home¾ÆÀÌÄÜ >  ¹æ°úÈÄÇб³ >  Áßµî >  ¼ö°­½Åû(Çлý¿ë)

¼ö°­½Åû(Çлý¿ë)

°­Á¸®½ºÆ®³»°¡ ½ÅûÇÑ °­ÁÂ
[ Àüü (11) ]     [ 1Çб⠹æ°úÈÄ (0) ]     [ ¿©¸§¹æÇÐ ¹æ°úÈÄ (0) ]     [ 2Çб⠹æ°úÈÄ (11) ]     [ °Ü¿ï¹æÇÐ ¹æ°úÈÄ (0) ]    
°­Á¸í Á¢¼ö±â°£ ¸ðÁý ½Åû ¼ö°­½Åû ¸¶°¨¿©ºÎ
[2Çб⠹æ°úÈÄ]   ¹è±¸ ±âÃÊ 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çгâ, 10Çгâ, 11Çг⠠ 
¼ö°­°­ÁÂ : Wednesday, Saturday
Á¤±Ô´ë
10 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   ¹è±¸ ½ÉÈ­ 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çгâ, 10Çгâ, 11Çгâ, 12Çг⠠ 
¼ö°­°­ÁÂ : Wednesday, Saturday, 1st ~ 2nd
±è¿¬È£
10 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   ¹èµå¹ÎÅÏ 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çгâ, 10Çгâ, 11Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Saturday
Á¤±Ô´ë
12 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   ¼öÇÐÀû »ç°í·Â Çâ»ó¹Ý 
´ë»óÇгâ : 10Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Thursday 8th, Tuesday, Thursday 9th
½Å¿ë¼®
20 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   Advanced Global Mathematics 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Thursday 8th, Tuesday, Thursday 9th
Á¤¸íÈ­
12 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   MUN Advanced Course 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çгâ, 10Çгâ, 11Çг⠠ 
¼ö°­°­ÁÂ : Monday, Wednesday 8th, Monday, Wednesday 9th
Thomas Marciariello
20 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   MUN Beginners Course 
´ë»óÇгâ : 7Çгâ, 8Çгâ, 9Çгâ, 10Çгâ, 11Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Thursday 8th, Tuesday, Thursday 9th
Thomas Marciariello
20 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   SAT - EBRW    
´ë»óÇгâ : 10Çгâ, 11Çгâ, 12Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Thursday 8th, Tuesday, Thursday 9th
Hai Hoang Vu
20 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   SAT - MATH    
´ë»óÇгâ : 10Çгâ, 11Çгâ, 12Çг⠠ 
¼ö°­°­ÁÂ : Monday, Wednesday 8th, Monday, Wednesday 9th
Hai Hoang Vu
20 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   TOEIC(R/C) ±âÃʹݠ
´ë»óÇгâ : 9Çгâ, 10Çгâ, 11Çг⠠ 
¼ö°­°­ÁÂ : Monday, Wednesday 8th, Monday, Wednesday 9th
À±Áø¾Æ
15 0
[¼ö°­½Åû]
´ë±â
[2Çб⠹æ°úÈÄ]   TOEIC(R/C) ½ÇÀü¹®Á¦ Ç®À̹ݠ
´ë»óÇгâ : 10Çгâ, 11Çгâ, 12Çг⠠ 
¼ö°­°­ÁÂ : Tuesday, Thursday 8th, Tuesday, Thursday 9th
À±Áø¾Æ
15 0
[¼ö°­½Åû]
´ë±â