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)
3Mbps (ȤÀº 5Mbps) ¹«Á¦ÇÑÀ¸·Î »ç¿ëÇÒ ¼ö ÀÖ´Â ¿ä±ÝÁ¦¸¦ °¡°Ý´ë·Î Á¤¸®Çß½À´Ï´Ù.
- 1¸¸¿ø´ë ÀÌÇϸ¸ Ãß·Á¼ Çѹæ Á¤¸®
- 2.5¸¸¿ø´ë ÀÌÇϸ¸ Ãß·Á¼ ºê·£µåº° Á¤¸®
¾Ë¶ãÆù ¿ä±ÝÁ¦ ¼±Åÿ¡ µµ¿òÀÌ µÇ¼ÌÀ¸¸é ÇÕ´Ï´Ù. »ó¼¼Á¤º¸´Â ¾Æ·¡ Âü°íÇÏ½Ã¸é µË´Ï´Ù.
[2024³â 1¿ù 15ÀÏ ¾Ë¶ãÆù ¹«Á¦ÇÑ ¿ä±ÝÁ¦ ÇÒÀÎÁ¤¸®]
Ȥ, À߸øµÈ Á¤º¸³ª ¿À·ù ¼öÁ¤ÀÌ ÇÊ¿äÇÑ »çÇ×ÀÌ ÀÖ´Ù¸é ¸»¾¸ÁÖ½Ã¸é ¹Ý¿µÇÏ°Ú½À´Ï´Ù.
1¸¸¿ø´ë ÀÌÇÏ ¹«Á¦ÇÑ ¿ä±ÝÁ¦ (3Mbps / 5Mbps)
¾Ë¶ãÅë½Å»ç |
Åë½Å¸Á |
¿ä±ÝÁ¦/µ¥ÀÌÅÍ/Åëȹ®ÀÚ |
ÇÒÀοä±Ý |
Àû¿ë±â°£ |
EG¸ð¹ÙÀÏ |
KT |
EGM ¾È½É¹«ÇÑ100 (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç
|
8,800 |
4°³¿ù |
EG¸ð¹ÙÀÏ |
KT |
EG µ¥ÀÌÅÍ 11G (11GB(¸ÅÀÏ2GB)+3Mbps) Åëȹ«Á¦ÇÑ / ¹®ÀÚ¹«Á¦ÇÑ |
4,290 |
4°³¿ù |
EG¸ð¹ÙÀÏ |
KT |
¾¾Å©¸´ µ¥ÀÌÅÍ 11G (11GB(¸ÅÀÏ2GB)+3Mbps) Åëȹ«Á¦ÇÑ / ¹®ÀÚ¹«Á¦ÇÑ |
4,180 |
4°³¿ù |
EG¸ð¹ÙÀÏ |
LGU+ |
ÀÌÁö 15G(300)+ (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç |
7,700 |
6°³¿ù |
EG¸ð¹ÙÀÏ |
LGU+ |
ÀÌÁö 15G(100)+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
5,500 |
6°³¿ù |
EG¸ð¹ÙÀÏ |
LGU+ |
[EGM] ÀåÇϱº 15G(100)+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
8,250 |
4°³¿ù |
¸¶ºí¸µ (marveling) |
LGU+ |
¸¶ºí¸µ ÇÁ¶óÀÓ 100ºÐ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
5,400 |
6°³¿ù |
¸¶ºí¸µ (marveling) |
LGU+ |
¸¶ºí¸µ ÇÁ¶óÀÓ 300ºÐ (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç |
7,300 |
6°³¿ù |
¸¶ºí¸µ (marveling) |
LGU+ |
¸¶ºí¸µ ÇÁ¶óÀÓ (11GB+¸ÅÀÏ2GB+3Mbps) ÅëÈ ¹«Á¦ÇÑ / ¹®ÀÚ ¹«Á¦ÇÑ |
9,860 |
6°³¿ù |
¸ðºù (mobing) |
LGU+ |
[L] 100ºÐ15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
5,500 |
5°³¿ù |
¸ðºù (mobing) |
LGU+ |
½Ç¼Ó 300ºÐ15GB+ (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç |
8,500 |
6°³¿ù |
¸ðºù (mobing) |
KT |
[K] 100ºÐ 15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
0 |
1°³¿ù |
½º¸¶ÅÚ |
LGU+ |
½º¸¶Æ® 15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
8,800 |
6°³¿ù |
½º¸¶ÅÚ |
LGU+ |
ÈÄÈÄ ½º¸¶Æ® 15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
9,130 |
6°³¿ù |
¾ÆÀÌÁî¸ð¹ÙÀÏ (eyes) |
LGU+ |
[L]¹«ÇÑ300ºÐ/15GB+ (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç |
7,200 |
6°³¿ù |
¾ÆÀÌÁî¸ð¹ÙÀÏ (eyes) |
LGU+ |
[L]¹«ÇÑ100ºÐ/15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
4,530 |
6°³¿ù |
¿¡À̸ð¹ÙÀÏ (A mobile) |
LGU+ |
A ½ºÆä¼È 15GB+/100ºÐ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç
|
5.500 |
6°³¿ù |
¿¡À̸ð¹ÙÀÏ (A mobile) |
LGU+ |
A ½ºÆä¼È 15GB+/300ºÐ (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç
|
7,700 |
6°³¿ù |
¿¡À̸ð¹ÙÀÏ (A mobile) |
LGU+ |
A ½ºÆä¼È 11GB+ (11GB(¸ÅÀÏ2GB)+3Mbps) Åëȹ«Á¦ÇÑ / ¹®ÀÚ¹«Á¦ÇÑ |
13.200 |
6°³¿ù |
¿¡À̸ð¹ÙÀÏ (A mobile) |
KT |
A ¿Ã¶óÀÕ 11GB+ ¹Ð¸®ÀǼÀç (11GB(¸ÅÀÏ2GB)+3Mbps) Åëȹ«Á¦ÇÑ / ¹®ÀÚ¹«Á¦ÇÑ |
8,800 |
3°³¿ù |
À̾߱â¸ð¹ÙÀÏ |
LGU+ |
À̾߱⠽ºÅÄ´Ùµå 100ºÐ15GB+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
8,800 |
6°³¿ù |
À̾߱â¸ð¹ÙÀÏ |
LGU+ |
À̾߱⠽ºÅÄ´Ùµå 100ºÐ15GB+(À¯µ¶) (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
8,800 |
6°³¿ù |
Å佺¸ð¹ÙÀÏ |
LGU+ |
¶óÀÌÆ®71GB (71GB+3Mbps) ÅëÈ ¹«Á¦ÇÑ / ¹®ÀÚ ¹«Á¦ÇÑ |
9,800 |
4°³¿ù |
ƼÇ÷¯½º (tplus) |
LGU+ |
ƼÇà µ¥ÀÌÅ͸¶À½²¯15G£«(100ºÐ) (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
6,600 |
5°³¿ù |
ƼÇ÷¯½º (tplus) |
LGU+ |
ƼÇà µ¥ÀÌÅ͸¶À½²¯15G£«(300ºÐ) (15GB+3Mbps) ÅëÈ300ºÐ / ¹®ÀÚ300°Ç |
8,800 |
5°³¿ù |
ÇÁ¸®Æ¼ (FREE T) |
LGU+ |
µ¥ÀÌÅ;ȽÉ15G+ (15GB+3Mbps) ÅëÈ100ºÐ / ¹®ÀÚ100°Ç |
8,800 |
6°³¿ù |
ÇÉ´ÙÀÌ·ºÆ® |
KT |
ÇÉ´ÙÀÌ·ºÆ®Z (71GB+3Mbps) ÅëÈ ¹«Á¦ÇÑ / ¹®ÀÚ ¹«Á¦ÇÑ |
5,550 |
4°³¿ù |
ÇÉ´ÙÀÌ·ºÆ® |
KT |
ÇÉ´ÙÀÌ·ºÆ®Z (71GB+3Mbps) Åëȹ«Á¦ÇÑ / ¹®ÀÚ¹«Á¦ÇÑ |
5,550 |
4°³¿ù |
|
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