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NO |
Á¦¸ñ |
ÆÄÀÏ |
045 |
Á¾Çսɻ糫ÂûÁ¦ ÀÔÂûÀÇ ¿¦½º(EPPS) ½Åû¼´Â
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Q. Á¾Çսɻ糫ÂûÁ¦ ÀÔÂûÀÇ ¿¦½º(EPPS) ½Åû¼´Â A. º°Áö Á¦10È£ ¼½Ä°ú °°½À´Ï´Ù.
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044 |
Á¾Çսɻ糫ÂûÁ¦ ÀÔÂûÀÇ ¿¦½º(EPPS) ¼ºñ½º¶õ
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Q. Á¾Çսɻ糫ÂûÁ¦ ÀÔÂûÀÇ ¿¦½º(EPPS) ¼ºñ½º¶õ A. ºñµåÇÁ·ÎÀÇ ¿¦½º(EPPS) ¼ºñ½º´Â Á¾ÇսɻçÀÔÂû(°£ÀÌÇü°ø»ç: 100¾ï ÀÌ»ó 300¾ï¿ø ¹Ì¸¸)¿¡¼ ±ÕÇü(³«Âû±âÁØ)°¡°ÝÀ» ¿¹ÃøÇÏ¿© Á¦½ÃÇÕ´Ï´Ù. À̸¦ ÅëÇØ ÃÖ´ëÀÇ ³«Âû¼º°ú¸¦ ´Þ¼ºÇϴµ¥ µµ¿òÀ» µå¸®°í ÀÖ½À´Ï´Ù. |
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043 |
ºñµåÇÁ·ÎÀÇ Á¾Çսɻç ÀÔÂûÁ¤º¸½Ã½ºÅÛÀÇ Æ¯Â¡Àº
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Q. ºñµåÇÁ·ÎÀÇ Á¾Çսɻç ÀÔÂûÁ¤º¸½Ã½ºÅÛÀÇ Æ¯Â¡Àº A. ºñµåÇÁ·ÎÀÇ 'Á¾Çսɻç ÀÔÂûÁ¤º¸½Ã½ºÅÛ'Àº ±¹°¡ ¹× °ø°ø±â°üÀÌ ¹ßÁÖÇÏ´Â Á¾Çսɻ糫ÂûÁ¦ ´ë»ó°ø»çÀÇ ÀÔÂû¿¡ ´ëÇÑ ¼ºñ½º¸¦ Á¦°øÇÏ´Â ½Ã½ºÅÛÀÔ´Ï´Ù. ÀÌ ½Ã½ºÅÛÀº ´ÙÀ½°ú °°Àº Ư¡À» °¡Áö°í ÀÖ½À´Ï´Ù.
1. ÀÔÂûÁ¤º¸ÀÇ ºü¸¥ Ãëµæ Á¾ÇÕ½É»ç ´ë»ó°ø»ç(°£ÀÌÇü: 100¾ï ÀÌ»ó 300¾ï¿ø ¹Ì¸¸)ÀÇ ÀÔÂûÁ¤º¸¿Í °³Âû°á°ú Á¤º¸¸¦ ºü¸£°í ½±°Ô ÃëµæÇÒ ¼ö ÀÖ´Â »ç¿ëÀÚ Ä£ÈÀûÀÎ ÀÔÂûÁ¤º¸½Ã½ºÅÛÀ» Á¦°øÇÕ´Ï´Ù.
2. ÅõÂû Àü¿¡ Á¦ÃâÇÒ ÀÚ±âÆò°¡±â¼ú¼ »ý¼º Á¾Çսɻ糫ÂûÁ¦ÀÇ ÀÔÂû°ú °ü·ÃÇÏ¿© º°µµÀÇ ±³À°À» ¹ÞÁö ¾Ê´õ¶óµµ °øµ¿¼ö±ÞüÀÇ ÀÚ±â½É»çÁ¤º¸ Á¶È¸ºÎÅÍ ÅõÂû Àü¿¡ Á¦ÃâÇÒ ÀÚ±âÆò°¡±â¼ú¼ÀÇ ¿¢¼¿ÆÄÀÏ »ý¼º±îÁö »ç¿ëÀÚ ÆíÀǼºÀ» Áö¿øÇÕ´Ï´Ù.
3. ÀÔÂû°¡°Ý »êÁ¤°ú ³«Âû¼º°ú ´Þ¼º Á¾Çսɻ糫ÂûÁ¦ÀÇ ÀÔÂû°ú °ü·ÃÇÏ¿© º°µµÀÇ ±³À°À» ¹ÞÁö ¾Ê´õ¶óµµ ºñµåÇÁ·ÎÀÇ ¿¦½º(EPPS) ¼ºñ½º¸¦ È°¿ëÇÏ¿© ±ÕÇü°¡°Ý°ú ³«Âû±âÁØ°¡°Ý Ãëµæ, ³«Âû °¡´ÉÇÑ ÀÔÂû°¡°ÝÀ» »êÁ¤ÇÒ ¼ö ÀÖ½À´Ï´Ù. À̸¦ ÅëÇØ ÃÖ´ëÀÇ ³«Âû¼º°ú¸¦ ´Þ¼ºÇϴµ¥ µµ¿òÀ» µå¸®°í ÀÖ½À´Ï´Ù.
4. ¾÷¹« È¿À²¼º Çâ»ó ÀüÀÚÀû 󸮸¦ ÅëÇØ ½Å¼ÓÇÑ ÀÔÂûÁ¤º¸ Á¦°øºÎÅÍ 1¼øÀ§ ½É»ç´ë»óÀÚÀÇ ÀûÇÕ¿©ºÎ È®ÀÎ ¹× ÃÖÁ¾³«ÂûÀÚ È®Á¤±îÁö Àü °úÁ¤¿¡ Á¤º¸¸¦ ÃëµæÇÒ ¼ö ÀÖÀ¸¹Ç·Î ¾÷¹« È¿À²¼ºÀ» ³ôÀÏ ¼ö ÀÖ½À´Ï´Ù. |
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041 |
»ç¾÷ÀÚ°¡ ¿©·¯ °³¶ó¼ ÀÔÂû°ü¸®°¡ ¾î·Á¿îµ¥, »ç¾÷ÀÚº°·Î ÇÑ ¹ø¿¡ °ü¸®ÇÒ ¼ö ÀÖ³ª¿ä?
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ºñµåÇÁ·ÎÀÇ ÀÔÂû½Ã½ºÅÛÀº °¢ »ç¾÷ÀÚº°·Î ÀÔÂûÀ» °ü¸®ÇÒ ¼ö ÀÖµµ·Ï Áö¿øÇÏ¿©, ÀÔÂû ¾÷¹«¸¦ È¿À²ÀûÀ¸·Î °ü¸®ÇÒ ¼ö ÀÖµµ·Ï °¢ È£¿Í °°ÀÌ µµ¿ÍÁÝ´Ï´Ù.
1. »ç¾÷ÀÚº° ÀÔÂûÁ¤º¸, Àû°ÝÁ¡¼ö, ÀÔÂû°¡°Ý »êÁ¤, °³Âû°á°ú, ÀÚ»çÁ¤º¸ µîÀ» °ü¸®ÇÒ ¼ö ÀÖ½À´Ï´Ù. 2. »ç¾÷ÀÚº° ÀÔÂû°¡°ÝÀ» ¿äûÇÏ°í, ÃÖÁ¾ ³«ÂûÀÚ È®Á¤ µî ÁøÇà »óȲÀ» °ü¸®ÇÒ ¼ö ÀÖ½À´Ï´Ù. 3. »ç¾÷ÀÚº° ÀÔÂûÁ¤º¸¸¦ °ü¸®Çϱâ À§Çؼ´Â, ºñµåÇÁ·Î¿¡ ȸ¿ø°¡ÀÔÀ» ÇÏ°í, °èÁ¤À» ¿äûÇÏ½Ã¸é µË´Ï´Ù. ¿¹¸¦ µé¾î, A, B, C ¼¼ °³ÀÇ »ç¾÷ü¸¦ ¿î¿µÇÏ°í ÀÖ´Ù°í °¡Á¤ÇØ º¸°Ú½À´Ï´Ù. ÀÌ °æ¿ì, ºñµåÇÁ·Î¿¡ ȸ¿ø°¡ÀÔÀ» ÇÏ°í, ȸ¿ø°¡ÀÔ ½Ã °¢ »ç¾÷üÀÇ Á¤º¸¸¦ ÀÔ·ÂÇÕ´Ï´Ù. ±×·± ´ÙÀ½, ºñµåÇÁ·Î¿¡¼ È®ÀÎÀüȸ¦ ÇÑ ÈÄ, °¢ »ç¾÷üº°·Î °èÁ¤À» »ý¼ºÇÏ¿© ¿¬µ¿Ã³¸®¸¦ ÇÕ´Ï´Ù. ÀÌ·¸°Ô Çϸé, A, B, C ¼¼ °³ÀÇ »ç¾÷üÀÇ ÀÔÂû Á¤º¸¸¦ ÇÑ ¹ø¿¡ °ü¸®ÇÒ ¼ö ÀÖ½À´Ï´Ù. |
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040 |
¿¦½º(EPPS)¸¦ Á¦°ø¹Þ¾Æ 100¾ï ÀÌ»ó ÀÔÂû¿¡¼ ³«ÂûÀ» ¹ÞÀº °æ¿ì, Á¤º¸ÀÌ¿ë·á´Â ¾î¶»°Ô Ã¥Á¤µÇ³ª¿ä?
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ºñµåÇÁ·ÎÀÇ ¿¦½º(EPPS) ¼ºñ½º´Â Á¾ÇսɻçÀÔÂû(°£ÀÌÇü: 100¾ï ÀÌ»ó 300¾ï¿ø ¹Ì¸¸)¿¡¼ ±ÕÇü°¡°Ý°ú ¿¹Á¤°¡°ÝÀ» Á¦½ÃÇÏ¿©, ÃÖ´ëÀÇ ³«Âû¼º°ú¸¦ ´Þ¼ºÇϴµ¥ µµ¿òÀ» ÁÝ´Ï´Ù. À̶§, ¿¦½º(EPPS) ¼ºñ½º¸¦ ½ÅûÇÑ È¸¿øÀº ´ÙÀ½ ±âÁØÀÌ Àû¿ëµË´Ï´Ù.
Á¤º¸ÀÌ¿ë·á = ³«Âû±Ý¾× ¡¿ 0.5% ÀÔ´Ï´Ù. ³«Âû±Ý¾×Àº °øµ¿¼ö±ÞÇùÁ¤¼»ó ½Ã°øºñÀ²·Î »êÁ¤µÇ¸ç, ºÎ°¡¼¼ Æ÷ÇÔ ±Ý¾×ÀÔ´Ï´Ù. |
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039 |
ÀÔÂû¼ºñ½º Á¤º¸ÀÌ¿ë·á´Â ¾î¶»°Ô Ã¥Á¤µÇ¾î ÀÖ³ª¿ä?
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1. ´Ù¾çÇÑ Á¤º¸ÀÌ¿ë·á ¿É¼Ç ȸ¿øÀ¯Çüº°·Î ÃÖ´ëÇÑ À¯¿¬ÇÏ°Ô ¼ºñ½º¸¦ ÀÌ¿ëÇÒ ¼ö ÀÖµµ·Ï ´Ù¾çÇÑ °áÁ¦ ¿É¼ÇÀÌ ÁغñµÇ¾î ÀÖ½À´Ï´Ù. À̸¦Å×¸é ¸¶½ºÅÍ È¸¿ø°ú ÀϹÝȸ¿øÀÇ Á¤º¸ÀÌ¿ë·á´Â ¼±ºÒ·Î °áÁ¦ÇØ¾ß Çϸç, °áÁ¦ ÈÄ ¹Ù·Î ÀÌ¿ëÇÒ ¼ö ÀÖ½À´Ï´Ù. ÀÌ¿Í ´Þ¸® ÀÔÂû´ëÇàȸ¿ø°ú Á¤È¸¿øÀº °è¾à±Ý ¼±³³ ¶Ç´Â ÀÜ±Ý Èij³À¸·Î ¼ºñ½º¸¦ ÀÌ¿ëÇÒ ¼ö ÀÖ½À´Ï´Ù.
2. ¹«·á üÇè ºñµåÇÁ·Î´Â ½Å±Ô ȸ¿øÀ» ´ë»óÀ¸·Î 2ÀÏ°£ ¿¦½º(EPPS)¸¦ Á¦¿ÜÇÑ ¹«·á üÇè ÀÔÂû¼ºñ½º¸¦ Á¦°øÇÏ°í ÀÖ½À´Ï´Ù. ¹«·á üÇèÀ» ÅëÇØ ºñµåÇÁ·ÎÀÇ ÀÔÂû¼ºñ½º¸¦ Á÷Á¢ üÇèÇØ º¼ ¼ö ÀÖ½À´Ï´Ù.
3. Á¤º¸ÀÌ¿ë·á ¹Ýȯ À¯·áȸ¿ø °¡ÀÔ ÈÄ 6°³¿ù µ¿¾ÈÀº ³«Âû È®·ü 99%¸¦ º¸ÀåÇϱâ À§ÇØ, ºñµåÇÁ·ÎÀÇ Àü¹®ÀûÀÎ ³«ÂûÁö¿ø ¼ºñ½º¸¦ Á¦°øÇÏ°í ÀÖ½À´Ï´Ù. 6°³¿ùÀÌ Áö³ª¸é °è¾àÀ» ÇØÁöÇÏ¿© ¹Ýȯ¹ÞÀ» ¼ö ÀÖÀ¸³ª ±× ÀÌÀü¿¡´Â Á¤º¸ÀÌ¿ë·á°¡ ¹ÝȯµÇÁö ¾Ê½À´Ï´Ù. |
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038 |
100¾ï¿ø ÀÌ»ó ÀÔÂû, Á¾ÇÕÁ¡¼ö Á¶È¸¿Í ÀÚ±â Æò°¡¼ ¿¢¼¿ ´Ù¿îÀº ¾î¶»°Ô ÀÌ¿ëÇÒ ¼ö ÀÖ³ª¿ä?
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ºñµåÇÁ·ÎÀÇ ¡®Á¾ÇÕÁ¡¼ö »êÁ¤½Ã½ºÅÛ¡¯Àº ±¹°¡ ¶Ç´Â °ø°ø±â°üÀÌ ¹ßÁÖÇÏ´Â ÃßÁ¤°¡°ÝÀÌ 100¾ï¿ø ÀÌ»ó 300¾ï¿ø ¹Ì¸¸ÀÎ °øµ¿¼ö±ÞüÀÇ ¼öÇà´É·ÂÁ¡¼ö »êÁ¤ ¹× ÀÚ±âÆò°¡±â¼ú¼¸¦ Áö¿øÇÕ´Ï´Ù. ÀÌ ½Ã½ºÅÛÀº ÅõÂû ÀÌÀü¿¡ ¹ßÁÖ±â°ü¿¡¼ ¿ä±¸ÇÑ Àû°Ý ±¸¼º¿øÀ» ã¾Æ °øµ¿¼ö±Þü¸¦ ±¸¼ºÇÏ´Â ¹æ¹ý°ú, ±× ±¸¼º¿øÀÇ °æ¿µ»óÅÂ, ½Ã°ø½ÇÀû, »çȸÀû Ã¥ÀÓ µîÀÇ ¼öÇà´É·ÂÁ¡¼ö¸¦ »êÁ¤ÇÏ°í, ±× ±Ù°Å·Î ÀÚ±âÆò°¡±â¼ú¼¸¦ ÀÚµ¿ »ý¼ºÇÒ ¼ö ÀÖ½À´Ï´Ù.
À̸¦ ÅëÇØ Á¾ÇÕ½Åû¼ Á¦Ãâ Àü¿¡´Â Æí¸®ÇÏ°Ô ÀÚ±âÆò°¡±â¼ú¼¸¦ ´Ù¿î ¹Þ¾Æ Á¦ÃâÇÒ ¼ö ÀÖÀ¸¸ç, ½Åû¼ Á¦Ãâ ÈÄ¿¡´Â ƯÇã ±â¹ÝÀÇ ¡®¿¦½º ¿¹Ãø½Ã½ºÅÛ¡¯À» È°¿ëÇÏ¿© ³«Âû¼º°ú¸¦ ´Þ¼ºÇÒ ¼ö ÀÖµµ·Ï ÀÔÂû¾÷¹«ÀÇ Æí¸®¼ºÀ» Áö¿øÇÏ°í ÀÖ½À´Ï´Ù. |
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037 |
100¾ï¿ø ÀÌ»ó ÀÔÂû, Áö±Ý ¿¦½º¸¦ ½ÅûÇÏ¿© ³«Âû ¹ÞÀ¸¼¼¿ä´Â ¹«¾ùÀΰ¡¿ä?
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Á¾ÇÕ½É»ç ³«ÂûÁ¦(°£ÀÌÇü °ø»ç)´Â ±¹°¡ ¶Ç´Â °ø°ø±â°üÀÌ ¹ßÁÖÇÏ´Â ÃßÁ¤°¡°Ý 100¾ï¿ø ÀÌ»ó 300¾ï¿ø ¹Ì¸¸ÀÇ ½Ã¼³°ø»ç¿¡ Àû¿ëµÇ´Â ÀÔÂûÁ¦µµ ÀÔ´Ï´Ù. µû¶ó¼, ÀÌ ÀÔÂû¿¡¼ ³«ÂûÀ» ¹ÞÀ¸·Á¸é ´ÙÀ½°ú °°Àº µÎ °¡Áö ¿ä°ÇÀ» ÃæÁ·ÇØ¾ß ÇÕ´Ï´Ù.
ù°, ¹ßÁÖ±â°üÀÇ Á¶»ç(¹°·®)³»¿ª¼¿Í ¼¼ºÎ½ÃÇà¿ä·ÉÀ» ±âÁØÀ¸·Î ±ÕÇü°¡°ÝÀ» »êÁ¤ÇØ¾ß ÇÕ´Ï´Ù. µÑ°, ÀÌÈÄ¿¡ ³«ÂûÀ¯ÇüÀ» °í·ÁÇÏ¿© ³«ÂûÈ®·üÀÌ ³ôÀº ÃÖÀú ÀÔÂû°¡°ÝÀ¸·Î »êÁ¤ÇØ¾ß ÇÕ´Ï´Ù.
À§ µÎ °¡Áö ¿ä°ÇÀ» ÃæÁ·½ÃÅ°´Â '¿¦½º(EPPS)'´Â »çÀü¿¡ ÃÖ°í È®·üÀÇ ±ÕÇü°¡°Ý°ú ¿¹Á¤°¡°ÝÀÇ ¹æÇ⼺À» Á¦½ÃÇÏ¿© ³«Âû °¡´É¼ºÀÌ ³ôÀº ÃÖ°íÈ®·ü¿¡ ÇØ´çÇÏ´Â ÀÔÂû°¡°ÝÀ» Á¦½ÃÇϹǷΠ³«Âû ¸ñÇ¥¸¦ È®½ÇÇÏ°Ô ´Þ¼ºÇÒ ¼ö ÀÖ½À´Ï´Ù. ³«Âû È®·ü 99% º¸ÁõÇÏ´Â ¿¦½º(EPPS)´Â ´ÙÀ½ °¢ È£¿Í °°Àº Â÷º°¼ºÀ» °®°í ÀÖ½À´Ï´Ù.
1. ÀÔÂû±³À°À» ¹ÞÁö ¾Ê¾Æµµ ½±°í °£ÆíÇÏ°Ô »ç¿ë 2. ³«Âû±âÁØ ÀÔÂû°¡°ÝÀÇ ¹æÇ⼺À» Á¦½Ã 3. ³«ÂûÀ¯ÇüÀ» °í·ÁÇÏ¿© ´Ü°¡ °¨Á¡ÀÌ ¾ø´Â ÃÖÀú ÀÔÂû°¡°Ý Á¦½Ã |
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036 |
³«Âû È®·ü 99% º¸ÀåÇÏ´Â ¸Æ½Ã½ºÅÛÀº ¹«¾ùÀΰ¡¿ä?
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Àû°Ý½É»ç ÀÔÂû¹æ½ÄÀº ±¹°¡¿Í ÀÚÄ¡´Üü, °ø°ø±â°üÀÌ ¹ßÁÖÇÏ´Â ÀÔÂû¿¡¼, ¿¹Á¤°¡°Ý ÀÌÇϷμ ³«ÂûÇÏÇÑÀ² ÀÌ»ó ÃÖÀú ÀÔÂû°¡°ÝÀ¸·Î ÀÔÂûÇÑ ÀÚÀÇ ¼øÀ¸·Î ÇØ´ç °è¾àÀÌÇà(¼öÇà)´É·Â°ú ÀÔÂû°¡°ÝÀ» ½É»çÇÏ¿©, Àû°ÝÅë°úÁ¡¼ö ÀÌ»óÀÚ¸¦ ³«ÂûÀÚ·Î °áÁ¤ÇÏ´Â ÀÔÂûÁ¦µµÀÔ´Ï´Ù. µû¶ó¼, ÀÌ ÀÔÂû¿¡¼ ³«ÂûÀ» ¹ÞÀ¸·Á¸é ´ÙÀ½°ú °°Àº µÎ °¡Áö ¿ä°ÇÀ» ÃæÁ·ÇØ¾ß ÇÕ´Ï´Ù.
ù°, ¹ßÁÖ±â°ü¿¡¼ °ø°³ÇÑ ±âÃʱݾ×À» ±âÁØÀ¸·Î ¿¹Á¤°¡°ÝÀ» È®Á¤ÇØ¾ß ÇÕ´Ï´Ù. µÑ°, ¿¹Á¤°¡°ÝÀ» ±âÁØÀ¸·Î ¹ýÁ¤º¸Çè·á, ¼ø°ø»ç¿ø°¡¸¦ °í·ÁÇÑ °¡°Ý¿¡ ³«ÂûÇÏÇÑÀ²À» ¹Ý¿µÇÏ¿© ÃÖÁ¾ ÀÔÂû°¡°ÝÀ» »êÁ¤ÇØ¾ß ÇÕ´Ï´Ù.
À§ µÎ °¡Áö ¿ä°ÇÀ» ÃæÁ·½ÃÅ°´Â '¸Æ½Ã½ºÅÛ'Àº »çÀü¿¡ ¹æÇ⼺À» Á¦½ÃÇÏ¿© ³«Âû °¡´É¼ºÀÌ ³ôÀº ÃÖ°í È®·ü¿¡ ÇØ´çÇÏ´Â ÀÔÂû°¡°ÝÀ» Á¦½ÃÇÕ´Ï´Ù. À̸¦ ÅëÇØ »ç¿ëÀÚ´Â ³«Âû°¡´É¼ºÀÌ ³ôÀº ÀÔÂû°¡°ÝÀ» »êÁ¤ÇÏ°í, ³«Âû ¸ñÇ¥¸¦ È®½ÇÇÏ°Ô ´Þ¼ºÇÒ ¼ö ÀÖ½À´Ï´Ù.
³«Âû È®·ü 99% º¸ÀåÇÏ´Â ¸Æ½Ã½ºÅÛÀ» È°¿ëÇÏ¿© °ø°øÀÔÂûÀÇ ÀÔÂû°¡°ÝÀ» »êÁ¤ÇÏ°í, ³«ÂûÀ» ¹ÞÀ¸½Ê½Ã¿À. |
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035 |
±¹³» À¯ÀÏ, ½Ã¼³¤ý¿ë¿ª¤ý¹°Ç°(Á¦Á¶¤ý±¸¸Å) ÀÔÂûÀÇ Àû°ÝÁ¡¼ö Á¦°øÀº ¾î¶² ÀǹÌÀΰ¡¿ä?
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±¹³»¿¡¼ À¯ÀÏÇÏ°Ô ¸ðµç °ø°øÀÔÂû(½Ã¼³¤ý¿ë¿ª¤ýÁ¦Á¶¹°Ç°¤ý±¸¸Å¹°Ç° ÀÔÂûÀÇ Àû°ÝÁ¡¼ö¸¦ Á¦°øÇÑ´Ù´Â ÀǹÌÀÔ´Ï´Ù.
°ø°øÀÔÂû¿¡¼ ÃÖÁ¾ ³«ÂûÀÚ¸¦ °áÁ¤ÇÏ´Â Àû°ÝÁ¡¼ö´Â ÀÔÂûÀÚ°¡ ÀÔÂû¿¡ Âü¿©Çϱâ À§ÇÑ ÀÚ°Ý(½ÃÆò¾×, ½ÇÀû, À繫, ½ÅÀεµ µî)À» °®Ãß¾ú´ÂÁö ¿©ºÎ¸¦ Æò°¡Çϱâ À§ÇÑ Á¡¼öÀÔ´Ï´Ù. µû¶ó¼ ÀÔÂû°ø°í¿¡ °Ô½ÃµÈ Àû°ÝÁ¡¼ö ±âÁØÀ» ÃæÁ·ÇÏÁö ¸øÇϸé ÀÔÂû¿¡ Âü¿©ÇÒ ¼ö ¾ø±â ¶§¹®¿¡, ÀÔÂû¿¡ Âü¿©Çϱâ À§Çؼ´Â Àû°ÝÁ¡¼ö ±âÁØÀ» ¹Ì¸® È®ÀÎÇÏ°í ÁغñÇÏ´Â °ÍÀÌ Áß¿äÇÕ´Ï´Ù.
ºñµåÇÁ·Î´Â ±¹³» À¯ÀÏÇÏ°Ô ¸ðµç °ø°øÀÔÂûÀÇ Àû°ÝÁ¡¼ö¸¦ Á¦°øÇÏ°í ÀÖ½À´Ï´Ù. À̸¦ ÅëÇØ, ÀÔÂûÀÚ´Â ÀÔÂû°ø°í¸¦ È®ÀÎÇÏÁö ¾Ê°íµµ, ÀÔÂû°ø°íº° Àû°ÝÁ¡¼ö¸¦ °£ÆíÇÏ°Ô È®ÀÎÇÒ ¼ö ÀÖ½À´Ï´Ù. ¶ÇÇÑ, ÀÔÂû¿¡ Âü¿©Çϱâ À§ÇÑ Áغñ¸¦ ¹Ì¸® öÀúÈ÷ ÇÒ ¼ö ÀÖ½À´Ï´Ù.
±¸Ã¼ÀûÀ¸·Î, ºñµåÇÁ·Î´Â ´ÙÀ½°ú °°Àº ¹æ¹ýÀ¸·Î ¸ðµç °ø°øÀÔÂûÀÇ Àû°ÝÁ¡¼ö¸¦ Á¦°øÇÏ°í ÀÖ½À´Ï´Ù. 1. ÀÔÂû°ø°í¿Í Á¶´ÞûÀÇ ÀüÀÚÁ¶´Þ½Ã½ºÅÛÀ» ÅëÇØ ¼öÁýÇÑ Á¤º¸¸¦ ¹ÙÅÁÀ¸·Î, ¸ðµç °ø°øÀÔÂûÀÇ Àû°ÝÁ¡¼ö¸¦ »êÁ¤ÇÏ¿© Á¦½ÃÇÕ´Ï´Ù.
2. Àû°ÝÁ¡¼ö ±âÁØÀÌ º¯°æµÉ ¶§¸¶´Ù, Áï½Ã ¾÷µ¥ÀÌÆ®ÇÏ¿© ÃֽŠÁ¤º¸¸¦ Á¦°øÇÕ´Ï´Ù. 3. Àû°ÝÁ¡¼ö¸¦ ÇÑ´«¿¡ È®ÀÎÇÒ ¼ö ÀÖµµ·Ï, ÀÚ±â Æò°¡Ç¥ ¿¢¼¿ ´Ù¿î µî ´Ù¾çÇÑ ÇüÅÂÀÇ º¸°í¼¸¦ Á¦°øÇÕ´Ï´Ù. ÀÌ·¯ÇÑ ³ë·ÂÀ» ÅëÇØ, ºñµåÇÁ·Î´Â ÀÔÂûÀÚ¿¡°Ô Á¤È®ÇÑ Á¤º¸¸¦ Á¦°øÇÏ°í, ³«Âû ¼º°ø·üÀ» ³ôÀÌ´Â µ¥ ±â¿©ÇÏ°í ÀÖ½À´Ï´Ù.
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034 |
'³«Âû È®·ü 99% º¸Àå, ¹Ì³«Âû½Ã Àü¾× ȯºÒ' Àº ¹«½¼ ÀǹÌÀΰ¡¿ä?
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1. ³«Âû È®·ü 99% º¸Àå
¤ýºñµåÇÁ·ÎÀÇ ÀÔÂû¼ºñ½º ÀÌ¿ëÀ» ÇÏ¸é ³«ÂûÀ» ¹ÞÀ» ¼ö ÀÖ´Â È®·üÀÌ 99% ¶ó´Â ÀǹÌÀÔ´Ï´Ù.
¤ý°è¾àÀϷκÎÅÍ 6°³¿ù¸¸ ÀÔÂû¼ºñ½º¸¦ ÀÌ¿ëÇØ º¸½Ê½Ã¿À. 2. ¹Ì³«Âû½Ã Àü¾× ȯºÒ
¤ýºñµåÇÁ·ÎÀÇ ÀÔÂû¼ºñ½º¸¦ 6°³¿ù°£ ÀÌ¿ëÇÏ¿´À¸³ª, ³«ÂûÀÌ ¾ÈµÈ °æ¿ì °è¾à±Ý ¶Ç´Â Á¤º¸ÀÌ¿ë·á¸¦ 100% ȯºÒÇØ Áشٴ ÀǹÌÀÔ´Ï´Ù.
¤ý¾à°ü¿¡ µû¶ó °è¾àü°áÀ» ÇÑ È¸¿ø¿¡ ÇÑÁ¤ÇÏ¿© ȯºÒÇÕ´Ï´Ù. 3. ºñµåÇÁ·ÎÀÇ Àڽۨ
ºñµåÇÁ·Î´Â 2002³â ºÎÅÍ °ø°ø ÀÔÂû¿¡¼ ÃÖ´ëÀÇ ³«Âû ¼º°ú¸¦ ÀÌ·ç±â À§ÇÑ ³«Âû±âÁØ°¡°Ý ¿¹Ãø ½Ã½ºÅÛ °³¹ß¿¡ Áö¼ÓÀûÀÎ ³ë·ÂÀ» ±â¿ï¿©¿Ô½À´Ï´Ù. ÀÌ ½Ã½ºÅÛÀº 20³â ÀÌ»ó ³ëÇÏ¿ì¿Í ƯÇã±â¼úÀ» ¹ÙÅÁÀ¸·Î °ËÁõµÈ ¿¹Ãø½Ã½ºÅÛÀ¸·Î, ±× È¿°ú´Â ¸¹Àº ȸ¿ø»çµéÀÇ ³«Âû¼º°øÀ²À» ³ô¿© ¿Ô½À´Ï´Ù.
µû¶ó¼, ºñµåÇÁ·Î´Â °í°´ ¿©·¯ºÐµé²²¼µµ ±â´ë ÀÌ»óÀÇ ³«Âû ¼º°ú¸¦ ÀÌ·ç½Ç ¼ö ÀÖÀ» °ÍÀ̶ó ÀÚ½ÅÇÕ´Ï´Ù.
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033 |
ÀÔÂûÁ¤º¸½Ã½ºÅÛ, ±âº»Çü°ú ÅëÇÕÇüÀº ¾î¶² Â÷ÀÌÁ¡ÀÌ ÀÖÀ»±î¿ä?
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ºñµåÇÁ·Î´Â »ç¿ëÀÚÀÇ ¼±È£µµ¿¡ µû¶ó '±âº»Çü ¶Ç´Â ÅëÇÕÇü'À» ¼±ÅÃÇÏ¿© °¡Àå ½º¸¶Æ®ÇÑ ÀÔÂû½Ã½ºÅÛÀ» »ç¿ëÇÒ ¼ö ÀÖµµ·Ï Áö¿øÇÕ´Ï´Ù. ±× °á°ú, ºñ´õ´Â ÀÚ½ÅÀÇ ±âÈ£¿¡ ¸Â´Â ½Ã½ºÅÛÀ» ÅëÇØ ÀÔÂû°ø°íº° Àû°ÝÁ¡¼ö¸¦ ÇÑ ´«¿¡ È®ÀÎÇÏ°í, ÀÔÂû Áغñ¿¡ ¼Ò¿äµÇ´Â ½Ã°£°ú ºñ¿ëÀ» Àý°¨ÇÒ ¼ö ÀÖÀ¸¹Ç·Î ÀÔÂû ¾÷¹«¸¦ º¸´Ù Æí¸®ÇÏ°Ô ¼öÇàÇÒ ¼ö ÀÖ½À´Ï´Ù. | ÀÔÂû¼ºñ½º Ư¡ÀÌ ´Ù¸¥ ±âº»Çü ¶Ç´Â ÅëÇÕÇüÀÇ ÀåÁ¡°ú ´ÜÁ¡ÀÔ´Ï´Ù.
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³ÐÀº ȸéÀ¸·Î Á¤º¸ Á¦°ø |
ȸé À̵¿ÇÏ¸é¼ Á¤º¸ Á¦°ø |
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ÇÑ È¸é¿¡¼ ¸¹Àº Á¤º¸ Á¦°ø |
º¹ÀâÇØ º¸ÀÏ ¼ö ÀÖÀ½ |
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032 |
ºñµåÇÁ·ÎÀÇ ÀÔÂû¼ºñ½º¸¦ ÀÌ¿ëÇÏ¸é ¾òÀ» ¼ö ÀÖ´Â ÀÌÁ¡Àº ¹«¾ùÀΰ¡¿ä?
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ºñµåÇÁ·ÎÀÇ ÀÔÂû¼ºñ½º´Â °í°´´ÔÀÇ È¸»çÀÇ ³«Âû ¼º°øÀ» 99%±îÁö µµ¿Íµå¸³´Ï´Ù. ¸¸¾à ³«Âû ¸ñÇ¥¸¦ ´Þ¼ºÇÏÁö ¸øÇÒ °æ¿ì, 100% Àü¾× ȯºÒÇØ µå¸³´Ï´Ù. ºñµåÇÁ·Î´Â ¸ðµç °ø°øÀÔÂû(½Ã¼³¤ý¿ë¿ª¤ýÁ¦Á¶¤ý±¸¸Å)¿¡¼ 20³â ÀÌ»óÀÇ ½Ç¹« °æÇèÀ» °¡Áø Àü¹® ÄÁ¼³ÅÏÆ®µéÀÌ »óÁÖÇÏ¿©, ÀÔÂû Àü °úÁ¤¿¡ ´ëÇÑ ÄÁ¼³ÆÃÀ» Á¦°øÇÕ´Ï´Ù. ±× °á°ú, ȸ¿øµéÀº ´ÙÀ½°ú °°Àº ¼Ö·ç¼ÇÀ» ÅëÇØ °í°´Àº ÀÔÂû Àü·«À» ÀÚµ¿ÈÇÏ°í, ³«Âû°æÀï·ÂÀ» ³ôÀ̸ç, ¼öÀÍÀ» Çâ»ó½Ãų ¼ö ÀÖ½À´Ï´Ù.
1. ÀÔÂûÁ¤º¸ Á¦°ø, °¡Àå ½º¸¶Æ®ÇÑ ÀÔÂû½Ã½ºÅÛÀ» Á¦°øÇÏ¿© ÀÔÂû¾÷¹«ÀÇ Æí¸®¼ºÀ» Áö¿øÇÕ´Ï´Ù. 2. ÀÔÂû°¡°Ý »êÁ¤, ÃÖ°í È®·üÀÇ ¿¹Ãø½Ã½ºÅÛÀ» Á¦°øÇÏ¿© ³«Âû ¼º°øÀ» º¸ÀåÇÕ´Ï´Ù. 3. ³«Âû¼º°ø È®·ü, ±â´ë ÀÌ»óÀÇ ³«Âû¼º°ú¸¦ È®½ÇÇÏ°Ô º¸ÀåÇÕ´Ï´Ù. 4. Àû°ÝÁ¡¼ö »êÁ¤, ÀÔÂûÀü, ³«Âû ÈÄ ¹ßÁÖ±â°ü¿¡ Á¦ÃâÇÒ ÀÚ±âÆò°¡Ç¥¸¦ ¿¢¼¿·Î ´Ù¿î·ÎµåÇÒ ¼ö ÀÖ½À´Ï´Ù. 5. °£ÀÌÁ¾½É ³«Âû, 100¾ï¿ø ÀÌ»ó °£ÀÌÁ¾½ÉÁ¦ ÀÔÂû¿¡¼ ³«Âû ¼º°ø È®·ü 99%¸¦ º¸ÀåÇÕ´Ï´Ù.
¤ý¿¦½º(EPPS)¸¦ ÅëÇØ ÃÖ°í È®·üÀÇ ±ÕÇü(¿¹Á¤)»çÁ¤À²¿¡ ÇØ´çÇÏ´Â ÀÔÂû°¡°ÝÀ» Á¦½ÃÇÕ´Ï´Ù. ¤ýÁ¾ÇսɻçÁ¡¼ö »êÁ¤À» ÅëÇØ ¹ßÁÖ±â°ü¿¡ Á¦ÃâÇÒ ÀÚ±â Æò°¡¼¸¦ ¿¢¼¿·Î ´Ù¿î·ÎµåÇÒ ¼ö ÀÖ½À´Ï´Ù.
³«Âû ¼º°ø, ºñµåÇÁ·Î°¡ °í°´´ÔÀÇ µçµçÇÑ ÆÄÆ®³Ê°¡ µÇ¾î ÇÔ²²ÇÏ°Ú½À´Ï´Ù. |
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031 |
³«ÂûÁö¿ø ÄÁ¼³Æà À̶õ
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Q. ³«ÂûÁö¿ø ÄÁ¼³Æà À̶õ A. ºñµåÇÁ·Î´Â 2002³âºÎÅÍ °ø°øÀÔÂû¿¡¼ ÃÖ´ëÀÇ ³«Âû ¼º°ú¸¦ ÀÌ·ç±â À§ÇÑ ¿¹Ãø ½Ã½ºÅÛ °³¹ß¿¡ Áö¼ÓÀûÀ¸·Î ³ë ·ÂÇØ¿Ô½À´Ï´Ù. À̸¦ ÅëÇØ °ø°øÀÔÂû¿¡¼ ÃÖ´ëÀÇ ³«Âû ¸ñÇ¥¸¦ ´Þ¼ºÇÏ°í ¾ÈÁ¤ÀûÀÎ ¼öÁÖ ¹°·®À» È®º¸Çϱâ À§ÇÑ ÄÁ ¼³ÆÃÀ» Á¦°øÇÕ´Ï´Ù.
³«ÂûÁö¿ø ÄÁ¼³ÆÃÀ» ÅëÇØ È¸¿øµéÀº ½Ã½ºÅÛÀ» È°¿ëÇÏ¿© Á÷Á¢ ÀÔÂû °¡°ÝÀ» »êÁ¤ÇÏ°í 3¿ù À̳»¿¡ ºü¸¥ ³«ÂûÀ» º¸ Àå¹ÞÀ» ¼ö ÀÖÀ¸¸ç, °ø°øÀÔÂû¿¡¼ ÀÚü ³«ÂûÀ» ÅëÇÑ ¼öÁÖ ¹°·® È®º¸°¡ °¡´ÉÇÕ´Ï´Ù.
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030 |
³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿øÀÌ ³«ÂûÀ» ¹Þ´Â ¹æ¹ýÀº
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Q. ³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿øÀÌ ³«ÂûÀ» ¹Þ´Â ¹æ¹ýÀº A. ȸ¿øÀº Á¦4Á¶ Á¦2Ç×ÀÇ ¿¹Ãø ½Ã½ºÅÛÀ» È°¿ëÇÏ¿© Á÷Á¢ ÀÔÂû °¡°ÝÀ» »êÁ¤ÇÏ°í, À̸¦ ÅëÇØ ³«ÂûÀ» ¹Þ½À´Ï´Ù. ÀÌ ½Ã½ºÅÛÀÇ ¿¹Ãø Á¤º¸´Â °í°´´ÔÀÇ ÀáÀç·Â°ú ÇÔ²² ÀÛ¿ëÇÏ¿© ³«Âû ¸ñÇ¥¸¦ ´Þ¼ºÇÏ´Â µ¥ Å« µµ¿òÀÌ µÉ °ÍÀÔ´Ï´Ù.
³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿ø À¯Çü |
Á¦°øµÇ´Â ¿¹Ãø½Ã½ºÅÛ |
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¿¹Á¤°¡°Ý ¿¹Ãø½Ã½ºÅÛ(¸Æ_ver.14) |
Á¤È¸¿ø | ¿¹Á¤°¡°Ý ¿¹Ãø½Ã½ºÅÛ(¸Æ_ver.13) |
Á¦4Á¶ (ÀÔÂû¼ºñ½º) ȸ»ç´Â Á¦7Á¶ÀÇ °è¾àÀÇ ¼º¸³°ú µ¿½Ã¿¡ ´ÙÀ½ °¢ È£ÀÇ ÀÔÂû¼ºñ½º¸¦ Á¦°øÇÑ´Ù.
1. Á¦2Á¶ Á¦11È£ÀÇ ÀÔÂûÁ¤º¸½Ã½ºÅÛ 2. Á¦2Á¶ Á¦12È£ÀÇ ¿¹Á¤°¡°Ý ¿¹Ãø½Ã½ºÅÛ(¸Æ_ver.14) 3. Á¦2Á¶ Á¦13È£ÀÇ Àû°Ý½É»çÁ¡¼ö Á¶È¸½Ã½ºÅÛ 4. Á¦2Á¶ Á¦14È£ÀÇ Á¾ÇսɻçÁ¡¼ö Á¶È¸½Ã½ºÅÛ 5. Á¦2Á¶ Á¦15È£ÀÇ ¿¦½º(EPPS)¼ºñ½º |
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029 |
³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿øÀÇ Á¤º¸ÀÌ¿ë·á´Â
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Q. ³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿øÀÇ Á¤º¸ÀÌ¿ë·á´Â A. ³«ÂûÁö¿ø ÄÁ¼³Æà ȸ¿ø À¯ÇüÀº "¸¶½ºÅÍ È¸¿ø°ú Á¤È¸¿ø"ÀÌ ÀÖÀ¸¸ç, Á¤º¸ÀÌ¿ë·á´Â °¢È£¿Í °°½À´Ï´Ù. 1. ³«ÂûÁö¿ø ÄÁ¼³Æà ÀýÂ÷ 1. ȸ¿øÀ¯Çü ¼±Åà | 2. °è¾à¼ ÀÛ¼º | 3. Á¤º¸·á ÀÔ±Ý | 4. ³«Âû¼º°ú ´Þ¼º |
¡Ø °è¾à¼´Â Ãâ·ÂÇÏ¿© È®ÀÎ ¼¸íÇϽðí Æѽº(031-628-7895)·Î ¼ÛºÎÇØÁֽʽÿÀ.
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028 |
ºñµåÇÁ·Î´Â ¾ðÁ¦ºÎÅÍ ÀÔÂû ¼ºñ½º¸¦ Á¦°øÇÏ¿´´Â°¡
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Q. ºñµåÇÁ·Î´Â ¾ðÁ¦ºÎÅÍ ÀÔÂû ¼ºñ½º¸¦ Á¦°øÇÏ¿´´Â°¡ A. ºñµåÇÁ·Î´Â Áö³ 2002³â Á¶´Þû ³ª¶óÀåÅͽýºÅÛ Ãâ¹ü°ú ÇÔ²² ÀÔÂû¼ºñ½º¸¦ ½ÃÀÛÇÑ ÀÌÈÄ, 20³â ÀÌ»óÀÇ °æÇè °ú ±â¼ú·ÂÀ» ¹ÙÅÁÀ¸·Î Á¶´Þ±â¾÷ÀÇ ¼öÁÖ½ÇÀû Çâ»óÀ» À§ÇÑ Áö´ÉÇü ÀÔÂûÁ¤º¸¼ºñ½º¸¦ Á¦°øÇÏ°í ÀÖ½À´Ï´Ù. ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ¡¡ ÀúÈñ ȸ»ç´Â °í°´´ÔÀÇ ¿äû¿¡ µû¶ó Àû°Ý½É»çÁ¦ ÀÔÂûºÎÅÍ Á¾ÇսɻçÁ¦ ÀÔÂû±îÁö ´Ù¾çÇÑ ÀÔÂûÇ÷§Æû°ú ¿¹Ãø½Ã½º ÅÛÀ» Á¦°øÇÏ¿© ³ôÀº ³«Âû °æÀï·ÂÀ» ÅëÇÑ ÃÖ´ëÀÇ ³«Âû¼º°ú¸¦ ´Þ¼ºÇϴµ¥ µµ¿òÀ» µå¸®°í ÀÖÀ¸¸ç, 20³â ÀÌ»ó Ãà ÀûµÈ ³ëÇÏ¿ì¿Í ±â¼ú·ÂÀ» ±â¹ÝÀ¸·Î °í°´´ÔÀÇ ±â´ë¸¦ ¶Ù¾î³Ñ´Â ³«Âû¸¸Á·°ú °í°´°¨µ¿À» ½ÇÇöÇÏ°í ÀÖ½À´Ï´Ù. |
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027 |
°ø°ø³«Âû, ¹Ï°í ¸Ã±æ ¾÷ü°¡ ¾ø´Ù¸é ¾î¶»°Ô ÇØ¾ß Çϳª¿ä
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Q. °ø°ø³«Âû, ¹Ï°í ¸Ã±æ ¾÷ü°¡ ¾ø´Ù¸é ¾î¶»°Ô ÇØ¾ß Çϳª¿ä A. °ø°øÀÔÂû¿¡¼ ³«ÂûÈ®½Ç¼º¿¡ ´ëÇÑ ¹ÏÀ»¸¸ÇÑ ¾÷ü°¡ ¾ø´Ù¸é, ºñµåÇÁ·ÎÀÇ '³«Âû ÄÁ¼³Æà Áö¿ø'À» ÀÌ¿ëÇغ¸¼¼¿ä.
°ø°øÀÔÂûÀÇ ¸ñÀûÀº ³«ÂûÀÔ´Ï´Ù. ±×·¯³ª ÀÔÂû¿¡ Âü¿©ÇÑ ¸ðµç ¾÷ü°¡ µ¿ÀÏÇÑ ³«Âû È®·üÀ» °¡Áö¸ç, Ãß÷¿¡ µû¶ó ±âÁØ°¡°ÝÀÌ À̸®Àú¸® ¹Ù²î¾î ¿¹ÃøÇϱ⠾î·Æ½À´Ï´Ù. µû¶ó¼ ³«ÂûÀ» ¹Þ±â À§Çؼ´Â ±ä ±â´Ù¸²°ú °íÅëÀÌ ÇÊ¿äÇÕ ´Ï´Ù.
±×·¸´Ù¸é, ÀÚüÀûÀ¸·Î ³«Âû È®·üÀ» ³ôÀ̱â À§ÇÑ ÇØ°áÃ¥Àº ¹«¾ùÀϱî¿ä? °ø°øÀÔÂû¿¡¼ ³«ÂûÈ®½Ç¼º¿¡ ´ëÇÑ ¹ÏÀ»¸¸ÇÑ ¾÷ü°¡ ¾ø´Ù¸é, '³«Âû ÄÁ¼³Æà Áö¿ø'À» ÀÌ¿ëÇغ¸¼¼¿ä. ºñµåÇÁ·Î´Â ƯÇã ±â¹ÝÀÇ ¿¹Ãø ½Ã½ºÅÛÀ» ¸¶½ºÅÍ È¸¿ø ¶Ç´Â Á¤È¸¿ø¿¡°Ô Á¦°øÇÏ¿©, ÃÖ´Ü ±â°£¿¡ ³«Âû ¼º°ú¸¦ ÀÌ·ê ¼ö ÀÖµµ·Ï µµ¿Íµå¸³´Ï´Ù.
Áö±Ý ÀÔÂû±³À° ÆäÀÌÁö·Î À̵¿ÇÏ¿©, µ¿¿µ»óÀ» ½ÃûÇغ¸¼¼¿ä. |
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026 |
¸¶½ºÅÍ È¸¿øÀÇ ÀÔÂû¼ºñ½º ÀÌ¿ë¹æ¹ýÀº
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bzAn21cX1VQ6lzHbKOvfRlHQzFD5jYtAqEpvgxFh6y5lt1PAAA4NmPeWm3v3/58mWGmgy6Pw7EK+f3T506v/+Kf7OwtPH0/uVT++dDDzzz0PL+8kPP+Le826Gb/jjmOc7hoX371Gceikwj8Mr5U6H7n9l/aDDvV/bPn/LnkzKuR8fx5xGTWM4Udv2cy24Gfxvpcp4KbxQjffqhZXItu2Mb2+0QWg/X/Fxyn6fzj+/nEfaXypxn5r4aBz0uotsurtA2cS5j+rS9Y8RxnOm0zHarssp2nxca0XstRNYpdgzlTqvCOlup44Vfq4fDgb2HT8BhWpeJGhzfVY7n0GdUWfr6rfK5fYhxzI6RHtfjbBciVdZxS8UNVtUKS9HxdrZ7IostWZnz7zAW2i1p9jbSv+GfW5H1ble6OqwtSkOa0gpum/ku+E+TXif2rf2O2NktBc9YkKVF87Tt6VaQFtrBsnZlbbEh0mwNbnfXVyS0KcZia2MzsY3nVtal1ezJ9iQKGv1NWQ1v98r7awwc1a5JVA37m6t22V3T3dnt60HmV8q0YutXk1ZWZdM8lLRljlPdRqFtE1hoS7fVNJObxI7zbW3IpixKK3rASKvEa2VLX2il1tkT2VaRSlxHzBSB+nNVkIu+p8XHLfleeBA9InBliPb4KdZtPb23zMH0WjrsCG5w6/el3zhaPlxUHS/TjnQ7m9I3TboN17tIEIjaQfPXLEO/IUfD7dGjDXNfRksybmdXpyK7dnbR7mSdsi1LEypWtRVrAss4s0oxO6Jt5IloLMpaZLsHyu6voSAYJYbSG10PxfGveGNxzS77ejjsWN6XBc1mXzp2Jy+YhlUQWtdEc/v4hANScrDH2jilBW1zXHd6Jp6XXWf7emjI4qI/Xjjwd1sm7gMzIHLcmqHVlEajwAtdQ9tqT5prw3FbYl5jsddXr6OvZ873xPRoaOuYo3FwTK81pbcaOwbjX9ga+gXxYJzBwHv5pBDc4Kbf+Dsa1rlSxpubNy/hzU7kDWBrvSO95lKkQpRgv5lctZWBNfNG0LAN+4rf4tgGaHYlIKDVKw1uXuVhzrxJDd+QzOdzYfbbq05fFu2HdEtEP4wrnneWZ0HLirFtvNPtmPVtynyFXZkaorKWf4T9FX3z1zf9cMXODBWOx0Y4vefqy+ZqyfX16XbumUDabq87G2FuCzLf7JlDwrF9tIJowmozdceZ4BNq+CWGIttqYcnspU3pRA8YMZnbzDe03RxB237Dao/r9eE6F9jPw/H0G9ri4wF1p1XkwXtmxhdNrp4Rrt4nzZa+ls37QJm3MKAq896/oT1Awp8dfg+MzY3QO3TqF7Yx9stvTALB7QrkuviFfkuf2lD3G6FVx7P020n77c3wcfvNTtaLXxuvq5vS0A8wM+85/xv9Nf2mvso3kbYBWqD6Yd/ATMPYe8eq2Kj0qiKdvr7JBR++3vK3GvqNVdVvUrWhb7afq2Hg2Mar5o14zdUVL4f7GzR/sPvCoeL+ch1XXpc5f13jQ+i4GnTR0O0RVIb8wbvL+zu/W1E0nLvWV7dJstLmLYNu56DLoXaRXWtsFAp8tjutzfPD5bZDR2xoLZK/qtN1XjMNxtDr11YCshuLdn03G2b5hs+z66z7OWOdq44H1J/fPT/4MqXMt3sVaG+CQY8Cfd8dvH71C0fgYNjP43C7r9GQsXY2gXWVnujm/2194dU9+cRHPuzfwkH74pfekJs+fsS/hWK0a6O2fIcNRH1D0aBo2uDmsVXpL5lGsZjHt+dj4VHHXZVec8020gddB0LP0fu258s1qm2jtb8Um1d4uYYt5fTpaxjclnkzzoJ+WCeWPZ9rfoeCbo+Nhqz5Icu7q+J+yijJalfJ8Lazz9dwHJpvUvJ4HI0eB3nngqWcO1dS2nGbb9zrPLv0M/WwvIcfpnUZq/j78eC2mNfqhjTCX4Zor4TYFyTRzxnvM8h7G9LKeuw1ZMfXgOZ4jetj9mWX9X50ZeGYLS7R3okfq3pcB18a6xfhsc+FyOdF+FgcHLOGVuw4PnNlHbcEt5qbeHALvxBDtJtG7DUZVWk87wPJhibHc1Ib2inzGsh7A7EN3eDDM7QMieDmN4gjbyze84MgpyoHghkLbvZNPCsdpL0BV9hfwXbO7MbqHM+n8xxDcMtSZNu5t9l4QlSqCTbW0o7bsLLrbKeZuaMdjdUZRnA77MKfL8FdwfuzI7ipcENWRd7b8j8n9X1IuxlvNKJfJE3yvWBWccyWE30/j70XOz5nw1I/LzguSyO4zbBJBjf7InNWC7wA049VFwJVxzNj5n4glW5oZwSY8BvQMFCmB7f09Youd5XlTHtD0/tdwc3dEJ6X7bpU3HLewFNVXO7c8RzLU3k/lai4DXnHSDjgD+iy+eeDjbrZnUb8UNTtlGgA+tKOW88k1tnRCJ5xBLfDbfj66ZshVAm3YSwluFVlX1fmta6fATb8xbo200BO4JidLHd7JUS/4NXTATguSyG4zbDJBbfsEGU/IJwN5arjKW/crC/bnRU7+2GV8c6QVYlJCC2/s6tkviKBIC8AWGa59Vyo4kEqveI2mfll0PmnBbex7i+f47jK/cCIKzDfysE2p8EUPWbyXwdxXmD0uvmWHy97XYYNz0muc1EEtzqjERzmv44bjveVwftVSnDLe4804p+FwXt85H47HT/I6W2CWwLHbBkFPpuqdHXkuCwt87jV4BamP/rm+iHo6Q0v75+7//79cy+7HqvT8NT+g8uTX85J/nik/XFd548i6o+Gxn6YN6TqeHk/LJr6w9OpP9ZbRWgZKk636A9wF5H7o84ROT/AXUC5+WXI+iHOse4v3ySm6VB9+zh+zDqgy17jH5XW47k+68wPcNcZP2YcyDj21eD9alw/wO19tjrfAnVewXsxP3ScwDE7RuFjLW5wzDtwXJaWddweTMVt+2E5cfaSf+OIHD/zoCwf9W/Krlx44BGR+8L3BfSx03Jxz78ZcuT4GXkwOYK1/fAJGczOITHu7gV54PRFccxG5NhJOXf/vPljWx4+8ZgciSz7+B3Gc9yyvs2pVHErdQ7RdCpuRZWr8KRX3IqqXFGK0/lXrbhVOeer4vqWlVu5zPm20VkFrPIN5RQ5lzkie3+Nd52puNUZ1YuCBu9XVbpKhj6jyr7dUdlI4Jgdo7zP/Sl8Rl8pso7b6Qc3G9pETp67XzT+JG6nBjcvtF065gpoWY95we3Z286JzVsxuxcekEfkvtTQZ5fv2dv8sBZ2SIIbAGBiCG5XIIJbbXDMjhHBbWqyjtsp/46bCViPXZJjJ4OQZszfLyePXZLHLuz6d9TL7m5f5NKzJqbpjQvywIkTcsIOZyWjiAcAAABcGWK/pRodqv52LeKmXHHTKtWzctuguuaLVLXSKm6etG6PY+0qGfCrgceP9+Xi3t2xqhsVNwBANipuwMHhmMUsqlHFLUN/10S2fI0jZkX0PLNz5/zhjBw39x2bT09P8/cHzzXDmeNy5MhxOTMY/5wztGkXyhNn+3L8zP2yvPygnJSzcuLEw17lDQAAAACmaAYqbt75a64LkqTxKmhScbyjNrSdvtgInXfnsfdfOiZnzMSPUnEDAOSg4gYcHI5ZzKKs43bKwc0LYXt3Ry8Uol0ZHzsSdFfM7ip5pSG4AcDsIrgBB4djFrOoRsHNiF9FMn47J7h51bB4GS3+kwJhWhnLvpBI2jlu7nmFZc13PAhuADC7CG7AweGYxSyqV3BTNqwFUepYrEtienCzFxnpH/e7Kob4v7vWOOm+5H8WDWeZPweQiq6SAIBsBDfg4HDMYhZlHbcHc3GS+fuHFwuJn++Wald2+0fk+H2x0KaOLst9x49If7eePykAAAAAAKOoz1Ulcx2Vo409ufjIBRPhYnYvyCMX96RxdIKlLwAAAAA4IDMU3LzL+p85dklOD34E2x9OX5JjZ8p3kwQAAACAWXAw57ihMM5xy7G1LisbDVlbX5E5/67J2ZFue1X6S11pL/h3WVuyvrIt8922RO4eWcp0dZ23582ylJ1b2vJXs2OWqyMts4yOLb9j5rHal6WxLTswmzjHDTg4HLOYRVnHLcGt5qYX3AqGD214d3r+jXTNVjIcbJlwlTVqY3EtEQLSxhlMPye4abhY3ez7t4Zc83KyAWRTklPwNVsmhEjqttPl32ikzCs3xJQLbmnbariuJYNbYt0bsrhm5u2vCsENyEdwAw4OxyxmEcFthk0ruAUBp3CgCdgGek+aoQZ9mqwQkxkCImLhIxwkbYgaBgIbZMw0XSEh67Hy0kNv2eCWFjQDNrBK8fCj89+e97dVmeDm2q+x++L7bNzLDhwGBDfg4HDMYhZlHbczdY4bJkFDx4qs9pqy1m1JY3NVVlbWzb1FmHG1Id9qSm+16DjlaPBYMcs3HFYlkQ0ai2bZuxMNA8nlKL6+fbtN4+ObwVEemzPT7eq6pAzlVnFHdvsNaTT8m2X0+9JvLkXD+NyKLDXN/SnZbLzLDgAAgDAqbjU3mYqbhrWOeLGhKa1EpSjv8aC60gg95o1j7khtoNsql6MrXyCtq+SwYuSgVatJdpU07DT6S9FgGOkKqOs+3q6S8eWOdD0t2t0wsW0mW3HzePOIbPJwJVSXKaVCChxGh63iBgCYvLTPDYJbzdXr4iTDQJcWfIbhzB34yioU3CYcBIoFNz/oavUvFCKrBDc7P62ADqYTC8WFgpsrpJUIbsquY7lz3FzrG9l+hZYdODwOW3A7LOuCKwPHLGZR1nFLcKu5w3BVyWGYKygUwLLGHZwzFau4jTK/NMlphkNMdsUtc1kS89ZwpSFtGJCscOAJh9VYUAw4w2bZ4JaD4AbkI7gBB4djFrOI4DbDJhHcJhFsyksPO6VoEJiZnwMo8ryCwS0j/NigFKnYBYoFNzt+xkVGLHNMrDU2qnWVJLjhCkJwAw4OxyxmEcFthk2v4pYfKkYNfOWrTyGJbnuerHPVRpqfLz/EaJfQedkeW3Dz51mpq6QfmsRdhQseL1txi1TMQvT+ZHADEEZwAw4OxyxmEcFthtUpuLlVHS8mqxKjj9nckpyHDWcmPOQFsIQDqfwU31bxwJh/cRIv3PUzL7oypeBm91dGYi4QmIHDguAGHByOWcwigtsMO0zBrWoFTMdLvcBH5CIhUeOouAXiQSopejGW3HnHlQkzlUPnFINbVgifemAGDg7BDTg4HLOYRQS3GXbYglvmFSLT2ApO+Ypb5fmVVnXbVURwA2YGwQ04OByzmEVZxy0/wI2p6nUcP0Q9GFJ+1HqhLd21hmw4xtFKXFYIqDQ/jK7XcWxvM5QqQwIAACBAxa3mpldxAwCMGxU34OBwzGIWUXEDAAAAgBlGxa3mqLgBwOyi4obA7u6uXLp0yb/lds0118hP/uRPytGjR/17MAqOWcwiKm4AAAAHSEPbu9/9bvmhH/qhxPCBD3zAPke/S9fnacgDgDiCGwAAwBRcf/318tM//dOJIaiwNZtN+dCHPmTD24svvmjvA4AAwQ0AAKAGtKukBjkNbxrcCG+Yfe/Ir/3jPfmVZ/2bGAnBDQAAoAZeffVV+U//6T/JD//wD9vbBDdM0++f3ZPl337HvxXz7J/KXz77Nf/GkI7zl+9LDqnTwUgIbgAAAAcoOMdNz23TsKbhDZgFP3vyiPzbR6LD+s0icx99v/8MjJPzqpIAAGA8uKok1GOPPWYvRKJdIV2+9rWvyXe+8x3/lsjnP/95e9/dd9/t34OyOGbL0epZO6vIe/MH5N+e/JB/I412jfy6yL03yt/9aHD7Lfnjzx6Rf3qbfQJyZB23/BxAzfFzAAAwuw5Tw5FG8Gjyglvc5z73OfmzP/szgtsIOGbL0eD2qzdeLxf+tqNapl0lL70nP7jp837nXbLxT35QfsTeQXArK+u4paskAADAFPX7fRvMXIM+BswmE9J+57L83GeD0IZxI7gBAABMkXaB1Gqaa9DHgIPy0h+85bzYyF8+d9l/RrpXfvvr0rnxA1TWJojgBgAAMEU333yz3HHHHc5BHwMOQvRCIx+Qn5N3y3rooiNZ3SRf+e3XZenz18hG7jlwGAXBDQAAYIqCq0e6BrpKYrZ4v9NmQ9vgvDZMChcnqTkuTgLgMPjTP/uG7Lz6FXn9jbf9e2bTe9/zbrn++vfL3Md/UH74h671703HxUkQCF+cJAhpLlpx00HPd9Ouk1ycpDqO2VF8TX7lvu/I33jkh+Vn/XuS9DnflJ2fSbmgicXFScrKOm4JbjVHcAMw6/7opddl99Wvyg/+4Afkumvf69+b7aqrrvL/Srrq6mRnkXf5d30/8onmiXzK6d+OSWfMznrX1VfZ53z38r5888+/bYPoxz56vfzYp270n+FGcEOAq0pOH8dsMbk/AxBX6GcBAgS3sghuM4zgBmCWaYXtX/2bP5abf/RGefe7r46GqBThEPWuIJHFZAY7/7HLJmTlufrq9OdcHQqI+qdONwiN3//e96T3b1+Tv/HXfiyz8kZwQ4DgNn0cs3VAcCsr67h1fyICADAG28/t2MqUBrbvfPd78t3L3vCtb3/XDsHt8KDPs8/97vflW9+6bIdvfzs6fNc+Phy+853hkPYc1/Dtb3/fDuF56nD5srnvO5ft8P3ve7ftOHrbhDYNcZ/4kRvs+gEAMA1U3GqOihuAWfY//sazttoW9r3vfd//Kyqtunb11cnqWvy5g0+yWAEt9hFnBLeT07SVOkch72q/gqfzvMrM9t2hef+fvV35e7+Q/jUyFTcEtOJ2zTXXyIc+VKyLmf4sgB6/i4uL/j0oi2MWs4iKGwDgQGjla1CtMoNWz7QqplWt4N/h4D0nPHiVL6+SFr7/W9/67uDv4DH7PL3Pr9x9+7uX5dtaNTP/DgfvOdH7zGDH0SrdcNCAqUOkGmjmEayTPqZ/A0UcO3bMBrHg99ryBn3uT/3UT/ljAwAVt9qj4gZglv2zf/G0/OhNH5bv+1cN0Y+c6KdOUrjCFvwdP6ftXe+K3t7f927rtIOnahfHMmzBzQ7eBIazvGpQ4dPl0b+1CqePa8XtH/z92+1jLlTcgIPDMYtZRMUNAHBgtDqlwU0HrVpd/l76oILn6qBVreDfYNDw51W89P5g0OfpY96/OgTP14uUBH/nDxosvSFYhuH8hsvyfX3cDAAATEsNg9uuXHjgAbmw69+csN0LD8iJh7f9W2VMdzkBYFYFoUy7LQZBK+geOQxe3qDPCYc72z0x6M5oBg1OGqJ0CLpKeoHKC2jhwU7z+17lLT6f9MHrmhnMIzyYydjHdRmC+QIAMC0HE9y2H5YTJ074Q5nwo2EpGC86POCcyLY8fOJh898w131JzkCny10p5M2mrfUVWd/yb0zBtOc3PjvSbVdY9q11Wam8wluyvrJu/jsJuj5t6Za+WJ4uU5XxxqnqsqPO3v7a6/Inr1yyw+7LvcHwta/27eP9116UF57/Pen/yQsmYH1bvv7Wnnn8/yevfrEnr/r/vv6lP5Ivf+kFefEPf8/++0ef/z17/9tvvW6nobSAFhTRksW0ZHWNghsAYJqmH9w0/JwVOXnunJzT4WRDLp7OD1JeaDstl46d8caLDGfk2KXTKeENSdrAXpEV19DumqZvNg1Y7bSWcVYY2elKOzSvMplF5xlZzmBInYgXppzjBEOBdY0qF5Z2uu307VSSTiu6/B3pmf91Ivdl7BcX3R+Ft4E7EFVax1LzddBjbLDOZUJa+jExrv2EJD0P7Otf/7a89dY78vW3vyVvfc38+/VvyZ9/8zvyzXe+K9/0/33HH4YXIRlWyb7yxmvy2c/+VTv8zb/5M3b4z81w7Qcuyx/2/jd57zXflf/6VEtu+uSNsvelL8qX+6/I3/jP/6/2OcHw4z/+cbnpLx6R+/9f/5W87z3fk/9n+7+y97/+5VfknW99ZzB8853v2GX7xp9/W97+hjfocut9b33tm3b59ce3dfjKV//cX0sAACZvysHNhK/HLsmxk/fLvH+PzN8vJ49dkscmFrouydlIde6suaegS2dD45nhrBlzcN9pubjnP2/mLJiGale6OqwtSqOxKGvBbROQ5vxnjZU21ld70lwbzrffKdbo1tDWkZY3XmxomUfc4W3O3J98/mBoNf3nzYY5Exid6xEb1lcmsvfGq983/zeDf7MUDW0dkVawzq2GbK4WCdMa2lal11xLbLNud02avVXC2xTpuWH7eu7Y9/WcNHNHqHI1vCDI8Fy39/2FH5BXX31tMOhl0j/+8Y/KZ/+Ln5P/96/cL8v3/N/s83Vaej7ae9//IXl19zX7tz7va299Td54/U8HFTK9P/jXnqvmzydvUMG/KpgeAADTMOXg1pe9vWNy2yC1eeZvO2buz2vGHZXlB8/J3Xuno2HKD1FaiXtw+aj/3LBjMqju2eGkuSfGD2OJit2xk6HxzHDSjDm474wcPwQXKtrZ7plGdE+2bZs1WpHo9OxTnPqbq5GKxWBIGWlrY1NksSWDXDG3Iq1Fkc2NEmW3g7azGwob4W21KpuVUojRM8FTp1Gw/Fi+8lg3Zrtt6DHSk43SQckbt9lqy4J/jyy0pdWsMi1Mk54LZkOOGfTfIDgpeyERPzyF6XOC4YPXN+SPXnrDDn/4hy/Le9/7Pvuc37n4u9L9zf9ZnvzXf2BvK33+h37gI/LiH39ZXjMhT/2Hf/8f5Utf/qY+am9HmOd790eH8Pzjg65PcK4bAADTUp+Lk/R3pUjNrXHEpKVIoNIAdUSOzbtCW0H+9NzB7xDb6UrHJI5msyGbHe26Fq1SZRWlGouuyoUZnCPtyG6/Ic35aDVobr4pDbPf85rcC+2urDU2nIHFVuLag2Z8SDSEJoasVJrChtxB4AhvqzVZbHjPKa3pVxKd6xBVrfKYIVL5CnefHSGI5thaD6peVapcurxNmY9tqgVzHOl6ZPP211Lf9YWDt0wzUa2cYd/f9y7koUFNw4+tuvm5xwYi+5h34RH9V4egq+TX33pD3v7an8p3v/Vn8tf/+rzc9KlPyr///H+UD37og/Kxj39MPvzhH/YmZKdiPtje9R477WD6mq/+7Mtf9G4Y/t2WPha/qMngwiahwVseL7ApXWYAAKapPsGtcVTcsSl6QZLT2j8x0oVRuyzuycXTw+dEK2dj7ip5WGiXs9VNabT0fKO2rDV7snoQF5Yo2GVu7qhJRuEunRpWTEZsxlvxMU2zfuGAExnKdAu1IbchrW5LGpudQ3Dxi2Hla9vmvVD32dQg2pfN1WjoWS2a8LSrrHn+9nzQnTMUpEY53y1Q4AsA1WiYFQvC8mBdk18qYLyCilr4cv+D8GZu2+AW+ju4iqOGpO98+x351p9/SVbuWZRf/gd/z4S162Tjtx+XJ//N/2lC20ft8OEbveBmRpXv26Blwp+Z1yBcmbC4+g/bcvsd3vvFvh++lD7v+9/Xq0hmDzqtIMR5y+bNBwCAaZnyD3B7FxjZu/uc3B/qLrn98Al57EjQ1VGf84jIfQ/KNApgevXI03t3y7nwAtXIRH6A254n1JfFNfNvuL06OH/I64qmFR5taMeLQbbyk1Ww0oZxZCStfumEY/PTxry92wtQ8fnlzicuMl+d56r0l5LLX9rg/Dx/+e3tviz52yltXnrhjtRgoyF0qS+r2/OxbZUtdZsktnmOYF+3RDobDVnz94HHtb/c+1DXUauAXhjTqt2GNMLHld1Wm9LX9Y3MI6TIcyyd/rbMD7a7T9dlsB3jy+ntmzIVRK0mU30bn//+f3haPvCB99iwpoJ/9Ueu9Xw2/UFr77y2q7wftTa3gx+31vv036995TX55I980J639vrrb+gDll/Ekw9d/0H5iZ/8cXn11T+R78kN8t73/4B89U9fkR//9BG546cX5Dd/47fs837ip35cfvKn/i/29n/5Cz8vu2Z6G7/9e9I4+pds6MsS/lFwpR+d733vu2Xvy1/nB7iBmuKYxSzKOm6nHNyMwVUl/QuUxG/nBDcbtBJXBTkix8/kBD07n2TF7NjJaIiM0p8OeEyOOKc9nYA5keBWUFpwi0ppTMfotDYa0QaxDTb9Jb/BXXR+RRVpsDeS4TUuFmYHImHOm9dYQuJU6D6zK2WW11v2aFfBePhRrvu8fZgZ3MbKvZ2jx5Z7OXFwNLi9733X2L/100arVBrGvCBkQtrVXohT+q+GNn3Cu8zj+uGkj3z7na/JNfKGDVtZPvd/PCMvvLgnH7rhE/Ll1z4vn/3sX5Ef/bGb5F/97r+Rl17+ivyECXI//TN/Rc79xgU58QvLsrvzmvwv/8v/Lkc+nh3c3vUur3OKVgjt8vmuueZqeeNPv0FwA2qKYxazqF7BTUVClF48JHSVyYxApJW5s/3jcubB5Wi3yt0L8sDpi9JICWE27F06lhzPrwCmX9jkyghu7spQgVBjFQtu0aDjuG1kBjcboJKlJu0KmR2W4ss3iXDhDhRWpBoUk/VYiG6X6pXHmKC6FXlOOMjp7boGNyMepBPBOju4jXaso4p/9i+elve//5pQV0MNbhrY/IrbVVfLVVcHH0N6v7lt7tewpJ9OGuD0vLgvv/qs3Hjj8LNJY53XuVLs/X/9b/xVG9z+/Qt78heu/bD8af/fSeu//mX7+Le+9S357//Zr8tfWThmg9tv/E8X5Bf+zrLsvPKq/M8muP1nH/tL9nlR3rR1+eKBLXDNNe+SN7/y51dUcAMATF69glumtECUHZQ0nD0i9zkCmBfO4t0zBzREPnbEEeqUBresc+IKVPpGNOngZkOBXvAi3tD3G/j2HLjYQ1EFg5sKQoO9kWwspwU3r7Gt55fF5+EFjn5m17b48lUNF1njTTa4uZXY7iGp+zuyfmnBzV3BHHYtrLptS7JhLUiyzdhxkR7c7Lr3Hd0xCx/rqEKDm1bcvmfPOQsqblfZYBbOQl6Ys3/Je0wgGjD3v/PnX5X3XP2m/MIvZlfc/o8/eFo+/x/68t3vflcWbvtRueUv/YT8y//v/yrLK3fL7/7vT8p73/te+ZmfvV3+p1/ryt/5uys2uF34rf9NbvzoLf4UkoJqm4qHtystuAEADtYMBbcRK24XG7HKnvKCWf/4lVpxy278R6spfsN3XJUfh7Tglna/5Qg/k1nOiqEkEjIcyp6bNlAtuBWTXbVKF99G6WEvzejnl6Ute/Y6xY91jI8GNz0XTAObDsEnjldxG57LpqEtqMLp/e9+1zC8vfPNr8p7Nbj9nWX5w+f/gx0C4Y+wt976mrzv2h+R9777KzaYaWj7wst/Kn/tM8fkL5kQ90cvviQ/dvOn5Nf+x/Pyd//ePTa4dS/8jjO4Bee0ecsYDWyBa979LvnqW98kuAEApmKmgpua/jluVNwq5YoK0gLaaBW3cRkhuNWo4lbMuILbQUhfdnusU3GbOg1uWpnSi5Jol0e91L7moHe/26tkhcOb/vsuk+CuNpktHJYuf+cdefsrL8ov/4O/K+9733v9e5N+/8mn5N/94Z/I977/HfmhH7hG/vQr35W/cN1/Jt/4Wl9++Ib3yNyPfFz+6mfukP/P//Cb8n//f/yXNrj95m/+r/Lhj/6UPwWPzlu7SGpXzGD5wkEuQHADAExTDYMbwg7uHLd4F7TJy62sOSpX+ee4jYsXEjMLea7q2RVdcTsI+ZU1znGbLg1uGtKGwc27FKSGuXAIUl5I0mrbsHuiyU/WV//si3L1978mH7r+Q94dyv/4Cj7GvvrW1+T9H/wxueY975NvffMtee/7r7f3q2+985Z895s78gNm/H7/DWk0PizvvPNt+a7cIB+4NvgduChdlqCr5Lvelay86WNf+9o7BDcAwFQQ3GpuGsENACYlXHHT89z0AiX6sfOud2lw859kBKFoeF9QifMe066U3/3Ot0zw+5Z3p6FBMOxd73qfvOe977d/6zjaNTPs8ne/Jd8z41/z3mvlu9/+hpnmu+3fLjq+zl//1YBGcAMAHLTh15oAAIxZ9LvBYfDREKc/bP3d7wbDZVuNGw7hx74n3/729+T7+9fI1e+6Tt59zQfNcJ0JaR+S977vQ3LNe3T4oHnsPTas6fg6TnBeXTBcdfV75N3mefv7V9t/r373BxLPCQ/BdL71re/KO+94w7e/7S2nrpc+J/bdJwAAE0NwAwBMjQadcNbRv4PB/Nd/PC8MeY/r07wf9B7ezh0VAIAZRXADAEzMu9/9LmdlKghZ2vtQu0Hqv+HnhAOc97dOQ39KYBjuvEHDmzcEzw3on1UGb1z/D58XEJN0/QAAmAaCGwBgYv7CB95juxZmCWekcCjz7/EHj3eunF7oxBsveFpw+ln4PDT9s8rgjev/4QuuKhmmXSd1/QAAmAaCGwBgYn7ix4/Y4KaBS8PP1VdHf3hbxW8HYUzDm47nVbv0Sd4QXDjEm543ePdFJxTcV2XI853vfM8GN10/AACmgeAGAJiYH/vUjXLTX/wh+fNvfscGHc1E2r1QfyJAr8oY/KuDhjodwvd5z31XJKQFQS0s/NhwetFxyg7BdMLT0jD5TbMub33tHbteun4AAEwDPwdQc/wcAIBZpyHnj156XV74o9flT770ln/vbHr/+6+RG37wL8inf+xGG9qu/5D38wNp+DkAAMC4ENxqjuAGALOL4AYAGBe6SgIAAABAzRHcAAAAAKDm6CpZc3SVBIDZddi6Sr7wxKPy9J5/w7j25rvknjtEnjr/pMhn7pEbnjsvb956j9wxuGbLC/LEo0/LYJQjt8u9d37a/vn6U+flSfmMGT9+gZfYOIHQuEXosr78yXslPIrO87kb7hncp7cff/Eb3g2ft05mmV54Qh59+ZPueb7+lJx/7ga5J/yYef75N291rI/her7xwhPx7WVkTacInZfdHXdIdApmu55/U25N3K8c27zQ9n7d7Pvn5IZ77pTIMwfr8KZ7nrqMj78osS0vN98V2xYB3RfhA8935Pbo/nVyzivk2pvlrvjyReYXXS7nPotwbMvQPOLjJ45Bf7sHx++tb0aP2XSu/avL8rJ88t7h/nEd8wF77H/qJeexmr+vQxskZX9Zru3tVHR++rzHJb5Kg2PDtXyZktusTpzBDQAAjMeh/fLthafkqRvuMA1QbTi5gpvXoHrrlmHjOhzWwn8PDacVb2e5nx+V1SjVhly8EazPjzSKw408bXyGg1tWANDG9idfTm8g1jq4eUFDYiHIhnTJC295jWtXcEtrGKfcn7o+6cdKuuQxmWD381tyy2A5dLmel+v98JYf3OLM+E+I3OnPMHN8M+8nXvqU3GkerBTcEtsvbVtnSDlWvW1XMLilMsuT+uVBXNH5JY+D+PvA4MsYJ++YSHnb8BQOm5NHxa3mqLgBwOw6zBcniVbfvKpENLg5GmmhRrhpLfmNq3ilRRubo1fcXOJBLTe4+StYqLKT1YBNaQxPLLilBUxXAzS1oV6kkZ3XuB5DcFOhfRFWaL+E6P5+Um6Rj732cnKZfYljwvDG8740KBvcXn/qCXnpU3cOnp81fnjeZYObXcbXRK67Jfzc0Gsp/PqJ7fPIMqUeD7MV3AbbbNTXU81wjhsAACjpBXl574jcfu+9cu+9d8nN1/p3R9wg18uL8twL/k3j9ZdMy/Jjnxo02vSb8HvvjTdiPy132unGhkRDMo02Vh+VR4Ph/FOmaVeRNnbNvMOz1kbhYNqPPmHmVsCbb8k39l4u9lzjGy8+HppHaHii4BQ0oMW33723i/MrhBtvkOv2npb4pF94wjT4r7uhQAO7LLN/77penk+sn1a13GFKPn1nbF28ofAhYWgQ8sLXp+WOez4pL5t5Ft2cVXmB71ZnSEt6XfTl8fbz3vZI62noovN5/K1b5J57PiPXm/Gj6+W/TuMb6+03S74u3pS3vrEnL094mw28/pK8Nphf6DVdcMPsPV3u+RrwhsficJj0MVIWFbeao+IGALPrsFbcvAZp0G1x+I138hw3fSzUDSn0rb9tbIYqbp96Kb2bY1TGuVChZQkeDy+r/h2uXgyXYSjrHDf7fNNAjlQu/Arijanf7HvL9Jp8Q66LddErW70ppGzFzQpVZgKFKpy6bmUrbkrnF66uxW+r2LGTJXW9htNwVeeCqnGkK53dfqGukvb2a/KxUl0lvfm+9rFkF73U8WPHT9GKmz7v+euj8xneZ7a/q4oZPm7NzSIVN/s6MsHyG9eFjn+Vetx7outr9nPBiptdB/tVwyejy5KYn/s4KXWOW2x7DOm0o+8nB43gVnMENwCYXYcyuAUNW62aDAKCq6tktnCgGp9kQys8H/27SLczyzT44sEtaEwP7wrN781hd75IEAimc+ub0UBgHwptL31ewepA2S6Ck6Pr7w5ug3UZhCp3A9spNYhNiT3Go8f2cHdmH+M23L8oqV8uOMcPXlORY6PsOW5lhANU7DXjDG5BsL5V3jT7MHKOYE4wqhTcQtvDzDj6msuZX0LR56e8/urzWvMQ3GqO4AYAs+vwBTdtwA0v1OAZNvzKBLc02mBNyy/FGlG6jKHqUazKN1IjWBt3iQuW+A1uVwMx1iC3jfrXPjYIJXkhoJzYemex20TbxGWe79po6cHN2xZpFbcystZLuwHG5h3ihahCSTGjihs13n2mXK8pnU+Z4JYVil3byMyzcHDzpj0Ia/aYHlYgh/vavUEi2ysxbYf49OPbJ2d+hx3BreYIbgAwuw5VcNPQYi8+GG8EZgW3rAZlrDKVY+TQZaRNw9nAT6n6RJ8bahTHG5Sx0Baw4/vdLZ0hYKwN03ADfRJc+9dsk9tFns8KbnbbxLtzFg9PHp23IzTmSFZNyykU3OxrJT0SD7+AcIc2NZ6Km04/3FUy+/Vo951W0gfhynt+4iqc4WM753gtF3RHmZ973bLfY/K2R8hBV4F9BLeaI7gBwOw6fBU3F238lK+4aYBxdZWsXnHTRmpGBenI7XLX9c8nG8HayI51ibTS7k+T04B1mUhw00buoOFdILhFnj8mg3UYx1Uls/ZrdsXNJTO46T7PCFwaAm5568mCx7i+LsLBssC+CJlsxS1D2eMhcrxm7auYQudQOqS8PtL2q94fPwcwW9pxWA9cVRIAANSIVl6SVxDMv4pgytUog6FKI3HmmW1SgyrByLTa4dqn425cp1y9Mhgqh+mp0IDmWu5pBpCc12B4uCJfj6Oj4lZzVNwAYHZRcUtXpeJW+Vt6n85z1K6SqSpUytIqbqlVnyLLZLuVpVxV0tUdsezzixhsi3F0lcyu4pS9eERmxa2AIl3/nMdTSJEuwuOruJXcRiNV3KYgY36u944y3bE99a64EdxqjuAGALPryghuAIBpoKskAAAAANQcwQ3TtdOV9sq6bPk3B7bWZaXdlR3/Zhlb6yuynphgnh3pttvSLTtDXc7yM7N0OdtlZzjC/Opqp9uuuE66z6rsawAAgNlHcEM5GiRWVnKHcTWubSN/pOlvyborKOZJC5hZ7Djh5cwbX5ct/PzQUDHEHry0dSq4LRPbkKAGAACgCG4oZ6Et3W53MKwtNuzdjcW1yP3tBXu3FQlfq5vSl550CjbM50yDPzzdbrclTfO/+dD0M+3smvlNgQaO1Z4014bL2mrqemYFlgVpx9arFdxeX5E5/1mjcFcjvcrVYJ/EnxAL58kqYXT85OOh9RisWwGObajjmo1IeAMAAFc8ghuq8Rv3q5sN00hvSWNz1dx2h5Rk+IoO4ZCXa2tbes15E3kK6vdNcOvLrs0W4cCxKptjTHQ72z2RxZashNLWQlsDyzCkdsxTpsbfP855mm1odtpg+7ekEwpfZhttN2RtsH+8fTsMTroNV80+CIJ6/PERzB0V72sAAAAAxBHcUEIo+GwEjft52V7ZlvnB3/7jia5+0SqNHeKt/f6mrJr7U88D04pMx2QOk/S0khRMJz0Qbcl6py+Liw3Z7OjyzJl5BoFkTfxioVsk8I1iWH1qZZWdxloZ9Nd7LWWeC2a7hQJmo9EwqxvM3Wwjs5+GDy/IktlQvW1/X+2Y4CyL0hpMIPZ4Ub2O3XfRfb0g7TUTdVeH+3ZlRXd4yXAPAABwCBHcYAXdGVNDkxUKPs6ufKGuf7HHt9bDVRpvWGtsRMNbY9GGwfVwqggMutG1bbVtwQTDYDrOcGLPldJGv1ae2rLW7MlqifPGtrZ7JtDY/Jbkh45whXFu3izEZidysZOt9U7h6qBW7LQLqTP/xOZnQ2tmiUv3g1lvx2ZM2hFbLFzKXkoNd8ouZ+NoZN/qujf6u4W3rdVs2X2X2NdzK7Lu79dgILQBAAAQ3GBp491LKMPKS1K4yjUcTDiJnbM2GMbSf86f72pfloqGEe0m6J8rFTT6bXfNpb6spnTnjDChb6PXlCWTCPsbjrDnh46uCbuDTKGBI1Yt2miYoFoodWzJxqb2tFwsPr8RDfelH25Tt6u3bM354ROCEBdhK5SB+PGgx0iO3IveVLgCKAAAwCHCD3DX3LR+gFsrbqubfXuREWfFa2TeuVGR88o0kATBRhvu2v0yXKmzVTZNNNnLpCFke35clRlvOftL3vTsdukvRZdze75gICtGl19Dnq5j+G//wZHml79t/P3SCO2LgL/9G6Guiro9OtKK7g/7PA3WxYJlYpu6ONc7um+AWXC4foD7BXni0adlz78VOHL7XXL980+KfOYeueG58/LmrffIHTf6D8a88MSj8vIn75U7P+3fkfC6PHX+cXnxG/7NmGtvvkvuSZu4w+tPnZcn5TOZ4+hznrvhnuQyvfCEnH/zVue4LzwRXc/BNCQ+jnubDR2R2++9UxKb4/Wn5PxzN8g9sYWKz9c+7/EXJbq5htNMPD/ONf61N8td99whN9plf1k+6Vo+52PmvvNvyq123Djdr8/JDffkPT+5vY7cbo6XG/ztceubzu0yoOtjD0XXMngyt0l8nzu377Vy8106ftb6ApNBcKu5aQW30rRh7Ti5rHkA5yOlhxNHWIxomExo1mOYFL3nR0JM7L7MIJUdLBKhzLAhptcMBVa9nH7ovK6JBzfDEbx0vI5ZrlYsjDlDl45vC3eu7rNJZYObtyz+/cZBHGNAVYcruKXRRnmR4OaFstc+Vi58BYqEsCgNAc/L29deJ7dEAkNU4eDmbMQbR26Xu65/PiW4RWlwff76Auuv8yoa3CJBJR58g5Dh38wTma9uv1GCW1YI13D5SXk5J/gM1lf85coJbrp9nzapz4Y991OS2zDMtc9TgyDBDdNHV0mUpg1vL1tEz0UKLt2eep6cNsbTuk/qY6nnoGkgqnJJ+PDFSOJD8uIkO92Oo/Kk0zDP7XfGf0l6s87R0Kb0/DTdjgfXNdAGJTHbIRba1NxRPfEvej6b67w3e4xU2WCOY2R4PmPOBWUATJ42ZM8/ZZrk+ud5eeIF7+4iXnjCNOKvOyLXvfh4xnja2H9UHn00OTyeVoZz0GV71AaLe+See0xAMOOff0qX2m3vacc8NQGE3XiH3HPvvXJvfEhLCHEmFDwtt8stbz0pGYsyBhqKvGW7veR3Bi8895p87NaC65PrRrnjnti2GgzpQXroBXn57Y/Jp4qkIj0uzT7TUHzvvVoBNvvPP06Bw4TghtL0PLhmy9UtzoQOPS8s4zy54YU2YsMI18rXhr27AuMFPuf8HD8HYM+Dc07IC4BFqzw9E15d80ysov4mnrNKlX1xEQ1Wo5w/uGVCUDh4bW1sSn9wEZUt2dZKW9rKLizJomxKZ5Aq/fPzci5uEpa+nUN02ySeU24/AJiAG2+Q6/w/o74hLz7uVTuSvDCmoeXeO++UO++9XcQEpfQgNQwe8SGvUuUFtkdtZU7DwQ3m9vmnbjDzvNfc86R9zDVfrdAk5udMPdFgWTS42uV6+ZM25H36zs+IPJkdJOXNt+Qbey+b6DI9XjXwM7FK1J7ZVWZd4yv6+pvytvnfm0WSkR+qym0z3c7Py/WfuUGe0/FclU4VTFurYmafeceHHxjtZjaPEeBwiBxQcNuVCw88IBd2/ZsTN+35HW56cYpex3WRD70MvV6NMaMsMrjQRmzIvFb+KLQ7pGN+dkgPR6PQrnyu+U1sFUtamNfC6DBQRi6iYn+WwHGxmUE1VMNT8Lt9+ljexU0AHBovPGEa3k/L3jdelMdNg1grYLZS9cRL5kHtkhev8AQhx7aqQ5WpT+cGqapuvOMeG7pcAS/rsUIVN+P1p560XT29cKcB9InMcKVhSKdlg+Rg/b1gEax/IhTpdnv+bbn22j15uVJy88OWGdxBOk67PaZ14fRDdKyqaCtzt39MXnsutoD+sTEISxqsHn9LbrHbSwethp3PqTjq8jwub92i3Rm9Y+Xeu242R5hDUAV1dVfMemxc4usLTNj4z3HbvSAPnL7oPhH32Ek5d79pNdog9YjIfQ/K8lHvIY/ef1r27j4n9mkxuxcekEfkPnkwOpJn+2E5cfaSf+OIHD8Tnnba/JQ3z4uOBT5y/Ix7XrItD584K8HcnAbrOppDdY5byjgD+nMAzgqUf55ZRiHPPW7+eKUvxqLrkHOO2/TmV1/2PLbsDeHe13nHiApf1AaoOc5xK0unlX5xkuGFMxw0WBZLKpnnQKUbrmewfsH5cbe+eX7QlbPsBVQSdD20Oqfnc9nQM+xW6DzHbYSLk3jnhA2fH+U6j83Qefrnmen4w4vNOM75CtYltLF1m3nnKr5ppu9fiMTfr2YDm+14XXJ5gnlGznHT5cu68EvIEa32elPkHDfMsslenETD1LO3OQLMmIObDW0iJ8/dL3a0+O2c+V065gpoWY9l0+U8vXf34Q5uAIBcV0Zwm5xoMBizCkFvGDq0qT4MNtolM3FxkipBclCh8oKLzu/x1z42CKt5QSyu7PNzxZbP2wbPy/WpV1kcbiPv+V4wf+sWXd8KwScUGqsiuGGWTTS4bT98Qs5eOuYHqHiVKl4VU15YclW/AskqmDvs6bwfOxI8l+AGAJi+QxncbOM95ZyjslcxzFE1uHmVJP9GIFR1SRMNZi7RimA40BW5qmTm9BOhyGPD21u32GVPCx1l74/ScJVWuQpX45IVR2sQbm6Q51xBJna8DKud2cFnsE2DjREPVQGdvjPMuafvPDaUHh+ffDkZ3JzHum6X/KtiAuM2ueBmq159OXZMTFiLh5jsIFWu4qaB8Fm5bVBd80WqfWnz83gB078RQldJAMAorrSKWzgo2MBR6EqQXtj71Evlnp8WRtLCUWZo8hV5jssgZIwS3AoYLaCl0eDm6BKZen+a7CCWlPV8PyBfF+7iaAKXvcBNbGlSw5WR1bXWJS0cOpVdX2B0E7k4iQYsDW1aUbv//gflpJyVEyceNnFnyvq7JrLlaxwxH6oatM6d84czctzcd2w+q9KmFcPg+Y5hDKENAIBZFVwMJH/wAkfZ5+PwCi4Cc7uJavbiLSZQaWjT286rUmq1LHGc3G5aatOkQbf4lUaBKsZecbPdBC82QueXeez9l47JmQeX5WhOxa1cV8kqFbf8+cRF56vzfEyOJLp6jh8VNwCYXVdyxe0gTa6rpNvBV9xSuv8Z+RdL0cBRpKtknnFU3LxKW/hH2nWbBV1FVaLyRsUNV5DJXpwkVXbXxQG9QqV9moa9NF4Iq3aOW1UFukpKcG7faAhuADC7rrTgBgCYnIkHN/f5YwVDTaHgZlS+qqTHqxImvppzXDwlJr589qcQ9uTuMQS2AMENAGYXwQ0AMC4T/AFuDUte1Stx/tdJkbMnxviD2PP3+9M8ISd0iIS2bBosbRfO+DKeOSaXTp+Qh6d+Yh4AAAAARE2u4pZTLdPA9OxtQfdGr7tj9XPO8qRV3PIrcdGrWE56OZOouAHA7KLiBgAYlwl2lfRCjvN30PyfCsjtijg26QHNduXsH/cvmhJiuz1elMZJ908TTAvBDQBmF8ENADAuB3OO2xFHUJqo/MpapXPcpoDgBgCzi+AGABiXA7qqJIo6dMFtpyvt1b4sdduy4N9lba3LykZD1tZXZM6/q6gtM872vJluZIL5dswydKQl6ysl5qjLuT0v3bIzM3Q5NxprU5vfwdky67ghjTWz7OV3ZuXjAKgjghsAYFwmeHESHErasF5ZyR3Wt/znj4OGvUrT3jGBJ7xcbenu+A/lsfNcNxGkhNhyruSOrwEn/PzQ0O6apa8nDbyuZW4X3LgaYCPj1nhdAQAA6oLghnIWTPjpdgfD2mLD3t1YXIvcHy4QRRr6q5vSl550Qg33zCBmK3Q9aa75015blH6nSADTULQq/aXhMnXXmtJbLRHeyogvpxlaTV3PrPC2YMJO8PyWNM3/WsHtMVScItvdsZHDASoeuiLhyjFufH8Hx0Eena5WOSPjmu20SngDAADIRHBDNX7lbXWzYcJGSxqbq+a2O6TMmfvDDfX4kNULcGtjU2SxNexyN7cirUWRzY2stGdsbUuv2YpOu+i4Fexs96LLaSy0NYwNQ2rHPGVaNLSt9pqy5m/jtcZuZN/EA9SSbA+CU/SxNVnsdwpX0/I0GsUCHgAAAKIIbigh1PVQz0OyDft52V7ZlvnB3/7jiQpKvNuiGeKVnP6mrJr7hyFhR3b7DWnOR2tPc/NNafR3Y9Mfs35f9H+7I89kWEVrNf27XHZ2zdzGZKcrHQ3UJoAN8+7K8JxCE7o7/UVZC6XaBfO499wt2TaBrzV4bE5WlprS7w2DXTF92VzV/RwN8xriWyYWho8DGzBDywoAAIAkghusoFtddmXFNOLXvRDi7soX6voXe3xrfVV6zVj3usZGNLw1TJgw9xe6eIcNVhkW5qXZ60S7YdpAI7K4lFHi821t90SLQ2Y2SWa6XugYhhINk7LZiXTD3FrvmHWej16EJYVW7LQL6XYsy1qx+dlujI7uiwE7rYz52nUzjzu3slYqzYpH6mK6LfO2d0JDFm230dhFaIwFE+rDx8E4uoUCAAAcdgQ3GDuy3fOa5X1nUvFEznsaDCacxM5ZGwwZ4WJk8XCRoCGyJWbBhstjz0ErcKVDE/A2ek1ZajWlv+E496oZdCMMhZK5FVm359AN56dXkCx2Ncgt8XqELhafXwbdhxo6wxXOaBXTbL6j/ciFUSK7qnHUEaSi1ce+7Ro7HH91My/WOSqu8WGSxwsAAMCs058DCHtpt79/+fJlhpoMuj+m4ZXzp/aXl5f3T51/xb9n3F7ZP39q2c5jMDz0jP+Y8cxD+8unzptnRT3zUHKZ7LKGxtXnhCeVoNN2PEGnk1xfbzmDp8fnlTatUYTXMbG+Fean01hePrU/nMwz+w+Z7e1NJtgPD5l7fa+c3z8VPN85Px0/PL08RZ6vy+F4TspxAMyqab2HAwAOPypusIILiBT+jbGUnwVIL5qEulkGQ7gapVerdHSZW1jSq4mEuiCW6O5YnlaFVmWzMbyoydxKy16co1g1yKsqpT1VK5bxrqjaRVXPN2v5210vaKIXehm1+NSIXChlQZYWG9IL9cNstqLVwqVm3zzuL5vz/MGGHC14aJSmV+QMjqFpXsEFAABghhDcUJo9H64jw0vXDwava2LqeXIa9tJTjfv3vOJdEIt2d6xgp9uxoS3avVEDp3dlxVHDVIJZ5+SFOYIuntV/tkCv3Ojq8upd0XFOjuq5e46rrjQ0mWkX1Pj5bK7z3kR/bqHKMmq4jY2n+zg4hjKv4AIAAHDlukrLbv7f1hde3ZNPfOTD/i0ctC9+6Q256eNH/Fv1oJWj7fmUy/hrANuej4Ufnz6WVVHRi5M4qm55EsuTNx/VbNmLo+hl7wtXGVXW+gUVu4zTvfT3z0adn66vvVy/cxmUhqoNaQwCbuy2VrhW+7IUnDMXux2dvrdO+nt40dnF51GUTk9Tf9nxgNmkn6l1ew8HAMwmKm4oTSs3vY7rN9tMY94Epszf6hpcaCM2jLPSEvuRcOeQGnpG12w55meG6RWTFqQduVBKLChphcsWR8NVzGHXyYW2V2H0xvWuBjrBzQUAAIACqLjVXB0rblZKVUtDS3ohyD3OwLgqbgXZ88tmsOJWD1px0yuKpnMfC/nbyGwlWZxQd1hg2qi4AQDGheBWc7UNbgCAXAQ3AMC40FUSAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDnn77gBAIDx4HfcAADjwA9w1xw/wA0As4sf4AYAjAtdJQEAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDdM105X2ivrsuXfHNhal5V2V3b8m4fB1vqKrCdWNN9Oty3t7mxsieE6bsm6a7/mqjpe3AjTqXTsjWu5R6PHykqVg0zXOWM897FbfZ0rL6dDtWnVY38BADAKghvK0QbfykruMKY2mpNtuIXnp41ux3K5lmGcDUgzMRNCs+fntiPddnhZ21IlpyW2g3OoNu2I2HraocQ21BAQHne0ze9tu3LTiG/v/PHjyzwcCmzP3NdI+QBR5kuAkZa9sug2HscXD2XW2R6jh+yLHwAA4ghuKGfBNP663cGwttiwdzcW1yL3txfs3VYkYKxuSl960glum6FSQ77ZGs7PNPDm4vfFlmHstKG42pPmmj+/tUXpd4o0jPWb/1XpLw2Xs7vWlN5q+Ub1nAkAg2mYodX07m+2QtPumhBhN04R2vh2LMec2Ueh+XSDGRWgje+OhPdLS8zOn2JFUddpVXrN0PFplr9nliHruFswISB4vq7ucJsW2J6x10h0aEnxrVfNcNnXZLHRkMXgGM1a9lg47/TEbqPgdl5Q31pflc3GcD8v9VdnpmoMAMCsILihGr+qsLrZkJZpjDY2V81tdyUhHjDiw0QD1oRsbWyKLLaGDWETblqLIpsbOSl0a9uEiFZ0nYuOmyIIxhsNDSdr0tjwGttlArE3DdP47vt3ZNjZ7UtzvsBOM2Fgo9eUVmRlF6RtQq70tqdTHdkx21sWpRVOLCZYaRgbBBNNKeOUWXHrmOUpa0fMJh8IfxGymrXDdN37fbOpvS0d+QIlvs7xcB4fsl6kjv280A7eEwosp1PFdc4UfGFEl0kAwGwiuKGEUHeojYas2UbdvGyvbMv84G//8US3pWR3tcS3+P1NWTX3T/yb+l4nuhzhoVB3K21UNkx4iZYv5uab0ujvFhh/HLRy5y1zUNFat+FkzmxX3RfDAJfbrdE0vDs2gGuFxr8v1Y5smzZ/I/d5GUyYqNr0NiPr6NLfHX0rD6pomRXEaIAoLFb9jQ5tE19LsAHMHLYb3rEZ/iIkqHgnmddbZ1P6TXNMbnZsFTXyBUraOscqb4W6xOr+bM7H1qlhjpFhtS99OVNUWuc8JlzaaZTc/gAA1ATBDVbwjXZ2aApCgRmC7okRC2Z89+PalSrSXc0Ma42NaMOwsWjDoBdAJiOv+uderxLyQsnCvDRNcIy0h21wEllcKtOcHG5r9/YK7au8kqatthRszG5tyGZjqVj3SzPdpWZPOpGVNYGz05OGaehX2s5asdTUqOktYdgFdzDLObO9ZVM64eN6a106vaYUKRoOAsS2K8A45hfI+nLADInnp/ICWMOEzFYjth6pvO64tutiuy1t2xW3wBciGtrC3X/N0BKzHjkLqxXYpDk52vBCdnlV1hkAgMOP4AZDqyheC6uf0dJyX/RAu35Fz1kbDMVbp+VFGsZ+16dYY/lAzrExoSK7HqCByzvPa7CstrFc9ly00PgFhvFsCw1d/UTA9LocursA6vlWtvE/WJaOiGmQVwvnZr03zLZaakmzv+E4JzCoqIS732qAXTNhedhtz6sWFwuqQZfYxcLzMzLPcfOGvCzt0f3sfeGhz19oe+uR/bLS0NaRvp5zGszEBnOv62LWuDtaSg13/zW0y2Ozt+29vqzgtT48F3LuqOuI96rS5SuzVdbZ51fsh8daMJQ/fxQAgDq6at/w/7a+8OqefOIjH/Zv4aB98UtvyE0fP+LfmhytuOm5I3qRkclUvLwGWeT0FO1OFjQu9bwgbVCPWvFKYS+SUebkovCyOej09Jyy8Lay27C/NBhPn7M9n9FI13Xenk/MR6ej3R9L7wetmGguqrwNdR/ZCThC5LBBHV6u4TpqYNAus2W7oRUfL7J9bXWoL0uD8arOP0P4mEwcn4756XPKHWQm+KUtrxfANORGD4/ofogfc4U5jj33cRdez5RtnNgXhr1PL0QUkvOamvg6HxD9TJ3GezgA4AqgwS3spd3+/uXLlxlqMuj+qKVnHtpfXl5ODA894z8+Vc/sP7T8kPnvFL1yfv/U8qn986+k3DaeeShne+g2dDzhlfOn9k+FJ5RDn5/cF9FlKeaV/fOnXOPp/WaajmUdrmPVfVBsPG8do8+L3pc9HfvctJ2h++HUebOWISn7cziNAzjmHDLXS9n1CB8X3uA8vkZY5+jzvOMlPI/c5SwhfVpZ++Tg9ldt38MBADOHrpIoTb/x9r4Yj3cBy7nUu37Ln9bnSR8rdGGQ0eiyj6XboHY/888dst2xSnd3HA+teK32mv6FYkKDv2yj91YdVjsOrMKxE1w8JVrp0fMV1xb7sXPoxmFL1h37M+j2mXv86LGc6K4XHspd1VD3caVjVpfDVsJix0bX7zoa327xY9oM9sI3Bfa7dmlc7AddYpOV2bIqrzMAAIcYXSVrblpdJcvI7ALo6II1oI9ldSXTi5MMuqK56bxH6fLo7g42GYntlLf+yiyvXrSl2DJmdW2ssq7Z03MZrmO8G53X7S17bfWqg0vSXx1HF8eUbnw+270u6zLyBY69qOz5pSs/nm7jeLfcIjJfp5W61VZdZ3/7l+jeWG2d8465rK6pk0NXSQDAuNSw4rYrFx54QC7s+jcnblsePjHN+c0+vcx3r+OqGpiGkwkm+ngqDVKJCoAZMi/JPhT+YeRCQ8GG4lQUuGhFueX1rty32XFUKm2Vqi+No+Ua++MTusJo6lA8II7FiMdeYZkVtyq/41bNwrz+0LjrdWoCuv5UQONoidA2K4YXjIkOk//hcwAAJu1gKm7bD8uJs5f8GyJHjp+RB5eP+rc0uD0ict+DMrjLt/3wCQmNlhCdjtJpnZaLe/7NkGMnz8n98/qXBrfH5MiZ6Px2Lzwgp10jRhyR47Hxxq2OFTcrpXqkv42Vmj3GUHEb1fgrL+kyKx4ZylbK3Ouk1azJB6P0iltR1as4UdnTmWrFTY/ztKpzBbqNswu1GZUk10VCjMzXaarq+6pKxa38OuvyUXEDABxe0w9uNrSJnDx3v9jc5IerS8eC0JUe3LJo0HpE7osFN5f49N3BLSGx3NNR2+AGwK1Al9hqwQmziOAGABiXqXeV3H72khw7GQ4/R2X5vuMiFx8zEWoa+rK315CjJUKhSYXygIa2kyJnH7hgoh8ApBjb77gBAAAMXXFXldy98JhcOnZb4aqZds88oQU6rbTN3y/n7t6T0ydOyMPTSZkAAAAAMP3gNn/bMbl09uFQdW1XLjxyUeT43SN1Qezv7Ukjt4y2LY/ZWeXNSbtPmsBmhmdvOyfnHlyWwZQ1vJ07J7c96z1+ggQHAAAAYMJm4OIk3jlwudcJCUlepMSj1bPHjsQfK3iO2wHhHDcAmF2c4wYAGJcr5nfc7BUp5aSc8y4lGRIPbuMLiuNAcAOA2UVwAwCMywEFt6wqV7ziNlT+5wCUzuusXDrmCm2qYMVNL1BiFyvUbXIKCG4AMLsIbgCAcZm5i5Po76/pOWbx4cxxxwejhi3vGv4poS2LBkguQgIAAADg4B1gcNuTi6f9C3xEhnLdFDMdXZYHTagrndkAAAAAoEYOMLgdkeNnkpWzc+fOiKt4duA0BE65myQAAAAAqAM8x+2spJ+upqFuXOe45Uk7x63ARUpSz5sbH85xA4DZxTluAIBxuWKuKjmrDl1w2+lKe7UvS922LPh3WVvrsrLRkLX1FZnz7xqXLTPN7Xkz38gM8+2YZexIS9ZXxr1EMWPfJjvSba9Kf6n8OifptDoiLbMsE94MlaVsJ91/q/0ls/xlN0LVdd4yx8q2zMf3Y47qx1m1/Tze41rXeUMaa+W21dReWzVAcAMAjMvMXZwEB0wbySsrucP6lv/8adDgU2ne2vANL3dbujv+QyVpQ7SdMrI+tjLODRJb31GWX0PtKNOx6zbC+Mo9jfhQfd/EjbrOdvu3u+boKUlfO2XHi7/e8sZPPTbMMMoxWHKddRtP9T0AAIArAMEN5SyYBm63OxjWFhv27sbiWuT+cAUg0jBf3ZS+9KQTalCO1MDTBuVqT5pr/rzXFqXfKdII10qBV60YLPdaU3qr1QNCf3N1uJ6hYXWz7z9jaPRt0pRWsNyDoWyFSHdnfBotM+WGHC0wHW2cr/aashYZ3wx2Oxbfr3Mr65HxW03v/mYrNM3YukXCV6enG19WB9svex8m1tkcM41GU+aLbrt+3+yvKdDQpoW/wbKuyaKY9cwKUHNmu0fWa3G4f0YvvwIAgANEcEM1fiVgdbNhGpYtadjQsm7iUFK8YR4fRmlPbm1siiy2ho1603BtLYpsbuSkhq1t6TVb0XkXHTdFPLwGQxBuwya5TUax090w22VeGoNguSqO3GnsyG6/YTa9oxun3Y4N6e+WS8BBmO30TdiwAdzMPyWkJANneCgXYHe2TfAz61x0lJ1ds0EG4U2/AAgCY8fE7/HZMsvVbIW7Xc7JijlAG4OQmrZvJiASVsezzsEXHWmVagAAEEVwQwmhroV6TpFtJM/Ltj2vJ/jbfzzR4I53SzRDvCTjN0iLN+S88NCMlUrm5pumcbvrbPBPUpmKm2eUbRKt0AXDqNXLjgZxkxqHwXJNHLnTmJOjjb5sdhzByk6nL40iZbtQCLDno+k8WyKdoNKkfwfrl1i5cIDwhsR26nXs/anbZWvdVg1N/gzti4xA5G+jxcW+dOxEF8w8dTvpoNXKdNHAN4JBFS1t3/jGWBnUEKnHovedRvF1zhJ80XElnOcGAMA4ENxgBdWO7NA0ZxrPfoNt3XXBjFCDLvb41vqq9JrRitRaYyPaGPcbpGNpyOU1WhfmpWka9ZEGvW2UiywulS93RSto2piNdWV0lNAqb5NwdzjtV9hsDcavXKkbdDn1KjzDrojpIUarXmvNXqiLoj/4XVeLLUvomHGNEF7XyOMaem26G6y7Dkv91egx7G8b57IEXRHtsRo6ttMCkT7f30ZaXW6JCYWpiTBuRzT7NEzYdRUiB6E/9IXHwnzT5M5wFdussx6gBauDXtjqyXbB+aUy6z2sgrqr6gAAYPIIbjC0Uem1zvsm8KRxX9RBu0q5qz/FG7UT0GhIVjHCCwy2nDNcXtsoL9fNbqa2SQq7DvaqlsN1H3ZFzK7quLt8Ft2GjoqjDnrOX+ScteFQvBqbxZ+vrRoXuwKk/WLD5sToNrJBu1D42ZBNDfNLDWdX3EE3WxsifXo+abji6J+TWeiLDRPEN7SS2CoxP5dwuNUQrctTZH2NXvi1FR5q+BoAAGAW8HMANTetnwPQhql26dMG3WS6LmljOVa90WpIUArRBmKFS99r6NhoRJfZrkvoMvD6nMyfA9B5b88Pl8Wn05nsJcsrbBNbGdOLmaRpyOKatq4LXCbeNsr1PKqs5+ky2pZ7qUA7HdpVMnqOVfj4jR8H1oGssy7n8JL58WN2/MeZd1x5+z/8t/9owfnZ7acXn4m/Ju021BCroTe6bkji5wAAAONCcKu52v6Om98AjstuEE/AoIuf33CM3zYmH9wcASwuHMgmLtlYz5eyDtpVM9JwL7CuMUW/DLBBIbkAJohOOxToOqYFt2RYjNIusuEqnvf8fmQbRO/LPs6ygpF7P+vxrtMbHG+x10Tx47qI9OXLms94l6HeCG4AgLHR4Bb20m5///Llyww1GXR/1M0r50/tLy8/tP+Mf3vomf2Hlpf3T51/xb8d88xD+8sPJcey9LFT5/dTxsz2yvn9U2a+y3Y4tR+f/TMPLe+nzdZKWS5dz9R1KSNvvatsE13n1O31yv75UznrHOHtN9fz0/d1TOby5NN95FxXf9+mrUvWPrLLnroRdJ2Tx4pHt1/aY1l0mtFtpevlXr7h/LOPs7zljG6b1HW229Fbtuz5OYTGTUpfvrx9U2oZZlgd38MBALOJilvN1bHillnBSqleWSlVuoFYdWdc38onljdvOVSzZc9fGktVYIzbZECrKMG5R/5dlWUtX9Hq3UjLk1Xhyj4O9LH0q3YaqZXOrEpWFq9aVrzili/7OM+bn65izr6JKf26shU7PQey/Hpl7ZvJdcuuFypuAIBx4eIkKK3RaMSudhcwjUwTQvTxVNqQjlzIwh+CX10O0QulFLukfEmxHxF3DmVawqMqsU0mwr/CpuvCHzvdjmz2mzI/0c0x2k8LDC60ERtcv583HrErhkaGcuGmGO0u6ppXzs8B1MD09w0AAIcXFbeaO1TnuJWqLmkVZkOOro/eEM49xy1F6cpEmklV3DIvUmKUOq/Oq6wlCiRFpzGGCqC7QpN9jlteVSd9+fMrWe5xp10Bq0vFLftYc1XP8vYNFTcAAMohuNVcbYPbpGljceOorJdpkQJAzRDcAADjQldJ1JP+ZhShDQAAALAIbgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqjuAGAAAAADVHcAMAAACAmnP+jhsAABgPfscNADAO/AB3zV2xP8ANAIcAP8ANABgXukoCAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghumK6drrRX1mXLvzmwtS4r7a7s+DfL2FpfkfXEBPPsSLfdlm7ZGepylp+ZpcvZLjvDEeaXKW97Z+2nSSxPwpas+/Pf6banNM8cVdc9b1tPnB7rVV4jxhj2t+4/e9ynHVOZ9Dio8DoFAOAQIrihHG3IrazkDuNqZ9tG+0jTHwaAUqo0Mu044eXMG1+XLfz80DBiQ3/QWJ6itH01GJw7LboNpr3MUV7AGS5z8f2voXw4nhnGFNSKhP2s7V70dVLty48Qx/tC4X0ZG7fYeBmvnfDgWKnc45SgCACoqav2Df9v6wuv7sknPvJh/xYO2he/9Ibc9PEj/q360UbQ6mZfGotrpiE1598bFTwnTbNlAo+YxttGQ9ZMA9I9lYA22LZl3kxzIbjHjLM9b6YR3BGmYWq1L0uh53u0kd4RaZn5umaYNp42Mrfnzbixmdnn96S5NpyeLlen15SWPw29vdFI207J9bLS5pdDt3lHWqn7xE43vr3tOmyKe0/561FxedzroftgVXrN4TYZbqP+YHs0zLDaXyo8T/fxoNu3Iz3/ltVshaaZXJbEMZCy7nY/m20dvt8e82bf2+3r2tZOjmV0iSx3Gm99+ku6HcJ/+w/HuLeZUXF/6/pvHF230xsci/PbydeUTl9fhoP74vshvE2Gr6WE4NhtLBbYzll0fhvSCL2OR6WfqXV+DwcAzA4qbqhGG1wrKyaQNUxjqiWNzVVz212hmDP3d7vd1KFUm3Br2zTq5t2NN5d+3wSRvuzab9C1URh8q74qGVmytJ1t07RcbEUaewvtlmlq9qTjf5PfyW2RT1l/U1Z12YKqxNyKrAf7ZW1RGrahHOynUIO51/G24UglGmPH7EtZlFZooy0sLZrpb5s9pbxtlxX6I/xj0rmdd3bNURBeHzOED7ytDdmMLYtuj6VmT7ZzVrPRaPh/jWpB2uHl667Jopm0fikyvM8MhV8wDbNs/p9T1jevu17HO+7T9595PW70TA4Nh7E5WWmZY2BzI/Re0pDFNV13V2jToGXmY0Jbo9WVVsM7pkc9NAEAqCOCG0oIBR+tINiG5Lxs28pI8Lf/eKKrWDg0+UO8deUHidSuUvqtun47bxquWiEIppMeiEyjrtOXRdP63ezo8phG4brf+PUbxakigW8Uw7DQavp3udhgMWVandBlSwQBs686WnnryYZrX2jFxzneuHnbbi1zRwX8fW0a+Knb2aSYKjkmCCArKQeafjHREj/M+sOg2uY/p4qtde/Lhf7mavFuh5XsyK7OZ/SD3bcl27bS7B33xfZfOVrF87a1Vse8+cxve1XD4G/v8WS3x+G4rqFAxRMAgANCcIMVNGayG4ih4ONslIYqBrHHtRGq3Z/sY/6w1tiIhjc/SDi79w26Inrfui+YYBhMx9lQ1+fbPlhahWnLWrMnqyXOO9ra7tlqhclvSUHFKVRhnJs3C7HZiTQSt9ZNI7BgdVArdhqUnNWd2PxsaC1QUtAG/7BBGhqytoPdbiYwiO6L7EpqGTsmGSQqU3PzJpptSie00bY2Nk1em68QePTYG6F728KSWePosui22DCteO3Ka4+1jOQdPh7tMEJoC16LtvulnV6wH3IqSVpxzHhCEEATT9HKpwa3QaVzNDvdDekvLhU47s37yVLTLFf4+PK+NJDI+H3ZXNVlD73ezN/etnHv8+H+SDkmgi8fnMMIxxEAABPEOW41N51z3LQa5ncdzDh/xp7LU+br6NC0dNz4+V3aQB2cu6SNzpTzgLz56jf47vNb9PHI+Tn2vBmtvsQaYPb+4HwaXeeUc9xsSOzL0lpDNuxTQsuk00g758eONzxHLH7en2sbePzzakww6G3kz89uj9g5VaW5trfdPtp1LbQtDbuftC2t27OfsjwVjwsztln3YZVjuM30/jGe4+av24DzXKjQ68AX2RaJfZF8foKu6/x2oXPcvO1sJpb6Ggy2lXYdNMsSn1hk+fxjyj7PW860c9y87bUmDe9gT75m0o53l+C1Y19jwV0Z57ip2L6Jvm7C6xHcFX1+vuh7R+R9Zwo4xw0AMC4Et5qb1sVJgkZj1kVGRuNo5IYbqNoYizdu/SBkWqmZy+RsqFcWbeQmGnllG7IF6PIHgS78t//g2Od32BU5HvQ5nf6oF7KI02MnJfwUCG4upY7tyLEyDL7elxQpwS28bPp6K/NFRUJoPg0zxL/ESAtuUzYIyBnG+T5IcAMAjAvBreZqe1VJbdA5vvWOV2umIb1x6wiLEfHKhf/8RrjiEbsvsyGb0UA2EqHMsI3IyPlQXlVFgu1YquEcZcNJVmEi7Qp8Kft2IKUilNsgzq0kZUgdN6lY2AkHm0De8WJkLoeO7wc3MfMPBZfUbZ2jenALSzkuU6pjkeOx8PHn7cO+I/DoNLMqbvlBKqXCaKUcOwWOl/i2db0+x4HgBgAYGw1uYS/t9vcvX77MUJNB90fdvHL+1P7y8kP7z/i3h57Zf2h5ef/U+Vf82zHPPLS//FByLEsfO3V+3z3mK/vnTy3vp4+a/lg6neap/fCi2vVyTig0/6x1KLCckW2Tus66Hf1ly5zfCDK3d4aM5dHtV2nf50jfL27Fjgfdxq5jOEPqOgTHUvKYsqpua6PUsZ25fLHpvHJ+/1TK+ke2d6H95r3u0542OC4y5pku9FqIs9Nzz1e3W942j2/bxOtzTOr4Hg4AmE1U3GqujhW3zCpA1jf0eZWc1KpEdiUrXV4FJeub/BSZFYj8ik3pLliO+en2n8g5boG8/ZRRcbOVFdf6ZW63bLYiM+I5bjvdrvRXVgaVnkrbMHUdQpW2MsdSWN42T/DO2zIbO+f8Qj3GWyKdKq8fY4T9FsiruGXTilrK76plLpujolpxG1dfcw8VNwDA2Nj4FnJwFben9h9cfnD/KfP3Uw8u799/7mXHc9KHl8/dv7/84FPOx7IHne/9++dedj2WPlSfX7mBipvKrmSlS6mAjCKzApG9nJW+0XfMz1YTym+MqKztnbmO6epdcfOOzeVgqLIsqeswgeNsrKq+fowR9lugrhW3aaHiBgAYlylX3HblwgOn5eKef9M6JifP3S/zsi0Pn3hWbjN/mz/ksSNn5MHlo/5zVHzcYDzP7oUH5PTe3XLu/uAe5Zqf59jJc+I9Vef7mBw586AMZ5c23nCe7vmN36E6xy3vG++cilv2aTCucadTARua9vxGoNOtWnFLqUTknqtU4jy1sLIVt4lJ3RcFjs8q1d2x8Zbv0FXcrOrnuE0LFTcAwLgccFdJE5oe2JW7H1yWo5nBzQtSl46F7tt+WE6clWiQ8pPWkePx0Bem03pE5L4gqLmCm4PO79nbBkHtig9uAIBcBDcAwLgc7A9w7+5Kf++inD5xQk6YFHbJvzth+zG5KMflvnCymr9fTh67JI9d2PXvMI6dlHPnzmWENtWXvb2GHM16isP2s5fk2G2TDWkAAAAA4HKgwW1320S142ds2Dp37qQc8++fpN0Lj8mlY7cNulgWodW1s3LS71oZcumsCZwn5IFweAQAAACAMTvA4LYtj11syN2Z1THf/N1yXC7KI+GAtP2wnL10LDp+bpDSeZqseHfx2Ga7RJr5nHF1iSxU4QMAAACA0RxYcNt++Kz0j99dsPJ1VJYfPCPHLp22wcwOofPbBnKClDfP+7LPZRvQc+FOeOex2XPwAAAAAOBgHExw02pZ3ztnbfthP4hlneNmaXjTLpXBEA1tR5cfzLxQiM5HuzsWqY5ple3ECb2AiZnPhC8+AgAAAAB5ph7cbCjSaplfxZq/Pwhieee46dUfg5CXMjy87T83zBtPQ1vREGZD4Lmcq0wCAAAAwJRMNbgNzheLd3EsZF7uH1TbksOZ447LLe9ekAe8PpWVKmc2ZDrDIAAAAABMz1SDm61kTfN8saPL8qAJdZPo7ZjXNRMAAAAAxuXALk4CAAAAACiG4JbH/4kB5/DABeEX3AAAAABMWo2Cm57D5p37phcsKfvbaNW7Lup83Rci8S5SkjyfbjDwMwHl7XSlvbIuW/7Nga11WWl3Zce/WcbW+oqsJyaYb6fblna35Bx1OavMzNDlnOb8MuVt76z9NInlSdiSdX/+up+mM88d6bbbUnYXeeNVOwbHpdKxpXQ/V3zdDQyOCd1nZbffwW87AABmBRU3lKONtJWV3GGsDTEbIqpM22sUDperRKMyLbhkiS3nSu742tANPz80jNiYrhRKR2QDlmtdgsG546LbYOLLHDt+C88vsW/Hc4wXCqUZr7miyz/y8eBY/8JhOj5uofHir92UwfU6KfAeNY59BwDAtF21b/h/W194dU8+8ZEP+7dw0L74pTfkpo87rphZE9ogXN3sS2NxzTTA5/x7o4LnpGm2TMNOTGNroyFr6ysSmYo2+lZ70lwzj+sD8duGVhu25839C95tjwaCjohOO7g/Nq4uV0da7uW2z+3LknlOdLJm3O1506iM3Ju6XJ1e0yyCNw29vdFI2066vNsyX3R+OTLXTel049vbrsOmuPeUvx4Vl8e9Hto4X5Vec7hNhtuoP9geDTOs9pfy56nz6PT8Gw1ZDO0Lyz6uh8RwG0f3iS6PPiE2nmPfmjHNOMHx5a1Hf0n/9h928p6X8VLwNBaTrwOH8LJnH1u6CinHg66bXeX8+UWYbdneXfKmN9i3Ym5vSCO8ndJeF2ZZvP0Z3iaOfTbgbW8zpcj+K6/ovhof/Uyt83s4AGB2UHFDNdpYW1kxgaxhGlItaWyumtvuCtOcub/b7aYOWQ2orY1NkcXWsDE3tyKtRZHNjbwqxbYJBK3otIuOW8HOtgkM4eU0Ftot08zsScf/ln+QKeqivymrumxB+cFsn/Vgv6wtmma0NpKD/RRqLPc6XuVi1LLFjtlHsiit0EZbWDI7qLdtmtfK23ZZoX/ABpC+afj7y9tqyOZq+Hg0DfYN0+xvRRv90fmlmDtqtsU4zJltFmxPb2g1zd3mOA3f1y0RohpHiz5zvHZ2++bw0de8OQ4yDuzE69ewr4veRqT6rV/edLuu0KZBS18/HekvrsnaYt8eE9OuJgMAUAcEN5QQNKLMoNUa29Ccl21bGQn+9h9PdGEKjRsM8Ya/HySGjbId2e2b+DAfbc3NzTel0d+NTX/M+qZhav63O/JMhuHHNtLT7OymVLomSCs7umyJ5Gz2VUcrbz3ZcDWQg6Ax8ZKFt+3WFgvEJt1fzaVhw39hSRYbBfdfEGBX0qphC9JeMxF8NXz8xqq5FdgqmGYeDcIT7rvX1+1jhvHYEfs9xSAkZx3YFflfDOk+0eqYff1Ix6vU+X8H+yKx6QbjuoYCFU8AAGqK4AZLG5HasMn+JjtUMXBWBUwDVx9zPL617nWJs4/5w1pjI9pg9YNEWnevCBusMizMS9M0iCONup2umDwii0v5re0t0zJtmLzgbOsGFadQhVHDpGx2IlWErfWOWef5Qt26tGKnQWnb1X6PzU+7mhVp6A8qIvEh96IkpnErui+yK6llaIWmoRs0bM7sIzOnTmij2QqN2WYFjoAou79DVZytDTPlpgwzvzl2l0z46kTXRefXDwJsd82EPf+BuHA10h8qh7agWt1rDufb9/Zx5utP903Gvgv2d3IaWzZoaWVx1P1o6bZthEJyBlvRdL4uouP3Onpshs5BXTB/Z2zncBXfuR8G+9Q9TPw7BwAAJoBz3GpuOue4aTXM/yZaqykprRp7bkqZ7n6habnOwdGwODh3SRuziXPcdLlSzjkKnZej006e46aC82IC0XNoMs/70fPb1hqyET//R5cz7RwvO97wHLH4eX+ubeDR5dyQRssEi438+dn9MDhHqCLX9tb7zA625xyGJm33kwZe3Xb9lOWpeFyYsSP7aLjN9P6S57iFp5V2npi/jgOR5zmOt/jzE/SYaol0Cpw3FUwrbdlCr8P4PrAix7333GCe6ceWt//0eFnqryZfJ7HXUj7/WA2fi6brlXaOm4q9LqL7P7oe3l2x5+eKnRuny+M6X/aAcI4bAGBcCG41N62Lk3iN8+yLjIxm2CgdCDfgUhpbrgZpJPAZ+hx3cPMNGpbRJ7iDW7QhGZ9X2rRGEV7HxPpOYH6Hkm4nDSBmf9ktZRv/8QuKjIFzfzjCR0HuYzBFIrgNQ2ZqcLPbIbjIzjAMDxYzMs18w/noxWNCX4rY13JKcJs2eyxkhW0jEh4ni+AGABgXglvN1faqkimNI2elYBTxBrijQT6+4OaHy0ayIjC4L2VanuwGvKtxbYOhdpkbNJy9qtHg/KnM+WXT+WUXiwpWpeJSGr12XbJOIEptLIcqZWlyGtquY8AZivLWLV69iQvtj/j2rXLsVw9uUa5jy9uujuqYPbxCAbdQcHO9NnyDbZIS3HK3eda28+cbP6xSq5ZD8W1rj89CldvxIrgBAMZGg1vYS7v9/cuXLzPUZND9UTevnD+1v7z80P4z/u2hZ/YfWl7eP3X+Ff92zDMP7S8/lBzL0sdOnd93jvnK+f1TZrrLdji1H5/8Mw8t76dN1kqZr65HeFntejkn9Mr++VP+PLLWIfw8B13OyLZJXWfdjv56Zs5vBFnbO0vG8sS3Z8QI65G+XwLu7Z4/XpxOJ3l8WcHyO9cje79nydxmcfo6SNlniWMrfAzFhfd9xjSHvPXL37cZ80yVte3S30/svnW+Bw3Ft23542E86vgeDgCYTVTcaq6OFTdXdWMgVJFIyPvmvcC36C6J5SnwDb9WcPTiKIWrHYGs9UurDoSU7orqmJ+t9JjlHqlyoNNNOw8ob/tlVNxSt2fmdstWpFJinxOuXNrK7KY0SlXBdP/Z8lOy4jbC8lv+8pQ9b2t+O6eKaWi1an47patknsIVtwyDbVOlq2RGlTpz2Rz7quI2LrvJyqLiBgAYGxvfQqi41Wug4pYvt+KWolS1I5C1DpnVA285xzE/nc7IlYOs7Z25jukyt2fFaaqilRLvuAwqs1WOiQIVt5qqdGypQhW3HINtU6+KW11QcQMAjAsVt5o7VOe45VVyxlVxKyizQpQms/IynYrbWOh0q1bc7O+rRX/IWtmqV6Vz3LIVqbiNR07FrUAVd/LL6OY+x62AOlfcrJTXVMX3ioNAxQ0AMC4Et5qrbXADAOQiuAEAxoUf4AYAAACAmiO4AQAAAEDNEdwAAAAAoOYIbgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqzvk7bgAAYDz4HTcAwDgkghsAAAAAoF7oKgkAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4AYAAAAANVeD4LYl6ysrstLuyo5/T6atdVkxz1/fEtnpts3fbekWGnFEO11p63LqjAEAwGSFPu/HK6XdUXl+JdsxE7Ej3fZBLwOASbtq3/D/nggNV6ubff9WWFNa5rEF+4bXkV5jUdbWV2TOPqZvQKsSH63ZMuFJzBtrp2f/XtrVaYssrpn7vBEd/Ok3W2aaC/59SenL6c+3YQYzs37OdAAAQB7/s9m/FRf/vI9+7GaPO5D6ee1qdxga3JzzC6S1J1KmZwRti/RpFuFuEwW8afvPkfRlSNfIaUcBqIvc4OZ6wTcW18ybVNVXePzNxfWGl/4GFH5jdQY3//F8QXDMEH4TJ7gBADCwZT6f4x+3lQKK9mjxPsyjbYvcIOUbfO5nfK7780iPL2bclkgnc34HFdxCgvVILEN+cHMtg7cPCW7ArMjoKqlvRCuy2mvKWrcr3cGwJs3eqqysrJtnVLCzLT1952wcjQaycVloh5Y1a8gJbcbOrl1QaTS82wAAXPH8Uwc6YsJD5HNVk8+Uu+vpspiw1VhsyWKjJ520ec+tyHpkWeNDfpugDrY2/PDZ267WBgMw01KCm35z05H+4pp04xUvc2tlvStri33z/lw+vAVvOs35Cb9F6jdw2uc8MVQMnAAAXPG2ZH11UxotE3YSJaQFaZsQ1GpsymqZ8Nbv23ZB3/xbnLZTzGe6vyzrKwumbbImi2LmnXXuux86K7UJdna90NTfLR1MexpoI/MdDoXOqQvCsi0sNqUpJqTSngGuOM7gttPtyGajFe2yEDNn3jBazZ5slLkyiHnj2dA3ncaiLE0wt2m3gKB7RfQbNfOmrt/Ipb6p+x8EnNwLAEDC1rr3pW5Wt7+FthegNgqmCq93i5ESiILQ4wUc/3N6ZdW2U/Szfbgs3hfL3e6S9FcdoUjDT9DNMNImKBiA/IA5+LcAbStF2yHJIWtbWsFy266gZpx22wZk7wt0s54Fr6biCo82CAKYGY7gtiPbPfP2UKAitjDflH5vu2DI8b6l6+tJsK14Fa88fQPKPtlWPwMmEL96Hftm157KpSwBAKiLLdM+aJj2Qd4n+JzMNxvS2y4SKLZkI/gs77vDXvAlrBdwgnCmASatneJV/uKhaGe757VBBt8cm2ktNc2/PQkvajQoBkwbRlOOX+0q9aX1qAbdPKPdOQeh0K6kv10SvaRCz0sdOL8NmBWO4NaXfr/geV3mSY0i3zzZEn/HXgGq2RrPG4S+ka8tuhfSvkm1TKjc1HPxwt8urcpmX7+xKrYMXreNhhwNP9f/pq76xVkAAJhBtqtg7DMxxdxR8/mc26XQOy3Daxu0TCDS0HTw3f+iQdGjlcaeDX1tadv2xUb2cqaerpE2FFtvvZiIe3x/CPcYmtAyADg4GRcnGQ/7JmMrbd6bYeoXZOOmoVL/0fP07DdK2iVieH8RC+YNcFZOWAYAYHZoaNMvU73P6fbCgrTXFs3nc8YFRtQIYWRuvmmm35fNQVnPLIM9f6Mp6Z2MvAu12WJb8MXzQtueKpLZxbLwhdKCoVhbw2uXuAa/jRPmXIagLbQYu/CcDrR3gLpzBDettmnVzb+ZRattmUFoS3b7+qjXL7t0aOvrScahN2DOPQMA4GDMHbXBp8hZCPa8tayrR29tDELboAeL7RLYkqZ+9qedt+UMI161LugREx1CYUSnr+HQP+Vh2AsnI7DoYpiJe+HSu0tpgMoNb4Y95z7rYiklpVfcvBDsMu5lAHBwnL/jZn/zo7+U0X/co28gG41RftNN6bdZ7t8/cfJ/r0Wrd4nfcfMfK857wzYLkHuCbnNx0eRI/6TmqZUNAQCoj2Kf+141rb80Yi+b0Od99nT8dsSon8+F5xeX3o7xfkMt9nuzI9Dt3+nlhM2Y6DL4lU7X7+QCqD1nV8m5lSVp9jqZF+DQN4JOf1Fa43gnGpeKXRPSux4Mh/a8NwsAAK5UC0uLIpurmZew31o3waDRGi20YULSL2ICoP5SznHTKzK1pKEX90h0T9Rva/SKjg1p8cIHAODK4Xc37OuVFxPpzT8frL8oa6S2kL7JuvGujcOh4NX8Q7SLpnta6V0ix70MAA6Cs6tkmFdij3acjvRJBwAAVxyv255/wzfVi5ABwBUmN7gBAAAAAA7WxH8OAAAAAAAwGoIbAAAAANQcwQ0AAAAAao7gBgAAAAA1R3ADAAAAgJojuAEAAABAzRHcAAAAAKDmCG4AAAAAUHMENwAAAACoOYIbAAAAANQcwQ0AAAAAau6qfcP/2/rCq3v+XwAAYFQ3ffyI/9dso30AANOR9rnhDG6f+MiH/Vs4aF/80huH5kMfAK40+pl6mIIbn0ezj/14eLFvD4es/UhXSQAAAACoOYIbAAAAANQcwQ0AAAAAao7gBgAAAAA1R3ADAAAAgJojuAEAAABAzRHcAAAAAKDmCG4AAAAAUHMENwAAAACoOYIbAAAAANQcwQ0AAAAAao7gBgAAAAA1V8vgtv3wCXl4278Rt3tBHjjxsCQe3n5YTqSOlKHqeEbmcgITstNty8r6ln8LAK4cW+srkvr2t9OV9sq6JB7eWq/8npk5v1Q70m1XGe9Kk7+ddPu3uzv+rYCO15bE3UXoMdLumimUVPUYqjq/Q6rS62nqr996O5jgZsPXCTkRDBNLP7ty4YHQfEJD3ix3LzxQabzZtCXrrg+71PtzpH145hnnG9y03iwHbygVt1Uh3ofbyoo3rG72RXqdwe0VO98RPshyuN/4qq/vWINnxTd0XYZkY6AK3Q4Vt/sIH0bAoWU/P4bvd9N5jZR7P3O+J1Z6PU/yc6MOpr1+Or/QsRMMJdoCZT8b9FhIzK/kPA8NfQ3E1zu3LeZquxRrz9i2hGvbmyHvpZg1rh1q/Nk8/eCmoe30JTl25pycO+cNJ+VsdngLB73TF2VPLsnZQZhyVN8Gjsryg8P5eMMZOX7kiBxp+E9JcXT5Qfd4uw8PQtzZS/6Tr0DJg77Ym3PkTW4Mb2yjNsCLjR8NTt5QprGe8mFS+ANtzryJdKXbTRvasuA/M5W+oY60DGVEt1fl/ZO6zGbIeFNN/SCtGrAs3YfFx5/MMgCHnDbyVnvSXBu+v7Wkk92ICge91U3pS086g9dbzUPRzq5Z3r7s8p4QEX7/7PRE+purg9vZnycL5vHwZ2NX1hYb0mjOm0/RYvr9vv9XcY3Ftcg87WDWoeg8Uc2ceX0H27vVFGm2htu/ndsoStlvZtBjps6mHtx2t03aOX6fLB/17zDm7z8pxy49Jhd2/Tviji7Lg0GAOnNcjsgxOTkIVPfLvP80uWQCoIaqzLJYX/b2GnI0NP9Cth+Ti427ZXn5fn++JnAe8x+bQdHg1TEfdeEPu+xvK3Tc1V5T1sIHe0vM+Nkfkvpm3DEfw8E4rcamrB7wtxr6Jl3sjbohi6HGRLdrQkWRd2XbqNiQRmRcf1hryEaJhnwyLJuhyPbTANQRacXnr4Nrv8W+8dYPzl6n+Dy31ldlszHcz0v91WrhbcFsm8Fy2nfl4e2Md+WFtv+c7posNsL7reA+G4M6LAMwa3a2zZvNYivyGllot6TZ20h/n5wzn1f2tWWGtUXzTt0MvdeFvtQKeikc8GdO2NaGBs2+bG7UZ5kOgvf5MvwsHL5/eg3ycAN7fXBwmO22Gh3PftYFn1P+sLrZkKXCb7o7smuaA4M2QXh6+kGYIhwsvaHmXxjUTrAvg8G0IeLNsqzXr2mzbGg7ZePKqHLO2MVJduXCI17F7TFXyjt20gtV9w+iXNL2s3Lp2G3DsFfItjx8ti/H7y43Vp2Fv6lwDVnfVswdrfBthH1hmQ/U0IRzP5AnzX+xm1d7gWUIv7GYN+Ug3GS8mY+VmV8nHpbNoN9Gj70dEm4IuYasgyNlPzdCH2y2q2dJO/pp2tsu92G4sy098wHc2/Z2bjj4VlmGSjKWYWrHDnBF2JFux6u4bbje0IMvflzvX5HKV7THwKRepvpeEHyRmVtVPOS8SonjSy0TnHT79zc3HO/9wRdiofHCX/bZL8102ia8B5/XOtiqrNtOtyObjUVZ7Pufq/EvD1MkKzcFesEcVv1NWQ22dc72Hop/Me7tu4i016+G69W+LOljS30z78Mfmqce3I7OHxO5+Eikurb98FkTpu6OVOESbHfJ03JRjsuZcyelcfF0TjdJFxP8HnMEsKBS55yeCW0nzoqcfNAuX/jct8PQVTLRpavIh4d5M1tr9qIvTlvRyXiz0spWcz72+ILMN7Xi5d+soHjFLG5L1oMuOWtN6a2GvrVzCr+xmPUMwk3Gm7lln7ck/ci3Sf5g32wcH1YuZjqt+DY3g37wD9/HHN9AKv3wsdW96Lh2yNpv4Q87HYocG8793JBGqOpUuhuChtbNhjTN+jsbZE5+I87M12wU+yEc/rKi9DJsmQBmtm8QwKKC7R7/wPCXodk0wbVj90nkC5O8Ywe4wszNm9eE/1oJbK13pNdcyn6ftO9Vq7Ipi7LWDb4oKt6ACypf3us72jU97WUa6YWgQ+GE53Wdt6HNf/PWCtNaY6PUMs+OaG+e8JD1kWLbJmabaqhbW+zbaRTvuaHbeNUcN2ve52OiKpuk87M9iTS0r9uuKOP/UvRKYIJv5AvmlO0dVaDiluB/wbI9b+bjt2Fs0J6XbZ1GgZ2XrJR6w9S+2K1qP+al3f7+5cuXJzu8fG7//uXl/eVgePCpyONPPbi8/+BToec/9aB9XuQ+M7x87n5z//375172nxObTnzQ6d5/7uXo/RnjRabveDyxnBMYdH9MyjMPmW3/0DP+LfXK/vlT4fue2X9o+SHz35JeOb9/Kj7eMw/F5uXRZTh1/hXvho536rxZiqJ0+fQYcixjxrReOX/KMY43rcGyROh2ObXvfGiwXhW3VQV2+RPbMmMZLV2+2OMp+8Sy+zD6/Ojx4l5f97J54wZ3pz3HSZdxsBzx49NwrYNddvO8YP/baUT3rS6De1+7BOvq2saO7Wrp/aFl9ZcpMs+s7Y9DY5Lv4dM2lXUJXr/BEHuNhN9LLP/1nXwb0Pd5/7WZ9VoL3uue0X+T72mJ+Rmu+6Lz8N6ros/x3xMyPyeKPGd09TkmXdvJf59PfH6H31Nd78Ue+zllnpf6/q77OzJtf36JHerdP5hOyjEUzC85+MuXmN9kHei+1W0UX9fY+jtfO0jI2o9X6X/8DGd94dU9+cRHPuzfOjz00v1n5WSyG6X+HMCzt0XvtxdQuShy/Iw8mFkGnLwvfukNuenjR/xb46TfVmi5JVbx0bLzRkPW7Im1+q3VtsyHKjL2PLWsLxb12xb9sspWk0KVHJ2ufjMSK3Pr9Lbn/a6Z+q2pXaRiJ/UGXU30HKrBNAKOaenz9ZsU7dYw7Ccf5X6ObqvkN0D6TWBbgvWS6LbS+RfqIhDQilRK9a3AtJqtNWlsxPanbvNS/Xz03BBv+YNtG91O4eNB/9ZzI1Vo2Z37OXqs2W3cX0ocC3HevmgkKoL2fv1mVPdtYn7ecvUT+9i730zMHifu9XOw214rs/76xabj3dZzGIPHVbFlSHtN4HDRz9TJvIdP32FaF4/33q6VGX2t2s+3UCVMRT6jfK77oq9nb7r9pdhzauLw7UeP3X990wbRzwb/voSS7YyRTXl+B7pv09oc2i7019/52lFp4wa0q6TzxeRun4XZtpo/qj1GSjWL0uY7WVn78YCCm16m/7Ts3X1OXKejach69jbHYxqysvon6jluiZG8eV1suB4zXMEt4Ae4Pf+my7GT7nUYl8kFN/8AdnxIbTSCBqc2NKPBLc75IrSN3Vhwc90Xb/SWeYOLTM+xnFN+szxsigU3x7GRuu9jwfOA3gxLscsdDm2B8HEbO4bLILhdEQ5TI3k665IdesbX8NPXbkd6oUZlMO8gyCnX/JzLQHBzc73/x4Qb1kN5DfKMLzuzZLUNKocHI209p/xZV/f3m9TXb5YRPiuLzS+lPXOAsvbjbAW3LBmVs0ZWuMoKbjkqLWdJkwxuSg/qyPtU5E0m/2Aevij8D0H/fjOhRKXEzisUFOO3M99QIxyNZfuGa8YN5ll4WiXkfgAl1zl/nDIfPvFtHJc1rZRx0z5U7HJHQ0t0f6UfG9HnJRtCRStunrx1NlLWYXhs+neEFK645XIci3Epx0BW5ReHR90bUmVMZ10qBrcsjoZfpHLv3+eJzt81P/se53pTGrwXEdyKqbqddDz7Ae9+39X9Peg5FFO1bZAVHmz7o+/8/LXHSl4VcIwOft9WfP3abZjxSZ8agL35Fa24BaLLkd6eOShZ+/FAg9vFjFKWs5JVqeKW4woPbp60gza7ca4H/fy240VoG6rx6pon8oEXfyEWekPNaCiH36yrvjlnyZxmlRd+zodPKRnTsvtjUxopb16pHyr+eIP3w8j+ylrf6BtpPKCUC245Mj5MUz8gjHLBLeOYy3zMsB9GZrcktpO/jfRnE8axHVBb9Wkkj24661KtIea91qo0/LJlvY+k89Yh3HiNfPYVUXF5i6jPMZncTkN5x0HGF5XhtoB/VyEVjyHdt8OeSnFV2gbVHfy+zdqnGTI+y7Pp/Mq3o6Kv6+nuoyKy9uPsdZWsGLJSXZHBLe8NUWn1SK/Okx3cSr/GsowzbMWnFQ8huRwfCpnLl/LCz53vFCpumW+IVd+wqr/RTTO4ZX0GF6946brmVNVSZL5Oxnm8o7bq00ge3XTWJbvhl/qaqtzwy1bts65i43VK6nNMZm2nag1yS4+FqsGtyjGk41Fx81U89iu/fqsdJ9Ve19OTtR8PV8XN/jB36Ae5i6DiliG9cT6Rg36cDdlJNIqrBrexLUfFAKHLUKXilmk2glvaMTq+ilsO+4Fu9n9iO3kfblTcDr/6NJJHN5118V8b4664ubqyF1Dts65i43VK6nNMZm2n/OMg9cu33GNhAseQ/zkbX9xpd4k/+H2bv9/MRkm2OSpv+2rzs22frNm5lnGKsvbjAQU3FFXn4Jbzvuh+Y8wyzpAz1sDkS3ljHqpyjluZN3bdH9XO90odt3J3nNkIblnH6Di3e+a0Uo6B0q8PzKT6NJJHd5jW5UrGfjy82LeHQ9Z+JLjV3MEGNwDAKA5TQ4pG4eHAfjy82LeHQ9Z+vNr/FwAAAABQUwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqjuAGAAAAADVHcAMAAACAmiO4AQAAAEDNEdwAAAAAoOYIbgAAAABQcwQ3AAAAAKg5ghsAAAAA1NxV+4b/t/WFV/f8vwAAwKhu+vgR/6/ZRvsAAKYj7XPDGdw+8ZEP+7dw0L74pTcOzYc+AFxp9DP1MAU3Po9mH/vx8GLfHg5Z+5GukgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqjuAGAAAAADVHcAMAAACAmiO4AQAAAEDNEdwAAAAAoOYIbgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqrn7BbfthOfHABdn1bybsXpAHTjws2/7NAR3v4cS9BezKhQdOSJVRtx8+IQ9cSF1SAABwSP3+2T35lWf9GwBq5h35tX98+F6jUw9uuxcemGLY8ULZiROuwRH+Erbl4dh4BLWQrXVZaXdlx785iq31FVnf8m/k2elK25/vTrctK4VHzLIl6yvr5r8HKG976nq7llHHG8s2KGiM+x0AJu2V335d/vJ9e+nD2a/5zxzSUOZ8rhkIa8B46ett+bff8W/FPPunpV6jqdM5JGajq6Stsvnh6fRF2ZNLcnYQprIC2FFZfvCcnDunw0k5Zv530v6tw/0y7z/LTUPbWTEj+M/X4Ywcu3T6CgpvO9Jtr8jKSmio2mC3oWM4nSI5Q0NZuzuGeBAKekFAHATFAiHEhsPQsieGgqFpbOtTgq5n6jxdgS+2n6qsJwDUzad+5nr5t48ccQ8nP+Q/a+hnTw4fX79Z5OdODG//09v8J+FAuBrskcb6n3xFls19WQE7GeZfl1/7E/9BzITwazQY9LU699H3+884nOoZ3PYuymkNZUH/xaPL8mAQns4clyNpAezSWS/MVeoyGdeQI0f8Pw+jAkFqa31Ves016Xa7g2Gt2ZPVsuFN57Xak+aaP521Rel32jLlDFPZ3Mp6ZBuEh7XFhv+sCQnvp9VN6UtPOoP9NoEK4Zw5FoL1azXNy2BR1oLb7QX/SQAwW176g7diDfXhkF1B+5r87ovmrfhPDve3+LMmHsQv/O1hY/2VZ78r8oNXy+9dSlZpgu5zS5+/RjZC4//bX7lGfvefUk09SKmv0XOX/WfkeUd2Xr9afvSj/s1Dqp7B7chxOaOh7P54TWxXLjziVdwec1W9jp30wlxiPGN31zR6+/pPQVqtOylyNqjs6XBaLh07Iw8uH/WfM7u2TLZtBQ3ybkukTJDqb8qqBodOz78j29bGpshiS1bm/DtMOGgtimxuzEYFR6tWQcCND6ubff9ZYxJs2yBJh4OUCbwNaYb2W1sGUarX8ZbJkcD7m6uJ5bZDzv7b2TXr1tdXDQDMtqyKW1YF7ffPflN+7+Z3y9wffJ2KzEx4R/7g81fLL/2T98nPvfitxD575be/Lh15r2z8kx+UH/Hvsz76g3LhxLvl9879qfy+fxemK/U1avZLIc9+w+zba+RnCG7jt3fxdCgMhYbci5Kclouioe6kNOw0ipyn5tndvmQCn4l822W6Oc7L/YPKnjcchtCmFkzDPchRWl1sNEwDPdZCX2ivSbMXbfSv9prDCoxWZHLtyG7fxI354dzU3HxTGv3dat0uD0BjMVp5jAzjrEQFFa7ENHek2/EqbhuuhN1spS5L6rJn7b+drpjZSbPZd88vHjABoMayKm5/+R9/RV7xnxemXfLar5tG/skfln9KRWY2aOP9xvfIz8qH5Jd+RuR3nw1XSjXUfV9+7rOx0Ba47Vpp/eBlM45/GzPkHfm137mcvm8PkakHt6PLD0aCUGR4cFmcsUivGHn6ojT0fDP7HC9QnTnel7MnHpD8U8625bGLIsdPHhe5+Fh+2AufU5cyjKU3Zl3sbJs4sChLiTb/nGmYxxr76+HAN6JpVnP8oBEuMvU68apT0A0xWX1MrVrZoXiXxdTpZHU/td0lV2XT7KO1bksadhoTvJCKnvtmu7auS7u9Lkv91eR5cqkBEwDq5Uf+9o3ub/KDIV598bvT/eqN1w8f04rMI9fLj/7O4b/4wSyIBvHh+Wm/f8k03o955yz+yG3XiHz+nVAo/4788VeyutK9X+ZuNB+5dIs9EKN0lbSV1Bs/cEWcf3rVvuH/bX3h1T35xEc+7N86HPRKlqf37rZdKMN/+4/KhQdOy97d58TVw9LSIPeIyH2xYKk/B/DYkcl2nfzil96Qmz4+iZPt9CqKHRNVDG2ERwKZXpTEBIWsVKUVnvltWdloxMaN02l1RFomDISfpGHE3u2Nq90Rt+fNfaEcoBfz6EjLLGds6vacOa0++XRZsgJEaF59fz7z2/78xCyXXYejsrGyLfPh7ofTpoEpvj31PhMum63ktjGbQBZNuFrpm2F73rkNdLtm9oiMbTtvug1pxbZD5H7XcgJw0s/UybyHT9+srYutmL3o3yji5g84L1SSRqf/u8dm72Ils35M6nbXUB0+r83zNfmV+74jf+ORH5aftbc1gL8lf/zZYB/p49+SH/2VG+XvpoS39GnPhsPxfhPfj9n0QjP2nEXnFzDh/T87svbjgQQ3DTxnL/k3XPQcN1f1TStvWSPqOW6x9GWD2qVjoel5QW14rlq54GaeLKcv7vkP6KLOanAL8YNQIxYOhjTkVQ81Gh42GmuRAGaDQH9pEBpKBzc/iJkJRKbjVDG45YaeuLwAeeBG248DBDegsMPRkPIcpnUpwzYM/+D7/q3A1dLKCAB1Nuv7MS1cufeTMQjkeQ352W3oBw7Ha7RocPP2l/OcRYvgNh0azh474g5uWXS8Z2+LBjcb9PSK/vFL/4fDWkZwCwLbfSKPHLqKW1Q8SAVyw0uiWudgg6HX9c5msPhto47BbRIqb0+/8paqUGgsGdzsfgpVNn16zlxinwBwOkxhZzbXxW/cfcW/6ZJRabNVO3E8rpec/6fflrkTh6tROAvcwS2lkW730/fkl/wQkF6dMfT3ws6JrBes9NTR4Xi/KRLc9DnflJ2fyaqOEtymIyu4Vai45SsQ3MqGyDE66OCWKRSIcpvxkRDQ8Lr4hUZKC27JqzY2pbXWkI2ywS0UQLTboQa3QQ6yYSk9uOmyxSuGE1G1kqXjpXSVjCoR3GxQNNs48Vy/G22j7tVFoB4OR0PKc5jWJWAb8q+/LyW4ZTcgddxV+eDMdaub9f3oDG6xgBYWfX5KlcaGtsv29/pmtdqmZm3f2i9GJtadmeA2HXnBLV5VG9mVGNy2pNttyMogiHjnu5lWeqKr5FgqbgW4gluqUGAsFNwKSQ81tQhuJStuufstzjF+6v6wQbgvS0UCIHCFO0xh5zCtSyA7uFFxqyNXcEvdT0pD2e+8KxLU3N0q3z3T1TZ1GF+j1RHcpmOUipv9Ye54t8g8OcHttP5uXIa08/HGZFIVt2g1K1kBC5QKVCMguBl5wa1QVW1MqLgBY3GYGlKHsVGYF9zUYWvk07h3G+5nzl88HAhuOADT6iqZJr9ykx76yqh7cMveBvqj2GOoPo1ScRvXMoTFupgGOMcNKO4wNaRoFB4O7MfDi317OGTtR4JbzR10cAMAVHeYGlI0Cg8H9uPhxb49HLL249R/gBsAAAAAUA7BDQAAAABqjuAGAAAAADVHcAMAAACAmiO4AQAAAEDNEdwAAAAAoOYIbgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqjuAGAAAAADV31b7h/2194dU9/y8AADCqmz5+xP9rttE+AIDpSPvccAa3T3zkw/4tHLQvfumNQ/OhDwBXGv1M5T0cADAOdJUEAAAAgJojuAEAAABAzRHcAAAAAKDmCG4AAAAAUHMENwAAAACoOYIbAAAAANQcwQ0AAAAAao7gBgAAAAA1R3ADAAAAgJojuAEAAABAzRHcAAAAAKDmCG4AAAAAUHOHOLjtyoUHTsjD2/7NorYflhMPXDBjR+1eeEAeuBC/FwAAAAAmb6LBrVjY8QLWiRM5QzxM7V6QB4o8r4Dth0Pjn70ksndRTg+m+YBkroJdjofFnQ913XLGx9BOV9rtruz4N+O21lek3Y0/uiPddlsSd2fZWpcVO58K46qc5SwuZ/6u+Qzuq7jsCVuyvpI1HZ3Piqxv+TcHdLx18986y1r2cWy7WVJlnWd53wMAcPhctW/4f1tfeHVPPvGRD/u3RrEtD584K5fkmJw8d7/M+/cWoUHqrJyUc/eXGcvQatljR+TMg8ty1Iam03JxTx84IsfPPCjLR+2zKtEQ+ojcJw/GJ6LB7fSe3O1cR12GR0Tuqz7vL37pDbnp40f8W+OmDbCO9PxbLs2WCQoL/o2BquOZMU346gxGbMjimglRc/5NDSUdkZZ5TnBXmI670Vgz8w4/qo1LO9JwOgGd3uqm9PXvxqKsBdPV4LbRMLfnZTttXGOn25aOtGLzM3KWM6Djr27auSd42ydj2ZVrPoP7spd9IHdZdV9uSCO8HyJ0GVelv6TL699l6XjbMm/W0bGbvfkG2z4svB+K0H01PGAcmtJKW4bMZc9a52x6HG7Px6cZl/8asZots4yxCeWts2sbpo0zmH7BdU7bbwE7PUnd9+7XqE+XcXs+ub6HnH6mTu49fPpef+q8PCmfkXvuuNG/ZyjrMXnhCTn/5q2Rx1zPf+GJR+Vp+7k9dO3Nd9nnOKf/+lNy/vEX5Rv+zYRrb5a77rlDokv0gjzx6NMSm41pKtwu9975af9Ghtg8g+VTuvwvf/JeiU/mhSfOy5u33iPBouu6PHfDPXKnJLdLQtY6Flm/8HMc+8HMQJ46/7i8aGdwrdx813A5E893Lctg+ma+59+UW+PLU3r53eLb0FvuJ0U+E77PyDwmjsjt994pWXs5fgx6+1cG87rhufhy+FK37XNywz3ReQ72f4HDzSX1teZcBu/5j3s7OCF8/A6Fj4mQwvsrNn7sGHz05U86Xmt63L4sn4zsH9d9DmWPsUrHyAjLN0bv9v8dKw05p01iOnbynJzZNX+fOCGPHT+TDD0OOq6GtpPmvw9caKSPYwPTRccb73H/D48uQ6H855jekYLLLCaenjXreNa/FWVCo/9X/SxIu5veiLINVP/vqGrj6f0ahLrBuLaRaFqBGY1JO06kPboqK5veX41FbSB6fyeZhupqT5prXTttG6LWj0610Ti3si5df/lSQ6BDfJ1X/RW2Ya9h/5wwL/BEMmdnxQQD78+0UD5gQ4QJi91uMlDpY2a7pIctB1e4SeMKHqFlD4JHZWb6G2bf9Ptd2VnICqDx14i3TXvNlFATlxZwdf2CdQlbaEv8JWmP+ciG6Mvm6opsZoXduRVZDw7aVNTaUJQ2asIB6XF59EX91wsHn7L3xUWDg9dAzXDjHXLPvaZVbfnzywxg2qB8Xq6/y4SrWOtT53X+qRscjdgwM4/HX5OPmfG9p3kN1CdeSIa1ROPw8UfFrr5Zvruut/cU51wnsywmKEUl18822p94IXWbvPDE4/Lax+6Se3WF7DI/IS+kNUQj21u5lsGhRECL0EZ+OEUF29BOz30EJZcxoNvmOf/vdJ++897hur/wlDx1gy71697tGXbkdscxmkKPibduuVfuTRxyZn9kHEuByDFlpB+DsYBn7D1qgrP+YffxDfa+XKn7POX4zHq+CWJDY1q+MRpbV0kNXEF3Q61MnTvnBaajyw/av+8z9waPu7tPaoXOH9eMOH+/P05W10cT0s6Yaev0B4OttpVl5n36khw7E53W3XunC57XplXF6LjecEaOz8wXrfqNfJXuT0XH25LtnmkwhhvgppHYWhTZ3Egfe6HdNUHPG1pNL6wFt4cNYK9BuhLuCra1bRrJS4NAOLeyJM3edoX1m77BOq8tSkMb8P76Ti5zBtsv2I9zsrLuL0N3TRZNWNSwFmz34XL0TCYKjzchvY6Zh87HMcS7ktrgMVzWxDDCRtRAveJ/GdBqbJpA7epG6La1rqGtZY7B1cLjlGIDcXTbJKu9WuHW7ZAfmu26RqZXfB/3N1dj4/pDZuUUh8U3XjTh7NHz8pRt535a7rzXNP7McNfN15p2jmnI2dvDYBZ9fnXaMHzUhLa3b75dbn776Yxp3ih33HOLvGUCwKOmARYeHn/rlpzQZrz+prx95JZQtcVM75Yj8vabjpnZxqG3/pGhaOu5itdfEhMr5VOh1bjxjlvkyJ5uE7Oe8XKmaai+/PbN8plghcwyf+bmt+X5UXfIuHz6Tn+73SU3X6uh3t+GVUJgBS+8/KK8aI8VR/XpgHmvnegxnNy/Q3tPx54bDCZQxX36zrvk+ucdz33+erkr9/h9Xd58+4jcEnot2WPw7Tcd8Vdfj/4+jQ9T2scJ114vwzhWv+UbW3ALApoOripV2uPDwPes3BZ7zI5zn8gjmYEv26WzBc5TK2jv4mm7HKUveDKTdmS33zDBwb9ZWNXxcpiGqbb7+psbjgZk0CAdVu52dvtmGcILocvUl90S5/j0+307WOGGcVZXshSD6dRSeoN+p9uxlbfehuucPq3cOMbT6s9aQzbCjfZg0C6qBYJDhFbJ4gEsGFxVKRUPMvGAV1A4wGj3yOAYC8L1/PbwcWcg0wqZP+76yoINxHacvPTW94JhMO3BkNeNMb59KgTVoDocmY7dn8XCW/jLlcig37zg0PPCWbw7mwlFptVrG5rnn4o03pLPzxYPetqtTRuUGrq0MXXLW097lYJ7h+Es2S4dBsrIUCRQ3XiDXLf3fCgUmvV7fk+us1UZF2/9g4avo408Xjd+ysS2F+W50Hxef+p5rwqp63h77NtkDaLX3RBpgN54w3X+Xw5akfPXxRscXU4n4YXnTHD6hrwYXjHL3Kf7OXZcjYcJtXvabU6PDw2O/t0pXn/zbfnGay8VXo60IHW+YGgefhESGuL713fjHfcknxsMzuM+JbAUCis3yg3X7UXCvz0GY8dZhFbyKmyDqanR8k2kq2QZNpwt+zdcji7Lg2lPsBcRuejfCNFK3INe/8hiXSXn5f4zu/LA6RMSmdqxk2bZhkEyvevkrHaVzKJVl3X/7zLSxluQ+WZHOqbBuhA0Jk2jtrMpJjRkNy6DroNa9VnabdsG7YbtJulssmcIuooZjUV7Tyq/S5xWY80Sy0K4K1pad7VUWm00c29sy45Z5uhSD5fJ6/oZetQGR32GYRrTgwpK3rLH2RDg9y+N0MC25P8dF3SX9ELd0Y0VO43cbpKBQl3uCrIVt7QNrss3DOyWhrZYV03bbdD2yg2CXoFug4YGtKzVTXt80N3Vr5iGF8+OY4Olt06Jbero9jgexda5GK/a2knr0olDzYYn218t5Nqb5faP+X8Hgq6CGhru8RqHtsuUCV7pXSWzxc/HiXRri9BwFn3EzrtQ2SR2nleEme5db5r1Mg04/x67TCmZ7/Wnngx1GdNuWE/IC5++M/SNfkG2YmY7aEWZ7R6lDe7bzXzM8gVPt126UhawiqyuqN940exfc3DYeY6nIuHtN7HVthueM+t1/s3QtLP2lTdu1XPJNGy8ffNnUo6vuBfkOV3ta1+Tl0yb/sacFbdBytVTrwTn69CIHBLxrqYZbFdKKfn8lI2jFbs3z+uXLP4dWcegvk9oJe/eO/196nVPHHY/3pOnzYSeTusuXODLA3tM2vGl5PPN/EZavvEbz8VJ0s43SzX6xULyeRcn2bu74DlugcgFToZSL04SU/R5RU3k4iQaPEpVjfzGsVQcL9SqGzRordjjfiAaXkjDDw8Sbxz6F36w5ys1zGBHiswneU6ZTst/Xt8MORcnsctpxm+Z/yYutpBYzmzeuUZLdlrRi1qElikxIf+cKLONtJIymP9g3gUvTpLLddGK8PYNNe/948bsNPN43wyxC1TYwDTYuQWUDxC6X/IuDJLc90rXKVhe1zrXwCjbL2tcux/1giLF1zn6OlXh12p4W0Ylx4uJH1NXgMN2cZIs2khOvTiJg+v5ZS5O4jXoRw1i4xW9OIk28KIXzwiCxK1vDpc9HkYnyjTkoxev8M4BCl9QJLKd48/XRuxzN8g9zgZqclpWEOD9m1HZFwux+/i1j0VC4PC+T8lLrouThATbe7g/khcKcbLL/Jbcctf18vxg2b3jyHVxksE2u+E5rzvhYHmj87TLXrNjduo0TIYvTqLb2u7G8DbzzrG789PeOWelLv6RmN6Ixr18I5rgVSULhJgxBT57FcpL/o2BolezDK5+mU4rbXq+3aEJblcCbchGrmAXamzqY1nBzTaCzd36XBtW9Lym0HPKBDc7fl+WBtPy//YeNMvnDl827PWaZhmPyka4wT2Y97iCW02NEmIS2zm8PXWfFQxuoyzDGBUJq/mqhFXvy4PSVxQdKPq8w+1KCm5pshqrZULLoHE8YmvWFQ4D2RdwyPl2/8jtcrs8HbmqZHSZh428G8z9+VeVzJlfWNFv+xPBzdsez1/v74cgsAQN0XEEt7BxN6pz6PYfBrcCy2fpdtcLvISD0zCEJ4KbBpFQWLPHlzkSvP1RIiwWofOqUBEr+xoc5TWb9foySyW33y7ydPyqkrH1Gs5j+JopvP2KHGP2OE/5MsFVLR7n8o3oYINbiuLjeVW1S8ccXRhtKNQLjky6shc1e8HNa5wlr2OQ1wWq4niD0OR4TmogSpnXgKO7XKyhGlS9bJDLCG72eWZGke5r4SCnt1OXM06XwY44mFY0QKQENzu//mCdvGVqDIOkHaVEcMsNIK7tp7zlTx8zJajkzm8yAScivgyR4zJ6bJSVG6Ry1z8utj1G2n5VX8+e4PhPp/M2xx7BrbDDGNyyGmbjCGLl7teGU3q4KXMlPZ1+mW51ycvTe9sm+nMA3rfzQRs4WJ7BvIr8HEBYheCTv17hZYxVelzBzdng1crZJ+XlCQQ3Xf70KtWYu0raBro4qoApwU2fH6mweYZhWH9GYPw/BxAR30dllB13HM/Xbeb8OQCXEsFIp5t4Y0qp6KYeh2Z+hcJ9gOBmFR7PhrO031DzKnGPHSl6Sf9ilbfBtKbUPXQav+NmWmKJRmgkLPj3DVUdz9BGaengliUl/ChbefG7doYbroNliIef9PWKLHeh5fQa0Mlqhb+NbIh0dfN0j2e7oElLuku75YNbpqohpmqjvMJ4qUGmagCsus6eqhWw8VXO0rafPpZx/NqHqmyvqqoeI4fLlVRx08ZoWuAq+22/azplpTWOs4JnmaBXLLi5DZZt4sEtCLbZXRJTlWqoxxu9wbwLKFExdAcrFQ3JmUqfg5cS3HLpeJP5HbfB+AX2kT5/WhW3CNey6T5MBLcRA5BO0xGgU18vpYPbiMs3RlTcChp3Ja2oiQa3rBCVFYiqjqdSG+E+Z2XACzPlKm4ZBstfMfxUCpguOdvKpUrFLVNWiPGCQPreSglOefu4TODKOtZsMI92iRyaXGiYeHCruv2ytlXKFwJpilXehstgv1jIWuS4K+hcN4Jb+v1pyj4/jU7HHdzKNLzT1T246Ty8i3qYZRQznrlxXYlgahUIBUNpjd5xCEKgCaDBeWdTuhiEp8bBrYBJPz8VwW3sZjy4eUY7x62YQxncMr6hr1fFrULAyTJYBoKbty+zgluF8KPbN3J+4QjyjpfDGtwqbb/016Wdpn1oHNtjctv2MCK4efendnVzVD7KPj9NWuMzq+JWuPJj1Da4aSPWrKCrMuKte4kLXxx4cAuqaMllHhwnUwlw4w9uqcd4gfUp+xqZ9PNTlQpuI3Z59o/7iLRl1ddRmXPcxrF8YzLR4IbRHcpz3MZecdPRSvw8wCAMENy8RnjVipsWTtJCQnb5pfDPCqjU6WVV7vKXvdQxE3LwFbes7Vf19VwGwa2MKym4AQAmi+BWc5MPbgCASSG4AQDG5Wr/XwAAAABATRHcAAAAAKDmCG4AAAAAUHMENwAAAACoOYIbAAAAANQcwQ0AAAAAao7gBgAAAAA1x++41Ry/4wYAs+uw/Y7b60+dl8df/IZ/a+jam++Se+4Qeer8c3LDPXfKp/371QtPPCpP7/k3Yo7cfq/cGX6y9YI88ejTkhjlyO1yb/LJCWnLqLzlvNG/5Yk8PzyPF56Q82/emnh+WOq87HTErMfL8knzx3Cp3evmbQd9LP589brZro/LYDbhZXz9KTn/3A1yT+p2iY3rG2x3xzpmbT/l2oY6nUcdO9m9f5NKHSO6zo+/KJElvPZmucscgDfa9Y0dg5nbKPl857L421y3zXM33FNonYCJ0OAW9tJuf//y5csMNRl0fwAAZtPhfQ//j/ubv7pp/hv25f3P/Wb8PvPMzV/d34zfaXz5c7/puF+n8Zv7n/uyfzNEn/+brgdi3NM1/uNmcvwvf27/N0Procs6eI7r+aW4tpG57zc/Z9bSxfX82DIZun6/GqygLr9zZdN9+XObw+2bt452+7j3x4A+x7lO6fsyLu0YKSa8TR3HYOY2Sj4/a1lSjy1gSugqCQAASnn9qedlz/zv5Rf8O8bmRrnjnlvkrccflUcfjQ6Pv3VLZvWriheee1Guu31Ybfn0rTeLvPaSvO7fLkIrNOef8sfQClbw91i8IC+/fbN8JrTeN95xixzZe9k8UsXr8tJrIjcU2Iy6Xo8+KfKZez8j8mRoHeNuvEPuueUteTy2vx599HF565Z7ZMy7zKugRebjqM4ChxTBDQAAFOZ1pbtObr/rZnn76UfliQIJYs88L9qoN0EstTvep+XOe++Ve+PDRPqnXSvX3+D/qW78lHxM3pI3/ZtF3HD9tf5fLnvytK5vkY1klX1+SS88J6997NZYV8ww7a7p7Z+XP2m2ue1+qGH6XvmMPOnvuyeSofHTdyb3lxkm1qVQuy6G52WXEzj8nOe4AQCA8Tg857j550tdFzrHKnLfDcnzi0rIO7dq6Fq5+a70Sk7qeUiO87leeOK8vHlreFqhc55C5205z+sKhKcbmYfrnDVz3/k35VZn0HCf46aVr+evH87fnoMl/j7IPcctzHH+l2ObFOfv+0K7LDgHzU3XSYNisdUod85a2ednLUv4GC16/h4wTlycpOa4OAkAzK7DdnGSMsYVxMrKmm88gCUa6drI1+6BGjJyQ01WcNF10i6fxS5O4l38wnUxE48Na8FIpS5OEvCW9a1bYmEjso7jC2JlRdYvJhGadZ3jFydRdpk+JS9NOLhxcRIcJIJbzRHcAGB2Hc7glhI+rCNyuyN4BIo0fLMa8WWrHDq/J+Uz6eHLhoC35BZ/mXXeg+rWSNUo5a6gpSv7fKNQcPP2l9kxyW2Xu45Flqn68TAVBDccIgS3miO4AcDsurIqbslGsAp3Rxyl4Vtl3Nzgpkx4GVzKPlzNKhzcTHBxdn9MCz1l78+QF9xsMH1NPpZW0XSuY3h9KizTgPt4GI/wMoY55mm3gaNCZ6uieuGVZHBzfXGglT89z4/ghoNEcKs5ghsAzC4qbtoQLhfcKlfcwgEsR6HK3cjBLU3RMKQhJKvrotnWd10vzxfqKpliLMGt3PEQpsdDte601ecZVS5cjvLFAzAOBLeaI7gBwOw6tMGtRFBJXgAkW9nnT8yBB7cCCnWVzJAb3Ioo+/xxSJtn2SrfaMHNBs/XPjbW8/2ALAS3miO4AcDsuvIqbslqVlYFLdI10Vf2+RNTJriV2B7ln59hUsHtoNansKx5UnHD4UVwqzmCGwDMrsMZ3AAAB4Ef4AYAAACAmiO4AQAAAEDNEdwAAAAAoOYIbgAAAABQcwQ3jN9OV9rtruz4N+O21lek3Y0/uiPddlsSdxeRM7+pKLkMO922vw22ZH2l4nqPS+ay635ZkfUt/+bAmJd7a11WkjPxZS3DuvlvBZnzm4ApzW9wXNXhNQEAAMaK4IZKNHytrATD5IKHNkSH84kOue1gbbymNuzLBEUNCI5lKNowrtyITplv6bDiBZ/wNJLBedLiy1AxcBUQPTbDQ4H9rQErdV/lB0Wd9yj5rNj4ruNictsTAADUA8ENpWnjsiMt6Xa73rDWlN5qdqM43Jju9ET6m6uD21khYs40SIP5tJoizZY/TzO0F/wnTdyCWcbhfO2gC9M4KnP+M8bOhs4NaazF5qvDWkM2CodlDUyr0muuhaaxJs3eavp2t/MO9teqbPZFep3h/itfOXIsQ0ukkxk2wkEvuQxZi7BgglewnouNhiwOtqEJZRPbYeOwI7tmPfu7RXZsU1rBtrRD2xylAADgMCO4oaQt2e6ZRmM4Nc2tSGtRZHMjvTU9bEx7AayxOGzErw9a033ZXNWGuSuU6HxN433bn4dWRoIgsbppxkzTMwFh2OAfDl4YqMaEio2+LC4VbCr3++b/ZvBvBrzw2jFLOEk676YsRRLLnKwsNe0yOZn9ue7vG+dQNjHvbJt1XJRWeBkW2uY46MlGavo0y7gezFMDWFpoD/avIwTqfM069ra9eUSqt/rtQZr+pqwOjpPwMOF9tbVhj8n+5kaB6lnouNYKof96WK1+UAMAgJojuGG6TAPTq7i5GqdBdSRZGdlaN43mRlOa/Y5XbTEN/0GQWFs0Y6aJVyaCwQsDVex0O7LZWJIVCVWmUsOjH/JMsO3EykReeG2ZJXSw4WlJ+jbIxobVviwVrh41pNGIByRdpp65P2cDhMOxDpW6e47Obm+zcXsbrvkH+zdecTLr2DH7pNmUxmbHfhEQrt7aimmaxqKsDY6T8JCyrwbKVMxitMrZEW9dcquRKnRcr6/InP96WKt6UAMAgNojuMEXnDeT12BckPlmLxpCTKPTtJFzK1C2u6RJbVo5WVvs24pB/rlWXpe5Tt80ptfb0l63rdrpXlgiRKs2q72mrGnJJ1yZcoZHXXbtItgy27UtLekUWN8wRxdNO5TpFqeVK69r5DCEed0Wh5VOBw1tQZDwhzWz31cj4S2okOYcM3PzJmZsSie87jbAxyuBcd6+N5nYBvpWw6uE5e96PZZXTbhumfHNMWO78k7hvD5b4TNbpbcd2kb5vNeFbmt/v2oIs91hi6wrAAC4UhDc4NnS7myqL3kFA+32qCFkEARWTRhby6oAhcKXCQBe5tHqR0sa2l0wtXXqBR/bANeqgr1Pw8yaLPaLhqBxdZX0gu1qfym0LFmC0DYMSLrdlvoZ55apyPllRYYi57qFux16Q2ZoM3Z2+9JYXIoExLmVJWlGunwGFdK8IOkIj+Gg4hQKX3510Xa3NQG5b4J7+jbU8TrS12pm0J/SBmzvWCsUhCp2ldza2JRGyxyb5ll+78xMwXmf2/NmveLHlP+lwPy295zkcseP6yLHAQAAmGVX7Rv+39YXXt2TT3zkw/4tHLQvfukNuenjR/xbk+Q1eE0Ey2lQ11DQzSwnUGm1TC+qkhda4uzFWPS8vlncLpnn/ymzXlrdiW8/O652yRyu86DaaJ+nx4tePKVol82a0Yri9vww3KXQfa/BKudp3vQ2Gt62cR2PBeeHw0c/U6fzHg4AOOwIbjU3veBWUrih6t81kBqk/ApaapLQCk5WEAjCZUxTu8TlN4irBrcBXeesi1rouVGO7WEDT2Z5z7HeuaErb1s5OMKYlba/4usbWb/ywc1uB61YuvZVarBJ2ecDOYE6ZTvq+YVFjoNCwc2xXaMh15hEcKt4PGK6CG4AgLHR4Bb20m5///Llyww1GXR/1NIzD+0vnzq//4p/M+KV8/un0h5L9cr++VOn9s+njaTTXHY//sxDy+nLEvLK+VP7p1JnUMDY11k9s/9Qynqly9lWaew2fMjMMabSspdfbt3+yw8l5u7RbZv2WCpdBsf6BHSazsd1+5ljpsD89NjKfFraNjUi61tp/XJkTbPy8Yhxq+17OABg5lBxq7laV9xKf9tfveKWXS3Tqsy2zAcVj9xqVVzB6pWuc+kqY56UylXuOkyh4hbfriPKrTw6K6fVK26Z1bL4Oucdzwklu87GK27jmF98mmGVj0eMGxU3AMDY2PgWQsWtXsPhqrhVrBQpW9kYreI2skrrnCelcjWJiondhmUqbjkVrZKqVdxGWAad5ogVt7HJqo5VlTXNSRw/qISKGwBgXKi41dyVVXHT0bLOPXJXX4qerzSySuucp2rFrcJ6V6q4ZVW7yi3DZCpuOppZfkfRyUrZjpnjTEJWdayqiRyPGDcqbgCAcSG41VxtgxsAIBfBDQAwLvyOGwAAAADUHMENAAAAAGqO4AYAAAAANUdwAwAAAICaI7gBAAAAQM0R3AAAAACg5ghuAAAAAFBzBDcAAAAAqDmCGwAAAADUHMENAAAAAGqO4IYx25Fue0XWt/ybDlvrK9Lu7vi3AjpeWxJ3T9UIy7C1LivtrpnCGOx0pZ06rbTtuyXrK6Nvv51uW1bsxHV66+a/Jel2yNr5ThXnpSrNL6rsOuvxO+IsPWNY9iJ0/ezrLfO4yjeYjt1OB/1aBQDgykNwQ0kjNLJHovNdkZXEUGJZXA3lIo1nbfCOOu8IL3yFp5UMspNlw0rJeWtgCS/zcMhuxIfnFRmqbveKYafKOrv2Vacn0utE78ua3qhBr9j4rtdHwePTbmf/ufp6SEznkIQ0u24H8d4FAMB4ENwwFeFGvzZ8+5urg9u5jWjbsNyQxlpXut3YsNaQjUk3LOdMwzkx30VpNBrS8J9SnAaBVek110LTW5NmbzV9O0QCzKps9mPBoWwqMNPrbDakNZh3p9D2W2gPl3fRrPviYH+YBvGc/ySHOdNYHq6rN6wtmm1nppHJsd298XaHIUUPpiIqrrNZCLN9Q8ug+13vbizKWnCfGdazNsBIdmTX7O/+bpGFbfrrFwxtWfAfSWcC32pflsLPbbZC09B97d9fN7lfunhhdvC6Wmib46cvnVFSNAAAB4jghonwgsUwUA0b/V1pNbXdOwwuw0ZvXzZXo+ONnWmwDwKPs+FfcBn6fek3jppmfVlmvH5TliINfRMOlprmftNCd3EFx/DQzm+eh+1sm3VeXPIb6jrvhr/OK7KqqTDPzrb0zLL2tr0NFKmoFQxSuq6No2W33pZsmPC1ZObTDtZdD6YCRl5nPwSsdMQLRy2Rjl2OSR2ovq0NG9T7mxsFKkU9u0x2P2iXSL96lrV+O90N6Q+2Sz7vC5eOmdNBCvZF9lLousWfMbeyZEL7doFtCQBA/RDcMBHNljasHZUY05j0Km6uhmhQxYmNZ4PLkvT9hnZksNWC7IpPRKSaoA3weMM/ZRkidqS70ZPmfLnA5NGKUU82Ig1+b3q5Fah4N7aK5yslQpNWDv0Kkla0spll7WxKv9mUxqZXtYpU1AoFqS3Z7jWl7ObbWu+UChlhVdd5GEq3ZV7Xb33FC+t+mG5J8EVAWtAvUzGL0UprJCjmdfMLVdx0ORfMMpm/09dvx+wHM9Z80ReP2Wz2C5eWmdPB8Y4DsxyZx5qGfLubYxZkvtmTbZIbAGAGEdzgC86RKXIOSOib/diQ1QvJdpc0qU1Dne2yZJ5fvGKxMKyyRIYi3cHGTKsgsihLlWasXe+8rpHD7eZ1nczsbqehLWjE+8OaaYCuRsJbUC0seR7P3FFpmGCTX3fSY2RVNhsm/Lbb0l5rSs/Mr2zVyV3lGR5TrmNIj52OiUl2G4W7jhas8CUUXOdhKHUfZ8PHU4K+rU6aPdPbLhWyvdeK7m9/vhrCbLfg7NdYObr+JkAXz22l6DrEjw0bhIMViHwREQ6+3nmF61v+e1LsCwqt3ud1TfXCXUuWHJl1Yd4ctyQ3AMAMIrjBs2UamPaPvmQXB9IClDe4e+15DbFO36tw6HO8Bm9LGtr1Kq0lGjm3q8iQ071R5XaVzGMak52+LLb8ykslsfOmzJDXEN3Z7UsjFnZst69I+AiqhSXD7M6u9LUC5d9000a0X+kIdrKtOnn7sHCYMI311V5TWon1HVaLIseQfwxsNOLz9bddwa6SCUXWOV7hzB2SgXlrY1MarTUT83vi9yzNFJwLuj1v1s38HdlK/nrPb3vPSW7z+BcqOa8H3Qb+nxGR14h3TmUVGpCigdWrgi3qNx7xLyLslwDR7dfrxKqcRZlp63tN8hgDAGC2XbVv+H9bX3h1Tz7xkQ/7t3DQvvilN+Smjx/xb02S1zDv2Qb0AVSxZoK3jcwGSgZUbYhuNGQtq5GpIWR1091YHjDbXysrOpvwtOy40YtIaPVCQ5A3T102vYBLSuUnRMcbVK+UbUSHAqx2J22LeVwbziWPBZ3W9vwwZIUNGuvxaeqyx+elYd+EBhN5MrdpQRNd5zThY0L3X3yfZm2raXAt01jpPrQz8I7J0PpqQNVwGl714X3evu8vRR9PcG2/2OtEp6mhP/LFyJS3u36mTuc9HABw2BHcam56wa2EAgFEu0Mm20V+Yzx1RK0Y+Y28sNz5pYznVHEZtLHnd/N0tvf08bzgFhdrZA6kNaj9ZRjQc7QGzyke3KLzjTaSbRjsL5n7ckJMyj7Rc6Bc1UM7XXtVR9f0XMEtkLe/DBu6nEs5NMI6e8ueuQDJ9XLsWzudQdA2JhEg4sdIXPyYae/KkuOYzV/nYq+54bYNh7X0feq9vqL7J1Vi+yXHI7gBAA4VDW5hL+329y9fvsxQk0H3x2x5Zf/8qeX9h57xbxam453aP/+Kf7OwsuOVX75Xzp/aX15+aD9zlGce2l8+dd5MvYRXzu+fck1X7y87LTOVh5aLbwdvnZbtcCo0kr3fbhydXso667o6H/O2rTd+wHVfXMa88uiyFNyZI61zKsc4afvVGM7LKLHshWVNM3FcVX3NlTjWBtsiup2eeSjrNVjwNRpfV3tcevs3MYTWO3ve4zd77+EAgLriHDdMkX4jHj4HJzxkVFW0euEcR4ecaswYeOfjuapB06aVqbQLj+i5h/kVkED4SpCuClmWrW2tPLq2x5ystBal0d81ezrgn883pepGllHWuRR7Lpr7eLHLkLYttBLkPMbThpIXoUmYk/mmDH7WYSLMtljSqziub0cuSGMvENKJLv/Wesr62O1SYF39q2iGBz0F0l4JM1Rl3O7pFUXtDQAAZgrBDVMWXEDDNWQEj9gPHhceD2PnanR7TDDXnwqo9Pt2cAWP7GH0LxPmvOQWCtrjZ4+XXj/6swPBj2GHguj2/OS/HLG/7dZc4v0CADCTOMet5mp5jlumrPNTvMeyKmTOc6RSzqcKSzu3KqniMuTRqsCkz3EzUcm7gEy6Sssekne+10DKPkk9BzBT1jluOcZwvlLhdXY62GVP0GkWPsfNkzj3Lpeuc8HzKevEbhvzuqqyr0bAOW4AgHEhuNXc7AU3AFeOtC8TuDptgOAGABgXglvNEdwAYHYR3AAA48I5bgAAAABQcwQ3AAAAAKg5ghsAAAAA1BzBDQAAAABqjuAGAAAAADVHcAMAAACAmiO4AQAAAEDNEdwAAAAAoOamG9x2L8gDD1yQXf/mxGw/LCce3tY/5OETD5v/jmCc0wIAAACACiYS3HYvPCAPXKgez4qNvysXHjghJ06Ehwekymy3H45PxxtsXsulgc49fjAUm84hsrUuK+2u7Pg3C9vpSrvKeDq/9S3/Rh1syfrKuvlvXNr905S9DFvrK9LuxvfAjnTbKzKuTbzTbVfbXxX3s84vuU55qu+ravObsrTXWs1fg4NtW3U5AQCYYbXsKtnf25O9vb5/K8sROX7mnJw7FwwPyvJR/6ES5u/3xz9zXI4cOS5n/OndP+8/IdO83D+Yf3I4ecx/2iFhG90rK84hu92mDWHHeDmNr+rzSyrWoPZCimt+kWGcjUZthLrmMRjaUiYHaPiKjD+FBnUgMe/BkLMOadug8LLrfiu3nTzlQmnl9XPQaVXbNSmvpfgwgf1efZk9xcZ3rd9Bf+EBAMDBq19w270gj10y/156rED1bE8ung4qWw/LtnbF1L/P6gQOwuHvTjlnGlDdbtcOraZIs+X9rUN7wX+S04IJTcPn2kEn0DBbLQhKq5sSj+vV5xe3JRubfelvbuQ0AOdMg3c4Dx3WFs1CNluR+7qmATrnj6GiAbMjPfO/zuB2TmN1zjwennZkWBOdfVHaMO5IdFlb5p70Rny0kdzpidlGq4PbZQPqgnn+cLkbsrgW3F6XlfAGi3NsA93ujcbucPl04Q5Y5fWLM0F1w6xOb6PKFwDJ15J9KS2uRe7rxl4gkdCpr7X+pqwGtysEz/J2ZNe8wPu7RWbUlFZ4Xczrq9TLHQCAQ2giwa14xSzOBJ/Tl+SYVtHOHJNLp/O6PoYrbvfL/NFleVD/rlrm6uty79nwMOg+OVII3DUNlSNypETDe3Z4jbDethcIIsGlUAN7R7obfVlcMs8PgtLaoua4FFuyrQ3dCvPzntsR0xI0YaBvA1Xxrmxe4DMzzgx84YDpGjJDZmbFbVV09sXoPjFhYik6s4Uls137uykBwRGow0MsoBZnQnK/bzabN9dwaFgttEK63RuyZJ4/WD5NJ6mi85u4nW3pVVw/+9zVnjRN6Gs1/v/t3U+O48b5//Env0MEMANkGgFyAmvh7jMEvYg23cDcwNbCI2QheG1o4RG8kH2DwcgbZSH4BsG0vJAv8A2S6Q4QDpAzGOhfPVWkxD9VRVLNVnN63q+Ak9YfksUi1a6PqljtwtODOseyEJiaazR29IfQ6Vs6Bs9j3Kzttdz85YkqfPGhXx7oUMwWdQsAwHP2CMFtK7/YHrNfOvU86X1tL1/+Il/kwx1tCPurfPjm5YPul+viTpOIaQDemd3th08+aKzjC7n67rjhm0N3szCBIrmUy3RpG52l4BJtYDu3q6VZf9y6sXizWMpu1H5/xWCX90BpeMrXs71Q2evhEKe9UUtJL+dZ4GserlXq1dClbYvc1OU8P57a0rZRfSYvklQ26/I+b9YbSZMX8QBWC48PGZqmww+13kxg3CxtT04xNNgezAZ6vtPLceteFn2/TOYy2rn9taeBz/zbqhcoZ45vuRHpcHzF62J7fjin+Xrn28PrnUKcnrfZRpJJFgI15GQv+bmhofm+dGn/JUaXHrMKLaf97sQc70RafJYKPW6m7s4upsG6BQDgU9F7cLv76e+S/uVb+fLzX+WXFsnNBbaX8oN85XrNsucdd//YV+ZVfU89wBWHSrrl+IlA7mT7ayJffpnIr9sWQTEflllafpRfzf9+rD2vy3ETp5xOPmSuqUHlGn7L1AQNbQAubCusfUAxNFTNdiOzvjbLC0P1PEMlj91fMdgtPKmn6XXT0jZlcr10+rp9v911uKGrjfPyMMW5DZqt6qY0bK2+tG1caxAohlJdbJliXX628e96gPZl9zSud1rvjUPq9HxqqJ/Y8zqdj2Q36xIODvVoz0sxUHp7Vt31sU7mJpjrMNexpLMOw/5utrJLTBjQ9FZz6PU5nMLjjq8Y7Hynoul1H/vlRHbedB3dxny0i/TgaV3NZDcqDqmcmPA5a3d+bC+jqaqGnr0qG1rtRykb7qghbJ7IOlhOAADgdV/xf3fp/W+//Xbc8q83919ffXf/D/v4H/ff7X8uvP71m/t/FZ8byPKvN1/ff/3mX+bnSrn/8d391Xf/qD9/okXPx0m8e31/dXVlllf3b99nz9W8v3/7yrzn9bvscc49/ypfUbf16q15turd/WvdR239zPu3969K63XYX2ibHb1/+8rVQ2R7+Xv2+7e0TJ66K9WFHv9r8+9T8pTBW3/F43H13VzF7vyW60W55/P1bf35Nqbn37t+plbO8nYP6vvzbzM/Lt+589RTtt02xxc8hh68e62f00g9Gfl7ynXjO6bK+ah9Bg90m/66MjzXkL8MZeFyuucPi9vnvm4j5Ryak/0OBwA8e7/Tf7IMZ/3zPx/kT3/4ffaoC52Y4+/y2beFoYH6N9B+FPky70nTXqofRL767kp6Gz2o2/zmZ/mQPaz7/LD/kGq5tNy/fCFvdFrJ/c9ijk+Hcvq2pX+a4Bv5uVoInaHygcf67//+T/78x8+yR4/JDQvc2SFK/U8EYHtRdo+z7Zps+JivD8VPJ5kID0fUno19D1DEvset0GWiz2lvkFtX63gr53kd9FrO/PzF6PraI1Uog6XrriUpblt7HPe9JK6nJh237w3qxm1/I5cyN/UVr+X+2J7fdOzOlz0XqYz39VI5Vw9h6zJ+Zsq6f070OtMhmPHzc+hxO1zLlXOr9aDnvXoe9BjWiTs/vvfo69tzV5co0f+mnuZ3OADguespuHlCW06Dz98/cwHmsYJbcJtarlDYyvnLrpOT/PLFG/lamoKbrm/Tae3PB+gw0G9+TpqDY8TpglsXWUM7ljj0ni1PI9wFuOyBT2A928iO7VBnfWxoNLYNYFVd1qsdX6lcPYaBRp4wZgXKUAuRxfDQNbjpPhpCpPd8tbiuAue56brSGReL589dT0kpIJWfi5+rrvvzaRe22mm/rXodl8rqC2W1UJvVlQ53zt/3GMGtKfAGflcMDcENANCXHnvcWqiGrMbesiqdRbISDh8c3Bo09bgVg2n21IH2xNnCHT1ByTCDW4Pit/PZU62Evu03bEMx7x2patlo7BLAirqvF2r0tw1NVfEeQT/dV4fgFtU1uMVFz2VM5DxrcDn0bJbVzp8niOQOZZNoPXXaX8DTBLdM6LNWfb5VXZlXHiu4hbYZKv8AEdwAAH152uDWh6cObp9kj1uDjzW42UbqMUMXW/QU2R6sc9keFZpspTxycDt2P91Fz2VMX8GtlXjAfbLgpnUQ7bKuyntO9XgaekG1B0snpTkmEFXPzdHlLIh9rgluAIBP0PMIbg+9xy3mk7nHrUfa4HpGPW79CYSBxsB4ih43glvZQIPbYzs2ELX8DHZCcAMAoOS0wQ2dEdwc29h/onvc+hMJbr03Qo8JbsfdX9bVYwW3h95zVtYc3IZ0j1tvhhbcuMcNAIA9gtvAfZTBDd1oY7lhiGb34AFgCAhuAIC+ENwGjuAGAB8vghsAoC//L/t/AAAAAMBAEdwAAAAAYOAIbgAAAAAwcAQ3AAAAABg4ghsAAAAADBzBDQAAAAAGjuAGAAAAAANHcAMAAACAgSO4AQAAAMDAEdxwcjeLa5mubrNHuVtZTa9lcZM97OJmIddHrfhYbmRxvTD/VoWeP6V4GXo/N52F9qXlnkqtaC3crqaeY2py/Lk6bn8ndruS6XRlarsi9HyTE30G93V7bDkBAPiIEdzQkWtYX183LD01qrSh5t2+Wbq2E9s1qE97fJY2Qn372C/dAouGr9L6Jw21Gngq+/ctvZdJz9sxwa5bKK3V7X7pvm/d1nHV8FR1/JAyO+3W9x3fU3/hAQDA0/vdvZH9bP3zPx/kT3/4ffYIT+3f//2f/PmPn2WPhkgbWUvZyUgmJhhdZM+W5e8JSC5lvjiX7XQm6diEGP9GbKNve+55Xb/t356bBnhgRatNOf008M3ScXT79j2bNHtUN5poubUMWznvtH8NFkuRiTnGs+ypCK2jpUxKZS0/Vy1DP+cmSEPpbCOp3c61eA8hf0/2sGakZRdTzrUk81A9hOtJz40e/8K7oq7nO7amc3Xs/jJt6qUDPcfrZB7dp70OwidaLrVuxZTLHpa/TA/7DLq63o3i5YzV/b5uz7fRcg6J/jd12L/DAQAfC4LbwA03uLlGmGaV5HJumlJLG1z053ijLCTUgM5lAcM24i9sA64UlLLnffL3anga37mf25czDzbdA19doEHaFFzyRnVjcQNhQre/b+Q2BRKfpnPjk9ebC63nWxcaXIB17+hGtxcLbm5/qee8Pkpwy86ZOTF2u9VQFLu+3HvdOX2xfmi9GH2GwNK1Uveg4KbvsZXU9Fk6XDuWHtc4lVlWwbZuCW4AgE8QQyXRjTa+7NAl19hdrVY2tNkeneznfHhTbUjUft18qQ8v2y31+fqwqJuFhrZLuUyXdrtn5j26P7tMRtm7DrSxnu8nL5u2KfP1iuUMD588hIH5ZSrLFsO1tGGbb9cubceVaeM0P57aEgorVWfyIkllsy7v82atjfoX8QauNtiL5T5yaNqh3jVkufJraNPGfv6ze71+7ovnzF8Gc2wz87xnmKpeHzKZy2i37DhkMZXUJOb0rstKJuwtNbRdSrJx+7swZcrP1/wyyd53ULwuXF24c5qvd6iXjkMRs9CWmOA3STYyaxzCq0H1sC9d2t+Pdyt3nesqkwdCraOJtPgsabjL6lTD2YW5XgJ1CwDAJ0N73Ir+7y69/+2331gGsuj5OI1396+vru6vrl6bn7p5//bV/au377NHAe/f3r+qbVv3+ererfr+/u2rq/vXtZ27569evTU/qaycxTe+e11+3AfdptlPabPZc6Fjffe6Uq687PvntOye+rV1o3UfXhrrt8CWo7h++SDqZbD7z89Dxh5r/r7sOOz2Ku9rQcvTeHp0f/tznCldM8VrpciV7VA/9fdFr0+7X/N6rYDZdZYth5ez5/MnsnNX3H6rz0MPdD/V8+GeC9V3ta6UO579c3o81fOQy69T3+taj4GTbK9H77kNlVPL5PmcGPu6jZVzYE73OxwA8NzR4wbnZpsNTUol+IV6rVfGLTr0MN3Mas8fM2FDmRvGtkkm7lt3+9yFTFdz2/P2GDP37Xt9dNjXyvXS7WXf+ue9deX9a29EIpfj4gpncj0eaRdFvBfk7FoWee9CYGk3rNMp9v7YpWkMXmrO32hc7tW7GMtlUr4WdDhftPev1qPqFh3h5npSq8txvXoH2iPqen4P9aPXx1jSWZueK3N9rXcyGk9klK491+qh18dV4aEHdl+n9txNJDHXf6eesgfIe+9cT3L5fOQ9ynkPXrlM2rs4knH5RMv4MjHPhwfq5rTnNpmYz575TbFt8dHLy2l7GPef30x2zfvLqXaytNdIvjz0dwkAAB8/7nEbuNPd45bfV9LHvVwB+3tccsV7t0L3Gh0hGz7W3BTNxe8hi98jdaANVduYLhyAPneYNELruHDfVK/lzM9fjK6voaZ675auW7l/zJ4rHdqm7+vx3ERoPZfuWyxdi54yPpDdXz7pjD0XqYxL++t6L2BA7bpv0v0zqNeZ996zEncey5ODVM5tPqSxGrT0GNaJu4fO9x59vXFykk8T97gBAPpCcBu4j2FykpKeZsmrqjfqKyKTk+TaBrCqLuvZ8FZso5fK1WMYaBQKOoEy1EJkMTwcE9x0P54g2eI8HaNW7xXVyULc9ZSUAlL5ufi56ro/n3Zhq53226p/bktl9YWyWqjN6mo3OnzWHyO4NQXeR/pd0zeCGwCgLwyVxBG0Ueu+uS8NyTPLfLSTWXAInDYaQ0Oe9LWG4W3a6K/szy6eyUmeihumODGxJxtm16Yhqw3j0rCw6nKCYWK14Zr+wNKKPR7bXVfYnlvsMNPgBBp6XYWuHX0tXg8aQKr706U2oYUp37IS2pQOM7ST0LQc89h6f4NyJtcLU875pSTZhDjRgOkJbcrWlX7WH3t8aOgzr+XP3gIAwKeCHreBG2SPmzbmfMOpLA1g9kXPkLb6t/1VoWnR7Tf8ob+l1vLb/saeM9tIPWboYvNxuR6sc9l27nGL1WeMBp0OPW5H78cjej5C+1f6Wmy4Z3ioqPY4hf6OWeN594qVs5/9HdXj1tQLVZP3nDbVraFBTmd8DH62I6rn/OhyFsSuo+jvoGGhxw0A0BsNbkXMKjmsZZgzklVmoitws9r5Z4Qzr96/fRWaldDNeBeYmM5tN/RiZEa7ov2MdE8mMFtePltfcOk+k6Pbl2+90Ix9sXPTUWTGQO8Mg3vh2QTDx+PodkPn9rjzHitLP/trNdvmqR07W2PLz2AnsW0yqyQA4BNEj9vAPa973B7Y4xZfMdDDc3Bcz0ufAr04j9J7oPvq2uPW0GvY6f60QA9PdBtNvULxHreH3nNWFqonp4/9HdXj9tiOvRajvaxHauq14x43AMAnhuA2cMMNbuhNiyGa3YMHgCEguAEA+kJwGziCGwB8vAhuAIC+MKskAAAAAAwcwQ0AAAAABo7gBgAAAAADR3ADAAAAgIEjuAEAAADAwBHcAAAAAGDgCG4AAAAAMHAENwAAAAAYOIIbAAAAAAwcwQ0nd7O4lunqNnuUu5XV9FoWN9nDLm4Wct15Rd3fVGrFOEpz2cPH3FcZjnUji+uF+be729X0iHoPuF3JdLoyNeITql8tew/1l18/0TJ8Yo6tC61L6hAAgEdBcENHrhF9fd2wPELjTcPPMTnBH5q6OD7cPIzu11O3Hcqi4ap67L7narQB7tv30ee1ft087Jx0Z4Pmfv/HB77W16GGnye5bnKuzmP13OpayHnD3HFfPnTaLwAAsAhu6OhMrhcrWa3yZSIj+/xIJvvnzGIat2f2eVUOIMudSLqZHRrRz/Qbem3gh465sdFqG/1rSeaFOs2XeSLrPnqaYi7M9qv7nZgznbwonNe2tHE/k91oXtjeXEa7Wbge7PHn9TeTTSqyWx7qs2tPnwaF2W4k8/2xJLKZHROqbuXOlCW9a6p8c83PUhmb/V7oo8K1kC/7Q/CE5FK9NL1ulENpvm39rE4k2SyfuFe3Lk1TuwAAgPYIbjhS3oOylPRyLvPLVJaeBqVzYZ7PG+yepRTyQlyDebd9uv6LJi5YHALVhQmk+THazGPqKX+8uM6PODUBorxe30oh2SwzTUElO3vumnrybs0JSJIke9SFNtJHMt4fszKhYjwKN97PTPjI6sq7TDUOtXUrWxOcLyeF6+xiLJdJdtyaqtu6WdsQmW7W8bparc3nYmxDW240KR9D6RBGk8JrGrZm5V69yOu1UGpCcXKXr3wh40v93AwouZlQvtYq360HFygBABgyghu62X/7P5N07BqKE1ma/7mGpf6cB4Rap0it56AeVlz4qQeI29XS9tjo9mvbjcp6SE7w7b5rmJtjrKZQc9yux83X2E/k0vaqVdazwWUsqQ11lcX25Hj2E1AMjLrML6vhK+8tdb1Dfjey3ph3nrfcaUliAt9O1qWTbYK/ab03BsHqNdNr72xW95qq29BewKW4upqICX2hoOuC4nF1pTRsJZEvKYqv675SGY2LX36YUHx9OJNn5+b4dltvvZV6vop1PduYuP0YtCdyJyOt9/lIdrNH7jkGAOAZIbghkw9nbBg+VhhC5+v0ODPre18vNnr3iwaTcsPNhZ9ygNBhZrN0bHupLqZzSdaeUBhyuxUTDyRJ7zwN17y3q8XQxX2vVH2JlcUOkTOpTY8r3ivpE+qpjAWsx6E9SLvRuHVYLNMhe25o5KHe3NDJQ8+jhwaJyjUzH+1kVgpv+TmMXbdnotllsyyspz1nSfvjcedRy5LVvX4O7JBV3/k3YciE4aNzWydn8sJk3+jQzbNzU5qd1Drd9j1fW1d3xeGx80vzqfFINzLbn0N3HmsduAFuOOdWzvMvHQpfTrT/TAAA8OkiuMG50YCjUgm2AUv3HR0WHXpXHY7nlod+m+6GY66TeWFonAsBGt7aNPZubDfRRMbJRta1Bnbe21UcuugTH+rpH7Xnyr5ML+0QNn2PC7VumFvwHq1AHYeX5jpuHirZwJRpuUlk4j/QlvS8lestXudmtzo0szLc8Ox6LCPtJcoeH85hPMxq3dvQl9fDOpF5i+PJ703bnpt9VIf0ZsM5z7fuPftTentXKN9B6R692Hmz9S1yOQ6Ur/L6xTS7ppq+dKnQz0ZqPhsTUy/l3tCIxF3Ph/M4l1oHbkV+/53rla+eJ/fZynvqCXAAAIT97t7Ifrb++Z8P8qc//D57hKf27//+T/78x8+yR49Je9yWJrzpsLlH6tGxPSguHjra6M6+fbdBxw2/fFA+KNL9aQPdNrj1+HSyj+L+tAslfwwvDZJ2aFu9nuy9Vem4EKo97PpNw+7MNae9V/Z0FMKRXfcwwYd7Krufy3tOB0LLXTkWDYAa/rxVFf1cGE2vZ2zdaCjXcFWsR9+1vu/NNHXrO8eeY/A+V9126TMHpf9NPc3vcADAc0dwG7jTBbeuXNCqdd7UGo392DdKQ3TyhmKr2DZMU08DOH+uY3Czjdt4ANHhkPWGeaCe9vyN8Ob9BdbzykN5iD+suzqX4H5aBbcqe1zlMGZ5Q4FRDS2l6+uI4Kbb2577yxwqQ2emXNM7GRe20xjcQmVSTa9XlMOtfcase7jW889S6Xq19Wzekp8XX11464fg1oTgBgDoC0MlcQRtMFend3eLG44WnrQh/Def9LX4/WI2nFX2Z5fa5BKmfNXQpvQeHp0GvnivU1vRWQ5jw8XqQwRbrXf0/kI06Pm2pUs9tGnQcDMVVurw1Kp/luCjCASJ+Z/nnrITccNJC/u393nm99zpJDOV0KbsZ0Nk2TT5ywPucQMAAA9Dj9vADbLHLdozUfkGvkRfizf0/L1WustI707HHgknVs6u3HH5h3k2HfOpetz6H1J4kh43W3ad0KIeLo9ie5bCfY+lHr2m99Ycei61bvServw+vsfrcdPray0vFoX6seU2dVkoy1HnKfgZj9B9F3vcGq/jqi7X9ceBHjcAQF8IbgM3zKGS2ph2f7+tOsGEG4aVeIfeuUZmPNSF7nH7uIPbEfs5tuHsRXDbi10rfdZ5ZVsa3GoZMB/e23T9Nr1u67QYjopDX48898fWRTW4geAGAOgNwW3gntc9boF1CqI9bvEVww1br1MGt/gx699Zq82wWGuM13nX83JBO9Z3FKr3mNMFt3jZ29eDocGibY/bA9n6Kd1rdmru2mv8sws+BLfeENwAAH0huA3ccIMbAKAJwQ0A0BcmJwEAAACAgSO4AQAAAMDAEdwAAAAAYOAIbgAAAAAwcAQ3AAAAABg4ghsAAAAADBzBDQAAAAAGzvt33AAAQD/4O24AgD7wB7gHjj/ADQAfL/4ANwCgLwyVBAAAAICBI7gBAAAAwMAR3AAAAABg4AhuAAAAADBwBDcAAAAAGDiCGwAAAAAMHMENAAAAAAaO4AYAAAAAA0dwAwAAAICBI7gBAAAAwMAR3NC/25VMpyu5zR5W3SyuZbqqvnorq+lUak+3ofu7XshN9vD0HlD2JjcLufbU5e1q6qnDIdE6uZZF7aTcyOK6x7oK1E+/Csei+6sfVIMHHHPn/fVd7z2fLwAAcDSCG46i4ev6Ol8ev2FX3p8v+Ploo7O8XnlpF/Y0JPnX9zWQK2yo9K/rlp7rrs/9aWjwbiNfThGWXRAp7rdVjmmqh0jYs+e7czhTx4acRwz+rRHQAAAYOoIbOtMQtZSJrFYrt8xHspvFG33F4LXciaSb2f5xUwir7+9SxKzfLryNZJKvV1om5pV2zkxAydebXyaSXM73j6cX2ZuiQmXQxYSjs+xtViWouMqSWf64qXF9ZoKNdz+6zMUUv5tRod5ry1RKh18KSzPZpCK7Zf7YLJ3DkNbFTHajQ32vJuZaM9tstankUual8maLuX66VsOg9V7vAABgiAhu6OhGtjsTRIqJxYSFiWapdbiBeDE9NJxN27sUfhb75JKaPKaNzWI4Ce0vOYS/2cas+VycmYb2oa7qSzXoVUR7mlyjvpPd0rOdbKn2WkVDo1napdyD263s5FImxQO+mNrrZx9MNNg+hvSu1iNn9/ko+0slTVPZbd0eSz28bfbXut7zz5enp/T2TkthypE9BgAAg0Nww2ndLLIet3W98SiJXM61sdkQTjL78HfCHhRtYHe3k2XeEPcs/g6R+jDP1h0noZ4mu7Sr271Yj9vi2sRMj+oQy0e4B200ycqgKa5XN7LeJDJKNlL9HsLuM7a/Gw2ahwBWFglNut5oJMlmab+wKPbwdjm++pDe6r7yz1elp9S4WW/MAY4kXfvOVaTsAADgZAhuyORBoalxdiHnIxNEiinidiVL0+67HMd7VOxwSZPatAE8v0xtmGke7hje3+i8TQIJhaaleaUr7f0zzdjdNtK4rRxTpTekOtRSl3pHlA4RXEpaet9EzIG0C2+loZX1pd0Q00ysx803bFND21JKQ0Pn5vzNSuGtZRA4O5eRbGRZ3IkN/iM5b9N5F6qHUA+t7a1cSzKfynTaob4t8/mxxz2XkamzehWHQlO23tTss8WQ4yBTLzNTL6XAPk9kXapjX727z70ORV6YMizGqamzahnCgQ8AAJzO7+6N7Gfrn//5IH/6w++zR3hq//7v/+TPf/wse/SIbINbo4w20pp7Zex9Z/vkU1lHG8DaGN33yLh7lTZyKfNSL402Gk2A0l6daWLDilnJu+/y/vSesUIjUvc3S2X8yA1L7dGYpWPTxF3K9rwYuFzQKpXdlqnLEM5CHQaOR/dvG9jmTbYs2bhHDYKH4aaPR89B+bjrimU80PO8lXN7PPqzhqPma8zJrp28IrU3sXgN6XW7TirX1RFsne9kVCpXXlYNcTNJx+Y9Yl7fnpsyFSqhtq67rs1FmtVV6Jir71OV5/T4qvvz8dVD6TrylCG7RpPS/o3S8YTKjrb0v6kn+R0OAHj2CG4Dd7LgljUYTXOtHIrgFBvBpQaxfTEaOrtzYUUn5TgEoHKDvhaQskb4UUGxah/i2ypcM7W6cWW1vUE2VDyzIFAKOdlzVvE4fcdcPp9BbYObUQzzTvGzfGy9P7Pz9QQIbgCAvhDcBu50wa2jWE+HNmZtjqm+Vuk9qWkIE7H9FcNCnyHGqjeyy2GkKbgFjrvae1Ti9lmMTzrEtLj/es/WQFSDX+k4uwcBW9fp2B9eqtdFdd+NAl9UBLZTPAfttTjmwDV7qt7U465RtEFwAwD0heA2cM8ruMU0hJ+m/VV6eXyOCzuuQWuHyVU2fggUsWGe9dC3Z8OBvhQpd+C4g8fSGFqbQmpFIMAEA0+jRw5uAW2GeebssNzUF1jcudR7D+vXUOy4Go45eB1kYSrRocQtazp4/mPnPXyN2rrfJEeeayiCGwCgLwS3gRt0cIv1bHi/qQ98q7/3kOF7zUHiuODWRiR0RoOFJxQ2Hqcxmsg8WR8ZQgPl9ImVPRqWNQjk97Q9nAsP4SjapleofXBrCFnBLyUa1ouIli24P4/GcxIon57n4HBMzzWKTghuAIC+DG9Wye338vL7bfagm+33L+XIVbu7+0n+9vJ7OdXuBkkbzMVZ7Paz2cWm59dw5lnHLg2N3qP298QuzmWU1qeWt27WJsRWZki8mNaPr7rEWtDaeK/OorhfYqF54EJ/lqD3Pwegs5imsln6psU34WdmpzNtDlEdXJzrHxX3zbBpQtNyI2nyotf91eg1ult6Z9C8XS3r1ygAAHgSJ+5xu5Of/vaN/Pwhe1jw+Zdv5Otz84MGt1++kDf2QYWGpW9+lv3qn39Zep8Gt1++yLYTtJXvX/4iX7z5WsJvC5fT7FS+1HVtWT7IX6PbebhPq8dNVwvc09PYEzXQHjcrcNwteopCgsfSpYemjWC9x+pbe3fif26hy71bp+1xywSOO3yP2wOP2faW1Yc4dr6nLrAds/eGIbL9X6Nw6HEDAPRlAEMlNST9IPLVd3L1wjwMBTcblH6Vz7/N3mdoUPtRDuHNF9zufvqbfONPYCWf/eVb+S7fcEgxrH3qwQ3DFGy4H5xuwgsABDcAQF8GENwqPWCB4KYB7Af5qhKudN2/y2dZmGvX4/YAGtZsxrySFwQ3AEADghsAoC9Pf4/b9hf59fMvHjX8KA1+L1++rC1/++kuewcAAAAADNMTB7c7+envqfzlr5XY9uuPWbA6TP7x4vxzkZ9/kGLO2n7/owl9f90PnQzRnjjtrXvz5k1t+cq8EpsMRdcNv/yr/FgpJwAAAAD07UmD2/b7b0zw+qoevHTSERusCsMQX1zJd99+Lr9+c+gtK97f1uTDB/9dP+mH5vvf9tIPh4lRLJ2opFJOAAAAAOjZk93jVp1YZC82q+QDBCcpqcxMWVW6b65YNu5xAwA04B43AEBfnqDHTWeR7NZbduDWDQ1djA1rfPEi0akj5dvCMMkvPze57YsOZTj/uvdACQAAAABNThvctJfq5Tfy4a8mOBGAAAAAAKCVAfw5gIroUMnYH8Z29n/I27DDMX91P7dih02KfP/yR4mupj13X4n8wFBJAEAEQyUBAH35KIOb9tj5Xi7dj/bYuMcNANCA4AYA6MvT/x23I/z642FmyeLSqXcNAAAAAD4Sw+txQwk9bgDw8aLHDQDQl4+yxw0AMGQ3srhemH8BAEBf6HEbuOH1uGmDbCm77FHdSCarqVxkj0LvTy7n5nmR1XQtLxbF94fdmu0uZWLWO8ueMW4Wcr09N9upbkH3u5XzalmmdzI2Oy5swSiX0ZXNvePGlO1ubPZRXuFA97+s10ar4/OV/XYl06XIpFbGW/M++0KhLPqcf/s3Zv19sZJLme+3F6qDispxjSamXHYn/n2W9ldxWLfC7GN6Ny6fT8/2ddvb8+I2isfQfDz19RvoOZhtxPsn+0t1mQlcA07181AXqztTeeXrw0vrbCabrMDF69dfx8p3HvVzUP3MGK3ro1yOEvu+F7L2fSajvx+q17zv/Ylczt179HfE+oU55qYqOyF63AAAvdHgVvR/d+n9b7/9xjKQRc/HkL17fXX/6u377JHPu/vXV6/Nvz7v79++Cr3mvH/76v7q6sq7vNYV372+v7I/VPn2a5579dbstUjf9+r+cAhapmzbxrvXxddidL3qez3Hp+X1HIsuth7fv71/VSujarl9w9ZZsU50n/tt+uqgovR+Q8tUKmt9n+3rqcDsp37t1I9Jr7HyKS4eQ9Px6PaarlG3j/179HhD11RT3ZXotVU4luC1GtDy/eXPoDve/WqVOg5+nuwKlfLmgvXRVWD7Vfsy+675uuK1p8fXS1F7NPTf4QCAjwdDJXG8m4XtARunS1ndZs/17Ox6IavVyrv08q36zVZ2o3HhG/0zuZ5cSrp9pEFeF1PvsehS7xU5xq1sd4lMipVzMZZL2cm25Tm6vUtlNC70Kp1dy+QysT1nq9VczI8fjZvFTDbJSJLNTBahU2qu43VS6KXqSnvcrq89S6VnyJz7ebKulUN73LzrB7vhim5km17KZF/2+PV7+DxNZGR7A7Prb3+97GSp+64Wcrf0l9FXqZX6mLb55aC9esETBAAAFMENGR2CpA2tdvel6JCkfJjfxXQiprUXaaBljcGujbm9vGz50qKMt3eSmv/dPVKgrDN7S3XJHkbpkLLi8Zgw11jOLtt/CqlsZsVjOiyhc32z3Um625rayK4n+37/ULudub4O26wPratzdaxfLKymU1OG8DVqsruMHxiadWhfMYQflvKww7PzkSdU6VA/37pmeYwxfzZYaR26z2U5L2VhrrpfHbJZLZvvfRrA1onMC+8Zp8XQ7PYZ+/zrFwdh1d8FkWGmAAA8MwQ3ONrzZH+Ih528d8A1iPNG25lcL1bmmexb+VJL8MI00lwDbr7vtenSu+TuxUmKDVttg09XtsEfcrPemX2NZLeuNJLTjcy0jPn6F+cy2q0Lwcnsb7mR5Dw/tjyQNITFrP52tUZ5HloP62svUDouHM/clHMW3/7tai0yMQe+rh53dftncj5KZVk4B7erpWxMg/y8ZZWfvUhMvRX2YxrjS5OmXHjyB6sLU5/58Zhq359nXbzn2mxzvRvJKHE9gYeeIH+PXnF7rrcoJA/Fem+Uee/+GnXXYX6NHoLDjWzTxESnCm8PU5vA2ODMXG/pNn4tdXIh58lGlvvjqV6/Zfbzu0wLQdEFWm/PWVGox63NlyglLhjGPv96LRxezz5/xc+73i+3vxZ0Kd4DBwDA88XkJAN3uslJ8pv+mydTOFZ94gAXyoKTd1j6nsoEBfqtfj6Bh/Ye+Cb4WL+QhXmuPDGFOca+JyextIwaxuaSrF0oc/vzH1+5TEr3n03aUDy27NViuc0GbWh25Q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