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| | MULT2301, 2
L22
| | MULT3401, 2
L22
| MULT3202, 1
L25
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| | MULT1102, 2
L22
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| | MULT3601, 2
L22
| | MULT3601, 1
L22
| MULT3302, 1
L25
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| | Ê͹ª´àªÂ ITEC3502 ¡.101,
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| | GEHP1102, 1
L22
| | | | | | GETL1101, 1
L25
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| | ENGL4772, 3
L22
| ENGL4772, 2
L22
| ENGL4701, 1
L22
| ENGL3702, 2
L25
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| | ENGL3701, 19
L22
| SOAN4902, 1
L22
| | | | LAWF2102, 2
L25
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| | LAWF2101, 1
L22
| FREN2702, 1
L22
| LAWP4102, 1
L22
| ACCT3201, 7
L24
| BUSS4801, 1
L24
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| | | | | | | | ECON1105, 2
L22
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| | THMU3505, 2
L22
| | | CULS3104, 1
L22
| GESC1105, 1
L25
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| | | | EAED3206, 2
L23
| | | | | | GESO1103, 1
L25
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| | COMM3204, 1
L22
| | EDUC2201, 3
L23
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| | THAI1103, 1
L13
| THAI2104, 1
L13
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| | | | | JPAN2203, 1
L22
| MNGT1101, 1
L22
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| | POLS4901, 2
L22
| | EAED3206, 1
L23
| | | HRDM4202, 1
L25
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| | BCOM4601, 1
L22
| BCOM4601, 2
L22
| APST3902, 1
L22
| MNGT1102, 2
L25
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| | EAED1101, 1
L23
| FINB1101, 5
L22
| FINB1101, 6
L22
| MNGT4404, 1
L25
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| | FINB1101, 7
L22
| | | EDUC1101, 9
L23
| EDUC1101, 10
L23
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| | SPSC2104, 1
L23
| | POLS4902, 1
L22
| POLS4902, 2
L22
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| | MATH1401, 1
L22
| PSYC3302, 1
L22
| EAED1101, 2
L23
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| | ACCT1103, 2
L22
| ACCT1103, 3
L22
| ACCT1103, 4
L22
| BCOM4801, 2
L25
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| | ACCT2201, 1
L22
| ENGL3701, 4
L22
| ACCT2201, 2
L22
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| | EDUC2301, 1
L23
| | EDUC3601, 1
L23
| | EDUC3601, 2
L23
| PSYC2301, 2
L25
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| | ECON2301, 1
L22
| ECON2301, 2
L22
| | | | ACCT4102, 3
L25
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| | PSYC1103, 1
L22
| | | | ENGL3701, 5
L22
| MNGT4902, 2
L25
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| | ENGL3701, 10
L22
| PUBA1101, 1
L22
| PUBA1101, 2
L22
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| | HRDM4901, 1
L22
| | HRDM4901, 2
L22
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| | MNGT3110, 4
L22
| MNGT3110, 5
L22
| TRHM1101, 2
L22
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| | TRHM3112, 1
L22
| | TRHM3112, 2
L22
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| | ACCT4102, 1
L22
| TRHM4204, 1
L22
| ACCT4102, 2
L22
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| | HRDM4902, 2
L22
| | | | HRDM4902, 1
L22
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| | PTEC2201, 1
L22
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| | MNGT4302, 1
L21
| MNGT4304, 1
L22
| MNGT4304, 2
L22
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| | MATH1201, 1
L23
| MATH1201, 2
L23
| ENGL3702, 7
L22
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| | ITEC2303, 1
L23
| | ITEC2303, 2
L23
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| | | | | | | Ê͹ª´àªÂ ITEC3502 ¡.102,
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| | ITEC4902, 1
L22
| | ITEC4902, 1
L22
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| | ITEC3101, 4
L22
| | ITEC3101, 3
L22
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| | COMP2302, 1
L22
| | | | | | COMP4206, 2
L25
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| | COMP1206, 1
L22
| COMP1206, 2
L22
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| | COMP1205, 1
L22
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| | COMP2205, 1
L22
| | COMP2205, 2
L22
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| | MULT2201, 1
L22
| | MULT2201, 2
L22
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| | MULT3401, 1
L22
| | MULT2301, 1
L22
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| | | | | | | | | | | MATH1606, 2
L25
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| ¢éÍÁÙÅã¹µÒÃÒ§»ÃСͺ´éÇ ÃËÑÊÇÔªÒ, ¡ÅØèÁ ÃдѺ¡ÒÃÈÖ¡ÉÒ |
| L11 = ¤ÅÔ¡àÅ×Í¡ | | L13 = »ÃСÒȹÕºѵà | | L21 = »ÃÔÒµÃÕ 4 »Õ »¡µÔ (à·Õºâ͹) | | | | L22 = »ÃÔÒµÃÕ 4 »Õ »¡µÔ | | L23 = »ÃÔÒµÃÕ 5 »Õ »¡µÔ | | L24 = »ÃÔÒµÃÕ 4 »Õ ¹Í¡àÇÅÒ (à·Õºâ͹) | | | | L25 = »ÃÔÒµÃÕ 4 »Õ ¹Í¡àÇÅÒ | | L26 = »ÃÔÒµÃÕ 5 »Õ ¹Í¡àÇÅÒ | | L27 = »ÃÔÒµÃÕ 6 »Õ »¡µÔ | | | | L31 = »ÃСÒȹÕºѵúѳ±Ôµ | | L32 = »ÃСÒȹÕºѵúѳ±ÔµªÑé¹ÊÙ§ | | L41 = »ÃÔÒâ· | | | | L51 = »ÃÔÒàÍ¡ | | L61 = ¤Åѧ˹èÇ¡Ե | | L91 = ¡è͹»°ÁÇÑ | | | | L92 = »ÃжÁÈÖ¡ÉÒ | | L99 = ºØ¤¤ÅÀÒ¹͡ | | L651 = ÃдѺ·´Êͺ »ÃÔÒµÃÕ 4 »Õ ¹Í¡àÇÅÒ | | |
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