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JGNDCHoBcv0n20gqQsH/1NQzI9HeMkc3oFJZe6mPe28=
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A3p4jHjRwEENlhQeSCVVHnGS5aaLn8iVbFpcTWKOQosrtzMnt1L9UraOL0Ie0RhY+O9BhwFM9STGzar+fQrI+n4hN3lVfYUpmCAZpni3S29XzA+tELlqz7VxppL2/r/FlO1m2YAIybdce6N6zLCAo50ig1uUDrS+DA1Vq92vPaQ=
54
8(2)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9P4iopBatbyu/jOGX6wNwvodYyfSMdkPfDGS2LKtMt4ATFbaeDcS4+6ejkOa6UQu8zxzWQ2A29s4UR6NR5OOMJyP+4JneXH8T5qiZlazjBsALKEr5dBs3Lg+g5dPqST237qGpJI0f+SqJ2Jvu5TqMgfEyzHE0EMmwIJ+2/CSUbFVgIf60lj7FaDfTfFGHvupca0MoHK0rFM2Ipwx2VQXR5DAHw+AsOZaU4bQbXkH0QzPTHT77Aq4mngzbxq+x7Quc=
27
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi/rMfZIQcTElvp3pEn9X4SM06Xz3Y8btfdDgUosMLx9YDVqXFvbieLMSYbIPzQEJz8HRxypIJCbjU0EnyRKs7iqlEiQOCGUnA2dqZkvMUEIZQ==
64
8.3(3)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi/kPTfK4BQkW5NI0pdif/58tcgqpeBnPi5LBazpQy4aDhuf9f4VwJcz9n7h+DntfUjyV78wm6MxxKySYegt20ZPo0TE5waBcn4MF46oROwynw==
62
8(2)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi+zQ+D82lWx8T6l5DQC443FC0/AuNNVIMD8CuqSoJManaLMOjx+Kmm34sBM4AhFRYsd8dB7Awy97yTbP2/kYxUXGZq+7uBYD2MnGXdvniQA/0qxxBOaDrJTpwedGV34gh8y/Ad4eMisdn0FQmUmiBkowr8UG2DsZu37Mn8pcfPyHrjd+kCsPjihGsoDmJWwxsM=
6
0(0)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9IbLPe3y3YTjXBbajNNX+rFRFrqRw3QCpH30a+Pny2bA70zOmaZHn4RDDgrPwV+Bq8PoLPXaS0oZ0CnpEmkoUhUth8rDNod1kdKeDC2H99gLpNek/zI56H2nbmOIe1+awL7BIZSHwnTkIziKNnnd5U8pnlaZaczRH76C9neprSA5jbwXfjHGV+49Oj2azznAtqp5Dy3Gmatrk+yMwt38sO
59
10(2)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9NHaB09fyinHSim0S0nWESDEEnNXHY9ZyyetprdYDmbWn/S99T42gNlOh4god/Kp1T4yOKuhj1ysfmfDeAkz//9vwC5fICKLNVKvo2j9J0am2AVUD9JtvOdr3Cl8nt80TGXJZqS0O+czFo9oFgnAWtf6PNXt+gwu6Xa02n0jwRHAashdi1E/sgmiHmoAlUoT0=
40
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi8+4sL/3pS3NtqPmea8StID57O7WTZcZpY/y1zcD6THU1w54st/VRY3vuG8/mBCQFpwoxLuqKGBX8VRIe5M9aPUZkVZh8k7avt8D6LnmopJP4KOPzIrpQ+smrFM0b9hcUdnKLotZDITbqK49FzWy9UtCctxrqyELiykv5J1C0onkqJCQ+SZvUYB7AGI6naoRbI=
18
0(0)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9AMUiK+r6XYsqajvhSFYBHCB5yWGxfAzJt6rqdo8v3D65z1FLdgN+C7T+HeKA2RHoheAAq/KL87dEM3Fe2GGwZS1q2O6euoOgKL/iVeg3eoPMlVHB45CWv88dVREPEiB8=
23
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi+esRVTj+q+VZWP6ftJVV1Cvuv5mi27X/X2jQrVEz+g2zgBaSzx9FXJXsj1Vr/jgxd9nRxnbTrAXhdMXC33C46DB+3YzzsyvKp3x7nd7uDW/Cfbyool0xMhDOF1BxcTksXb0oe/llM+HdUZVWKzYUmne31zCVuSJ1ugWUxQPdQqk+0JYUxbqSBoqftkgQTEi3GjpbJ6FzGfGs+srd19vlPnt3zCNku7/gKnGY7pb6cnyA==
39
8(1)
A3p4jHjRwEENlhQeSCVVHnGS5aaLn8iVbFpcTWKOQoslSwt5NAnXPn1uMfN4Ty/sl4g62A4UWEv5/pzGuo457E2qutU1YU5Rpq21c4S4/psHAj2bw8AdAmZ19UGG+P9oczNzu0vckKknhkk8TARLIXUguy19Q9eYDcrImRKXSSs=
67
10(2)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9T5lm4I84dHwmJ9SPdEu6VQTH5wxx3B6k3uVs/txv2ogl7Tij24rf5GYpC9Up45b/nYL/D2+9gjDZgNtRx0LbB+4L/ZMQ3sFWWdfmlisyFHBj1vd5QYbeaStkG34kSfZYHGYOut48OqyBHvXB+i+QJ
33
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi8oboTW+lpl8GxJwjj735dKZfo+QsS3j7ipZLf/kS9W0xvDydXKIXKu2l9P3s9/oP9/lLuzUqZbKq/X7g9FVtN1At/tve5ae18O/Lx9ulpRIY1JY6pjpeKR19IAEENIRRq+fODPGsUPiXewxAbLEj3nG3E8j4qgxfrmxTs5q2UqAf+Ki95yOsNzq3hNUmz7J8z8b2BcItUO2EZacc5lgxMR
62
9(2)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi+udxjgz9j56zS/ZeVo9tPmVJgxnqfOG1f2dIdq62HYUKCI3L3UP18EKzRLgdlbnC1KQYMPtpejogcxlTTqv4bxKxXifziaP5E4O6Vv17cGxF9HVujdFxJVHghOr56D3VwiFUYYXu2s4W3fNCld5pxSs3rsWfe1rlIIrIbpGVuti52siaPwaJ1ebZHJnl7Do4tLwhTNP0vDWPSD+Ho8cmVQ
38
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9P4iopBatbyu/jOGX6wNwv8efRwcOlLDsA6lCtJA/OcYjuH5+kGbfMyf+8Ux5lloiOrGZhGZfOrlpjgAH/iuM5QrDnuEHYesdXc6gUEB/ODluxpeLal0KwAxA+k57f5HicHEONm/hKQK9ofrV2hZsNjr0dGL/C8uaHSZb/jS9JciXNILGDHUuja55tO/L15/U=
28
9(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi9P4iopBatbyu/jOGX6wNwvJvP7ZNPShntyOlwdjl6yp6bNE5s1rIZ2kCT5F+1N4DsXgN1hdBbmLeyiiZgTswtokkpUizThvKBQ3U9XywwBIXHueQzhCIME3o+2FFtKVaOTegw6JzbS7k1dHAU4TAsqyGwUmQ9qju8pI55c9wHaXT7vem3kGE+MFR88C1XP82g=
33
9(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi/CxMSqwFsmk/RIstuVCFQI/QXiPRbzY8SsqHgQsND/AeT2lGmpdBVZ3YnUPFu6Eg5R/rksnI713kN5u2oIslR2SwlHVh6gISiqeDpdan9mQw==
31
8(1)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi/CxMSqwFsmk/RIstuVCFQI2bnvQk7rSqz65lXR6g0P47z1XLTSbaTZ/ojtpxOl5NTuqVqWXcPfgYyVF6K4ZsyVT795cq5bHUbuZdy7pgruPQ==
20
8(1)
A3p4jHjRwEENlhQeSCVVHtzoBnqM4qJBISd0rdO3L21QOqfgTfXtmg+yVTSr9JT5tPdtZxaQqnNIxbdPAkl5501gH5zpAahDdDoaeQDtRgmKuxS97rfnmfsX6lFLBj9ppoVePPa+t3WjEvDS/nEh2S8mV4/AbIrFo05p47/K01I194DWsW/e5mfZ3cgvfx0pqGT9Xu1DIF9XKBvPGwBCcg==
19
0(0)
A3p4jHjRwEENlhQeSCVVHnX4X9zfXEj0m/0gidmPLi+zQ+D82lWx8T6l5DQC443FPd+5eJYqY2Zth7XJd/9oOsyIMmK7Eom0nqjHqX7b3qEQ3C1FMk0pk39i+S3U3QnKgW+9wKcjY42PB+uu08WMJGVNnM/WJi8fgu/qNXR14PWa4fI2sqR9iFBQy6WcB2LqplWAspBklX1Q/0WpvP8euF+4b3USb8Y2jHCJAOi1wq0=
79
7.3(4)
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