2012 Ohio 2276
Ohio Ct. App.2012Background
- Savage pleaded guilty to fifth-degree theft as part of a plea agreement.
- The trial court sentenced Savage to five years of community control and ordered $25,000 restitution jointly with co-defendants.
- The sentencing entry also required Savage to enter the SEPTA program at a correctional facility.
- Two sentencing-related entries followed: July 21, 2010 and September 9, 2010, addressing SEPTA and employment status.
- Savage appealed, but the court dismissed for lack of jurisdiction, finding no final appealable order existed.
- The court concluded it cannot be created by combining multiple entries, and thus jurisdiction was lacking.
Issues
| Issue | Plaintiff's Argument | Defendant's Argument | Held |
|---|---|---|---|
| Whether there is a final appealable order | State argues the July 21 and Sept. 9 entries leave issues unresolved, so no final order exists. | Savage challenged his restitution and other trial-counsel issues on appeal. | No final appealable order exists; appeal dismissed for lack of jurisdiction. |
| Whether the SEPTA commitment and related entries create finality when considered together | State notes the July 21 entry contemplates further action on SEPTA commitment. | Savage preserved other issues but relief hinges on finality, not merits. | Cannot create final appealable order by combining separate entries; jurisdiction remains lacking. |
Key Cases Cited
- State v. Baker, 119 Ohio St.3d 197 (2008) (only one document can constitute a final appealable order for non-capital offenses)
- State v. Darget, 2010-Ohio-3541 (4th Dist.) (dismissal for lack of final appealable order)
- Eddie v. Saunders, 2008-Ohio-4755 (4th Dist.) (jurisdictional sua sponte consideration for finality)
- Bell v. Horton, 142 Ohio App.3d 694 (4th Dist.2001) (finality analysis in appealability)
- State v. Threatt, 2006-Ohio-905 (Ohio St.) (unresolved issues render nonfinal order)
- State v. Ketterer, 2010-Ohio-3831 (Court of Appeals) (distinguishing Baker in certain contexts; final order framework)
