V9Pd2bXCJvC08eT0/88PO3l544u0AV0zoMo9MSv5cZ0=
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RKrl5EEA7ZufnYqGeHcQKUqhkpv1UkzdhQFtL3tvOHtGbk6sYoDC1JQSje1kZoCu
uzMp46lf/NHj6jwcOSUg/vI53RFqp5uupNOd8V9kI+4=
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49
10(1)
7JrH4YSVVVRyTpgyvLZf6DIDlzPbILteY5S4u6Ilw1yvALiuVLcs7HRcQI6kjh19D1LbuLWR4Fd/0ixrJA/9bM1ouiGtWI7E3Kt3GjouDeQ1lZ/RZX1VzAgZvKX7Yl5CD9jfyxaaObhgdrIpwCtejtYvEMpfIrg57UvLe2MXUYhAOc/RWlESL1oc2tyfWNJ6i2lowv2TNMhul4XfTRCXHYUFYVGRkM4RZ4SDOr4eqJ8=
49
10(1)
WdvLVZA4cinHX0BvuTqTCziL+/XJwN5De7vLF6aX1OrgTn7G/u3I4wLQAdiB7f6uT/hlwFJJxLkrD4/h7oLqheYPsuu41KqMYM9AajzL3dvLC0FNxB5UZJw8vXzVYLDPJAe/48gDQ0n2G1PY5DILWA==
49
10(1)
Sh+iHf+dHcajRdFiAp5X14mKcZK6Krua8T6AEuTIdLHpwobJPbdw3S+xpqE9XQgkrGt7JDF6IjHH9kemOObuKpejmQERNpGKUl7akkHx5nauomUH2nSbVTAIoLSmdj8nH/vzDoTlI8YbY2qtSbC5TgGbZrApapA5Lbe8a3Sd3VjhEkUCGlRn9iKkUEeEBcx3dnh6SSXceI33xXJjigZEkg==
49
10(1)
Y9g0sRZWW2yoZa7B6qvu2RRt2mX+I8PrJyjKDtTvbq12dWb3429UoEnJ2mZtdG/wcU0LfZZbK7aFWNRUOdBwvCtldR/NBid47qv4FNK8rnU=
49
10(1)
WyOEZ0iGOCnaNznM68v/mwIjIINasHcxjwHSJWdV40aU8S29F2govwqU1sqVxl4P6Ulwht/bzalBH0CfjSZDNFNabAGolsXtpCA4BUlpJFGQSsqYRvNVUumrH5Nv11xwRbFq+llIYN5zc5p9l1422kgKnU7i5qZw55eoRmkxk2DtSnyFDcB9XuXLAotHIuUAjtbOU4GpJdhqcEjUZLe8fWzeSuZ5b/2oRE1uWWU9HBo=
49
10(1)
erpvbZxum0VRq18Ek81L33WQGnXz58DeKYmsT/7ZUySMel6ocDJMfna4GQuWR2mG
49
10(1)
fbN96AJ9aZcTEuSpxJKWVgawCiSc7QHv/ZHZSXMIO2PJJPeNsCMlWQygBGVWSIIUqrrVMxM5c4eMwVYZ+XRas0tDzLa64NVNo/xeDJiLY+G71UpK+/irpJ9BpkVl9o11wmMfWHUNQzWCEnmANbB3Tw==
49
10(1)
fcyDszzFnl74bM/yHdxXwxsFazwTunhJJCymfOOyBQJGKF2ei8Qoz0JTPFPTejZIcc3VyoP9f8wgy58aNGNnuthAF+dKJVBb0l0x6FkMadw=
49
10(1)
dQiWkf4rxKzpi846P9LCzPH/i7jtMeVh9Avw8vvR1ginWCAmKkITnh6YzJPQ8OoBJCUXB+YoQuieIZFedKPTLm/Qge3IOyf1nRUgaIa8l2RYbNDKxmrCImlTiMW+GXS6
49
10(1)
EQU1ABThi98t3/gQ5+TGo6mvmkQkQIiLc0zgydqHDXU67LmMLt8ebEkjd8by8od3oPz+ypo2I5C2s/OP6iK0OtvdzoR6oYBUkCrVyWZ3IGk=
49
10(1)
BrQVaA/bv71eDOau/9vY+TUQiWU//f89UOG4xiXDxdAYd/xpVNjf0aKJZlQJImUiT4TMC2+3i9nCkBhENbIyubX+fjP3z+gAMvEIityIZILwOKYmCQnmXW5DCK40ZA7Z
49
10(1)
Vd89mvEyJ9jQ1Ls8YpJ5YUyIESn9q56W1Bf3Y2oO35XDszv5T5pAHsTjxqWAR0hF1SNcgajsZKxR2CNEqVexng==
49
10(1)
/Xp/VCAWp5eLGAIMxxqh+EHEnnBfRWXaGhOZRwPZjIYKw0tOfvY0HscY9nKourkJ1p4a14c+yCQVLo22T0z9VNHGVJPwIKc1wFxhRhM546UQG7CKuD25+XAMRraEvTH9VQ/Jeqh4omj3XxXDnvUx1g==
49
10(1)
6x78gCvNFpo0Y4Qav7cvMV+w4f4QaEJKlEqgDQ4ZKto=
49
10(1)
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49
10(1)
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49
9.8(4)
1R5XSQxBiRU6saagHRunE7pjt8zwJMeUIQBX4RwSSBxM7TVc/NEHKtXoBIGm58fB7bLLW+SvVfMjfIvkK2DTAA==
49
9.8(4)
Vcgofh5suBUSlYbP1FBb2X7w1vEBpMgk840EKrQNGUM=
2KntM9yBZ2HCLrOaaEoUia0adJhTn+v1YmgAxL/1r2Gb0XjkV7y8VZqMPqrdsk8DRyjrd92pkmITumJPLCcY2NU/nn1EgswMEdHkOQ3GT7k=
49
9.7(6)
2gB7BTvGkErGlr3WzXfExEE5VTMk+5hwrr8OyxKLd1Q=
49
9.6(5)
/npNDrJ4hIOZ1HFE1a+9wlrMSp2TSEohGhUoNWbO7749QYVbNGR+/KyU0A6Nz2hJMF1pZ/B8BXxx4d3Fi7apP66AdSfgGrpwnWHMXbqUMYil59zZDRDchmyT1nQcQUnuH1PnScfmdp2u6nSNn9AWAg==
49
9.6(5)
pY53MZ3XMe8v1hqUqCAmHAyEXbjP5Tr6mwNkePQX2QnUmv2wTxQYUmZ9zNf0CmSHlo/fZvXSU8LLnALFgmtK0Q==
49
9.5(6)
c+VURl3qlUE1s8qifklBOBhIsx74loR/nnNGbBANsKn0S98VNyUvVoADJiwmha5mBHl6dOcW7znYk6SRQdQSwQ==
49
9.5(4)
CyTBAwLf8BRtwfbexa0XrPdycBRLY7w8bBau2Vt4nlUl21o+XGsyy606pLgoT89Z4oLuR6G3pPyJi6BOPYNYvg==
49
9.5(2)
vvit2PxndmyfUYsuNHOIDeyqAT5m9cPaBeIQ0K5ZpswcS43urC/w9TCT6L9WrXnHKMHXefghcvFcTBiuHMbgsxE2qH5wrePWpNDo72i1xK8=
49
9.5(2)
fZKBMRZEFYOc5NxfgL5zWHatsvZ4It0eYiq5ayxfWuSIlFR9c1h4gURyNoD+e2a6EHxSFM8A2VxDN8LQkGkxPyfnJk9Qx0M4TGT6Et+tVLW5I5uefF+6s2rC5Y0feGReLXDgrm2+PJcDuQlO8Yx4wvJ48v/S+WpWBPEn+hXEAaEDQDGKRKxGbv4fj3xcfgxt4uA4rMxrdQ9+1u7Y5ZqT6w==
49
9.5(2)
FV7+CTVlGXk5VqdZEVMszWZk/+/pIxfcnGPwa8f3gWS+oKzeasmMq2SPG8PWqtP2wKkrR19xtA3Tc7xMSpcPFA==
49
9.5(2)
Qg2OfCsyraZNeJjqUi5x5euz+hhaSmP2Kt0/b0OL6JkcOBW5C8zZlSY2bBWVve0z26NOTiLtz0J0WG/9NH1TcgZeOAJcfUrT/OKM2yO7vOk=
49
9.3(3)
ozccmgJCfWjocWMVlvAwMpn34uSwFwoPlmLhRMTg/UbgNLU0WBLsv5Xv8Db5mOb3DZk33ro4LM7iZz6mcOIeKuL9PCVI7rJptOUCsMbGT/w=
49
9.3(3)
ByCJf7oQBpEoOgxXOuzGcTvudtomZJ5qMQRyKlTXA//PtoLIVfsp8gk3ZBEP5XXu
49
9.3(3)
vJyKR+7hN4Wnjim5Djv960WbMammWysrsay9IdMB1Dqz/zbqmHUYdM4AlQql9qcMYWCMpMrzoGBGIVZJ0wDpqA==
49
9.3(3)
zm38bpOZeZhRgoMe5iDvE7ktDi0CoRSK0BhrLHGORiUu2yDNHCMnL8NjsHxdmB12JjHCsZrt2U+zeAPdUzPGZNFisbU+aYICEVXfddlFc/SkCBJ6e5Fa7ZGeLAGwJ8fJ5hxNlXztOnos9jDgHGexgw==
49
9.2(5)
baqONxuKS7tF4hfpkLDFUbAsrxOr50Zgu5bnkPHSk8uo24qmTlf2k6Mfq1eIsS1LLjMl6G7h+vd67fmXQrhk8g==
49
9.2(5)
ulKLCKDl8lsMqDWWvZ8rQRMcxDJpcbB+jSeUQO8AQH+Hhlnnv27d5DIyBysLuEa+
49
9.2(5)
AvxT1JdT3NbSfGA7rc8Ceijr0r9zyAFebHIZvSVUb8NLwz2LhYf6LpViFjz+2eM077hbFwuDyCH21hjpxbCreA==
49
9(6)
Zo9DjxRsk5WmNc3ouozZ0JqX7evZwLnfFJEfIFEj06nNqVvTd+R695bA+YCxR6j5DttgdyGo/cOsPsTNRiEbwQ==
49
9(4)
naQFhOQL4bAI5I6JrsS1kqbkDkPCJ9cdXkyoAse4b18MWCEB8LCETSC3Rl4QsMVN
49
9(2)
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49
9(2)
GNT+TUZDUxd9+bslw6C2PPoJWbCn9wNnKHy+u9CaijSa1U42lF6vDkPDshbqacB1pVfZDhupazHQE8zSUAD2gw==
49
9(2)
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49
9(2)
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49
9(2)
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49
9(2)
I5u7iFIW8p0C/6QKBT0a4KBoRnbUide3ADQuuhTGHh2qe+J1nTdMRy+lxpnHQowc
49
9(2)
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49
9(1)
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49
9(1)
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49
9(1)
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49
9(1)
S0HnWjpsDpVBXQ3ahofJ8hWgnPem2S6NutnNcUEP9CVIDx2NNTPqR0mV7OiKwLbkWaMfEyrZShQExH0/nTxp3N2Iz+mXagyGOEQeT/GEJzVmWAJxA0gpM5jqsfPQ4Xkd
49
9(1)
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49
9(1)
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49
9(1)
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49
9(1)
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49
9(1)
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49
8.8(4)
MT8GO6XwlH8RtAtK0UDTu9b+KCVo2TXXY/i/JweLX11Nzz2UyQcGD/7ZGb0YdxIpkRrzXkGw1WyW94NT0XGc5w==
49
8.5(2)
g2pOa9ELipvxFEDW201Nr8LKEBMlCpIktWXWyFUvx7AiitnLdjTyxpzSllwDlCXI
49
8.3(3)
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49
8.2(5)
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49
8(2)
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49
8(2)
nwqYG1vk4qsdR6iR2FeavWNKtdJitK0IFWtYplv5z/M2zDjDQe1TtsebusRu9Iqc8x7+u161AfaxkrlHKdt+2A==
49
8(2)
8sfHZHCoY37Dx2vS5ZAlAkAAAZ4w0wkw6/G7xptFeSsRneZoRKWt+wx6DSnIAU7/uSlBckQNS0codvlx3I8a/p3AlxB23Ui+Pt8X4dwqMt8gY0KA31n1BQikOpz/M0TW
49
8(1)
6fTqtemmjMp/VMECNPTGBU40u/mN9cuBuDcqbOCiolKAku64CMo8RmC/WQCXPlIt8iUuUJ5Z1eSCojV+nF3m8Q72MB3nKmJIYqup19GxVw6O2kY/5J7cegw83qUvvuN5
49
8(1)
moKq1kaQoam6FXM7JVSilsFepJsE0Or6nXfGuaycS531XdrORK5ACGcVo1SCkxHRxFhJ0erF8NOngwgAzkAh3w==
49
8(1)
fZhJncbe3vibEH6SlPa1H0Q6pZtlAhi/yVihIbZkk+ZlsnXLftX0vUdJcS+pTbQS
49
7.8(5)
20ez1NbfTu4rumaOF7ai9LwbRJYBD58TlHJduTEqUVg6eGktdIhtRFz8Q+JDY/MN
49
7.8(4)
zzH+NMQqUWgAGlrzh7/bibJmZDyDJwK7OUHaShnuh4ASxYHozrtU0Rwv164AmlTq2aMIduKGbPB94HkolgyXhb1xzMXrX7sVqH/LmGwGU6ODhsszRcu6F827rgmK4aqcJxbOyido0ViplVeWbL5ecxOMOeg+RbJqoJgGSivTg6M=
49
7.8(4)
Fr0xBF+bIT1JO+78wPwZNCcI5kI/j4uAlxoQdCWIQZeTcon0UUcL/iZB8xduNjxiPPpPkT7tWPZ172SeL7c13Q==
49
7.5(2)
LL+/NsAystII6t/O8dY451rc/OrKCDQDRqKbNlR/DtI37VGNbSdruSIbUjp0sZ50
49
7.5(2)
rgvNqnOhJ7wiCPPvsVpNcp2n6rKoB8g+0+ZiFw//B/okw4DK98YX76lQvMH1Ya8srO9mAS7MM+s5mjF4MyWcKW8VhStVvipfhS9HhUaNjLWqsSfsLe0wAaFNGs/hTtikR7Ipm3+jcFA6XebG6RanZw==
49
7.3(3)
TxRhB54KcFttXJL23edBC4JEWEU7hVAUHV0JWhewkXRvQP7VvY6jzYsOFe56rR9y9EA8LKaidoj5PRGjp6WKzEual/J8bdwgtEAV7u3YW94=
49
7(4)
RLuC9jCjefwYeIWtyQtHT15dTnxUqnyOQ5NoswRDwQOHm18GJLzQEFCtLwgwOSmL4D1xo8LKKC8YuKv0pTUxTxyGCA8SVi+sm/NEeMNOOhznsdox7IO4rJWyB753lquMZg4/IR/GlcdcezDHmShZTZc/c/CL1f2NYL47UpHTCok=
49
7(1)
cxgkhSQ5jhBR15Qzq+cWayrqqiQJVfrnIbQyNnH2w9/GIB3c/QHo522uBE9i+47glL4sFShjqJ4f0BHWj6La5d+Wphg95ep/OLZbpjMhzuC7kxRRDdu7Q3PW9WpcpGYZ
49
6.8(4)
a/f8qWtGoyY2oLaJQMzuMev8V90UWmfoRquJpzQeII9YjwC6kMvOrkHHZ3tsfZcLiYx2DlO/crVLPGphdblHaw==
49
6.3(3)
+sxKJqqA2nhW2i/YIkOitAe3IOxz1JF8DXHe7RG2jnh/LyMWDBbkrFt0SPZXGW1a
49
6(1)
F8PmwgCLfi2ai2r8bNlrBPU+mRHl9OXdsuIYfGjb1ag=
49
5(1)
BCQz6GJXAT9wNgBiwWULIYtfw3FlToT2dx3HLwMKeLtk6aEb6d5YwGR/5Kai9MdJ
49
5(1)
Cm91GUyJmFF5U4O/8Oeudbxsf4l6l+HlLBBT4MB0/aFxG5PWIXyCEwbHVGFveQIC
49
5(1)
mmKaLf3geotOZoCwDbzN4axXoluvmBXbolquu/7lPHc=
49
4.5(2)
57zeFTdr9XAOnxl9hrUAZ4cYwq1xAHG0NmBlECIzMJ8=
49
4(2)
FmXECayh2UuHFPaio6oQlGZPNvNpuKIZaIChZmcKyicuUj35KxXrr8hK3jy1OjCO6iZXm+DfSiHAp4xnX/sykQ==
49
0(0)
Rw5JgWO+E9d7AucdU3s7pKQnW3sjThFs0xZUo9DpqNakkv5ktP7HfjnwKSCGnoqFtiZPN0mhSQGguozijJUIEiAoGGeJplTzZ5nKE0FspFaTpoafNFjteKinzHqa5g7VzTu+FZUCmhf0XYcTk8HUvAwg7JFJy5lynWfTaEwLEAg=
49
0(0)
XruDY/a/4KOHXv7x6ObPoiuggknePEx0eLnWcZA9gDY5i1I0TXY4DmtHCB1ktU/xw0S7+3csjMQcCmSylIsmL0RHewBmJRY3HSwUJ0ZL/aauqX6zaRTKmuZdBrSGd6eqkNbuvnDEN0fNpMb+d7SC7f6xke0NCq1+3pj9x+oyPTOvw16oKIzRHU+qx3H+2z/L
49
0(0)
Nfungkcz85xH+ThsdNuizbGYJ3BeLjGz1aTJHJvZx6ozG8cF6L1zV53W2NK4uBapvDhttRqBhXxAMKl78TjBuq711DMiVHBNU1Y7AGDHKQe2sNvlnBJZRqOfTss/krygmV9NWFZZZrnL7TIeosNX5w==
49
0(0)
cJBzUhdUdBdmFtcfGxcForcREMTas0MHNIhbxCbMN9BBF/+WroCGWNCUr8QDB4gd+SaiX5ip+yhPcQohtlUtBAk2igJKrC6CKa2bs3nUkmXwZuPBz1i433x7duIUPfN3mZnb7MKVZdqqeOcNDzWWkuXl+eE0FwT/Uztdo8bnAyw=
49
0(0)
KB60yNtcAIO1qtmcQSbHv8MRmIqsI+NAm1arfQW8wRUwD8ygcMdjKMhHSajBJ9hs
49
0(0)
O2GHSPP5Llc8Z0LJDihVK4Y3gr93RC3STW0CifH9TTrLYV4frJpCQjxyZATYnAyl+G3LD75LxglcYbmq33V4PNT0PuBFJF7cbZV2QEw8D76T2gwea1ZokF4YPWRkclKrnQ8WPHIiOEwlAScn412fOg==
49
0(0)
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0(0)
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0(0)
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49
0(0)
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0(0)
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0(0)
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0(0)
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0(0)
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0(0)
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49
0(0)
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10(3)
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10(3)
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10(3)
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48
10(2)
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