pcITLTMyxSEdNM/4hUYqdBEQoCSdaCQTjr2CZHzBsOc=
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XY66ixcEWOCIFputebDw1H15Yocu7PTLvt8yRajUX6g=
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23
9(1)
j9TYnL6rYX1YKINB750XX1NRr9mFfG7DX+phRaXtktmUrJW/NOe4Gom90ino3Kr/uLg+TzOjtoeFGs5p16iGcyEp27bERe0xq0ytwfOVCck=
23
8.3(4)
lV6/v74TQ8Gc/OdLIYRUvI/r8SYBacJOKrQUMZi+/wg=
23
8.3(3)
ljt4rxXe+EdsbABr0szrq4sEOYPMSIds/GuP3Ue7cXhPp5x1k2lnWVjphQ+0JfpHut9ST+cLD4jQ7JAjZppqEA==
23
8(2)
wSQsygTzTDRTvQbGzBwla9kZpfDG3JH9F1V+AGpeT1c=
23
8(1)
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23
8(1)
BKBb5fxWtUU2PC0QpiUJNf+jz/JEWAU+x3VYzScf12Tj7c3SFXBYbV8hs12HHze+7Z2dBLzZWgXUGmIDfx0vcYTyQwXbWE5Dy7xdII4yivE=
23
7.6(5)
bIyyc5zrBoLL9EUXIKwNvz6wIraNtFOnV8q6yJnnQ9mQmIm51GkAVUfwuz4oHAoo
23
7.5(2)
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23
5.6(5)
hu5+SH5GHFlKyM0vOBF5e47karAWxfIZF9AV1rBPAc4lWKnPz3PkrJRIZqlViEAPjaKzzdE6xP3o88HEaJQuMUeShjiP3V+YYsS1qWz3NZ3FhJUi8iPLhtJ3XXIFAd7v
23
5.5(2)
V1HM2mUCi6Y1V3cYmeErgKzI2uVmDD16LtxVIBllvsYy8gpU6AqOcuskI8qQddEjk80XNI1G/7mK4TysARkORIwYTIgXT4g3IitRl0i5Vmw=
23
5.5(2)
OAMLgLtCzCVsPrJp5w6/T2KHu2/91UkMxq9kYgiMZFk=
23
5(1)
b3xVy3dzWYpfMIeKMDAk+4Cdd7dh/g4hsfb4gja8F2ZMc2OnMOdlb1q5g5RDcs/VKOsiBHPzcrB2KCnhEQy481PtsuTz4e/dfJSnwFuISQE=
23
4(3)
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23
0(0)
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23
0(0)
5prfEL2EaPDGQTIFfog1OBb6+rkSPPOlgeUTItCpru5eH/J6HzfgE0ERzJnNqTyA
23
0(0)
MwjfqJ0uwd+UODcV3hXsKC2Mw9uqunn3vchagyKw5gvz1ZCdxBIenw87ADtxbsw2
22
10(3)
jQI6/9p/EZA5w8L++pxvT1owzpeh0iaMlPm9YqlG2TLn9QiimglnoAMSUywI21MGAuir2q8Du3NnjMfbl+kTdQ==
22
10(2)
8B4BbRFgZFTvnAO8ww3aFbOcnqJsVCzMFEFURngagzM=
22
10(2)
MnX18HJdZ/t5MIwMDWZcNtUlncTRamhTd6fM/HbCs7R3Zq9GSz0wEiOpFIVEzAJ2QS2RVtSIezmnNRjtxaQMwQ==
22
10(2)
Sq9/FVz5tHL1a7jaRKHcpiiudptweN9MjzyehbrPwT04k8tNy24nE+NepVAzDFdNELZnnlGstrpJm26Ksbf5Yg==
22
10(1)
3Xuy6Eb2jiuYYJup3syVVC/V3OHmcomBr1bosZ7mVeyCyvXZX5jawRgR0p6Kk1Fwtov7IXK/KUVPhNUct6KiJg==
22
9.3(4)
jYFPB1yzzkeQiFUQqJWIDNIuKhre2QM/Xu4atpg7fLsWaaLyUgZ/nePjaD7LWRmD
22
9.3(3)
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22
9(2)
jNakowT0iqpvG2Dp+VQ3Aes0yBi8AhfwzzOry73s27TT452QVlPL8fWY8drM19Xf45GULbageGzqg1ksv6aZI+nGtyja7PCTKo2/pl+pykU=
22
9(1)
Z9U1cdEM1Si+7ihSJoxBA6XgHobpuPTSj0SSHW79cHlmu+JZ9S/GJvCVt5zSTFmU
22
9(1)
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22
7(4)
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22
7(3)
jUfYzvTMEBBy0V8dC86uX3PtxzSk39k8BGUt418mk4Vp0sQ+YhA3mdW2ignk8B9vk47jCSTJ3rxA9wxYM53XdO8ifKpWOzpbQyohR0wtcc0=
22
5.5(2)
sli18kFlKMnLx4m1rlFpgrEyB/skj7isRTSPz8S14ZeYZWFd4MtEUt+sSzU7z0zzccfBWSxAVapIbGSThXRv7w==
22
4.5(2)
e9idtqIjEpYHkkUi+9p5o9eiePrI9QYj5Ns2BKrxqAd6BDGDqRIeM6LOkPikAXCqwCCs4DLJPZNYkWJrk8ZvWRTJgs5YBzaIsZ8GP0qepsZzFVJEHEfkiXlexE7mc0F+sqm6nCWCgmdV9WUqkjkSSQ==
22
1(1)
ZP+ZwmgDkux2rBQNQ/4Fcjmwsn9oPYFdjNt1l4CiWTvqxTcc/oeBQyrEW9utT8BNDe4Cu/BnszHItgDg8z+PN2MfbUXFyst/ugViTvUaxwA=
21
10(4)
3Rz5MBaMywsQ01fY2zawHsLkdlfiKG+DEo/f3VUKMEkq3LOQA0K1cBbN4JI0KsQy
21
10(3)
LYWKfopLKVlPZ0ZL0g5y8l4qJ5+UEgCSG83cjtbm8wx2u80Lljk3eL7nztlXCZkcZYKuabPxbWaaaqfxk2Ef1w==
21
10(2)
WKdb3uor0gf//SsZd/1PTVcumlfLtTH6DbktEw1OtmUlQ177G69jixXfQrl1OCqGE7O93uib4VOntjqpVVK/RA==
21
10(2)
qcIAmggE0szCBIkxdX/wUM4oEvtEGcya6YuW5KXSeAsyTEb7qKsABPbnatsCqLD0UV/JEZWufwvM2iIe/BOF0TdpNEaYatIETXNth1TE86e+JyF5BsxS5BbRXHw53IucZONQRLmaxiqYoD2ShFVrJQ==
21
10(1)
ivXFozaJ7IerKTR6vnGn1D1Zn3Rmw3ekHKc2R3NSVbAcG3jlX6fvcGSNanXDsMxavSLaAQmkOxm2mbkvHk0N8cdkvtB59mC7shKyOBCERKcqKaIt1aHLM+BCXermSLHT2bPlM2Y4uZaaxjszgHpq/CDqsZWYzqncZAv0FFKtAec=
21
10(1)
l0LPQdEAEuGTLc+R1Hm/8lvfujy5+PN92n9o6bHCb1Wt8PpCkBBRqgKQnzc3o0uM7oMhAHG+Ewj5IzqYEnCif0J+tH58VUXOqK7QglrMOJBn40+zljtJNX7aPTZTIJqkJWht9dVGjTetyWNM1AHH+A==
21
9.8(5)
VflGzzz9x2Ri4aKlwdk+7oBL3cXjAhbfCAyNOf1Z++TRrIa3Hlq9uY8CjlsRFUXvc7pVWxZw/gyV0/y9z4q0Nw==
21
9.7(3)
vPSah93NdghRiFVnzpNUdRYs/xAg3wPPjkWvRVjBwvljtzucQJc/eScOLK/Z6D2ml2Ck8QreCSdbyGtbQKKv3A==
21
9.5(2)
XzOF7Z9tMFweaZrwRPfKoYvv/SxP/qLbXhShw5kISpn/MrBhuD9TGcsyRN//YKA0RxUcHRofqsAlefPhlVdskA==
21
9.5(2)
wM8XWrTfeExw+92U7QNg9ULNfPK6UDE5f3AC3p1rcJoHmJAQFfpcOKXKhxh3+OpZ
21
9.3(6)
6+zTeJjG9iFhpv5wlTp+sPaUJFAEhNUFiug07yDbrjvus9M1glVtP6Q74w4eTqVTAqOi3mfenwX8ePr5L6Rz7pdcQEkqYpOoxWzz7xjakq8=
21
9.3(3)
rs6JyJR6NrLx9lQKw900rmyUzciRnq/Yor+jyeFOe/uH0FyCdB2u47XNIE8MB3djC6Kagp/lJlEN469GUfHdJg==
21
9.3(3)
B5p59KR1t7FRzRv8nrKPEBmMqRK5usfjarzu9JGqZvmKECxQ6OhyAxyxjXdGCHmyLwz4Nipw0JmbOZJa3GVCpwDdhV6wrEuEBHlxb2h8mnc=
21
9.3(3)
Pbc+kskxGaHu84NbLC+3FrLIQT6/fzKEAMKT3PrAmiY=
21
9(1)
Vs2yP51eD3NQTZfnw+gxT0ga7JvMoSlAYMpy2eyuQzGpV1XgzepAXwgTrMoacPQd0YBE3y3OowKpKSwoJGriGg==
21
9(1)
lLgohACG0wYWutFivpAnvr4plt2trjcZRdLAm322gOLp5W1ISOcjY1YA8XHVLlMaxI9iIfH/tq+bx2UtsJwQ1A==
21
8(2)
KG6ZnBaZ7ihL/XrPr47/WLgDhX2dYYkedNSD/jnais2XpC9hmOAVf6VeBGKKWQgsdBNGXpO0vOPnklCYqXNSdg==
21
7(4)
g/RzTURuIewV8llW9axL4W3mdXzpMQc5jRvAJ7xFMWpNuq2UFq+Pa0fJospNuPOf
21
7(1)
8/Jf5aTtUvedB+5baicaqHkpJ+LA4QOPyC2NT7W4M8+c5yNANbw8ByqoH3e+S8zp
21
6.8(4)
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21
6(3)
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21
5(2)
5uIQKGcrBmHBpyJW69z/SkLi6urUB0hq9VGgYRluicPAa52UEAlnS4fIH827FILvI/6BR4f81y/3TBxtTrOrPw==
20
10(1)
J8Z+7A5qgxlrXzyjeh+db2oQT7QBeBXr1QDWozJSkZuW3zXHDy3klEuHOUJTdSQZtJZZsp0jdhsERQpgOBUbubODEmnXMKqPAsnnUc1q9uUyRkPS58YKvG7lJEv7kul9u/8HDliKUG+b8QWMa2rIsDprVFInJrzJuD1fX3CDSMM=
20
10(1)
taAI7FME2AYHogMiWtsna9M5d//rvb0DBiGXeuQoTe3VJcQztjO2FaU1rrBmNwgXWMIqZzlnB5eHoDid4ZQ+pQ==
20
10(1)
IEbXX1XPnVCBSWkPcEPe+qQ7x5VkqBVspQURG3Xl1IFwUaOascP/rHm3jQI/WDpbaVx/xCEe94OUQ9c6+5620A==
20
10(1)
GkFcPiOPlefJdtamKtlahxAdGxSOSBeulDQTpokWBSEiMhXIwC+rEQ0W+ucTYdh0MzyAWNbzs88xVPcAl+pxWA==
20
10(1)
NGiwTc5JyPHuV5Bl13nm5p/l6RvnSdckETB1Be/eJA6/XOlYdyFv7ZxgDsGz3ESs1Ey1FTH1a3fKsWbkrN3b6VZ0yYn248MvmGH4WLuMPsY=
20
9.6(5)
plgNXq0h1r4RGQLszB9cjM315IetEVLuqcvGN8KRvHSRQL3SchvCBBANGHmy9Tsl1dgzdHC/bO6x64LDM5Uy3wA+xw8xv8eAL98eMe7Ys4Q=
20
9.5(4)
3gAEnzOVWmoegs6VoprX/JrakFIJENGSw2m5y6gngyXdzR6CV8dRbk+Qg1iYa543mCLYFAKZUyCIqpu5TCyAQyINI2EO/FI/ZGiDIGm3qAYl7qKBiWaGlmbPVrBmU5LiwgM7JvH4jo2eRTFHhXQRXA==
20
9(2)
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20
9(2)
kUUr0iz2UNla7nG1Oo44LaDEQnwazwdgNfHdN5Mnnjw=
20
9(1)
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20
9(1)
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20
8.7(3)
3C6s1pA66lwM4YR0ryat7vJeUKMKrlukfqhcuXdZEU6WL7zeG4oGnOy8dgmpxtAa
20
8.7(3)
QgxROaN4Gc8RsmVtKdgW2vBstDQr3gXdfZXjYjV/KzSgcZMNUTU38oQzRUH7yVdF
20
8(4)
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20
7.3(4)
SjRenAFvZWG2+PB1SS9X2BY1t7kUqGNHvAPx4NQp6Yl1IHyeebOgdqLRADvNFBSy
20
6.3(3)
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20
5.5(2)
J8Z+7A5qgxlrXzyjeh+db4Zzk4ExAaODB3Cy+e++TOCd2iWJMtq0tVh3VmaMxAFlni7FvKTVZ3lz4r+0tYc6cc4O3fOINL7fGiWe5hjavBWoshsNNkUOOlswJkd2/yjd9AG8UXaymnx+goAqbgKd/M4t9nGKUmjU1ct94QoOcJ8o7/ZC4q9GuhZ5vhzYiLJT
20
0(0)
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20
0(0)
0zMkN/9qQky2d5hYh6lnOisJFXnyr4pxR8zWIDlitTLDKlSZPlxQrfDrz+7aLwPXnySKwlo36FNMu0W4x0M3VJtkLlJtNbFcywUAhGGRD+qqpP4EAlrfz3LPQ/Du0oCa
20
0(0)
x8VBiteRnGic5wpvzUe5rEv5I/Uo8Iy93apgmNehRuZWGg6XOwetS8fXlS1xlTSrf5/2UKs6w7bfPyehgcw/U9PumlNbkZ2oflugkXNatONysi/0YVbz/AWzUDCTqwoN
20
0(0)
MG6NQk+wNfHPlAAhRrsL2NqRlU1mU7Oo3zdE0fV9hjxIUePFa/b7mCBPngpv1iTyRykp3SJOkI78wt7j3Yy7GJmC0Navy/A5UZyAaI6nnId1w8VK6mWTTdFvO9WeEeTi
20
0(0)
1EcZwdLszfxPYV37h5hcZEeL/LN4HrxcdBWjCb7jJRTvvbmtKEhmPPQEdO+ID2i7eg5miXBobpvIn80/diVwvmWMsLt9FMxNaYkzjkoWg0Q=
19
10(2)
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19
10(1)
3Xuy6Eb2jiuYYJup3syVVNQu5CjG0uckfwSYxXyj4VDJAxBv4yfhRfXbFrgSsk4GxZ0ZVTB+g58ZqlxqmRwsY+ojwbbonxx7NSsYerGbsfU=
19
10(1)
OQk3aPB4yRhDBmN97IZcXgoNfkvF3woasZqSAWo3OhHAy3n48olJszGTAJuXQkuk25iqdAW/dR1LIrXjcQLBaw==
19
9.3(3)
qKt8vQOU5xgYpBpK6HGSp+0bFt+uQjSDqW9pGpCst1J4Wa71kfWYzLE/yZfyk1jtu7NwtojWumUpOxiD7Zv5xe/EiIMasYkwgs/XSE0jYBg=
19
9(3)
jNakowT0iqpvG2Dp+VQ3Aes0yBi8AhfwzzOry73s27TUsIUB7UQXCDJ92rzyoDXW2w749p4FPPT02kMSfaXJqA==
19
9(1)
0wbzPRYMFQc38Xbdb7uAcyhhbK/ByaU5vjyOvgLbFku6J7bMiD8cPN82IVnGCw/2
19
8(2)
bSyiAcWXioLVOxHe0FM7EVxVZy/z+3alYVZ25k2pr57kcBGMEAswCBeJaEmzQ2IJjyLmoCY/n4EPGD3wBGvZqA==
19
7(3)
QbZ7D2rRXgIiyDUKTXEsNMe6Z5Do65VuVdVd5NhBtwwa7fPm68MB/a/2lXuKYP+y9T6RwFs9c0vk+yfSMsdopXX+CRqAQUKUv0rNMCb+MfgjuKYqsXt+xK3A363zQCyH
19
7(1)
TwoXlYeMfhAxiZjxCLBu3dfmDYHpgKGNXuDzsRW3cc/I7/YQFZVxOijKlGGNNZFt
19
7(1)
pkQJDZElLW0JPyBgQXAfMy38jk2MAbK4e58AJLsghUKQUA2b+1ItETQamcQqUgTt
19
6.8(4)
pONu/c7tnthvcWqe8kQ5zMG81b/xzrD+jxQEzbc247Vgpc2TWGbI0S1xrg1TCnxX/i0zHQIq9l1aoXWUuAgf88Hlbw9oFclS+tAf8INrOkVFF3iiyljJD73DJPs3Zmp2
19
6.3(3)
kFocDmzgXYwV67dUwUJ9pOLgK3BgECJwDxQH/j4+Oxfz9vruNLwkneF8sJn7ighHtnCUdcboLiT2BSdD83UREtCjfqiyMGkSEnF7HQr3kxGjLxf7FB1idnfN0/HGT3Wa73Q69YmbTxOeb9jKFaa7XQ==
19
5(2)
x8VBiteRnGic5wpvzUe5rJzPBf0vzgrwINjlFjpZ8kUhzFS55nVnekvb9nE8dRNd
19
4.5(2)
EUMXgALWEvJYMjck3FuuQ8/iVDypoi7Se73kwYBlFbLfXFEt9PJZqChtTs/ljHCCN/xHVHezuLEfWS7BY4immQ==
19
4.5(2)
d9pNyYbr2QKrtuzGA6Ta5cURctxfCBlWUDnR+ZaZwcVUrI5r6Mmr4xWiHUdo5ctM
19
1(1)
6wfYIItO7Yc09ACczx9iyLFxNKs922VLRV8Zvd6RRONnB/8TSkwFzNqdd6pZaDKmNCQv75eaMRjbWItDNsWvImJ7hrV7FISg7Y54J1bI9J40e0Rm8KwBjMruoQZVGcaUw8+82S+sIH8PJq3nhEA8Sw==
19
1(1)
XHy6CMcb9Ij6Bq9PN+d4alClpi+cMSxlhJWfAoTLk93G9Q82soX1D9jXD0nw5NXqAQs9g5g2k7MC8CQl8pQl391yxHasYRdXuFZN383FIjk=
19
1(1)
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19
0(0)
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19
0(0)
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19
0(0)
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19
0(0)
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19
0(0)
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18
10(2)
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18
10(2)
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