<?xml version="1.0" encoding="UTF-8"?>
<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" versao="1.00" xmlns="http://www.portalfiscal.inf.br/nfe"><tpAmb>1</tpAmb><verAplic>1.6.1</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2022-12-27T18:58:17</dhResp><ultNSU>000000000007733</ultNSU><maxNSU>000000000007733</maxNSU><loteDistDFeInt><docZip NSU="000000000007733" schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAO1daZeqvLL+K659P/baQJg5i91rhUHFZlAQp2/O89BOqL/+JqC2Imqrfd573veePUgSQirDU5VKVQLypNPOz6fN1Lo9X9Snf36xBEX9Sm3Go8niz6/ecjn7F0kGQUDMpvNlfdTpL5r1EdGfdIjGnETP/nqX7XT7ofwogh8xWn9+oSvgaBrQFC9xAi+xFEXxLMVxFAVQkAIMQH/2AVr4dV5LVFSr/S43/fQ74GQSX+WmnX4/5EdJKCZP6ktn9m5CW4WWbhedlJ7Wiz7UUMBKabrquK5uqwZEYZRieB50cFBzVD/Kn5bJqAx5PG29c4gUvsqL9rzffgcyGQXkCSIWVhhlx3RbPX3cf6cpmv4N6N+0UKSof4X/flMM+pXJKAPK59X7+mR5O+s+j7ycYTIyGV5RB2jtxRLH9yG5aa0m6QzqEAqwFO6CKI6eM8az6EEcQHFEfBElhCG5qZXeBfQAuqC7cNyIbuKA3OmjJoWN3YfQKLbS/Ul9FNI+hHFqft5e7BPDoDxD8MINRc04BGU0jhh17+a0i0pjU4CgASER6LHDHQSrebvzLqOfkHICTHgOAAYPtiAAhgH7AMvL5P4hmdwXQoZAaY/7qINUO597Py9IJsNEeWNPx+13hAjbsQzVSamOpbuqEcIBmkaIBi+lG65uGjIZ5ZY36ToaF8tK5XzXt6GHboQpcnvSas/1kObG7M7fYSml2xndzqICEKh014Y2AmHGN8ysY6PHcCZ5Mp++eyiGr/JGqffnKPBV9D4hHObzQUa58a+im7qFMoYpiCPyUCYxY6h6/p3nKQZ3FGovisnNfB0jgOJEVEIYljfhRXGhZ5iokCixM5203xmapRlGQAAJozJ50jxDR1XhaY6haFQ2ismqW3xnEBl0QTnDTK0QnmFHIx7hWVHAvS/iEk9731VTtl90q4cOhypiR7OowWOHh4QjsB/6FfWq7qIHPM+w8Gg5muM6N3vUt6Br1KD5A13KcTT7VJdKCLWsxFCSdN6pUdsQ/xj6kbuPkX1nCyzL8GLU2WTUta32MjUxlu3xn1/gV8h2LVwhfGEBrk6UoEP7XRAlnuElHjWVR8MUpqGK4gx53fP0TCgbVWhqMBV1VIrlqIyL6x+WYqsWEldo9CiMJhyT1bSTf+ckGjUmDMordTp+921NJsOQ/Il/GQLLdZkMI/Lan+ArYAhawqn7uLwOqTASISJ0rL8qXpz3G0mVD9PlVXiJKEYpn+HlSDNKRETCwCnV6A7q5eL00N84FEosRLs/nk0XS4SRNUqNHqYJwKJHD3HZUC0v+qWod3k673exwAuvsuoV3zEhfMVziKLie1FAXqOfQ0txfBaWBAQCPxFF5HV44QkBjXgURiO/J0VG8bwR/cBR/3NPEewpXlDAeQHBo4ksDKLuRr8UwfO4s3ECeSyIDOOqkzbs4/U7JPZPCASPW3F4fr0PoBFBI3eIoTJOyiWPqcdeRwA/xzcdwzfAfRUDeKhACEx06wTglq8apmOnoOs6tRQS7CUdzf2emuIpKnMGcCBRSPmQjgDXUUtpNOHQ4Vji2DdBzyaCXiBY6hL0vBR2WQLo4w26DXr2CuhPqD4OepYQuGTQ84mg5w+gn7ltBHa9g8aRioD9lYDBc3LnEIsY4fSRYzzih9Nnvm6Rh9p8jy8O3X2dLwCBlcsX+OKMxG2+4AiMpOf5gonxBS0JVwQ/JVB8TPC7TlE37FAN9pzcUfCr0LX1FHvBHDQlghBJD0j/REbgCT5B+NNI2vE3hP9XA57igxOiD7MBR/DCj4n+Qztvi36WwMuOO6LfLu7p8Xt65D4xCayXmb/SvwM1NgY1JlyCnUONZZDODiSBBudQi0Ru2nRUpE4jSui34MMP3U2plRTguRjSAMUC+kGkCVQS1BjE3AlQ4ziCS5a58RbcxtoX0XOwnZB9GGyCQIjUz6Ht0NQ7cGMIln1W1TinkShTWYKmX5Kp5zRuC1UgESz9ilTlYlDnBPYc6h5SljNFwz5HuWJ4qmMU0TLS1SHSpl2oYohnDROjHwtUBHcSr5jOdQ4umuK/dA4goLR7OodaOcO/lAR/SdinnuNfFJhoFo3h/7xZp9APiZ0iX0oG/inBh5FP8xwhMv8sdePY1Tf0DZZgqZeY45zIbebgeYLhXmEOPsYcPBAvVQ6aZ3kEYp66wiEWNGo6Uj0Qvl3dhCmGu1TFn2OLi3khiS+Q2pXAFgy/H4hLDSTWnjuzQjJvnBB9XBEHBCX9szjj0Ns3F6iv8cUZidtsQRPYLvU8Vwj3uOLOlJHEEOFswf5bZotErgA0i1SP5OkiaYn6wHRxhSXOKD4xX/AEHu9/Elcc+/r2fAFeni++u0LF88VLS1QxxhmCEOMMVBue4kLvT2yFqsK0noKpElR9J5U3TOik6PhEQUkUUtgvOELiH50oxCSWEAgpYanKM4REX/LDZUNuzxNiMlOc0Hx88RDZLv6ODPGXLmale6BMFtdXAJmg1j8Ny5igTkQl4KREQQ1oQUxUYR6Q1FdAeUbyCTsiQ+AJ8b/AvAdMQMWQKTKXrhyRFnmaYi7lZTY04sEi0iPcEsQebT0FLgWmxIM7XpwYChPNeAxaSCRgkLmmRMdrfROGV6x4JzQfVxcI8eccOIdm3jar0AT9tAPnjMIV/fhFo8oZiTs2FYJ6yaQC4h5KEWsVibimJUBdxbVqaK5uuDAJ1vTD5ulE6Uonm6cBwSXM+Qm1fmrSp18wT/ORrfiHDIb7dt4GNhP5Dp8zF55SuAJs5jXP5BmJe8Dm2ZeAHXdNiix7BdgUoITrwIaWYyGN4meAzX0f2FgIcDeA/VXr28Dmfh7YLAF+zhJ+aOddiS29IrG5f7/E5v4iiR33LYrspcPnAJHwVjKws45b1H8K1z8osL8q/V+B/f9KYMcdmVKSARtQaGEHABfDtYW37qVKuqvpqYKvu3inWgqt6y53SnHij2CbJcTkjVIgGdvxij+F7ROiz1iqpSs2uef2SYH74OZDPD69TwrcAzf/2n6QMxL3zNDSS2ZoEHddSglq9h4jVIj7E3CjNSOCNzwH9gWu2UdxDehkoc0lARvNWuItYB8rfRvYXzTjUpt7GtkSgXca/xSw9w29DWzuhfXjGYUrwOZesyOfkbgH7HCGeB7YcbejhDfR3LfYlQwbZly8m1t1HDOVNjJ+uHzkKMoysd0Oc+Ypwmmkl5wgPNwCKFL83S2AMYtJogKOhlgUE/wr0qtGuyu69ym9xwW5GIHvZ/B+aONtvAPsI30W8GckruzsY8XXHCfStw0mPCG85DYBcY8ioLGGFBPlNIX/UkBiz2FfdI2Mk3IdD6YUFx+ESXlkWnej4y3g42K/FT5LEbdVs+yjLhQ+ebcflWAmZHiCSTYTxpt0W9Dzycg/IfqED4X/u7ra/1pTddyzx0Va5ze8KHiDqeKUiJTle6pvOqkYIhEAAB3biI0QKd5FJC7n3M3NsheaB95JlmAHESSCT1Cqr4vhkFjMyx2RiykdJwQft1pTBPi7+rj/WjjGfXqcSPOXuu/+IAkXc51ABaqwYpwfgXEdTTehd7kXGp+EoX/mJAydCEZGuLZBNd6A2+Lx2kkY+gVEohVeuL3yhxRh4Tv7U9Fs8bwiLNzbnUrtGf95RVj49uZUmhBf2n5Hxx2EPOAu7Rd7E5ckxJZ4UM06qmPC4v40bN45mOk8NWHLP1J8pZgyjMQw9fDeikT/IYt6IkEMJyvDCW26jfwrDsQTok+Yo8W/q2JwzZx8V2WmCOZFi/X3VWYkV14yftBxHyPPJe5NZTmk3HJs7BykgrgA8UEeYhOI55tmXncTJT9H/4g35soZSJ6/5o6JV/wpd8xLZyCRLkL/nAv90NI7S0IQLRSeEv1nJK4sCUMX0/P4PiNxG99oSF4T/ZenIAXxUsUBFCtSLM9zsTVhBukyxfC8l0s4ehEfTbActDhEC0XN0IspQMegDrD0x9A+MYWEhyEflP5c4tEcNnH7CA2uaj7xdt3B/5WjOewLO0jQWNNXzic85bj5luqDVsrSfd3nqD2zj6ja7HOqNh13DWIgXh48jAZMlCTmLhB9vFvp/waEbDIIqVsg/GrT0yBkXwAh9XN2uWNT74JQvO8X/2tBGPfjAUAxwnfsDwVfN3IOtj14MNxsb+A1X9wEwVI8uDSK0Y+aIESCpvk47BgucV8xLfHRFPG8CeJI7hxwpwQfRxwdnVj9Oyq+f6kJgo573wDHJm2aQJCReF6k47uBXN3S8WlsUzeKekpVM2aKjiugCJeAo/Dx1DNcAulRgchcOTBLJ8zK0tVJOd6WO+aIq+dl6ee3daLV+8/JQ+lbczLgCe4/bU6OO8iABMRL7PESWkAgtAixE9p6pejCYvjio6JjQQS/IrQU6GO7AP1xsQaiE8wC7MNzcrJFTCJAAgQ54eq6KNak5yxiJ1QfhuBeGv0d5eOVVc2ht28ZBqTXdkWckbi9cELq0muGgQtf2iVvJKsKd9gCO5D5n+GNmP84cc8EACwhJViLaVqK3hnwvAf5yn6JM4r/5Yuvnr7OGEzk+H1hL9wZjTsmMyHalPI8a8SdeDSghUs/M0+F7mCGi9uTM374/hjVUZ2U54SXYh5rLZYZ5wusK1yoLQ/PGWKi2kInruOAKET7CRImjViDbk8a4hW9hX5hHffPY45jd99iDuo15jincYc52Mhc8zxzxF2KNAvA5e5+nuYFQWAFMWZw83zEDZbhofnDgzZ2tCBZjE0dpAVVmAKXHJIwczzOIVemjkTFnqav+hljjbrNIFenjxcUe54Q/66rzquS/b4nMtR0Xpk8vv+aHAJrzC+8eyzuiaQ5jrrcbRq+xU7kARNbcRxey2f5ZtFQdVeHhnfjrXwM9Z/0Vr6T9jzlhnzprXxCpGH8gxjjH/ZSvrgfkpEEKsERibQPiaOYUN061aksQwtXHNFhA2jBtGEmbdoTT1+S9jRXMIneSSHROU8L+xdCJilU5625swq/4p4UXnDPi/szLj9kGD809c6L0/hIij7lnjynkYh7luCY1yaEMxp39qZQhCi+hPy4hxJNCPy33p2Wd3XPt8OVtolmAwz/vO76KVev6TaKxNHPU3TCe3AECZvPH7DO4zfsXljngZR4NgEwNIE3pb5gnT+SuzA+PX8sAfwDt6Ucevo6X9AEeHEhcUbjjqZERbsEnueLuMOUA0nn37FqQfNA4uOnKR0r7+BlhAnVou6kbMNGE0MtPKWDUhxPx6d1hGTF6XJf98PbtxLttByV+BI1wFG3NKfT5j1lqD0l+zCvMICQfs6Bf2zqnSPFXJTrm86Cv8JRxcR9pwIAcd8pdu7wEscjnQLvhz8T1lB1VHyyQM9F72KIS2cEMulk+/b3tPPks70g8QAkoFDfC1eO98ZqfUdBv3a+F7xwCJLmsNn054B2bO0dt5QgRjtZn9JGYlSS1XCBYNjX5O45lduCV5Ce2S27nC7xp0lwo8NhCtUgnmeig8Nhp0a6G7ffjHvSh1p7MZ2cTmBRgrxOq3k/HX6QYX/zKyF68vzuScrhttset2P3o6Sw8JNiwxrjfjtMvWHffSWEUZTvKyWK7BPd9vIs3Q1JRGxOift340Zss07P28v2MXcYQZTa3SMpFJTXqBnNQ0oYRk0yji0xcDT/Fc/vE7T2ejo6SY3iEY6QUsof5+/jRwJYJnIqHWHgrJbz6aGIKCKv7fRJO/A3cb5UIe7wHuMj35FHFJB7WCzn9cki+rTPvvUhrx0aj6v4WUK/HEACMQzJM4QBE6/iiHC/XRQNU5XzVAWRCUsgD1Rm9W4oefP4Gv5iuRBF1/h337gwgTxkXBfn0+ax4VEEUQjzRF9Tepe9fndSX67mSd9iChhiOu+SeKIkKYlEGVqLfvd/fkVPtVvGpIMKVOuT6aTfrI/6u/qyP51Y7WVv2krBURfJpWVvnFRk0cWlAtLV1d+o2N9NwE5+hy8JYQD3K0We1Os7xcVrOF/Ufy96dRCW5LY77Xl70mynfNf48+t/Hv141LtcxKPQmc7Hi5PwYzVqT9bt0XTWbv1eHBoWVu6bxd3vL/K0klq/i0TGMz137LWoiFJ9tGq/bzlJgBW/LL7Zk3xjNjE0e2U4g+lbGf6RydOcMnnsbRQ+RclxPKOMWaWa9deZXGHWscfmek6VVtUan/PGVb88Hq4WM69mdba5SjCu7DK84dKVtDSlggz1KeYEtfPW7remTY3vUeaKzeXnY97z6flKLMJqHfQA/xbMFp7mctDmnV6boxYjPrti2MpHqdNajhsttRMI3ke7PfVBaVmTern2ql1fQ7/3xs9GilkZb0DR43nf5tyAyg2H/mqh9TtpdlT0C7M3sy/U3aVd1ButILMaKtD8HDWEVWWi2+nhcAjZHq8tB4zHgU+zkes4b+ygVGWzI3M4I1c9x2qSn538Z/tDVc2ZbwZVYTndkX7Ozby1svl2l63M0uPPubMpbworLd3jR+1RprHtTWdNurUrm7tFt1eaF0u9fi0v0eXRrjUpeWDGVbt//kSdftLR8kd7G41ABa2itfqyHoXU9nzZ7yC2ReLKMoxsc6eqSmnVhYGhwK5h+dy2PRkPJ45vG59My7cglVG9z4xnNBitoCtq4EPLyOSswiJQC1WtVChk9CCn+gO9aCl6BgJfV7vBB1qOF0w/t61W7FlD02lLK0T3gmDp06VBc1yiqpXcrOopQ/Tfq5XtUb3i9gy9NqplSttqOejWMmK3MMn1mvRoYahU1x/WsEoSfAQhXU1TXaVVcdfN8WhYLbsjQ7dHzYk7q41HAxRH6XrXp0popszl8bOtgR9ke03bGhiBg+tULGxtzQLlMM06TxuoKnThRt3BnNK1SwqsFuEw552029BgrlBAKyoLBmHblCBIF4Yly/Wpjb6DbvTc1FKHI81Xgdocp3f1cnByb2GpE2Vbq9ijxtieoTZv0jtYOtzTBjrnaNXAKhqcpUF0hah+1cCGIX1TU0ER9Rt63u2hPugZGdR/6dyoSpdmrYzedcelYa2S6zVUZdjYKgf6XRP1tzs0NnoR5o/10NNeAfVVSa/VLLcapA80IMB5uzUPaMWR8mHo+sYqskEe7sdAK6ULlOQUKZArUGi8KMl2SznN88Wuq/vdgr/JFf2SU9KloqGXcj7qHzSjBvZgCOxdlbNxu7QqZWmovz0j0ArV3Me0ZvTWTRsivCkFqHW7eh7i+4WpisIKNKzScubnexm3PGgspebIH5fMfBYIPJdNV0AroNjhJmAmDtiqjDnrj1wuPfPEdmdQnmS2i/yMUqd9trKrpTnRHqmCQdKz8qRrrst5RaLYgeN9eGhEWlWyzn+k07tS1Utv+g1PobKrzcDL75zdx7ZA5TfLTjtoqOvxbl0YFjrpvr+ek6QqbMV8ul7dKvomO8k2SYbi681aV9t9NJqV3HraVBHPdd/WrSwzA6NOPag0tJk13RRrhUx7xu2GWY5cucM+IPOV7iLwFm/Om7cQ2n5LlZZrsVXu5yfeW/etrLALi/3cdPmF2ben6UGXe+Pd6ucwTX9uXfOzVaoMuqow47fLrVCwl8vP6dCao3VX5bOtKysqN682m6X5Jl8QayRjqTDQIayjtdlQDLrdnGkpIsZ1ywgKVUupw7TiQbMG3sbDChRLCzLTKsFFRlzX2qj6RsbAWMq6ot6twqAzgOJU++w6RpWuZ12qqU3XJpMbNTPSrh7x7NqcYH5Vto0tN2kw1VV1YqwbGXtr0ulBky5tm9kcylfrI75dVZkcYgi+m/+AfG+A5resGzh9cY2wvm1lRuN62e7VUNlWn9shzAfNsbiq0RJtjnOovM2g2Zd6VWZPj8mNq5MqMMf2tqEpZaXbnStdPa0UmgosuB+W3g3cbtVAcgbhz89a8CPjjHtUKwt5cyshflPWSCZRqJwZqnsCPVyX0qxasdbVsr2/j54b52jb4wKbNoJuoxv2rV7wlIWmKvM6ZJVuqVuEuqZ8QKS2U1uriHltSNs7AyCZFNjacGMNqmwoC27+V7sfhWq6qgcKDD66Biy0EW9bfsifaa+IeTGt5IrDXtor5fKGLlleqYbDylQZZlCPWLBgaVMFVWYAaafoM4hfKVy2PSgEU6V5yJOdQlbX4vQN3WuOexDJ/kGDrs2aGX1VpaUl7hsLsmG7tUBXyKCgo3knzWqwFWLH8/X0APon46EhuXscB5Q3KGPZ71JdJV0I/IFSULo13GdYNgTuQNFPnkXyu8o+gj2En0FzKw2bGfscK30uqGWqcdlkRrIJzZsfrYqYn8JsI7f16c8slDKVUWWliD5ZWJTMUXm9KJd3g/S2s+l0mKlbtQfezq2BXl4z3F1+VWgVvJqrj/RVRWn0Repj0wbrrU1pwli0cs0JPUJT60ZbTD9gTcqJ5mZbDuy57lGjQBqQ2101WO1yq1VVdNNDfZSdrLJlpVPUxxxvdPM9Jb0uTEf12uaDDdIMJ9TGlJ+rlRy16Chjp9ZdsJMOU5pt4dDO9n1hstv6/ETVSK/S2Ky3gZP+TJNWrUQPF2XNFxcwnc0yUzFjF4x5drY2s7Vy+o0pUsOyOioJw7kiriZSs/ERtBx2NLTsCrftuJ7R5j/54WQG2mPFmn362luVGk8KMLtbA90GdT8jtYE15oxJo+IvFrSTZ3aTTCYYrfJFRhl6k/okWw6y5eoCNPxs07ZJyRsiVPDV6Vt2C4tNa7t2BbaSHy4EtcRJVa4+XCG1r0GtVmzJVTfjN9c2tz247gfLZme1SFeaO63emsFhgfmsb2qddQ7O8l4wXWh2s5WuZTbSJ5X26bqTnWiF/gCMhNm4L7yBHpOpTTIlUeq/rWpSdWCNPys1i8+5Tr/aEvudTEZo85zENjVjNnFELquv1UllbfXByEF64eDDo5qZHjteV0sfDapO6Q2+QA4kTp0y880nVayYw4w/HRnStCp13/JmPsiMemplMJ/NmmOyoCPpV2hUtLoj1bmVVUWao9/hOX07Fz8/lWZ59Wm/UVzhrbsVgpW9/VTnvlYUndJHnyY/KpWKTMa1wCgl0hDJo9b4pU++48+itkOD3xJ/iPf5L/+iSH6OF9Pxz8WiIuFs1G++eyXXw5+1RYs0AbAcXuMfbsnN3rUPu15bwslk9Izc6rntZmM5Pf1kLuD/xYj/YrivT+bu88iTsJIMpoSPawqAYvG26ihZbvW7SMO+szbaZ5Kb3rK+3H9uMAzKG2u67K+n73C1RKuzXb01TU1Tq8U01aqn7PTvNv5uaJQjXKtHNMl936PQ/vvL7/8LztnULIl5AAA=</docZip></loteDistDFeInt></retDistDFeInt>
