<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="http://www.portalfiscal.inf.br/nfe" versao="1.01"><tpAmb>1</tpAmb><verAplic>1.6.2</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-06-26T18:31:46-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAKU52bKqSrLvfgWx++XeWGcvRhX2ZRtdTArKPDi8ISCiAg4I6uf0r/SPdRW4hr3O6Th9+q6IRWVlZWblVFmJ8MUmsc5lhNXJ+RKWP78xrwTxDbvlh+Ly89u2qo4/cLxpmtdjea7Cwya7ROHhNSs2r+szDnm/jXhDSUY8xMARU+Of3+DYpyiaGBAUR1PEkCEIhhoQ/T4BUQQx7JMsw5AEB7E0M+C+/bo1FBVDeZGvjPoUj6ORjwxl9EYPUXDGF2FlHkdOkieXS4jFCVaHl+ywDfMEK6/YJYzCcxZiOI93hHxexqN+n8fRyF+Sc5aMoKgO4AsosVML0iPp8VbOsxFFUPR3YvCdGngk+YMiflDcd4L+QRA83hHw1RFSkzzejlBxKblUI6j1E+Ij/VooY2gIwQ6JIVS9m0M+NT92jAiAcyju0iFaiI+kYMRBBjjAVZCvu0UE8JusQD6HiCcEvR8rWREeRlC1dxhhrXNyeSJbkD/CWCPVIe4N5KH/UQqMxo7I428TZASUnOQZtEM0LG30azh5vEXyN6PMk9HkfkzOIebigMc7DH9TwqL6daHF8EkRJ2e5lXubpecRCDARI4fQnHbKF+dyxFLQiwjgb+LxMLIlhqCxmUfCALUI/iaE2Rmuu0lVnjEtPMdZjoEcxjMKIc1ztQ3Ar+6HrOg5LrN//qPIEG2LhGk2NnkcZZsoW6MhQw37BImshDM+skIUHqLPQiEtzN/aQTijtINCOuSmLGBeUTQ7ZFmChdwtgsc/mazKUA5NcENmSPM4nPGqPqIpjiEZmJ4Qhs4GkAZpQJDIy3DGi443guRogNJaQXGbYV8iQ7Edz6fILC3ZAZj7EZhWmS4/W4cHGBAxw3Q8GZvqGM1ijilhwJgAY+xD1s9hYSjiLSxPD8u65cgucFQww8bAMzE4hU/NdCRgyK4KvgaD7hMcRfR/CYYINKAD51MsXOsjFsRwyHIk8V/Fgmj/fo1DZzo8EarcgmR7PJ4TFB+qrU4whiQ57EKU5GF2GJ2TKFlneVJU5SsskH/ftrn9GpU5LIb/F52zy+uhPCaXv1fnsLg04fm5hCKG+GHZaLeIkwor1CrJf34jv7VHMkZmoYHmhq1vrA4nA2Pkyjo29lQDYtEUGovWLDCTYcBIWDIX5CtF6MjulskQ9RGsrzDpkeFoxkdCUiQbmODQIoKGefRE8KJiWqMBh6LagvxVLPORD/dqAf6EnlT/tXNiO+Nrv0DjgHsl3v9g2eiwfN0qQQ5bJoj+MMQ7Z+svxrQo/toO7aYd4tQOH9t2WLhDC/x+424dxtAr36KJoLbCwc2z/FheKph/qqi73ZMhRnx5zlJUBtuRF11vxKCj46IT9kaDP1ksFdlQnEY0gbyHIIQ0vI4RXVRPxg6JtxyW6raPNzKCfSN7IvGWQjQV1Xgff0/8gcffSPF3m2BKQUurskIFH2nbWl4L4ojoAgAhvm7NeCI6k9oBZnxZfMZ3CL5WROsNjUAkD6n0JhGpVX8g2imk+8B0kyfSgRp+xqP5v8mTWjknVfJO3U7gTkn6vhUE+RqqGb1hWhiao77boaKp9TG3nggpqcvDJ2w3h5qo775p41E/vfzEvfm8Nq8VrGJPbDfha3T/vxuBmgD8PQj4MyptNehakM4ism1DntZ1q6i5ehbz/nDA9RkCdksE0/9SzD0HGC42Bw7WQhYq2i68F6WP6t7dLxzX7w+5rnjdZFT1RmAGdFkCmGS6mKiiqo1424r+pHjejKYKjLZuf70Y8c+6tr47BfBJwYLVAnwCzUTnGI08LITlDLZVyGGo22inLVb4FStAya00/M1TxzBtq6SFxvbJQdpuWqPnW7gQAn8jxFs22IiCOItaAHUKOI6JpvSKiTNVNjz5B9YVDpIgOextTTEdQxZlyXS+LuumpwYmBt3mmjNVVD0gAvMHWnFkXXZdgAXAVWcT6FrM9OEtK6KrEF6CYGVi6CZ0DBMbYpIKXMz3ZNX9xPqDhb0wS3Icg5Aobb47oif/Bu9eeWFi6gJCjocN/qf8398w1RBV18QWi4UavJOLphHIhmq2M4xlcY5s1yz1B2YAs2WSZPgA0E4DWgm1hCJfW5lvItXfMDeJXsnfMAcy4iSBRMCDgMlYl/o/MBO1ENBwDJXvT0KlVq7nqIKvwuVXxCmZouHryI8kSxPUgGJQQW5D0QJdcPDufWHEu1kKO/TrOfmDV46Gfi3PKY4uMpzgcEgQX7L0b986riRWiw08gmJYlAXs+g7ZI6yystCTalvGGDiksLJX2/yPRHoOkkrijix+h2K/RyRTfEcYgib73zD8k17/ibivGsLXme+XbUi2kpxkk5yTIkow31F/fvvbX309GvEeOhab8pxfPsF/TaOkqBPUm8TfL2+Gtcr9h+L+3F/4ZyWlLIWNzn/juXevdSKC8HCF9bJ8yeOTK12BOuBezmutiUXL6oflPf3J458pefzd2xD+nCXv8ewINy+kluIbbrhf9d16Fu/OM5NyHxNfr2pWMBLZ8vUjUMnIYJKSpWJBCPvhlGoCgnbJ3ThcAlK7HhbOGffVnvES9IN+uYyO03hRbS7xjM6q5IVN1g0lDB7JlV3np8jjdGsbLfK1UZ0PNmE9rDszk21VEeN8ep9ruMKF2qLHbLcz9/YISY6cxczFV0ocLzJvXZ9Uk9MG5YEB4iBqRGG5K1Xduaa0Fly42rulQCY1BjiT+ZW+T87GMI56wwEjLNTNPlzm8wl5PtMX2jwT0uE+1oZLRwrmSn5Z3ydEw87H8vYQAabY1o0vTvZMv18dH5G2v465YFgzedqrQp0shoEplmU/CrPTdI3D/n4hsZw+X6Xekpqp+d3++bNz/Cdn89Pk3kVhAZt/KUTXB4LE5FxlG3h04T2oq6oKHqIoJNcUNKoAUtU2TSr1C3yqEnGzjPTgVivc+QEMId2ftvtszDWEAOyLAiSB0e1LI9pLKbDtcU9uNNHfyZ4uyGNA+rK41aeub9gzX7svF8ZxLcmULtnd2k2vfCrYRXlALBfacekKe/jvrubGIVw4254qrw6rcXBfzpt0NWZTu9C2EXW4qCKR+vuVqDtNM07bnSX5Zgj2XZBWC40I4UYrimlpVDkidYFZ9CRPfeiS35iSfDc8/WYG5QLiCIQzHu+4Bqb0TXwATUiNQABLD+w1V3f0Ru5MnErgqPVsElRv2nyyX5WA5vmS7OoCaE0UmkbzKaVWFWEbz2+17uwbpWlpZ5IgzMO5c+itCaNe56sD9MN1SR22uhM1iv0kAkyjez5pSCpjeKDRJZmGd+mHD5vmFx/2vjrxz324bBTwthnpOns1Xbmk5B2EKQyAfNNdtVE7AkkSDuo8EBR/L6f+XRDMHbibnn7XpQj6EWrn7W8wnQR19zVVZKUHgCkCmwWIQEynEJZBVp1qSbFfhqfavXrlvYpsYbwCsjnPitS8CeN1eFpvhWGpsQt9cl5fxc00W4JTT3kkOpW4ermEiXvP6Ot86T/0LZen+cZaZmYZO8VmfUnkaHFmDhODmq0ZlXMVtz8ZTN1LvmbjR3FjF7IJxN5LmCzMgZQOHo5Cna9T9jA7xlxa7sswuO5zWuTU/vSW6LNGbfrh0AMgZuxduSRYH1TaTKuOcR3MT5KzA8fefDMdJnS14DYUN8mVfNHX474bmNyCUzf6dif31aF1lFRHXLhUtNkwk7Pg+Mr6hivEeEOwpOfuokFI0WKa9PbN/WykcSovd0ZlHSJ2HC/KlV/d7f6RFQrJcfJdUJ3G8mIZ2MVupeVFtSGZpd/AVLSBUDKwYYBnGzRs00sjFeVMLNuucN2JQjUAnJAGqQdkSZgCQpDUm/6AEff2jPHQH4YXNTqKsLQn2+h++u+9Tx52Y+z2d2OnwDQVPH8Kijeh4AQSQbi5tk9aXiZ4tt+XXDnwYE66QeAEHmlYqmJoPU9ZCaWwHwtzQQe2LpUC5P6D3CqF6I1mUgJGlr5opUPJvShXqjXFXFGWx7kCwsmhgVVhO8vhMXP7WbTrDvcE9mRgB4AusK1b1MZe6kIIFMXgNn3qhZhP7J46g5fri6kdb8ZjrpOiPnkSA4fRJ8smBsvxUm5g0ZR1fVw2IViq02YpCLY/gbj5Yrwl4gkYzO4cPJs0qJbP8we1OUSFc4Rwsc76uzVFXJeFWsOD3Kxp4xiPuXs4Z+vVRNjNCEVaEJ/oD5zbgwe1dhQBLvx+Ea5do7GT6+qY7Uxl5XRtN+laboKBEJSKOfbn/0/N1mPjjjSzqeAejw+PcB5fUUXpOQ+/9sYKsVoYhE1qOhR4X0vCvFTc1C9XdjhxiEgq6xl12EUimcGAQebmuqYDAsKXJa3COshVs1y792a0dojG3APWMqjBATLddlHGCfYvJmtjex+RM+K2jcfBI5YN1xP7sCg2jYTuB4ewgD3Be7AQSSBdpLpAtFHUbHuuC/ZYFC9jYPuK0OiikKZnIZUVwY4kQRKF8+eI2rKcrlhYSZumt2g+FnQwHfvUh0P/qj97yKHLzpF5ODe2K2jyH4Xd2Wsb6N9rJMU7Xdp/aP4AwjYjy3jiND0zg9GhjAd07nZ5J3ef7sQqylfZv9GokeylNi1X6raODGjqTLCB1EtT2BKArRiWdeEemsrcxdGVnAjWogy85j61qOWW8W/NQ7hG9/31rloFfvGuMhsME6rQH2tyeqPtobs4bPMeG3AKOReBlppOOo1XsP1cZYWEG7PJiz+0pR1l746ryX7tbrKmfgRn2KhzFW0nUX10D5xIzyJuSIi0Tu4N2K+xpusd6bRWg/zU1x7qUXx4VE4o64Sq12IkNSxw6LC+wDhFw4vnlqv+0nxYjw1z2doaTdPa7XhzVyyx7W2HXHMYrh5bL5odFG+mejhTqZytzZSDxFpbkrrcx9YjmVOn5BjfdoZZu3fRoJ37Y6CfdJKYb53jZcwR+hH6rBaCaXR2hOZc+dWtWdSWZ3mz2UvQjKOgFKuBXOtJeUmpC0kcPUpWt7PpVSAmusK9ENbWVg51eKiPxpQmerdFdDfZx227XGyUOp2bVrqz9IuGh6Y/WQZJrbhcNLa26ma9t2R9Zd2IzSGuy9PSmeR7pdDV2QzcksjnXha9mcwJoePgAbmWK9K/3uIJ45FEkteDvTvfcVcnrI7eMcs4oxiYw4fzmIkN/jicNP+6W+EaczwE2j1T2XLe9E5WPiXI4nhxqDqICi9YCFYl7+tBIt6iJL9Wa/zlcpzPXO08juOtNoU+2h1tWQ2T3bWxJklMHldxUZW4FvXqYilE8H5nMuFRVbdZ1Ke5ZabGeVG6m5jOOeXhDIXm4jxW06JflQnRDxRflKUggXf9slHvVJ4uwr57NO69k0H2efxrp9thui4Yf++MP3pmCLdvxsdzWaFPal+/jhUbC660X9pUiUSvkgOGJugBy/TZb7//WATZwfGQtb+XvZLt951uzkdbtM9feRfl8Y6Hj7dOEq2r8vefyPrkxyeyJw1fIIVHX1Tl8Q7Nx1kKXxP+5CXvScRHbhVCUUh+B/I3vayyuhyBawVfMx9hXGIldr2UWBxihvI9Qb9jdRTtjw7dnvjTuRB6fv8c/QvsP4ZPCR0AAA==</docZip></loteDistDFeInt></retDistDFeInt>