iGb+nY9NsluvoRYdCmZBJOfbu4Jk9ta/m6HgIzOYnNk=
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9rdVeJyaIG2wGMrb32Xn/wY1zOCLJm7AuORAu0pzsVNKseeDyFmClHGZoX1/AwrN
nni/u9CWfJj4fPQrbifRNXpM67deFcC1oegGcsmXDoA=
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boXnBUrsSUHmBD68bdG8MNnV2u+D8EgW2oB274iNaxbQGWTLxLvUNayN2JUcjOwEiiqVzpF9+GePFlQEclytccn2a6yvUjSx/TKvDhPaPnYaa6/fUDaYb35KeLB4LvLJckjjbg3P0vCVwXq9CRpD8w==
74
10(1)
8YvVuzGYcZB1XlW54z0m7prnl7urH79jsumwD9wAgwY=
74
10(1)
cI02u9NjZp/TDB5iadWtv2JU35vkjNed+7Xm7CB23ngDi0A+l5oEiYgZyt7yu/Rj
74
9.7(3)
Rqyp8PqKR6t2JRW3kZi6PK5iHONkzZiclNB9dZMQzEDljkY4Bea+5pyttskBKIja
74
9.5(4)
bN82gja1sMJ/XI3ORM2okFUgjDWE/wQJ+K8yntcAT8uemRhS5BJmdLoTe0nzwesn
74
9.5(2)
QZkvMu0/jizx1cl7Qy09ejFtWDzSDpP1zElPUZpUKx3a1xjzZXmHX5NU58UrtIypjmcC9QqBjIHjMRR0vQxaPplhOhOFKXxKk/IaixdHwqDNLdRLlNVLJMJG3mKfbkaIIZCYXjFmNqKOHVo/jBQrZYBSTqeVQ2L+u9iStvYiriM=
74
8.5(2)
6NLFl8lXfkcpnak63t7vda8eKtuQjv13p7nlG0bAE3nrCTfOlDMYF0kJBZnnMiIo1MTnq/waElGTv3dCLmRTlakePeB9VEOOv97Cd46oRvenioJuQQY1neSRMcB1x0In
74
0(0)
/SOhUlMotGpW8KcidSPKBX6L8+Vur1BWBtY/jYii8Hme9JV//qi93bdQKCSz29YGCGZ/cuYil5gJfo87L+VyhA==
74
0(0)
dDuA+rXkDHKDyVGUyKD+Tk6sokw09tArXRGCAWlurkg=
73
10(1)
FbmJh0QYdMzKEiXM/OJhxt+NeM6zpl8zvq1BlGNMf+L4Bdmlt368gGbjI71xt3mcXBtsHDHN100KNaBC99fnuUhvuu1hQTBA+JGuby+C59rF9cKQv+7rOWOrqYWEc1fatIGq33aPH0a4zSWa1pHzgA==
73
9.7(7)
tEHQDRIJxaHdFRB6vwMBghrzB+dMzfQqlaKg0S8EjC5x5gW0pFrnirNExxaxo9SUVP7jwh//y3sgT8VADkXF274jTiv9mEzTyh6J6+H2x6c=
73
8(2)
5QHMkZn2Lg0GW1uhMeWKogkiLQB+j6Gm4Mn3Mhy3/e7Glws8km6NP1UXg0yTSFGz
73
7.5(2)
46F4VLAIMHMNF68NoPt6Y4Ppq3QmbOUIpD85Bz3Ins9U1nqGAdE7S8fJA664l5er0IG0rG48LnxL6O2w4e0NulBoyJfA1PjWI4C7h2q8Im/ZSHfmB9saCBWy1lNqHYXnnTYmYXWa+JrHRcOD1YAwr/aNcmxNnOUo4JJD6bN/XjKlBf27k3/2I6ot7fchxMPh
73
7(2)
wXiRIghT2OOiuvbIC+yR2j6+U2OxbFXq+Jopba2t8tKpdVG60+4ubLVg8+YK9xHmD+SGcwbH1COC2TK/mIXUWgemZPT2jb2u52ONlFTGam8=
73
0(0)
qe1or/XppGivx3HIYeg3y7H6iHBCK8quKnWWydY4G7OSJQriB1AKjgaFANHt5nO3o91wfazVS0gDXkaTAJ5eFB44jC/iW1uUtIilFfrZLamTyOJ1+0bjKVFSr9asNcxC4NihU72RAEOwhXjR0U+cFg==
72
10(2)
A/jExdtV+0GldljCEZJPtlvLOFWvwGCgpO6+7uXNYNledOw/BvNoMpiMZ+4DKVRx
72
10(1)
RDRgg1IILgg4ZaA2JcE8dJWhCB+pazFKrXTpMb2SU8a8YoZbiCPX0ZKDTkPZN3n+
72
10(1)
4ZGTV1wfA1CgDEiFYJDnvBeAJw07XSYTNrDDU7RpQrIGL0XYtzkwiDu+DECFLdJDs3VZkNrLM2e8QdbjEzptsw==
72
9.7(3)
tQ1vYrB6vtXqKCsmRXBpiwZqLlvykzf4Ur/jIB09fTTvUfUoo0snCByMnIYhSiNgP0Csci3ARpcGTJJ5IFFJMerBermAgaM/D/mN9INaZvy01SvvRp26zosOqFVRuaatb+bpKBkkbNEd4r2zHiRc5w==
72
9.5(11)
DmCTozSQeEgxocrLVpO1+Vn3mE5Pv+lf/89cNZxBaE0=
72
9.3(3)
3jK/itvEbk+smMymTjBVGyctl+kleeCO4p9e+/uGjHoKr1BrwAkbmLNNrN8lCwfVyA0apdnvqriEld4OOyT071uhah4UQ3kpl+688AQrz86mCtrcM9eSAZHw1y0v05MLOcvGipstINkvzj1rqKwukQ==
72
9.3(3)
hQdiYJz9BD/tr2K0EQisjt1KIBEyjtTO02r0fNvKMaoa8QBZN3MctL9SgJYPQZ53UdoVpqWdWW6pB9f/2npDSAgpSBuv57x38qjhfddr/+6xLmOfcym5GCuUu9rr4z6k
72
9(3)
MQJiarifU0TeZ1/TsY10yOlzMerviVnWHRBgNnysCTUpEZF30Acqz/5EIQXU2qwcFW5GuN6UpmFoaP6Dxg7PxRKkl9puqXHf+sqQMboB+tA=
72
9(3)
Y5IXi2K/sSq1455d8uNmMub4wKGy4yuT4zPyIfh4U2cWI8jJRhs/CaEiqzQnvbHZ6/EGel4FKXXU8usSNSMrorannt9mayznbicRAsw6P3vaTAI+ANcFlmIGQbRzmhAf
71
10(4)
A9/OEMLbnfx4r56RR1gg7I3aAWedtDKLGa2CDuV8YKV/vaLIMvwBieu4m9v03KBFFYPBt4kj+6z3J78d8yAAcA==
71
10(2)
BZm2o7ZpQvUEg4pvESyQU9BziJarQEdiDzu+g0vu12yItRHFGi2dEnWXeytftyT8iNAtTcJX51CMcvKZDomFITmzYQsL/k9jbl3NJz28aPbDYvOxUZ2klEAtPLryoRJN+2SDbaiPhOZFEInl/nOoH/vwvo+YL9zvkGi/GMnzLHE=
71
10(2)
gZBqHZhTIkfsmChTGI/i/RQBzAA685AfA8ZbhWxDd+xS4WVhtmrD1B6w52KotXLZ4Xhz32zJL52jwLV18C9bQw==
71
10(1)
UZHmiUUimQFLasnG9xE1mS1fmFG8FdDrJapQRrEzJAGrEw8oEg2S+4+th6bp3o/7
71
9.8(4)
etRFNiVGWOQrotpQKbMjfV4PpMyCcbXapiPX/4OxrvJirPsO1/VObKoRkn4C8S+RBa3g8p5ZFuwnZhkHu7OnRM9DwniY1dqokydshX5RUKY=
71
9.5(2)
otIECo4l/4pUyE6VZEIDTUF9s2MdKuSRW0e/6N/7gTGqegVMmh+FBk8b9m1XRTSNq/dZuf9i96VFtHj8wtSFHi8zMKt7AlecCjx6tt1Y4nM=
71
9(2)
ZrM/IocBWY8ISffyeu15CKT3xUqGOBn3LWMmAU+gr16GExFGZpVrGHlpHuCg4dfu0+CJXVDqXa9pWlIjZE9IosM3gzKHLYUWkF/dR80nTuo1aQvqMjXksK7L9LUYuNyUOKcNBP1Vt+bvmPknpPp/1Su36Hp5B38i0Br96xSogj0=
71
8(3)
YrdWJz/Ea+lHJQED7DUnbNZzZuM9V4pqN00PKxAd2leZjXBmi9nGtgKsd2y55CoTHFj1ASFIDSjnZLc9ynTEC4HQByh3GLG8lv8n/jfKU7hInPrnblG3KNh7JG0b7Oaac+ElLIhH6BKjZrKLa/HyhTWKjqgYffbjzAUJc89YHDU=
71
0(0)
9sOY1cH2gVEzdFSjBRsRPNV7LxKghvvCfAO3wqG/oRQMVDBvkJN6kJX7rVfOKDwnhDiSL/N3Kq0ZFwkqQSbJGa0JOglTz7vHz+2q3Rhhkzpv5H1uSjOXtoL9OhC7Fv90E+/NvV7PGM7AEBVE5MOa8g==
71
0(0)
vOUqOrQBnpIIfZZ54S0GZQe5OKGcrdhivDi+wdOnT/A8PS05OkHZ0FEiduU9RSb/zvVaWQlMjWvLlciPJvgW+F/FYgWgHnCmiuY93zn0TMU=
70
10(1)
TYM1+Orvvy6svuqmlZQ5jrxKdWpNIDRqxIXR4+tbD4azP37UNexDWWpqe+znikvmlLyjnIQNlpaneOxi5VXxVdVbE/P39MWfwWxYG863eva7BARtarwNKzAKmXZcu9bd8kl7Qfb0baGoc75CAVH37xU50KHGkWiefZHeNMfkHoBt4rMN5VdhYStCJwrWRGjK99RV03y95KhNgh+XDnInpg==
70
9(1)
orj7cONVTBcwVfXOTmtSZovuOpKmy+qMSBn+g1mGcB8m4+pZsWLv73cxh+snDNuElwxVBnxGq66+9v5hVqFw7w==
70
9(1)
ysIgFOk2VF2gqvKNO8J9xqvarEUNK5IWsTX+00sVumWeR8wcx0ZcgeMPamnkYlZglLYM7o+Igd8S3K3UcRmRUT/FLKfe/uc7gZ39gwwQb38=
70
9(1)
NWTQRiPqmiyEnEGcMRdhC/71o21VXEbdAd8GRt3P11ohT86Ld57RHXiF0Jv2k+SMzu04Efc0MJ9lMsks54BlwrkdhwG60K1Lv30DHd5rgho=
70
9(1)
jIibhNkR5SDfUbIB5VGfkMqJ4bPXN0CfmW/ff4phe6NMJkEruADd4Rcq0Uo7YxbZ8tXFCgbJWDVSZAdWWh314eYytneP3p0RB+I2hDTuXmDTnO9QEzeCASE1r0BYgZQbHeD8tugyWO+z0KBzi1CEsg==
69
10(2)
gjjuOBIyM4FTR4tciwTvmMx1RWEIfCHNcSfdAzNs76U=
69
10(2)
P89egqUAyDR/iR2kaIzDoztSoAFNd3Atjc7lJZAYEjnZYt7eiC1UYUwMGHq24kEt
69
10(1)
VqABN/1gdYoXguOcZKPn7ghEQjL4FRmlWrMVJmK+oNpo8cUX+SdV2KI/z7RvG5y5S+2EYh1LAwpf7Dx0gm+RRIPYJwISiXsZ/KxDvv6ng8ZWNf4HFwPQy7m9PsdbZqNzpvDoyq3lz8660Uw1wRQCm3Chm236c8iUJ15gb/Dq2Z8=
69
10(1)
BYKX8BxD+Fh/to9RRu6Fnvq3IRmS5B9skHXpyLAhhUZMBEd3BJRDDSfgdLj44uqyn15Dymde4SO6MUgLGDdTKmyi5qtZbAZg/W9duWZi+EsHXKXBbjnuEdOVmMqc7Sm2
69
10(1)
PSzDVOHXsZmAImO2khYGQHJncTf64v+QtmmVVx4EJKcOW5L98p60rlb3Dl9P3m3noDGA+nrje9a1ZTJI41VFLkUViyQxQJ3nSCC+UpkFevT7VgnbNLOwgOfu1VWGB9uf
69
9(1)
SBOVp6jE1pr5CUK2jDAgXul9afAWZe7HC7AAUmP4WbDKkHSQdBBB0TkJoBgMdK2NhSo4ood2hiTcLVUmqVP0cp+BLvgU9UDSOaA2IjZ4siIg0/C/bVQZklsPfEb/Jo83G2n/ntYy0l6apk97XilfLhmm1HnDXCQUwf+jT2qNRZs=
69
8.2(5)
ve5nOCg9tRNoOYVRPdVYcaLr3U08VQTHrO5piih1lLSwym/5D5uGUlBpgIuLhJUxVTiBL37a0HS7uurfpXu962FFOhj6BZUdZ17bxS4Mhfw=
69
7.6(5)
4TFCdJ1cyyZU6HInp5QgNhbcgWAJAxkJKPh5ywIkUEHgtaPTbEKuEqA9oqEaRpHgr0IaquZH07KWNNVidDL9IpZIYdqTywQ4Lh47rDwCFAQ=
69
0(0)
4XB+qCDTpf158CHAMC1bOxV1851qw0pLZO8+YLoKcL4=
69
0(0)
4Cmg59y4bltXr9kAMZInwVvz69mdSv/3RBrLnz4Pguz0XZhmfZdPxz99z03XYvh9cq+Nk35hDpzK7mmdVj8eV+gTgkjcb1Fr6qWvDfgdGWI=
69
0(0)
5qjoM63D6nPgu+nCmlc6QUS6CxajKEK7nRreI7Owpy75JnEWDQGPq5mI7e/5QPPK+GkIad2FGjqbenbpT6tswoUYxMkpn0JA/NE58ULryGM=
68
10(3)
5qjoM63D6nPgu+nCmlc6QUS6CxajKEK7nRreI7Owpy7a8KUCVuiudzzjGNJOKIATB4vVxZvR4My3iTm0QopHyrIFmu4vVKUC/P05fmz31bCs8QcjnaEx+PQibw3xveS2
68
9.5(2)
Y9QqzK4ACl340f9m+NvZpxsqVeUmZA8yvJagAgOwNzTUaIMhFt6P1P9AZpW8q1C6
68
9.5(2)
5iUOyloHsGQ8prUanf6ITIoerBiocNzqvlOPDJDY4+i+wHfNRENLryjNEkEStHPR
68
9.3(3)
P/Y21zERUSylV8ksYRx56eHWXUsodBf9z1DdOewjd4UB8yNINuovJlils0nEyVaG6pL7FfkZbQQ+qrsgSqroDA==
68
9(3)
JBe+HOcbhy4RIYwplt62dMX+lPN3e2JTpBeFx6OX1FstZT9I3RIJqqfGrZvmFagglDPdD24spAZ6LaXP3YpKX0HHJcu9CSw3FL87qypRY7E=
68
9(2)
9XN/TOvKRvX8eEEiJiMg0rqTzH03H3UOlcdnGWm4bXnE813UBgA6d05WZJUPI7d5szfv6qzGfg+c+ZLRF2+qipfIxyEcO09aM1k29JBT8ldsukXVTm43xpWo/Chni4fL18nRrladG/61UISXCOStDz0J9u1laW13eshApQ1rB0E=
68
7(1)
L+went0ydYacWYge6u0LdMVbGDNWc2vJH9dWnbMIAnzxmWN7tqSvXF/SJablRA+rsZQQDrw9SbEAL8ZbreYhpQ==
68
1(1)
PIXjQexroCfufr9/Jc+93s9ctwRRh6QBlnK3p3BVt90/3i/6RWG4fDvFotUXu2tLvhXPCeWgskrJ4/y9/hOPGAeOTieiTMHbVGj9hrWMKvY=
68
0(0)
jW1FA8Xwrwhj2C6qeK4cTZAfcfkh8Cs+cLhzxAnmZ0b6PHKhIyzPzt+hct5Yv3XTt+e4SWBZH0qsfYqt4Hy6+Ec3VibEmSKCq6oD2aR6km8RLFJNVIBvC8IN9mmwfwHG
68
0(0)
31/rWFJhhENvZNDRbRIxD463JhcnXbrZzUSZNMhpK3JiOzjYYDmmSr9LIgsUI7uotV20z3F3qhW6IMsPQXzMq4mINPS+c3m6QCrMQiUKzJP+8Ozs9ybPYMLyFguYigeW
67
10(2)
EoaMoXpd/hCnbYT5e0bYSIaFkGkoPBJDWImMQnqXISZNHCrUmxePa50dQ627h984DNyRfyqHZYy1bGnB7oxRfy0nkBHyWodm8+51ydwg0nW427K/WVYwiIreHJ5aJ4Gz9PDSGKlRPbD8mDtBOg5W4A==
67
10(1)
1BHwPqZGd+Jl25KwkOXmupo2+nRSfIUWrPhDsZMy/Hlop5aolAyZEAcqqZQspWlFM644GwlzqmuyhXuhzQP9MQ==
67
10(1)
1BHwPqZGd+Jl25KwkOXmuhtlI2LXOwCuc4kj1/6S/LfHyHu91tcXTXkKXfkGpFcYlwOxt8wdJcMLP0S1C5lL9TcNzuIqFpMZVcTC1myqPZ+hK1pRyLsN8Fvo8kqZRnGBL9YKH4B1BPifm3CsZCrcQA==
67
10(1)
wOfoqVPH474vfyxxe4Mc9ZzOdYY/x4eDkcdhIpB6EDiG6LV/srHJ0hXjtxqm5otkLxGIgueKamPUKMUm/ZCEdE6NMHjDgoUJ7S9AzVBKwRQ=
67
9.5(4)
28ELmGQ9jesR5sCRXsr33ueaGIfdKT3UJN3f4zvRK1Ak91oChTnfXsyKIbOxPnknVfc+UmFU/SWJQvt3HPjwpg==
67
9.3(4)
wnuzFk+0QtQrgo+n1Xbary0koYAl1c7RUEI3b/r4TPqbvuoBz0rOUjYU3bDF1M8tyQaqvrsTI6GSTCBsXB9H3kFBJ29WVFgWG1Z2EH9TofqNdYCYZ0WMTCGG78s4/sTfAendxwbFphB2uJWYGuTjmQ==
67
9(2)
28Vqp/eLZzAidhMoKNjler/yX/DtV2BBJgOFBrGnJKU=
67
9(1)
qKdRT7mqKP4hv2a2wVTTWs/wSgJmKyrGB9NhIN1Paq20FFzPpxMw2zBOpmhE+ymXJzqOJoVWIYGt1K26JkkK9bEEHB+CrpSPNRJYKtduiWvIQsFPjE+EqoLKhiA5pfIt
67
9(1)
boXnBUrsSUHmBD68bdG8MNnV2u+D8EgW2oB274iNaxY25EUXS03ekVX1LLgsyMn23wEDG3gBpO88N2nty/fSLmI8NGTrz+iQOHaGuVKWj0ANFtQtVpMjW2tx4+pObN4C3V/LJHALgUEvQ09+iMsR1A==
67
8.7(3)
OykTis1n/pMR4qCRtF0fkHx52aeL+HqrU4JN8cu2ODa316iU/u2NdFr2mQoK865Pkt2YnZkNRtgfxi9GrQ8IxDnv9/eiljxJ55K8GqXDk3B8A/AlPN5VQI4LrhRAgKzC
67
8.4(5)
4zzEWEUPnF+qv6QSeh8kZzBWjzhSUiEGKzf/aAW4dNqwg9P+4iURlepmAC2TubL9
67
8.3(13)
lhF5AOO0j4JIx0qNcXq0hV4+H4zvI6+nhNHJb0t7iaEEG+fceT9uR7YRIlXVscVm9SrxqKmf+Uan3dfaS5+tBZe1J3h0R38xaGvgfo5Rk4AF+34oRpLPJocT0a/bmyHoFO1td265++dG3Lumqj0OIA==
67
7.5(2)
3hpc/graXbv9X6qbLQ5nxeIXqqcePbLoRW5AdxlDbovVj2D+GTgr9pCha6DUSiY9myKZ70YAFXl31UX2IpVXBA==
67
3.3(7)
9sOY1cH2gVEzdFSjBRsRPNV7LxKghvvCfAO3wqG/oRQMVDBvkJN6kJX7rVfOKDwnhDiSL/N3Kq0ZFwkqQSbJGa0JOglTz7vHz+2q3Rhhkzpv5H1uSjOXtoL9OhC7Fv904DStLGS71Clk66A4ogWkrw==
67
0(0)
sRhfRXGHvOtyIWbLtvsNxJtaDp7HCVVaNWTfiBAMF5MsoReRnlx8CewNM0Y3WnyKSJRmiK/OBcsr96oG+BQuD4O7OrgesUYDbJdt6nARRepRuvhvrAXeAjT7OH+WPzB7
67
0(0)
f+fW8TAig3EWSuZJ4UHgMNbQ1NWfGxm7jlWWAmTRxk2UAD/v1yeFcVEhifo/JslporcIKZijHpT7I7o3oP6JzEmlgO9v/59HLqi0ILqTnhQ=
66
10(2)
uGDdCSerQe4NH7lyZaBVd/cnOCRlf9p9K4wVRennpFLCYls6aR0WJvtWrHKx4aARyptAwPz0VYgTIqAtkk0GMSpZ3edqAXm791Pplixu3SIX3EK1dIbirAT+P7tQFuw4pqkRTN8dC3CXIG9SNkD5iA==
66
10(2)
1vr/n/haVS2D4P5f8LJ5oA==
4sR7jZioVsKFZ29zM9ToGFAsJxgf7rgxqaWYPqFxbBfFhANrBNyDkSMODfS7ttey6EEzgsWpPI422vDyDNwMkynzcEZbeADmOhSc203sq1k=
66
10(2)
XU03dzNG3/4BcD4ISu7GvLKn/L6SXPxx4oYKmsawwDHfN8SNbe3R/bmjjfgUu7yrY8SdM4dRcQf04/AAbzjMMCAIvjA7edOdzWoBSb9fQcQjDioTIZu5INCtLmiYekqR
66
10(1)
D2IGDm66eqUpSHSquGd8ub1S3LrCv3MMKq9xqrYJ7Bul0kZds+YjiH6c3D7tNkPsAvmvwwyRRESbWmnbpm3quA==
66
10(1)
ZE6t5s3quEazPRIDEXL8X3eEgXLthLIE7G9Nw+VWjRHaHLQiy3x8wfqj71xbhq59krT2zPvIZ478kJRfbcSsbw==
66
9.7(3)
AMzZto89Eh6DqD35pmQFIvG1nTWKj+mW2YwWryZaIOq5HhBn0mxWp1aEIr8ss4ODMNtL/+V9wXZHax1qYDittZVHj3xZhk34a3xelzTv2sM=
66
9.5(4)
GtJ7BFlndMC6OTFlcCf2mUvSrgrKbrE2rgLe2uhRfYP7T9qp80SPBXRs+71Q1L+TkXgpxAytbhAnvkQ0m2L/zfdznDcUgyprzU4nX8aKNbXuY/Xysr9guDe5dsixytRH
66
9(4)
2/VUsljSLMAT0wAtzYew2ER8MvmQRwbeU7FBDCnaEixTOCRAVOgH/Cri7f6C2Cmg4GanQf779/ei+4hTb1jQlQ==
66
9(3)
iYFrjxYSYrDb9FiG/Zwy05TEiV8N6grivBQRpeFU8G/cMTi6aXmK4W7KZY6MEehCkqrpcw/JgKCOZXfmQGNyzlivaddQK2RTWhNAC+yLIdA=
66
9(2)
Fd6Ruu/+kha29x+7sWR9gmTe+QFL+ZzPDOnZ7FPfYBLQgfDUzJpWUcZZPTdmK0nXjYmnesu8NGT7eDikM6pmgLaLJXEXdoTIhlDEs7aVbsf9JSugGRuMlNF2KNj8nAvTG+8nTVbaiGFoSqjAk7nPvMdCyIH3afdtLS1Zps41FXY=
66
9(1)
iN4v/mO+2VWLMqu9OdGz9r5lxtqFFNf5UnElgN7kGzxMc/IDY709ilM+3+NVBnlKX/XHQkKctY7BGq/t06dIKQ==
66
8.3(3)
8YuyQVf2VHxQcyn7SFLluTqo/CyMSaKzBjugQsA6K1ATkfdO2YGTvYmXpGYB1wvWOiw6dW2cAnPBiAGhIg6Ilw==
66
7.3(3)
275KqNVyzkE8CsfoBPOxmilF9a3i2Rv6+5M2YOCwo3WGrEhqmE+Vif1QyaSkhd6oF0f0fSQl2C8N+YAGeW1I7w==
66
0(0)
bifaptV8TpWkxjy4Q145bTc4+LyY9i3ABHmnHYoQIVyKq0iGGdTSAOL1jkP4Hkklfq9df+UWYFoQ6z5ioaf7jXqYaUDvKQ7NYchLSshb8sU=
66
0(0)
gQZo1umI43F+z26QT6R+1wSU8vuCBwKKDcfeM9WFuNaLNqJBLphmSAL2AVqTsLs80f/Fjh0ZRMmIAcxcm4qwIh/wnDKP88WUVKJ+yvnKcoQ=
66
0(0)
wIBb9hpuBAcuR2qGMHhMDaNBcZZYZNkjQVq6ki/K3S0=
65
10(3)
9nzFxh08NIfdCMC6NMZtyf8346LELmV04hfFP5KJ/q7jLXildNSgQOzUHd5tgjOcs5vAKdBqzon42iyp5Fv6Kg==
65
10(1)
NiH/UjRCXSnLdnrtQuLXkBJFSCjf1PWk3JJY3Fesb5AXB3pHJnpdw1SchASUV0Gc
65
9.8(4)
4qBEmnEJ9///INusw1jPyk1oik37H/2o+pJpnQDOpeZ6lSHC6j4DLKwy7sVtdUkt3A+cVrVVumL0Xk32ck7zpoDgyFHcXSyW2uFQFwXr+ERckljpWaqVUG9JEP+i2jo0ugJ/PPC+e28gypb3MsxxYSGi0+PrS0UfHO2MmlRHnXl3Hnmut22dKwuDMf4Bm6et
65
9.5(2)
HgOd5IVsM+jx/cIe4Wi9ogk+lUTF2zkSJjhrmbR3l8HguuNokDRMFWwkJGu4yBln
65
9.5(2)
6NFeftINLlYZSSq/8vozjfZnojdITLMiQOU53a9WBCkvLYzJblNi8P2i87Z4gSk8ui0vOTJ4SXB5xVsyGWoaRYJ7yYB59z2GY1BJNignY4xwjmGUq1cK7a90nBZSEui3NDX7n/2owLmF9JQMeb/2TNJ2Zoa6Msh3u0lAYD3M+lD/c2QkEdS3j+9oadYGSVzk
65
9.4(5)
28ZKUrZA727lNWXiqdD4Oy7XBaUCnj51RXPEJVStdJ7Z0GeZnDAj3izq6AJH4RWyssQ9yQ3sKb+gmgYWKIgHgA==
65
9.2(5)
q2751P6jUTKvs4O6cJL4MGmntj7aa2f/RvxwIVg0f+pOFm+UZfugDuyuR9EKtITu
65
9(2)
LkmzLCWpRX8vRHxp5CbtlhZEUGtd3z/xIRFHc+YhY4yYtC/hMD5aEqzrB/dyG/ZezxyOQ+ZspSUuJ2gX6tBZVo4GGaoyyfcbeBFuoITgxMA=
65
9(1)
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