![](data:image/png;base64,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)
![](data:image/png;base64,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)
¼øÁøÇÏ°í ¾Æ¹« ÁË ¾ø´Â ¿©¼º ÀÎÅÍ³Ý ¹æ¼ÛÀÎ »çÀ̹öºÒ¸µÀ¸·Î ÀÚ»ì½ÃŲ ±Ø¿ì À¯Æ©¹ö
¼Ò¼³½á¼ ³ª¶ôº¸³»°í »ç¶÷ Á×ÀÌ´Â °Ô º¸¼öÀÇ Æ¯Â¡ÀÌÁö. µ¶Àç Á¤±Ç ¶§µµ ±×·¨°í Áö±Ýµµ ±×·¸°í.
¹Ý¼ºµµ ¾ÈÇÏ°í ³²Å¿ÇÏ¸é¼ ¿©ÀüÈ÷ È°µ¿ÇÏ´Â °Ô ÁøÂ¥ °³¿ª°Ü¿ò. ÀÌ·± »ìÀ趶û °°Àº ¶¥¿¡¼ »ì°í ÀÖ´Ù´Â °É ¹ÏÀ» ¼ö°¡ ¾øÀ½.
»ç¶÷ Á×ÀÌ°í ³ª¼¾ß ¿©·Ð ´«Ä¡º¸°í ±Ø¿ìµéÀÌ »¶°¡ ±î¸é¼ °Å¸®µÎ±â ÇÏ´Â °Å º¸¸é ¾ç½ÉÀÌ ÅÍÁ³´Ù´Â °Ô ¹ºÁö º¸¿©ÁÜ.
»ç¶÷ Á×ÀÌ°íµµ 100¸¸À̶ó´Â °Ô ¹Ï±âÁö°¡ ¾Ê´Â´Ù.
ÀÌ°Ô º¸¼öÀÇ º»ÁúÀÓ. »ç¶÷ Á×ÀÌ°í ³²Å¿ÇÏ°í ȸÇÇÇÏ°í ´Ù½Ã »ìÀÎÇÏ°í
ÀÌ »ç°Ç ÀÖ°íµµ ¿©ÀüÈ÷ ¸»µµ ¾ÈµÇ´Â °Å °®´ÙºÙ¿©¼ ¿©ÇøÇÏ´Â ±Ø¿ì À¯Æ©¹ö°¡ Âü ¸¹À½
¾ÖÃÊ¿¡ ÄÁ¼Á ÀÚü°¡ ¿©ÇøÀÓ
¼ôÄÆ = Æä¹Ì = ³²Çø ???
ÀÌ°Ô ¿©Çøº¸¼öÀÇ »ç°í¹æ½ÄÀÓ
|