The Supreme Court of Pennsylvania approved the Proposed Reestablishment Plan for the Magisterial District Courts of the 29th Judicial District, Lycoming County, Pennsylvania. CLICK HERE TO VIEW THE ORDER. CLICK HERE TO VIEW THE PLAN.
![](data:image/png;base64,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)
What is a Magisterial District Judge?
Magisterial district judges preside over the magisterial district courts in all counties but Philadelphia. They have authority to:
- conduct nonjury trials concerning criminal summary matters not involving delinquent acts as defined in 42 Pa.C.S. § 6301 et seq.;
- conduct nonjury trials concerning civil claims (unless the claim is against a Commonwealth party as defined in 42 Pa.C.S. § 8501 where the amount in controversy does not exceed $12,000, exclusive of interests and costs, in the following classes of actions:
- landlord-tenant actions,
- assumpsit actions unless they involve a contract where the title to the real estate may be in question,
- trespass actions, and
- fines and penalties by any government agency;
- preside over preliminary arraignments and preliminary hearings;
- fix and accept bail except in cases involving murder or voluntary manslaughter;
- issue arrest warrants;
- accept guilty pleas to the charge of driving under the influence (75 Pa.C.S. § 3731) so long as it is a first offense, no personal injury occurred to a third party other than the defendant’s immediate family, property damage to any third party is less than $500, and the defendant is not a juvenile;
- preside over nonjury trials involving all offenses under Title 34 (relating to game); and
- accept guilty pleas to misdemeanors of the third degree in certain circumstances.
Magisterial district judges are not required to be lawyers, but if they are not, they must complete an educational course and pass a qualifying examination before they can take office. They must also complete one week of continuing education each year in a program administered by the Minor Judiciary Education Board.
Magisterial District 29-1-01
Christian D. Frey
(570) 322-6159
605 W Fourth St, Williamsport
Term Expires 12/31/2027
Magisterial District 29-1-02
Aaron S. Biichle
(570) 327-2275
48 W Third St, Williamsport
Term Expires 12/31/2025
Magisterial District 29-3-01
Denise L. Dieter
(570) 398-4880
216 Market St, Jersey Shore
Term Expires 12/31/2027
Magisterial District 29-3-02
Gary A. Whiteman
(570) 326-1714
542 County Farm Rd, Montoursville
Term Expires 12/31/2029
Magisterial District 29-3-03
Kirsten A. Gardner
(570) 546-7480
2134 Rt 405 Hwy, Muncy
Term Expires 12/31/2029
Magisterial District 29-3-04
William C. Solomon
(570) 323-9982
2107 Lycoming Creek Rd, Williamsport
Term Expires 12/31/2027
Making Payments
It is also strongly encouraged that payments for fines, costs, and/or restitution be made online by clicking the link below...or by U.S. mail.
Make Online Payments By Clicking Here
Document Filing
It is strongly encouraged that documents be filed with the Magisterial District Courts via U.S. mail to the applicable Magisterial District Court office. Please contact the individual Magisterial District Court office directly for more information.
Who's my MDJ?
If you file a suit in Magisterial District Court, you must determine which Magisterial District Judge (MDJ) has authority to handle the suit. Generally, the suit must be filed where the person you are suing lives or is located, or where your claim arose. For example, a small claim arising out of a traffic accident or contract dispute could be filed at the office of the MDJ who serves the territory where the accident occurred or where the contract was signed. To determine which MDJ serves a certain address, click the link below.
Click Here for Map to Find Your MDJ