4buLw4HDs27GsOG6suG7lUdH4bq9beG7gsOgw4BI4bqy4buxbeG7ieG7i0dIRuG6pMOCQeG7iSHDgU/DgkFuR01u4bq2w4Dhu7PDgm7DgsOJw4BuxanDuUhuSEbhuqTDgkFuSEnDusOC4buLL0dIRuG6pMOCQeG7ieG7iy/DgcOz4buJ4buL4buCbsaw4bqy4buVR0fhur1t4buCI+G7seG7leG7qW3hu4nGr8OMw4JBbuG7q8OA4bu14bq0buG6suG7m8OAbsaw4buXxrBuR01u4bq2w4Dhu7PDgm7DgsOJw4BuxanDuUhuSEZ4w4Ju4burw4Phu5VuxanGocOCbkjEgsOCw4Fuw6DDgeG7lcOCw4FuI+G6pOG7l25ITG7DgkHGoeG7jm7hu5ktw7Nu4burecOCbsOCQcah4buObsOzw7Utw7Mtw7Jvw7Lhu41o4buLL+G7guG7ieG7i+G7gm7GsOG6suG7lUdH4bq9beG7gsWo4bqk4bup4buObeG7ieG7i8OA4bq0QW7GsOG6suG7lUdH4bq9beG7qcOBw4Dhu6nhu7Fuw4DGr+G7scOCSOG7sUZu4bupSMOBSeG6tMWpbW5HSOG7juG6suG7seG6vW3DksOA4bupSMOB4buFbuG7k29v4buC4buMZm7DgeG7scOAQcOBSOG7hW7hu4/hu4/hu5nhu4Lhu4xmbW5HRsaw4bq9bS8vxrDhu6nDgmjFqeG7leG6pEjDgeG7lcOCw4HDgeG6pOG7lWjDk8OCL+G7qeG7sUfhurZI4bqk4buCL8OC4buxw5JHL8Oy4buNb8OyL8Oz4buZ4buP4bupb8Ozw7XDsm/DsuG7j0jhu43hu4/hu5Phu5HhurLhu5MtxrDhuqRo4bqw4buCQW1u4buV4bqySOG6vW0hw4FPw4JBbkdNbuG6tsOA4buzw4Juw4LDicOAbsWpw7lIbkhG4bqkw4JBbkhJw7rDgm1uw5LDgOG7qUjDgeG6vW3hu5Nvb21uw4Hhu7HDgEHDgUjhur1t4buP4buP4buZbW4v4buJ4buLL+G7guG7ieG7i+G7gm7GsOG6suG7lUdH4bq9beG7gsWo4bqk4bup4buObeG7ieG7i8OA4bq0QW7GsOG6suG7lUdH4bq9bcOAxq/hu7HDgkjhu7FGbW5HSOG7juG6suG7seG6vW3DksOA4bupSMOB4buFbuG7k29v4buC4buMZm7DgeG7scOAQcOBSOG7hW7hu43hu5nDteG7k+G7guG7jGZtbkdGxrDhur1tLy/GsOG7qcOCaMWp4buV4bqkSMOB4buVw4LDgcOB4bqk4buVaMOTw4Iv4bup4buxR+G6tkjhuqThu4Ivw4Lhu7HDkkcvw7Lhu41vw7Ivw7Phu5nhu4/hu6lvw7PDtcOyb+G7jcO1SMOyw7Vv4buZ4bqyby1J4buCw7No4bqw4buCQW1u4buV4bqySOG6vW0hw4FPw4JBbkdNbuG6tsOA4buzw4Juw4LDicOAbsWpw7lIbkhG4bqkw4JBbkhJw7rDgm1uw5LDgOG7qUjDgeG6vW3hu5Nvb21uw4Hhu7HDgEHDgUjhur1t4buN4buZw7Xhu5Ntbi/hu4nhu4sv4buC4buJ4buL4buCbsaw4bqy4buVR0fhur1t4buCxajhuqThu6nhu45t4buJ4buLw4DhurRBbsaw4bqy4buVR0fhur1tw4DGr+G7scOCSOG7sUZtbkdI4buO4bqy4bux4bq9bcOSw4Dhu6lIw4Hhu4Vu4buTb2/hu4Lhu4xmbsOB4buxw4BBw4FI4buFbuG7j8Ozw7Xhu43hu4Lhu4xmbW5HRsaw4bq9bS8vxrDhu6nDgmjFqeG7leG6pEjDgeG7lcOCw4HDgeG6pOG7lWjDk8OCL+G7qeG7sUfhurZI4bqk4buCL8OC4buxw5JHL8Oy4buNb8OyL8Oz4buZ4buP4bupb8Ozw7XDsm/hu4/DtUjhu49v4buZ4buT4bqyw7NvLUnhu4LDsmjhurDhu4JBbW7hu5XhurJI4bq9bSHDgU/DgkFuR01u4bq2w4Dhu7PDgm7DgsOJw4BuxanDuUhuSEbhuqTDgkFuSEnDusOCbW7DksOA4bupSMOB4bq9beG7k29vbW7DgeG7scOAQcOBSOG6vW3hu4/Ds8O14buNbW4v4buJ4buLL+G7guG7ieG7i+G7gm7GsOG6suG7lUdH4bq9beG7gsWo4bqk4bup4buObeG7ieG7i8OA4bq0QW7GsOG6suG7lUdH4bq9bcOAxq/hu7HDgkjhu7FGbW5HSOG7juG6suG7seG6vW3DksOA4bupSMOB4buFbuG7k29v4buC4buMZm7DgeG7scOAQcOBSOG7hW7hu43DtW/DtOG7guG7jGZtbkdGxrDhur1tLy/GsOG7qcOCaMWp4buV4bqkSMOB4buVw4LDgcOB4bqk4buVaMOTw4Iv4bup4buxR+G6tkjhuqThu4Ivw4Lhu7HDkkcvw7Lhu41vw7Ivw7Phu5nhu4/hu6lvw7PDtMOz4buR4buNb0jhu43DsuG7jcOy4bqy4buZLeG7leG7leG7leG7lWjhurDhu4JBbW7hu5XhurJI4bq9bSHDgU/DgkFuR01u4bq2w4Dhu7PDgm7DgsOJw4BuxanDuUhuSEbhuqTDgkFuSEnDusOCbW7DksOA4bupSMOB4bq9beG7k29vbW7DgeG7scOAQcOBSOG6vW3hu43DtW/DtG1uL+G7ieG7iy/hu4Lhu4nhu4vhu4JuxrDhurLhu5VHR+G6vW3hu4Lhu5RJSMOB4bqkRm3hu4nDoOG7lC04IeG7iy/hu4Lhu4k=
TA-PN