ##    &lt;fct&gt;         &lt;date&gt;         &lt;dbl&gt;      &lt;dbl&gt;     &lt;dbl&gt;      &lt;dbl&gt;
1814 ##  1 Arizona       2020-01-20         1          0         1          0
1815 ##  2 California    2020-01-20         2          0         2          0
1816 ##  3 Illinois      2020-01-20         1          0         1          0
1817 ##  4 Washington    2020-01-20         1          0         1          0
1818 ##  5 Arizona       2020-01-27         1          0         0          0
1819 ##  6 California    2020-01-27         6          0         4          0
1820 ##  7 Illinois      2020-01-27         2          0         1          0
1821 ##  8 Massachusetts 2020-01-27         1          0         1          0
1822 ##  9 Washington    2020-01-27         1          0         0          0
1823 ## 10 Arizona       2020-02-03         1          0         0          0
1824 ## # … with 1,825 more rows</code></pre>
1825 <p>We’re much closer to our goal now!</p>
1826 <p>I can go ahead and drop the cumulative cases and deaths columns with a call to <code>select</code> in my next step. Then the big next (and nearly final) step is to “pivot” the data to organize the <code>new_cases</code> and <code>new_deaths</code> measures in the way I described above. To manage this, I’ll use the <code>pivot_longer()</code> function (part of the <code>tidyr</code> package from the tidyverse):</p>
1827 <pre class="r"><code>long_weekly &lt;- tidy_weekly %&gt;%
1828   select(state, weekdate, new_cases, new_deaths) %&gt;%
1829   pivot_longer(
1830     cols = starts_with(&quot;new&quot;),
1831     names_to = &quot;variable&quot;,
1832     values_to = &quot;value&quot;
1833   )
1834
1835 long_weekly</code></pre>
1836 <pre><code>## # A tibble: 3,670 x 4
1837 ## # Groups:   state [55]
1838 ##    state      weekdate   variable   value
1839 ##    &lt;fct&gt;      &lt;date&gt;     &lt;chr&gt;      &lt;dbl&gt;
1840 ##  1 Arizona    2020-01-20 new_cases      1
1841 ##  2 Arizona    2020-01-20 new_deaths     0
1842 ##  3 California 2020-01-20 new_cases      2
1843 ##  4 California 2020-01-20 new_deaths     0
1844 ##  5 Illinois   2020-01-20 new_cases      1
1845 ##  6 Illinois   2020-01-20 new_deaths     0
1846 ##  7 Washington 2020-01-20 new_cases      1
1847 ##  8 Washington 2020-01-20 new_deaths     0
1848 ##  9 Arizona    2020-01-27 new_cases      0
1849 ## 10 Arizona    2020-01-27 new_deaths     0
1850 ## # … with 3,660 more rows</code></pre>
1851 <p>Can you see what that did? I now have two rows of data for every state-week. One row contains a value for <code>new_cases</code> and one contains a value for <code>new_deaths</code>. Both of those variables have been “pivoted” into a single <code>variable</code> column and their corresponding values recorded in another new column. Note that this makes our dataframe a little longer even though it does not technically reduce the “width” of this particular dataset (because we’ve taken two columns and pivoted them to create…two different columns). However, consider that we could accommodate as many additional numerical variables and values as we might like in this manner and you can start to see how this pivoting step could result in much longer data (the length becomes a function of the number of units in your dataset and the variables you include in your pivoting step).</p>
1852 <p>Before we move forward I’m also going to clean up the values of <code>variable</code>. This turns out to be helpful later on when we’re plotting, but makes more sense to implement here before I start creating any plot layers.</p>
1853 <pre class="r"><code>long_weekly &lt;- long_weekly %&gt;%
1854   mutate(
1855     variable = recode(variable, new_cases = &quot;new cases&quot;, new_deaths = &quot;new deaths&quot;)
1856   )</code></pre>
1857 <p>Okay, prepared with my <code>long_weekly</code> tibble, I’m now ready to generate some more interesting and multidimensional plots. Let’s start with the same univariate time series of new cases we made for Illinois before so we can see how to replicate that figure with this new data structure:</p>
1858 <pre class="r"><code>long_weekly %&gt;%
1859   filter(
1860     state == &quot;Illinois&quot; &amp; variable == &quot;new cases&quot;
1861   ) %&gt;%
1862   ggplot(aes(weekdate, value)) +
1863   geom_line()</code></pre>
1864 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" width="672" /></p>
1865 <p>With our “longer” data format, we can plot Illinois cases against deaths from the same tibble by incorporating a <code>color=variable</code> argument :</p>
1866 <pre class="r"><code>long_weekly %&gt;%
1867   filter(state == &quot;Illinois&quot;) %&gt;%
1868   ggplot(aes(weekdate, value, color = variable)) +
1869   geom_line()</code></pre>
1870 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" width="672" /></p>
1871 <p>Unfortunately, that plot isn’t so great because the death counts are dwarfed by the case counts (thank goodness!).</p>
1872 <p>Now let’s compare Illinois case counts against some the neighboring states in the upper midwest:</p>
1873 <pre class="r"><code>upper_midwest &lt;- c(&quot;Illinois&quot;, &quot;Michigan&quot;, &quot;Wisconsin&quot;, &quot;Iowa&quot;, &quot;Minnesota&quot;)
1874
1875 long_weekly %&gt;%
1876   filter(state %in% upper_midwest &amp; variable == &quot;new cases&quot;) %&gt;%
1877   ggplot(aes(weekdate, value, color = state)) +
1878   geom_line()</code></pre>
1879 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" width="672" /></p>
1880 <p>Notice that I use the <code>%in%</code> operator to filter for the values of the <code>state</code> vector that are “in” the <code>upper_midwest</code> vector (see <code>help(%in%)</code> for more).</p>
1881 <p>Also notice that we now have ourselves a multivariate time series!</p>
1882 <p>So now how about finding some way to also incorporate those death counts? If I just add them to this same plot we’ll run into the same issue we did with the Illinois data because the death counts look tiny plotted on the same scale as the case counts. A good solution in such a situation is to create a second plot for weekly deaths that we can display together with this weekly cases plot that uses a differently scaled y-axis. The ggplot way to do this involves another type of layer called “facets.” Here’s an example that creates a faceted “grid” (noy much of a grid since there are only two variables or categories we’re using to do the faceting) of weekly case counts and deaths for the same five states.</p>
1883 <pre class="r"><code>midwest_plot &lt;- long_weekly %&gt;%
1884   filter(state %in% upper_midwest) %&gt;%
1885   ggplot(aes(weekdate, value, color = state)) +
1886   geom_line() +
1887   facet_grid(rows = vars(variable), scales = &quot;free_y&quot;)
1888
1889 midwest_plot</code></pre>
1890 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" width="672" /></p>
1891 <p>Nice! Now we can clean up some of the other elements we worked on with the original plot (axes, title, etc.). I’ll bake that into a single chunk below.</p>
1892 <pre class="r"><code>midwest_plot + scale_x_date(date_labels = &quot;%b&quot;, date_breaks = &quot;1 month&quot;, date_minor_breaks = &quot;1 week&quot;) + scale_y_continuous(label = comma) + labs(x = &quot;Week (in 2020)&quot;, y = &quot;&quot;, title = &quot;COVID-19 cases in the Upper Midwest&quot;) + theme_light()</code></pre>
1893 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1894 <p>That’s it! Mission accomplished. We’ve got ourselves a nice concise visualization of weekly COVID-19 cases and deaths across five upper midwest states over nearly 8 months of the pandemic.</p>
1895 </div>
1896 </div>
1897
1898
1899
1900 </div>
1901 </div>
1902
1903 </div>
1904
1905 <script>
1906
1907 // add bootstrap table styles to pandoc tables
1908 function bootstrapStylePandocTables() {
1909   $('tr.header').parent('thead').parent('table').addClass('table table-condensed');
1910 }
1911 $(document).ready(function () {
1912   bootstrapStylePandocTables();
1913 });
1914
1915
1916 </script>
1917
1918 <!-- tabsets -->
1919
1920 <script>
1921 $(document).ready(function () {
1922   window.buildTabsets("TOC");
1923 });
1924
1925 $(document).ready(function () {
1926   $('.tabset-dropdown > .nav-tabs > li').click(function () {
1927     $(this).parent().toggleClass('nav-tabs-open')
1928   });
1929 });
1930 </script>
1931
1932 <!-- code folding -->
1933
1934 <script>
1935 $(document).ready(function ()  {
1936
1937     // move toc-ignore selectors from section div to header
1938     $('div.section.toc-ignore')
1939         .removeClass('toc-ignore')
1940         .children('h1,h2,h3,h4,h5').addClass('toc-ignore');
1941
1942     // establish options
1943     var options = {
1944       selectors: "h1,h2,h3",
1945       theme: "bootstrap3",
1946       context: '.toc-content',
1947       hashGenerator: function (text) {
1948         return text.replace(/[.\\/?&!#<>]/g, '').replace(/\s/g, '_');
1949       },
1950       ignoreSelector: ".toc-ignore",
1951       scrollTo: 0
1952     };
1953     options.showAndHide = false;
1954     options.smoothScroll = true;
1955
1956     // tocify
1957     var toc = $("#TOC").tocify(options).data("toc-tocify");
1958 });
1959 </script>
1960
1961 <!-- dynamically load mathjax for compatibility with self-contained -->
1962 <script>
1963   (function () {
1964     var script = document.createElement("script");
1965     script.type = "text/javascript";
1966     script.src  = "https://mathjax.rstudio.com/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML";
1967     document.getElementsByTagName("head")[0].appendChild(script);
1968   })();
1969 </script>
1970
1971 </body>
1972 </html>

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