Garcia v. StateGarcia v. State
A district court of appeal has certified the following question as being of great public importance: “Whether one can be convicted, although not sentenced, of a lesser included offense after he has been convicted of the greater crime.” Garcia v. State,
The state charged Garcia with armed robbery under subsection 812.13(2)(a); Florida Statutes (1981), and with displaying, using, threatening, or attempting to use a firearm during the commission of a felony under subsection 790.07(2), Florida Statutes (1981). A jury found him guilty of both counts as charged. The trial court adjudicated Garcia guilty and gave him a twenty-year sentence for the armed robbery. The trial court imposed no sentence for the firearm conviction.
On appeal the district court “noted” that Garcia had been convicted of both a greater and a lesser included offense. The court expressed its confusion regarding the law on lesser included offenses and framed its certified question. Because Garcia had not raised the conviction of a lesser included offense on appeal, the district court affirmed his convictions.
We have recently issued numerous opinions clarifying the law as to lesser included offenses. Indeed, we essentially answered the question posed here in State v. Enmund,
Answering the district court’s question, however, does not resolve the instant case. In State v. Gibson,
We approve the district court’s affirmance of Garcia’s convictions. Although we' answer the certified question in the negative, we find it not applicable to this case and quash the district court’s discussion of the state of the law of lesser included offenses. Finally, we direct the district court to remand this case to the trial court
It is so ordered.
Notes
. The transcript of the sentencing hearing is not included in the record on appeal.
. We went even further in Gibson and held: "Because double jeopardy permits it and the legislature clearly intends it, we hold separate prosecutions and punishments are proper, and, as far as the double jeopardy argument is concerned, we would hold so even if the Blockburger test were not satisfied."