When a student registers, it is for the full semester or session. Therefore, if the student withdraws from the University during the period, for whatever reason, the comprehensive fees (includes: tuition and fees<\/a>, plus any housing and dining) will be prorated according to a schedule determined by the enrollment restriction status of the student\u2019s graduate program. A program\u2019s enrollment restriction status is usually determined by accreditation requirements and refers to the total number of students that can matriculate into a program in any given academic term. Enrollment restricted programs have a limit to the number of students that can enroll in a given academic term. Enrollment unrestricted programs, on the other hand, can enroll as many students as can be accommodated by available resources. Due to student withdrawals from each type of program having different long term implications for both the program and the university, the calculation of charges for withdrawal from High Point University are likewise different.<\/p>\n The following table indicates the amount students in enrollment restricted and enrollment unrestricted programs will be credited upon official withdrawal. It does not indicate how much a student will be refunded. Refunds are dependent on the total amount of out-of-pocket payments received and the amount of financial aid a student is eligible to keep based on the official withdrawal date.<\/p>\n The above table applies to the following enrollment unrestricted programs: Communication and Business Leadership (MA.CBL), Masters of Education (MED & MAT) and Educational Leadership (ED.D)<\/p>\n * All non-refundable deposit to hold a student\u2019s slot in the class and\/or housing, originally credited to tuition or housing, will not be included in the refund calculation.<\/p>\n Any proration is contingent on a student officially withdrawing from the university. To officially withdraw from the university, a student must complete a Withdrawal Form<\/a> and return it to the Office of Graduate Studies in Room 120 of Norcross Hall or via email to graduate@highpoint.edu<\/a>.<\/p>\nThe proration schedule for withdrawal from Enrollment Restricted Programs:<\/h2>\n
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\n \n\n Official withdrawal from the University<\/th> Amount Credited *<\/th><\/tr>\n<\/thead>\n \n Before Semester Begins<\/td> 100%<\/td> <\/tr>\n \n Within the first 5 days of the Semester<\/td> 50%<\/td> <\/tr>\n \n After the 5th day of the Semester<\/td> 0%<\/td> <\/tr>\n <\/tbody>\n <\/table>\n \n \n \n<\/div>\n\n The proration schedule for withdrawal from Online Programs with 6 or 8 week sessions:<\/h2>\n
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\n \n\n Official withdrawal from the University<\/th> Amount Credited *<\/th><\/tr>\n<\/thead>\n \n Before Session Begins<\/td> 100%<\/td> <\/tr>\n \n Within the first 5 days of the Session<\/td> 50%<\/td> <\/tr>\n \n After the 5th day of the Session<\/td> 0%<\/td> <\/tr>\n <\/tbody>\n <\/table>\n \n \n \n<\/div>\n\n The proration schedule for withdrawal from Enrollment Unrestricted Programs:<\/h2>\n
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\n \n\n Official withdrawal from the University<\/th> Amount Credited *<\/th><\/tr>\n<\/thead>\n \n Before the Semester Begins<\/td> 100%<\/td> <\/tr>\n \n First Week of the Semester<\/td> 75%<\/td> <\/tr>\n \n Second Week of the Semester<\/td> 50%<\/td> <\/tr>\n \n Third Week of the Semester<\/td> 25%<\/td> <\/tr>\n \n After the Third Week of the Semester<\/td> 0%<\/td> <\/tr>\n <\/tbody>\n <\/table>\n \n \n \n<\/div>\n\n \n
\n \n\n Official withdrawal from the University<\/th> Amount Credited *<\/th><\/tr>\n<\/thead>\n \n Before the Session Begins<\/td> 100%<\/td> <\/tr>\n \n First 5 days of the Session<\/td> 50%<\/td> <\/tr>\n \n After the 5th day of the Session<\/td> 0%<\/td> <\/tr>\n <\/tbody>\n <\/table>\n \n \n \n<\/div>\n\n \n
\n \n\n Official withdrawal from the University<\/th> Amount Credited *<\/th><\/tr>\n<\/thead>\n \n Before the Session Begins<\/td> 100%<\/td> <\/tr>\n \n First 3 days of the Session<\/td> 50%<\/td> <\/tr>\n \n After the 3rd day of the Session<\/td> 0%<\/td> <\/tr>\n <\/tbody>\n <\/table>\n \n \n \n<\/div>\n\n