k06TltK3FDMdilLQxhXZZ4XaehjxFI1GeCSVJBNpK1M=
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  1. 6q14ZPqPBKx5NvCetNGi0mXQHbjL0lE26dortL/2iSy1k6A1+/e54ogxslpXtVWE
CWn7KpSw0rBeW/IldFpHhEG555KZUL/7OmtENfDf8P4=
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d+V9lqKJx0C2O+H0/zH2eUAB/NDvKqCkjJpMXiZAM0w=
 35
10(2)
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 35
10(2)
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 35
10(2)
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 35
10(2)
T0n8PcwkzxN5XUlGPfAoOyFqE2efJ1b4Jd4gzsCjS7I6b8uYy+nBB8U3QEXgcxzcGhfWR2xa2bZnF+E8SoBBOJ+782EPNNmJvk3YwOJBZI0=
 35
10(2)
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 35
10(2)
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 35
10(1)
KStS0yHH9TDdfF3d+G6XMw2dDaOOeQ6IoAet2Pstkt4KmzQzWFEU7G2AD0soMaAPYsgTFGpFK0GJTm8lDHWdhQiyyU4Xe64/+5/DNVKOfkhmp1B3/AHbyRJNYtBQ0/z7
 35
10(1)
7xa7CjxvZ7bKRYfT81qIez1NQRD4ag6GGyTbVTDVQR5MeEIKbftjiKTD+JlsW3uq
VP/k6gcXTwmAOI1VPoVurxhOD9V5c8KBgbCnsb6RUY2PdIweeJmksRT2IdtjzDhwHB3tbZ5sBAtcsSnRKuNB3t8JHP+YPGZ1XL0lLJb0KFJFVPN61GDO/Q+t4Z6aUrzeO1y8TA77igHKD6qRd6zHhwbdikLiCJuh280SXLCCh81tAc9DBe4vnyD8LjBB0Jh+
 35
10(1)
K4mk1QoW7AeX+Mt/kbXrpLGXXANjdjLMfeN8McD6tKj4IxWRE1MCt5G71Odh2L0vmG4+Jz6N2faD9DZR1zQN1h0Ca94C1Y/3inDd/VqqJ/Q=
 35
10(1)
5+MRAqwJt/pbYRkt1AW9WP0wknDI/BCjHiqNkm8yTcau/9zmHibM3CCOqyxIpxVdTMvfla3ecbQE8PGPTtXq4g==
 35
10(1)
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 35
10(1)
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 35
10(1)
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 35
10(1)
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 35
10(1)
kaULSkUuC/r+zNK4yXtOTsWBcNxG29N2RNJDDgj62yoLwtN/D3Xh2swj0/YpgdT3RVCaxCK/uqqchWY00qah6hZFAwXRQxyxSroQF4iJpKs=
 35
9.8(12)
2LpweHK/ZpURKp6iG8fcXbFwUSihHviwnZIrgZ2eXKgczHddWmvfGpOzPIDJGT00Kolgs4G/RxW9f4xwQbF2lQ==
 35
9.8(6)
Te6vDtmACjWeWy+mRc5Q9STIcjthyq+fDQJxEB771VeBamtoIZaDAyC21WOXZASIRANwTz3m0KJz/ePKJaO39JnoIY8cJO4+4QIEnyvScws=
 35
9.7(3)
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 35
9.7(3)
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 35
9.6(10)
hko1SMj0EbkeLmOFE1TyFJRvcZu7UgWSXatNTmQK09Hx/M2Pp2kKklECYNvsRXmkkaLqE48/YAEcG9Hnp+Aa164kBj5yUrx/Tgbpr3aby4g=
 35
9.5(4)
VCrxPWdk2TNAJm1+O1HLYNyYZytm+IhivrkaioIFD3d15g08o7hDjegUIYckrH1U/yuD7MN5f9mzf2bADekFY94VXumKrBeLqmUeoC+c+xAkNGUp+7fosHAXGpJCkYd+A9SAd4hk5MNf7w773ZcAGA==
 35
9.5(2)
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 35
9.5(2)
yIM/sDWnsJuIHOgLLdFZVhBMY6VuMpCqmV7KokPbmM7jYFvQQ+HKyaQ2tDvCESKsA1nML0QexS+nyTALfuxBuNctJ6U8s397Wctbe96RvJUZ3D+HgTC0Id8A+EDpyItl
 35
9.3(3)
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 35
9.3(3)
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 35
9.3(3)
cP+q/CLDF9bhAFGPz4yHxAmmvM8EFndre7lZdNxUj4E0XztumzfXgdDTYFrVYrAELFG0B6fpEMrq7IOdJ5FMYsBgucca1wM0jEJntBTvdI707GQHGJlDzi5o0YZLWmIq7Nm4kG41oVG3JJIioGJ95A==
 35
9.3(3)
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 35
9.3(3)
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 35
9(2)
m81eP53vVdNHedDmNRb71C0q35Ls/7iwOgo0vLm8gCAxZPJBWvog6OeQwXuhaJUIBtTL4ioVC9x44YKnmWJNEHNnhq3uslC3JtgslDB9ebjHhOiLp6csiXxWdZWaK9Dl
 35
9(2)
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 35
9(2)
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 35
9(1)
ZBsByritedVuq4psOPhPZoaR9W/QgRWcW3b3Q6QQIhxnGXb5J00iMAwp8upEt0dWvm/GbHd+tXCJeo6q2jiJOA==
 35
9(1)
d5HvylGA7fY3XAnuSPSwsTa4aqY3kxymyCH/ZH8FkFfIPijYBnQRAPmz+XuOqGZo
 35
9(1)
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 35
9(1)
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 35
9(1)
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 35
8.8(5)
0xfFmFs/V4YkcVMdTuFnYtG76z7ZHV3BQqhyTaXw1yveJsyXxUKqrQrBmuEKcFFCDxRDN1qz5qmThHYyY+eIQQ==
 35
8.7(7)
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 35
8.5(8)
ucwc+1diLnPxgWvfbG4q5LWPXhB3c9MbfWvDf6lwfSOtmtTJuvE84T04qKRkfRMnqLU0baOfLz1QYmbv47fR6gEba8t+13/WYfB7Xp5bSIs=
 35
8.5(2)
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 35
8(4)
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 35
8(3)
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 35
8(2)
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 35
7(2)
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 35
7(1)
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 35
0(0)
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 35
0(0)
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 35
0(0)
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 34
10(5)
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 34
10(3)
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 34
10(3)
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 34
10(3)
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 34
10(2)
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 34
10(2)
pbXcewIDT1lUoJCEVOzMmw==
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 34
10(2)
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 34
10(2)
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 34
10(2)
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 34
10(1)
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 34
10(1)
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 34
10(1)
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 34
10(1)
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 34
10(1)
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 34
9.8(4)
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 34
9.7(3)
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 34
9.7(3)
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 34
9.7(3)
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 34
9.5(24)
Toat2ZIZmph/MwO6m8LAOA==
VzcIIIFMPgxc+JrZRxY20Xey6eKws4Kw3WPt60k56eFmKZuLG3Rx/ENPxRGxtlo6Cn6oEcOYd7yBUfUv19tDjOQ9wpvmtFSpSv8wrYXIX1Q=
 34
9.5(4)
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 34
9.5(2)
f4y7aujYS7VMyGavpy9Id1bqRJbZcDraUuhyBlmpcBXJl2x69HLXTRWw+2B3VH6WDwm7vti9XOKwamvnfFQ97yO51FQ/qvnVD40okVIhTDA=
 34
9.5(2)
FU2wCjPJiSpNn9u8VNN46dQtYUDoGsTrc85XBulo4TZDv5O4ynhncnSPUP/Q5uFKrBEk75JNd7rCVwRagZAb2w==
 34
9.5(2)
K/OdWeWg8YiYitx952SMaUh0gvcJJsWK87u9On0/FGt4fCsckteZ4axj1qPm6EywEmkiV4pkWdT+mVF9IOxcjNDRX2A2gcPtOuW6UMEyA1w=
 34
9.3(4)
aeTJDhNi5eU2o5SEJ1Nrkvpx38YzJy+eJPOcqYDv8GrI8RKnkoTNCk7SkFjQS29LuqsWAfkpV//44AHAZPS6+A==
 34
9.3(3)
8L2dmFsEXyedGi9YUmgypUjwRKyA+GhpCalCAuo+BlDovEMm+lS3mQ1WEy/fHA0rL+O5MnswC71FD+PLjTnab/nJR1gK3OrTH5jot/XnzfI=
 34
9(3)
Usk/D7aYAQBvoiHwcVurn3LwHT+Bj+qFtpU6mLQ+hy6uVi0oc7GO/PSIHkc2F5UAFMQ+/wEEGbrmNKA3MF5WK5Jv1WQ8VnMGQqcLb1hs4Iyjy+MN2RxM4BolmaTkEXXD
 34
9(2)
FKLXjbMDkyA0/MXsdGbAm6KcdTniZ25CNnf3rhAUsG3MTIUncrWH1XCMNNVmlY14a2gn6zDSo35bENi3KoETK+4pHpjKSbD1/pmPvZWMIa/JNu/Hgi8AOQheI1qgF3OE+E2p17D10iXz63GWkE2sPg==
 34
9(2)
0aZ5aSbV8t61zX0JEyfAxcIS+rpR0lXGGVi/iVjG1rXLqmPr+yiol9HniW/Xv9UNyJv1Es9xnxEvrxGSCoJKiw==
 34
9(2)
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 34
9(2)
LP9wD6kVr/474BmeoNv9rWijW/LWJkz5qIRwI7uIyS/xOcLUaehWyV/ar3EzzEyYAoFXJr8sVwvQ7peJVnNCBf1/ZccnQ5KoctB7ru1QQaOluF7CZ1xCaj8tsM4FVJgWsOm7D/y9Bt5yXwuuqtd8O4SRcRGPJVHSpNEujrNoyH32/tzR3aSDZE880fEvyARq
 34
9(1)
IzRh4DtQDTy22n5xlCFVOoil70dgkigYKNf4rNXKqX5UNxWzgGV7OrzRVDMfMMBl
 34
9(1)
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 34
9(1)
/23PVqKfzywQ1+cVSeJD/2+IrnLBD1VXokriEhXS+pU=
 34
9(1)
V8zqF3q7Grlei3A1KStgggXuSxFmDAmnQ2j2h8nBEShHgVYz/UoKKR0HdJqHxy7D
 34
9(1)
soQvEFb5NO+ffji0FfD4mMImVIuYb6ZT3zbaElqglnD2eYCdh0s6zmv8jos102K/gE7Y564E/7PPvXdbcgFg5hGG+0rHNdIaLT7oKghQwTA=
 34
8.5(4)
ipqjuOezlTlfDOY/Oxi3aQIItScW/rbICyFXCbq4o+A0jxr87xp25GfuWgLIEGVWOphn/w2O79LsdDRc8FYdFmeuHqnZooMIDB4d4N0ZyDAMNRMfZngvMyZQWMYYLRY7Xu9+U7uvqJqtkm6od7x5W+pXB5k7dA821ZuavPXQirY=
 34
8.5(4)
kd4V1rsptwCopEcno3UjrTzTQLhcBzFXuBJqakSrntxoWctJNbrvlB72orZ5RLL3yiGwYZtSO212JVeuUdUrDj6H9WgfEdTQkneiSrgaiKs=
 34
8.5(4)
0VChy9bCKwfiCZa/Hg0QgOkbxzd8bV2SK9OSo8YWsg15ccAO7MoiFdVAmKON023G5czipS1NNLLYd/YzrLSC4Q==
 34
8.5(2)
q2OEHsgBSuAVJse8nystRAZycl65yUm1S4SsxIk/DTpoiF7ap67GdfPTKNxWNAe0X+nr5XReAa5J5wq4Q1IYFE2rT7VZN4+Zsxwqz1UI71g=
 34
8.5(2)
h7Oug1H09VmB4HqXpwuRGWcp9Y7twvBg4xm0I5y2KEqWjNhQGC0s/sdmzBR5o+Iv
 34
8.3(3)
GYIZz/htWJhVHIZqQvPhUSvmSSfcibaMxSTwDY2F7cA=
 34
8(3)
l3X0APKixr1DUvFKI8xUSO36ku9CvRGzl+ntTpFuW6vAGgATzOsnNTkSeP/xUWWP
 34
8(2)
JU6Zqsnv9HtqAWN/uclwAHnoLcOHFg5xluBJXcwQ5X3XqFYrZkryseif10G/2YSvIvt1/TaoVQPPZTrA2neyHA==
 34
8(1)
kNM0MJllDugVdcMZE91XjyxIx+xBWyfF0DdMUewhSZ/GXiwxU2WFOwcjOec1zWTYUeWlwTM80pkDnE6RtQLyKQ==
 34
8(1)
v5ohSAh6EplsV2anesUbX2h4f8GF2kOEgJiICQf4TydfYGDazCMnBDKQBqkyzCAF1lqvmxu2cNkBKNmnOvHdtQ==
 34
8(1)
4qjeYzIpsSWkIYE5LmUMyP2tWS9Z6mstDLR0spj8fH/kizjAa3fxeyC9tgKFjq5p
 34
8(1)
TF9J4sc0k+yHeSoyg1wPJxzsdLuPDwh+On3eH4MlIwG2FXgTOl4KgcKg0NE+w0SA
 34
8(1)
Mv5eJnScn/D1yHnT8iGOmvJCfXurfIYir9YT4q7Gyz+J0JJRKxOuT76BP+4IMluI2cu69pjnk+vvhE2BN03L7w==
 34
8(1)
iopg0v4dRHAJ7IIMwx/Mwq319zmO3YjaUp4btpbPaf824F5vpgwuNFf8W7KTjk4hqUBkSq4eO3xhocS/R22/xQ==
 34
6.7(3)
Tvzr/1JYPNWBVKCiU5hiNQqlY2wbWxOtebAyjO9WV33qaRn0oPEwphBYnEcBn728ZzJbCkfr6vyTh2pMOZMT9g==
 34
6.7(3)
u32gPEBTgC+kZHFLtP73uicqxXi6SopW+CMPlLNygA+S4CTNLT796HdjgSCr1kdSe/4K72lPuiXT40IWfq0CNw==
 34
6.3(4)
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