calculo

angular
    .module('engenhasol-calculator')
    //CONTROLLER DA TELA PRINCIPAL
    .controller('cadastro.controller', function ($scope, $q, $timeout, $state, $stateParams, Calculo) {

        /*Lista auxiliar para os meses*/
        let listaMeses = new Array();
        listaMeses[0] = "Janeiro";
        listaMeses[1] = "Fevereiro";
        listaMeses[2] = "Março";
        listaMeses[3] = "Abril";
        listaMeses[4] = "Maio";
        listaMeses[5] = "Junho";
        listaMeses[6] = "Julho";
        listaMeses[7] = "Agosto";
        listaMeses[8] = "Setembro";
        listaMeses[9] = "Outubro";
        listaMeses[10] = "Novembro";
        listaMeses[11] = "Dezembro";

        //Instancia da data de nascimento
        $('.datepicker').datetimepicker({
            locale: 'pt-br',
            format: 'YYYY-MM-DD',    //use this format if you want the 12hours timpiecker with AM/PM toggle
            icons: {
                time: "fa fa-clock-o",
                date: "fa fa-calendar",
                up: "fa fa-chevron-up",
                down: "fa fa-chevron-down",
                previous: 'fa fa-chevron-left',
                next: 'fa fa-chevron-right',
                today: 'fa fa-screenshot',
                clear: 'fa fa-trash',
                close: 'fa fa-remove'
            }
        });

        let logo = 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";
        let logo_capa = 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";

        /*-INICIO - currency - Funcao para formatar valores monetarios---------------------------------*/
        function formatCurrencyBR (n, c, d, t) {
            let s, j, i;
            c = isNaN(c = Math.abs(c)) ? 2 : c, d = d == undefined ? "," : d, t = t == undefined ? "." : t, s = n < 0 ? "-" : "", i = parseInt(n = Math.abs(+n || 0).toFixed(c)) + "", j = (j = i.length) > 3 ? j % 3 : 0;
            return s + (j ? i.substr(0, j) + t : "") + i.substr(j).replace(/(\d{3})(?=\d)/g, "$1" + t) + (c ? d + Math.abs(n - i).toFixed(c).slice(2) : "");
        }
        function currencyFormatDE (num) {
            return num
               .toFixed(0) // always two decimal digits
               .replace(".", ",") // replace decimal point character with ,
               .replace(/(\d)(?=(\d{3})+(?!\d))/g, "$1.")// use . as a separator
        }
        /*-FIM - currency - Funcao para formatar valores monetarios------------------------------------*/

        /*-INICIO - Funcao para formatar valores-------------------------------------------------------*/
        function formatarCampoCpfCnpj(campoTexto) {

            if (campoTexto.length <= 11) {

                return campoTexto.replace(/(\d{3})(\d{3})(\d{3})(\d{2})/g,"\$1.\$2.\$3\-\$4");

            } else {

                return campoTexto.replace(/(\d{2})(\d{3})(\d{3})(\d{4})(\d{2})/g,"\$1.\$2.\$3\/\$4\-\$5");

            }

        }
        function formatarCep(texto) {
            return texto.substring(0, 5) + "-" + texto.substring(5, 9);
        }
        function parteDecimal(valor) {
            let decimal = valor % 1;
            //retorna o resto do valor inteiro - parte decimal
            return decimal * 100 ;
        }
        /*-FIM - Funcao para formatar valores-------------------------------------------------------*/

        let fonts = {
            Roboto: {
                normal: 'fonts/Roboto-Regular.ttf',
                bold: 'fonts/Roboto-Medium.ttf',
                italics: 'fonts/Roboto-Italic.ttf',
                bolditalics: 'fonts/Roboto-MediumItalic.ttf'
            }
        };

        let defer = $q.defer();
        $scope.loadingCalculos = true;

        //Inicial do objeto
        $scope.calculo = {};
        $scope.calculoRealizado = {};
        $scope.calculo.concessionaria = "Copel";
        $scope.calculo.nome = "";
        $scope.calculo.email = "";
        $scope.calculo.telefone = "";
        $scope.calculo.rua = "";
        $scope.calculo.numero = "";
        $scope.calculo.codigoPostal = "";
        $scope.calculo.bairro = "";
        $scope.calculo.cidade = "";
        $scope.calculo.unidadeConsumidora = "";
        $scope.calculo.kwhMes = "";
        $scope.calculo.observacao = "";
        $scope.calculo.dataNascimentoFundacao = new moment(Date.now()).format('YYYY-MM-DD');
        $scope.calculo.cpfCnpj = "";
        $scope.calculo.nomeVendedor = "";

        $scope.init = function() {

            //INICIO - Validador de campos do formulario
            let $validator = $("#wizardForm").validate({
                rules: {
                    nome: {
                        required: true,
                        minlength: 5,
                        maxlength: 100
                    },
                    email: {
                        required: true,
                        email: true,
                        minlength: 5,
                        maxlength: 100
                    },
                    telefone: {
                        required: true,
                        minlength: 11
                    },
                    rua: {
                        required: true,
                        minlength: 5,
                        maxlength: 100
                    },
                    numero: {
                        required: true,
                        minlength: 1,
                        maxlength: 6,
                        number: true
                    },
                    codigoPostal: {
                        required: true,
                        minlength: 8
                    },
                    bairro: {
                        required: true,
                        minlength: 3,
                        maxlength: 50
                    },
                    concessionaria: {
                        required: true,
                        minlength: 4,
                        maxlength: 25
                    },
                    unidade_consumidora: {
                        required: true,
                        minlength: 4,
                        maxlength: 25
                    },
                    entradas: {
                        required: true
                    },
                    kwh_mes: {
                        required: true,
                        minlength: 1,
                        number: true,
                        maxlength: 7
                    },
                    modulos: {
                        required: true
                    },
                    observacao: {
                        required: false,
                        maxlength: 240
                    },
                    nascimento_fundacao: {
                        required: true
                    },
                    cpf_cnpj: {
                        required: true,
                        minlength: 14
                    },
                    vendedor: {
                        required: true,
                        minlength: 3,
                        maxlength: 100
                    }
                }
            });
            //FIM - Validador de campos do formulario

            //INICIO - Formulario
            $('#wizardCard').bootstrapWizard({
                tabClass: 'nav nav-pills',
                nextSelector: '.btn-next',
                previousSelector: '.btn-back',
                onNext: function(tab, navigation, index) {
                    let $valid = $('#wizardForm').valid();

                    if(!$valid) {
                        $validator.focusInvalid();
                        return false;
                    }
                },
                onInit : function(tab, navigation, index){

                    //check number of tabs and fill the entire row
                    let $total = navigation.find('li').length;
                    $width = 100/$total;

                    $display_width = $(document).width();

                    if($display_width < 600 && $total > 3){
                        $width = 50;
                    }

                    navigation.find('li').css('width',$width + '%');
                },
                onTabClick : function(tab, navigation, index){
                    // Disable the posibility to click on tabs
                    return false;
                },
                onTabShow: function(tab, navigation, index) {
                    let $total = navigation.find('li').length;
                    let $current = index+1;

                    let wizard = navigation.closest('.card-wizard');

                    // If it's the last tab then hide the last button and show the finish instead
                    if($current >= $total) {

                        //Ao final da pagina esconde os botoes de de avancar e voltar
                        $(wizard).find('.btn-next').hide();
                        $(wizard).find('.btn-back').hide();

                        /*Inicio - Promise*/
                        defer.promise.then(function() {

                            //funcao que faz o POST do objeto para o backend salvar
                            Calculo.cadastrar($scope.calculo, function(data) {

                                $scope.calculoRealizado = data;

                                $scope.faturaMediaMensal = $scope.calculoRealizado.kwhMes * 0.8;
                                $scope.geracaoMediaMensal = $scope.calculoRealizado.precoProposta.kwhMes * 0.8;
                                $scope.economiaEstimadaAnual = $scope.geracaoMediaMensal * 12;
                                $scope.campoCpfCnpjFormatado = formatarCampoCpfCnpj($scope.calculoRealizado.cpfCnpj);
                                $scope.campoCepFormatado = formatarCep($scope.calculoRealizado.codigoPostal);
                                $scope.retornoDoInvestimento = $scope.calculoRealizado.precoProposta.investimento/$scope.economiaEstimadaAnual;
                                $scope.mes = Math.trunc(parteDecimal($scope.retornoDoInvestimento).toFixed(2));

                                $scope.resultadoEconomiaMediaMensal = formatCurrencyBR($scope.geracaoMediaMensal);
                                $scope.resultadoEconomiaMediaAnual = formatCurrencyBR($scope.economiaEstimadaAnual);

                                //Campo dos tickets
                                $scope.resultadoProducaoGeracaoMediaMensal = currencyFormatDE($scope.calculoRealizado.precoProposta.kwhMes);
                                $scope.resultadoProducaoGeracaoMediaAnual = currencyFormatDE($scope.calculoRealizado.precoProposta.kwhMes * 12);

                                $scope.loadingCalculos = false;

                                //mostra os botoes de finalizar e gerar PDF
                                $(wizard).find('.btn-finish').show();
                                $(wizard).find('.btn-group').show();

                            }, function(data) {

                                console.log(data);

                            });

                        });
                        /*Fim - Promise*/

                        //promises
                        resolveLaterSalvarCalculos(defer);

                        /*Resolve da Promise*/
                        function resolveLaterSalvarCalculos(defer) {
                            doLaterSalvarCalculo(defer, 'resolve');
                        }

                        /*Funcao que e executada em um delay - para auxiliar nas animacoes*/
                        function doLaterSalvarCalculo(defer, what) {
                            $timeout(function() {
                                defer[what]();
                            }, 1000);
                        }

                    } else if($current === 1){
                        $(wizard).find('.btn-back').hide();
                        $(wizard).find('.btn-group').hide();
                    } else {
                        $(wizard).find('.btn-back').show();
                        $(wizard).find('.btn-next').show();
                        $(wizard).find('.btn-finish').hide();
                    }
                }
            });
            //FIM - Formulario

        }

        $scope.gerarPDF = function() {

            let agora = new moment(Date.now());
            let dataFormatada = agora.format('DD-MM-YYYY - HH:mm:ss');
            let dataPropostaValida = new moment(agora).add(5, 'days');

            //Inicio - Doc Conteudo
            let conteudo = [
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {
                  // usually you would use a dataUri instead of the name for client-side printing
                  // sampleImage.jpg however works inside playground so you can play with it
                  image: logo_capa,
                  width: 420,
                  height: 312,
                  alignment: 'center',
                  margin: [0, 0, 0, 0],
                  pageBreak: 'after'
                },
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {text: 'PROPOSTA COMERCIAL PARA FORNECIMENTO E INSTALAÇÃO DE GERADOR FOTOVOLTAICO CONECTADO A REDE', style: 'titulo2'},
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                {
                    text: [
                        {text: 'ENGENHASOL-SERVIÇOS DE ENGENHARIA ELÉTRICA LTDA, pessoa jurídica de direito privado, ' +
                        'inscrita no CNPJ sob nº 33.633.469/0001-17, com sede na Rua CB Nicanor Francisco de Mattos, n°71, ' +
                        'Foz do Iguaçu – PR, vem por meio deste apresentar proposta a comercial para:', style: 'paragrafo'},
                    ]
                },
                {text: ' ', style: 'paragrafo', alignment: 'left'},
                //INICIO - Tabela 1
                {style: 'topTable',
                    table: {
                        widths: ['50%','50%'],
                        heights: [12],
                        headerRows: 1,
                        body: [
                            [
                                {text: 'Unidade Consumidora', style: 'tableHeader', colSpan: 2}, {}
                            ],
                            [
                                {text: 'Concessionária de distribuição', style: 'tableLabel'}, {text: $scope.calculoRealizado.concessionaria, style: 'tableValue'},

                            ],
                            [
                                {text: 'Unidade Consumidora', style: 'tableLabel'}, {text: $scope.calculoRealizado.unidadeConsumidora, style: 'tableValue'},

                            ],
                            [
                                {text: 'Entrada/Conexão', style: 'tableLabel'}, {text: '127 / 220V', style: 'tableValue'},

                            ],
                            [
                                {text: 'Titular', style: 'tableLabel'}, {text: $scope.calculoRealizado.nome, style: 'tableValue'},

                            ],
                            [
                                {text: 'CPF/CNPJ', style: 'tableLabel'}, {text: $scope.campoCpfCnpjFormatado, style: 'tableValue'},

                            ],
                            [
                                {text: 'Endereço', style: 'tableLabel'}, {text: $scope.calculoRealizado.rua +', ' + $scope.calculoRealizado.numero, style: 'tableValue'},

                            ],
                            [
                                {text: 'Município', style: 'tableLabel'}, {text: $scope.calculoRealizado.cidade, style: 'tableValue'},

                            ],
                            [
                                {text: 'CEP', style: 'tableLabel'}, {text: $scope.campoCepFormatado, style: 'tableValue'},

                            ],
                            [
                                {text: 'Classe', style: 'tableLabel'}, {text: 'Residencial/Comercial', style: 'tableValue'},

                            ],
                        ]
                    },
                    layout: {
                        paddingLeft: function(i, node) { return 8; },
                        paddingRight: function(i, node) { return 8; },
                        paddingTop: function(i, node) { return 6; },
                        paddingBottom: function(i, node) { return 6; },
                        fillColor: function (i, node) {
                            return (i % 2 === 0) ?  '#F5F5F5' : null;
                        }
                    }
                },
                //FIM - Tabela 1
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Tabela 1 - Informações da unidade consumidora.', style: 'tituloTabela'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Escopo', style: 'titulo3'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {
                    text: [
                        {text: 'Esta proposta prevê o fornecimento de projeto, equipamentos fotovoltaicos, instalação e conexão ' +
                        'para geração de energia elétrica fotovoltaica conectada à rede da concessionária Copel.', style: 'paragrafo'},
                    ]
                },
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Características das unidades consumidoras em estudo', style: 'titulo3'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                //INICIO Tabela 2
                {style: 'topTable',
                    table: {
                        widths: ['50%','50%'],
                        heights: [12],
                        headerRows: 1,
                        body: [
                            [
                                {text: 'Valores médios calculados (' + $scope.calculoRealizado.unidadeConsumidora + ')', style: 'tableHeader', colSpan: 2}, {}
                            ],
                            [
                                {text: 'Consumo Médio Mensal', style: 'tableLabel'}, {text: currencyFormatDE($scope.calculoRealizado.kwhMes) + ' kWh', style: 'tableValue'},

                            ],
                            [
                                {text: 'Consumo Médio Anual', style: 'tableLabel'}, {text: currencyFormatDE($scope.calculoRealizado.kwhMes * 12) + ' kWh', style: 'tableValue'},

                            ],
                            [
                                {text: 'Fatura Média Mensal', style: 'tableLabel'}, {text: 'R$ ' + formatCurrencyBR($scope.faturaMediaMensal), style: 'tableValue'},

                            ],
                            [
                                {text: 'Consumo Médio anual', style: 'tableLabel'}, {text: 'R$ ' + formatCurrencyBR($scope.faturaMediaMensal * 12), style: 'tableValue'},
                            ],
                        ]
                    },
                    layout: {
                        paddingLeft: function(i, node) { return 8; },
                        paddingRight: function(i, node) { return 8; },
                        paddingTop: function(i, node) { return 6; },
                        paddingBottom: function(i, node) { return 6; },
                        fillColor: function (i, node) {
                            return (i % 2 === 0) ?  '#F5F5F5' : null;
                        }
                    }
                },
                //FIM Tabela 2
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Tabela 2 - Informações Técnicas da unidade.', style: 'tituloTabela'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {
                    text: [
                        {text: 'Com base nas informações apresentadas pela unidade consumidora, será dimensionado um sistema de energia solar de modo a suprir todo ' +
                        'o consumo médio estimado. Os valores foram obtidos através de informações apresentadas pelos fabricantes e aplicando as características do local de instalação.', style: 'paragrafo'},
                    ]
                },
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Sistemas, Investimentos e Retornos', style: 'titulo3'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Sistema Proposto', style: 'titulo3'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                //INICIO Tabela 3
                {style: 'topTable',
                    table: {
                        widths: ['50%','50%'],
                        heights: [12],
                        headerRows: 1,
                        body: [
                            [
                                {text: 'Expectativa de Geração e Rendimento dos sistemas', style: 'tableHeader', colSpan: 2}, {}
                            ],
                            [
                                {text: 'Capacidade', style: 'tableLabel'}, {text: currencyFormatDE($scope.calculoRealizado.precoProposta.kWp) + ' kWp', style: 'tableValue'},

                            ],
                            [
                                {text: 'Geração média mensal', style: 'tableLabel'}, {text: $scope.resultadoProducaoGeracaoMediaMensal + ' kWh', style: 'tableValue'},

                            ],
                            [
                                {text: 'Geração média anual', style: 'tableLabel'}, {text: $scope.resultadoProducaoGeracaoMediaAnual + ' kWh', style: 'tableValue'},

                            ],
                            [
                                {text: 'Economia estimada média mensal', style: 'tableLabel'}, {text: 'R$ ' + $scope.resultadoEconomiaMediaMensal, style: 'tableValue'},

                            ],
                            [
                                {text: 'Economia estimada média anual', style: 'tableLabel'}, {text: 'R$ ' + $scope.resultadoEconomiaMediaAnual, style: 'tableValue'},

                            ],
                        ]
                    },
                    layout: {
                        paddingLeft: function(i, node) { return 8; },
                        paddingRight: function(i, node) { return 8; },
                        paddingTop: function(i, node) { return 6; },
                        paddingBottom: function(i, node) { return 6; },
                        fillColor: function (i, node) {
                            return (i % 2 === 0) ?  '#F5F5F5' : null;
                        }
                    }
                },
                //FIM Tabela 3
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                //INICIO Tabela 4
                {style: 'topTable',
                    table: {
                        widths: [ '*', 'auto', 100, '*' ],
                        heights: [12],
                        headerRows: 1,
                        body: [
                            [ { text: 'Opção', bold: true }, { text: 'Características', bold: true }, { text: 'Investimento', bold: true }, { text: 'Retorno', bold: true } ],
                            [ { text: 'Sistema', bold: true }, $scope.calculoRealizado.precoProposta.quantidadePlaca + ' Módulos', 'R$ ' + formatCurrencyBR($scope.calculoRealizado.precoProposta.investimento), Math.trunc($scope.retornoDoInvestimento) + ' Anos e ' + Math.ceil($scope.mes / 12) + ' Meses' ]
                        ]
                    },
                    layout: {
                        paddingLeft: function(i, node) { return 8; },
                        paddingRight: function(i, node) { return 8; },
                        paddingTop: function(i, node) { return 6; },
                        paddingBottom: function(i, node) { return 6; },
                        fillColor: function (i, node) {
                            return (i % 2 === 0) ?  '#F5F5F5' : null;
                        }
                    }
                },
                //FIM Tabela 4
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Serviços Inclusos', style: 'titulo3'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Conforme interesse do cliente, será realizado serviços de instalação, incluindo outros ajustes nos equipamentos para funcionamento do sistema.', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                { style: 'listaUl',
                    ul: [
                        'Projetos básico e executivo;',
                        'Serviços de instalação elétrica e mecânica;',
                        'Aprovação de projetos junto à concessionária;',
                        'Obtenção do parecer de acesso e estudos de conexão exigidos pela distribuidora;',
                        'Monitoramento remoto da geração de energia;',
                        '1 Ano de garantia total de todos serviços e materiais;',
                        '7 Anos de garantia no Inversor (GARANTIA DE FÁBRICA);',
                        '12 Anos de garantia construtiva  e 25 anos de garantia linear de eficiência nas placas. (GARANTIA DE FÁBRICA).'
                    ]
                },
                {text: ' ', style: 'paragrafo', alignment: 'center'},
                {text: 'Itens fora do escopo', style: 'titulo3'},
                {text: ' ', style: 'paragrafo'},
                {
                    ul: [
                        'Qualquer item que não conste no escopo desta proposta;'
                    ]
                },
                {text: ' ', style: 'paragrafo', pageBreak: 'before'},
                {text: ' ', style: 'paragrafo'},
                {text: 'Prezados Senhores,', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: 'Atendendo à consulta, temos a satisfação de apresentar a nossa proposta para o fornecimento dos equipamentos em referência, ' +
                'os quais serão construídos de acordo com as características técnicas mencionadas anteriormente.', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: 'Proposta válida até ' + dataPropostaValida.date() + ' de ' + listaMeses[dataPropostaValida.month()] + ' de ' + dataPropostaValida.year(), style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo'},
                {text: 'Validade mediante aprovação da engenharia.', style: 'paragrafo', alignment: 'center'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: '_____________________________________________', style: 'paragrafo', alignment: 'right'},
                {text: 'Proposta Digital', style: 'paragrafo', alignment: 'right'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
                {text: ' ', style: 'paragrafo'},
            ]
            //Fim - Doc Conteudo

            //Inicio - Doc Definition
            let docDefinition = {
                //watermark: { text: 'documento digital', fontSize: 20 },
                compress: false,
                //Cabecalho da pagina
                header: (currentPage, pageCount) => {
                    if (currentPage === 1) {
                        return [
                            {text: ' ', style: 'paragrafo', alignment: 'left'},
                        ]
                    } else {
                        return [
                            {
                                style: 'table',
                                // [left, top, right, bottom] or [horizontal, vertical] or just a number for equal margins
                                margin: [52,35,52,35],
                                table: {
                                    widths: [100, '*'],
                                    headerRows: 0,
                                    body: [
                                        [
                                            {
                                            // usually you would use a dataUri instead of the name for client-side printing
                                            // sampleImage.jpg however works inside playground so you can play with it
                                            image: logo,
                                            width: 178,
                                            height: 47,
                                            alignment: 'left',
                                            margin: [0, 0, 0, 0]
                                            },
                                        ]
                                    ]
                                },
                                layout: 'noBorders'
                            },
                        ]
                    }
            },
                //Rodape da pagina
                footer: (currentPage, pageCount) => {
                    if (currentPage === pageCount) {
                        return [
                            {text: 'Engenhasol - Engenharia em Energia Solar ' + agora.format('DD-MM-YYYY - HH:mm:ss') , alignment: 'center', style: 'footer'}
                        ]
                    }
                },
                //Onde declaramos o conteudo da pagina
                content: conteudo,
                pageSize: 'A4',
                pageOrientation: 'portrait',
                pageMargins: [72,80,72,80],
                //Onde declaramos os estilos dos paragrafos
                styles: {
                    topHeader: {
                        fontSize: 16,
                        bold: true,
                        margin: [0, 6, 0, 30],
                        alignment: 'right'
                    },
                    titulo: {
                        fontSize: 16,
                        bold: true,
                        margin: [0, 6, 0, 10],
                        alignment: 'center'
                    },
                    titulo2: {
                        fontSize: 14,
                        bold: true,
                        margin: [0, 6, 0, 10],
                        alignment: 'center'
                    },
                    titulo3: {
                        fontSize: 14,
                        bold: true,
                        margin: [0, 6, 0, 10],
                        alignment: 'left'
                    },
                    paragrafo: {
                        fontSize: 12,
                        alignment: 'justify',
                        lineHeight: 1.5,
                    },
                    tituloTabela: {
                        fontSize: 9,
                        alignment: 'center'
                    },
                    table: {
                        fontSize: 8,
                        alignment: 'left',
                        color: 'black',
                        margin: [0, 5, 0, 15]
                    },
                    header: {
                        fontSize: 16,
                        bold: true,
                        margin: [0, 10, 0, 15],
                        alignment: 'left'
                    },
                    footer: {
                        fontSize: 8,
                        margin: [0, 25, 0, 17],
                        alignment: 'right'
                    },
                    footerHeader: {
                        fontSize: 12,
                        bold: true,
                        margin: [0, 3, 0, 21],
                        alignment: 'center'
                    },
                    negrito: {
                        bold:true,
                    },
                    paragrafoitalico: {
                        italics: true,
                        fontSize: 10,
                        alignment: 'left'
                    },
                    tableHeader : {
                         alignment: 'center',
                         bold: true,
                         fontSize: 11
                    },
                    tableLabel : {
                         alignment: 'center',
                         bold: true,
                         fontSize: 10,
                    },
                    tableValue : {
                         alignment: 'center',
                         fontSize: 10,
                    },
                    listaUl : {
                        lineHeight: 1.5
                    }
                },
                defaultStyle: {
                    columnGap: 20
                }
            };
            //Fim - Doc Definition

            let pdf = pdfMake.createPdf(docDefinition).download('proposta-engenhasol-' + $scope.calculoRealizado.nome + '-' + agora.format('DD-MM-YYYY - HH:mm:ss') + '.pdf');

        };

        //volta para o inicio
        $scope.finalizar = function () {
            $state.reload('inicio');
        }

    });


/*!
 * jQuery twitter bootstrap wizard plugin
 * Examples and documentation at: http://github.com/VinceG/twitter-bootstrap-wizard
 * version 1.0
 * Requires jQuery v1.3.2 or later
 * Supports Bootstrap 2.2.x, 2.3.x, 3.0
 * Dual licensed under the MIT and GPL licenses:
 * http://www.opensource.org/licenses/mit-license.php
 * http://www.gnu.org/licenses/gpl.html
 * Authors: Vadim Vincent Gabriel (http://vadimg.com), Jason Gill (www.gilluminate.com)
 */