wTeqfuyfJd8HdrLPDx3j3SxKjaBvKIpfHlDDDeqCFfk=
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OwNTVl0wWO608IlSgbifKF9b4wzChll2US6m4khP3iT/R3cNobUyrSh+Vv5z1/uN
NJG+ZNJXe6zP8zFEQkJ+A64p4xqYEToV8tOYEww00y0=
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44
10(1)
C5WhVF/+7XDeGZ8SCpXDGwZRwxT3PqhxP1KU2ct9QbCTOpUrscWlvjul5w7jPBFuYuIa/VxJ4n6Jpf/tiXlM0oA4WwzezlEDMmSosYf+j9rKNinYhGyOCvXiJAl74YaG
44
10(1)
82RJ0sMu/JD/u9RXk3wsm9kmaULlRwjbEAIWSBP+Vzk+5uWT6NreKmL8hkEeSdQn
44
9(4)
38QRVgWZgz3ZbJkXAnIaR27ad+91XlNnm1C/940Dl9SEU1ian8yyQq5uFDnGTCYX
44
5.8(5)
ozMJOJNuhPkGlcX3x1RqwaYLlHgpXkuq+UofZ9BT69r1yRu+S38UItLAsRO62t83FHMAFLYg7GEzYYhd2PnmYyu5B/Lm2ZVqgbgtUyZv6mYeNGEf74rc0slLwxZJFVgJ
43
10(1)
wqLtGKetzbjx08xllCAwXCGw5+hdctfRasAsdDNt63Q6QH03kQFs/c1X1Hg+2dQ/Tg02SDvu/Z+eyo7SFIJvieFYHltcDH3O0MOf5rwdC/I=
43
10(1)
X2+gYQsdyo0p3erndm0xyv5G7WX4wONldEX9MyTwRBrm4TnIjkfVdlYJMXZNq36aALxHYiiCvh3N8jnuqrd66A==
43
9(4)
xA/BhUBNfvuVzrfCdDhjyUncxJ01HToG6sjNb1/UuF7nrOeCLGGXxSMBhxOqzKxkdx3SoHn/qeaoOSfbZtqDkUv/5h4BV+oGcPAUiTIlJgQ=
43
9(2)
NrQmpqYFKlb9wo+WttqFNyg2bIX2peqnJOCmcGZG4b9NcOTRQULTI+EZVGRiXRS2ZWj2mge1r45By1V3LgSOvE3hq7LdvdJ1Gs4ZyirQwjk=
43
9(1)
A49GvJwS6YrU9XHHnuPnTemA7MZtszX2YGKNVavKXXMKAqZFzmhQzMlb/8yuxlIEn77mJ60E1wg0IZ5gCZEm1Jm2f7Dw9rpbBYoNCYz4wqkXLVFIuO/uIpFRpl3vnfl0+QQTChHr1nKnXllcQLJKpknGaoBd5gZ9jJp21zIAwb2Ywkzs+qejdfEPwTw3XI/ZN9jupDL+ALnEGwGufmhBzA==
43
0(0)
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42
9(3)
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42
9(2)
fxA6NgQy0vZ411motHMQe2oUL/vksNdsAqDN/kFSAa/tB6ASzZLyTs0/G9E4mrZwmzknWz/cex6N1FdLky2FoQ==
42
0(0)
O89vgEz5h71nsLruBBQghRyDfbFg7xdyM43xkwGhCp4=
41
10(2)
Gg61z/EeINYvE2Sfn/LEtBxUjTokw3DmI00kFwg3XoTVg7B6BPXkXvJsdBg0lB0m+27+3f75mB79AdzY4NbA3HSiyqkmGF+OwNpC74ng40s=
41
9.5(2)
YyCclecj2EcOWFVRFd9tzjZHGntwwYOj+a63aHYQdWjtmjX8g0Qy4fjU3M3+Emu70GkCjtpC/UXEWPUUewpobf/MHD0UXSdJ49QmZkNdnJju7v3sssyPiIs5RKgq5td67255/J+2D0nCxXDtMgFwsw==
41
9(1)
lbiYuSKwVok/3So53qpXo05bxc4zXs3qMqXlvieMhHJwuw8/ZVL/lo33MGwJUT+CmXr2bdRwWiXGdDHvhHsMQIJAR8jSy5h8GhfQny6THjom0hE0ivxr5UWa/H4hx1UPB76f1nuqi/8T6Kx/KiecrnoRDHHgUd1qMcKfPUGrT7g=
41
7.6(5)
uMmMsIPQ7zaX+jp41oZlzJbtJnoxykZVvv0WHehnmKQnx7vx0U2F/XUAqozAvgHuexZGePiFXTohTc00k83Z9nQumytJkHITXn7lcO2o0F6K1P9bwhvaWSbk++QTIwtfVElh0Q6M/sGTfjG2JL0NXxwxB3LwLwiRelhUlCj+HvuU6E4vfIJR1GJ0Fa1KdP4g
41
0(0)
3SmqL33yvmDibfbDMOBTWO7qpsgUODLGSHtLGMfQHiFIPMYsoms4qd0Z5SFyAi6QSKcJKnheLWLM3njBgCfZJsc8U6AND9eRipxKXhXMvzM=
40
10(2)
nHpLiGba+mtZjfKcVBXLQPBDEQu/NsQ64/xHdeW5jx24kEEkFaBeSJ+qXKWyEa1izyt13MDdRkSaANJ575vS+4TR8ElZEly+UbYjIcpDnI+R1wyW94rljRlNjnnD3jMv1YenKxC23LZ0p/d4f9Cf2GELzPccMbSkMlHLsYuyFBE=
40
9.5(2)
yHH8yaXKKOgvmPo10scsTEufNotsQkoRj6gyLOUCVpDcGypwQ6BuW7PUYO482mgm0FfjRztLAFQBlBM3aGx0zRi4P9GTASl4xvfkpZ3pGGg=
40
9.4(7)
1B+jLUICUB6MdUPjju4eFGjeqdygawsyKLfayM75P1ce+Q8UTjB1Y/HkXilUzjRH4JHtLFSe9KurmTAY8piT84oyXS1el8aKDjf1ICk0kXK18Zbc5Ctth1I5lGcBXawb
40
9(1)
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40
6.7(3)
ueg5lj6zJ2aS17fUXEyJqlWL1a9Q68DNuLe/RPucOSTTHktX/1SctRR5Dq/ot9KVyvwJwO9uslyblZLXcPU1qjzwstz8Xc60d2uYDDsnoNgeMqI5mSXv3rTLdEgMYyXVXhkZng3O0I7k6xJhyghyTsUcXOxk/Nof1C41pP1DjNM=
40
5.5(2)
ESp5oExmeey0YzNfmVdgdt6pXPW304HxXkGLJo7IguTpsts08aPnP7B6bccWgGmCVCYzUl7aUJgDX0bod6gnKG4yKVS6AECVDt0H6aiDQtlBwbfl21t9cAv+3X6M8YIg07hw4e/LZcyi55gPTCUKQA==
40
0(0)
R46JeYxRfZtW97H9V0KxTG7YT36g1S5Lq6yicLL8KwV7EQALNHKv0FvjkLsdazWu
40
0(0)
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39
9.7(3)
WGXGy8MYiEXrQtmLXoOM1h0zbhaO2eWSWsSIYYDNda8=
39
6.3(3)
rt1++TIzZ6kTHwFNpd2SUxtGG9zxYWT0RnMEBoeXrL6rw4pZt//iwdJPZdx37vgRFPAbebbzqGXrqwir1INEOFqghlESCzvj90SjtaR1MGOz6kNpAi6YH3mpz289jigL
39
0(0)
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38
0(0)
lN3Hs9H02Ygkh2etd8KH7osiFmbP9gDu0OLlSnIUjTh4+2Cz/Wy2OPtBPj521Jh7yhAdT1seuwwNQoYaitrftsyC/XIi3l5oRgCsdbJaBNg22mw7cr9BktykNbg/LGK6xzs/uyEZaK+OJshCf9tXHHs3UBNXHj30bIoGtoFsogs=
38
0(0)
jxNIM9ON5aXARR28PG636rvBYWGnJ+ALAI2pU56nZI7K5G8V+mw2txSAogrXnkOy
37
10(3)
lN3Hs9H02Ygkh2etd8KH7gVXpMRME80l0OUhZbnUXJ839YOHAYhDFVrhWW8hiWrm2IH04rppsKDHJsc5aQ9Ik34C5RBwOJNwgokAYFJah1iO0kt9M+uJFooNJPpqHxysxJormhBZzH5Py5243bf0TQ==
37
9.5(2)
SUakwrfCLcAG+KkB9l713bEsr7SLjHuTEW/hxjOM7+vVaP7TEKtDfKtXfHFRmQB6
37
9.3(3)
fS2HnNfRZlSV8U9LkhDRcwYEjmajuab7XBI03xyWg7o+uyDAvFU4C/tQo76ZOtx/7/FjftuqrjAVn17HIiKo2D/RJ/THfyoLpzB0JqSNCXA=
37
8.8(4)
uV5hhjBQK6ASgTgbzGsOZAYsgh3i0EQl20G7k7NSwLboqraEBRsj7VungVx8KsNQ3sc+XxhelrBU9MCCrPMHsziGVlfWSaB1bHBuzGGckp5bPvnSHkvrmwxk6AlAYRdhnzBr1MIrz26A62e7GlwCCQ==
37
0(0)
dYhrITkYLdaqNEMi2iN3CAdOOP5Knf3a62uyu1jPwbcT/EMyNjNWAKQ1H7wBguM8B93hPGlX+9D5tlBvFWdazL8S9qU2Klv4+gKzwykVtL7wdUWtdkHqeM0bShIvYlyXz5R5MwCZvTyjDV0SVCCXtt7JQCy3FXdHxQ/vmCjh2aA=
36
9.5(2)
zjFvw6y2VvtTaPuEfD3BH/Y047uATGDoJIcM3lUtCx/JEFiDqrafPItLEwJVpASnWnfPSISqzugYT2RMhkcCTOmB84q1SIK+JG1w48yxfbXilnrbRIrrzMKl43n9/8Iv5r9DENPEgWBuErRgawesnRVw4JIRYUSbp9DizQmsfOLr9TU6xfQijzwUF19QR/HTnv5qGTXcPpK8oZrioBc/qw==
36
9(1)
fpO9Q/4B5E5SYaneWcyJnKTOrYh6AkwDB5r+yGlmNi/+HAMvyC4nCjrPiEuE1TZtGqzwCCqiJPNdNREaoAMGdf0IaeLsftSocao9XfMaYMU=
36
9(1)
yHH8yaXKKOgvmPo10scsTEufNotsQkoRj6gyLOUCVpArScI6MeT+5IXKu7HYO5td0uiS+hhAPLsLrqI1lbDUDZKmHSzwVg6yw3PEJKNRSv8=
36
8.3(3)
W9gExEI1yTJMF3POuV1VuepFY84mIzTrd5RNVeFUSNc0L53f7tFNREXJ6cL6OmXr
36
7(1)
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36
0(0)
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35
9(2)
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35
8(1)
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35
0(0)
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35
0(0)
VnCk8BJP/bPqYJSOTLR93DohKZbTlYse6do9wcjJizRcJDn+kxQcCv8Qo+v3vrNatD+CFJku5MKtWiUod7as2g==
34
9(2)
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34
7.5(2)
b9mX+63VeAJVVl2C1TU+P7jJ1sLquVUWeR8JMCOhfzdoFMWeA/VeuzC6cVx3okiZEsnNAOoMNKF4ZgfswNm1w7WwGY/5GhegeX+TVf6eJ+U=
34
5.3(4)
jUKBWZ4FUHQfN2jFyhmxJPBpWpVRZ1CcBbq3nSQ4fQwuofDIPY/jYoMnNr9u7pHY
34
0(0)
1B+jLUICUB6MdUPjju4eFGjeqdygawsyKLfayM75P1ehaKD1AcC7HEWxISjkDkT9RnBiz3Zrq9ZOX9sRUCKeO/c+3PHStPJo4bsRV6cG+VnPTDgXs7PGwpSFQN9ouvtZ
33
9.6(5)
AOT/OMzyFXRT9I0xTpzHeeHU1SPRimBg+bKE3+pTUBY52llxI/wBeGUjWfZYLdPE6QP2yD7HnRwmGRRGsKkqX4isN3rLPrmvlwqOHOMGUGml3+caqezz6TGOctTpq8k3/25jfynXqToxSsBaBSlqMoRB5InT1lpP+RPVHqu48blKqIUIKjLWb4wmXRXnCHgq
33
9.6(5)
IQPzX3YkqS+njLLth2FnqGQ4m7COqCB6cvoK3941yE9Q1no12ObO9QlfWavdeQ7FM2/23eymhEPvlIlLoJ6kug==
33
9(1)
OhdKLTMi9G+zHZPvg87+veR82T/4arHRgyymXNrC8CHZcK+2JhSmXGYi8IdViqmQ
33
0(0)
WS5bt7IbdW4pDaJwqBlMkTiGgWIWaVnS+/S0VywiW/jPORNDGGbVrZNVs0q/bGmf
33
0(0)
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33
0(0)
NTIacG7jMJxUOEMH3P0iCAL3Vw7awFyLGpRZhGQqLbBF5u/EicTis+UU1dUNXGDEifh8I9vQUbE3TZd080F01mn5gI3b8jhEe5oVUdKhK1o=
33
0(0)
Wxg2dngtoneg76j9i0toAAxXzZBfEolRBb4cxzDY4sHr8mlQ7UksLzGliVoyvOVAqW301tpnTBk/6nUoEKHGlaQmfsyOEdrZx6M+p9qYjpPuiy5awpgob05mG2c5dBZS
33
0(0)
N5RJJNXQRjoLHRfTb/YQggviDiTWsDWpVRus934hQq77q/3sLIwiJ5JGcJscfUYQbIxrzg/9o50dwa+qdd8vXPb4CRs7OeW202pUFUxfjhlYbga1h8dxKQQTZXXx8hJzOcNFE2RZwhxg/Jja6WH1hezkmjLtgQJppdJlKSAsOj8=
32
10(1)
Qe8BviooyWQpMyptpi0odDOCNMrxAhpm5LS7UqDnezgb1V+8q79jOyc3x384DueX
32
10(1)
lBZa55xvMhbnumbVyRKW+h39Cv6J7C4I79VhYiKAHE2vji+QbUuBwebbvmldprmPW5MypTuPlARAPeO6c5CiF78EvkVALtGQwcGmsUG3n+WkdxumC49jtOCJiigW5Rtq
31
10(1)
5H1Xjin7BlDBgNSnRGidauJ77rv7mYk8FFZJCG6BzRP3kBC5VpcqyYgpiovqqfVLJ9Zi0CN26q556RMhIQExyP+usUJbhjdKhQOkrPyFWE0Z8OhjSb9YmNDrB1AdKw2oDWJIsPl5c/eefvCNPgFqDQ==
31
10(1)
vNcxYPvGHidBEHFtIVI7ucPUyzgUyAKiiJEdMee/+2BNpKxZBNcU9htRp5kC4f7O6w7HLayGfeH5n4L+nt7afoiit1XJ/kGNCGG+l9VDet8RyuUoSJ07Z0KAn4hSuzJM
31
10(1)
meiBmwmdy2wLQB+qL1UfFwgepzz1prvkui7zqRpOGOh2J4vVYUK0PNuPICHxANYgjsHbX3E0j5Eij3EEAPyxnt4i4a/EE9UOhYuoX//UpSs=
31
9(5)
YLjIpUxiJqG/+B803YnGpQPGFTpe1tfg+wr8kXKPnUkcjnh8sk2Ea75WHqmK9HineQUPAr3zjMzImJS9EWcC4kv4QmMcn+uvSERqF8FMCoc=
31
8(1)
De9jOCLAD7YRpvFIOOnuRq9AwVa40/g+k9shF3FowsS+jrq9Xgstif8i+e5Z4q7zTb+J6K7UDlhpzn/b/1MpVLOxGUHU1nE32e6pRxoSDY8oa/YqMq+YBAJHdjBgSAWW4JJMplnHAj+0qpehpu+3Pw==
31
0(0)
n4FLlFY+MOYN1pclaRe+x2YDVyUQUOYyg8knKMdTOlBH2/Rf6cHJV2e8eAjQAbK73iJEI6p24Qr1iYKelFYkvEI9cEle6/B1QGhjW/PMQduQFLHi/Ie6/lpDI1wEk4CzVbeqtW6Qe5ZjFzsxI50OCQ==
30
10(1)
d6e0QABsa9rMSXuJYWLZISAxgqD38h052gJUDMNY+hjCjRn4HLIryDSTCb8Irn3j22ggVCHXlA4buvNaeYkbo3r2gMy3sn2smBQnhD4FRm8=
30
7.7(15)
tEgp3qf5wKpW24NXN+9gGUluMp/eBzCEIHP8BQ3yyQDNRSopsKRhAZ1aW+FWGw2ZyfBtsqqQHh6/EoWEnK0q45/t2zCO/rzCebploqqTdCD4PsVzG5kQRfyYXl/gpKroX+tZrO9iAM9QkM5gZyVuIbv3aJPJaDeuj1qn2zLpEmh4tJPjlWv3qgmd0falu0yi
29
10(1)
yHH8yaXKKOgvmPo10scsTEufNotsQkoRj6gyLOUCVpArScI6MeT+5IXKu7HYO5td5g7fzTF+KXdo9FwcH5lqM/p0ngaTpMYDGa2exqjuQQ7ZYuA7lsD0TcTKnOF8icol
29
10(1)
CNqTlDx3QZFZcGOZmQytTzP0z3u8mIRWGr3uie5QtEnfATSu0uuhnhZTTwpCHTpVOdbin9pJRUrpuSKmSC/c+g==
29
9.5(2)
47/T7dETrVzLN6EtqnApERjBfP1bK39GZ0666nkgGF70N4y1KauPPFyXJ+f1gFwnK58Cv4FgmuY6AH3VlT6cTIA9Hsud5GRKv8jrROruf6S0McOMc4o4mZZKC5RDnkqof4jeWKDjDBh37eXAhmOD3oKjB1Bz2MiFV6WoOikgMdpeyHF1AtMx6jAfjYZOokdUKp4bP8KADiPJ7Ns6sgenIMDKlXCChbprzclNF3pDpr4=
29
0(0)
FQtj7xFxI4vTCtqWPrrehyhk+aQk2IGQmdT6d//XPXOymVeq3c6MIUClh940IRpoKfg3RZG0W2T8QKlNMJtoLHvZNR9/Ud2yPuxV8nuAmc/+J/psxMrXuSAKHDMdOOWbR8SshCSuYhZFapYVxU+IYwev+q3Nfo95niupq8XmuWyUj1yUtY/rwMvhMMjIRp5c1hH0GJjnoIf40pQUEY/Upka3Yqbs8G0SKsJRvWhgc1ax2ELPAeItS/4APvmFGz11ngK7Z+7MY3Wdnn9NrAViBfkBmehRd2up0nliSKHq0rrwtb5dYmpAAMs1Bi+W5YVA
29
0(0)
JoFMS2uqbzRIFEELXPbe4QZd6sDWVsqZG9hSrsMxck/YeTVKSlVdLfZPWWuUoWacbGRmHjM1qIaQkoJmBB6WpIrG5CJWPahOf7cD5kJNoUlau86hr7yu13QbT0VbSWHzg7QjfMaxa6RTqyhPgmWtS3vJc8Ln2q3FSrlF2S8Sug8=
28
0(0)
FahsheU2v0sDBfKyJ3y3zOuSyPPt6fxZr1Lf7yOy7wuY/EucWY7FrE5x8lgwhLCva2XbeacIiT2ss4EGdrmG4Q==
27
9(1)
fx/PCdJSnvsvA2TG4C8wmOvvZUGuP4Tsf4nzpgQ15yBUM/W2kC2LHxREeBvVcRau
27
0(0)
lQllkO2panFNTj6nDZGBt7cofKSOwdPjJKFypIGJsc2yFZUS+Mr92dEup2iGD2yjQeh1jY1YhuAPwTshszoXqoLIDpAHlZ6NyD2D1xdcXfIQh67gTbSVfjteiQ96RFtf
26
10(1)
dIhFy/T2s4iZQcGwkwf7XHy+L8yTiMs190nPTOTNkSyg5pdRPhg51o+DxYf45akm3+kaq1Kri5MvW42Oc/Gyv9jhVdd6SpIB158a/VQl5Uy7koF4SSjJg+nb7oEafVHa
26
10(1)
y/M3JafThHuimEOfTBkZ/veErFlwofhx85OMv+6l6lFMTb98rCSG0IhECSqHuVB6DxwaXTnPL4evNfkeZF0E3A==
26
10(1)
jSseYW8xPyDBQ4S8KNOlH/+eC1CGNJEmO48pp+kXAESqm2uJSPgTpS0GoVOLnaUOMUqzsSqIw4WC80txbfd0/w==
26
10(1)
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25
10(1)
x1fx4iYSvRJpUaYds+Bc0Q==
0FUgaos/WhhyR0e2Zs90SnOF8OuJ3V8sLi/3s2D5dQOLmEOA3peo8pW59iQCzXSkvmq8yEN3XWariO9jy27xXnX1OSzM7o3jVJevtZjc5TI2cyTqbUEX4iEHB7AjJF47
25
10(1)
LMn8QeOVJLZHG7nNQJvDuKtQMQ9TK4gpgFkmZ+SE/bWnB+WzxMzKlpmTaLgNyoL8
24
0(0)
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23
10(1)
HMDtiM468oL29PcU5rw+krrfCzLvX0eZfvbpluxkex5ejaBzuw2Sz3ZJ3HuyuwWVyXnIGRgVyBE8cZYeIRme2A==
23
9(1)
aLzmIClrCTnR1u6my8+H+8B2PL6s2JyHHDqVGTSF6PyAqSMvXlM+oYwjQYVAOGWzVRMxrgDi2VvjPKnDN3w7IJ2vUSy6RSxRvlO2Zc2ko8kuTv63YprBQaNH+cG+YszTy9Kq7lb/debUXAeIMJ2li5WkUi8EEPWlK2HVj6m2sJ8=
23
0(0)
dYhrITkYLdaqNEMi2iN3CAdOOP5Knf3a62uyu1jPwbcT/EMyNjNWAKQ1H7wBguM8B93hPGlX+9D5tlBvFWdazL8S9qU2Klv4+gKzwykVtL7wdUWtdkHqeM0bShIvYlyXz5R5MwCZvTyjDV0SVCCXttL2YJ6Gf5p6FJ3bhRmwuzk=
22
10(1)
Dxozbh7r1IS3jI+JMC6PRLwwl8kR2wA0SzMio/3/inh0ikYqACbCX7Y4S8pznKJ+v1AJHJ033/see8kcrjXN1AdAOXVKMPm2gT7NeX897AI=
22
9.5(2)
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22
0(0)
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21
9.5(2)
j3WJtQKkifUF72mIX+kw9Lv4KSkrXC5y+CWnKrOABwWMj3oUXq4Xa2x1/2WP4rMMvJ/nxteybT3vE0U5B6O8dCvq2FyzboOSNFRXot6e1AA=
20
10(1)
oehSJNcrK1IXLVZbrwshA2kCAmtDsNJ33RoEyPVCeQmFAMlL/cLeGhkF+Xd0S5tLOCiNxUmwLYZsshIHmrgEMIFtDwYX8low+qyUUovepJI=
20
10(1)
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20
9(1)
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20
8(1)
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20
0(0)
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19
10(1)
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19
8(1)
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19
0(0)
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19
0(0)
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18
10(1)
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