TOTVS Construção Gestão de Imóveis - APIs e WebServices TCGI ( ANTIGO DOCUMENTO )

Tipo de API's

Apis de Comissões

API : POST: http://localhost:8051/api/imb/v1/commission/view

API Comissão View

Exemplo API

{
    "TipoUsuarioComissionado": "0",
    "CpfOuCnpjUsuarioComissionado": {
        "CpfCnpj": "XXX.XXX.XXX.XX"
    },
    "CpfOuCnpjSubordinados": [
        { "CpfCnpj": "" },
        { "CpfCnpj": "" }
    ],
    "CnpjImobiliaria": {
        "CpfCnpj": ""
    },
    "DataInicial": "2022-03-01",
    "DataFinal": "2022-03-11",
    "CodigoEmpreendimento": null
}

API: GET: http://localhost:8051/api/imb/v1/commission/103

API para buscar as comissões de acordo com o ID da comissão.

RESPONSE

{
    "idcomissao": 103,
    "idmodcomissao": 1,
    "data": "2022-01-01T00:00:00",
    "codcolcontrato": 20,
    "contrato": "1911",
    "codpessempr": 27,
    "nomefantasia": "JARDIM DAS ORQUÍDEAS ",
    "numunid": "000021",
    "nomeunid": "000021",
    "numsubunid": "000012",
    "nomecorretor": "SILVERIO MORAIS",
    "statuscomissao": "Calculada",
    "datavenda": "2022-01-01T00:00:00",
    "valorcomissaototal": 3600.0000,
    "valorbase": 90000.0000,
    "valormax": 3600.0000,
    "comissionados": [
        {
            "idcomissao": 103,
            "iditemcomissao": 1,
            "idregracomissao": 1,
            "stateentity": 0,
            "percentualcomissao": 0.5000,
            "valorcomissaocorretor": 450.0000,
            "nroparcelas": 3,
            "statuscomissaocorretor": "Calculada",
            "codfuncao": 4,
            "dscfuncao": "Corretor",
            "percentual": 50.0000,
            "codcolcfo": 0,
            "codcfo": "01;C100338",
            "nomecfo": "SILVERIO MORAIS",
            "pagarcomissaoaimob": 0,
            "tipoquempaga": "Empresa",
            "codtipoquempaga": 0,
            "tipocomissao": "Comissão",
            "codtipocomissao": 0,
            "tipocalculocomissaoitem": "Valor Fixo",
            "codtipocalculocomissaoitem": 0,
            "tipovalor": "Fórmula Percentual",
            "codtipovalor": 3
        },
        {
            "idcomissao": 103,
            "iditemcomissao": 2,
            "idregracomissao": 1,
            "stateentity": 0,
            "percentualcomissao": 0.5000,
            "valorcomissaocorretor": 450.0000,
            "nroparcelas": 1,
            "statuscomissaocorretor": "Calculada",
            "codfuncao": 4,
            "dscfuncao": "Corretor",
            "percentual": 50.0000,
            "codcolcfo": 0,
            "codcfo": "01;C100338",
            "nomecfo": "SILVERIO MORAIS",
            "pagarcomissaoaimob": 0,
            "tipoquempaga": "Cliente",
            "codtipoquempaga": 1,
            "tipocomissao": "Comissão",
            "codtipocomissao": 0,
            "tipocalculocomissaoitem": "Descrescente",
            "codtipocalculocomissaoitem": 0,
            "tipovalor": "Fórmula Percentual",
            "codtipovalor": 3
        },
        {
            "idcomissao": 103,
            "iditemcomissao": 3,
            "idregracomissao": 2,
            "stateentity": 0,
            "percentualcomissao": 1.0000,
            "valorcomissaocorretor": 900.0000,
            "nroparcelas": 3,
            "statuscomissaocorretor": "Calculada",
            "codfuncao": 5,
            "dscfuncao": "Imobiliária",
            "percentual": 100.0000,
            "codcolcfo": 0,
            "codcfo": "01;C100577",
            "nomecfo": "SILVA && SILVA",
            "pagarcomissaoaimob": 0,
            "tipoquempaga": "Empresa",
            "codtipoquempaga": 0,
            "tipocomissao": "Comissão",
            "codtipocomissao": 0,
            "tipocalculocomissaoitem": "Valor Fixo",
            "codtipocalculocomissaoitem": 0,
            "tipovalor": "Percentual",
            "codtipovalor": 0
        }
 ]
}

Parâmetros

Parâmetros:

Id da comissão que fica no final da URL.

Dados recebidos:

idcomissao: Id da comissão;
idmodcomissao: Código da modalidade da comissão
data: Data da comissão;
codcolcontrato: Código da coligada do contrato;
contrato: Código do contrato;
codpessempr: Código do empreendimento;
nomefantasia: Nome fantasia do empreendimento;
numunid: código da unidade do contrato;
numsubunid: código da subunidade do contrato;
nomecorretor: Nome do Corretor Principal
statuscomissao: Status da Comissão
datavenda: data que a venda foi efetivada
valorcomissaototal: Valor total da comissão;
valorbase: valor da base de cálculo da comissão
valormar: valor máximo que uma comissão pode ter
comissionados: Lista dos comissionados da comissão.

Dados recebidos dos comissionados:

- - idcomissao: id da comissão pai;
  - iditemcomissao: Código desse item na comissão;
  - idregracomissao: Código da regra da comissão;
  - percentualcomissao: Percentual da Comissão do comissionado
  - valorcomissaocorretor: Valor da comissão do comissionado;
  - nroparcelas: quantidade de parcelas do comissionado;
  - statuscomissaocorretor: Status da Comissão do Comissionado;
  - codfuncao: código da função;
  - dscfuncao: Descrição da função;
  - tipoquempaga: Tipo de quem paga;
  - percentual: Percentual de quem paga a comissão - Cliente ou Empresa;
  - codcolcfo: Código da coligada do comissionado;
  - codcfo: Código do comissionado;
  - nomecfo: Nome do comissionado;
  - pagarcomissaoaimob: Pagar comissão a imobiliária;
  - tipoquempaga: Descrição de quem paga;
  - codtipoquempaga: Código de quem paga;
  - tipocomissao: Descrição do tipo da comissão;
  - codtipocomissao: Código do tipo da comissão;
  - tipocalculocomissaoitem: Descrição do tipo de cálculo da comissão;
  - codtipocalculocomissaoitem: Código do tipo de cálculo da comissão;
  - tipovalor: Descrição do tipo de valor da comissão;
  - codtipovalor: Código do tipo de valor da comissão;

API: POST: http://localhost:8051/api/imb/v1/commission/

Api para buscar comissões de acordo com o usuário logado.

GET - Exemplo requisição

Exemplo - Solicitação visualizar Comissões:
{
    "TipoUsuarioComissionado": "0",
    "CpfOuCnpjUsuarioComissionado": {
        "CpfCnpj": "099.821.769-78"
    },
    "CpfOuCnpjSubordinados": [
        { "CpfCnpj": "" },
        { "CpfCnpj": "" }
    ],
    "CnpjImobiliaria": {
        "CpfCnpj": ""
    },
    "DataInicial": null,
    "DataFinal": null,
    "CodigoEmpreendimento": null
}
ou simplificada
	{
    "TipoUsuarioComissionado": "0",
    "CpfOuCnpjUsuarioComissionado": {
        "CpfCnpj": "011.211.841-50"
    }
}

RESPONSE

{
    "count": 3,
    "hasNext": false,
    "items": [
        {
            "idcomissao": 7,
            "idmodcomissao": 4,
            "data": "2022-03-04T00:00:00",
            "codcolcontrato": 1,
            "contrato": "2578",
            "codpessempr": 2019,
            "nomefantasia": "EMPREENDIMENTO MODELOS DE CÁLCULO",
            "numunid": "03",
            "numsubunid": "000025",
            "nomecorretor": "Corretor da Proposta",
            "statuscomissao": "Em Preparação",
            "datavenda": "2022-02-11T00:00:00",
            "valorcomissaototal": 1000.0000
        },
        {
            "idcomissao": 14,
            "idmodcomissao": 4,
            "data": "2022-03-11T00:00:00",
            "codcolcontrato": 1,
            "contrato": "9896",
            "codpessempr": 2019,
            "nomefantasia": "EMPREENDIMENTO MODELOS DE CÁLCULO",
            "numunid": "03",
            "numsubunid": "000030",
            "nomecorretor": "Corretor da Proposta",
            "statuscomissao": "Em Preparação",
            "datavenda": "2022-03-11T00:00:00",
            "valorcomissaototal": 11000.0000
        }
    ]
}

Parâmetros

Parâmetros:

TipoUsuarioComissionado: Corresponde ao tipo de usuário logado no Portal de Imóveis (0=Corretor, 1=Gerente, 2=Imobiliária);
CpfOuCnpjUsuarioComissionado: CPF ou CNPJ do usuário logado no Portal de Imóveis;
CpfOuCnpjSubordinados: Lista de CPF ou CNPJ dos usuários do Portal de Imóveis subordinados ao Superior/Gerente;
CnpjImobiliaria: CNPJ da imobiliária associada ao usuário logado no Portal de Imóveis, para restringe comissões da imobiliária;
DataInicial: Data Inicial do período para buscar as comissões;
DataFinal: Data final do período para buscar as comissões;
CodigoEmpreendimento: Filtro de restrição para empreendimento das comissões.

Dados Recebidos:

count: quantidade de itens encontrados.
hasNext: Se tem próximo item.
items: Lista dos itens encontrados.

Dados recebidos dos itens é o mesmo da primeira API da comissão por ID

API: GET: http://localhost:8051/api/imb/v1/commission/103/sellers

Api para buscar os comissionados de uma comissão específica e retorna a mesma estrutura da API de busca uma comissão.

API: GET: http://localhost:8051/api/imb/v1/commission/103/sellers/1

Api para buscar um comissionado específico de uma comissão específica e retorna a mesma estrutura da API de busca uma comissão.

API: DELETE: http://localhost:8051/api/imb/v1/commission/103/sellers/1

Api para deletar um comissionado específico de uma comissão específica e retorna a mesma estrutura da API de busca uma comissão.

Parâmetros

Caso seja deletado um comissionado que tem comissão paga pela empresa e pelo cliente, o valor da comissão/percentual fica para uma das duas situações.

Sendo assim, caso apague o comissionado cliente, então o valor/percentual da comissão vai para comissionado empresa e vice-versa.

Se for um comissionado comum é apagada normalmente o registro

API: PUT: http://localhost:8051/api/imb/v1/commission/103/sellers/1

Api para atualizar o dado de um comissionado específico de uma comissão específica e retorna a mesma estrutura da API de busca uma comissão.

PUT - Exemplo requisição

//Posso usar um JSON básico, apenas com o campo alterado {"percentualcomissao": 2.0000} ou completo com a estrutura do comissionado
{
"idcomissao": 103,     
"iditemcomissao": 1,     
"idregracomissao": 1,     
"percentualcomissao": 0.6000,     
"valorcomissaocorretor": 450.0000,     
"nroparcelas": 3,     
"statuscomissaocorretor": "Calculada",     
"codfuncao": 4,     
"dscfuncao": "Corretor",     
"percentual": 50.0000,     
"codcolcfo": 0,     
"codcfo": "01;C100338",     
"nomecfo": "SILVERIO MORAIS",     
"pagarcomissaoaimob": 0,     
"tipoquempaga": "Empresa",     
"codtipoquempaga": 0,     
"tipocomissao": "Comissão",     
"codtipocomissao": 0,     
"tipocalculocomissaoitem": "Valor Fixo",     
"codtipocalculocomissaoitem": 0,     
"tipovalor": "Fórmula Percentual",     
"codtipovalor": 3 }

Parâmetros

% Quem paga -
- Só pode alterar entre 1 e 100%;
  - se passar diferente será ignorado a alteração
  - Se deseja zerar o percentual para excluir um dos comissionados quem paga cliente ou empresa deve excluir o registro para o sistema manter apenas um deles e recalcular o percentual de quem paga.
  - se estou alterando o comissionado para 100% quem paga a comissão, exemplo Empresa, e existe o seu par, cliente,
    então essa ação deve ser feita deletando o cliente comissionado, pois os seus valores não existe mais, ficando zerados
- Caso o percentual esteja 100 e seja reduzido, então deve-se criar o comissionado parte empresa ou parte cliente com a diferença;
- Se alterar esse campo, sempre terá prioridade em relação a alteração do valor da comissão ou do percentual, vai depender do tipo de valor da comissão;
- Alterando esse campo, ele interfere diretamente nos valores de %Comissão ou Valor da Comissão, pois mudando o percentual de quem paga vou alterar esses campos campos com base na nova proporção de de quem paga.
  - Exemplo: Corretor quem paga é 100% empresa e o tipo valor da comissão é PERCENTUAL, que tem o valor de 2%.
    - Vou alterar o percentual de quem paga empresa para 60%, dessa forma o percentual da comissão ficara 60% de 2% = 1,2%;
    - Vou criar o corretor quem paga cliente que ficará com o restante de 40%, dessa forma ficará com o resto do percentual 0,8%;
  - O mesmo raciocínio valerá para o tipo Tipo de valor quando for valor comissão;
Pagar a Imobiliária; (Está bloqueado nesse momento , não iremos liberar)
- só pode alterar se não for imobiliária e for quem paga empresa
  - se passar diferente será ignorado a alteração
Tipo de Cálculo;
- Se quem paga for empresa, pode alterar conforme o tipo de cálculo para 0 e 1
  - se passar diferente será ignorado a alteração;
- Se quem paga for cliente, pode alterar para o tipo 0, 1 e 2;
  - se passar diferente será ignorado a alteração
Nro de Parcelas;
- Só pode alterar se quem paga for empresa;
  - se passar diferente será ignorado a alteração
% Comissão;
- só pode alterar se o tipo valor for Percentual e não tiver alterado o percentual de quem paga;
  - se passar diferente será ignorado a alteração
  - Exemplo: Corretor quem paga é 50% empresa e 50% cliente, o tipo valor da comissão é PERCENTUAL, que tem o valor total de 2%, sendo 1% para cliente e 1% para empresa.
    - Vou alterar o percentual da comissão do corretor empresa para 2% e a parte cliente ficará com 1%, dessa forma o percentual de quem paga não é mais 50% para cada, vou recalcular a proporção de ambos que ficará com 66,6667% parte empresa e 33,3332% parte cliente%;
    - Vou criar o corretor quem paga cliente que ficará com o restante de 40%, dessa forma ficará com o resto do percentual 0,8%;
  - o mesmo raciocínio valerá para o tipo Tipo de valor quando for valor comissão;
Valor Comissão.
- Só pode alterar se o tipo valor for valor comissão e não tiver alterado o percentual de quem paga.
  - se passar diferente será ignorado a alteração

Parâmetros:

idcomissao: será utilizado da API;
iditemcomissao: será utilizado da API;
idregracomissao: Id da regra não permite alteração;
percentualcomissao: Informar o percentual da Comissão do comissionado, caso seja o tipo valor seja percentual
valorcomissaocorretor: Informar o percentual da Comissão do comissionado, caso seja o tipo valor seja valor;
nroparcelas: Informar a quantidade de parcelas do comissionado;
codfuncao: Código da função não permite alteração;
dscfuncao: Descrição da função não permite alteração;
tipoquempaga: Tipo de quem paga não permite alteração;
percentual: Informar o percentual de quem paga a comissão (Cliente ou Empresa);
codcolcfo: código da coligada do comissionado não permite alteração;
codcfo: Código do comissionado não permite alteração;
nomecfo: Nome do comissionado não permite alteração;
pagarcomissaoaimob: Pagar comissão a imobiliária não permite alteração;
tipoquempaga: Descrição de quem paga não permite alteração;
codtipoquempaga: Código de quem paga não permite alteração;
tipocomissao: Descrição do tipo da comissão não permite alteração;
codtipocomissao: Código do tipo da comissão não permite alteração;
tipocalculocomissaoitem: Descrição do tipo de cálculo da comissão não permite alteração;
codtipocalculocomissaoitem: Código do tipo de cálculo da comissão não permite alteração;
tipovalor: Descrição do tipo de valor da comissão não permite alteração;
codtipovalor: Código do tipo de valor da comissão não permite alteração;

Dados recebidos dos itens é o mesmo da primeira API da comissão por ID

API: POST: http://localhost:8051/api/imb/v1/commission/103/sellers/1

Api para incluir um comissionado específico de uma comissão específica e retorna a mesma estrutura da API de busca uma comissão.

POST - Exemplo requisição

{   
    "idcomissao": 103,
    "iditemcomissao": null,
    "idregracomissao": 11,    
    "percentualcomissao": 1.0000,
    "valorcomissaocorretor": 0.0000,
    "nroparcelas": 5,    
    "codfuncao": 7,
    "dscfuncao": "Avulso",
    "percentual": 50.0000,
    "codcolcfo": 0,
    "codcfo": "01;C100338",
    "nomecfo": "SILVERIO MORAIS",    
    "codtipoquempaga": 0,
    "tipoquempaga": "Empresa",    
    "codtipocomissao": 0,
    "tipocomissao": "Comissão",        
    "codtipocalculocomissaoitem": 0,
    "tipocalculocomissaoitem": "Valor Fixo",
    "codtipovalor": 0,
    "tipovalor": "Fórmula"    
}

Parâmetros

Só pode criar uma comissionado o tipo quem recebe "Comissionado Avulso PI" e esteja na modalidade dessa comissão, pois isso indica que o usuário permite incluir novos comissionados com valores defaults. É permitido inserir vários desse tipo e nunca para a mesma pessoa. Se já existir a pessoa para esse tipo de avulso basta realizar o Put desse registro.

O Id da regra é o campo mais importante, pois ele busca esse comissionado avulso de sua modalidade e insere com os valores defaults para essa comissão.

Caso seja incluindo um comissionado que tem comissão paga pela empresa com percentual menor que 100%, então será criado o comissionado cliente com o a diferença desse percentual e calculando a nova proporção do percentual da comissão em cima dessa proporção de cliente e empresa.

Se for criado um comissionado com regra quem paga 100%, regra padrão, então cria apenas o próprio registro.

Parâmetros:

idcomissao: será utilizado da comissão que está inserindo a regra;
iditemcomissao: sequencial que será criado pela API;
idregracomissao: Código da regra da comissão do comissionado que será inserido;
percentualcomissao: Informar o percentual da Comissão do comissionado ou buscará o valor default da regra
valorcomissaocorretor: Será calculado com base do percentual ou informar o valor da comissão do comissionado ou buscará o valor default da regra;
nroparcelas: Informar a quantidade de parcelas do comissionado ou buscará o valor default da regra;
codfuncao: Informar o código da função ou buscará o valor default da regra;
dscfuncao: Descrição da função - Buscará o valor default da regra;
tipoquempaga: Informar o tipo de quem paga ou buscará o valor default da regra;
percentual: Informar o percentual de quem paga a comissão (Cliente ou Empresa) ou buscará o valor default da regra;
codcolcfo: Informar o código da coligada do comissionado;
codcfo: Informar o código do comissionado;
nomecfo: Nome do comissionado;
pagarcomissaoaimob: Pagar comissão a imobiliária - Buscará o valor default da regra;
tipoquempaga: Descrição de quem paga - Buscará o valor default da regra;
codtipoquempaga: Código de quem paga - Buscará o valor default da regra;
tipocomissao: Descrição do tipo da comissão - Buscará o valor default da regra;
codtipocomissao: Código do tipo da comissão - Buscará o valor default da regra;
tipocalculocomissaoitem: Descrição do tipo de cálculo da comissão - Buscará o valor default da regra;
codtipocalculocomissaoitem: Código do tipo de cálculo da comissão - Buscará o valor default da regra;
tipovalor: Descrição do tipo de valor da comissão - Buscará o valor default da regra;
codtipovalor: Código do tipo de valor da comissão - Buscará o valor default da regra;

Dados recebidos dos itens é o mesmo da primeira API da comissão por ID

API: GET: http://localhost:8051/api/imb/v1/commission/103/single_sellers/

API para buscar a regra do comissionado avulso para o Lookup do portal de imóvel, para todos os comissionados do tipo avulso que estejam na modalidade da regra da comissão editada, seguir o padrão abaixo de URI

RESPONSE

[
    {
        "idcomissao": 103,
        "iditemcomissao": 0,
        "idregracomissao": 11,
        "stateentity": 0,
        "percentualcomissao": 1.0000,
        "valorcomissaocorretor": 0.0,
        "nroparcelas": 3,
        "codfuncao": 7,
        "dscfuncao": "Avulso",
        "percentual": 100.0000,
        "codcolcfo": 0,
        "pagarcomissaoaimob": 0,
        "tipoquempaga": "Empresa",
        "codtipoquempaga": 0,
        "tipocomissao": "Comissão",
        "codtipocomissao": 0,
        "tipocalculocomissaoitem": "Valor Fixo",
        "codtipocalculocomissaoitem": 0,
        "tipovalor": "Percentual",
        "codtipovalor": 0
    },
    {
        "idcomissao": 103,
        "iditemcomissao": 0,
        "idregracomissao": 15,
        "stateentity": 0,
        "percentualcomissao": 1.0000,
        "valorcomissaocorretor": 0.0,
        "nroparcelas": 3,
        "codfuncao": 8,
        "dscfuncao": "Secretária",
        "percentual": 100.0000,
        "codcolcfo": 0,
        "pagarcomissaoaimob": 0,
        "tipoquempaga": "Empresa",
        "codtipoquempaga": 0,
        "tipocomissao": "Prêmio",
        "codtipocomissao": 1,
        "tipocalculocomissaoitem": "Valor Fixo",
        "codtipocalculocomissaoitem": 0,
        "tipovalor": "Percentual",
        "codtipovalor": 0
    }
]

Parâmetros

Dados recebidos dos itens é o mesmo do padrão da primeira API dos comissionados

API: POST: http://localhost:8051/api/imb/v1/commission/generate

API para gerar a comissão de forma automática.

POST - Exemplo requisição

//Exemplo - Solicitação Geração da Comissão:

{
  "codColContrato": 1,
  "contrato": "54",
  "dataComissao": "2022-03-25",
  "valorBaseComissao": 8000,
  "cpfOuCnpjCorretorProposta": {
    "cpfCnpj": "812.406.850-09"
  },
  "cpfOuCnpjImobiliariaProposta": {
    "cpfCnpj": "384.042.140-34"
  },
  "cpfOuCnpjSDRProposta": {
    "cpfCnpj": "384.042.140-34"
  }
}

Parâmetros

Parâmetros:

codColContrato: Código da coligada do contrato;
contrato: Código do contrato;
dataComissao: Data da comissão;
valorBaseComissao: Valor base da comissão;
cpfOuCnpjCorretorProposta: CPF ou CNPJ do corretor;
cpfOuCnpjImobiliariaProposta: CPF ou CNPJ da Imobiliária;
cpfOuCnpjSDRProposta: CPF ou CNPJ do SDR.

Dados recebidos dos itens é o mesmo da primeira API da comissão por ID

API: POST: http://localhost:8051/api/imb/v1/commission/103/recalculates

API para recalcular e alterar informações da comissão já cadastrada.

POST - Exemplo requisição

//Exemplo - Solicitação Recalculo da Comissão:  
Opcional, caso queira mudar a data e o valor, se não passar nada somente recalcula buscando o valores da venda 
{
    "valorbase": 90000.0000,
    "data": "2022-03-11"
}

Parâmetros

Parâmetros:

valorbase: Valor base da comissão (Obs.: Caso não informado, será utilizado o valor da venda);
data: Data da comissão (Obs.: Caso não informado, será utilizado a data da venda);

Dados recebidos dos itens é o mesmo da primeira API da comissão por ID

API: GET: http://localhost:8051/api/imb/v1/commission/103/sellers/payments

API para retornar as parcelas de pagamento da comissão

Regras

Regras:

Se quem paga for o cliente, então devolve a parcela criada na comissão com os comissionados e seus valores;
Se quem paga for a empresa e o tipo de cálculo que quem paga NÃO for atrelado a baixa, então devolve as parcelas criadas na comissão com os comissionados e seus valores;
Se quem paga for a empresa e o tipo de cálculo que quem paga for atrelado a baixa, teremos que fazer uma previsão desse pagamento com base no plano de financiamento gerado e a data de vencimento e calcular quando seria pago a comissão e qual o percentual dessa parcela seria destinado a comissão

RESPONSE

[
    {
        "idcomissao": 33,
        "iditemcomissao": 1,
        "tipocomissao": "Comissão",
        "tipoquemrecebe": "Corretor da Proposta",
        "tipoquempaga": "Empresa",
        "tipocalculo": "Valor Fixo",
        "dscfuncao": "Corretor padrão",
        "nomecomissionado": "TESTE",
        "nroparcela": 1,
        "datapagamento": "2022-03-10T00:00:00",
        "valorparcela": 6000.0
    },
    {
        "idcomissao": 33,
        "iditemcomissao": 1,
        "tipocomissao": "Comissão",
        "tipoquemrecebe": "Corretor da Proposta",
        "tipoquempaga": "Empresa",
        "tipocalculo": "Valor Fixo",
        "dscfuncao": "Corretor padrão",
        "nomecomissionado": "TESTE",
        "nroparcela": 2,
        "datapagamento": "2022-04-10T00:00:00",
        "valorparcela": 6000.0
    },
    {
        "idcomissao": 33,
        "iditemcomissao": 1,
        "tipocomissao": "Comissão",
        "tipoquemrecebe": "Corretor da Proposta",
        "tipoquempaga": "Empresa",
        "tipocalculo": "Valor Fixo",
        "dscfuncao": "Corretor padrão",
        "nomecomissionado": "TESTE",
        "nroparcela": 3,
        "datapagamento": "2022-05-10T00:00:00",
        "valorparcela": 6000.0
    },
    {
        "idcomissao": 33,
        "iditemcomissao": 2,
        "tipocomissao": "Comissão",
        "tipoquemrecebe": "Corretor da Proposta",
        "tipoquempaga": "Cliente",
        "tipocalculo": "Proporcional",
        "dscfuncao": "Corretor padrão",
        "nomecomissionado": "TESTE",
        "nroparcela": 1,
        "datapagamento": "2022-03-10T00:00:00",
        "valorparcela": 2000.0
    }
]

Apis de Plano de Financiamento

API: GET: http://localhost:8051/api/imb/v1/modalities/1/enterprises/20_28

API que retorna os valores das condições de financiamento de todas as subunidades de um empreendimento, utilizando uma modalidade para simular

API: GET: http://localhost:8051/api/imb/v1/modalities/1/enterprises/20_28_000001

API que retorna os valores das condições de financiamento de todas as subunidades de uma unidade de um empreendimento, utilizando uma modalidade para simular

API: GET: http://localhost:8051/api/imb/v1/modalities/1/enterprises/20_28_000001_000101

API que retorna os valores das condições de financiamento de todas a subunidade de uma unidade de um empreendimento, utilizando uma modalidade para simular

RESPONSE

[
    {
        "codcoligada": 20,
        "codpessempr": 28,
        "numunid": "000001",
        "numsubunid": "000101",
        "area": 100.0,
        "precoM2": 2117.35,
        "precosubunid": 211735.27,
        "componentesgeradores": [
            {
                "codgrupo": 1,
                "codcompn": 1,
                "descompn": "8 x Entrada - Teste",
                "valorparcela": 7940.07
            },
            {
                "codgrupo": 1,
                "codcompn": 2,
                "descompn": "160 x Mensal",
                "valorparcela": 1804.64
            }
        ]
    },
    {
        "codcoligada": 20,
        "codpessempr": 28,
        "numunid": "000001",
        "numsubunid": "000102",
        "area": 100.0,
        "precoM2": 2483.88,
        "precosubunid": 248388.22,
        "componentesgeradores": [
            {
                "codgrupo": 1,
                "codcompn": 1,
                "descompn": "8 x Entrada - Teste",
                "valorparcela": 9314.56
            },
            {
                "codgrupo": 1,
                "codcompn": 2,
                "descompn": "160 x Mensal",
                "valorparcela": 2117.04
            }
        ]
    }
]

Parâmetros

Parâmetros:

codcoligada: coligada do empreendimento;
codpessempr: código do emprrendimento;
numunid: código de unidade;
numsubunid: código da subunidade;
area: área da subunidade;
precoM2: preço do m2 da subunidade;
precosubunid: preço da subunidade;
componentesgeradores: componentes da modalidade;
- codgrupo: código do grupo que pertence a modalidade;
- codcompn: código do componente;
- descompn: descrição do componente;
- valorparcela: valor do componente;

API: GET: http://localhost:8051/api/imb/v1/Sales/20_1914/rules

API que retorna os principais campos e valores da condição de financiamento, por venda e utilizando uma modalidade para simular e enviar a proposta

API: GET: http://localhost:8051/api/imb/v1/Sales/20_1912/rules/generate/1

API que retorna os principais campos e valores da condição de financiamento, por venda e utilizando uma modalidade para simular e enviar a proposta

API: POST: http://localhost:8051/api/imb/v1/Sales/20_1912/modality_rules

API que gera e retorna o plano de financiamento da proposta de venda a partir de uma modalidade

API: DELETE: http://localhost:8051/api/imb/v1/sales/1_46/rules/1/components/1

API para deletar apenas os componentes do gerador de parcela (entrada e principal), sendo que ao deletar esses componentes serão deletados os componentes dependentes como juros e cm se forem o caso.

API: GET: http://localhost:8051/api/imb/v1/Sales/1_46/modality_rules

API que retorna os componentes da modalidade que não estejam já inserido na regra da venda.

API: POST: http://localhost:8051/api/imb/v1/sales/1_46/rules

API para inserir um componente da modalidade na regra da venda

POST - Exemplo requisição

{
	"codgrupo": 2,
	"codcompn": 30,
	"dsccompn": "Anual",
	"qtdparc": 5,
	"valorparcela": 10000,
	"valortotal": 10000,
	"dataprimeirovencimento": "2022-06-20T00:00:00"
}

API: PUT ou PATCH: http://localhost:8051/api/imb/v1/sales/1_46/rules/1/components/1

API para editar componente da regra da venda. somente permite a edição de um campo por vez, exceto a data de vencimento que pode editar com outros campos. Isso, porque um campo interfere em outro cálculo.

POST - Exemplo requisição

{
	"qtdparc": 10,
	"valorparcela": 6000,
	"valortotal": 0,
	"dataprimeirovencimento": "2019-07-26T00:00:00"
}

Campos Editáveis

1º Vencimento; permite editar sempre
Nro de Parcelas; permite editar sempre
Valor Parcela; somente pode editar se não for price, sac e sacre
Valor Total. permite editar sempre

API: GET: http://localhost:8051/api/imb/v1/sales/20_1/plans

API que retornar o plano de financiamento com as parcelas geradas a partir das regras cadastradas na proposta

RESPONSE

[
    {
        "codcoligada": 1,
        "numvenda": 4,
        "codgrupo": 1,
        "codtipoparc": 1,
        "dsctipoparc": "Sinal",
        "numparc": 1,
        "codcompn": 1,
        "dsccompn": "Sinal",
        "datavencimento": "2002-01-10T00:00:00",
        "valorparcela": 20000.0,
        "valororiginal": 20000.0,
        "valorjuros": 0.0,
        "valorcm": 0.0,
        "valoroutros": 0.0
    }
]

RESPONSE

[
    {
        "codcoligada": 20,
        "numvenda": 1914,
        "codgrupo": 1,
        "codcompn": 1,
        "dsccompn": "Entrada - Teste",
        "qtdparc": 8,
        "valorparcela": 5580.0,
        "valortotal": 44640.0,
        "dataprimeirovencimento": "2017-07-26T00:00:00",
        "codmodelocalculo": 0,
        "dscmodelocalculo": "Base",
        "percentualcomponente": 30.0,
        "valorcomissaocliente": 0.0
    },
    {
        "codcoligada": 20,
        "numvenda": 1914,
        "codgrupo": 1,
        "codcompn": 2,
        "dsccompn": "Mensal",
        "qtdparc": 160,
        "valorparcela": 1268.24,
        "valortotal": 104160.0,
        "dataprimeirovencimento": "2017-08-26T00:00:00",
        "codmodelocalculo": 2,
        "dscmodelocalculo": "PRICE",
        "percentualcomponente": 70.0,
        "valorcomissaocliente": 0.0
    }
]

Parâmetros

Parâmetros:

codcoligada: coligada do empreendimento;
numvenda : Número da venda;
codgrupo: código do grupo que pertence a modalidade;
codcompn: código do componente;
dsccompn: descrição do componente;
qtdparc: quantidade de parcela do plano
valorparcela: valor do componente;
valortotal: Valor total do Componente financiado
dataprimeirovencimento: data do primeiro vencimento
codmodelocalculo: código do modelo de financiamento;
dscmodelocalculo: descrição do modelo de financiamento;
percentualcomponente: percentual do componente sobre o valor da proposta;
valorcomissaocliente: Valor retido na comissão do pagamento pelo cliente;

API: GET: http://localhost:8051/api/imb/v1/Sales/20_1914/VPL

API que retornar o cálculo da análise da proposta do cliente comparando com a proposta padrão, entre os indicadores a VPL. Baixe aqui a planilha excel com o cálculo

RESPONSE

 
//Imagem da configuração feita na Modalidade da Venda
{
    "codcoligada": 20,
    "numvenda": 1914,
    "valortabelaprecopadrao": "R$ 148.800,00",
    "valortabelaprecoproposta": "R$ 148.800,00",
    "valorfinanciadoatulizadopadrao": "R$ 287.060,89",
    "valorfinanciadoatulizadoproposta": "R$ 281.766,42",
    "valorpadraovpl": "R$ 195.282,75",
    "valorpropostavpl": "R$ 193.635,05",
    "percentualtma": "0,500000%",
    "mensagem": "Proposta Reprovada",
    "log": "A captação a vista (sinal) da proposta 0,66% é inferior ao mínimo da modalidade 5,00%; 
			O desconto da proposta 1,84% é superior ao máximo da modalidade 1,00%; 	
			A VPL da proposta 0,84% é superior ao máximo da modalidade 0,50%; ",
    "aprovada": false,
    "itensvpl": [
        {
            "nomeparametro": "Prazo de Financiamento",
            "valortabela": "160",
            "valorproposta": "160",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "% Captação a Vista",
            "valortabela": "2,00%",
            "valorproposta": "0,66%",
            "parametrodeaprovacao": "%Mín 5,00% - %Máx 20,00%"
        },
        {
            "nomeparametro": "% Captação até Entrega",
            "valortabela": "0,00%",
            "valorproposta": "0,00%",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "% Captação até 1 mês Antes Entrega",
            "valortabela": "0,00%",
            "valorproposta": "0,00%",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "% Captação até Metade da proposta em relação a Entrega da Subunidade",
            "valortabela": "0,00%",
            "valorproposta": "0,00%",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "Valor m2",
            "valortabela": "R$ 195,17",
            "valorproposta": "R$ 191,57",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "Valor m2 VPL",
            "valortabela": "R$ 132,77",
            "valorproposta": "R$ 131,65",
            "parametrodeaprovacao": " - "
        },
        {
            "nomeparametro": "% Arrecadação",
            "valortabela": "92,92%",
            "valorproposta": "89,36%",
            "parametrodeaprovacao": "%Mín 50,00% - %Máx 100,00%"
        },
        {
            "nomeparametro": "% Desconto",
            "valortabela": "0,00%",
            "valorproposta": "1,84%",
            "parametrodeaprovacao": "%Máx 1,00%"
        },
        {
            "nomeparametro": "% Diferenca do VPL",
            "valortabela": "0,00%",
            "valorproposta": "0,84%",
            "parametrodeaprovacao": "%Máx 0,50%"
        }
    ]
}

Parâmetros

Parâmetros:

codcoligada: coligada do empreendimento;
numvenda : Número da venda;
valortabelaprecopadrao: Valor da Tabela de Preço Padrão da modalidade padrão
valortabelaprecoproposta: Valor da Tabela de Preço Padrão da modalidade padrão
valorfinanciadoatulizadopadrao: Valor sumarizado dos componentes de Entrada e Principal da modalidade padrão
valorfinanciadoatulizadoproposta: Valor sumarizado dos componentes de Entrada e Principal da modalidade proposta
valorpadraovpl: Valor sumarizado das parcelas da modalidade padrão - Inclui todos os valores de todos os componentes
valorpropostavpl: Valor sumarizado das parcelas da modalidade proposta- Inclui todos os valores de todos os componentes
percentualtma: Percentual da TMA - Taxa mínima de atratividade. A TMA é basicamente uma taxa de desconto que representa o retorno mínimo que o investidor deseja obter.
aprovada: O VPL foi aprovado, true ou false
mensagem: Proposta AProvada ou Reprovada
log: Detalhe da mensagem quando for reprovada
itensvpl:
- nomeparametro: Prazo de Financiamento;
- valortabela: Nro de Meses do componente principal;
- valorproposta: Nro de Meses do componente principal;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: % Captação a Vista;
- valortabela: Percentual do componente de entrada;
- valorproposta: Percentual do componente de entrada;
- parametrodeaprovacao: Pode validar entre %mínimo e %máximo, se configurado com valor na modalidade;

- nomeparametro: % Captação até Entrega;
- valortabela: Percentual do valor previsto para receber até a entrega;
- valorproposta: Percentual do valor previsto para receber até a entrega;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: % Captação até 1 mês Antes Entrega;
- valortabela: Percentual do valor previsto para receber até um mês antes da entrega;
- valorproposta: Percentual do valor previsto para receber até um mês antes da entrega;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: % Captação até Metade da proposta em relação a Entrega da Subunidade;
- valortabela: Percentual do valor previsto para receber até a metade do tempo que falta para entrega;
- valorproposta: Percentual do valor previsto para receber até a metade do tempo que falta para entrega;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: Valor m2;
- valortabela: Valor do m2 ;
- valorproposta: Valor do m2 ;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: Valor m2 VPL;
- valortabela: Valor do m2 com a VPL;
- valorproposta: Valor do m2 com a VPL;
- parametrodeaprovacao: Não valida para esse tipo de parâmetro;

- nomeparametro: % Arrecadação;
- valortabela: (Valor do total financiado / Valor Tabela Preço) - 1;
- valorproposta: (Valor do total financiado proposta / Valor Tabela Preço Proposta) - 1;
- parametrodeaprovacao: Pode validar entre %mínimo e %máximo, se configurado com valor na modalidade;

- nomeparametro: % Desconto;
- valortabela: 1- (Valor do total original / Valor Tabela Preço) ;
- valorproposta: 1- (Valor do total original proposta / Valor Tabela Preço Proposta) ;
- parametrodeaprovacao: Pode validar entre %mínimo e %máximo, se configurado com valor na modalidade;

- nomeparametro: % Diferença do VPL;
- valortabela: Percentual de diferença da VPL em reação ao padrão, nesse caso sempre será 0, pois é a coluna do padrão;
- valorproposta: Percentual de diferença da VPL em reação ao padrão, se for maior que 0, está abaixo da tabela padrão e se for maior que 0, está acima da padrão;
- parametrodeaprovacao: Pode validar entre %mínimo e %máximo, se configurado com valor na modalidade;

API: http://localhost:8051/api/imb/v1/Sales/proposals/1

API para retornar lista de propostas

RESPONSE

[
    {
        "stateentity": 0,
        "codcoligada": 1,
        "numproposta": 89,
        "dataproposta": "2013-11-08T00:00:00",
        "statusvenda": 15,
        "descricaostatus": "Proposta",
        "valorproposta": 100000.0000,
        "valortabelapreco": 0.0,
        "datahoracriacaoproposta": "2013-11-08T00:00:00",
        "diascriacaoproposta": 3169,
        "codigoempreendimento": "100",
        "nomeempreendimento": "Empreendimento",
        "dataentregaempreendimento": "2004-12-31T00:00:00",
        "codigobloco": "01",
        "nomebloco": "Bloco A",
        "codigosubunidade": "000501",
        "nomesubunidade": "Sub Unidade",
        "numerovagassubunidade": 0,
        "areasubunidade": 90.0000,
        "codigocorretor": 0,
        "codigosuperiocorretor": 0
    },
    {
        "stateentity": 0,
        "codcoligada": 1,
        "numproposta": 9893,
        "dataproposta": "2022-03-10T00:00:00",
        "statusvenda": 15,
        "descricaostatus": "Proposta",
        "valorproposta": 200000.0000,
        "valortabelapreco": 0.0,
        "datahoracriacaoproposta": "2022-03-10T00:00:00",
        "diascriacaoproposta": 125,
        "codigocliente": "C01533",
        "nomecliente": "CLIENTE",
        "codigoempreendimento": "2019",
        "nomeempreendimento": "EMPREENDIMENTO MODELOS DE CÁLCULO ",
        "dataentregaempreendimento": "2010-06-01T00:00:00",
        "codigobloco": "03",
        "nomebloco": "BLOCO 03",
        "codigosubunidade": "000027",
        "nomesubunidade": "Apto 000027",
        "numerovagassubunidade": 0,
        "areasubunidade": 360.0000,
        "codigocorretor": 0,
        "codigosuperiocorretor": 0
    },
    {
        "stateentity": 0,
        "codcoligada": 1,
        "numproposta": 10004,
        "dataproposta": "2022-07-13T00:00:00",
        "statusvenda": 15,
        "descricaostatus": "Proposta",
        "valorproposta": 100000.0000,
        "valortabelapreco": 0.0,
        "datahoracriacaoproposta": "2022-07-13T00:00:00",
        "diascriacaoproposta": 0,
        "codigocliente": "C01533",
        "nomecliente": "CLIENTE",
        "codigoempreendimento": "2019",
        "nomeempreendimento": "EMPREENDIMENTO MODELOS DE CÁLCULO ",
        "dataentregaempreendimento": "2010-06-01T00:00:00",
        "codigobloco": "01",
        "nomebloco": "BLOCO 01",
        "codigosubunidade": "1",
        "nomesubunidade": ".",
        "numerovagassubunidade": 0,
        "areasubunidade": 100.0000,
        "codigocorretor": 0,
        "codigosuperiocorretor": 0
    }
]

API: http://localhost:8051/api/imb/v1/sales/proposals/1_10004

API buscar uma proposta especifica.

RESPONSE

[
    {
        "stateentity": 0,
        "codcoligada": 1,
        "numproposta": 10004,
        "dataproposta": "2022-07-13T00:00:00",
        "statusvenda": 15,
        "descricaostatus": "Proposta",
        "valorproposta": 100000.0000,
        "valortabelapreco": 0.0,
        "datahoracriacaoproposta": "2022-07-13T00:00:00",
        "diascriacaoproposta": 0,
        "codigocliente": "C01533",
        "nomecliente": "CLIENTE",
        "codigoempreendimento": "2019",
        "nomeempreendimento": "EMPREENDIMENTO MODELOS DE CÁLCULO ",
        "dataentregaempreendimento": "2010-06-01T00:00:00",
        "codigobloco": "01",
        "nomebloco": "BLOCO 01",
        "codigosubunidade": "1",
        "nomesubunidade": ".",
        "numerovagassubunidade": 0,
        "areasubunidade": 100.0000,
        "codigocorretor": 0,
        "codigosuperiocorretor": 0
    }
]

Apis de Parâmetros

API: GET: http://localhost:8051/api/imb/v1/parameters/getParameter?company=0&parameter=UTILIZACOMISSAOVERSAO2

API para verificar se a comissão 2.0 está ativada.

RESPONSE

{
    "company": 0,
    "name": "UTILIZACOMISSAOVERSAO2",
    "value": "1"
}

Parâmetros

Dados recebidos:

company: Código da coliga. (0 para coligada global);
name: Nome do parâmetro para verificação;
value: Pode ser 1 ou 0. Se 1, está ativado e 0 está desativado.

Apis de Seguranças

API: GET: http://localhost:8051/api/imb/v1/securitys/813000033/companys/20/persons/111.222.333-50

API que retorna as permissões de uma tag de segurança por coligada e por CPF

API: GET:http://localhost:8051/api/imb/v1/securitys/813000033/companys/20/persons/111.222.333-50 /tables/xcomissoes

API que retorna as permissões de uma tag de segurança por coligada, CPF e por restrições de campos de uma tabela

API: GET: http://localhost:8051/api/imb/v1/securitys/813000033/tags/0_1_3_2/companys/20/persons/111.222.333-50

API que retorna as permissões de uma tag de segurança e subtags (ExecuteId, InsertId, DeleteId, EditId), por coligada e por CPF

API: GET:http://localhost:8051/api/imb/v1/securitys/813000033/tags/0_1_3_2/companys/20/persons/111.222.333-50 /tables/xcomissoes

API que retorna as permissões de uma tag de segurança e subtags (ExecuteId, InsertId, DeleteId, EditId), por coligada, CPF e por restrições de campos de uma tabela

API: GET: http://localhost:8051/api/imb/v1/securitys/813000033/tags/4/companys/20/persons/111.222.333-50

API que retorna as permissões de uma tag de segurança e subtag (TagId), por coligada e por CPF

API: GET:http://localhost:8051/api/imb/v1/securitys/813000033/tags/4/companys/20/persons/111.222.333-50 /tables/xcomissoes

API que retorna as permissões de uma tag de segurança e subtags (TagId), por coligada, CPF e por restrições de campos de uma tabela

RESPONSE

{
    "count": 1,
    "hasNext": false,
    "items": [
        {
            "codColigada": 20,
            "codUsuario": "mestre",
            "securityId": 813000346,
            "executeId": 0,
            "insertID": 1,
            "deleteID": 2,
            "editID": 3,
            "tagId": 0,
            "allowEdit": true,
            "allowInsert": true,
            "allowView": true,
            "allowDelete": false,
            "allowTagId": true,
            "imbTableFieldRestrictionsSecurity": [
                {
                    "tableName": "XCOMISSOES",
                    "columnName": "PERCENTUALMAX",
                    "denyEdit": true,
                    "denyView": false,
                    "podeConsultar": "T",
                    "podeAlterar": "F"
                },
                {
                    "tableName": "XCOMISSOES",
                    "columnName": "PERCENTUALMAX",
                    "denyEdit": true,
                    "denyView": false,
                    "podeConsultar": "T",
                    "podeAlterar": "F"
                },
                {
                    "tableName": "XCOMISSOES",
                    "columnName": "PERCENTUALMAX",
                    "denyEdit": true,
                    "denyView": false,
                    "podeConsultar": "T",
                    "podeAlterar": "F"
                }
            ],
            "systemMensage": "Usuário Logado com Sucesso!"
        }
    ]
}

Parâmetros

Dados recebidos:

codColigada: Código da coligada do usuário;
codUsuario: Código do usuário;
securityId: Tag de segurança;
executeId: Tag de visualizar utilizada na verificação;
insertID: Tag de inserir utilizada na verificação;
deleteID: Tag de deletar utilizada na verificação;
editID: Tag de edição utilizada na verificação;
tagId: Qualquer tipo de tag que queira verificar;
allowEdit: Permite editar;
allowInsert: Permite inserir;
allowView: Permite visualizar;
allowDelete: Permite deletar;
allowTagId: Permite executar um tag que foi passada;
imbTableFieldRestrictionsSecurity: permissões dos campos da tabela definido no parâmetro

O TCGI permite a geração dos Relatórios de Ficha Financeira e Informe de Pagamentos via API para facilitar a integração com outros produtos.

Seguem os exemplos de geração para:

RELATÓRIO DE FICHA FINANCEIRA:

Título	API para Geração de Relatório de Ficha Financeira
Endpoint	http://localhost:8051/api/imb/v1/reports/[COLIGADA]/[TIPO_RELATORIO]/[NUMERO_VENDA]
Verbo	Get
Parameters	no parameters
Descrição	Api para solicitar a geração do relatório de Ficha Financeira, sendo obrigatório a passagem de usuário e senha para autenticação, além das seguintes informações: Coligada: # - Formato numérico, sem zeros à esquerda; Tipo de Relatório: FF; Número Venda: #### - Formato numérico, sem zeros à esquerda. Exemplo: http://localhost:8051/api/imb/v1/reports/1/FF/10022
Parâmetros do TCGI	Totvs Incorporação - Parâmetros - Portal do Cliente

No Body

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"
}

RELATÓRIO DE INFORME DE PAGAMENTOS:

Título

API para Geração de Relatório de Informe de Pagamentos

Endpoint

http://localhost:8051/api/imb/v1/reports/[COLIGADA]/[TIPO_RELATORIO]/[NUMERO_VENDA]?[ANOBASE=####]

Verbo

Get

Parameters

Key	Value
ANOBASE	Informe o ano base para geração do informe

Descrição

Api para solicitar a geração do relatório de Informe de Pagamentos, sendo obrigatório a passagem de usuário e senha para autenticação, além das seguintes informações:

Coligada: # - Formato numérico, sem zeros à esquerda;

Tipo de Relatório: IP;

Número Venda: #### - Formato numérico, sem zeros à esquerda.

Exemplo: http://localhost:8051/api/imb/v1/reports/1/IP/10022?ANOBASE=2022

Parâmetros

do TCGI

Totvs Incorporação - Parâmetros - Portal do Cliente

Linha RM > API - Relatórios - Portal do Cliente > image2023-5-3_11-9-34.png

No Body

{
    "document": 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"
}

Para conferir os PDFs gerados no retorno desta API, sugerimos utilizar o site Base64.Guru, cujo link pode ser encontrado nos buscadores da internet.

Atalhos

Páginas filhas

Tipo de API's

Apis de Comissões

Apis de Plano de Financiamento

Apis de Parâmetros

Apis de Seguranças

RELATÓRIO DE FICHA FINANCEIRA:

Parameters

RELATÓRIO DE INFORME DE PAGAMENTOS:

Parameters