A fase de apresentação de propostas do OP 2024 registou a submissão de 71 propostas, através da página do OP Amadora, enquadradas no tema Intervenção no Espaço Público. Essas propostas foram analisadas tecnicamente pelos serviços autárquicos competentes tendo por base as Normas de Participação do Orçamento Participativo da Amadora que regem todo o processo do OP Amadora.
Foram validadas e colocadas a votação 18 propostas, as quais totalizaram 446 votos, 155 por SMS grátis e 291 online, resultando na eleição de 5 projetos, cujo valor total de investimento previsto é de 545.000€, para integrarem as Grandes Opções do Plano e Orçamento 2024 / Anos Seguintes.
Face aos resultados da votação, a Câmara Municipal decidiu ajustar o valor do orçamento inicial e aumentá-lo para 545.000€, por forma a acolher as 5 propostas mais votadas e não apenas as 4 que, em conjunto, correspondiam a um investimento de valor inferior ao montante máximo atribuído nesta edição do OP Amadora.
Nas catorze edições do OP Amadora foram apresentadas 1110 propostas. As duas primeiras edições tiveram um modelo consultivo que proporcionou a escolha de 44 propostas. A partir do OP 2013 foi introduzido o modelo co-decisional e das 694 propostas apresentadas 202 foram a votação, tendo saído vencedoras 85 propostas. Esta informação sobre a votação é espelhada no seguinte quadro:
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)
O balanço das catorze edições do OP é de 129 propostas vencedoras, traduzindo-se a execução dos projetos vencedores a 31 de dezembro de 2023 num investimento de 5.617.688,40€, conforme o seguinte quadro sintetiza:
![](data:image/png;base64,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)
Notas:
- Nos OP 2011 e 2012 não foi atribuído orçamento inicial.
- As propostas não concluídas dos OP 2011 e 2015 revelaram-se inviáveis quanto à sua execução.
- As propostas não concluídas dos OP 2016, 2017, 2020, 2021, 2022 e 2023 estão em fase de avaliação, execução e/ou obra.
- A partir do OP 2013 o orçamento atribuído é plurianual repartido por 2 anos.
- As propostas vencedoras são as mais votadas por ordem sequencial que em conjunto tenham um custo estimado que não ultrapasse o limite do orçamento atribuído. O valor do orçamento atribuído pode ser ajustado pela Autarquia tendo em conta os resultados da votação.
- Em caso de empate na votação, o critério de desempate será o do valor mais baixo, prevalecendo a proposta com menor valor de investimento estimado.