101203585863106VDA SUBST.TRIB.155179302015-11-18T13:04:27-02:0011355030821311010NF-eletronica.com00657477000144ZANGAO DISTRIBUIDORA DE PRODUTOS NATURAIS LTDA MEZANGAO DISTRIBUIDORA DE PRODUTOS NATURAIS LTDA MEAV DR BENEDITO ESTEV SANTOS1219VILA MARIA ALTA3550308SAO PAULOSP021360001058Brasil1129516792114398874117143927417000107SUPERMERCADO PICCIN LTDAAV MARECHAL FIUZA DE CASTRO639JD PINHEIROS3550308SAO PAULOSP055960001058BRASIL11265905841109114668110xml.piccin@gmail.com43927417000107AV MARECHAL FIUZA DE CASTRO639JD PINHEIROS3550308SAO PAULOSP493PALITOS DE FIBRAS CEBOLA SALSA 70GR DR SABOR190590205405UN36.00002.400086.40UN36.00002.4000000000123.7105000.000.009986.400.000.009986.400.000.00Valor total aproximado dos tributos: R$0,66492PALITOS DE FIBRAS PIZZA 70GR DR SABOR190590205405UN36.00002.400086.40UN36.00002.4000000000123.7105000.000.009986.400.000.009986.400.000.00Valor total aproximado dos tributos: R$0,66497PALITOS DE SOJA TOMATE SECO 70GR DR SABOR190590205405UN36.00002.400086.40UN36.00002.4000000000123.7105000.000.009986.400.000.009986.400.000.00Valor total aproximado dos tributos: R$0,66498CRACKERS CEBOLA E SALSA DR SABOR 70GR190590205405UN48.00002.4000115.20UN48.00002.4000000000131.6205000.000.0099115.200.000.0099115.200.000.00Valor total aproximado dos tributos: R$0,66489CRACKERS DE MULTIGRAOS DR SABOR 70GR190590205405UN48.00002.4000115.20UN48.00002.4000000000131.6205000.000.0099115.200.000.0099115.200.000.00Valor total aproximado dos tributos: R$0,66499CRACKERS DE PARMESAO DR SABOR 70GR190590205405UN48.00002.4000115.20UN48.00002.4000000000131.6205000.000.0099115.200.000.0099115.200.000.00Valor total aproximado dos tributos: R$0,660.000.000.000.000.00604.800.000.000.000.000.000.000.000.00604.80165.99000657477000144ZANGAO DISTRIBUIDORA DE PRODUTOS NATURAI114398874117AV DR BENEDITO ESTEVAM DOS SANTOS, 1219SAO PAULOSP2CXDIVERSAS17.64017.6407930604.80604.807930/12015-12-16604.80It: 1,2,3,4,5,6 DOCUMENTO EMITIDO POR EPP OU ME OPTANTE PELO SIMPLES NACIONALVal. Aprox. Tributos R$165,99(27,45%) Fonte IBPTAX. - Pedido: 7524T66oB40Mo40FXxngAgACt8sCVio=H4AVZ00SzD0Z/PHHDZRyG0k6UkemCRhAa7NjNUKB4z+JgB0QsyfCVcIvpEfVa7fIOfQtxGfArjUuvJ1g78BDLHE1wPPUhnAtpsakcGKSTxkjW1geYjqvzPJqtg/AhN3yahhV683ElWL86UnVr+VIiKdKdTsKwxYh8ZpgEqGBCfX7RaQuvhknYBjGpHsmYuRcPnmYnvCawiNKbRYgm6ts1F4B+xMx2L7J5dIIa8yXtHt9ivXrKVsd7IKGaOFgU2R/oK+75JaeLREnJJ8FjdvZgv6XIgQcEsu4aC8+S+R3h6aLnO/9g0lIi929eeMGfsw3U/FXwARmOdET1hMtQDU4nA==MIIIWjCCBkKgAwIBAgIQA/9/JLqx+yGETKG0Yu6Y+jANBgkqhkiG9w0BAQsFADB0MQswCQYDVQQGEwJCUjETMBEGA1UEChMKSUNQLUJyYXNpbDEtMCsGA1UECxMkQ2VydGlzaWduIENlcnRpZmljYWRvcmEgRGlnaXRhbCBTLkEuMSEwHwYDVQQDExhBQyBDZXJ0aXNpZ24gTXVsdGlwbGEgRzUwHhcNMTMwODE1MDAwMDAwWhcNMTYwODEzMjM1OTU5WjCB5DELMAkGA1UEBhMCQlIxEzARBgNVBAoUCklDUC1CcmFzaWwxLTArBgNVBAsUJEF1dGVudGljYWRvIHBvciBBUiBCYWxjYW8gZGUgU2VndXJvczEbMBkGA1UECxQSQXNzaW5hdHVyYSBUaXBvIEEzMRUwEwYDVQQLFAxJRCAtIDUwNjY2OTQxODA2BgNVBAMTL1pBTkdBTyAgRElTVFJJQlVJRE9SQSBERSBQUk9EVVRPUyBOQVRVUkFJUyBMVERBMSMwIQYJKoZIhvcNAQkBFhR6YW5nYW9AemFuZ2FvLmNvbS5icjCCASIwDQYJKoZIhvcNAQEBBQADggEPADCCAQoCggEBAL3B2QC4LlABI+HXqavEB3cMMPZtTk/yUNQH/wAW0anTmneX8SZiHLmtPOgRQlPpV0nHa2BAtAbnljEwE5KyUgKGcHQmvTuAMxC5uVLONuVh7d7JGcB39qEteRk0FHFkoN/5h2WDO2fzrM9qI25IpYrqxV1XsGA8iCcy2WbglH5PFBOzEXQUNI9HkK6MSj2v3wlC+L0IJyGLwUGPLJHPwGwMLqgnHfpItj+z2nC26QGk4go/L8wcherlF6L4/FIiwltn4UkUCfxqlRhVv7rLpu33si9ecpe4IFyZXZK8Mag8BB+fbFnnBskUkqTkn0LzV6p8M7//XYlQhyQqGu/TqDsCAwEAAaOCA3UwggNxMIG7BgNVHREEgbMwgbCgOAYFYEwBAwSgLwQtMjQwMjE5NTg4ODI2MzA4ODg4NzAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwoCoGBWBMAQMCoCEEH0NBUkxPUyAgTUFSUVVFUyBEQSBTSUxWQSBDT0VMSE+gGQYFYEwBAwOgEAQOMDA2NTc0NzcwMDAxNDSgFwYFYEwBAwegDgQMMDAwMDAwMDAwMDAwgRR6YW5nYW9AemFuZ2FvLmNvbS5icjAJBgNVHRMEAjAAMB8GA1UdIwQYMBaAFJ1Qz73/JMqvsTPrF+JCeo5pKo5TMA4GA1UdDwEB/wQEAwIF4DCBiQYDVR0gBIGBMH8wfQYGYEwBAgMFMHMwcQYIKwYBBQUHAgEWZWh0dHA6Ly9pY3AtYnJhc2lsLmNlcnRpc2lnbi5jb20uYnIvcmVwb3NpdG9yaW8vZHBjL0FDX0NlcnRpc2lnbl9NdWx0aXBsYS9EUENfQUNfQ2VydGlTaWduTXVsdGlwbGEucGRmMIIBJQYDVR0fBIIBHDCCARgwXKBaoFiGVmh0dHA6Ly9pY3AtYnJhc2lsLmNlcnRpc2lnbi5jb20uYnIvcmVwb3NpdG9yaW8vbGNyL0FDQ2VydGlzaWduTXVsdGlwbGFHNS9MYXRlc3RDUkwuY3JsMFugWaBXhlVodHRwOi8vaWNwLWJyYXNpbC5vdXRyYWxjci5jb20uYnIvcmVwb3NpdG9yaW8vbGNyL0FDQ2VydGlzaWduTXVsdGlwbGFHNS9MYXRlc3RDUkwuY3JsMFugWaBXhlVodHRwOi8vcmVwb3NpdG9yaW8uaWNwYnJhc2lsLmdvdi5ici9sY3IvQ2VydGlzaWduL0FDQ2VydGlzaWduTXVsdGlwbGFHNS9MYXRlc3RDUkwuY3JsMB0GA1UdJQQWMBQGCCsGAQUFBwMCBggrBgEFBQcDBDCBoAYIKwYBBQUHAQEEgZMwgZAwZAYIKwYBBQUHMAKGWGh0dHA6Ly9pY3AtYnJhc2lsLmNlcnRpc2lnbi5jb20uYnIvcmVwb3NpdG9yaW8vY2VydGlmaWNhZG9zL0FDX0NlcnRpc2lnbl9NdWx0aXBsYV9HNS5wN2MwKAYIKwYBBQUHMAGGHGh0dHA6Ly9vY3NwLmNlcnRpc2lnbi5jb20uYnIwDQYJKoZIhvcNAQELBQADggIBAElVOoLONTn8AO9KabR3BIx+LGqINNrTRrVFAWTnUG+edih8TTLWh2SukT/e0zbOworT2k+bSz/9gyVjxEAqNzefE5Kj3mPgDJ21LVDx+nm0VcCPE/4NDWKUQRNYLTM3J2zspXdKiTKeRVBaYchi5+Va51Kuq0BuHsZl9kz1yu1Jg3kdIidq44VuwnC3LTaJVBnpIX1/Gy0dvyZQZf9lTPlsa2qxJl6cTyb2pvWjV+FsDVz4EVm3FhnkMPKttlD+5pXDUbdRhQ6JFfGN9Ef1IxBgQeSiazpVCti5XY++5lRb1QSBBfBKO2RLE7wqUMLt2eOmPpGJUSDYTuyetmgls26EvUyHVVThZzK2oJUJRWFUTk3pJm+PqlZChQM6rp7x0mmqIFbiFPb4U1bOZFykTBrK94xyZIEvnMn06Q75OXxzO09DrHey0Og7vm4X+Di6MmePQnS5UOoyGhQbV41s591JCtdRcSTBC16Bd6uZAmhoOuHKMf8ByYwN8xMWadrRqCkh2XtBsmZ8NS546Jl12pXeCB+oFLzSbXWxSylCQVNtUuhsd/cSO5II50rd26Ld8iyNJqzw63biq5VcuhkQhJSz7hOjJNXM84UWRLHF5VWI7hVrYbSMR+uPb7x6EsZaTeIlrSUH7QQTCeOyyEyiFrKcHMgJnJAx9++nAABJkTDq