Qq5e9G+SQozpERBHI7fbjAIHvf8Fl/dsfSWZClABNj++ElnC+p2AD5wEl4JZ8ROy

ySVI6iGgL9cX3mYXEUWwpjPOjOimulNwkhJEz7aAs9c=

1
2
3
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0nHAaHdJ5v+5y8YGEqVekkSnisyplLVfienA+GeR9iMPinqnAqTNgVWp7N/jBZJ5

11

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFKWLyXTD+w2JLEQn1wahslNxzl6R5Cb9VcqJQ9KIbC+lAWCVDmSqe0ozCI2Rghn3y0EbHmQ059OINjy4csvylH

6

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGo4TMMB3RzQ91FXMINbrAaDvJ9kxFAQljVQQhJxHuxpIQZ9l/p7FiZ7S+I/EyPvjY=

14

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGfPbA4Sgeg2Iso4rOcs0YFrK2sgrzzLUZd0323kUq9wODAMgd+WabxrseAu9zx1gE=

6

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFEv+z/SvGyGNX1p/5K0HndiMoa33rTbjvAwD84/VVWx/FqwbjYVyU8Yj3B76fJ5c0xbc67IQq+E9B4HA4dTqtLAafnpJEF3Iigrc1I0XhQ3A==

5

0(0)

/AjeqW0+m7jnyjOg6Avaz1Gxp/d1hdaVbx/6YvZoqUg=

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgHsmvQW+r/utve1yySDlMN5AoukH9k1BmRwoNn/XKORjUzgbRrpmp8AevxCbjbNf2Q=

6

10(1)

0nHAaHdJ5v+5y8YGEqVekgd6WilU5vOtQGKGnqa5k2jzs3sj1hnFdUL1CeWydO0fhlopyXqYi58jezi1lQYMe8NGvypiL2SGTpLbcRjJfQJ/H+/RlsJ1mK/VIMpFcpjg

2

0(0)

0nHAaHdJ5v+5y8YGEqVekkSnisyplLVfienA+GeR9iPjCCb9UxnyzLy302st2jRv

11

0(0)

0nHAaHdJ5v+5y8YGEqVekkSnisyplLVfienA+GeR9iMPinqnAqTNgVWp7N/jBZJ5

14

0(0)

0nHAaHdJ5v+5y8YGEqVekkSnisyplLVfienA+GeR9iMPinqnAqTNgVWp7N/jBZJ5

19

10(2)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFKWLyXTD+w2JLEQn1wahslNxzl6R5Cb9VcqJQ9KIbC+lAWCVDmSqe0ozCI2Rghn3y0EbHmQ059OINjy4csvylH

30

9.5(2)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGo4TMMB3RzQ91FXMINbrAaDvJ9kxFAQljVQQhJxHuxpIQZ9l/p7FiZ7S+I/EyPvjY=

26

8(1)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGfPbA4Sgeg2Iso4rOcs0YFrK2sgrzzLUZd0323kUq9wODAMgd+WabxrseAu9zx1gE=

29

10(3)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFEv+z/SvGyGNX1p/5K0HndiMoa33rTbjvAwD84/VVWx74g2O2X1bKe7t69Fd6ANgs=

25

10(2)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFEv+z/SvGyGNX1p/5K0HndiMoa33rTbjvAwD84/VVWx74g2O2X1bKe7t69Fd6ANgs=

24

10(1)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGo4TMMB3RzQ91FXMINbrAaDvJ9kxFAQljVQQhJxHuxpIQZ9l/p7FiZ7S+I/EyPvjY=

56

9.3(3)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgGo4TMMB3RzQ91FXMINbrAaDvJ9kxFAQljVQQhJxHuxpIQZ9l/p7FiZ7S+I/EyPvjY=

64

7(3)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFccZdwVm6TJsb3mGk1vYCYGuSboLEmNBPG3+E1X96VmSg2ZvWs7BnXkRr2vp4CsLY=

21

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFccZdwVm6TJsb3mGk1vYCYGuSboLEmNBPG3+E1X96VmSg2ZvWs7BnXkRr2vp4CsLY=

9

0(0)

0nHAaHdJ5v+5y8YGEqVeklDL45rXJ9x2Y8dTFgdpfgFud1vx9FHODX37c2JOcQ0ow2gFF6P6h/TjGaJz4E5ippHeQ+zngCCLZuBklE5pXKcMQZp2PRVGoplMzzjiHhFR

65

10(1)

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2
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