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4
0(0)
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7
0(0)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0jlMyyqMrSMYj/8t6n3xAN67CId8eVkfHy9nulVgYSGttxnFEMhJ30Cw+Qd1ETn7ulneete+dFYA3Q5cBmfx4Rhj4Ns7VNT+SveirgDUxG2mg==
11
0(0)
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12
9(1)
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23
0(0)
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20
0(0)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0jlMyyqMrSMYj/8t6n3xAN67CId8eVkfHy9nulVgYSGtr0uT3idgsP/nHKPzidFuCVXMWugwhTpkVUbqXKTnplvXE6FlYzbO2Qg00Q9+zn2EhcIPG/WpCksFB9dHE+3JO0=
11
9(1)
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20
0(0)
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18
5.5(2)
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24
8(1)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0gzNmzwl/DqiObxm8bK1pIB/h7y6cmSX9ojlN54A3TkYFFzlSCuzDVlKfW80K0UcTo=
20
9(1)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0hJX5tk0MsQjIPaqoP82sakFXA6UW97G1W2nrJLt3ACFbT7JOCkA3wxXS1Yhbt7CDyI3+79opryPGZQy+q4v2gP
20
0(0)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0g6+RfbCfsaab513bi7IM6o1HtJ5JX9zBxI84MS/0RvYGxHTfFJoi86+sPHDV0YtT9EV0yj+IyBBBQ1yq9Ex7/COv0sOZor9rMcbuYrSJKp8r7gXfqBs0gvvt9Y7+Rmp+Y=
22
0(0)
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19
0(0)
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59
10(1)
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37
10(3)
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22
10(2)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0jlMyyqMrSMYj/8t6n3xAN67CId8eVkfHy9nulVgYSGtr0uT3idgsP/nHKPzidFuCUiKp4Ni5uwg4MaeIFNoJiFyG24/8VGGBBeAtfgE0QBo042YJuT7gOl1JOXdjlfehQ=
31
9.8(5)
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8
0(0)
hc4k2jFWzoFg8PQhN4Ig8jOpFnNzUAFdbdoVMTBZS0jlMyyqMrSMYj/8t6n3xAN67CId8eVkfHy9nulVgYSGttxnFEMhJ30Cw+Qd1ETn7ulExcGTwpQcONP/HFxjzcUTmsT0Ws/trRX+iufXBSITZg==
20
10(3)
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