163703588231987VDA SUBST.TRIB.155191712016-06-06T07:45:00-03:0011355030821811010NF-eletronica.com00657477000144ZANGAO DISTRIBUIDORA DE PRODUTOS NATURAIS LTDA MEZANGAO DISTRIBUIDORA DE PRODUTOS NATURAIS LTDA MEAV DR BENEDITO ESTEV SANTOS1219VILA MARIA ALTA3550308SAO PAULOSP021360001058Brasil1129516792114398874117106006677000113DROGARIA VILA RE LTDARUA ITINGUCU858V RE3550308SAO PAULOSP036580001058BRASIL11295877761102621778115dvilarenfe@terra.com.br06006677000113RUA ITINGUCU858V RE3550308SAO PAULOSP51AMAZONIA BALA DE GENGIBRE E CRAVO CANELA 35G1704902028041005405UN30.00001.500045.00UN30.00001.50000000001.80114.5205000.000.009943.200.000.009943.200.000.00Valor total aproximado dos tributos: R$0,48420AMATUVIDA BALA DE GENGIBRE E MEL 50G1704902028041005405UN30.00001.500045.00UN30.00001.50000000001.80114.5205000.000.009943.200.000.009943.200.000.00Valor total aproximado dos tributos: R$0,48467FLORESTAL FLOPI GENGIBRE SEM ACUCAR 40G DP 12 UNID210690905405DP3.000040.9500122.85DP3.000040.95000000004.91126.1805000.000.0099117.940.000.0099117.940.000.00Valor total aproximado dos tributos: R$8,7317FLOR DE LIZ MEL EUCALIPTO 440G040900005405UN3.000017.900053.70UN3.000017.90000000002.1515.7705000.000.009951.550.000.009951.550.000.00Valor total aproximado dos tributos: R$1,9229FLOR DE LIZ MEL EM BISNAGA 270G040900005405UN3.00009.950029.85UN3.00009.95000000001.1913.2005000.000.009928.660.000.009928.660.000.00Valor total aproximado dos tributos: R$1,0720FLOR DE LIZ MEL SILVESTRE 300G040900005405UN6.000013.500081.00UN6.000013.50000000003.2418.7005000.000.009977.760.000.009977.760.000.00Valor total aproximado dos tributos: R$1,450.000.000.000.000.000.000.000.00377.410.000.0015.100.000.000.000.000.00362.3172.89000657477000144ZANGAO DISTRIBUIDORA DE PRODUTOS NATURA114398874117AV DR BENEDITO ESTEVAM DOS SANTOS, 1219SAO PAULOSP3CXDIVERSAS7.9207.9209171362.31362.319171/12016-06-11362.31It: 1,2,3,4,5,6 DOCUMENTO EMITIDO POR EPP OU ME OPTANTE PELO SIMPLES NACIONALVal. Aprox. Tributos R$72,89(20,12%) Fonte IBPTAX. - Pedido: 107558kpQXDElcDtQFYA97I5ny/2GSEs=cTL3eFxeOTPSVqNhGKIC2JEpUFDP52AV/e6f++o9bp1kU+6YBAzALXd5dnVjswcCF8xSmOGs9KUg+A0a1f9DUumVKrK6yxeKC3h3hD372679HsyEbbqTa/tDB9Vguk8CTZuvJpbHSazS2C7+me6GEbSjR4H5+tlfMrzR0flObxoGFsxMajODqX7ZzRr0P8ooVe+vevb4w8BfQsgCfRP0S/bwSOsMOtClLwRuZ16nNbGEsPWznZ3AdTuYNxQ4uoctmlDCyQFNQSgAMLprYF7J3yIPLHq0YjUzqUvmIQIPK2xLyBN2HkwR6hsc9OIO8hwhsDob0tADt69jaay5c/Dw7A==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