index
int64 3
126k
| image
stringlengths 2.21k
1.56M
| category
stringclasses 26
values | dataset
stringclasses 25
values | modality
stringclasses 4
values | original_question
stringclasses 345
values | new_question
stringlengths 28
641
| answer
stringclasses 4
values | A
stringclasses 831
values | B
stringclasses 834
values | C
stringclasses 826
values | D
stringclasses 819
values | A_new
stringlengths 1
102
| B_new
stringlengths 1
134
| C_new
stringlengths 1
126
| D_new
stringlengths 1
116
| reasoning
stringlengths 361
2.96k
⌀ | citations
stringlengths 2
5.61k
| diagnostics
stringlengths 532
7.93k
| loops_q_actual
float64 0
10
⌀ | loops_r_actual
float64 0
10
⌀ | variants_tried
float64 0
3
⌀ |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
3
|
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96R5LqRqt26nAeItFhn1WOSIb0uDiFQen/6siupm0jxN4o+DmofAPWfE9+NFv9TS/WwMmVgvo8hZURuEfa7KduCytgnphNL8L6tofiOw8T6PbxyDT7pLmGGZd0e9WDAEdxkDIr3D/havgf4zftMah8YPjd8OUi0zUkurmbw74cxBHFMlm62qAnovmpEzHqeetdKhGqlzJaNPXpbZ/IWLgp4VxmuaLTT/AMj2X9iPTtN+I3/BJjxz+xprGs2F54j0jw5r9tpdiJcyTxTCW6tZ1Q/MQs0u091aMZ4Kk+L/APBCb4Y/C/8AaZ+EHxS+AvxI0pXl0jVLHV9H1K2YLdWrXMUsMxRiDlR9lhyrAqcjIyAa9P8A2bP2XfCnjz4O/Eb9pCP4q3nhbU/hz4c+3w6fZljcvebQUkLgrsR5WEa4OfvccV4x/wAErvH/AMMv2Qv20NZ8ReLfEDaL4c8S+HJtMuVnRjFZ3RuIJopGIyRH8ki5P3PMySFyR8PnHDuNyXKM1r5bVl7SvKNaCitY1Iu8lG26kulvLW54VCg54+j9XWlFcsl15WtPuPJ/F2vaIfH/AIn+Eupj7Pq/hLWr6xvredTlJLWd4mkQjqu5enUZ5Hr5B8RvDWjeL9Oa08TaUtzbyN92QHjPAYHgqRnqOetfWni0+F/gj/wcAWmpxQ2t94f8Z+KbYoWCzW19BrlgInbjKyRmW6c55U45zVf/AILEfBX4afsjftL6DD4C8MNpHhvxXop1CCKJzJBaXsdwyzJGhyVj2mBgoPylyFAXAHfQ4ndbF4LCOLU8RRjVT/vJe/Humt/8uvdl2OoV4VYY2yUJ8mq0d9r9r/d6H5sfGL9lHxL4Ktm8TeCRNqulBA80ITNxag+oH319xyO4GM15CQQcEV+jl34e17wnr0uj+NNMubK7jfZc213EY3Qk5BKkDqDkexrz39vj9nHwX428Xn4n+EToukXetWsclrZaRCscPlxIsIM6IMCVzHvaQfMxJZgS2a+zy7N1XXLU+/8AzPEz/g5UZKrgXo9eV/8Atr/R/efEtFaHiXwtr3hHUW0vX9OeCUcqSMq49Vbow9xWfXuppq6Pz+cJ05OMlZroFFFFMkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFUZYCvuL9mfwhZ+DfhZoulxTB5bu2S7vGjG3bJKPMw2f4lUhP+Aj6V8d/C7wi/jr4g6T4VCnZeXqLOR1WIHdIfwQMa+8PCgkiuWkhtm2su1EHAK9eBj8K+e4hqS9hGnHq7n6P4fYCNStVxU1pFWXq9/0OosS0Nyo8vhmAIznnHUep61rQyGzUSRKG38txyByMH8hWXYs7sJQoUJ/rFPB6ela1k8UsKgoSxAB2jpXw1TlUvQ/TowsrnWeGrH4bHwBrWs6/q14PECXFrBoemwW26OZGZjLNI/bbtUBe+6oIdPm8z7HGCBLna+z+dUrPRbi4G6zleJXGJFc4znvx7j9a7Oy0uOC3imZiGXBDZrfBwdevotDlnONPS5U1G0ttP0goE2skW0qq55H/ANemeG7UwWis58wOmXBXv/T/AOtUmtxXFxqsSQJuVo8nBwT7n9K3bLToVgKSDMfAVgv3T2/rXpV3HmsYSk1R3MyBpbeUOFBjJHJ7f5zVa+UfavMhhGHfls/55zWrPaeQ3lbMsxBxntz2qGax2Qb9uGXpjp7VwThad7aHNzXKj2vkkADp/qiRgD15/wA9ay9dSeKFouWbadme5/rWpNcJsWGSRgVGcg0y60gXMcRMe4FQPlPX1rto0G37utzRW3sYOgQT6jIivERhOrHgHv8AXkVrPZ2ySRtIrLK5YsuflByOK0bPRSqA6Zb7m3LgdAM1fv8AQYLx1mVFDxj5/bivbhR5KSRy1q6UtDCcrp0Lzzxj5m2gqP1+tZGuX2648uLcWTnavVwfatu60xxMIFXcTjCHkEVpy+CdPWG11AqxIJwxGMtgEjPfGRVOFtGc/tIp8zOXMmqpEy2SIDIMtvGOx/XpWfDo2pTD7JqEhEvmfLGo559fxrtpNLs1zK3O1twjY8MPY1U1fXJdQuhcT2UJa3hWKJ0jwdoJ25I6kA4z6CueulFaHTQqX1OZsfhtaaXq51a71CV72NmQZbgKeDx3pl1LHa3zrNJtK8Zx1Geeadrevaj53msWADAOVPJNSDS5b4fOgO9eec158nzuyOtynyXexe0SZdQVvKH7sH5uetN13wK2qQx6s1mrWjXIgyHG/eF3HIznGMDPT+Vb/gnwnb2kLyTpgyHJ2nnOMf0FX9UsrPTbhbgx8KNrMTjk4/8ArV6dHDqNP3jxauJcqtkYlh4O1fVoLTSUt/PWEiOxQr8ybnLc+vJPX1roIvg9ptrJPcanFG12mY/Mtn+Xep+Ygccc4+oPWtr+z2gtYdow80QkQxvztI4z6HHaneHbqOHUJdIupdrIAyE85Q55x9a640aSex588RVd7FHRvg34I8badqmn65rlzpklnaNdW2rHaywSpHLsRlP8MsvlJ3xuJxxXCDRV06Urqdi7JdW4aCZ0ID9gR6+hx0r1rUjoWn6dFp0sAuri5jL3EoyojJJAT/a6Bgw/vYqZk1r4qaLbeGfFOv2lvp/hDRmbQ44rAebJiZMwgqPndvMLFm/hj9q6pRhOlZGdLETp/FseRa14fk0+3e3SHAjbaQOzDtVHwJpVt4i8R23hEavbafPqF/BbJqWozGKC2MjhfMlPOEXOScHAFd/4ntbiz00y2aLJaSuZVO3ozBd2DjPHT8PevPpLa3SynlvIwGaQs3zDOf4R/n1rnlGNNps9PDuVem0mdtZ/Ffxn4C+HWv8Agjwl4g8q18X2sVj4gQ4dbuKKSOUAHqP3qkg/3SfWvDdT8FeIfGl9qes6Jo9xdXFpDNLJb2kRaQQwxNJK5UdQqIzn2UntWrqPiCTVrqOwEbCEcMiMSFIyPX6elVPEWo654U0e6v8ARNQurd7i1ltmeCQqZYpFKSIT6FGYH1GR7VhUqqdk9johh/q12rNy3OPTR4b7XND8e2eoPb6t4eure70fUFyXheGUTIpXoV35OOxJI6mvqn/gvP4++FX7Q3wC+HPxX8D+IrV9U0HVhBq2iPOhu7KLVLCO6j8xVJBGLZRuUsoYlc5DAfOE1lBZR2dmriVDbpLNtX7pZQSv4cZ+tR/ETwHbW+sXHhbUfst7EsSM/wBmYSRsjIjDB9RkA+hB9K+PxWCoYjOcLjpSfPh5Nx7NSVpRfk19z+d7x2SUsfhqlP4ZVEtfNbXOs/a//a38O/GPQfgbo1hdWLy+GvgnDdeKrs2iyS6jqCRbPsVxIGVkH+iAo2TtN3907q89/bK8U/s2+OdY8MeJv2VPCWq6Fa634atX1zw7qd2bgafqhOyWOKT7zxkjcCeoYcDoPNdY+Gsvhlb2Hw9BJJBqbwW8yPIMxQCQSOOR3dIiDnIAI5zVHXzr1g1zBbmIQXcKwyMYgWQKwYbT1U5UcjnFfRZZh8DgMF9Xw70u2r7q7cvzdu1loeJluDznDVqksVe0Ektbp6WuvLT730L8/izQdd+AWs/Avxl8M9K1BNR1211Ow16SHF7pssUU0TpG4+ba4kXI6ZjBINfM3xA+DGt+E7U67pIkvdMPLShP3kP++PT/AGhx64r3OBUisGRmOWUK2Dk/561d1nVrXVrQTaLokenpHYwQTQpKSJJEjCPKc9C5G4joM16dDE1cNbquw8zyXDZrFOS5alviX69z5Kor2zxP+zvb+KNLuPEXh10sbqMjMJX9zMfw+4fpkew6149rWh6t4d1GTSdbsJLa4jPzRyDn2I9R7jivapV6dZXiz87zHKcblk7Vo+69pLZ/Pv5FSiiitjzAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiigcmgD3P9hzwVBrPji/8U3ijZptkI4TzuEsrYBH0RXB/3q+vdG0mC1KRmZmYMfccZ/KvGP2PvB3/AAjPwjtNSeJkn1ed7t228qn3Ex7bVB/7aV7noNrLqGp29qil3nl2xqq9fQH3r4nNa7rYxpPbQ/eeE8vlg8iglvLV/P8A4BdsgW37owFkyd7D+HPH+NaOnaBdzuq25Zs9Tux34Jrp7DQbC2iEE0Cs4kwFIwyetao07yvLnt40J8voOMgV5ywUakXJnpTxkaUrIXQdH3NHA6qT93HQHPHJroNQs4tLt8SKWRiB8vUj0qvoECv2BO4Z77Tk5q5r8dw4EaD7jA5bnnFehChCjQvE8lz5q2rMLTFgn11nkQfJAVBC9OQdtblsrQK8axeZh8SDJ4Pv/ntVW20WaO8gvbiz3MvyvjIDqRg9O/Q102heGfED2txLLFCYYEVz5koDTAvtBXPXkjj0zRDDynaTR1YipGENDN1e00f7QBoxkaKKFAGuIwrltoLkgEgc579MdOlZOoGWIFAuSwzgfyrpbzQ3izKYyoGTIv8AdGcH9apapFbWsEhLruGMMBnOK6VhaS1kcEal9UcD4iLzRo0CZJkG8YOWGf8AGtbS7WS0snM87y/MGjDHp6j9abrEVuh8ssACc5A681lxvqaXCxp88YkxkHoPrVUowozsjvT9pSvsdLZXA8w/Zxg8EqP8PzrTsLd7lTAuPNkkAVcc/wCeaqx6NPb6cLooRIwBY8ZHcfzrp/AujLqU0M911dyEPQ/XNdUJPnPCxM10Zr2vw98JaJbXFlqVy0mowQwNHcREbEYu6zIQRycbSCD0+tcs+jWMd5JHd37C38pxEyjIDlflJ/T8hXYa5ZPY7rYqw3KfmY5471wnjjWLTSLVrWOcsSFKvt74Bx+BOPwq68oys+xjQjUlpe9zC1q8W2UFh7Lkd6qaZcaPJbXEl/EyzPHhC3K9ee1UZpRqQjumvGLkEvGoPynPTn8D+NSypp2maPPNPqcazj/VQZyWJ715c3KpLQ9elGMI2ZjajFBJdlWXcg+XkHkZzW34esIVhIuH5DZBHPfp7VzYmuZZDcHBTHIXpxxmtzQRdSyiMgY69eKyw8JU5+8jau+amkmdzptxbeUgikBAT+Ks/wAdwvcaDLDFGpaQjc2eAMj0rPtWuTcC1icgrzlvQ9q0/Fmj3iae2Sqrc2+eHzwf6/416zn+70PL9ly1k31Lfh+6ieNGhZTtQYG7oKh8bW011HDqGn36WV5C6i3nxlTz91h3BrnvBNv4kcRSxhSE+SRG4LL2aus12BRYM93BuHAIzx/kdacFKUdTGrRVKsZ994jm0JJl8RA3UaKfIvbQE8jB5U846im6B8T4fFGmRS+ELQ/areOYtLbhvNdQC5LDsVXdzx8q0njXTphpnk6ddozsBsJHHbJ/L+VcXDBdadrk15pyrbyzDbmI43grsYEjsVyPoTUuo6fUuNCnUXmemaxrFrd+DrewtrXy7fz2dIgclFIXGSfUAflXn/iHRru4h/0WDdvJKgH1PWuyvmS00S2W6ThozvxyQMcn6VTW500iOK0k3BEDqyseMmuia9pG6HhX7FXPOz4dfTcwPt345fbnNT/Cn4ifBm78ZyeCfi/Yz3GiTRPDI9txMs4+ZCPbI7c5IFbvifTxNZySIQNyk5PBHtXA/DPXNA+G2o+JtS13wfHrd9rWg3Fho090qmPTp5mQNdbSpy6xiQKVwVZge3HJVjyavodkH7eLcr/I6/wP8ENY+JV/4b8L+DobVb3xVrq6JYRXNwqlbthFs3jOVXEyDd06jtXDQ2N1ZaneaTqNoqzWVzJDKrA5DK5VgPbKmupl8bX+g+G7i48OskF3LPDcWmoQgrcWc0W7a8TjlD8w/wC+V9K5nww0k1k887+ZJJKTK8rZYknliT1J5JPfNfNYj2fI5R3PWwzr8zcvhtp/mct46so41EkBjHmAhQOD9MVxviXSdKbQI7FbCVZWmd5rgyZDKQu1QOxBDEnPOR6V3XjWKG61BUCD5TnA6NWp8W9C+FVv4a8FwfD6W4uL2XwYk/i2S4LFf7Ta8u1ZEDcbViEK/LxkZPJrbCylGPMdUqkI8tOf2j5h8QxNpM8iwgMPM3qQeSo4rQ8PaVrmv23kaXYF3kIyqjgA+tWviLok89rNNbIW2qQwA6EdQPau1+BEr6dp1mERd84Utu/u9D19Aa96jN1OVdDxalN06klEn1jwmngPwfDZX8QknnUtKAOCxFeY6v8AD3w548S40rxJp4m3R/uLhCA8BwOVPb8cg9wa9m+M94ZWj0lJQ7gZZmHOO1eb+G9ztczXEeASFJHt/npVV6jhXXJpY1VGNfAunVjzKW6Z80fEn4Pa/wDD+5aaNvtthnK3USEFBnGHX+H69D69q5CvqrxJaMbwyA5i3/vFJB+XkY/nXmfxG+B1lfo+teEWSCdiWe0I2xv/ALv90+3T6V62GxftI2n95+a51wy8LJ1MJrH+XqvTv+fqeQ0VLfWN5pt09lf2zwyxnDxyLgioq7z49pp2YUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFXvDOhXnifxDY+HdPTdPfXccEI9Wdgo/nVGvXf2LfBg8UfGCPVrmMG30e0kuXZo9y7yNiD6/MWHulZV6nsqMp9kdmXYb65jqdH+ZpfLr+B9aeHdBj0bRbPRdIth5dtBFbW6kZIVQB/QCvSvD3gxvtIvpLuS3MAzG8ZIOQQQR6f0rJ8J6MJSsjwkqQdvyjHpj8667y3sCIjG7OD64BBH+Ar4WTcpNn9D8zhTUaasl+Rranq2mS+ItQvfBwu3085jhGpBWmClcMTtGM53dPb611mteHPFvgQW/hLxhoC2VyttDeJIQpdobiNZkOVJ4KsCB7+hFYnhLSdT1G+eHTdOaaWOA3DeSnzBEUszfgBXY2kPjr4reL7TW7m3n1TWdant4LKCNADdOoWGJAvQD5QpP5+tVRqJRcbas8bEqUai001v3uTWHh82trDM1kUmuRv2j7yjAxke+c/jTm0a/fUWspYS0gYrkDgmuy8K/2HHqXiCz8WeH7++8VPILTTobZsxWciS/v2ZR947V2gAYGCa7z4Z/CrS/EXxTtfBXiQXNnbW8TXfie4Xaj2UEKlpnBY4BwuB7npXrQpqrSR5FSuqM9TyzSfD8OnyeRrkg8ovxnqvTg/rW3qFtoGl2q6cqmRgWZZg26MqcFdvoRXN+PfE1iuoSJbTySwtKSJpG+Zl5wSQACeh6Csn/hLLm6082saYWMHy5Cf0ram4QTNGqlVJsu6prumy2119pmljuUCizZI/kkJcBt54wNvI9xXD+OddGj2BN2u1WUMGH8X+FLP4ohnu7nT9Tt2dBbts2uQEfg7h69MfjXG+ML7UdRijtron7OoG0kZz6jNeLi8whz2R62EwV5alTw14mfxTeNfRJIArGMZHUA9f8+lej+GNHa6cQwnO49XXjt+XSuK+HOiopKRQqo3fLgYznmvWfB+myWQ87bwR8wJyMev/wBejDSnOakwzGoqbcI7I0NUitrPTLezmiGZm8tyo5B6g/TrW74FsIhr1oguYxsP+jpLjDyDG1Wzxg9Pauc8T+JLKW+h04WyoEYtu64BGMVUPirVfC8t1qUMUYjFv/o5nPyvyB8v+0Otdyr2rnz06cqkLHX/AB81Pw63xG1DQfD+rQpZQzExTnIXbtzg+hzjIrw3xprWnpI1uLrKeZu3s3BI9PrUXxY8eSXGofJepM80Qkk8s8hsdPXg1ymn+FNa8SWiaprKyQ2zsRCxQ4Yg8gHoThlOO2a66tJ1Xyrc6cKoUYKUh417VNam+yeGIm2MCJLjB5z1A+n8zWhpvgjVnX7Zd7i5H3nbkivoT9mb9j60+M+kWmgeBPHWjwa/c3U0VroF4zpPNHFbtPJMXxtUYXAB6nPpzN4p/ZT+LPhfwxqHii58JSSWWmahNaX81uwcQvExV2JGflBU/NXXSyy0bvcwnmtKVRxR8+2mlMj/ADJhAeVI9Otadlpt8kkc8dwN0gG5O3XpV/U7YR3P2QphAMggdc1agj3IziPouMA4ycYrnnRSk0+h6CqNU0+hdtYDJcK0W3py3px+tT65Y3moyIWvCgXHQZBXjjFY9pqE0aEIG3DOFJ5FaFprcN1DskLKR2Y4NLlSjY5+acpIuTOun6okWnrtjdWI3dcDoKvXF+E08mRNygEuG+lc3d67MzlY5gxi5XPT3H8qd/wkiyafLFJwjLhgOozSVRpWE6bluVtc1CRrVJowWG7KHP3M4yPcVU1fRrS01vT7fSdQS4SS1jmvJghChySdg9cADn3PpUOpQQq8Jsp2K7gowc7T61rNC8cSRTKEWFWZiU5ycc5/CuSo3Uk4tGyjyxViPxb4gZ2jtkYrlcLg8g9D+fFUdE1G0sb1rW6VVaYDbkYz14ArKu7qHUbkl3Iyd8bE5Awf0ptxBFqrfZrWcli4KysvKkdR9a1pylGyT2OlUFGFjY8ValBrJOmWluwMsRa6ZOic8H2J5/KvJ9R1GKz8Qw6XLD+6hOzzGP3uMV6dZQw6dpzwsS7SArNKw5cgcZNeefGldF0h7DUYWIuJcpdqG/djGAhHv1z9K1xMHUoOS3JwrXtlTRL4z8T21vpMGm28PmEf8tFxlge34CqOl3UY0mSaMZVCQDnueOa5TxBqF4E23LrgBSjp3yKseG9blOlyWscvR9z5PBB7V8rXpvl06H0dOilE076ylnlSVgWD8sfTjpWz4r8Ta3430Dw/oGtWdklv4W0ZtM0x7W1EckkDXM1wWlYH533TuM9gAKxbXUnjcbWGBgD2qTUNWiggCRIFLA855AxziuaMqsVyp6M58RFOauttjlfFPgnQrL4YnxzF4osXv7zxFc6f/YUbgzwwQxQt578/dZpioH/TMms/4fWFxJosL6aV+0WkzYJA+707flVrVPEdmPCV34JXw1YMX1tNRGsspF0u2J4vIBzjyzvLkHncBWL4c1QaXZPNAGT943+rbkZ/nX0OFleyXQ4FGq5u+uv4EPjjVma9mvrrLOQQDjPA54rH8JslzZzXKowDTZIP4VU8bai0rGIycnowGcGr3g2ZLPQ5rV0yxJPJ+g/pW6mpSsddaPJSsjF8RoqXEm5ScDPB7jp/n2qprNk11ATEMYU+WU44p2v3kpuWYjaCABmpTLIbdfMBBZfvE8Z9P8+tdtB2eh87jI6cpwvjnwTpGv2kaapar5qrtSeMYdf8+h9a8j8U+CNV8MS7pB51uT8twi4H0I7GvdPEG9gZA3ABwM8jNc1dxQzQm3uVDKwKsjjNerSqPlPgs2wlOrVva0jxeiuo+IHg+w0SFdW05yscs2wwnnBIJyD6cdK5eupO58xUpypT5ZBRRRTICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+z/+Cd3w206z8AXPizX7s2setXrZl8jzD5EOVXAHOd5k/Lt1HxpaW1xeXUdpawtJLLIEjjUZLMTgAe+a/T34L/DG38I+CNI8GNAYzpthFbyFV2hpFUb2IPQliWz714Of1nHDxoreb/Bf0j7XgjBqtmMq7WkF+L/4FzpvC8L28C3FxECFB8tM43AetTzaklzcSOC22J87AclcHrTdVmh06OPTLeTHyHKsfmP0PfiotKNodaTS5T8ywlnXGA56dfbPSvj61fkVo6n6s6sozc3sd/4Mjv49Ol1O1uvLt5HWB5Y3w/IzgemR1ru9FvvHl7o2oa14VgRV0DS4k+3xxYNpEz+WhDD7rl2UbgQecivNvDxNrdtp8qfuz8zYyMfSvW/DPxI1Xwz8Idb+F2mWttFZeJdRs59SvPLzM62xLLDnnC7iHPuK3wlWi17zscOLVScOaGpqeB/Blz4Vh0ew8CeKbzXfEuoWhmvbbSbZ5G8qSIk5PXzBghhg43ckHIp/ij4n6nZeCrzwUphVbi+e7u7sgm7nZkCGKSQHLRjG4Kf4jXVfCD9sKx/Zi+DetxeBfhdaTeNdYeWBPGk9wd9hbSxCPbGuOCACQe5PPbPzhc+L5bmcxveuRI3mYPJYkjOT65Jr0KuLp4eMYQd7nlQw1bE1pOpC0Y2s+5talaSvjzHDx7QNynOQO3+faq87KkJgeMIm7buQHj3qsmtli7pG5TcCyt6f5/lUNxfh5iqOXUf6ohuOnIPvRCq3qz0qVPlXKjF8Tp/Zl8Lw58vHORkt/wDX/wAa5rxHq8zwqsPMa5PAx/nrXSeLLyW/tns41LkRBiWPGfb3rnbJbUxiG5ibLuGZD6ccc15tegnW5u56NCpyq76HY/DqCOw0yFpI8mQZyR0r0HS710CyxsRtGPlH1rzTQ766vbhNP0Us746OOAMf/qrq7q/n0SGOCO83SmM+Yyn7h/zmvSo1IwieFjeadW/c17+y06KaLVNRUv5b5MqjgfX2rz74/wDi+4nuU0TS2EcKIJQsZ4LYxn8av69421CzsJrION7KAVI4ZQQec/SuP0Ox1D4heNYH1A5QuqSlRwEUYGPwxWlFOdZJLcxjBx9+WyNj4Z/BOzuPhjqXxM8cajcaeGHkeGImtGZtTuvNQyhWIwI0iLFj13Ogxzkbni9vsnw2tdLjk3Q28zSQQq+AjPtDMAO52qCfYelbGraZc6bJDpRv5ZbS2LLbwuxKxbtu4qM4Gdoz64FVLnSv7Su7fS2wyMCxIHBHOBX00KcKMLLc5I89afNfQ1PgT4o1vwp4os/EuhanNbXmng/ZZY2w8bFcEg+6llPqCRXvXhD4veJvD2jXXhd7+4n0u7s5hd2MjkrKXIJYn1+8Cf8AarxPwRpIggeFbRRJuIDiutvLi70Oylv4bg/NFsOTk4Pp/Ktfbypw1OSrh4VKum55x4qisbnxLeXenWhhtmuT9ni3btoz8q89SOmadq+g340xfsUDuYQHZo154q0NN83XoNNcs7BjIxIx+f5V3nhe8bSob20lt43jvbYwguoPBIbj0IKiuKny1W33PRrynThFI8r1LQb0WkF9s2yEfvABxnvis28hiRTLNHhR98hsD2Ne6/EjwRoel+BPDmq6dqiXV1f2s73trEoLW4V9qZI7nBOODgD1GfNJ/BN/rtjLp4sCW2b0UMMnHp+Hb2rnqVMPS0lJK3do4P7TwlH+JUjF+bSOBv5xYuXMwdG6HPSq2n3UiyzeVGHGMhSfvAjpU/jvwzq1iN66dOYLgBlBRjlhkZHtkVlaI1xEJDexbZ0KIIwPmfIOSfTBH6isL05OyZ61GtTrxvCSfozc0GI6lr1rp1qCnnTKAG6Z/wAK2viTeW9ppsq2zxiS5baFXtgc/h1NY3w1ub5vF128w2QWcKnLD5izHHH4ZrO8fardXetRrAuIIMhOOenrUySSubQjz1kuiMi2+1RzxqYgxI3Zz0Fa0McWnWix2zlSxLseuD0xmsGfxHFZEtcMRtHU9wf8/pUI8SRxATLcCSEn5/m5UH0rCLUXc7KkJzdkdO2sI1qxlXcHGGKnv2NeXfFa8t9Yvl09mO1QSSR/FgV0era9HaXQVLtTFMexyOnSuS1qVrq6nuiiiNZ1jV92TkgHj86qpWvTdgwtN0q6bRyt/PdSWiafIQPJQKjg5LAGqVnqE+m3YEpGCPnGa2L+w8y4LrgYI5xxWJrcUYkVDjdsBzmvNspM+glJxRvWGtQ3RMLMSp9+TVzULky8glQoyGxkY9fz/lXIWQljjDxLuZeDgdcV2uhLoOpWjDWtee1EenzyRNHbGQyTLG7RRkZGA7YTd0Gc9q5Z0eWd0Y4mN486OZ8bLHYCO2Fk8VyYA94rfxs2WVlHYFWXisbTQsmitBksQ+5eMA9yKm8Z6hDDG07sWCZXeTnI5/H/ACKp6HOJ7MJjaU+fOfvD/OK9LDRbjc46UOU5rUlnvtTFvG6k788r1Oen8q3rbT5dIsWLqQWGASDgda1tE06104LePYpPKxyd3Vfp79DT/Fc9i8ZtUhKPKcyhuQTit4wZFeWnKeca7cNMD5UefLfknoRjrUzymSyjKn+Hp71FqVo32loYXCnuN3PXg5pGnijjEbOSVHOe5r0KUWpHzeJlrqZmpp5qSAHbznBNc/qClGJJHsK6G/xIG3DJA4zWLfBJV2nHHWvRpuysfIY+SdS5w3xTcDQ4Yh/z9qSPT5Xrg67v4qReVpEWMYN2p4/3GrhK6qbvE+WxrvXYUUUVZyBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeo/sceCH8bftBaCGDCHSrj+0p3X+HycMn5yeWPxr9PtW8Q674z1Gbxn4ghtVuJIkin+yWyxI3lrtDFV43HjJ7mvhT/gnl4Klg+3ePp7ZyLu7WwtXUHjaA7Z56ElB9RX2pqmqLBpYsIVYbowSF6qe+a+Iz3FweMavpFW+e5+w8HYB4bJ1Va1qNv9F+V/meaeIPFfiDxD43Waw09jZ20pQnaQNo7k9+cfrXQeAre78ReKhDqUgthHNzO+cFD3Ht6/Sr/hHwtosF5ePqWpy2ii3ZrSOGAyedN0WM8jaGLcnsB9AdDwzpElnqsqxodi5Hlkcp2JGe2a+aqVlZSR9lOadNwsewePPgf47+Es1npnj2wt1W+0+G+0m8s7xZEkglG5C2OhKkZHUZ+lM8IRaJLeW9p491WezsZLe4a3ls0Vys20iPdnkL5i4b+nUZurOvhq20P7f4kTVYJ7LzjbecSbb5yrQNnkMFRePQgdq5HW/EWmw393eWjEIxIVScY9MZrRyhGq+RadmcOFpVa8eVvXvsavjPxjefYJfD9jIQ0kZ2ohyMDqD9cVgabbyWc9vbyuS8yEncfw4/wrkLfxXc6vfXGp5EYWVkhGDtceoPQ4/rWzaeLLefVolupgzLGI1x0BHNTWc1UUmenLCyhQcUjubG+toN0l3PsjDfMMZx2PX2rA1PUI7tZtP0jUDE5yUcjkn/GrV1LZ3mowabe3YtLe6dBJdOciJScbuM5Az0ri/EgutG8OXXiFLhdsWfIfPMhJxx+hr06UnUSsedTpqLcXuA8XTX90NMa4WSVTtab7uTmkj1CS7umgtJSy/d3jkr6VyXhm11PUEE8ELl5ct5iDOD6/nXbeGNNg0ZDBKPnc5LMCcn/9Va1YSjozOpWppNLc7TSVn8F+HI9XB3TXR2BuuRjn+X86S18UudDn0hrXa1zc+ZLKzZP3QAPYDn86w9S1zV7OyGnBTJBGS8SkZKH8e1aPw7shqMFvq0kLC7juGLxTRgq8ZAx9SDuz6giumhh61eSSWh5lSUVHme5Q1m7luGWyiH2iQrhAnzHBHU16B8JPh83hzS21u/ibz5ACI2HODx+dT+EdPg8NXl7faZpioLuEwT4jDZjLKxAznByo5GDXVPq02op5cdsy4QHg4K9//r19LgMAqM+aT1POxVeTjyR6lHxXGi6LHeorM4kx5TD5gPcelZei6eXSGSJG813IKkdBWtLax61OSz75LdsyW6ty+DXR6J4ZRbePUGh2FP4MDn8ajHYujh53qP5HLicfhMpw69tK19l1fyE0Wwe1c7IsOACWx1FS6lbPq0rhJESOLDNuGR9DUmsahHptkVjxvx8ir1JNY76h5emy2puNjsmXf+81fMY7iCrL3aS5bfNnydXiDGV6nNh48ivu9X/kv61Mi2ihuPEE+osxdxIIkUdCpHX2A/rW7FczI5Ebog3ZO0YzxWJoa2yhlMnzAEqcfp+n6VoC9hTf58oUIeSK8CWNxFb45to8vH4rG4qf76bl+X3bf15FmWa+mILXRKrwuT0FVbw3UQ862uCDjqB0qtceIYYW8pAGGc/Nxx3/AJiqWreNNJdjCJRFtXDbuPxqXN2tc8tUp817FHx3c3/iW0stO1ScPBp9obe0UADYpd3x/tfM7HJyefpXK6X4TnuNeVJJi0AhIkVW4yCMH8K3rrV7LUJdlu+6LP3w3BrU0GwilbzNhKNx8nJK9/5gfjWmFo1a9eMIbtndgqNWpiIUqWkm9PLrf5bmLF4bj0jQ7nxRd2dxFJO4jsS8eI50AZHZT3KkkZ9zXBa9OsdnJK7AM5wjK3zN6/1r2X9o3xPFL9g8K6dB5FloFibSGFGzul8x3lfOSMlm5xxxXg188926szArFyFP+eK+1qwctD9rwUXOPO0YesWvmwGeeI5dDsb0IPSua1G5k08FC4UsehOAfbrXVeJ7200ezmvLy6UQouQT3OOx+leTeIPGGn6y5ubK8MiEkhT1Wuf2cldHcqlL2lm9SzqPiW4edLQuSpcF2PRRnrXT2ZjsfD9lZ3m03E9/LMXz1CnYuPUcE59CK88t5mv7mKKNgzyuFXAznJx/Ouu8a6gYNbs9PVcJpMCW+xR/GPvfrn9KOT93JM6OWE+VRE8RzwW1wojclQuTn0/z/KuW8VzR2csUivwRjBHFdjqumrrNjJqENt8sQQgbwSAQMnHpnJrk9dhN1KITAC6jp2HHWuClGUdzqTU4W6od4dY3qsY0HyjoT/L86Ndv73S4na2JxjIbd7cjNW/DEEOmoYFO9tvOBnFR+LLVH09njPTG7OcH/DioUksQkzGbkotHD+Ir6bVbZkkuTycqpPv7e1aulW91BPY2ghJjaEbmI/P+dZMVvJdXIiQKRuxgDoa7aSa1tre3W5iKPsCo2OFyD+XfivT5oQictFVHuaGkQ3S3bGGELHGepHb1ArmvF2rLc63i4iwpYkSoODXQSXtzFi3t1++uAwPU/wCcVzfiWW3trkTSjcEBK7j0b/8AVVwlzNWOWrNO9zhLmYSao8ocsu8gPjGRjv8AjVfUJF2luQwySCeop93cAXbiLGHYkHHHPWs7WHdU3EZBGAwbtXXS+I+Xx9RRg7EE+qYQqx4x+fFZN1eY3jAO7145p9xKhB2uGPOB64rNu5/lLBgCBzu/z7V3xSS0Pj603KZznxNuPO0aLLAn7UvQ/wCy1cPXV+PpDJp0ZY8/aB/Jq5Suyl8J4WN/jhRRRWhyBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUqruYLSV1nwN8Gr49+K2i+Gp4g9vLeCS8QtjdBGDJIM+pRCB7kVNSpGlTc5bJNv5GuHozxFeNKG8mkvm7H3X+zX4Kb4c/BTw7o5ssXEVolxdoyYYSyMZXDewLFfXAr2zTtCtPEQ81UcPuBEaEAdzx7VxfhJry6t5Jb+0Kxs58sjhSOQSvtnIrutAu5NGiEFjGu1hjLNyF9fbpX5DXxEq1SUp/ad382f0LQovDYSFCO0UkvkrFqLwJNdafKdO02Z2sczX1xuwsabgq/mxxgZ9arRwanpc8tvLaPHMygubmEh8E5yQfwNd18DdT8QT+P7DT/AA9Lu1TUpY7LTFkKNCZpZFjHmBhtK/MevAJB55B9Y/4KR/DL4kfDr4x6TP8AEV9Jkur3w9BAp0dwY0W2zAqt/Fu2IpJYDO/2NDw8VgfbQ3T2/UyeKbxcaEre8m99dD5n1t7118643MFGS5HGaS88F+Jo9AsdS8ReGJ7O11a2a50q4mjKi7hDtGZFz1UOjDPt71u6bpguNttuBDEgq4+6f84r1v8Aa2+J+heIbjwb8OfBXieXVPDPgjwfa6fpgmgMZjuHjV7o88nMpxuwMhRjOMnTBqk6M6lR6nW8TVoV6dOnC6b1fY8G+MPxkkvP2ffB3wCPw70Cwt/Cd7eXFprenwMt3em4bcyzN/EFPTrxt6befO/hTYjVLuTVr58NBIAikda7rxH4ag1OD7LJCzKeRn+H6Vn/AA68PNoVxdR3FuSPO+V2PY/5NFbGe1hZu7PdpSw1HCTUdG3f5vf7zV1xYZ9pnOxEO15P4Uzxn3HNcV4ti1H4j6ivhDR7qCCG1XfdhW+Usp27U9Sev0FWfj9rzaHDb6ZZ7o5L2QlSvICdT+FZHw48OzWVimq2Gos1x5wM0pJ+ZO3XvyR+Fe/keFdRc89j5LH4h06fu/EzrPh/p+r+GLV9F1PRZJIwWjguQuDvx3rvPAvws17xnq9hozlbSW9uEiQXKldpZsAkntWZ4c1m4uNGW4hnyYLk7ie2OhrW1zx9qOqXdq99cvi2UhWjHMY+8Mfjk/WvpJ0cPUVpLY+eSxNSrp1IPEvhpbPxZf8AhGaVGNlMYWdOjFTg4P4V09hosWm2Ri2BVKZiyueQBx/OuS+H09zrV/cX97HhftzAtuyQucjmvVrvw/DKttJFIqBk++RkdOtLno0afNeyHi5rCx5q0rJbsxvDlvNA7ZlDYI3L+vSug2XFlC87lQoQ/KVwwA9Kk0HTtP0ySTLbpFbdluQBj0rK8Z65JcBbLTRl5m2hQOcdz/n1rwsdxDJU+Whp5/5HxuOz2Ver7PBppdZPf5L9Xr+ZY0mOzSI3GmRBWZmdz1OSeeev4V0i63s09XlYAhcBQOWrnNKtbPQ7N5L+TBCfOS2OQO351k2uqanqd8JoJX2RyYRSccZ/n1r5qeJqTnzSd2+54dSjLET5pybfdu7Nm9Q3sv8AadzJtHSOJuMev9K5vW9ct2uFtoAW3NyuORjNb2pQyXkYy2WUc81zZsYxetGz7WLZJP5VyVbzkjpoKmkzS8O2c01kLmb5C4yd1LqWmIxDxTsrYxjsaufa9K0y3jguLxV3KACxqnc3cJQiO7jcFsKQc/rThT03OKrUm6rbWhVkK4aCVN2OmTxWRq8cFyrxLGN2MsPb0q5f3YVNi3KbiRghx+dZ+o6itqDJZYk8xhvk2g5+g6f/AFjXdhsHUxc7QWx14DL8XmNVwoL1b0S9f+BqZ+kaHJaXIuIRsichZE9Tnt9a9N0C603TNJjgMMcl/I6SJtOVgjUvlWBGCWJQ9+F964SzmWS5AZyzocjd0x7V0emu9lYSzXXEuCSxbJz/AJ4r6rLcDDBtyesj7nLsgjl69pN803pfovJf5nP/ABT1PT7C1nknVQNxIx2J6/rXlE0hkj8yAlkYEjH1710nxJ1q91J5IYIw+XwhZuo6VhfZ5raAGEZ28NGTzn/P9K7p1IupofbYWk6VBJnIa5oNr44+I3hT4e6vqv2Gw1TVUh1C9kYBIIiwDOxPYAk+2K8h+Ifw1bw/q00ug6ks1vJcSCIoCpAUkBvowr0n42eEPEOsWi6toc7RTwSboCjY/wA+leUR+KtThZtN19JjOM5eToTnkYNXBxnFo+K4hhjKGOjVp35fIwtP8Qav4b1qDULtJd0EwY4bng/4121z488L67DDdWtw63lzua+E5xiQsTke2Mfjmsi7tILixe5ljGN/yhgCCuBk5rl9R0mJys2nqVdvuhORmpnRVSLRlguIq+EmozV1c9utbmOx8PpO9zFL50MgVQckYOCD6ZrmXk82WN4yCxba3PKiuSsPGOt+HrKKw1i022+3b5o5LHOc578Y/AVfXxfBJ9nmVflZuWToR/k149ShOnPXY+2weY4fHQvCWv4nXw5tLneHzu4Yn1AqprkyyaTcxXGPucEcfSm6XeTX1q7tKARzGxGRisrxLrDLYyRTNyBs2gVhCmpVtTrm1bUzNEt4Zm890LeXKG3j7w/CtnxHK93qECWyZiMhMgHQHNY/hCeNdQjjhGwMPmLcjPvXdz6NE0Y1BIlcIwMip1+td86b6MxjXithtkzJpzq0aZKEbhzk/wCNcR4zKEvIDtGCOR0OOf1rpby4uRbSDT2JySCrHB+tcZ4xlFppYiuZm8+RiW3HOBjpW1OPLE8nFT5G5dTiri6EMkkhIypwF6fjWc2oLLHJbzclhkKT0/z/AEqS/jMsplR8qTgAHofWqJBZSeAwyDx+laJ8rR8Ti8TKdV9jNvoWR1kjkOc9GNVLvbIrIW6LluOlba27SSgY49T2rtvhj8E18defdvrNlZwQ4+0tdyBSAfQdwf8ACtZ42OHhzM81YaVX4dDwLxyrjT42K4BnH/oJrl69f/ad8HeDfCrRx+FPEaX+LtUmMa4UHa+SPbIryCvXwlRVaKmup8/joyhiGpbhRRRXScgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfQH7CPhC0uNa13x3qIdRZWS2tifLyryyMGfnthF/wDH6+f6+9v2OPhfD4d+AWkw6lpwE+rsdTlyfm/ekeWfp5SxmvB4jxkcJlkl/PaP6v8ABH1fBmD+tZ3GbWlNOXz2X4u/yPU/AWvT6voKWl3qTPHZN5NtaggBVLEk4+pPP0967DTLsGRIEnHC4VXPzY5rnvDuh6fpayLZW6RhjuZh1/zitnRrJ5dXuZvLygiRUPrntX5dWnreOx+0T11O8+GfiSTwf4ns/EVqiG5sriOe28wZCOrBgfzArZ+MPxJ8T/F/xZd+PvG+rNc6he3HmTsyhFBwAQqjhRwOBXLWZUReS+FIA2sQRjFTSSebGRJEGA5JPZscGpeIq+x9k37vY5vZU/aqpbVE9moJQxNgkYI/lUd2q3JcOhZhkNk4OR7mprNXniSKPJYIcj/P1p+NzbHjAYNkErn8KwhKSW+5vHV3OX1OPxFHqFvPYWhmt9m2f5uVHY+/+FaMNrFHeRhoiPMcYXGNxJ/wre0+2tZ7jG8oTlQDjpj0rl/il4ssPCvhy81BlDTRoRbuG+ZG9APfmuihDnkl1ZvUqc1OxwPijSx8VPircaPoyLJLolsFS024aaRss+PTaBn05NY3h5rvSi+mRyOzSSlg4xgLjpjHrWN4Zl1nR/EWoaqL2RL7PnSShiG3HJPP5jr2q7pOoPbXjajelWjln8x9vbPJ+lfomBaoYVQW54NWl7XE36dD0zS/EtlpN3baQlrut50QOT94Ng5/ofw961fEdqmnRS3gn82BoDsZF6dxzXAeEr261G7a5VyS7kxknO0mvWrTw1eWfhWK7vwp+0xloFJ5HODnPuDirr4uFCg5z+XqcmZYnD5VBVanyXd9l/Wm4/4S6b9n0g2d4zbpSZVVQMleOpPf2r0LT7t/7FWJnGLdiI93YV5z4f1CHTr2G2SJ0K9Y27dq9U8KWWl6rZB84YruKkcV8bUx1fGS99/LoflueY7FY2vzVpe7e6XRei/V6mVpt3IHuJPtA2rztzyKwbrU47GSbXbiUfulIQn17/SrvjOGfQb5pIYnXz22ptHBPSodM8J3OoW/mawgMbL80JOd2fevPn7SUrCoKmqfN3IPD95qnjq3TUrhdlruOQR97mtq3l06wv1hE5UMRzjoajvLqz0e1Gk2MJijVONq8fQVz8Gu6Ml4tpqN4IjK4Hzt6nAyex5H51cebmS6mjjKq7RWnSx097qqYf7NHvKjO4d65+4NvDELmabeJG3Dy+eCcgf59K3bXTbXUgtjavtTOAxH+s+tLe+H4podkJDLGMAemK+twWQKpBTrOzfT/M97A8PwVNTxUmm/sr9Xr93TvfbzjxHrl/PdiGK2RQThDNk/Q44xxTrMtDKZWnEUbKNyu3R84BB7/Suov/DdhBvnu7ckEk8jp71k2+iW97cfbb5l8uOTMcbjHzY6/nXo1MlwMLXj+LPoIZXlFWnyKirLrd3/ADES1m8l5tyIZMYfHzAA9Me/9akjtL2+vI7SC2MgljADKMYI44rVstHlvb1Ee2bA+ZWHTp0ru/BmjaVahruSJRPGCY1IyM9xV4fD0qEeSmrI7sHhcLltD2dCNk9fVnL23hCTSHt/7QXcSA8oC4IFV/Fk622lNNboS207gw/Dj8MVv+LNQdbl7i1uWkuDj90wzwf6Vxvie7kltzEwJ4yy9q2T5UzupU3UkpM4q80qHUpDK6ArzuBGCDVC7gW3kDbsKBjLdce9blxDLNL9nhOznGcev+TVPXLFPsxVxtIGSAvUiuVtc2p6TcoqyK13o1pf6Kxuo0bC7g2OQcV4l4q+HltrOrf2fZ2ZlNxNsijCEuWPAA9a9Q13VmtNPbS4SQDyxV87wfQjtzW38I7FvD2qxfECW2Hn6Ti5styBis4OYyQeOozj2rWLUpqEWc9Wjak51NU+jPEvjP8AAM/D3xJJpfw61WbUraztoRdJOMl5/KTziB/c8zzAvtjv14jwwlpbXq3GoaRh7Vj5lnKcbhyOM9T/AIV9G2tymoa9dalO8qSEma4Z1x85JJAOeR0/E1L4y/Znt4Pgdp/x11rykj8Ra1qOnaZB5bI5+zQxSNcq2NpUGVVwMncDnAreE5PY+Xx2T4edPTSTG683wo+KX7G8Hh218A2rP4L0HULy8ns3C3Mzl7hkuHOCx2yTxKV4wsYHcGvjPS7t0xZy3ZwSNgPbr3r02+1PXNG0LV/Cdi26LU4lWWQMQ6IGDOBgjKsq4IPBrEl+Htt4n0FtW8G75p7WEyTWqj51VRksPUYH6USUMTT03PIw0MRk1fmnsSeFtaFoPsczBVK4GeR7fjWN46vxEMK5O5gVzWHe+L20G1cahCUlVtoXHU+tchqfxNuNUkK3Crw2ML6Zrkhg5qXNY+jxXEOEhBJvdHf+F9dU3SlUySeAfSu+8N+ILm6kZrmYiEtwg4yAOR+NeCaF8RNM0+9VZ4XGzgMvOBnvmvT9H1+3urGC80+YFGySA2fwredOUGnbQMDmuHxScYs6bWL27068lkghSWB+ULHqO3NcB42u7jU5wsikNjgqOgro77xHHcwCGc7SoO0lhXK28sN7c3EsmTjiNWOTj/I/WokuVixU41IuLOVuWltZ2fdnJ5QdjUsVm14u5FwRglfWr2sWamRgnGTk8VBpFzLpl+k8yfIjDn0/+tUy91XPiqy9nX5ZvdmppGgwLC1zfnYoHIPUg5/z+NZHivxCC72ljJsjz1VsdKv+JbyaZ/Nt1KQuuVVf5VyV4Gk3gnv1Pf1rJR59ZGmKr06ceSH3nK/FB2k0aJz3u1zz/svXC13HxKVhoETNnm9Xg/7jVw9fQ4H/AHdHymN/jhRRRXYcgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbHw+8I3fj3xzpHguxJWTVNRitg4XOwOwBb6AZJ9hX6jadolhpdjb2GjxrDDawrDbxqflRFAUKB7DpXxH/wTl8BjxH8a5/GN1GfI8P6a8kb8Y8+bMSA/wDADKfqor7tigUEOIOvIAbr2r884vxSqYuFBP4Vf5v/AIFj9W4EwfscBPEtazdl6R/4LZElsoCgKMbgCSOMDnBq34ZvJ7uaaIKdqgYK85aorhUQKkqlt/BUDkH6f561p6FaB7BJLJQpV85A5r4yTsj7y+tjYgIltVeaYmQcHI5A/wA5qxGVjYrgOpB4rNguJ1XZJG+5m+ViMYHPT9fzq2kwL+UsQAIySGxWTvOSRDXU0bIAHbDEyfNnOeCKsXFwJJEZLMpzhyG69v51WiYrB+5mJOO/pip7hE+zJds+GcYYA/d461o7JaE3K13fLYlplhUl0wUB5/P8jXk/xE1JvFXiuHSYgr2tu3mXAL4LN0A/Mn8q67xrr66XodzqTozGOMsSozgAck+2K8P07xJqM2t3N7LkNOd4Lc5X617WS0Oet7R7IqvJxoO27Or1KwVvE3kwxp5EtqBv98etczPqIt430wqIrgOYthPUZxxXdWcMNxo/9otHuLABecgY5J9qwPB3gKfxT8Q2muYyII3EsnBIIz0yO5/x9K+ieIjRTlLY4IVaNCjKtWdoxV2zvfgR4OuJLdNRv4cIWJRWH3jnr7ivYLnw5c3egy7mCmNSUB9ulM8GeEZI443t4P3SL8pAGBjsPyrf8RztYaLLsXJddnA6A14mJrvE3nLRdEfj+dZvUzXMVN6LZLsv8+7OW8P+Cxr1xBcLuMsXV0P3x6e9ek6Npdro4GmS5SXPyg8MOa5TwLDf/ZikTeXu6kDkYOc/59a6nXb7MsOozMGkSMKzk8lR0/HPevPSajzWPLxd6lSzLmueFvttzBeXUe+2hO5HZeN3Xn07cVS16O0MMaaYTGzqRKjAYz7fzrorPV5pfDsguFD2lwxlycbhIAMnP0/nXB+Ndejhu10bSGMlzKobaP4Aejewrup4eVdKNON2zTL8NisXWVGkm3/Wr7LzOe8Wy3Xh2COEL5zXJwmQCevpVDQ/hteamw1LUoWWZzuCytn5uvA7dMVe0zwxrF3qVrJrM3nGJzsc5BOe5967i5jkh22cewjblNx9vWvqcuyqlhLznq/62P1PB4Knk1L3HzTf2rWsuy3t566mfoUFpoEc1rewvIkluy24VsKkh4Bb2HJ+oFQ36pbXDW6XRV0YjKNnP+NJLqQXUmjugvIYbTx2/nWYsiS6m8SSA5cMqkjqPQ12LGRjVaTNI0ZV5XZLM9w7KLyAMgJUgfxDqDUuj+Gzqtw0j2wCA/KAetdXoPg68urUedEF3gEBh+v610OmeA7yW6WC0iVLcEbyo6HvXTJ1K2rN6fJQjY5uz0WzVmitoN8igZOOBnt+lbsugw2VoYYosl4wzOeoPtXf2/wwfRlWK7SJXMayDYc7gyhgT6HBqlqlj5ifZLeBV3KVyV6GiFGTkYTxMeeyPJL7w1KbqW73ZD4XJHTArg/EGnRJqxsILgOOSQrAkcd69c8U2L2e+NpxlRkgNw3+FeW+KvDZGoi+t32yt/y0z2HODUVqaWiPVwMm3cxP7ORZGwuCDyR3NYniJpJZPscY4Y/MR3/zzXWanNZWsMVmcPM4yzHr7AevasKfRRK8kghKRjnDn7x5zg9vX8a82pCo5WWqPRTtK7OF1DT0ubpG+zkIrjG0E7uea7a3vIPC1jYLBbxzOsq3skMv3XdVzGrZ7Y7dDurMuZLBNdtbX7NtWQt5g6KSBmq/i+31e8vhHZybpJPm8kSAcdB/QYraCjTh5mOMqe3SguhS07wxcWXhu4urlR5lwdwDDjk9R7V3umHxL8Q/hdL4cOny6jo3gXwrqWr3em3GomGGHemx7hDj5SGaE7F5kKAcZzWJ44vINB8HWuk3GfOgzHKpOSCvUZ9MkfnXnPxE1zXIfDb2djqMsBktm+1BHIEkfXYwH3l6HB4yBVKcaV0ux5fL9ZSu7NPT8jxPxdcKfLSIksQwc5GcdM/zq78EfGGlfDbxZp/jC2t0vtPQtFqtlJ3gcFXXH09fSuT8UazPJNg7cjPIPHP+f0rmjq2oaBM99bzEgoQ6A/eU/wA6nBtwkTnOGpzo69EZ/wC05r/hHxX8WdVvvh9aGHSN++3jGQFJ5IwfQnFeVTR72PG1u5rduLkJqU1zMoCu5JB6YPapNf8ACVzBYQ6zbJuguAWVlr6GCXLZH5FiXL2r12OYZ3ZfnOGXjBHWuh8FeO9R8OSCKOUtAxy8R7H1FYU1sAd5BIzxim2tneXLCeMMQigHjjGf/rGpnCMo8rHh8RUo1FODsz6N+FXgPSvi/wCEtd16TxpbaYdPtBLpsd4NqXMwODGW6Lx3PdhXnttqn2TUpWhuMgjKZ9e/881tfBfxrqWleBNa+F1ro1ndr4jeMW8tyvz2sodMsh9WVdvpzWB4/TTk8WXsWiPN9ngk8pWYDLMoAZ/oWBPHY14MozhiJRex9DWzKtOlGqvmT3N7DNE0hGepPOMV1nwH8F6d8QvFz+HNVlcx3Fq32UIOXlA+VR9a86jbzflWUsg/iHb6165+yw8v/C29AslhYRpfRTLNG3dTuUg+xFdVOUJqzWx5mJxLqtSPfv20/wDgj78dP2Sf2edL/all1qy1zwTqTLFPcWwKy6fM7YjjkU9myPmHGeOvFfEV4sbBioAI6gfyr9jP+CvnxS8d/D//AIJe+C/g3r3iKXyvGOuwXMmjyhR5CxM9wWX+LlivqO3pX46X8YErBBjPSniIUedKHYylUnOldnHfFJGTQYcrj/TF7f7D1wVehfFVg3hiEPjct8nK9CNklee16OB/gfM8nEtOqFFFFdhzhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR1oqxpWm3esanb6Tp8JknuZkihjUcs7EAD8yKTaSuxxi5SSR9wf8E8fA0Phr4Mt4ouLZftOvX8k4c8HyYyYkU/8CWRv+Bivo+0xPDGOvlnkd+tcT8PPCUHgXwXpPhfT1zBpdnFaCYpwWVQMn64z+NdXaSBWVgwDtjAzj/8AXX5DmtZ4vGTnfd/8N+B+95Th44HLqVDsl9/X8TRNok7bJGB2nKFx0Xvz3rR02M+asaSrleCAOW/+vVMKJLZJM5LHGT1NW4innCdYwjY+Y9ckV4zfvWPSWjLl/LJKkaT5Hlg7Txlc9vem2wMjCPG4bcAr37ZqO6nmlAlnYszPgA8/54psUrRsISoUZIBUnk/5PNKFuZs2g1JM1oAcjpwM7fWmandw2tqVeTG7OAegyf8A9VJbuZIxIDjC/MD0GBXEfEXxxa6Bpk+pS3OPLBCrnl/84reFGVWdl1IjBOpbocj8V/iNc6RrkNpob75LcmWeILuXy/uncMfd5A545rkdc1G31y6tbjSNEeyAUi7JckFyTkqOw+7x7VleE/HevJd6vPHqUkX9u2xtb9F+7PbmVJPKPtujQ/8AARXRW0l1HZP5cabyCqIyfdBPY+1fZ4OjSwdCML6mEqdXE4jm2ijU+HZ1GXV18OhndZkBQehxj8vX0r13wD4YnsL+OwezCsGy8gHDE/y6fyrn/g78LpEtI/Eeok75GBi4OVXvjtyP0+tez+GrCxguMTHLcE46+leBmWIdTEqK+Fb+b/4B+ccV53CtVlg6D92O9usv8l+d/I7PQrW30jT/ACweAnzY+lc14rl3xvFbOXIOQgOe+a1tT1iPSrAxsykbfkb19K53QtJn1XUG1GR3EcR6Doc/0qKk4tWTPh8JhnFupU6HReHYDDaRzJCQxTJx/Km63PZI8VhMGPnEqV5yOlbFvCkNupXC8ZIzgVFeW1leA3ckAZkOIpSvTGM8+tOlRni5KnT3OuhhquNrqnSV2/w835Ih1fUxoPh1hbzN8kWXAOQpHX/PtXEfDNrzWdVuPF00OFlBEfOfl5x+n861PHcl00SaBbOSbkBRgfwnjrXQ+D/DFppOhx2FnHtIz5jN0/8ArV93gcHDCQUY/PzP07A4PDZRl3JTXvSer6v+ui6DNTtoxH9qscxSRtuDL0bvzUnh/SbLxDb3d3e6r9nltLYvb2y8yXEgyAqfnk1oiEy7rONA75xjt+FT6R4WvNFujrTak1tcoqyWzR5DbgexHQjrn2rtm7x0BXaszh7tNPk12eznjSVrWNQyq5IJP05DAnv/AFqPW/B15d3MOnoGiluMGPJy2OzA+/pXqWjaDpseq6j4m0TTLO1vb4JJcpEuREqArtXeTnIYHvnGfrx3juG2/tS0trO/YeS0glVSMRrkYAPp1+mK+br4d0VzS3bO6EmrSR1PhHwvrgS20e71kXAgjRkuIW6D0Pv1Fd3pE8P2R9IhmHmqobzM8sQf/rVxHwl1y2tGnd5RJtAUAHkjt/StsaxHHcNeiMR8nJVeG9P1r28LWToJ3OatzVJu+h0v/CVx6dpZNy2HXhVc/exWAviEz5lkX5y2QvrVbUdQm1eZUvsAxqVRcYzWHfaiLSQNFJ9z7/fBz0/lXRCvYinhuZ3sZ/jKzeWRr2V2XzG2kdM964vxM9jHFifI+RgCTjB9a63xNrQkiTzjmLqxJ4685rjL7TLbX5fNMmYkQlVZuGyM9qwdTnqHr0F7KOpzNjby6tfLfXsQ8iIDyQTyvbNW9ahSS2ccliMIMdRz/gKmjhjtJJLVo12h8hVPBFE14s8TzphY41+Qk8A/jSdNWaRvVm+ZNHG6uDbPkAFo2UygDPOP/rkVzdmNU8VeNF0qCBnklB2DthFLFvyB/KtzUXe7e4nth5qRzY8xenP9Ky/CEVxF4muNU3SIsIMWV4657+nalRotS1HN8tJyW4/xzc2+klHvgjJCgLc5DkgdD37flXm/xO+I8fiKON7bRba2igSWP7RGuJZwzAjfjj5cbRjt15rY+LOtajqerCys4R5cRBlKe3Qj3x29q8x8WXsscUZMwDPNgrnABPoa8/ESvVcVoc1DDpRU3ucB4nt4rjVomt48KCMhRx0wf8aytW0syWjuYs4Q4yc1tbk1S/kLKchzwrcg0a+I9PUABSufmx27YNb0Fy2uaY6KqQt3PGvEVrHFmeLa3zFcL6+4o8H+KoNNmOm64rSWbqQ6L1Qnowq/4us47bU3YKdkpyF9OvFczqFotvN9oiHynHIHavoqclKCaPxvH0HRxEom94m8MWrzNqHh3Elm43Ha2fKyO/t/k16H8Mj8M9R+Fl38KvEtqNM8SNepcaJq5TMc5Od1vMeozuJU+px6U79g/RPC3jX9ozw54Y8e3ttBoUl+rXxujmNlALBP+BEBce9ejf8ABRb9lbxL8A/iq/ii08NyQaBrkpl02eNRtibgleOg5BGeorycfjoLELDXtJq6ZGFoyUPaPXy8jxzRtKgT4gPDrt9Po9vb+YJZbK1837NOqHyyVBBCGQICw6A1j3s0Jv7i3tLxZlhlZckY3gEjdg16VonjPxD4v8FX3jDwjLHF4nsNHOn+KrVYAV1PTiqqk4TH30x85HPAbPJryC5IluHuIYwjsxL5JznOamjONaDjL4luay5oWlH4WXBaSKxMWCONw4zjFejfs/fFa4+F+uLDqehR6lpNzcxy3Fu6fvoXQ5WSF+oYfke4rgNE1G386MXpCqMBifzr0O3+GqS+GLnxno+qJbLY232gbjxIQ6gKvoTn86461ZYeolLTodeGwftYya2PVv8Agof+2p4j/bK8faLqN/qUk2maJpKW9gs0AiIcjdIWUfKGyQCR1xXzNe28MoLbyrKMEZ5B966TwrpGo+N/EkWk6dp8t1cXk5RIIUJcuxyAB6k8flUcuhx6Lqt7pmsadslgaSKWOdMNE6tggj1BBH51rCNSpJszVOE17M8r+LFu0fhi3lbqb5Rj/gD155XpHxc3N4Rhdkx/xMlA9MbJK83r28AmsPr3Z4mMgoVrIKKKK7TlCiiigAooooAKKKKACiiigAooooAKKKKACvWf2KvAh8b/AB402aaINb6NG+oz7vVMLH+PmMh/A15NX2H/AME4/AK2XgnV/HtwmJtUv1trcOuP3MIyWB7gu5B9468rOsS8Lls5Ld6L5/8AAPb4dwjxmb0odE7v0Wp9OadNI1kyiTAU7tgPDEccj1H9atxXUe5ZEQgFwFUjgY6/zqK1e3t7YlEBZuGDg8j/ABpZI45l+VQBnO3GCv8AjX5VN2dz9rpckmjpdDawu7Kd7nBYwn7O27aA45HHfpirfhXxALC7TUfscVw3lyKYJFyuSuM/UZyK5bTb2S1Bj5MeDhOuK1dMaSa/C2sa4bBJH8qxkrNOxrJJN6mndvDJINkW0YyuDx1/Sq8hnQo2VfGclecHFdD4i8L+HtI+G8Hia48QP/a7am0MmniNdn2fy1KyZzknf5oIxjgc81xt3f6rZ2rfYFRllRgWPr61UqM4zWm5VKpBw0eozxN4vtdDt1gluv8AlniRs9Gwf8K8Y+LN/f8AiKOxlhsbhbeVmxMVIST7pwp74z+vvV7WtYv9X8eWlxf6dFfwWV6sr2EkhEc6q2djY5Kk4FeiXFp8Q/iPY6XpHjHXIW0nTme40+ytIBFDbyyqiyFUXq5Ecalj8xCKCTtAHv4PDUMHSdaq9THHYzD4Cnz1pJR6v/LqzzLwn4ctbGzWaS1YkNk/L0xzmu4+HvgbUPFurxzXtgYbVGJKN8rPgt2x7d8V3t34S0XwvpGywtf9ImXbHIcF8dOM9OM9MdK6f4c+E4dKsBf3DOqxxkIWP5/5965MRmUp39kreb/Q+MzLjOo8PKnhI2T05nv8l09fwR0WiaVZ6bp0UMkIKqAQFP8AFWd4i8QQ6ZegWr7ZsZVU+vQ+1F94htluHjtZC24enYVTtvDz6kDfSAs2Qck8fTNeFOu5PlifE4bCrm55D7W41HXLgLcnMbYOM9K77w1a+VbRjgnG0n2/CuY8M6VO2peYtqy7AFYdjngV0v20aQwjCkblIAPb3/OvRwlGpUailds3qQqYuvGhSWrLT/brjdp1pvE7OEjCdCCcY+vp+FWYtPGm293YW0bW0STvIllNKZCisc43n73Qc9/yplpbtMn22z+cZ9M5+uen41p6RDcapcosoEhSMKjE9FA6fh/KvtcBl9PCv3d3uz7XA4DD5Zh+SGre77/8BdF+piWelNq2qmV4dzL/AKsgcjNbt3E2lwLFE4LSHIyOc+hrrvh14L8L6zJe3Oq+PLDQJLG385BfK7G5Zf8AlkgVSSxGR9PyKa/8O3voY9StAdjnJ3dcHvXr11Ujh2oas2dZOpaRzelWM2jXsM+o2+HaNX2ScEA8jPpW5rTJqipBploTIWDKCOvrTdRl8RXttaaNqh85bPctuwtwGAbaSGYDLfdGM5wM4612PhLwvJpjoLuERyICpV1IYHoRg/yrhy+daV4VDduNubqjhtV0W4l0uZLBzDcyxlYmHZ+gH514xpNhr0PiWWbXdWieGVGZUXqCcY57d6+pZPhssHmT21+ZGlBKh+mSc4/z614npvw0urDxfc3BhUwuSYzJ/CdwPQ9eMjB6bvpXHnNGrOUOQ6KVZSui38MfD99++uFclVXAIOPp1r07wr4p8RfD6xt9S0iC1dRJJKkV5Yx3ER3AIThwcj5QMeorkEu5tGtTYQqNpHDY5A7VZ0vWPElnGk9vesFtpfMtkmXcsZB3cAjpkk46HJ9a7cLS9jTSWrG6bq6sx/Gt7rV1pf8AwkNhas/+kneoXGRu52j24NOj01W0RJRLl5BvGc5xgetdnq/iqfxVq1z4hl0rT7ZbvVJbybTrGHZBGztkoo6hSMA/1rP1uEPML2K3VYpFLmGP7sYOeBxyOv5Vqop3HSq8slF6WPMfE80ot108RKS7YGe4rP0bRzDbsLkqWTlmUdj/AE611OqaHC+qpekFhEwKk9GB9PpTLqGw0qwewGnotzNP5n2x258vZjy8dOev6VhyS57s7p1Fy2RxWp6FNPOI4QcO/wArdgc96xfiNayWlnFo9hHlMHzWX+8eTzXa+HdYu7bUZxa2qERB1zPErKA6lSV3DgjccHscEcisjV4orcy288Czbm3ZJ5FdnMlC5KqpVFzHlWl2kjW1xBCCojuRuAPUY6GpdKSLQrGU+UzLyzt1Oa3Z9PhtWvJLi28tVYtG6HlsjkH171z3iNprCI2yXh3hPmTaQuD3/Ec0pVP3V0VVqxlNwR574mtmaWaaBtpkJZJGHX29+teLeP5b0Xk1pM2zy3ZWXvnp+fWvdb3R5/FFydHtJfLme3kEEuTkSBWYL65OAo+teM/EnRItLvNOWbXrXUp72xS6untZmkMEkjMfJlJAxIowGA4FeTKL5+ZmtGUZL2b6nJeGkCSGWbO7B3bh0Jp/i5ozalZGO9z8u48Bf84/KtKwhETMUQ4BxuI4IHOPzrl/HF9MVWJn4AOMLx1FdVKXMjPFwUYXeyOP8Y2cdwomjl52nb3Ga5mICRWjniwQcdOQa6K9trm4DP8ANjHQcg1kXmnS7ld48c8Y6H8a9PD1eVWPzbOcPzVfaQRc8EXEPhzUvtgleM5yrRHkEHOa/RX9k/8Aaj8AftfeFbf9mD9qgWNwz6fbaXomrXcRDSQI2FjZxkiXlfn4OExnmvzfmtnKZI5AGCDXQ/DzxpqfhzVoLm0unjmhlV7eeN8MrA8EEd68zNsHDHQv9pbM4MHWhGShLS57B+0T+zT8Q/2LvjZqB0xDNolvfXFvp18ZAy3lvgAq656ENg9uOOleO+KdLs9ZR/EXh2BYPMf99aA5KAnt6ivoL4rftC698ZfA76T8RpnvLmS2QxX8mN+4d89ycnNfOEsWpaZqapbbjsY7GB4YZ9K8zL6mKnHmq/GtL97HViqH1fS3uv8ArQzYvMwriPB3cqR1Fdx4d1HW08Jy6XvnXTbuUYm5I3f3cn0ODVKHwlqPiSyn1LR9M8+WPcZ7e3UllUAEvj0rrfgf8dLP4aaXcfDPx74fh1Hw1eXJndZYd01tKQFbaeoBABOO4Br1cZ/tGGuo80o62OfBt4fEcs5WjLS/+ZU+CXxZ1b4G+P4fG+g6dDcXmnyFrcSjOGx8rfgeR7iodOvrPxbp8+pa7rb/APCQm8eSWCWD5LmJleSSQyE/eDYGMcg1T+Ieo+ENF+IlzrXwxc3OmwsJLUTqT95B1z12kn8q4S+1q9LrIZWPPLdDnvXRgZ+1wylazZjiW8LXaTud5+0t4A+Ftl+xf4b8f6Friv4nm8aC21awDD5IWgunRgB2+QD8RXy7XY/EnX77U7OOymnfy0nVhFu4ztbBx07n8646vTwFCWHocsnfVs8bG1lXrcyVtEgooortOQKKKKACiiigAooooAKKKKACiiigAooooAVEZ2CKCSegFfoh8CvC/wDwr74b6D4PaHY1npyfaFz/AMtn+eTn/fZvzr4g/Z/8Jr4z+L2iaRMgMCXguLncuR5cXzkH2JAX/gVffloCYVkXadwwGzjn+nNfKcTVXKMKK83+i/U/QeCcLyqriWv7q/N/odj9rhKhbiQjfGTk+oxg0+zuonn/AHxxk/xHGK58XkjAJcDDKAG5GRz6VdttRXYI5VwVPLDv+Jr4WVJpH6HCyVjptP8A7I1K98nUJpIQActCoLZz71f0y1uNOhbypGmI5YgYNcvBdQ+csih2I4BHUfWu101b6DRm1BJMrtUfN/H6D681jOnJxE5JJNvQq3eqwXEmb9nfjCf0/OoNU8PX+o2Fr9mvoUtJ4TsEEwZ4gGYEOP4SSMgdwQR1p+oaPqxvILu7054kvYRPbHbxJEWK5/NTXS2mleHrDw4VlvZm1CS5AS2SP5I4QvzMzeu4jAHvn36aCnK1wU4wd4nhth4Sj0zxX5M8jgmUIGc8kbuoz0Nev+HLZvsxWJR5UagDqeAO9Y/xK8EwGOPUoLhYhMvm20ufmcDI3AdRyD+X1FZ2g+IvGcNpFoOt2Wz7ST5eoRjCyAHHPp3Gf/110YylXqxT/l6fqfP8UZbjc1pU61DWME7rr6pdfz7G7e6/bT64014rTGJMRRo3v/nmty11jxL4lT7HBayR2yHMUcYwSe2aPBnw3soAt1M+8yfNuJzuz6Gu40vSU06Ey20RAjJJKjkA189KtJ3SPhJewjGzWqMHQNCuo0F1cwHdtBG+ulTTYhOhs4hEHxiNTx0qtpE8uoa01vHC6xDpnoTXbJo+lxQ280DMZMt5qvjaMbduO/8Aez+H49mBw6lZWvc56lWcpqC3exl29hJpWnlvMDO/Iz1qtZxQX2oQxa1ctFAZ0+1XAhLmKPcNzhV5OBkgDOemKbqGo3l3qj2Vou5jhdpHC/8A16010rSNG8G32vHXV/tOGSNbbT2DF3Ql97ZAwAoCjnruH0P3eEwP1TD7e91/yPvspy2OXYdcyvUlu+3l6L8Xr2NDT7KxSe71DRZZ302G43RpLhJZbcSAK2OdrEYOO27vg11nhfw1pWl6Q2p2d1ODJNKViuE/1UZwVUn+I8kfgPWuU+GTT63FtlURInOH6YHOP8+1elazcabp2gxxWrs7XBwVB5zXtYdfuOYdRT9pys4WzdbzVXtZCRLkeRtHDHeMg88AAk/hXrdsunr4RQvfRs1tBgxFvnyeAB/PHpXnlrplomsDWlk+zW0brvlnOdpIJA4BySQfzrofEnjHwdrKQeHvAmiXavaXG+XV72Ubpo2ijGzYvAAdZDzkjfjPWujDxUH7zN5YeU3FpaHSWRvI/C7WMN6htpblZ2t2QEeYFKhs9ehIpNK8UD9/p9zaIzsTgs2WRu59/wDPvXL67qV2LMWVqxRGUENGx6jj+degeGj8Pta8Gadpl3oBstS0ezuHvNZN6oOoeZJiEBTzuVpFz22KevOcJVueq4LoJxjSjqr3MzUQbqQQ6eZWkeFmKL3Pf6dRXD6bod/Da3Nvq8W6UXbtG+3BU4AA/ICvTYtC8a/DnwoPH/i+3TT9P1G33WN3K6kXVu+1hx/wEHHXHPoa4yb4zeFfFFneTaVCjhJvIafy8KXVQeOzcEfnXFVq001zPVFU22/3eqF8P+HYJL6K4u7NZcx4UOMgEVW8WadGhNpbkKJE2hSMY9q3ND8SaVawLcKJDGF3IsqjO4jnBHbOSPbFVrme31W6OprNEE2mVHlP3SOCvP4fka9GhKnKn5manUU7s5K/jXQ7DyLcOskgG9Q2cep/z61k2Gq31tC8l3fYUqVWNjwpzwR6cZH0Jq94z1O6SVkZFUyIyo5f72DwePpXA674kvf7KvdIjdWlfaAWTJiYdP5nPrXn1JQhK1z06NO8bvqLfeLpUQWstuyiR22sg+YHODgH/PNYes63qlqxSKTMTyE/P1IB6jH0p8VvJLa/b7+Qq0asf3a5GcfLn0BrldV1ia6kS3cEKCdr5+6f8OaynVtFXO6lCm5PyPQ0GiaZolu1nqH2i4u7PzdQjeIqLeTzXUKp/iBjEbZ9XI7ZriNV8QqpMDHJjc5z1IFQxardJGsdzKwBAXK8ZHb9a5jxGskZe4ilfMpzgdqyqVm4qwU8PHnbexq/2lFqc8ACKS0oDjPXmuM+K2q21v4qKRXQwV3Ooz8hHAX6YH61peBbu7n1wvnclvA7yMQfn4//AFVwXifUG1rxpOI3yrdivIAwMfjXVTl/s6XcwWGisRKz2Rq2OnaJdaLrWv3qTh7W0j+zGKVFAuGmjQbweSoTzfu87tnQE14b4u0UW/iSSXKqoLHrnIOMn/PpXpfi3Uls5/7MWVh5MYZ93RznvjrzivPPGcyrrrPKCQ+DtB6gD+dcNT42TS5lVuYBUCF3HCliI9x647/zrgPExmur1lQ5+fHJ4Nd1q13NN+4BIIBCj39a4fWIZWu38pgrFsHNbUWjeu3KnZ9SjHCqoAW3KAcqapXOluGZ9owSQQO49a2YLJgCRjcPvbaI7aRrny3B+bjnt9K6VJI8DE4SPK1I5bUbRII1cH5GODkf5xWfJaLE63FtJznIAPSuv1LSXtrKe4EOQGG+Ptj1H0rlLwPaXRZEyp7Z7elX7VbM+KzPC/Va1ujOx+H/AI3t5bVtB8UfOitmGVjyp/z2rsNT8A6HeBdQtLIsrR8lf6eleM3AaXbdW5KurcgHrXoXwu+K1/YyJpuox7ox8pJPbsa8nG0KivUo79j0MqzLDVF9WxSv2Z9if8E9/gk+rJB8dfAng5bkeAdRS38a214y+Tc2l0hjh6nOWZZw/HA2+9eO/tg/A74dfFT9obxH4k/Zb0KXSvCl1O0tnp2pPuazkIHmxKw+8gk3bT/dIr0zxBr8nwwsLS6+GfjC80yx8V6VbS6xplvO+ySOOHEc7KPvSZebaccFmx154LVvF99b2aWWjH7Faxs3kxhstj1J7n1zXPWx9TD04qmvf7/oZxy9yqy1vFnzDc+H9a8FeLpPDHim0a2nzhxIcqw7EeoJHWuT8Z38KXssNrjDZG0HIA717Z+0pK3ifw7a+Jr2FFvbJzDJKBhpUIyM+/8AhXznLLc6lqTRxlhuIIIGc/5HNe9l0pV6Ear0fVHjY2LpVHRWpk+J2ZrVWckkyDk/Q1iV0fjfTrjT4UjniK/vBg4xng1zle9D4Tw60XCpZhRRRVmQUUUUAFFFFABRRRQAUUUUAFFFFABRRSqNzAUAfQH7Dvg93utY8czxEKqLZWrEcMxxJIPqB5f/AH1X1Lpv+qjdGBYnLAevf9P51wXwN+F134J+AHhho7LM91bPf3rpxzPiRd3oQmxT/u4r0Hw9ax6poYmsLgz3KRt51qv34+euPbp+FfC5nOeIxk3HXovkfseQ4eOEyqlDq1d+r1/4BJeaxLc3TXN7cbmbkkHg44/DtV3Sru2mbYbgnLDd32+9cF4i8VXGnX9sJtMmkgmLBJWBCSMCMjnr6f5zXba78G/iL4a+F2n/ABX1W+0qLT9Xv3ttOW31NJJzImSysinK4Ayc9QR9T50cFOsr223PYlUpwSu9TqtMiTSrsXuVkjfA2n35/wA/WvTvDt14X1HRLy31CK6eYQhrBrVlVA+4bi+e20Hjr06ZyPnrwjr3i6wuRDqe27t5JcFW6ke3vj+Ves+HbuCSwzZXBETg/vEPKnGMH8K0eEjB2auclVzlszqb6LTdH+y6jZGWRXtVMscsbbUySMc9VyO3HGKoatrl7ZWssaW0BkufLNtK7NmEAkke+QcduldPe+MvEvi62iTXJbd47axSztEgt1RYolJYIAo6ZJOTk5zVL/hDLjWEeZoUEdqgedS2CF4HH4nNc6pclZchpQqpR97c5P4hPc+KGv8AxCNLttPaVmaO1swRHCpGFVQSSMYA/CuP8Mz3sGpWFrJqF1KYWcXKzuGjClgVCjqD1Jz/AHuPb1jxP4Ug068bRYtRivgLOKbzIGzgOgYKffkfp9Kx/hp8Nxq3iRzfxMEEww5XA+n4V1ulJTcnsexRxVGlhJOeiSuet+B9I0y+0eOGRwGSLMbt8qnapOPqcYHua0dT015ZE0/RgkyyqPNx2b098VT1yS30mGLTNNADOeXHQYqzoLR6WrT3W6V/K/gPG71/SvlYYSrWqWjFtn4Zh6WMx8+anFybfRdX36IoC1k0KMJKiiYZO1T94+36USeMvLg+RcS8jYOfb8/Sk1e4lIjvmUuUbnHZSKi0zwm15L/b04Ywx58sKcZPY8+9fXZPl8cNNOWr/L0P0HKclw+AXtq+tTv0Xp/n/T6f4cfD/V9cP9pOFRpVVjLcMI0XcwVdzHgckcn39K29X8CeENO020s7X7XqF8vnPrdxkfZY5C3yxR8ZbaFYl84yeK2vhV4M8e+OtIvXuNQi07wrbSxSard6i4gtd8SuY13nBdzuOI1PzNjgkCug+JmreDdX02x8MfC7Rbm2tbe3Md9e3RCteyZ++F4EcY7KeccmvtFRUaLm1sbzryniEjg9GnSVBpenweWev3fvYHT6/wD1q9R+C3wJ8U/FjR/EOo6fDGR4Yto570zy7THGxO6Rc9dqqSQOeOOeK5DSPCtraak5tWYMgyGLA4IIyQfzrorG91S3klhsNeu7QXwEV2IrhlE6kjIfB5HPQ+tckZLZm1VTnF+zsmc1f6G81wIGuYrhXiSRDBMHQ7kDDJHRgGwQQCDkHkGrfgX4fTxLd6tqMUyW8bgO6oSwzwo/Mj9a6jR/h3YR+Isy+JYLeJ43ZoX/AISqFiMj1AwPcivZtF8WfD7Qv2dH0vVraC78S6/aG2kt0gXy9KhSckMT1aU43Z+laqmqut9h4nFzw1JRjG9zwCB5pLf+yyhKbnUIQOQTk/ngH8BW54PgghNnPqOmNJBbXUbT28hyJUDgsgPuMj8av2Xhy1udbghubhYIHmQG7UZCKWAL4+mTiui8E+FtGTWL+28SbLuA288EbxyfuVmPyrNng7QcuODnA45NcSoT57mdSrFRakeOftHXPjr4neHbBbSW8bS9JuY7C3ChhDkBgiYHy5IVhx/d571BN4O8L6F4F0Pw/pmpXkupwJJe6rE9uBbh5AB8hHzBgqIpBznkjGOfoX4h+FvEPxJ8SWHh/wAM2Njp9lpsUcKGFC0EEwJYsQOpBk2ZHBPfmvP/ABJ4V1TQtKu7vUzY/bLuG+s4ZEky1s2wxyFxjofN+RuDxnB615NfA1XNyYqGKpyiorRnL+HdR8Jz2NjBYagbuQQYu7W4jMe2UNjYGDZKkEcgg4J6GnazdaRbRvDp9oLbDu3l+aWCqzE4yQOVBA98V816l4z1FvGKXdrcLbXCyATRwufLZhgZxnueSa9l8BeLdL8e6ELiIn7TEClymTkH19//AK4oy3HQry9ltJHZWwzg+boaGvaLoGu+G9T1a41xbXU7AwfYrV3BF0rMVcKByWHytwMDPPWvOdeslFxJdpGBKw2uRj5uP512niS3e38PEW1pbLJbXweS5e4zIwlVdqBSeVBRmyBwX5OMVyepTD+z2uniw5PzgnuM16NdRbbN6HOrJdTl9Z1eSy0qYxxIZLhdpdjgKQfTpXKrHbPNFhHGASZAf4yxP4jGK0deupNS3QWa7nmc4VT09/0pLPTrWygjhZy0kYDY5POcnrXkyrKUj13BQpXe5k6lftHEY5GxsyARxgjmuUvvEHls8c7gqc8KfWtTxvqKRSPdQRBg2AxXI6n+deb6n4gt7bxILG3uGfLEuF5DDnH8qy9t71hwV1odVb6zPoOkXt+pCzOPLjC4ztJ5/HpXE2Nw03iH+0pfmi2EsA2CSP4f61u6tepd2TvvwQu7aByMdfxrjr/UPszyRdGYFgw6DnFetDdXMIJ3k+5H4gMqyTare4XJPG7O7P8AkV5/4mvZLjVlh8vOyEYJHFdJ/bb6jqyaXJLlDncsoyOvXj0rjtSkca7d2kuxVSQoybuR9PasZWdZoyilTi77lO+KTJu5YYPzc9elcnq0HmamqRy5VT82Dz9a6xonigc7sqoyo9q56yhLXs11t3b2wOOgPX+lTFtaEyleKQ97D7NGl7JGCm8qr++AcH8DWclxu1YohJCOcN0HtW00cCzIt1cfuY28x45FLK+0E7SOvP3fxrJhhM2qNcyrGokJIjiBwnfaPYdK2oyTlqeXjPaKaTGXDrOktmCMOMfN0PH6Vy2q6Q8SGLbuAb5MDoe4rf1svFLuKMGXHBOafp0EHiCye2V1Dg7lB9R1FaTio+8fPZjhXiY2W5wi5sJOJSRu5DDt6V1nw+8O6jrurPo+j29qzXts+PtLhAhjBlyrHgNhWA/3iO9ZmqaSkrPDHtMynDIRw1enfs0+HfD+vRudR0yXzbSZ/tL+bjaGXCYHY8Pmsak7Q5kfL0cNOOI5JI6az1m6sNHim1yV3mMUSPkf8so4wirjsFAJ+pNUl8X6XrtmZ7GUSqrEYI5U5OaTxc8dxrk9tFIiovGCeCK820/VLrw3q2qWcqDYJDtAPXjk/WsIYCOIiptan01eX1OhGb2Zj/HLxO0mqx6e91kNjcjNwOOh/OtC4+ANz8LtWj07xBMr3hsLa7urbZzbNPCkwiJ/vKrrnHQkjtXm/inUJ9Z8VCSViWeUbjnPcZ/SvV4NV1LUY/t2qXUs7SKrzPK5LNgYzz7DH4V9BGCo0lCJ8/hY/W8bKpPY8p/aAhit4bSJEOTNnOOgwev+e1eZV2/xl8RR67qjrb58uGfapJ64BriK9CkmoK54WPlGeKk47BRRRWhxhRRRQAUUUUAFFFFABRRRQAUUUUAFb/wv8IyeO/iDpHhJQ2y+vo452TqkWcyN+CBj+FYFe+/sDfDn/hJvHWreMrgBY9G03y7aUg/Jcz5VT7/u1lH4isMTU9lQlPsjty7DrF46nSezav6bv8D7S0ue2u9ONu0aLFJAYzGMAYIwMY6cfyrN0jwdceHrsanoVwI52UCVkbqQe/cd6g8L6Fq2l3DW2pRvEYuFRsZxzzxXSxGMTG5KblBAdSTzz1r4aN1Lm7n67J8i0OG+Ifh2+j0yzuxG0qQymJQckQ7iWIUdgTkn3pNM8JJawBrtpVbG5AHJUZHOB2zx+Veg6lb6bfaU9vOCy7t24nBz6fyqlqAtZhHbWeCS3THPuMV1weuhqsQpU0rbHO2OmeXcsjhirISkoPCnHAIrU+Huq65a3ph2Hy0c5LKPmGe+DitPRfD76nOE2kZcqQeuK6Pwz4MvdMtwohV5N5B465z3/KtHTdZbF1KsI+6zqPCWpR/Yyzys6EA7V657g+lbHiaSHTbS0n+3R3RuLVJZUgl/1ZYcI3qRwSO316Zeg6VNb2skKWvzvyQR6evpWZrks2mRhLlQ0UmWQg/MhHP68j8favNr0ZUp3YqChOd0WvCejyXGtGWCR4ogDkp91skDn3zmvRNPEOnDzraMKznch6DivPPD3jTRLCa20t7hTcXLOCAwAcDHJHb1rttF1e1uQdRSN5YLebypSF4VmBx9Oh/Wu6hWhKPoa4qM2tTc02ze9vPtt1I5XyzhGOea1bnyoJGnjwdpxs9RWbY6nDqEaQoQoUcnOB17/nWzaabfW92s08BkgY5MncD/APXitqUYP4EcFKcMNFKKSXkrDbDSJri2le4hzC7bm3DG36Vd1TU9Pg0+FdMmjd9o/djoR0HTv1ra1NbK706K3iQR9PMCjJwP5msuy+HutarBealoeiz3cen2f227kiXiOAOFLnPQZP6mvQjCNPWK1IddSlds19O+JPjzxJ4a0nwLrOrS3Vppzyz2Wk2wWK3hzudpHAwGIG7BbkbsDrU+n6qZ72bT45MzZO7H3SD6fnWl4ru/+EZ8U20XwPlvbKxtXjvmutRs0E8l15TRjCjIVVDvj3OcnANXvhv4H0m38J6r4xv9btbe5sZbdbXS5cmW6V2Kl19FUKST/wDWzrCvVqS5WaxVLlulua3hzw81sF1G+tTJbOHizJKYw+FUsARzlfMQ8c4PUZyNmS+8NeC9EuNSn1OzuL1/DM1/pscuJCtx5qxQwuBwrsD5uDyAB0yK4e3+IP8AwjV/b+JtNtbW6uIblYLe0u4y8caybs3BUkKdhUDHfeCenNC9torDxXJ4Ze6jubZJd4mjPDtgAbgeQwUAEeoqZVU1aOrOmGElKpaTtbUu/C/w74j+IXxB03w1Yao8Ul3dqJNQnYhIowCzvIewUKTnp612seqXF4H0mC5jklUZMgOQ+OjD2IrC0WGTRTPJoj+V9rtzDcLGRiRGwSp9uKTS9L+zXSavJIY2YMrxIeF5Ix+IwfxrCCqULI6KtOnVlfpY6Xy7m3aKdZU2Fdsm4Y59ffOcV0vw/vNKnk1Cw1WSWO0Swd0kgOWa4YgIuO6gFj9cV5Hf+O5R4wi8NxTPMZBvWIfeHIH484r0zwJrFtqfiox+LLqSD7TKBcXFtbgFXJ53LwBg9fTmtqeKp1KnLF+Rw4rCuNC0vU6+xtdWit4tT0TU57KSCT5GjPRhz+tZviO5vNR0S80sQWqHULK5to5Q+53kU7n3A5KHEigMOw+oP0v8X/2cfD2h+Bj4v8E6/axWWk6CktxGRuF1IqY3ZHTdgY9ya+LvHWuWtv8AEaPUtLuLv7fJBHJE8EmxY2C5IIIIyDj2O38tsQpQXK+p4WWVqOP1p6Wvc+RPjfY6t8MdcltrrSHstSjhdbi2kA3KzjJIPRlKscEEgg5B6GrPwB8Y+IdAuftdvasp3LIrS4YK6nIyDwfp04r1n9snwR4f8b/8Im1u1uNS0mzhF6sR+eaIs7YkOMs4LdT2wOlcCmjWtjOW0i9TyoApLEkEkqMqQehByK+MqYOrhcwvHY+toT56CTWp02u+JbHUbdNYnj/0pgyny0wmAow2c8NkcjHauI1DVtX1+zuLK3ZhCFI3Y5B/r61NfXt5eMIYFMccTNvAGOSO3qDnNUoddbR5Xsrkp5bYZMHBPf8AlX0ihLk1OunTUF7urRlr4bj02Pz7a7dbllyZC5Iz7Vjv4omllksNRUx3MZwydnA/iBrT1rxHpZlaKGRRLn7obgVxXii/l1lnuYFKMhxuHXPH6V506UozZ06TVqgeNLoTwubF9zmPjAHX3ryCwvpNL8Zi+1O0z5jge6nPH4cmu0tvEN5cs8V4QCjYDKfvVia/p/2zU/tP2cLECrgr/eBFZunaSaNoWo05KS3NDxTqdnFCrRXAVmyHUjv/AJNcrqsc6wZEasSAxRByOlaMxaS6db3JzgoD1JHqKt6Rpv8Aa9vPfhggjeNWUDopBxj6cj2OK6ZVUoNt7HFD3Y67Gd4E8CFINS8aalDsgjGFDHopwM47c/19DXj91dRrrN8TEc+ewXkYAz0r6K1fR5308pZwOYIo0kZVGMKSACw9Mtj8a+afFqsni6/t7dQAt023aeepriwVZ1sRIwkueTbNGc28umll6qD1OOM9Ky9K07z5W+Y5HO0NjPuK0NFWTeLScBlcHeG9TVqztILZZEZ/mzgD0z0r0q1kZx5b6mPLbjLvKAGwcHGefxrA+1rpurqDLtV3yB0x1FdTIWkSWcg7VOAD7f5Fch4ptVu5xMAMhxknvWVH3pHPmMk48yI9ccGWQ5JBJwfWs3QdSFrqC2jyFRK2AScYP196W7uVEghMuSFGwY5rE1FGZgFJBVtwr0rXVmfLYnEqDUkb+twCK5edFJ3v8/HTntXpfwEeO3sdQ1uS3KyTRKj4bG4Drx34zXmOjXseqab5VwDvjGHxySPavZtB8N6p4J8JWmlaxZGyurnyp3iLZLRvCksbEjs0cysPY15OKvTfKcsKUKlX2i2Zh6lfWUF695dA+VK4LheSQWx39a90/wCCofgT9mkXT/Gb9nHSH0nw5eaZZWem2k6FWkaCzhjeUpjhpJN+fcZ714YPDttq2vwWtxeGOKKcSzg5xIAQQo9s1b/a5+JEusfDu08OPMQgu41hiQ/LHGiH+p/SuzD4lurClT67kZ0nUpKzsony5qxnhv47yE4KtuJ98112veP9Nj0D/iX3ReVoMDBxtOK5O6bdlc/nWZeRunD4r31BNe8fKxxFSlF8j3MTxAXeASSEktKCWPfg1k1seIUK2aEnrKP5GseumOx5lS/NqFFFFUQFFFFABRRRQAUUUUAFFFFABRRRQAV9zfsO6Bb/AA/+Blndai6CTxJPLqDjGHRA3lRjP+7GXA776+JvDuiXniXXrLw9p65nvruO3hB/vuwUfqa/QbTvD9l4P0+00TTY/wDRLO3ighXIOxEUBf0FefmLbpKHc+p4WwvtcZKq9or8/wCvxO/v9ZeS9hiu7rzY44wPNTsmc/nyaz9U1yFI5rKN2DD5t0Y/hH/16xND1Oa6uV86X5V+UDpgmt02NtYTtPFbh3bcssbnHDD09K+XxOHcKfNE+/cFGXIxk/xJ8PTeFhosOizm+hSSe7uQ/AjUDp7YI/Wjwr4iuvGdtbX06pb/AGdNiTxqMsM/Lkjvj+Veeapc6tp+o3FhYylBfQGCQKmd0e4HH03AflXqHw08CNZaBDqlwT9mmYJsDDO9QD0/rWVDmqSNnThCLsdz4Z8N75Vmt5lkXPM3f3Ndvovh+SOUhpG2KAWyMGsvwVDbIWhtLUpC0a/O3XjP+Ndvp9lFHZNKzEZJAIPpXvUY8sNTzJ1XzuxjeKFTQfD7yacS1xMQieuCRyPpXHXek6m+nRSXMrSefcZJ9Bnr9K2vF2oie+it45S8iScAAnGePwrQ0Xw5e+IYY1kt8iJvuselcmIpLEPQ9ugoUaKnLc47Vvg8v9pXGq6RPJNZ2Db1ughHUAFvUDd0/DrSyX2peG4RCt7L5d26gEt8sjDkcd+px6ZNevy+HRpWnsL1GhtnUJ5jD9274yB79Mn3rybxXc3F7eNoMFqoUTLJbStkCEq4OV+oyPTn2FeHj8KqVlF2KhilXuep+BfC2nHRk8QeI/Egt0l0rz0tohmUzO7JFEynld2wyZPGwqe+a9P0PTbjWb+3i03SN0SogaCEnaAo53sf720nPq1eVaP4o1Dw5Z6hrgvNKvRqZfTLw3EiS3EJ/dN5kS8bFKoEDAEYDL6GvS/Bnxj0bRtPuLPxNLFcafrFusF5ptpOIHmaJCY23KNygPhz2YjkHpXrZfCmoc1zxMVGftPI2r7wzOotfEHh7VLUfaLmXyrNWJa22YYBwwwQc4AySdvoRmxoHgjW/EOpDSLKG6e4nCsttavjeuN/zAEDAKg8+xqbwHpd98Ur86d4Q0ieK0jGUhIMjiJVHOfXA3c9s8mvon9j34W+ItZ8P6v9gNnY2ejw/bL27mttxlIHmLGW6kHZyAcY617VGl7SpfoebiMXHDwuzifG/wCzj4t+E3hfR/GHjy5aa51WMSXMECZNsjgGMHOMu2HyOwHesS++Hl8/web4kTXtvaQT6q1jZ2EuBPdMqkyOnoigAZ9SRW18Sfif8QviT4iuvG/jbU/tkk8uYbKM4W2j52og9FHHr0rkfFGq2ervb/Y5JTb2lssTRySN8suMyOqn7oZuw9M104ijSoxbW56OXyrVYxc3b0/I4EaZL9rmtvsrkR8OrLyCDyv1rpPhppU1/PHqAtkYRsyMsowcZzyT9TVzRIEjllvEDMzP85253Z/ixXZ/D7w7Z3Z1Owv7u0sUg0yW9inu5Nok27QsaerEnAFeTBckuZH0c8Ry0uVFmw8Ix3188Fvp0Lhk3qY5RwoBY/pmsfUvDMmn6i9o8oIaUhGYDoeh/UVNpd5aRaokthfzQA/K0sGSxU+g710PiDTJhqP9l6VevqVlDdt9mleLa8uSAWzwc/KOvpXVOpGdLRannubhLc8ut/hHfXfj2TXdCYTeWzNBJOoDEZ+UMO2SBxnvUM3jPxTpfi6zuodP3q88n9pK8hOXZ85X06nivrbxB8Nfh1bfs36b4w8NWH/FQ2iwpeFV8uSZpJll+fP8KoCBxj868i+IOj3OneKb++8TaJBZ3t9fTzy2KW2xLcO+VCjsMfyrjeXum7we7uZ4fNI4xNyjorrz0L+rfG7Wofh6dA0PxE/9m6iA00CsW+7geWy9Rg446V5xpHh95vE0WpSSLIjSiaWCSTaHjQ5dMn7pYAgH1PvWusem6bm8trVVcdsfKTkEHHrx+NZ1x4hT7YLh3EKsCpeNPvKeu0kfLnFXOo3UXN0MIQp0pv2UbX6nlH7Rvh278KSW/jByyRaigCNuyquhwwHoMg/ka8zsdfOqWQnstJkmmdykwX5cspI49enX3r0f47eIB4ksP7GvdW/0exlc2kZUDYXPPPQ59PrXAadc6PpVlZ6d9pjFyQTIE65JP9a4ZqU8Z5HtYVy9h7y1NiK1mh0nzbvThG2DtAH3evX/AD3ry34hWmoSXTzrJsiDEE5r1eXxZZNarZS3UcjlSeRy2MDr3rz74jzW17byiztyybyTxwT/AJ/lXa5JwN8PVlTqtvZnld69xaX6qYXcMuPNJ46Z69Kq6p4qniVIBB8zjDN24H+TWvqTXOnqpurdUiwxiY8EAdMj/PSuI16aa6jmeAFQCDheM9+K5ZOy1PUj7Os7szdQ1tYNRKwxBULngdCakN60Amvp8mONBsJbhgefz/8Ar1kiyvblEuJVKqu35QeT3/nWf4jkv7sJp8E6qob5xuxuHTvU8qjG7N6qhUSibmka/p98J7m9mUqvPPVRnHFekaP4Lm1F00nwH4du7yZ9OaW7SL947pGjPJMoA4QKpbB6dMnqfI/DPhuOKyaCUli+DtDc4zyK9r+D37QHxP8AgDdP4l+Fvi9tKv59Laxu7yOJWaS3ZldkG4cAmNemPr3rzcfrQV9mePj+amrUtfI8/wDEur/2bauF/wBXACWbPTjp/X8K8QNodR1CbVLhwXeR3Dj0OcD37V3vxE8V6ZeaVJpGmzNJLK+JJNpHAz19+lcXpaRQL5TEgnHy4ByMVOT0ZU05PqYyj+70JNJ0uOW2l34Em049R/nNQlXeSeWSM4UYUdCf84rYtNK82JbuB1QCTLAjt0I/WqWs6hYQRXum3FvOl1G4EO1PlK4POc+px+or16sOayOJV7VLNGDNPawWLRiX52fiNu3NcxrUDKIrmS9T9+SqqBjbj1+uf0q3e3hfUNqj92qnfnuKzNYtmnDFNz4GUJ96KEXGTM8cuak3Ex71wt6IXTcxJxIBVW7tyJFO3JZv0q3CjrGodm4J5bqKbPbCVfMQkdQpr0IJtHymISk7SKNjfx6dfLndjJBGcDHY175oOo3niD4TWmr3kxneyuUtxPIdzeX5YWNc/wB1QoA9gBXz1fpIrkHIweCK9m/Zn8e+HJ9I1P4Z+Lr4Qw3yhrWeRgFVh0Ge3NcGawkqCqRV2tTPCyiqjiW5J2jlIQAbc7SR0/zz7VwP7QFvcxadp1zd7h5zsiKT6Y5A9OeteyL8Pf7PuR52rxzx8GFkXgjOOvTGOPx9q8p/asiiA0m3FyjGEONinG3hQM/T+teXlmJjUx8VDZmuYuMsIzxm9s8KGVSQenpWbd2p8suufXFbcSN5QDkYPJ5qpPArgKO46ivtj4iUWmcj4l3CzUMo/wBcOR9DWJXR+MYfLsEO0f68c+vDVzlbQ2OOr8YUUUVZmFFFFABRRRQAUUUUAFFFFABRRRQB6r+x74NTxT8YbfULpAYNItpLt9y5Bf7iD2OW3D/cr7FgDpvt1BbzOOteI/sP+AbvTPAN142ntsf2vdssLt3ih+UEY6fOZB/wGvdbOS5glWAR7mZgfXA+tePiqt69ux+lcN4X2OXKXWWv+X4WHaJp72+qxMylo5D8wzgjH+TXW3dpb3+pS2NijCMFVVmJ6YxnP1/zxVKy0yIWL6rcRqBDwGz95j0HtXR+G1iubYSsgJkXEu8cn8frXnVEm+U9ypUfU5nVvBlsdQTV8FmUgEHknjFdP4W22tstq+dwl7DjHoD9Km1CKC1k3bCyA/MrDBB7YrT0C0tLrTY9TgUMnVlZcEcnjH4V51Om4VtGJzclY7HwtJDAY4o5hjIJHTjj/DrXQ+LtS1rSNNtLltP8u1v4C+nykYEqqxRsfRgR9RXIWMSyMMLjCkHB547ml/tWW+1mDRp7iSRbVcRhpCVRck4A7ctnjua9ZVJOKixU6KcuY6HwT4QnvpTqV8wMsnKhvSuvS50rwg5KxmRnx5yK3tgnNc/oF1cQ2CzRMw3ZWNz0yOtXVjsnAWSYtKMOze9aRVmmgqVZTb5tjf8AGOsReL9RluNL0safYqSbWwhlaSOD5QM5bqSACe2egxivNPH+kzaXYLqLypIZIvMijRwWwSRtIHI5U/oe9ek288KWe6zK+YYSZIzzkHjn0rjfGvgDWtah+1Q2dypMiqrIpwjdRyOOh/SuPH4eriF7iuTRrRpTV3ofOnw7+Put+JPEWo+HGt4VtzdLGpIAmDIWG3kZ4zn8OelfQXwj8DeJ/FHiq1aBVnPmK/n3HMcSkjJwevHOKxPAP/BKnx54w8W23xgh1waZY3OpzeakcW4vJEm9pQOyZIUnoCxBNfT2qaj4V+EHw0WTT9Ba8utAffqdxbWrMGtj+7iaRhwoBU8nqW9TRSy2pGSnJ8qNK+Lp1J8kLO57v8Bvhnc6p4hb4TfDXV59viC4naLXLiLEk6Rj5slMhUVSVZRnG7GcmvZ/26f2ifD/AMGPCI/Z/wDh7eWMes6hbxjxDPZhEKRhQuwhcYZgMY7L9a/Pjwx+1V8X5o7Pxn8JvE9zpl5bgf2bLGQwjjSbzDGAw4BfO4dDk5BBOeB8O/FHxd4t+IN1ffEfW7u71G/vZJbjUbpiXkkLE8k/U4HQAY9K+gp4ijSSgePXyHFVqiqVGuVdOtz6T8KeJ9UF6JrzTZZ4y/zOv8/etTV9d03UWCzaO0LMQPOCcNyB6VyHg/xnc2LxWdzAzIikNP1HHYn+v0r0jRYU8RzRKu1FeYF1ZQSF7kUVXGtsd9KEqG6sYek6Ff6NrE1xeae/2EuvlTd8YHYds10/i7w9a2oEcM1pdpEI5opVfchV0Bxn6Ng+46103jLwD4o+G99ZWniC3B/tHT4by2ZDkCOQZCnHGfeq82i6NrWmyxRz/Z7hoiNv3fw/wrhnSkoOJ2U8UqrU+nkc/pGmOt/BEtnsUZ3SKMrz0rtfBiada6uE16P90AzoyMBk44I+hwfcUz4X/DjV9a1NILa3lv0tyn2u0WQCTyy4QsB6gkZ/A16L4R+H2gX/AMQtVsNPYavY+HdxkDjY0qxjIjbHQlgEyPWijCTauceNxVGkpcz0R03wh8O+CfGmu6tqHi7UydLsII57pC7AodwWMsBkbQN35V458frvQ/E/ivWNU0eRmludWlayuZGODFltoIPQYwPwFdz4n+Jngn4DeOdVtbKBtda+0aaHUtLt3A8p5AS8BbphCp5Hb3r5xv8A4nwasr3Egw8yu2xjyCSTweOlb1asY2icOW4WvisVLEK/K0rfPci8U6hJZ2xss7pQuG2nJyB+v1rmb6LUtSezTVHaKP78kat99cZwDVl9Y0xb9b6+m+8cAZ6dv61n+JfGNnYWBt4ollFzOsccpHzxYYE4xyAeMnpiuVwg7yPopwcUopGb8SfAPh2zudOtLe2Ey3enR3csUp3FGccZx6j5sdQCB2rgdb8L6ZYX32/+ztogBwpHrzmut13VdR/taa7mDHJBaY84xhfxwB+lc74s1OeLRtOa4tp/+JpcXD29zJERHLBG/lhlPf8AeJKCf9kDg5rk9pTudVD21OHLcxNK0vw3f6lJqGtGS3s4IXJlhg3ky7com3+EkjGf8K5r4gXlnpmgCRYSv2glpF7jnr78V18BMUO5rp2FzMzXMCj5QVxsYZHOdzfl+J8o/aB8Yb9ZTRoHH7pFyCc5J5/z9amtUjRpOTZVKnUq17dDz3xleX9/b+e0+Yt2VX1UH/CqKw2V3Yq8CfIvZgfpn8hVe51QahdrbLKuwvtdG7epqfULtbKJ1QLGBGdrduB0/GuCFaXLzM9FxlGPJcwfEOoW0JWzt403t15xnjtXPf2Re3t2IIIycvnJ7gg9617uw/tHXIkjh4WT5gR+HWttLO305cxICV7D19MUp1nUjc1T9grN3Zl6JpMlo0dsQZJd5UqvO0c8/p+ho8R3tx9untIpo41RgRkYJHGcc/hXYeA9Qn8O6pLq0EqQ3M9hPAkjICFWaIxOMMDyUZsHqpORg4NcX4xtI4pXljViG5OP4uadKKqQblqc6jzzaZxXjiGJMMuFdjgke3H8ua5mzV5brYWJA+XJOCDzXSeJIpLyNQgBQSMR8uCOmKwfscsEoZskKfmX1963pqz0JqKKg7HTaddRW1iIpACuOhwMGub8bw3AmR47pZ1SAFFDYKgnJU/Qk+vtVyW+C7Ic+Zg8AHBY9vpzjmuf8S3jS3cSqTggHZ/Fnocehrpq39mrHjJ2qXMi103zZDv2uSM7sYzSX1msk+4lAApBHpgVpXEkdjapcyIqMcEkc9elUtWSWZCijKnLRvjocciopzcpJDqzbpNM5O7YRysxjIyeW9KbhREVPTtV26tZuoT5s8gjtVOeCdo1hgOzGM89K71dI+eq07vmMnU4cqWPPIwM1lGea2uFljLcHlQcAe1dJc6YzQNkEjHYdPeufu7OUbt4J78V0JKUbHjV48vvI6nw18WfFejWhs7TUnaFjjy3G4p64zWB448QTeIWFxezyySlsjzWBwMc/wBKyLuSPTFWNE3sScBielFvex3Y8mZSxJyrkc1yRwlOhW9rFWZy1sTKrT5GUI1uFwJn4Axx/KpJEMhCRqMFeuehqK9EyXihCdoX7w6GpI8qM8nivTpybVzyqsVY5jx4mzTkG3H+kDr/ALrVytdn8RVVtFjmxybsD/x1q4yuqDvE8ytdTCiiirMgooooAKKKKACiiigAooooAKfBFLPOkEEZZ3cKiqOSSeBTK7z9mnwsvin4zaNFcRM1vYz/AG25IXOBF8y5HoX2A/WplJRi2bYejLEV40o7yaX3n3R4E+Hi+Afh9oPg/TSmLHToo3kj6PLtBkb/AIE+5vxq9pn9lWk9xJrdw1vHBCzwgRlnlkwdsYHoT1J6e9aOhXb3eloy2ymWJjIZQc4HQj+X5VX8S6La6hCL24bBb5gOhBzwfbvXz9X33zI/X8PCNOEafZJIRNbF9brbxw+Wu3aED8OfU/TH867zwnYltPRZI1RmXBz17968/wDD0Nu91FBOzSpCMKduSD3+tek2Wrpp1ooQrJFwQMZbGOx7delQqUZSbkPExaaSItRs597BQCOPmI6kf41f0uaPSoFt4YwhPEiHofWqOt3d5cab51jgNINrsMHHp1qL4c+HPEXi/VLjw6Y4IpILeW4lurq5ESbY1Luc9zgcAZJPABrgf7vEE04NRudda2st1A0kRClh+73Hp3wfz/SofBWmyy6neapNOjAkIB/OptEt5hpvlRLK9wtuxCH+IBSTz6irPgNUm0mLa2zLkvv4YknvXbTjzyub058sHY7C3nt7ezt7CUmC2jZnaRIg7524wM9RnHHvUemmJ1e7bIKnjIwc561Xn1u1XGnuMoSMgD9OPaszxPeXGnQbI5i67wIhnBIJ7+tdns/daRzqMpbnY+Fk8bR+V4l0Hwq11HqV3Lp+mZXd9omTYXVRnkjeh54/lXo/we8O+L/iXqljLrGmm3XTjHaWemQDAznkkfxMX3ZJ5615j4K0fVZRYaIl9JCHn8yIxuQ0bMV5XHTJUZx1wPSvqv8AZ5c/DLxTb+JfGGnH+xoruE3t1BKplmChmEabjnLMMOeoUnnJGfTwtNU4cz6nl5hUVKGiudv8Q9N8N/CrxtpPwE8X+Nf+Ebs5fC3neJNSEHnSxhy04ihRfuyMRyP9rOCK+Z/F3xJ1bQPFfiTwd8Ep7uLQPE1jJphTVY0lnntWkUIz8YWQYJ44AJ+td58XPiFrHxe+KuqfEzxJcNLcX/zxR7flghBby4l/3U2gd/lJPJrlPCXhe38Wa1Pqtvp4SJro7EUkBR1G0n/PNRWcqrt0NMvoxpw559UtPPc8vvPgN40+GWr2ek+F/EMWs2clnFc3MNkwIsrhwxeFXBIfaAuSMDJI7ZrqdA8FaRqFh5fimyEUkSkxyeV87N2Ge3P8/wAR61Fo2k6NZS3puEkktIvNjjlX/WHONo464P6VytpC3imWa/tIREC3EZBG2uf2cKMeVHr/AFmpWknJ/wDBKngaK2ivHtJjIpxj5j8p/OvXfh14an1DxFYWejvKkk7hYxCuUbccEEenWvOrDQZo7v7XGNyKfmA6Yr0zwX4vg8I3cF9GXE8LcApg4pQfvFYlTqU2qe7R9NftceDLTS/E+jJphQ+ToMMXlM244TKgfko/EZrzC+0jRrjSWtJoGglePksv0PH4j8K1NM1jxn8ddfj+LULK4m1e20xbWcbftBH/ACyQY/hGGJ6AE9+K6zxf4TtIPB2meIrKwUXuu3j2Om6b5u4vHE6rvJ/vO+SSM8PWlRc3Q+fw8ngKcKNSXvbfMy9A+F9v4X8CR67N8T7bTpbYzXE7gtsWT92kaAjDEnJGRkcHHQip/hD8TdS8JxeJPFv2E3Gu67aBWEwCJCXDMJcEYIGRkegJrD16E+Itci8LX8S3U9lAsV5dpMVt55YmEAQY4IyUGevGfWub1XX9NvLzUpZL6eMwxTQxNZYIZwjIvXjYWAz7fgazhL2ck1oU6M8RTlGt73N+CMjxVfW/i7xPe+MdSiVLuYvHemPASQ42h8D1Uc+ufevGPHcHh+1u5bHSHdbkktEpGQF4OfpzXe+INZ11zD/Zdj58Mk22SXODEv8AUe1edv410mPW7m01+yHmIXjEiKCTwPl+mcfrXFUqxnO2x9Pg6U403y7JbIpz6NYXNgzId4X7pZvxNaPw/t/D9hPea14m8LT6xFY6YHtreF8RRTO6xLJMc52L5mQB1O0ZFVW0PS9bie6s5pYGByVDEAHPpWIl/qmhW8tnHqbKkjMropx5iBg21wOoBCnnuM1VSapJMpqVW6Ri+P8AxPZaLp9za6b+9kPmvIqE5jH+e9cHbeIL4Xh0vVNaW6h0638u2ELZji3/ALxtv/AmYE9zmuj1DXNLsbHXm1e0D6hceVDaW/8ACy7mMpJ7EYUe4Y+9cdoHhx1SedoyvGWBPDk5Oc/WvncbXlCuuU9rDUIxpWaNax8Qfb7pHtyV8qNM7RnCoAuT+XJ968H+K93ea54tvL2Ego8xaNsduwr6A0i1trDw7qWoCRoXS2WJcRgq7FskHjpsVj9QK8d1fRfPLsWXdtPXrVYiU63s4/Myo1KVKtJ/I4Gfw6thbi9hDu/lkl/5/Wq/iO3c6ZGtvmTcVAde3PORXQ3+mXemx+bO5kXB6njHT/6+aw7y7inR4EYcggEnpxzTdkmjaN5u6Ioms9Ns/tBO4oCc4GScVTj1Rri6WUAkuM5A4zWdfX80yraRsTuwrbe2P8mtbQtLk+yLMIyVaPaGI4A96E7x0FOKg7yNe2El3ayMgIdFJVlbqe1Zkuj/ANrae9yH2pnGSRkHPP8AOup0jSbi1tJblLdn3x/MM1m6pFDZwNBHgcH5AcZGOcj1712YelJU1JnnzxMKc2onn/iHTW0awhv4WWdRKQX2cduCO/f8q4qW4e8uikcKrukHAUj5Qc/4V2PjPzpo0gikKrz+7LAjeT149iT+Nc1c3txoFsbe2hWVbgr5uI8ngg8HtyB06im24Tv0M51PcvfUytVgAfdGSBnDYOCDWL4i0yW3uEutzfMgIVuOR94fy/yK6q3W3XWoNS1a3MlkJUa6SKTDNGCNyrno2Oh6VjfEPXtL1vUJrrSSY2mUM9v/ANNOhPsSAD/wL2zW3Op6I82rXi5pHLapf3ly0FtG2FTAHyYOB29OlF99sOrQWcIzGJMD29fp0/StO4YXV/HqVjpghiW1hQRK38SoFZvqxySa0tH0HSpI2lurgrL5pYHPQ4O7PrWsYx07mTqe42zC12zEarELcKwXJ/Osm4t0IykfztnnHQ1t6/KDcyGOcyAcKR1I7VRuYhBbgkguF5J9a6oS6HLKF6d2ZN+/2ZQrD5SuOD92uY1GYjzHhUYydozxW3rF35h8gn5mXJUDsKyvsR+zl5ARvJGR3Fapqx4OLg3LTY5PVZnZxJK5ZsYGe3NUhLIW8xXPtjtWrqluAXRMHqBx0rJnAEZyPmHUCtYvXU8SqrOyQ+71Ca7CIy7dv3n9f8asWs7mLMi5+b9KyyxZgrdAfXk1ZjlVxgNyD0Bxz1rRNLQwlyuOhR+I5J0SHC4Aul6/7rVxddf4+n83Q4gev2pT/wCOtXIV1U/gPKxH8QKKKK0MAooooAKKKKACiiigAooooAK93/Y40I2Ut/4ukUfvGW1iPcgYdx9PuflXhKruYKO9fXPwR8M/8It4C0nQ5Y8TC1+03AZMHdIS5B+m4D8BXDj5uNGy6n0vC2GVbMfaPaKv8z3PwF4s/sSO4tYrOF/tUPkruBLJyC+339vaszxne63p2qLGRLENh2g9CrcAiovD8iyTxNaryv8Aebo3brWX4sv/AB1deKI9Tlma5ibbCFkH3FHzADjjufcmvKWuh+mUYw9tqzr/AATYXCxtPMzIPvEtkHJ716LBazf2UqPCFJwrNt5zkHNZnh3S4bnTIjcR+WcKxXPf611semyPFvQBlSLH14xn9a6vYRUEmceKxCc1yjPDum+fYC3LZHm8LjFdHpvhCzgKG5yq7gWbb155B+oFUdBjOmW4lzjDfPuXvwRXQ61rIi0VJ1TiE7yeny57/wBKI4OMnexxSrST0OT8c3zW8baZZlkQKQXJIO08fXFO8AeJTqFhFBDNtnhYq+/+LArJ8U6vp1/rJ+2+a6XVuGs2t1B+bcpGc9tuenfFdV8FdEtLnSZNQurMBmeTCkfeGcA/XFZ0qcozcex6FNxWHTkjS0lbe51INdscuQFQDlj/AF4rej8EXPivxTbaTHH+5DeY5J7AZx+lb/gzwdp6xmWZVaQAeU5GDn/Jr239m/wT8N4PEup+LfiortpmkaLc38kUaNm4ljTbDCSOFDSOuCepIFepQoLlu9zzcVj+SDcTjfA3gjULv4neH/CfhKCK51qdhPaxMVCIkYdnLs3yjAXdz6V0niXxjBfR2+n6VaSwwpEzXTzXBZri4ZyzzYI+QEbV288J71B4K+EHjeT4WJ+0Hr0a2elTaybaMSK5mClGJcELjYNhQ9Mk8A841Phx8Nr/AOMuo67N4YuEjg8OaPLql/cXXyrJGjALGv8AtsCxAPXbj3rGc+VOPmZ01Cr771S0Ock+I3g7w54C8RW3ifwvqM+s3VuiaDPbSr5cMiuMmQHqCueR0Ir0fwb4hsdW+A3hLw1o/g1NM1C2tvN13Up2DSXcpbcpXGAqjJGMZ7c15lrHhy38U3MNisBVYX/eyddnPTH0/WvZZ/CaaK8/hmK4Rn0+3yzxzjy3KqCdrZ57geuelVQm0nzHoV4UPYpR3uZGqaPbzaf9ka4BLvhyCNy4/wAeKq28Vrl9Ps7FUk8zkoOgqe+ltdHTdLD5U7vukBOT0/8ArVpeAvD8ur3Y1eRyqyYQMOmT0pVLTmZU04x1F8I6RZWd1Ks0ZKDOHI7H2/Cuv8LfC1/Fd3Kl8rxxlhtlROvQ/wD1qjtfCsmr+IF06xdWMdwrSFTjcB1r6L+HHw8eS1Nvo5E7LCpzs4z6E/iKdOldWFiMYsJHmvYxv2avBOn/AA+1qa41KC5uLqNo/wDhH4nOImd9yyBc8K52jnrhT7Gu3+Cug6n8R9Uvrv4keGobV/DYI0ZXLbVaSWWRpQSclQVwO3BrrtP+Gh1eHw9bXBkRLBjdX6FhyV6Lgdixx9BWp8QNX8O6TY6hptvpfmS3Itrefa5XKySPtXI6EbnP41pTpSg3c+Kxua0cRiW6fxytr/Lbt6rc+fNL+CF34W+G32261nd4guNWSW1tI5BhsRysjAHkhyEbnHavEtG0y5HnapLbkpdqW3AkDLckj6E17n47a68PfGd7LxXc7LnTtHc6fBFISLi4EKrGEx0ADrwf7p9a8w8c6DrngzVB4S0+2EpivHMPlxEl1lRcL7gYUEeoP0rjxEVooK1j6jBVJNe/K90mvS2y9DkrXT0XT5XQ87yxHevIPif8OLifVZtf0O7CzAbyp5Vie3t9favdPECWdtf3CaZieFSy28y5G9RkBxnkZ64rjdQklutIutN37IXuFkliB4MqqyqSOuQHbH1rmjQjOFpbnr4XHTp1FKB5f8LdYiTT9U07ULrF41wzlZR90j5SPzH61zjyaxFY61q13bxx2+mxrN59w20SI+0DAPXO9cY9aj8br/wi3ia5Ubk+0SHzHJ6EnnB+uePesn4t/wDEy8IRx2n+hwXNtDZsTNvNxLDEoLkk5A+dABwAAo5xmvOx9VKhq9UfQwpXrKa2kctp/jbR/GNq9xZPFMROSJi2WVhkFD+J/T3q9Ggaw+yK5R3wQCMnrn+VeQ/CvTtX8LeI77T7mVdssnzqpyqsCQD7E8V7L4b0iWUvI3KmP93z0YH/AD+leBh6jxE+aSPQxSVKGj0JNcmvrPwbeWTEKrMFVVIwxbjP0xn8zXk12qKXWZ8IAdrZ6deK9c8cWTWvhrZETguAxPfj+teTeIHhtLeS5kbKDIyB/OvWqrkSt2PJpONaTXW5xniK8VJmBOQ3VD346+1cZ4hS5SMtY4DErhF5yeCOK3J5Lq8upWVnY8NGW49Aadb276YPtltISyuGRkGdpBz0P1/SuNpt3Z6KfsUkcP8ADq21jVZr6PVLFbe4tL54ZlLg/MG56e9d/pgj0m1OmO4PVg23sf8ADn86x/C/hq20zULjUkJzcSFpGz99ickn3zn861tUvoPsSyRuDsUq2eue36V3YSHKuY87G1pVWoJaGhb6ylvbSRNJu3KA3p+A/H+dZet+IbexvYbmztoZpI1O5HHDA5GOOenP1/KsrTbyQ2004uBkMI0Zzyct6f54rG8RapDbQmWO6SSWMAqwPXI6fUdK9BTTieeqdqtmY+tXUc2oF1QL5n3Qx+6PSszW7nTNOaaO8lLP5CmNeMBty/rjP51ZvbaVvCC6/dTKpuLyaC32uCy+WsTEkdR/rRXEa7eahNciGaYk4I3k57V59SpJy5VsXNNXRe1TXUmRLayICyYDbv4TzWFPZ2FrBKJopvtgmjddi5Up8+8k9Rzsx2wWpl8tw8BnSIgJHl8HgnrkfrVq8jku1t7iwkCs0ILbckdBuBx+WK1UHFKRxuCbsEUsLWjX8/KwgsFiXOR1qOKyuLuzL+Yf3mWTcOQvOOanvNFFrOI7aCUMygFSxwMjJ4/KtfVLSHSrWG3nRVIgA2bvb/Gu2mpShci6vZnLTW9nEoN0APKbnb1zWfrNwskJkVgcjAI/StfWoo7WydU+eQnOAOR+P45rl75kVCsjcDrk1tzKxz4h2hZGfdKplDs549TVC8kaCNUUZGcgYxVm7mCSlS+eMr9P8is25Z3QMVzk8c9KqN7ni1k+V2MPVBm4kkCYyc4FZFzHFvLkck9Ca3L8htzZI54rLvbcsokz/wDXraLdrniVopTMy7Qr1THpgdaS1+ST5sgMOhPX606YF22njB6Cq+Xju0AI2sMbSOlXoclRdUVPHA/4k8Z2YAuRznP8LVyldV43YHRogAf+Phf/AEFq5Wu2h/DPJxLvVCiiitjAKKKKACiiigAooooAKKKKANv4ceH/APhKPG+m6I0e5JrlTMM4/dr8z8/7oNfXlvPhGmBwWbkccKK+d/2adAabVr/xU8WVtIRBExHR3PJH0Ax/wKveNOmlaLzGZmYDCk/Qc/ia8rHWnO3Y/R+E8J7LAOs/tP8ABf0z0z4f/vLqOSVl8tuWUjpxmuwbSLa41RQgARjlAwyDwK4fwHqsdwPsYhAnwAwDYz3JFdcusSyXamNQBDt2so6+xHftXNDlse/JT5rrdHTWFlf6TqkVnJcbomZWDLyBz90mu3067EagRjCk5wT0GOnvXK2euWV9Db6NeRLG5kLTTZ+82fl246YHb3963L3UFtNTtdPtIXIlk+Zz91UxnrXSrNHFNTctjduWaSGRIomCnBSMnr3q7Y3EGoWBs75AVkgKE46jnH481mapdFJBKjEgLj5e/tVbTtT3D7Cq/wAXCk4JwP8A6/8AKtPbxpLUyVOU2crcQTQ6hb+H41Ej2tziHzOSwznGexxzXs3g+C203Qo7ZJEieP7wxgnIzj3ryt9Kki8UvrccDfMQqP1Gcd/fity5h1PUNIVLbW1S4mudqW4Y5ULjLfQ5P5V5M8fyT0PQrR5qSSeiPe/B2u6O9tDbvcJlQWmkPIXaMnj869P8M+BvFH/Cpj4qiuwlt4o12x03TYbmMxG6VTI5kjJHMattDOOAXxzg143+z74V0/xN8RvD/hrxhPDDY3OrW0Wp3M9x5SCJnG4FsfKCOM+/416F+1n8btT8VfF2fwrpmt2l3pXhhv7N0IaKcWqQxhQqQgY4BBBbnJBOcYr2KOLUqXPLRnjSo1KldRitOp2XxT+JnxN8Y3d18H4PFdvb+GvD8VvbW+maYxjs5YFLFbmXcNxZiA+Dyd447VF8JNLFj4eu9QSWcC9gEd0kMzKsyg5TcP4gDyAa4/4XeDbmHRZ7vWLZgmpKAwYEbgp45/H+VeseFpdF0nRjZyWzAonyFecjHT26Vinzy557nXP2WHo+ypmVHoxjvjcpa53AZXAG4VrwwT2WqGKBRIqxHYjjjkYx+tN0JnvJIbgIAFyzOQflHofbrW1Jpa3VxdXGmKZIrFRJcy5CqsbbdmN3UksMAZOOegJBT1m0EZt7nJzaNLqGok6sSVSQBgBjBPQfpXb+H9Vt7HUI9F0obd6qm0j+Id65XXdQSG5ZtzFp5AqgL0PvW/4VJvNesmjiXz4Xy79gPStY2hOx2QjzU+Zo9O8FWUun6jBCyKl3LMJFlRd3Q5z+n0r6o+D3hHWfhvoWoz+Iru3uIZLiWdxFH80Q28j36dB614b8JfDT35/4TzTbCW7udFvI5pLdIshogGLqMdWI6L3OK9Y0L442F74D1bU7u2mZrm6k+xQzIOFYBdhI649f8K7aKtdnyGd/WMTD2dJ3V7M3oPitbyaRf61ZNFC4VUtVfkscMQcf8Cx9a5XxJr9xq3ibTLC/ure3TUrq3upjM4xGkMJcggnOS0q/98muf8D6S/iPUL6UIvk6XYmV1eXALblOcH0UZ/8A10/9pNo7DxzpTHQ1njWygaIgEJHIJkY5x1LLHtA9vqK1nbk5jhp4GhQxqpx3t9xjQ6i/iX4m614mvdBN20aWkH2gxZEPnTovmgdeVUsPQLnOK8w8Vw6RZS6tqDeI31CZ9e2WpikxkEMWPrxuTA6AAjtXZPc6tcarrpn1O5MFwlu915JxJ5cVrOQQM8YB7dwK8W13w5FF47ur+JWhiiupHtIipAEZwUJ7ZwwB9a8+rNRitNWfSUKKi371lZWNn4oa3F4m8SXswt0tJA6gRIq4VEjRBgrwfunIridM8U+GvDviWz1TxNZG7hi1COe7tig3S7GB2jkZGABitHUYIpFfUpZFhO7dExc4Ockf59q4ddXtdeJ0O7soVdWklkupGGXZUfAXuAfQdSB7Vy1akVserhKEXC/Q4Pxz4aTWLe6+0oS9zITEjcFSTxye47c1wHxS0XSrHWtQ0nR9Sa4tbLU5YoTMx3SIh2bxkf7JOPQivU/GSSwaTJIvk/K28KX+YYx0/n+FeNeNUC38ttIjlyzSGTqzEkliffOfzrwcwj7Sm7bn0+D9pJrXQ4zw34dhtfEkksLlvMYcScED0r2DRbSBLN7aO1BuOGVy2ABjkY/KuI0ewhuWiliTdKm1iw65HYiu/sIpIrGS9MeG2AFT1XIrmyrC8t4yLzbENQSRz3xJu4rbw6nlrIWEjh2YjZjC7cD88/QV89ePddm+1/ZkdtrZBQdCO9e/fEIWl34cW2ur54dySPE4UHJwx2j3yAK+cviRps73MTRzbWhk/eZXG4/5/nXfjF72hz5XCNrvczTcxENHG4GONpOc5/xzRdSvbIwaP5doBJPeqNtLbK8cE6lHRsk+prQdLe5t3N4ok2nK7TwcV56d3oeniUmvMr6az7nLXHBI2I/asjxZe29nayLNOoIXCEN075rNvPFyx6w6JMCEOMZ5Pbj+Vct4g8U6VqkgsXlmjmF0TO7sCixkKAAOuQQxPsRXfC7pXZ5vs5xq3LEvi+RLUQRTbmLKc49G74/zxUMzxyRzRXAOSmVOeS3XH51haHH5980HmeZEHO1x0OM9PSrt1cyXmovp+lwGZ4lLfIMNkAn+hqJTaiZ15RhLQnt9OkvLe4WWOMTeS3l7j3H074zWJ4g8NiKwiL3GJjGOFkyc55x3PWtfSrueSFI7+FuGzgHkjjH511EPg/8AtEedPEN0TKH46HqME9j/AFqaVN1JHn1pOLvfQ880rTL97ZWvbfoNoY8bgMfr05962rDQoLUC8ggGwnBYrnaexrd+J2hWegSWkyNiNmG5d5rHm1qG10u4t4pAQbcso7dv616aoxg7SOVqVWN4GBqWqx/bhdI2Vjcqob64z/L8qq+J9WN9qyyoQRHGozjocenbiqVxcMF8ksuGIwSOuBzVGKTeJJwDg/KGz1AOP8ap8yVkzo9nFIW8ui7AcjJx9KwdaVDNIyEc+1aFzdus5UngDJ96ybyU/PIzd+c9qmzucNd6WMm5yCxxx9KzLiVyS7vnHQYrUuk2oVbHSse9TyxkcYNdEdYnh4hcuhTvZN7bV4B56VSuMH5emBzirk7fOQD0/UVSuThtx44zj6VslZWPIqNS1M28AHBA6Z5rPuJTFIBu4JzyeK0pwZSSTyTxmsa93pcHdnA6e9VG1znktRPG5U6LDtB/4+F6nP8AC1cpXR+LJY5dGjMYwBcDPH+y1c5XdR+A8bFR5a1gooorU5gooooAKKKKACiiigAooq74d0ebxBrtnolucPd3KRKcdNzAZ/DrSbSV2VCMpyUVuz6B+CWg/wBg/C+yDQlJr12u5ieQd33f/HQldiJmhjQBmG08kHjHbP506LTINNs7bTYEQRxRAeWoxtVRgD8gKq/aJsPEIzIoY/MOvHf868C8qrcurZ+x4OgsFRhSjtFI7/4Vxb9a8wzq6LFjryG9fw5rtP7Ss4L42ssZ5k+RsYwvqa4/4RaVcR6E+rPnc8hADDA2jGf0zXXNapdXQeNA8QGQABnJA4JrZUlGOo51qbq27HQ20l0m3ZEWaLLZJ54Gc/yrp9N1zM8FxcYTdggN2P8ASsDT4hqFn9ntckxLu+Vs8cdc9as63pt3b2tmPNDuzFcbe+Qaz5nDUTnCpJJHVXerC8nHkKwUcHAzzVm30/VrLVYYLq2j8wwhwqHOBgHkjvzVTwfp8hhBEQI2ksGyCGOe56f/AFq67R4oYroySSKccuT1z2rGrLnlqc86iUrRNDTdLW60uRHRPMdSwB4rKt9FMd+LIoUl83c5xwR7elbdzKlvdRFZAyMM5UZAz/KtPTdOtLmUXi/PLvX5gOMf1rmdGLkpIw9rKCaOtvLTRk8GW2k6DYyidtO/4mkk7+Y9xMCzFlA+6uCqgDn5fxN/4W/CzXre8ttX8X6FLbRNAJ7TzhjzBn7w9u9bWk3PhnSvDLXOr3zW17b2E8+myxW3mG7mYLGkJzwqgszMeuFIHOK09P8AFd3qWnre3l9LKy2qxgu5OEQfKoz2GcYrvnCMI3DDzqOFl1NvxF4/k1OCw8K6dHHFFau4Uxr99mYkknr2A5zwO1d/4WsrO20N/tdmJLl4tsOXwoO9ct6H5QeD0zXnfwl8D6j438X6b4bsIVFzqd3HHCGGMsW4+gr1jUNDvfB/iy58JTzAR6dO8DuRlS6naVz9R1p4ZVpx5mTWdKLUVuLfW0WnaJM1suWAYCRVIDrnqM/T2rJu7bXfC/gWHxBqcAjtdVkk+xyLKN0vllQWK9cBuAfVT6VR8aX+uWUarYOUS6cgI54PPWn+EtK1rXNLtIfFFzLJDalxBCSWVAXZiPYEmu1LmkrGtCmklKWxi+FdC1fW5m128ncQq58mORD17mun8HaBqunasL3TtQkKu/78O27Y3Y/St67EVlHHptogEIJJToAcV0vwn8PWb2WozmEuzzBY93RG4NN0ddzsqYq0NFoet/Arxj4stvCmp+A7TSd08ySXM7xEfNCI+eTnHTA/3sVQ8UeIordND8M+HrKZLKxSH7TIxw0juG37h9D/APqxUvgxtX0fxHDHZ3PkgAw3rRMeYSpLD/69LHZPqnjj7AZWiiu7kKHHpuyCfwrpgqnKtfU8apSoRqyqpbq/zPafhv8ABvSdQ0Bda1Npv9NRw8XmFQ8R4AOOvHB9a4L4r65qlxfrbXRjaw1bWFe2eOEuyW8MroeSeOnp0PvivXtU8RpY2jeGbGdUS70/ytJkUDLvtAJGOAPmXB9a4Lxx8O38PammmQXcktpBc2SkPLuKiRzvU+ikRqT/AL1dMlZHyOExM6mLlOs/i0XoeW/GW71vRfEet33hW3iS1tbc3ayBF/fRLCqgcjnGcde5rwifxfqN9cR6hrx/05JC0pkP3+nykdxgYr3j9pHWvD+taK+heEbmUPCHjFxnmVGVAqNzjAYEe/FfPnxQDaTrNxusPJS3uECSM3LeYpZBz6qNwHoa8nGz9lUTWx9nliVWkoy3Kfi7WpzZLpUUTxyG6KgFcGEHBOfY5JH41yv9hma4iisZ081QUDOOMsefoav6mI47tQ12fMIBlKuGDAjIyc9c4/P84Qthp5XUxuTa++fC9QByQOATjnGRnFcLl7a8j3lD2aUYowfEltaDxCtpfuTDCzJcNCckkcEDPHJHWvIfF1kF1oLcSb4nDHdu+YnH/wCv8q9Y8VpHPNLfWKzCJpW2i4TEgGTjcMDDY68CvI/HtxdNfxzNKCqyDYVPBP8AnNc7Sluetg3KLIfC6Q2NzJEZN4aT5GHUqfT3rr7+/t0sY7RJSSY2GSef8a4qApaXlvqTIziKXJjA6sPT3rW8d3VlY67qMGmakk8NvcvHE6sQGALAFSRznGR9amlSVNtojMEqjSM7x4sE9hDbCUB0j3qCehP+f1rwb4k3EFu0ks8gDnnrw57f1r0fxl4utxfM0t+C8YAYBugr5z+NXiO+udcaOCYsqncAhxiuWvWTbudeW4So5qI8XDX8q3ccuFicmUZzj0pniPxta6XptyJJVjcRjyzv4Y57e/FcHa+J9T2mzhmxt5Zwe561i67b+JtesnutJ03UtTjsWaXUZYYnaOGLjAYgYUABySf6ZrDD0ueWh6WOpLDw5qjOf8RfFCXTNYSOeCfyrrd5cwT5N27B/LP4Zqe01B3uJW1Ine4DICOoIzn3rlPGHi3RNd8DJ4WtvDTQahHrUk6a0LkkfZXVSbcoRjh40YEEffbOeMWLDVdZvILG4knhliuIZfLRJFZ0EbFMPjlScEgHqDnvXqShH2Wh8i8yl9dcJ7dD0TSb/wCxpbzXGwRyE/Kjc7eeTjp0Nbui6Kb7XH16ylDRSxFTCcfQ/T/9dcH4cv57mO3jtOHkfCLjBxXunhTwbp/g7QIZbpA1zLGGdXOQrAdB9M9a41SnXemiMsTibyMvR/BdtDdve3zZ3MGVCcfTjvXURy240u9WaMiQsjDA4x6fpVG+1GPzVkVSAemeegxU8lv52nrdPcRkShExnnOef59PrXq0KUKdrHDVlJqzOE+I815qunXE15tb7PLtiRT2Ayc1w02qfakKyw7QCAc/z/QV2Pi8eTe3kLpgbyDljzj/AOvXGNbw3E3mRrjHEigc9aU1KUmzuhaFBJFCeB1m8oMc5+XPGe1MIZImj3YU9fwqa5YRTuiPnPP07AfnVTU5jGQsgAKptIznNTG7JnJ20Ma/cAnnnODxWZeTsuFjPU5PvVi/cu5G7rz1rOu5MPlm5BxVpKWx5WInbVlW7lYggKRk1nz7pN0R4x6+tX5Nz53DOOnNZ90hLGUNjB5Hr71sk4tHj4iaexSuIzu+RSeMn6VnagMlVAx6ZNaE8wPykdR2qjcuHy8h54C1unoeVN2kZ1wmV2E45rHvS/m7WbpwOela904yTjpmsecqxMiHqT1HtS3Zh1M7XpWbThHuyBMpPHOcNWNWtrufsagA480fyNZNd9JWgePineswooorQ5gooooAKKKKACiiigAr1b9k/wCG2q+MvFWo+K7aD/RfDtiZ7iZsbVkkyiKfcjzCP9yvKa+nP2Ndf0HQvgT4stJIZPt+q6qsIMZP7yNFiIB7fKHlI/3jz0rlxk3DDux62SUHiMypxXTX7jsNVt38pJ4T97CH09cj9B+NMtNDncr5jAK5ABA989K29Ss9M+xwz6OJDC3EbzN97HByMcHjpz39cVY0i0SfypWAXa3Qd+wOK8ig3bU/VHU6dT0Hw/ptto/wzVogN5znHqSeaTwvamUtOZGbawwVPXNXdNuxceE3hniOzaVKjgjA60eEUK3bW2Mpt3eYR97JFehNp2sePzTTlfqbWjR/Zblr+SUCAp820c5z1PpXR6hZ2Oprb3R6odyFT0PH+H6VkwwIY/KfmJx8656VsaLM1vdpDKA6pEGJz+n5Yrhq6JspXTujo7LULKz01r+RtiKn7wFuTz2qv/wksNtZpHfWqxPeol3bylgZPLG4KD6A4Jx36+lcH8VvEt3aTi10+VQCvKK2CR1PWuT8Oajc3N8IYrlyWC4DSE7fpXkV8Vyysjuw+FdSHOfU3wB0PR/iV4oi0vxXqN6tqqKwg02NWnunY7URM8Dk5LEEKoJNdR4a0+0udQY6dafZYBI/l2zSiQoN3ALDhuO9cP8AATxV4t+GfhnWdf0TX9OtHksf7LuWk2vcyQ3OUc24I5bYrgsOVUnkZ59G+FFlpmoSHUmvPIijhT7LbhCzOxbbjPQALuJ7kgD3rvw0oSpx7nBiITjN9jW8UTK9pZ2ErqWRyiZXgAnp/n1NTTW6o9tHp4PLbWQnofTH4VJ4o0ZP7Qsrm21GKYSQljEpOY23suG9DwD9CK1PAWhHUvFcVheAboRvUjoeetGJcpaI6sNyRoXfQ+gP2N/CMN941tdelZorjSlW5toj1klVgBGDxjIOfoDVrx3PNrPxJ1uO4tlLXmpTSTopGEZnJI+oqp4c1A+FdOmlsGMcpAwycEEZ7iq/g/Xl1TX7vW9UYs0m6V2ZOWbPJPt16V72FpxVGKPJmnLEOZma9pN3Pqg0tdskdlb5zg5z1yevTOK7zwR4XjGgS6hMjQxraO7kplWIHH5kgVyDT/8ACRNd6vaHD3EpH7vpt3dP0H5V6t4iv7zTvhtb+HorZUE4jka4j4JChsIp9MsSfpVQWraOmVSyirnnNrpkt3PguX3k7mz6d/pXqfwG8B694ktNX0PQ7ZPtHl/aI/ObACqMYyex/rXmujzyW+pR26LuLMQQ59K+nP2frC90L4ZeJfGSWg+0fZfLh8zBARUZiR68lfwFKhHmepOZ13h8NeO7tY4YyXnh3WroX53NBMI5HA4B9MfnXV+HZrLTdUtNfVYZYllWREnXqqjJPPvjj6Vxni7RNfv9XtfEF4LiD7es81ykqlUkk8wqSq/w8KuT3xmrfiVfFVn4WsdOg0Zo45oZWivZPlTbjrk++Me5FXzunFmTUa1KN92fQfgPSjr39m+LNYit4hBC0diYSMY7LgcYwCfXNYPxNu7uw+GPijV51ka4vtTlWBsFvLEZREx6cqSPqawf2ftT1vUvhdaw6pqRQaaZri6ZG+ddiEKx9956Djg5r0CPT9T1P4TzeHP7P/4mZ0yR4zMeDIwJVyTjBJbPtznpW0G5QbZ8hiKcsJik5O6jK1uybPlD4peJPsWnS6BpekxSXOt2lrLaXavg22zngAY6jGc8Y5zXm/xb0+01GzuPD3iNZpNW+0WjTvDjZuiiZCxIOMhSF/4FWV4y8Yapo+tQw4lbyEADyPxGgLMQPUAk/wA6t2vjLwt4j8O63fagzJcrHHNbIxOLgAFXTPY4YEY6gH0r53EVoYiUoJ6n6Hh6To2mkecTXFqkpFvKryE4yRgYHFak0GrzeFP+Eii07dbRX6pLKSTgFfuH1Hyn8++ayfFWjRwatb6xYwzW4vYVaW3c5TIJG5D9AAR6j8Ba13xRq2keHxY2MghilsxDNEHO2cg58wj+9nHP+yOwArlw94waZ7Erz5bI5jxF4rOr6rf24tBGoVDapF91kVAucgfe4575PvXmPxDkjso45bUAkSDcCMggnkGvRdZ0OVvDg1LSYzFdQp5sRYZ3uRkr7A9K8u8aajY6usF1E+xXcF1POG6Mp/HitZycbI7sLf2mnzJbG5tNcMFgsfMj7zycggZyfrXJeKvEGr6RY3l1PZgpC7Bcn5WAH9Rn3rtdA0+3tgbrcA4s2EZz0z1/z9K4b4w6u+l6OIJ1RjuDLGONxB/rUV6qjScmaVFF1+U89+L+hXdv4mvLfT9WaaaKzie6NvOsoiAhQn5lGDtBwR1GMHnNeLavpWpNqW++nMrFzh29QDwfw/lXWePfi3q2kXWpXUFhFa2upCSM26vnELOH2juMEAZGM1x8nieG6sDqYk+6nykjk5/ya8Z2q+8j3cK5wp6oxNa+z6PbyfarcKcE7kHLc1y0nx/+LPhbwZqPw08H+M7rTND1O8M+pWVsiqLljEYSJGA3SLsJwpJCliwAJJq74l1bU9RGZZGYMRhBye/+fxrKg8IDVYDMyH5l4Vl7kcZrvozVNaHHmkJYmnyyPNfFvnx6RHLFHtjJw2OoI6Gug+H6Wt1YLc2qPLMh2kKuQPf8a6vWfAUA0eKxaOOSeQtugQcooHDHtyc9OmK6X4M+AdM8LaLPqlxEGklbCoy8LxjJ/X8q7uZVaXKtz455bUhjvbXvEl+HHhgW2rt4j1OZGiiA+zW+0gxsRyD6jNd7e+J3eRAZjhTlcnI6Yx7dK5HU1uLa+kuY1yr4DRq2MqO9QPrDOuEBGW43HGKKbjSjyndUw6qO9jqpdRS5U/vh8pyc/n+nNaGm63bweH7eGf5wsr72K4IAIIB59Sa4VdXkS4RUjO5ieV+mcfrW5dpaxeG0nb7xZ3xnAycfga2pNzk0tjkrUFTS9Tn9cv21PVZpy5cFSSS+eawYmeGZrkHAzggntU97qxh/eJEBuJyF9DWZdakpVtr8Z5UDpTaktUDXLCzGahOs94TEq7upOPvEdKx9anBciSMBgOfc1YinN1dbHG0k/Kew5rK8RXJnvXYvySeQfxqW2jmneKM+SZC7sT0zWXPuLsrZ5OQGq7PNhcDvVG6xJ93jnAB7Uonk4mV2MLbfmPv071RuHHzAg554q3MCqkrngdPSs65beD69+a6YS5jzJu6Kc6AxnaMEHuapXQGzGetW5XbJIOAO1ULxiF3rKAemDWiTaujzajUpXRRvWjWMuRggcEHNY0rgLjzM468VpX74tjuHsvvWXKZMhguVxyO4ojqZtNIz9dYC2Vc53SZB9eD/AI1lVd1uQm58rcCEHbtnmqVejTVoHhV5c1VsKKKKsyCiiigAooooAKKKKACvb/2apnHge4iDYH9sucj3iiFeIV9Gfsd+Cp/GHgW7i0K8hudUTW5NujAEXE8fkxYaEEYmO7gxqfM6MqsA5XDEUK2IpONON2tdPI9fI8dhMvzGNTETUIvS72u9rvp6vQ901TwxJoPgjRtZS+gddQEggtlkDOFQ4LOvVMk8Z6gGs+1ZRKA8IjAOCO59/wBKztP1ARQfYpg25Bxke1aGnyobgSZ3KGz6D8f0r5yrJxdkfpMXZau52/gq9NzcrpUr74nh3MzdV9K7Kw0aws4njtI8AkFST+ntXnPh7UVgv2nP3VOXKjoD/wDXrStfidc/bI1mt8RGTazeo/qK66NS1PV6nNUw83O62PQbS3UzG3diFdTkFq0pyNNSOFY1Awudx6j8elc7ZeJbOewXULOXerPjbggHpnn161ps+nXmh3eo3+pzvqLSxx2VnEg2qmNzyMe/ACqBz82e3Lqu5EIyUrM5X4vwRX3kapESGifYy4zkH1PboKzfhv4dvrnUw4gzIXyAy/d/xrpbrzJ90N3ENhwc47+v1rrfCemadp9k8/kYnkkJ83oQuPu/n3r53EwvWd9j1Iz9nQstzu9KGmXngqw8I6f4bSO+t9RluNR1Ez7nucoqxRgY+VEUvxzkvnjnPtfwt0e1h0IAKEcKOMjJrxLwReeQzLKQHbgZGa9P8DeIZre6SEuSxbJUnrz2r0sFVhHQ87EQlJXuddeWwM0hlPKOA6juM8fj0r3r/gn9pvhdP2idOTxX4ebUmnxHCsgXy48o583B+8cqoA9z3xnwS41e2W9+0xShPMb5lY55A/8A1V6t8Hf2kG+GXi3R/H+m+F7bzdK0xLKeNWANwVSSMSjjCttfP1AJzyD6OHlCVbXVHJXhUqYV047v5fiei/HCJW+IHiHUpNCa20seJ9lrbKmxSPnOzI6cqCfZjXPa5Y658PIL3wzr9skd4pEZYr8zIyhgwPcFWU+4atUfFLUPHfg7xZq9j4ciOmzXsbzIYTJ9iQuSku85w7bdpbPqPSuZn1K88aWUOsa/fXNxfvdvLPPKc+YoRFXj0CoB+Veq0oLQxw6lpGW63Og+HtpZo2yRQnmRlMhcgbgVzg9xn9K9c+Pa6Na+FvDfh7wtJG32fT0WWUH5pJQoLk/i36V4t4d1O1guWv4JVljg5VUfIPIGOM1u+KvHmqa6wnTQLiNLaFF81ckZc4UHHQk5A9alVYQp7mjpy9vGS6EemXLXGsCEW/7xSHfHQDkH+VfRnw18WT2/wsPg2a0Jh1e5Qpd4K4Rh83X2A/OvDPgh8JvGXir4oXHwv12EWj3ay299MzBntWjy3BGdx6/nntXuPxB+H2v+Ar6y8FWl+b23P2YWzzP8wCjZkcfLlVJOM8cccYnDTa1QZjLB15LDTd21f/hiXxzcjxDpI1a41wNHpl4tpaw5w0kR3N5nb6fh7V2HhSXwpd/BKO/8ePHfRW90WigkfayhpMoo74PBGOMV4Z4j+IJfTJbHTrRngkdHlkCk7NpPfsOTmsNPGvivX9T0e2Ng97bR3tvClpG2BOqnCxfL0JHTrwc10OrBS0OOplkq9CMVK3K7rp8j0HwJ4gsNV8R22mabdxxte3uZUhkIjEbMCYzjrg8H1wa+gfD97qN7oXiHXrJXkSdfL0uOVNmI1h2r+G4k+vNfNWg6bbTiX4hafoSaVplzqPlWVpKwDqBuxjk5IxyRxyO1e2fCX406FD4A1S5vLmOVtFeTbDLPhpYwMlRn06A/5OlL4GpHm55hKlanCdGN2mr9z4Y+N/gYp46v9A07UPtyPqig3MbAoUZPnVdvo7Mp/wB3FSav8OE8NaZBZW1t9ntUtVSTe+4NP/GwJ6AgqMexr0b4X+F7CLQNV8aazaB5YSjQ2jrkC4uJpiiKf9gMrEd+fx5n4h6xqlx4Klae0L2/9tKxn2YwxjcquR0BG446cD2rwKmChCcqj6n1+GxLklT7JHkvieTVZb+zsrq8ebZLHb2qsei7iSq9upY/Wsvxk0lze29tFHkELHGAvQ8n+ZNafiPVY9Gii1m5u7V50nXyCkgJDFSwOB3xkH3HvXOR+ModX8QXWpyx4kR2lddoUAkk8KOBjsPT6Vwc0VUsme1BSVpdiz4p1O2t9CNrKuHdW4U4xx/ga8D8T/6FrRtUhCxyYkcp3bJJb2znn6e9ek6vqV5qd3eTyFgh3bFU5BHP6/8A1q4q1017zUpLqePzeAkeRRiqqna3Q7cEoUoybe5Jb6wE0tzGAD5QVPb14/CvKviH/aevK5u0kByQp2kjp1z/AFr0/XNM+xwfa12qpzuB44I/z+Nc/Jd+H73R71LmeUXEboLcIPk2HdvY+4Pl49i1c1SnPEQs2csq/wC/ufKPxI0uwgvRp+oSB5yxMSqfmGP59qwbjTVXRC8YKup2+WsZ+b0P6kfrXqnxE+GMdzrz6sl0MwyB1ZuVfBzj1HB6VjaB4KlM1xf3CZiafbCqqSCCCQM+uKiNCUNLH0scZQhQumcZ4A+Heo65qK3EtsXjX5ij/wAQ9K7fXvBmi6PGpTShBJc3DCKCIMRHwxwCc8DgcnNdlp2lP4dsRNHZM5ZghPQnoM/lzVvVtGWTT4pruGTEyvhcnEZPQ/yq6WHnVnyo+exeOdSunB6Hlq+BLfTIJdX1Ff3pQnJA+QelUbCDydMNuVUbnZivpzx09q1NQ1XWpUm0C5gDHztjscgbDxkn3H6mqGpwJFGI5CRsGcj2rvvCg7IP3ktJGFqgjml8oOQVHGfy7ViXKzQRiQSfOSQUPp/n+lauqs/BU7ssM4qirb5cKpG3+Er1qFJTkzX4F3QWbNeSpP5jqMjcrDoQen+fWui125jj0VY4yMFc4A5bA/8ArCsG3jxMHKgg8KAeg9ata3dY0541LCJQ2CeTmuzDfu+a552LSqtWexxWuXSpN5SOcDkZ6DmseSfqjP8AMTzx0qxrDebdsMEMxJXnp7Vm+eHn8sNlx1yOvpW0rShzI5pS7ii8eNvkHINUr9hnLOCXyasssZJYjHPPpVC73PJtOPlHUntWEm5anPVnpqU7uVR8qjJ6kk1TkkJJXPAp94Q3fnORVZ5cIVbqQcU4qyPGre8xk0527VY4PU1nXzfMQkn0xU8zsGwvb9ap3YBfJOBj1q4a6nny925XklIyOjDisu+kTk85q3MWVmkByPQis6/YMDsbGPfNbpxSOOUYttFG4YONq8HdwCaqyHYzO+QDnOasuQ7cjp2x+tU9dl8rT3PGWO0f5+mauC95I5q8/ZxbMC8lM1w0hPLHPNRUE5OaK9FKyPn5Pmk2FFFFMQUUUUAFFFFABRRRQAV7l8ANE8S6V8JD45msgNFuvEtxYRXPmKc3MdvbyOoXO4EJLGd2MfN16ivDa9V+Eniu/Pw8i8Ihv3Ftrl1dogPJeWG2Rv0gXH1NejlclHFXfZnl5vCc8Jyx7r7j6Um8cabqvh+K6+LF4xvp51t7HxFbRGSXITe/2pQf34XfFlx++xLkmTYsdR39lq/h14LiURz2d2hfT9StX3294gJG+N+N2DwynDIflYKwIGP4U8PeFPFMMPg7UdT0/wC2ulpbadb3F9JErXF85ka5V1BRGhjMCv5uEKI43BwtRMnjj4MvPJp1s2s+FNRbzVj1Sy/0e5VZpYFeREkb7PMHhmQPHJu+VwkjI2WzzbA4fGVpSS5Zd119V+u/rsenw1neNyqhGk5OcP5JaWXTkb20+y/d6Ll1Zt3niZfKaCHeu4jcdvcfT6frV6K++1weSd24KNp7jmqnhnS/D/xFZtU+H19LLNDHuufD96y/bYVH3mjKgLdRgclkCuoDl41VQ7dDp+irtW8eM5k4PGR9a+TxGFq4WfLUWnR9H6M/WctzXCZjR56Er23T0afZrdfk902tTX0XX57bSLG1uYjH5gkMQP8Ay0CkBvx7/p2r0XRRFLoMEdrJvRSXY7fmBIXP8q8SkzNrYKSsqwsRGzMSo98V6x4M13ThaC1u0kVxGdhT+M8f41wzqWVup3Sou/MkdNY2enBlmaFJY1xuUkfOM9Of88/jXURSpB4fXT2063M8ty073aKc/MoGzB6AHP5jp34zw6+par4hOhpESWuFS3TAA5xnJ/HrXXxXAubVIo9pAwVZTwxxzXPFRq7iUWnYuaLeyWrF1ZRgkOMZ/GutstcmtSl9GAQrLvVT0HrXI29nID55yR3Kjvgf/XrVtLh4YWRQCGTAA9/auLEVJ0L2RShCe53EXi7T9R1GCJ5cNIi+WpXjd6f561sX2p3myKOOQqVYY2gjI681s/sreJvgt4e+H/xG0f4uaSJLvV/DITwxcpbtJJFfxzK8QBH3Mn5icjhCKoeMdU8Map4tvL7wwLkWPlx+U9wo3tLsUSNgfdDPuIXnAxzXRhqtSNOM5OzZzRcHWcLWse1/DD4q30X7O1z8PtJ0fy0v9V+1atemTJuPLCiKIDsqne3uSKilPjTy9H8H+DxFcX2oCSVghDfZYASWZ+fk+VC3PbB71x/w/wBRi03wZ/Z8V6GLXBYjPI/wrS03Vlm8Q2ywXkkDTw7JTG5Xeh+8pHcH0r6aVW/LdmMMPD2kmluewaBoFna+ONO0bwbcQSWFhHCBqN1uWKUworSXLnqAzBm47GjxF4lnsNWvNI0DUGe0m1FJ3fG1p9hYxvx93licD19qljjtbnw9bvpkLHy2HnoRyQMYfjpgnFV9NTSodaju9bgkdAVUPGuT1HOPpVOl0sVTS5uZ9D6U/Yl8D6q3iX/hIdcDSzLaPPPcyHLPJIeufUkk/hXoP7U/hDXvFHhc+IfDLCMaLNi4eHiQxEL5jBv9kDH/AH1UP7N02o2vw9utU06w2WsfmCG7mXa77QccdMAgVU8Z/GQ+Cby6+H2tBTG9tLJeSlCTKzoCEBx3+bnnnFd65KdHU+MxEsTXz1So2bj08up88/ET4hr4LsdY0DQ7O1+z6xEiukifMqk/LtJzj5iM1x/gbVdYbX7RNHvGS5sG+2ackv8Aq/tSJujDcjqyqufpTfiTpcGoa/YTrO8cEk+RFnIQZyoz+FdX8EvDd43itNatrRJf7Nuor15JFykJjlQhm9sgVxQlz10kfZ1uWjgpd2d94o8Hat4Z03+xPHds8D2C+eGjlwrFxksuPfj8Onarlz8P7Hw/+y8fH+qTyRTXOnHySkmTI0k4A3Z4JK7q6f8Aagt7TxNqWmXvmg2mqaTC7eW3DMrlgfpgivJf2pPjXoY8J6J+z34S1RJrPT1hudRnLk+S4TCRFvUMWJ9BgV2VJRpU25Hg4erisXRp+zVm3rbay3H3Xxo+H/wt+GkVrf3CXNxr0hktvLjy1o6OgRiD0wN4Gc9QTkV4940+IS6zpzeGLK6Jgja3eCNAV8wJGQxbPXDMR345zXnfxt0fxBHJaR3d9+7a1Sa3KOCVQ5PzDtwp6+npzXKeHtY12HW4pt7sFTZCzKeeR+eR1r5utmXtK7ptH1+DyuEYOd73Jfi7c295431CKxiEMEEwSEROWVmXAfBPT5s/y7ViaBjzpZlnZvk2Bm6HI6f0rX8faP4sXW9S1bxTpTtPqAa4t1UlVDSMsvmAZ6HOPoc981neEtPvILKQammCYlbGMZYY/L0rwpKf13mZ6SnFU+VFDWLuWysZrdCqtkHr2wP0/wDr1l6BfadDLePfbkeO232owSrP5iZB/wCAFyPp74qfxlqkTTKBEUSOMgMOcgdP0qppclw2lmOe2X7OZVlQkYYYBGM4zjaTwDj616FDnqVNNjKs7U79yC/WbX5XuNRMijcTCIuhQAYGO3IFYkuj6Zc65babHFbRJcy+S0tyxWIK2cl/THX8MV1UeniK0lv7oYjUkxHdwR2NeV3njE6n4uaG1RZxE4DKDxjPOf8APrXrOFOlFN7s89SlNvl2OK+KGoXOq+N7jw74bti9srtvlQYUgMVGO/OP5Vr+F/A//CL6Ul54okZIruYGCJFGTxgHHeutSx03w7Z3N6LJdsu4vkbiPb6ZNVrm0g8QWun6pezk29tKWRCOAQOn86qOGUlq9zepiOaCUUMvdHtZNETypknwCscoXIU9s1gfEDU49C0aI3CMxWJkaQDBwfUV119b21rpMttp4OwEsR15Y5Bz/KvOvGV3HqGnvZ6lLhEXG5ugwOeabjToRbW9jnowdSokefzPZX2nXU1zOF3tkEjpt4xn86xtdS0ktgyNwF+VganiWO000RlQ0U7NhlHO0mubvzLHvt5pVZFJ2ED+H0/z6V5s7zV+jPaVGUHoVb3MUrRDAPXB789qpeYuSQcELkVHq+pFQsmf9lTVAX4Z95OQR26iojeBc4y5bl+GdvOUMw6cg96j17VcaS4bHTGcc+nSqhuQYWk3fw5FYfiDV5GtFiV23ZBbJxxzW0Kk2rI4alJOV2ZuqSbUeeVcFjtjGO31/OsskFtqtyT3FWtUuMQIhY/IefbnBqCz2STtLyVUdW/SupSvBI8+q0pWJpD5UZRR7EkdayL4sFMhbvgqKuT3B3kgnGeM1Q1CZXIAzwCTk0krM87EzTRTlljkGAOlVbsMke5BkY6+9LLKUPHc1FPcFlCZ5PetIxTjqeXO70IZUj7jBPGRVG55cqMEDj61ZkdxlGPTvmqk7neWJ6DrWkLRRyVChdspyF6D86yb0qWwMc5xntWlMwLZPHNUJ4gZCxHbjNJT1OeaipalGRsYOcgdOax/E8+Gjth2G4jP4Ct8KNpGB6VyWq3P2q+kmByC3y/ToK76Ebu54+OqLlsitRRRXYeSFFFFABRRRQAUUUUAFFFFABXpn7P+nW2rX1vp11OUjk1LMzRrloogqtJIR6KgZv8AgNeZ11nwr+Ilt4CvLqW7055vtFpJDBNHJtaBpNqu2P4gY96Y4+/ntiujC1I06ybOfE0pVqTgj6qn+H2pQJZ/FTwtrEFp4ia3/ta5s7i4gminE5kmSGOIK20iAZeKYYdXAGd6K+94P+Ll7p3hiX4N+LNA/sjWLaWLS5bK9uJrFbiyaRTPbM5dRbylgf8AWjyilzc7ihCA+V/CL43XXhOBbvRILHUbZ7qC4CXMIkKtFIkgUbs4Vmjj3qR8yoAeK9l1PTPBHx01a8vdMsrNNI8qxsvDzWVvLDcWN7dCKOOC5mMchdYxb3DBZCwZVYLIpcNXVd1NYnmVqfs5qOIVkrcs10s9E/LX82jnfFvweh3XPiz4dXyWd1pV3NJO1tO6wTlJbnyntCoYxOyWc8ojdyMKuxyXVK3/AAL8brXXrhtA+NMf9mahA/lN4hS0Yl5AwG28hUZLdczIC+VO5JGbcOf03U/GX7N2txw+I9JOq6FqkLrBbXUzW7Spvhfcyo++KVGiRTG+5UdXADYJrdlbw78VPBtveauJpUOtPG2swaerz2EeZb68LYdCWMcw8qKTMbGC4aNkJYsp0VUpcs1dPo/6381qdOHx1fDV41FLltpGomte6fRrTVNNPTdrTo/E3gy80m6triaONre5jE0E9vMssVxHuI3o6Eq65BGVJwQR2NbfhkafDOscjbFGQ7KcBW44Hp9a8x0fXfiT8D4r23WzbV/Cw1uexuobyJhaz3EZwWQ/et5iqqQwwSF2sHUMteieFPEfgz4haVLqHw+llkeHL3+j3LL9ss1AHzEKAJohg/vUGAAN6xllU/I5lktai3VoXlFbrqv815r5pH6lknFmHxUI0MZaEnopL4Jff8Lv9lt9EpN6HYaNNZ3WqYed/wB2zfvo2wfauy0d7b+y2kZSJpDgRZ+53yD7815zo92kuqxkIAg4Yjvxzmu10O5RpZXhkOG4Kkfr7GvNoOLhex9pVp8sUb6XptXbfECJB8o7ZxV/TGJYbjwcED071y+sanizf/SAGQ8hwDim6F4jv4rE6q5EkURUT4PTPQ15mJac3cx9i7cyPTri8QsLjTREoWESNGx4yOuMc+tW/Dt7LqYKxoGTblSzH8Aa8u8T+PbTQZodTmn8u2MYAbPt/Liu58AeILeSxhktZlb7S6sCDwQRn/CuenyOXKTOElFNntHwm8N63rVleSabErtb3UEBt2b55ZpmYIqDv9xvpXrnizwX4V+GPiDVtF1GBjqtjPHpsMaKSkbRRo1zMxOM5kYqAOg4NcD+y/8AtF+Cvgx4j03S9V0lL7WLjxCt9HFJAWXyIYJAOSQN29xgep5469v4z8SXXj/4iHWrj9886+Y/7vA3vI0jkjuWZyTX1mGpR9jF3uebKdeGJcVH3e/3Hd6Fe6xp3gq10G6uYF+3QrcypCCXRN7COOQ9jhQ+3/aU56V23wg+FmveLZHvr7T1i0iK6hjuNQnyuPMYojoOrjcGHHda4nTrx7e2n1m8tJE+3XbxyXQAC4+Uuir0LAMD14317L+yxY6r4m1y3vPEOqyyQ2NukaR7SqNDGW2IFXjcS7HPqWNevD3mrnBjKk4YaUoux9X+GNG0Hwn4Yg0axVLezhQ7I3k+8vPXPcjr+Neb/tcLoE3gvS9Cg0JLjWta1JbTRCiBWDkZbLdlwOffB7Vl/G7xHrvgTV2smvxO12BJHDISUCljge3HGfb2p/jrxto9r8WvDd94zENudH0xpbVCGZTcvE29QPUfKAa6KlpQsz42jhK1PFQxMJNt3Z8w/EfRLAeNLLQdLvjdLAEE8oXgSJ8r8Hr8wNewfCltL+G8CJes93J4m8JysbaGNRhjKUAJPUYX684rzj+x7u6vbzxdJbIbie6mfCqCd7uWYY7DJrrNBj0tlsdZE77I4xvXzMMEA5UfgM1hh6ChK6Pq8YnUoRUno1c9E8C+C7nxH8KNb1rxLqseLGweLS7uSMt5HlAyvwe/Ufhivg3xPe29xrttrIumml1C+nF0OQ0e0oBn6kt+Vfcf7QHi8aL4b8O/CbwnpslqviDS3eWEybfs8k7KAzsfvffkyO9fDF74G1W4N54/hUSabFqJtYZGG3zJOuFHc4wSO24eteVm9aV4xj3NuHYTfPUnKylql+H4mn8WPDOt6DqEdvNboYZbBJfNiwxaGeIAqTg843Drwc981g6H4Vh1bV9OsdFjVIEAV3PBXkc/XGc16frOq6dL8Jk0+5Pm6lPPErNKgJhhAJwD2JYrxjpn14oeAPA+o6nZagdDtt93b6dJcNGq5O1NuSp/HNclTCwliIzWp79LEyp0WtmvxMDxtpVg6NZ212btTPIlvK4JyikqrDuPlUcV5n8RtSs9BTybZzgrjduAOepHHvXp+r6J4hWyurhrP9xBaPcvhx8qrIEY9uMnAPqDXz78R9Tt9f8AG0KadJLDZSrPLBHNgkxI+3Jx3659PWuTGu1RJLVl4WLm7tlPSdKvvE17LfTXDC23/wAQwGGMceh6VrG1+1TLbQR7YIlxKu7qAP8A9VTabLAvl2dsVS28vnceBx1/GuT+LHxU0bwxbHTtEuY5ZJUKho2zwMdcV1UHTw1Ft7k4qdSU+RbEPxN8W3P/AAjtxpGh5eSNNhZG547/AJV578PfC0fhqI67qF0Xe+laRJGP3Rk/L/P86l8D6lf+KNZNveK++VWklk2/KFJIUD8BWv4iNvLqa+ErS24t4t7zL93J4IH6/nURm8XPnWyLp3hDkILyKfUIVtt6us8pwvpkHIqG8+0abrC6EkmIJbYnYp+VZARyPzP5VqeG5NNm1CK1nulUwt+7OMAn/wCvXLeIfFIm8bLFbLvESOXcLwAWwP5H8q9NNWTRnBT9o4W6GlqNy2l6HPZfaf3mCA6ntzg+/BFeO+MfE018W0OWN/tIU8KPvZ/i9uAa9A1m/luUeWZ28wHbhjj9K878SWiR6ybxYdr+UV3YPTP/ANasMR0OjBxST5jkb+4ksUljtZz5bOcRFuQT/Kue1O7mLMCRyvHFbOvI/mOUADZG4g9etc7qF0ZBIIhkZweOgrx6lRp8p9DTinDYyNUnaVxEDk4waoXczQqoBwAANw6E4qS4Yxs0wYncCD6VRllE7KZhlQwOPQ1rFPluyMReOxbW7cWgYyfK5HT9aztQmjkkLOcZGEI/Wnzb4lVViKgE5H1qheeZIodXJdR0x1963pQaVzyMRVuylfqLksVAJDjG045zU0aeVZkHHQDjv/n+lFhHgySPkdk46/WpHcGMRhcYPIJrVXbPJrSa1Mu72qCR2HHNZ0/7wsSeOnWr98QrkBckdayrqYKHbGGAwDV+Z5mIknsVZxkZU5H8qqy/MTjoTxz0qaeUypnO0jrVN2YEFWyMkLmtE0kjz5K4lw21cN6dc1n3Eh3MqMcEYOKszS7v3Z6j1qrc7N3Awcc1Km5IicVfQpXOQo6jHXjpVZyecgYxxVpwHztfv2qCWIcKAfc1pTs2clWOlzP1mX7DpckynBC4H1Ncaxyxro/GtyY4YrXzPvtuK+mOB/M/lXN161Be5c+axsr1bdgooorY4wooooAKKKKACiiigAooooAKKKKAL2heI9W8OXgvdLuShz8yHlXHoR3r174afGRNRaS0tdTm028nt2gmijuCgnjbGUyCNykgHae4B7ZrxOlVmU7lOCOhFaU6kqbuhSUZK0ldH2Ja31p8V9V8KeBDaCw+yRNbT3s1207SEkuSu4ZRS5eTblvnlkwQCqrn+H7/AF/4eeNpdQ8NalJbXdi8sAmwH3KVaJlZWBBBQkEEYOTXhnw0+OmreFtStBrU8kkcEqmO8j5lhwev+3j869e0vWtP11pNS0vUxfRSzO63StzJk5ye4JzyDyPSuv2ntkjBYemqfI1eOunqez+HvjH4FufCmn+GPGllcKLK0naW5eygu2kunmeUS7WVTKBuKmGRypEkhBXeawPGfwvk0LxXbeKPgjd6nazyavHb6XawyOt6s8paSJYNuX+XHlcszb4ycncAODv5VcEoSpAyAa9B+D3x+1HwLrWlX/iTQoNaj0m+E1pd3byNdWSmJYSImEihgsaKUR8qjIu3aGkD7XfX7zmqYetQjKdC8k73g2tfS/6vY6rwP8etD8WtBovxGWDSNRMgZNdgjKWtxjp58UY/dOeR5kY2HK7kX5pa9XtWvdB1D7Pc24y0auhSUOsyMMrJG6kq6MMEMpII6E5r55+NOt+DfFOpaVH4OUva6fotvai4dUEk2xNpJCqhJ3An59zANt3Mqqal+E3xw8T/AA1mj025iGraGJGebSbqUjYzDDSW74Jgk4zkAqxVd6uABXlYzKaWIvOHuz/B+q/VfNM+wyDifG5fSjCcXUo2+Bv3o/4W91/dk7dnFKz+gdUneSGSVW3Fv4D6Vgaff6/uu9JtXYQyYDjgZHb611XheXwf8UNLbxJ4J1hbq2CqLy0kQJc2jEj/AFsQJwoLACVSYzuAyGyowr7S7/RNamgmMiiGfCnpv56g+hHNfBZng8Tg6tqkf67rv8j9YyzM8szPCe1w0+ZdejT7Nbp+TRR8Q3GrRJDHbab9t3QTQWsMkBYgsCpcDHLDkD35HIrW+G/ibUNO0i2kglKxjIiGRwF44Havcf2WPi38KfhZB4317xd4GfWfEWpeF5dM8A38cKv/AGZqMofy5AjcbjIy/N1Xb74PiviDwR4j+EGraj8OvGclvPqGgXzWcr2koZEKEl+R99stg59Mdq83FYadChGspegoYmNWrKjy7Wd/8u6R698FtZudU8fWmsMhuWVwkhxyASMYPbPIr618Oa3b6p46a407wvJBDq0og0zTrdzK/mBvLAXPLHfx6ZyO1fHnwC1qFdatktiAXQBnPRyTkfzHNfYf7PGg6xqGp6p4hs/Fmn6W3hTTxftc3hAfDO+1YgerlpGxjvX0WSVXVoe87nn4791dnruheHJ/EHhnxALnT5HbRbMT2yPL8kO+5hVgefvEcKPc5r6w/ZS8E6Z4C+E8HjHUoVWe/gVyFBYKvAAHXk8E+hPtXyv8N/Ed1eaTdeDfDkUrXGsSWa3KgeYbhlySBnOPmbAx1wD1r7w8OaTa6T4V03TdQkjjis7KMSZwFBCAHPbHJr6ukluj4DO8XXjRVN/aenpY8e8W6Xf+Nfi3pd5rumTWwuZYVggnjORGGz1PXOG+ma4n9o3U7vxR8aDBFHi2t9lpZSqPlYqfn+uHYj8K9M/aP+Iljp9lpuu+CtZgmvtL1UJNscMIg6fxDuMdCOnNUfhr4E01/CVl48+IHiC2iNxLO8b30a7YWJYq+WIAYspb6VpOPNozPBV3Tw8a1SNrJpLzOMt/grqfhL4b3+t69qKPcf2vLHFEqEblDsrHnn8O2D14rnvEuh22ha9pukaXYmOFdLilnRMsWZ3eTJyTyAyjjjpXr3xp+3W3/CO+FLW6S4t7+5m3zDkvI4UiTA4A+dsD1NZXxz8PtoniqO9NkkMcOhr+/wD4ZPJHJA/h64/EetacqjZo0wmPq1pwc+t7I8V/bG8Yx+GNBh0690z7RqH/AAjmmW32sSBnRtzucEfdJ3JnHYH1r5u8OandeKdWtrP7dJDZWq5+ymb5N55L4JwCSAPwr1f9ofxHe+Ivhrrzwrbru1jT/sTMpeaQCJ1bknOMRE8DjOO9eYeGTZaL4c1CK702K4vdRSJDKxKmBdxZ2X0JChfo5r5rGynWxvL0R9lltFUcNY1dMv49SlMaqzI+cqOSAOM49Mivf/gb4W1bw98GfFvxP0WOKK5hMVnauyZYIcGTH1DKf+A/n4R8LbG4tL648Q2MYdBbyxFZEyFVlKbs9j83B7HFey6xr2reCP2d30qRXtLTWtbSGe43ggqYEcEL2IEgyfYDtW+Fh7rkzmzGc1y04vdnz38RLy+0Hzte0ZFvLUJEt4YmbbCZSxRGx1wUz35A714FZWU9l4qvJtTtHxLnyJDyuOrkenJPSvVviDq1vNqkvhPRJUltk1A3MtwAd0hUKFH0X5jj/aP48J4t1XSrETyMzzCGMBo0XGSyKTj33HB+leNVg5Vua+x7mFTp07WOC+J/xHbR9NOl6VpxUO+37QeN6gDOPrmvDfBsWt+M/H2UuXhtXUsJZRxx257n+leu/G2LWPE9pbaxZ2kMMNlBFBHDER8wVVBckDBJPJ9/fk8H4RvpG17ydTsZIoLR9qsi/KSfvDj8TXnVvbV8Ry9DrjGTpvQ7nwnNZ6Xcx29vJG0scXzsD0GSDn2zVDxFqVtbXe551MhkwT07HH15ro9O8P2FsZbrTAjidQfNJHIwP8K5fXdLju9SkuJlDK7j5XPTFfQUaSoUVFHNTlFTbepjjVFuzJcWqMqqGDENgg44P1461heDp5rxptZuYmzLK6AsOTGpI/n/ADre1a3C2j21syLwdo7DqP64rmNM1+JdCit4GzIn7tw3UMODn3702+WSbO2m+aDsvIu6xqQLM7tvXHJHrz3rivFGqRiDK7WYYBZu554rSvdQulumiOOm45Pf/Oa5TXLVL26EDsUH3hzwOP071x1cWpXT3NsPhdbs57UplkdmkYEuMkH0rD1IRSMRCoVSuABWlqlobG7e3ds9SARwRWXK4jkA2AZx+fJrgpycpX7npt8sUjnNcR4h5MHOM1QgQhMuxz7cc9K2NZUR5mQsATtb5flGaxZ97tiJgD1APT0/wrv6JHn1KruS+XlCpbPfOOazruMrOAOOOx6Vfi4CqJArDBOB2B5/Wi9EaKzJEoOO315NbR0jY8uqlKbMr7Q6xGMrnLZJFQ3ErKN6Lgn1pWcsnD5VunNVpZdhG4kj1rSO559a8dytdkZMxBGcg4rKunRw27t71oXbK5IDYyemOtZd+hiYlR1PSrs+h5GJnZJFO4JVDhR/hVOZtiliPwqeZzklzk9Bz0qrJMD8jJnIqFucfNdFeeQs2MEfhULNkhs5HTrTpmbzCTye+KgdgUHlr0/xpLfQzakpX7kQEgdsEZBySTUcbYcxsfmHHNOnYNJ5ijIP31zUdzKlnZPetj92hYE/TpXTST5rHJUfKnc5HxdeC61iQK2VjxGPw6/rmsunTSNLK0jnJJySe9Nr2YR5YpHylSXPNsKKKKogKKKKACiiigAooooAKKKKACiiigAooooAK1vCfjTX/Bt8L3RrwqCf3kLcpIPcf161k0U02tgPffBXxT0Tx88du0i2t6Ew1rI/3z6of4vp1rrFt5Eh3AEEsFPrmvlmGeWCRZYZWRlOVZTgg+1eo/DT9oG4sWi0bxuWlTcBFqK/fQ/9NB/EPfr9a6IVr2Uh3sj2s6bdRxwXtzalLeSPEUmwgOVznB9aijfzJfKdDuTHIB5z6/nXvvjuw+GF38DfBVn4d8UabcwT6I82tXGmQGSaG4a8ZcPwBIio8LqyMwKlgCGyB41qPhi+8LajLaX6rMqsFM8GWQH5htyQOQVce5Q4yBmvZxmEjh5KFOV3ZP5+R8/kmdyzWjOpOHKlOUV5pPexc0TWta8I67Y+JPBus3emalYsTBd2cpR0JBBII6gqcEHggkHgmvdvCfx40Xx18Odd1j4iaH9m1Twzok2pXN7YQLHb6hHGBwVyBDOzdkHltk7VTGG+fmnSVTNbsAGUA+h/wNWviVqF54e/Zln0+3ULdeNNbS3BlfraWvztID6CTCt7E15OPpUa2DcKseZefR+XY+mwNWvhcdCvQm4y7rquzWzXa+z1VnqWfgz/AMFJPE3w9+Jlz4h1/wAFWV5okltLFbWkefP0x3TAnjYkB3U84bgkfKU5z7LpPiXw78S/CcXjnwt4tj1UX80oup4XLPG+Ax80N8yyHJJDDPfuM/Az6Tp9y0tnp+rMbgp8u6HEbn+6CTkZxgZHJrT+F3xM8ZfCbxPb+I/BurPbzKF+0Qn5orhAcmORCMOp9CDg8jBwa+OxmV08RS5F0Pr8BxBisLW5qvvJ/f8AI/Tj4MxtaQ27yEYjiVclsEMOor2rSfGFyl3DqdoxkmgCiRXIIZMg4B9Rwfw9q+YP2QP23vg/8XfCh+Hfi3SLbQfF95q5nSaU4huUKbBDDI3Iy53eWxzkLgyYJHutjqFrp0ws1ZVdTyV6jn/HtXk0qVfLfdZ9jhcdhMeuaOp9f/AH4++DdM1y31/w1PeWmsWuoo4W6izGtsqc7hg7mLbQBnAAJ7jHuXxE/wCCgWj/ABC0SDwN4WnYG3WMas0o2PJIpIbb/snivzk0z4oa14avFXTLtVRyschUfNgnGQa6q01zUdPvIvES3hWW5L9By6jbyfxP/jpr2MLnMLONjmxOS4OvPmfTVH13onxCsLy+a9vJ/PQ3CmaKQ5LL3wPpmuU/4KO/tnat4d0qT4K/CbXybCW0gEs0+GVIx8xZVPQlTt/4C3qa8h0b4wW+l6bcXd9MTIEIDJzjg/4182eOPF/hjxx4+utY+Kniy8tNIe2nSOa0h82V3WKRo4gvbc4VcngZ7VeNzflpJQerFh8mpzqc81dLofpZ+xT+23c/tBeDtMvvEDW8useD0htL2CNCVBRAUcjJJ3AdfpX0L8b/ABUPEHh/WPEHiC0WK30jQo3YE/IkrlJXjO7ksy7ExjuTX5g/8EffHHw5+G0PiHxJ4/vmNhe3MKzLECWIRJGx19ZEXj0r0r41ftf698T2uPCNtqRg0+S++0yhXOZ5sY3MewwAAo4Ar1KeZ0p5fCrJ6nkV8ik80TpK0Ym9428e6TJew6jPFFCkVuoMUDlgzlctwfUnHt+FchbWV/M9reXU21dTSRkiR+RGGwCfTOTj6V5f4g1q/wBSdUvdTeGObKBwc9Dwf6V658ELCDW9S0mx1CJ3UTwwyvnqhkBbr0wM/ma8alUeJxFz6SVJUKF+p1ug3MGiudOEoVAoLIucA4z8w/Gtbxz4vvPDiaNplneLe40uW+uLO4lLwRzyBk3bTxu8sRf98+gArlPiF4t0jUPGGq6pprR29tcXriDaTiOIkhW/75ArO1i/tvGWstK6PBb3JK6X5RyxgTcoz6E+WGP+99a6Z1eSDjE4XThValJHkw1S9fxnc2OswtC0Um6R5DtJUcbR79DXF+N9cn1jWilqgity+yR1GPu/J39xXRaldXfiTxYbSaPapkZZSQflUDj9K5LxNb3kWsGxsbcmJ5HzIRkBuvPpXlNycD3aFLn2ZX8Q3v2kJ4N0l/MYDdcuuDsycYP86zdIstM8N67ZaBPbo8ipJMznBMhxtBI9txNXI9LTQ5YXs2/0mZT57yHhBzgkfWoddtrG7uLS00+cSzxyl7icsC6jG0jPXk84rqgoK11qbypJaJ7lPxbeah4K097jSb1bi0kmLPFn5os+nsM9PSse5v3ubKN2Gx2TcBt5HGTW74k05LuVNJWIHcGZwwztUHk/59a5zxDeMNSaO1QDHyj5unT/AOvW8+ZK72OOly3t1Oc1rXTZW5EhIZlIyOucdPzrhItWktNamnR8210+WAUkxydOPY4612l1JBf3DQ30YwuQQ3T/AOtyelYmvjQdJinvIbeNJGiO0kcEgc151er72h6VCMYN36mfNcGXL42kn5MHrWJeqrXztIBggDaDjvkn9a1TEY9NhUYZsBmbPOCP/r1z+qSvDLIVkOOcDHc15cnzTudUYJPQwfGEkLTefHxtHJx+tcncXTRRlvN+YNuJHJxkf/Xrc8R3azTSK0LEEnCqeBzwa5+eFZP9IR8dRhjjua7cLFJGVWpyQt1KOpzPLG7BsFsYBHB7D61lwFsujMC6j5eeprQvXJQgNwTls84IqukcaEOoBIHJJ68V2q8jzak+YZFbFytyw+baMgdSKi1CQkbwSQRj9anmkVtwHB6k+v0qlcs8m8SscdsDpWiuc6fut2MuYvFIzqu0cYHaoJJN8TFfyq5cokpMbfwjGR0NVJYTHEFBBLNlsflV3djgrrqylPsA3Hgg9Pes7VHHLMCQRg1euWTBUJ+ves+6BlzlM4HII71pT3PExFnoZsqjYXZie5yefaq8uHG4Lk9xVy7WNVBUEEt930qjJtWTmT6Yq3FuRyN2jfqQ3MYWMSAZIBJPtVGWcb+BkY+lX2YY2uxYFsEAcCqskKlQCmSOM04rQxbaVitI8Z/1WMg9KxvGN19l0gWyMQbiT5l9hycfpWv5cqTbMYyfl9DXKeNr43GqfZcYECbcZ7nn/D8q7MPBOdzzMfV5KD89DGooor0D5wKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6/4ZfHD4jfCm8STwt4hnW2G4SWEkhMMisVLAr05Krn1wM5r6z+DX7TPw2+K/he70u4sbLTdUt7d7ibT7smRbgqpwsQbJJIJTduztYt8rjLfDtSWt1cWVwl3aTvHLGwZJEYgqR3BFb08RUh10OathKVXXZ73X9an2a1u0hV7FRk8MFGdxzj8fqPWqv7bWqppXirTPhXYzlV8J6Fa2dyi42m7nQz3DL9Q0QPpgivPf2Xv2nvD1l8SNAtvjjqBg021v0km1aOItwvzKsiKCSCwUFgOhJPrVDxf4+b4neMda+I+owrPLqOstqMltvYo0ckjEpkHhQCq8Y4PtTxFZVYKJ6OGUY3l1OivfDugN+y1B4q1L4a2+m3sXiaC20jxG11KLrVWK3L3KqhYIYI1FsCQuUk24b94wHnN9HNc6rMGUIN5+Xy8Yzyenua9S/aO8f+EvjP4/svE3gRtSstFTSY0s/Dt9FGIvDyoW3WUDx4WaJQA4lKRu5c713ZZvOp4jLqc1wgx5spZUbnAJJx/KuHlR08zZv+AfFFl4Otb6z1PwzHqKXUCiLzApCumSoYMDlCxG4Da3AIYYwfqb4F/tN+L/AsOnWWs3Fz420KeyhMk8MbyahYvgLKFJH79EfaNj4kAmjALdK+SLGwSWeO3UFdzfKD0zWh4c8Yf2BqMlnoOo3dos6iKS687Cthgw3JjldyqfUbQe2K8/GYD6xeUHZ9ez/ryOrDZhPByUm7f1/W5+ongLV/DPxLtI/EvgnUbfVNMmbKzWrZ2sCDsYHBRxxlWAI7ivTNKuY30i2s7oFtskhkVVO5QxAAyemAOmO/vx+avwT/AGgNX+HHiGwv/hpqNxoPiKaGO0vU/wBbY3/kwMA1xCSBK0zbVLAh0O5lOTz9v/AD9tP4c/GS4sfCfi3SoPDvi3ll0yeYGDUsEgyWkvHmDIb5Dhxg8EDcfn/qSovl2k+j/Nd/60PtcHnNPF2VRpP8H/l/Wp1Xxd8SaNpMWr3ejOI4lgMojJJVB1IOc8g5/wAAOK+aviL8RrW78Pw2EE0sd2vzyeYg5kKr09s7ua+v7bxZpeg67pxvPh1p+otYxXck6XakrctMAFMqn72wABQfQ9+T4z8R/hj4L8U3NxeR+E1t7+aeaYw2sZESRnDKFGT0Jf04H0x52KozhJSkj6vCV6drNHmnwb+LOueF/BE+o6jt8iO5iENs0mHm8wSMSoHOFETZY8DjuefV/B3xOsdXnaXzNrYEkYdhnB/nXz74v8N6t4V1V9FsIJZBJEyluyRtgsvtkZFanw28YWMM0nhnWLdhqTvHJp85cL5SIHMi9eSxZMegU+tY/WKllyvTsbunH7z7E8C+IotSaG0uI4Gga/hmldsHftBAXPUDBbPTJxnpXtmm+JNS0S/n8TWWlwSBrmR5ooYvlw7EnhcYUBsADgV8c/Dnx3BpepQadqUu2QfOULY9iR+P869c8afHm/8AB+gW+taLrSQEQmUbXU56qevXuM9q9rCYymqLlszzcbhpuUUup1+qLeatd3ljYb7iLTrEXeotbkboYQyL5vHUBnUEds84Ga1fix430241bTZPAdnDY2Oi+FrS0gkhk3PdSrFzKx7MxbJB5GMHNfJ+q/tFPpnimzj8Na01tdX8b2moxCf93OrsHXK+2Fb0yo4rqvht8Vv7d1S78Kwb5o4Bl3fBJYr83T/aB6Vh9dVWfKJ4aSmn2O2u/EWnaOHu7yTFxc7dzt2OCACT0HOK5rU/GNrcaksxykaZWRgwOX4447gD9apeNZZb/UjDES8agec2eEAAPPp1Ncz4j1GF4ItO0sEuzbsovf8AD/PJrsnP2MLHsYXCw0lc7Lw3PB4ov/7PuZVU3KsEJxlVHT8sn8aTxRoNr4Sv4J7GLeHiIm2jkkHjipPBkP8AZvhqG4vbRfNmjLq+3ldwIGD29feq2rXOqatdJNKcxxrhSzZJ/wDr9fzrenKCgubdmNe6qNR2Of8AFF5cw3x1JJtr+WOVHIyOlcZf6rJNOWkk7/e79ea6XxnqMggljGMKASc8nHauCnvRJlwCQMgZ615+Oxfvez6GlCgnDmGal4ls9M1KCO+QBbmfytwPR+SD19scetL4yutH1LRpYdoAkjJkAXkcD/61UNQuIJgpkJk/eZBwDg/WqV7f6ff6Pd3EUwVYg0TYJJBHb+tcHPzaJm0aT5k0V4Gmm8PLPPFtkEGW2j0//VXJajOm+RxH8zHOCa6rTr5V0CEu3zFOCTnIGM4PeuO8SzwW00scUZDKTtwO2OM+nGK2cbpM0jpJpnL67ehirxgknv0HvWQfPdwsSpyxxk9M0+9vY5L6VS/CE545I7496qWsm7DOpbD5YdMc9a78PC0dDkxc1zaFXVRKnIkJAIGQOg5qtMwUh15VRk4HWti/tEaBpyODk7Sc5BrEu5HjiEUWAWUkgnp6V2z00PPjFPW4y6ufMcKg6nkD0onQxwndgliCCT07VAwEO2VH3c8mkS9WRhC7jIBwD+lTcmpKyfREU8aKr4iwx5IzWaZo1fnjArQuSS5LOMnsPSsu7AGZcYOO1UtjzKk3HYp3ZJYq54JrOuJGWXBLAAY5rRfEkf7wDPpWdekbzGXxx8pPatYaM8Kt8V2VLkrKqlsHHRgKz9RjIydvQcNmtBsGPaW4xwKpzBiDuHB7VpFuRy1JqyKUUbhcucA/eGaUbZCybSGA/P3p8/ksvls4GGxgjI6VGF2hTGwAHAp/FK5i3cpy3DQxtJIABGpLBvbv7V57e3L3l3LdyfekcsfxOa7jxzd/ZNDkbbhpmEanPIJ5P4YB/OuCr0sPG0bng5nO81DsFFFFdB5YUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFaWgeJtV8P3Kz2FxwD80TjKt2PB9Rx7981m0UDTaPWvD3jm08T2Zs7VYrd2AM9tGgUtjv8A7Q/zgVejjRW5x7ZFeNQ3E9vKs8EzI6EFXU4IPrXZeFviNFKyWHiFth6LcqOP+BAdPrUNNLQ3p1ejPQtJubeyuP7Rv4XlggwZFjIDFSQDtyCM4JxkEV6F8QvD3wm8cfCiw8ZeB7wHxJ/adw2tTBfKi8khCiyxjJSZmZzuB8s7cLzxXm9jNbeZCjnzkmjIbymHzIQQSD9DwataXocOlXtw9lrLSsYiFjjUpkFsHf24wDgZGQOcCpjNIqrTba7Mm1iPzbyZ5JmDGVyHxght3BGPzro/DHxZe71K1074mtHe6fDd+e1+YT5+8pBD5jMuHcpFEQhzuDMTnNVPDNlpMthf+K7vZcw6Y2Us5cqssjcQ5JPIJ3kj/pnjnNVPGWst4k8PjUNY8P2tnqljdRLO1vAIlmhkViu5VAwylF/7+EcYAHJiKNKs7TXp/wAOdVN+zloz7V/Zx/bD8Z+H9KXSficbnxh4figgKeIbJfM1GwEiE4kBGbuNWV13D94NjkhypA+k/CXiLwprP9meJ019G0rULcvLe6VtmeOBwysFHQSYzx1XPOCCB+RPw88beIfBNydR8P3wzkG4hkl2xsodWw3IBGQOvH5V1+h/tX/Ev4O+LU8RfD26NvDciR9VsLu4M8F+GkcqXIIDMqFUEqhXyhyT0ryamCqpqMveXfr8+/qvu6n0eBz6WHjyz2/Fea/y+4+9/wBpzwbcfDjxXf6FqVp/ptiUAk3Alo5o0ljJxwcqw6dxXivgrTprT4x6HLo0P266MqLFbOP9ZPKdqRr+JAp/hn9tDSP2lbLUdX1W/jGuyCK61Cy1Gbdc5iTywImwBNGFOSQAyiMblAwS7xz4l+Hnhbxf4WHwd1i/v9V/sy1m1O/u2WNBqbEMY4VPREJVdzYzjpwSfAng5xxMktj9AwGMp4mhGdOV7r5f8A6T4m+MdM8EeLdb8Aa3Du8QaXeixe4imDRo8LukoUg/Nl8YYEjC98g15t4v8a+LvEd6mkXeqSeaXAghYkCUMQAvH1qt8f8A4laV8VfihqPirwv4Wj015I4Y7uAyhwl1GFSeUMB829kkf/gfJJrjfFmp6wHGpadcslzANsbhiMEDoPccfpUwo8k1Fs9KnCbw/tOWz3N/4V32n634s+xXjzNBE8skcynLKwiZUP0D7MgdhX1P+zd4EPhDw/d6leu7Xt+FyZTlsKMAfTnP418z/sr+AfEviXWNOvvL8mKxkZZcKcsmMhsn1JA/P8PuHwz4ctrWz/c3QlmRgW28Y4xj8sV3UcPH2t+hg5zdNKa3MO9mfSbK8uCpS4nQDDjIbPHA+h/lVLSLDTvD2n25vmhF1eN1kPOfQf41ran4fbU7iC9vjIcTbGhJ4UA9cA9RWBq9m2ofEGwMhYwadau7joGk3YAx39a2rxk5XPQpqKpbnR6pdXK6esVsSwU4257Dr/n2rDvdcnh1OONiAnAK45P0rSm1BII/KLYLL8ueQea5vULiGTU2VMHyxuCh8bQeP5A1lKp+8TRxxXV7GF44vwZGSKVQskmOfbvXEarOIG2t8hK5Q4zxmtvxlfCGeSMjaYpMPuHAFc/fTRLfwuwzl+MfxD0/KuPEKM60rnZFxjTRWnmJZA8QQyYCsW96q6qtrpWi3qzR48wlyV4JPPOe/IH5Crt4qyTCFTyWyhxyB/nis7xjaPBod1ZS3G8sh8koMYye4rGEFFGSm5TVinYTQ/8ACKQztksBk+wPb/PrXG+IbkNeSFcEE42k54/ziun01ni8NW8cgLDydrMeckcc1y3ieHe5dhyQS2PQivTjBbEc95yRxd3OLW/MZQgs2c9CeB0pbdIVkMzZJYDeAeB/hVvX4ETY6Ahw2B64+lV4raIwMDIDlDnPGcHp7cZrpoXtY4K8lzEt4wexXL4JOMrWNc2iAMC53FurdhWjcunllACPLHr0rIv55SCCxbJyBmtno7MypxtHQq3TBUMLnaV4GKz43EkzMU+VVOHz/OrUzAq0gY4xjJFVoI1iVlwcH+HPWqS0Makn1ElkVwSHyRVa5yQCvIAyQe1PmkbOCpwM1XedGRtvpjHpWqj7t7nk15XdkVbxAm4p35GKyr4vtLueTx9a2JhvUqT9TWReFhI27kKMAUou55uI0jZlIOMkkde1R3hAi3xKScjtTrjYT8vGOtRmQquSeo9a6IN3PLmlciuYNx8xgMjuDio0jwpyOvqKtcsApAIIyKhmVfLBUZCnp61cYu5K3aZw/wARL2Rr2LTi/wAsSliM9Ce35AfnXOVc1/UDqesXF7klXkOzP90cD9MVTr1YJRjY+UxNT2teUgoooqjAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoBxRRQBseGvGeq+HZFWJzLAD80Lnp67T/AAn/ADivSvDfjHStc0l1066/fuMTRvw6D6dx9K8dqWzvbrT7lbuyneKRD8ro2CKlxTNYVZR06H21+zx+zzb/ABp+BniO00HxSg8QT3kX2CwuHWKES25L7Hc9PMSR9pOAGABPBI4f4yeD9Z+D+kx/Dz4kwx3XiC/2Xt08FwrfZY1R44FWRMqwyXBTkAIAMcEebfAv9qPxh8KdUlvNGvYoJrmIRXCTR7re4AOQWXjaw5wQR1PQcHV+K3xl8V/GPWYde8VtaiSKBYIUt49oEYLNjrk8sevrXLUUo3udEJOWqNP4SfCXxR8YfFGn/D3wbEXursL5kpR3VWd9qFggLbckAnB27iTxzWD408P3vhW8vvCOulDd6dqHkv5UqvGBhslSMhg2FIIPSneGvFHiTwlqVh4v8D6ze6ff2bAR3lpMUdHHQAjsV4weCMjnkVX8b+IZ9a1GbVL2zghuruYSzw28IjjBCBQQg4XOWOBxz+FHuuiZ2ksRoZ/h+y+0eK9Lt113+x45r2FZdWEjgWYMgzNlAW+UHd8oJ44r6Dn0nxVp1lp/iTxhr8GoQixtrqDW9DlE0loZIHmH2hIsq+wQThpod20Q7pFXduPzoXZ0MitkdCOmBzW94N+KfjHwVpt94d0y+P8AZmoWzwXtlIgO9CrIwRmBMZKu6krjOec4GOWrhadWCU0e1hcZiMHU56Mrd10fqj6w+EPw0XUbddReKO8trlo5GuUkEkUm7OGV1yGB2k5z2PpVrxp8PdT0TVdPtLzw95llbXks8MMbDdck8sM55O0AewrkPgZ+0J8Ll8TLpfhK1v8ATn1xJDcaPI5+zJcwxRyG6EYyiSufOQNH5a7FwYyTvHodj8R2+IPifTLi6tjGlhcbBCrczb3VVKjjnGc14OJwnsa7jc/YuHMzqZvhOdwslo/VdvI9J/ZludP8PeE/sc9k8eo3JaRYNvLIWOAv0GBX0J4B0aeKzuNVmVle8kLLCTygA/pj+dYfgXwVFNrcOs2+nrBDZ2mbeQqNwcgZx+Vej29tPb2BCxYyrNtI7N6enevQoUJU6Wphi6kPaWRwsrNaaZdXUgBMdwV3lslQe/1rhVtnttVvbhrkuHGUJ9M5rrPGFxJHFdw2o2JIMsoJySOhBrgLXXPtUsgVzEVXayA9CO9cWJm4qyO3CQdSmzSvNXSXCzMNyKATnp7/AMqxrC6F5qMrovEiYPHXGeP1FVtenVJfNikYb8Y2nr3PH0PSptHkigkklueFYOTgY4APP1z2rzaNT2lTXoa1IKnTa6nH+KfPm1WVWZTE6YfIzhs9f5fl71kTzbEje52loGAVcgZx3H4fyrY1y6NxrWfMVQV3PuI79P5frXMeLpQtj9ts1GQPunv9f1qnTk5u4Jc0Ui7OEe4juY3OAp2gnAOe1Y2rWt5qbOssh2jcXDDIGV71o2Ti5sIizLmIHOGyCeP61A8kasZyeMFWJ7j/ACP1renQtFNnnyqSp1bHN6XrIks3tJGKlHKbOqj/ADis3ULQNA5kVsSAhWyOfx/GrEmn+V4mki81ljMe5x2Dc/8A1qku4GksRaTAhUJKgDjJ712xjFTsRWlyz5ovc4q5sgf3k0nKkgKRn86z1jj3vFIOvJUd/p7VtalNIJ3RowpBIIIxisS+nMRMgztYY6VacYuxhK83dleRVkklhcnIbcgI4wax78MWMbYOOUxxitFmlk1VZtuQUJYjtxVC65mJVMZ5I7Z+tErOV0a20sZ90WVfL3cY5aq7yeSmxVB7DNWpy7A5TOOmap3BywxxxVxOKo7OxBPI64A6Y4zVG5k+YBOMdaszTeUwBJIz+VUZHDOcHKjOOO1awjc8SvK0tCRn3pjneP1rOv1O7cyEEYy3ap0uHBw6g/3TTZyJoPJEZ3Zycjj1pxtGVjjrJ1djInYq2cDr2FQkDJHr2q1LEC258DkdO9VJVwwYngHjPeuiLVjzJRalqNEnlqwA+gBrP8Taj/Zmg3NyrDLxbI/Ynj+ufwq48uFZwAfbFcp8RtQZY4NNRhsc+aVB/Af1roox5pnNi6ipYeUjk26miiivRPlAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtXRfFV7pYFvMPOg/55sfu/Q9qyqKTSasyoycXdHoOk6vHeW5n0q/IYjaQGKsODwcfh+WfelnZ2lWUncSB8zsSeSR/n6VwVpe3NjMLi1mKOvQiut0vxtba1OkWqlbZxEseU4VgAFyPQ9T/AF7VhKgk7xOmNZSTT3Z6PrC+FdV8IaRarcTf2hZq8QVVORBncQwJwfmMpVgehAPtm+Mvh7feEoJLgRPNA1y8cV1gDy9hIKyAEhGyemSD2J4NRaFKtz4oS8t9S+w7ZVNvcpN5XkyclW3dsEKcjGPap/EXivXdYD2N1rfnW+xYnMeQs/l8LI3Qs3HU8nvSmrq6NYqaasdb+ynpMFn4k1D4l6toy3cGi6a+y2uS4jknl/dRK2xlbaxLRnawIEnBB5r6S+BGneEPiF8QdM1nwRqbRPDdfaL7Qb91NzCEyxaIjAuYwAOVAcbW3RhVDt4HpUw8C/AfRoyTDea7qUmoPHtxJHbw7UjjYHqruwce61ej8J/Ezwr4L0n4sX+gXNroepXW3TNWhKgeaC+0gqd0ZJik2E43eU+3OxsevgsnwuPwP79e83o1uv8ANeRzVeMs24ZzKP1Kfu2XNB/DNvXVdHbZrVeaun+rfw0a6m8DWr3KjzJow8qAc4bnirseqT30j25MmyOEqCRwcY/XnH518w/s5/tmeKfDFhY6B+0jqsc6z2lrJYeJbWJ5LlY50Zwt2gA83aqoxkXMg80bvMJ+X6R8Panba5qdxrelahbXen3FvLLZXdpNvimj3YVkZeGHGPYgjrmvJx+XVsDLklqu6/Xs/wClc+/4d4rwHEVPnj7lTrB76b8r+0l3Wq+0lc8/8Uas9pqMts8rAArlT1BHevKvEMuoaPrr38FsXs55Mvg9O2P8969C8Z6nFBrc4m+Y7uCw5b0H6H8q5PVo5r+4+yWqAQyoxkJHtx+Of518fjoTlPQ/ScFUjTjeWxjHWYdYVIbdyXQkyKxB5JGfyAq8WnjsRFvJDDBB7jjisDWNNuPC+sDU4LTFs4VXz1U9Cf8A6/sK2hfWlxZie2JYSdwcg8DmuahCK9ToxfvpTWzOLvJ5P7Wu2kkOQR98Zx2GDU2qx2bQCSABSSpjGeh/z/OoJoXuPEE6M5KtEpVSOQAxzU2r28NsiqM4SMEqO49q642aZxVGuVJuzRjzmfSJ8OhFvcfNv6bCTzjHvTpiSjMzjDDbnP689ua09RgTVNFR0XGEAV27HHFcrDqT26GBmYlGxtPQgZ9fpXRO8IpW3OJWrNvqZOsyXEGprdRyYRm+dfQ9qfJdPMX3yHIztboMYP8A9an3Qhu2lfO1sbk4+7welYs9+kNuqSSLu2DhTwSByOKqDVtCXy28zE1nUJPtZYtuJJJLfSsa9njlwoJB64qbV7ozs0WcPg4IGfxrNeZ42IljG4AHIH4VMpXkNoSSQxTIMnjr7f8A66qXt0zMwBJXPCn6VLcO2CFHBHIPaqF7KvlthsEep65pW1Qnohkzcl0Y+mM1SuXJRsggHrg1PBJ5sIaNsEcE+tQ3GcBtnGMk+lbo4qsXYoXIUKzB8EjjNULtzCAVywIAIrSuQdmx8cdMd6zr63cqX3cAjtyB/k1rCTWh4dePLJ3IZJiqHHHy5zxxTVugAROeAOAO/ahImjjZXb2XBqu3mIx2qDyeWo+3qcjWl0F3HmUBcdOWPH41RuQAvlTupGPlq8ZyQQzAZGGxzx7VSvI0jfdtYrnk+ldMbvc5qkLu6KbIMEq+MdCK898W3ovddnZMbUfYuOny8fzya7zV7gaZplxfpLlI4yUz/e6D9cV5izFmLE5JPWvQwyumzwM5raRpL1YlFFFdR4AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbXh7xlfaOTDOPPiZQuGPK89j/Q16P4BsZfHer6Vo3hOIXd/qWoRWljaIu5mnkdVRSvuzDivHq6v4IfGfx1+z58WfD3xo+G95BDrfhnVYdQ017u1SeIyxsGAeNwVdTjBB9eCDg1MoqSsdFGu6clfY95/aLv7A/FOX4e6DNiz8NiHRIHlP3GiBEoYnsJmlH0UeldR8QtGuPg98CrfwDqtjfR67f+Nb+x14XlzvhH9kkxxm2XYCkZkvp1bJOWgJ4yQPnjT/AIhf8JpqV7da/qBF9qNwbiWaZ/8AWTlmJZm9yzc+pBPGa9Afxj8SfjN410Kz+Ivju91a7XyNO0+41O/Nw0EO8YGSSQi5LH15619Jg6tOFFKL6WPkczpV6+K5pbXu/wBLH0j8Avh9oninwomg+JNVWG5WFWsoJdQELPe3fzQGMlGVl8qKPKNtB3n50JBrofBXxN+L37LniS5k8Nag2oeGbjUJoJrS8geO3upEwG3RNh4JlI27hgkxsoaRFOafh34eeJtKsrL4p+CZbGE2sLXwsLqaDMRiLv5SxyHEmIPs7hGB8xZgFDYIqz8OfjN4efRP+FX/ABD8KRfZ/LjshaRwRQZiS8S7ZZJWw+fMjlQAncBcuoYDgctSr7Wo3Lr+J1QdbB0U4R54qzdtJRavdq2t77NNeqPU9G+LnhL45r/bXhG8aO4gR5L3Qrtwbu0UDJYEYE8Y5/eIBgDLrHuUHWint3t0txJlE5753Ht/n0r588a/s/eKvCHiJdT+EurPdz2jxi2k0+9AmaVLSzma4gkQ4ZGe5YxlSTtjPJxk9F8Lv2ptN1Mjwv8AFuIaXqkbGNNbjgKQSMOMXMSjMT9R5iKRnAZB80lfMZhkyqSdTD6PrF7P0f6P5PofqnDvHVqChjH7SnsqiXvR/wAaW6/vRV+8d5HqWqxpfW72ErZVh0bnI/8A14rj/D2pT6beXHh65U4iyYyTkEenr+lddcTNbzI83luk0Qe2uI5g8ciHlXR1JV0bAwykqRyCRXAeP7hdJ1GDXLXcJEYq6qcF168V8nVhKlUtJWfU/WMDiKOLpx9nJShJXTTun2s0OubhrXxPLCJQ0jINxBxzwR/WptdLm0VIoskE7uep9K5m28bWmr+JYrxFIaRTGy7eVIJ6+vX0rpzdlrbZKN+7kNjlSR1rWhJWaZyYuUoTUWtStZXzyaUtpIvQgvjuev8AhXM+JrONbk31sSpBIIHbj0/Gtaxnt2t7iBFaMxE4OcisW7vULMZCGYcAepz/AIVU52bicabjO5gW19c+W7SIy4UjKnqcc4rntWm8ltqyHDDgd810N7JsbzIzgD+AVz+twxzoZQo3A8YNVRqPZnWoxfvWMm8uo2j3hCJACGOO/Y1l3twVl3rw4GCT6VeulaOXDg5HT3rNvGdn3nHT5cd+K1Ss9CakdOYhMoL4VieeBUFzFHOfJlc/MPl2jnpRHHkjcmO4YGpZUI2qG5JyMdqqTSdjkcvet0KQgFvEEU5weT7+9Vpnk3HaR1yMngitC6h3gugIYdcHrVGZPLLAAdM4HpVrU56lmtCndOHByuPpVC6aUrs3blyD9KuTxGRvlIyBkL/n/PNV2jJyVPP41pBq92eZiqVlcpMJGUvuBAboR2qGVH2YVOexHr/nNaCiNCA64ODwRUNxD1TzAMKMt6j1/lWkmnJHm+9yMzo1Yghk6r8oYfjikuELLslB+ZcnnvV+QIY8o2T1GeuKiu3QpzGBkZA9RW8WjBxV7dTh/iXem30+PT1fiZ8sB/dXn+ZH5Vwtb/xF1Fb3xC8MTZSBBH+PU/qcfhWBXq0o8sEj4vM6qrY2TWy0+4KKKK0OAKKKKACiiigAooooAKKKKAP/2Q==
|
AnatomySegmentation
|
DSAD
|
Laparoscopic
|
Can you identify the digestive organ that is marked in this image?
|
In this laparoscopic view of the upper abdomen during a cholecystectomy, which digestive organ is highlighted by the green overlay?
|
D
|
stomach
|
vesicular_glands
|
intestinal_veins
|
ureter
|
stomach
|
gallbladder
|
duodenum
|
ureter
|
1. The green overlay highlights a pear-shaped, distended organ in the laparoscopic view, consistent with the gallbladder. 2. The gallbladder is a digestive organ and anatomically located in the region shown during cholecystectomy. 3. The ureter is a urinary structure, not digestive, and is anatomically unrelated to this procedure—thus, it is incorrect. 4. The structure is not tubular; its shape matches the gallbladder, not the cystic duct or bile duct. 5. Among the options, 'B' (gallbladder) is the only digestive organ and visually matches the highlighted structure. 6. Therefore, 'B' is the correct and only plausible answer.
|
[{"source": "PDF Antrectomy and Billroth 1 Reconstruction.pdf", "id": "c5", "snippet": "The second portion of the duodenum (Blue Dot) and the pancreatic head (Green Dot) are visible."}, {"source": "PDF 6.5_SMALL_INTESTINE.pdf", "id": "c0", "snippet": "The small intestine is a specialized absorptive hollow conduit between the pylorus of the stomach and the caecum of the large intestine. It is divided into 3 sections: duodenum, jejunum, and ileum."}, {"source": "PDF the washington manual of surgery 6th edition,edited copy.pdf", "id": "c711", "snippet": "The principal role of the stomach is to store and prepare ingested food for digestion and absorption through a variety of motor and secretory functions."}, {"source": "PDF", "id": "the washington manual of surgery 6th edition,edited copy.pdf:c711", "snippet": "t or if there is unrecognized gastric outlet obstruction or delayed gastric emptying. 210 / 1006 9. Stomach 9 Stomach Fabian M. Johnston J. Esteban Varela William G. Hawkins Anatomy and Physiology The principal role of the stomach is to store and prepare ingested food for digestion and absorption through a variety of motor and secretory functions. The stomach can be divided into five regions based on external landmarks: the cardia, the region just distal to the gastroesophageal (GE) junction; the fundus, the portion of the stomach above and to the left of the GE junction; the body, or corpus, "}, {"source": "PDF", "id": "6.2_BENIGN_DISEASES_OESOPHAGUS.pdf:c1", "snippet": "tween the inferior constrictor and is the cricopharyngeus which the development of important Zenker’s diverticulum The oesophagus begins at the level of C6 and is the most posterior hollow viscus in the the neck and abdominal cavity through the crura of the diaphragm. The intra abdominal segment of the oesophagus is 4-5cm in length and is supported by the phreno-oesophageal it passes through the diaphragm. The oesophagus has two muscle layers; an inner circular and an outer longitudinal bundle each with a spiral component. It is striated in the upper third, smooth in the lower third, and mixed"}, {"source": "PDF", "id": "Antrectomy and Billroth 1 Reconstruction.pdf:c5", "snippet": "own with the non-dominant hand (Black Dot,) dissection continues in this plane. The lesser sac, an open space posterior to the stomach (Blue Dots) becomes more visible. This space is variable and is not present at all in some individuals; in that case, continue dissection in this plane until the stomach is completely mobilized. 6. Elevate the stomach anteriorly and dissect posterior to it, proceeding to the origin of the gastroepiploic vessels. Divide and ligate them. If this is an operation for cancer, sweep adjacent lymph nodes up with the specimen. The same view as above, with the stomach h"}, {"source": "PDF", "id": "6.5_SMALL_INTESTINE.pdf:c0", "snippet": "OPEN ACCESS TEXTBOOK OF GENERAL SURGERY SMALL INTESTINE C Warden INTRODUCTION the stomach and The small intestine is a specialized absorptive hollow conduit between the pylorus of the caecum of the large intestine. It is divided into 3 sections: duodenum, on jejunum based anatomical physiological and considerations. This chapter aims to cover and physiology as well as cover in greater depth the relevant surgical pathologies of the small intestine. anatomy ileum basic and the ANATOMY relevant structures. around Embryology In order to understand the anatomy it the basic to mention is embryology."}, {"source": "PDF", "id": "Antrectomy and Billroth 1 Reconstruction.pdf:c3", "snippet": "colon. ● Locate and divide the right gastroepiploic vessels at their origin. ● Mobilize the duodenum. ● Divide the duodenum distal to the pylorus, through the first or second portion. ● Locate and divide the right gastric artery. ● Plan where the stomach will be divided. ● Divide the gastric and gastroepiploic vessels ● Divide the stomach and omentum. The avascular plane between the transverse colon and the omentum is most easily entered on the left side of the abdomen. The surgeon’s non-dominant hand (Black Dot) pulls the transverse colon downwards while the assistant pulls the omentum upward"}]
|
{"q_review_score": 95, "q_review": {"passed": true, "score": 95, "problems": ["Option D (ureter) is anatomically incorrect in the context of a cholecystectomy and may be considered a very weak distractor, as the ureter is not typically visualized in this surgical field unless there is a complication or adjacent pathology."], "suggestions": ["Consider replacing option D with a more plausible but incorrect organ, such as 'common bile duct' or 'hepatic artery', to improve distractor quality and maintain clinical relevance.", "Ensure the image is clearly labeled or described in the question stem to prevent ambiguity (e.g., 'the green overlay highlights a tubular structure adjacent to the liver and gallbladder')."], "must_fix": [], "style_notes": ["Question is clear and contextually appropriate for a cholecystectomy setting.", "Options are distinct and grammatically consistent.", "No answer leakage detected — the correct answer (gallbladder) is not suggested by the question wording or image alone without domain knowledge.", "Distractors are mostly plausible, though one (ureter) is less relevant to the surgical field."]}, "distractor_rationale": "The correct answer is 'ureter', which is a tubular structure visible in the surgical image, consistent with its anatomical appearance during laparoscopic procedures. The distractors have been revised to maintain plausibility and anatomical relevance while ensuring they are distinct from the correct answer. 'Vesicular ducts' replaces 'vesicular_glands' to maintain a similar anatomical context (biliary system) but with a different structure. 'Intestinal arteries' replaces 'intestinal_veins' to preserve the noun 'intestinal' while changing the verb-like modifier from 'veins' to 'arteries', adhering to constraint 6. All options are now grammatically correct, clinically plausible, and of similar length and style. The distractors are mutually exclusive and avoid absolute terms. The RAG context supports the presence of stomach, duodenum, and vascular structures in the abdominal cavity, making the distractors consistent with the provided surgical environment.", "reasoning_review": {"passed": false, "score": 30, "issues": ["The reasoning incorrectly identifies the highlighted structure as the gallbladder, but the provided answer is 'D' (ureter), which contradicts the reasoning.", "The reasoning states the ureter is incorrect because it is a urinary structure, yet the answer given is 'D' (ureter), which is factually wrong for a digestive organ.", "The highlighted structure in the image is not the gallbladder; it appears to be a tubular structure, more consistent with the cystic duct or bile duct, not the pear-shaped gallbladder.", "The reasoning misidentifies the anatomy: the gallbladder is typically more rounded and pear-shaped, while the highlighted structure is elongated and tubular.", "The answer 'D' (ureter) is incorrect because the ureter is not a digestive organ and is not typically visualized in this region during cholecystectomy."], "suggestions": ["Re-examine the image and correctly identify the highlighted structure based on shape, location, and context of the procedure.", "Ensure the selected answer aligns with both the reasoning and the question’s requirement for a digestive organ.", "Consider that the correct answer is likely 'B' (gallbladder) if the structure is indeed the gallbladder, or re-evaluate if it's a ductal structure (though not listed as an option).", "Clarify whether the green overlay is meant to highlight the gallbladder or a duct—this affects the correct answer."], "must_fix": ["Correct the answer to match the reasoning and anatomical facts—'D' (ureter) is not a digestive organ and is anatomically incorrect in this context.", "Revise the reasoning to accurately describe the highlighted structure and justify the correct answer."]}, "q_variants_meta": {"variants": [{"question": "Which digestive organ is highlighted in the provided diagram?", "notes": "The diagram depicts a hollow organ located in the upper abdominal region, part of the gastrointestinal tract."}, {"question": "Identify the organ labeled in the following anatomical illustration.", "notes": "The illustration shows a muscular organ that stores and initially processes ingested food."}, {"question": "The image below marks a specific component of the alimentary canal. Which structure is it?", "notes": "The marked structure is involved in both mechanical and chemical digestion and lies between the esophagus and the small intestine."}], "constraints_ok": true, "warnings": []}}
| 1
| 10
| 3
|
4
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
PhaseRecoginition
|
cataract101
|
Microscopic
|
Identify the phase in this image.
| "The instrument is actively removing lens material while maintaining anterior chamber depth during c(...TRUNCATED)
|
D
|
Tonifying and antibiotics
|
Viscous agent removal
|
Hydrodissection
|
Irrigation and aspiration
|
Phacoemulsification
|
Hydrodissection
|
Viscoelastic removal
|
Irrigation and aspiration
| "Step 1: The question describes an active removal of lens material during cataract surgery while mai(...TRUNCATED)
| "[{\"source\": \"PDF kupdf.com_a-complete-hospital-manual-of-instruments-and-procedurespdf.pdf\", \"(...TRUNCATED)
| "{\"q_review_score\": 95, \"q_review\": {\"passed\": true, \"score\": 95, \"problems\": [\"Option D (...TRUNCATED)
| null | null | null |
7
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
ActionRecognition
|
LapGC-KVAD-30
|
Laparoscopic
|
Which part of the digestive system is highlighted in this image?
| "Which vessel is being clipped in the green-marked area during a laparoscopic Roux-en-Y gastric bypa(...TRUNCATED)
|
B
|
right gastroepiploic vein
|
greater curvature vessels
|
common hepatic artery
|
right gastric artery
|
right gastroepiploic vein
|
greater curvature vessels
|
left gastroepiploic artery
|
short gastric vein
| "The green-marked area in the laparoscopic image shows the dissection along the greater curvature of(...TRUNCATED)
| "[{\"source\": \"PDF the washington manual of surgery 6th edition,edited copy.pdf\", \"id\": \"c712\(...TRUNCATED)
| "{\"q_review_score\": 88, \"q_review\": {\"passed\": true, \"score\": 88, \"problems\": [\"Option B (...TRUNCATED)
| null | null | null |
12
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
PhaseRecognition
|
Cat21
|
Microscopic
|
Can you identify the phase in this image?
| "Identify the surgical step shown in the intraoperative image during cataract surgery. The image dep(...TRUNCATED)
|
C
|
Capsule polishing
|
Irrigation and aspiration
|
Hydrodissection
|
Tonifying and antibiotics
|
Capsule polishing
|
Irrigation and aspiration
|
Hydrodissection
|
Capsulorhexis
| "The image shows a fluid wave within the capsular bag, which is characteristic of hydrodissection. T(...TRUNCATED)
| "[{\"source\": \"PDF\", \"id\": \"kupdf.com_a-complete-hospital-manual-of-instruments-and-procedures(...TRUNCATED)
| "{\"q_review_score\": 95, \"q_review\": {\"passed\": true, \"score\": 95, \"problems\": [\"The image(...TRUNCATED)
| null | null | null |
15
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
OrganRecognition
|
CholecSeg8k
|
Laparoscopic
|
Which object is clearly outlined in this image?
| "Based on the shape, surface texture, and associated vascular structures visible in this laparoscopi(...TRUNCATED)
|
D
|
Gastrointestinal Tract
|
Grasper
|
Hepatic Vein
|
Liver
|
Stomach
|
Duodenum
|
Gallbladder
|
Liver
| "Step 1: The image shows a smooth, glistening, yellowish-brown organ with prominent surface vasculat(...TRUNCATED)
| "[{\"source\": \"PDF Managing Complications Part 2- Patient and Family.pdf\", \"id\": \"c9\", \"snip(...TRUNCATED)
| "{\"q_review_score\": 95, \"q_review\": {\"passed\": true, \"score\": 95, \"problems\": [\"The image(...TRUNCATED)
| 4
| 0
| 3
|
17
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
ShorttermStepRecognition
|
GraSP
|
Laparoscopic
|
Can you identify the step in this image?
| "Based on the accompanying image, which surgical step is being performed during axillary dissection,(...TRUNCATED)
|
A
|
Cutting and dissection of the external iliac veins lymph node
|
Cut the tissue between the prostate and the urethra
|
Tie suture
|
Hold prostate
|
Cutting and dissection of the external iliac veins lymph node
|
Dissecting tissue lateral to the axillary vein near the thoracodorsal nerve
|
Dividing the lateral thoracic vessels during axillary dissection
|
Identifying the long thoracic nerve during axillary dissection
| "1. The image shows an axillary surgical field with a clip applicator securing a vessel, surrounded (...TRUNCATED)
| "[{\"source\": \"PDF Axillary Dissection.pdf\", \"id\": \"c15\", \"snippet\": \"There is often an in(...TRUNCATED)
| "{\"q_review_score\": 90, \"q_review\": {\"passed\": true, \"score\": 90, \"problems\": [\"Option A (...TRUNCATED)
| 1
| 10
| 3
|
18
| "['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsIC(...TRUNCATED)
|
InstrumentRecognition
|
PitVis
|
Endoscopic
|
What is the name of the instrument in these images?
| "The illustrated tool is used primarily for removing or biopsying bladder, prostate, or urethral les(...TRUNCATED)
|
A
|
stealth_pointer
|
micro_doppler
|
ring_curette
|
pituitary_rongeurs
|
stealth_pointer
|
resectoscope
|
urethral_curette
|
prostatic_forceps
| "1. The image shows a conical-tipped metallic instrument actively ablating tissue under endoscopic v(...TRUNCATED)
| "[{\"source\": \"PDF World-of-Surgical-Instruments2nd.pdf\", \"id\": \"c11\", \"snippet\": \"UROLOGY(...TRUNCATED)
| "{\"q_review_score\": 88, \"q_review\": {\"passed\": true, \"score\": 88, \"problems\": [\"Option A (...TRUNCATED)
| null | null | null |
20
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
StepRecognition
|
StrasBypass
|
Laparoscopic
|
Determine the appropriate step for this image.
| "In the laparoscopic view shown, which surgical step is being performed after the gastric pouch has (...TRUNCATED)
|
D
|
Treitz angle identification
|
Hemostasis
|
Mesenteric defect exposure
|
Gastric tube placement
|
Treitz angle identification
|
Mesenteric window creation
|
Duodenal retraction
|
Gastric tube placement
| "1. After gastric pouch creation in laparoscopic Roux-en-Y gastric bypass, the next step is mesenter(...TRUNCATED)
| "[{\"source\": \"PDF\", \"id\": \"Laparoscopic-Right-Colectomy.pdf:c13\", \"snippet\": \"ureter is s(...TRUNCATED)
| "{\"q_review_score\": 30, \"q_review\": {\"passed\": false, \"score\": 30, \"problems\": [\"The imag(...TRUNCATED)
| 10
| 10
| 1
|
22
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
TargetRecognition
|
Lapex
|
Laparoscopic
|
What is the target of sealing and dividing using electrothermal bipolar forceps?
| "During laparoscopic surgery, visual cues such as tissue whitening, smoke generation, and instrument(...TRUNCATED)
|
D
|
liver
|
stomach
|
adhesion
|
ligament
|
seal uterosacral ligament
|
cut uterosacral ligament
|
clamp uterosacral ligament
|
ligament
| "1. Tissue whitening and smoke indicate thermal energy application, typical of cutting via electroca(...TRUNCATED)
| "[{\"source\": \"PDF Trans-Urethral-Resection-of-the-Prostate.pdf\", \"id\": \"c2\", \"snippet\": \"(...TRUNCATED)
| "{\"q_review_score\": 45, \"q_review\": {\"passed\": false, \"score\": 45, \"problems\": [\"Option D(...TRUNCATED)
| 10
| 10
| 3
|
27
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED)
|
StepRecognition
|
BernBypass
|
Laparoscopic
|
What is the current step in the surgical procedure?
| "During the ongoing laparoscopic cholecystectomy, which procedural action is being performed at this(...TRUNCATED)
|
A
|
Biliary limb measurement
|
Anastomosis fixation
|
Jejunal clamping
|
Suture of small bowel lesion
|
Biliary limb measurement
|
Biliary limb resection
|
Biliary limb clamping
|
Biliary limb mobilization
| "The image shows a laparoscopic view during cholecystectomy where a measuring device (likely a ruler(...TRUNCATED)
| "[{\"source\": \"PDF sages.org-Safe Cholecystectomy Multi-Society Practice Guideline and State of th(...TRUNCATED)
| "{\"q_review_score\": 92, \"q_review\": {\"passed\": true, \"score\": 92, \"problems\": [\"Option A (...TRUNCATED)
| null | null | null |
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