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3. Elaboração dos OKRs
Seguindo o ciclo metodológico definido pelo programa OKResultados, na primeira fase de
elaboração do PGA Administrativo 2024 foram realizadas reuniões com a DG nas quais, à luz
das diretrizes determinadas pela PGJAA em relação às unidades a ela subordinadas, foram
identificadas, a partir dos objetivos e das iniciativas estratégicas constantes do Plano
Estratégico do MPMG, aquelas eleitas como prioritárias para o ano de 2024 e as unidades
administrativas responsáveis pelo seu desdobramento ou execução. Em relação à SPC e SFA
foram observadas as prioridades definidas pelas coordenações das unidades, as quais também
respondem diretamente à Administração Superior do MPMG.
Finalizada essa etapa, as áreas responsáveis por iniciativas priorizadas foram comunicadas
sobre os contatos que se estabeleceriam para agendamento de reuniões com a DPIN/COPLI
com o objetivo de apresentar a metodologia aprovada e dar início à elaboração do PGA
Administrativo 2024.
Foram realizadas reuniões virtuais nos meses de novembro e dezembro de 2023 com a
participação das equipes das superintendências e diretorias que executarão OKRs. Durante as
reuniões, a DPIN apresentou a metodologia de OKRs e explicou como se daria a sua aplicação
na construção do PGA Adm. 2024.
As unidades administrativas foram, então, instadas a propor OKRs tendo como direcionadores
temáticos as iniciativas estratégicas priorizadas pela PGJAA/DG e/ou pelas respectivas
coordenações e considerando o primeiro ciclo trimestral de gestão por OKRs que
compreenderá o período de janeiro/2024 a março/2024. Cabe destacar que, em alguns casos,
uma mesma iniciativa estratégica priorizada deu ensejo a mais de um OKR.
Com o intuito de facilitar os trabalhos, a DPIN disponibilizou, para cada unidade, um modelo
contendo as respectivas iniciativas priorizadas e os campos para preenchimento das
informações referentes aos OKRs.