Regulamento
São 4 grupo com 5 equipes cada se enfrentando em turno e returno dentro do grupo, classificando 16 equipes, 4 de cada grupo, para conhecer os confrontos das quartas de final será em forma de sorteio, os 1º e 2º de cada grupo ficarão no Pote 1 e os 3º e 4º ficarão no Pote 2.
São 4 grupo com 5 equipes cada se enfrentando em turno e returno dentro do grupo, classificando 16 equipes, 4 de cada grupo, para conhecer os confrontos das quartas de final será em forma de sorteio, os 1º e 2º de cada grupo ficarão no Pote 1 e os 3º e 4º ficarão no Pote 2.
Grupo A
EC Cruzeiro
EC Pelotas
GE Bagé
SC 12 Horas
União Harmonia FC
1ª rodada
1ª rodada
Bagé x Cruzeiro dia 11 de agosto às 15 horas
União Harmonia x 12 Horas dia 10 às 15 horas
Pelotas folga na rodada
União Harmonia x 12 Horas dia 10 às 15 horas
Pelotas folga na rodada
Escudos
![EC Cruzeiro](https://pbs.twimg.com/profile_images/925780338399432704/P8VyKDYb_400x400.jpg)
Grupo B
CE Aimoré
EC Novo Hamburgo
EC Novo Horizonte
Real SC
SC Internacional(Sub-23)
Novo Horizonte x Inter Sub-23 dia 11 de agosto às 15 horas
Aimoré x Novo Hamburgo dia 11 de agosto às 15 horas
Real SC folga na rodada
![Resultado de imagem para ce aimoré](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUTEhMVFRUXGB0aGBcWGRgaHRobHRgdHRsgHh8YHSggHxsnHh4XITEhJSkrLi4uGh8zODMsNyotLi0BCgoKDg0OGxAQGy0mICUtLS0tNS0tLS0tLS0tLS0tLy0tLS0tLS0tNS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOEA4QMBEQACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAABgUHAQMEAgj/xABNEAACAQMBBAcCCwMKBAYDAQABAgMABBEhBQYSMQcTQVFhcYEikRQjMkJSYnKCkqGxM6LBFSQ0Q3Oy0dLh8DVTY7MXVJOkwtN0o8MW/8QAGwEAAgMBAQEAAAAAAAAAAAAAAAQCAwUBBgf/xAA3EQACAgEDAQUGBQQCAgMAAAAAAQIDEQQSITETIkFRYQUUMnGB8DORobHhI8HR8RVCQ1IkU2L/2gAMAwEAAhEDEQA/ALxoAKACgAoAKACgAoAKACgAoAKAMEZ50AcQfgR2z7IzgHw/1pbV3KmiVj8EShHdJIXK+YcyZudEbSCNCMHuNXuEoPbJYfqQTT5RM28haDQ44dDjuB1/Kve+x7lbpI+nH5GVqI7bGSESgAY5VqFJ7oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKANc74UmgCO2jGxRIlGSdT6c8+tYXttW3Qjp6llyfPol5/UZ0zjFucvAzbWaRan2n7P9O7zqz2d7Hq0vel3p+fl8jl2olZx0RsmhWXRhwv2f77RTOu9m06qPeWJeD8f5IV3SrfBq2dE0bMjDRhkHsPf+VZvsmi7R3Sos6PlPweP248C2+cbEpI7rM6cJ5qcV6IVN9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAaWuVGnM9w1oAxxueSgeZ/woA5L27jiwZ7iOMA59plQfvGpRhKXRHMnA2+lhnS4Vz/0leT/tqan7vZ4r8+A3I5RvJaZJEV2xPMi2ujn3pUvd5ea/NHNyNj7ftT8qK6Hnb3A/Ra52EvT80dydCb3WWgM/B/aLIn/cUVF0T8g3I7bW8ilJaC4jfPMIyuPyNRlCUeqDJ18TjmA3kf8AGonTK3K8jlT46UAbQaAM0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAGgDQ0+dEGfHsHrQBHbW2rBbgG5mAJ+TGuSzfZRcu3oKnCuU/hRzJwptG9m0trVbdP+ZdHB8xFH7X4mWp7K4/E8/L/ACGWQu17u1iyL/askjdsULdWPLgt8vj7TVdCM5fhw+r/AJ4KpWwj8TF5t99kwEm22f1jfTdUBPjxNxP7xTC0l8vilgoesrXRGmbpgn5RWsKDxZm/Thqa9mx8ZMreufgjifpavzyW3H3G/i9T/wCOq9fv6EPfZ+h1R9KN9pkQH7jf56i9BV6/f0O+92eh2Q9K8/KS3hceBZf14qg/Z8fCTJLWy8UjcN9tmz/0nZ/CfpIEYjxyOFvdUPdLo/DIsWsh4om9l31nJgWW0pIW7I5WLDyCXAyfumqZwsj+JDP36F8bq5dGTbXl7CPjoEuU7Xtzh8d5ikOD91jVG2uXR4+f+SzLOnZm1YJyRBJwuPlROCrL5o+GHnyqM65R6kskiJyNHGPEcqgBvBoAzQAUAFABQAUAFABQAUAFABQAUAFAHiSQL/hQBwbSvY4UMtzII4x3nt7BpqSfoipRi5PCAhnu7q5Usn8xtQMmWQDrmXvVW9mJfFsnwFW7YQ//AE/0/kjkUb7fiwsSwsYvhEx+VcSEnJ8Xb238hhe403DSW282PC8v4FbNVCPEeWI23d8r27yJZmCH+rj9hfcNT94mn69LVX0QlPUTn1ZHbM2PcXBxBDJJ9hSQPM8h6mrJ2wh8TwQjXOXRDG3RrfLBJPIqRiNGfgLcTnhGcAJleXjS3v1W5RRd7pPbli3sTZj3U8cEeOKRsAnkNMknwABPpTNtirg5PwKK4OctqLOPR7suF0t7i7k+ESAcK8SJkk4GBwnGSCACTnxrM98vknKMeEP+7VR4k+Rb333TOz5ECuXicHgYgBgRjIbGmdQcjn3aU1ptR2y56oXvp7N+h27obiG+t2m67qiHKqCnECAAc/KB5kj0qu/V9lPbjJKnT9pHOT1tTozvIlLIY5gBnCEhz5KwwfIHNENfXJ4fAT0k0srkSiKdFiY2NvNd2uOpmYKPmN7Sfhbl6Yqmyiuz4kWQunDox0s9+bS84U2hAI3HyZo8+ye8FfbT0yO+kpaSyvmt59PvqOQ1cXxPgbIJ7mBQ8bfD7YjQqVMyjwI9mUe5vOlGoS4fdf6fwNp8ZXJKbMvo5l6y3cMM4ZdQVPaCDqreBqqUXF4ZIkIpgfA9oNRA2UAFABQAUAFABQAUAFABQAUAapZcaDU0AQ219sCBhFGhnunHsRKcYH0nPJIx3nn2ZqyFe5ZfCONi3tvaUGzyLi/kF1ekZjiX5MefoKdEX/qN7Rxp3UzXXO7u1rEfvqVW3RrXPUq/eje65v2+NfEYPsxJkIO7P0j4n0xWpRpoVLjr5mXbfKx8kBTBSFAH0F0e7QafZUfVkCVEaIZ1AZMhM+Y4CfOvP6qCjc89Ops0S3VLBCy7qbTuVJv9oiJO1IdBjHIkcA9/FV3vFMPw4ZfqVOqyXxyKs2BtB7O7jlRQ7ROcqNQw1VgCO8E4Pka1LYqytp8ZEK5OE8rwLhO8Oyb4oLlBHNgcIuEMbrk6cMnLnyw1ZHZX1JuPT05RpdpVN97r6ix0l7pi1CTxPI0bNwlZHZypIJBBY5wcHnTOi1G/utLItqqdneT4HfcOxKbLiVTwu6MwJ7C5JU+4rSepnm5v74GtPHFSNm6WyZNn28gurnrFB4uIluFFC66sc9me6uX2RtmtkcHaoOqL3PJUOzNlSbQvHSAcId3ckjRELk5PvAA7TjzrWnYqa05GdGDsm9pYR6MbJVCNPL1jcjxICT4KV5eGvnWf79bnKSwOe6V4xnkQ97905bBxxEPG+eCQDGSOxh2N+vvAfo1Ebl6il1LrfJybv7xXFk3FA+AT7SNqjeY7/EYNStohasSI12yrfdLK2Nte32i3WQN8EvgNRzDgdhGglT3MPDtzbap08S5j9/l+xo1Xxs9GMWztq9Y/UXC9TcqMgZysg+lGx+UveOY7e+lp14W6Lyv2+ZfkmIpdeFtD+vlVZ03UAFABQAUAFABQAUAFAGqaTGg1J5UAQe2NqOji2tQJLpxklvkxJ/zJMdn0V5sfU1bCCxul0/f5HGxO3m3ni2UrwWzddeyazTvgkHHNvrfRjGij3FyjTyve6XEV0QrfqFXxHqVWFmuptOOaaRvFmY/79wrU7lcfJIze9ZLzZZuwNxLewj+F7UdMrqIjqqnsBx+0f6o08+dZturna9lS+/7D1enjWt9gmb4t8Kke+gtnitmYJxnkz4PtaaAnHIZGRzyac039NKuUssWv773xXAtU0Llr9Bm0tbi2J7pVH7r/AP8AOsr2lD4ZfQ0dFLrEk9s9G8l1cSy3F6/UlyyJqxVTrjLnhXGo0B0xVNesVcFGMeSyemcpNuXAn7VNvsjaEEtlKJkVfjF41Zs5IcEroCVIIGOYpuvfqapRmseQtPbTYnEatrbb2Ffsk1y540GMFZlOM54WCDDDOeRPM0tCrVVZjFDErKJ96RBdI2+aXoWK3DdUh4uJhgu2CBgHUKATz1yfDVjSaZ1d6fUo1F6sW2PQYN695bX+S+otZ1ZuGKMKpIYKpXJwcHkv50tRRPtszXmy626HZYiyspr+V14Hlldfos7MPcTitRQinlJCLk3w2Wl0M2qiCeX5zScJ8FVQQPexNZftCT3peg9o4ra2V3ta7lvb1nGTJJJwxjXK+1hAO7Gnrk0/XGNVWPDHInNuyfrngs7padVsFVjlzIgU+IBLH3Z99Zuh5tyh7Vv+ngq3YGxJryXqoQCcZJOiqO8nz0Faltsao7pCFdcpvCOe8tZbaUo4aOVD5EHsII/IipRlGyOVymcacHh8MsTdnemO/VbW+PDMDmGdfZPEORB+bJ+TcvA51+ndT319PFD9Go392fUcNm37h/gt3gTAZilAwsyjtHdIPnJ6jSk5RTW6PT9htMm4ZDnhbmPz8aqOm6gAoAKACgAoAKAPEsnCM0AQu3dqNAqpGokupzwxJ2eLN3RoNSe3l21ZXDc8voupxsS97dvrsqE28D9Zeze3NMcZBI+UfHsROSjXzc09Lvlul8K6L7/UV1F/ZrC6lSxRSSvhVeR2ycAFmJ5k6ZJPjWu3GK54RmJOTOzY+0prK4WVAVkjOqsCMjtVgdcEf41CyEbYOJKEnXLJfPwWz2vbwTunWIp41BOCrYwyNjszzHI4FYW6zTycVwa2IXRTYj7d2zd7Ud9n2Nv1UCHgkLqFxwn52mI1BGijLHHpTtdddCVtjy/AWsnOx9nBcCXvluu+z5hE7hwyhlcDGexgRkkYPvGPEB3T6hXRyhS6l1vDI/Yu2JrSTrYH4H4SucA6HnoQR3e6rLKo2LEiFdkoPKM7T23c3H7eeSTwZjw/h5D3VyFMIfCkdlbOXVkfmrSs9JGzfJBPkCf0rjkl1JKLfREj1ZAGVI07QR+tV7k+jJYa6o8g5rpzJmgBn3H3uawdgyl4ZMcajHECOTLnTONCDz01GKV1OmVqyuqL6LuzfoPttvDsVXN0vVrKcknq3D5PPC45ntI599IOnUtbHnH6DatoT3Lr+okbybXm2vdpHAh4RlYkPcflO+NByGe4AdtO01x01blL79BWycrppR+/Us7ZGyE2XZv1aNK6qXfhHtSMB2eHcOwd555tljvsWXj+w/CCqhxyQdtFFt20LSR9TPGxQONQGwDoebIcjKnl7jVzctLZhPKZSktRDLWGio7iEo7I2jIxU471ODj1Fa8XuWfMz2mngsvc/eBb+IWV2xEy6wTA4bK8iD/zF/eGfHOZqKHU+0h08UaGnv39yXUc9jX7yFoJ8Lcw4yRykU/JkX6rciOw5HdSVkEsSj0f3gbRNQyZHj2iqzpsoAKACgAoAKAI++vUiR55TwxxgnPl+p7AO+uxi5PCATto7XNjBJtC5X+d3A4YYj/VpzRPID23PadO6m4V9rJVR+FdfX78Ci23s45fUptRNdz/ADpZpX9WY/oPyAHYBWz3ao+SRk96yXqy3rUW271shlUy3Ex9ooBk41IBbACLn1J92RLtNXN44SNKOzTxWerO3fncr+UzDLGywsFPEzKSxB4SgIGOXtczpntqGm1XYZT5O3UK3DXAobr3s2xL02t0R1E2CWByuuiyLns+aw8PAU3dGOqr7SHVfeCipyontl0ZO75dJUVvxxWIR5SfblwOBTyOMfLfx5efKqdPopT71nQsu1SjxDqVDe3ckztJK7O7HJZjkn/fd2VrxhGKxFGdKTk8snN29yby9w0cfDGf62TKr6aZb0BHjVF2rrr4by/Qtr085jq+4OztnxiXaNw750CjKKTzwFTLk/epL3u614qQ17tVWszY27lw7Nnh660to1AYqeKNeMFT2nU6jBGvIilNQ7oyxYxirs5LMUQGxOkxpryO1+CKgaQpxCQnGM644B3d9MWaLZW57vv8yqGpUp7cHXvrv69lcmFYY5FCKxLEg5OdNARjAHvqOn0ithuzgL9S65YwM/8AI1tcxI89tCWZQxBVSQSASA2AfWlVZOD7smMdnGa5QubW6LrWTJgZ4G7s8a+5jn3MKZhr7I/FyUT0cH04EDeDci7tMsydZGP6yPJAH1hzX9PGn6tXXZx0fqKWaecPVegt0yUDr0b7zW1m0gnTBcZEwBY4AzwEdgJ1BHbz7DSWsonZhx/Ia01sYZ3DduBtye+urqdyVhVVRI86DJJ/Fgan63gKU1VUaoRiuvixjT2SsnKT6HNvJ0kiBpoIYD1yMycTEcAIOOLTU9+CB51KnROaUm+P1I2apRbilyJW526zbRkkJmCBdXJ1cls4IHdnOTTmo1CpSSQrTT2reWQt/Zy2szRvlJY25jvGqsp7uRBq+Eo2RyujK5RcJYfVFqbE2s20bdZ48LfWvZyDg8wfqSAejDw1ybauxntfwv7/AE/Y06Le0j6obdnbQWeJLiPOGHtKeakaEH6ynIPlSs4uLwxgkwaiAUAFABQBpuG5KOZ/IdtAC3tHF1diE4+DWnDLNnk0uMxofBR8YfuVfHuQ3eL4Xy++CLKa373kN/dNICeqX2Yh9UHn5sdfcOytnS0dlDHj4mRqLe0l6EVsbastrMs0LcLr6gjtBHaDVtlcbI7ZdCuE5QeUXrurvPa7VjVXROujIdonwcMp0dM8wD28xnXxw76J0S46eZq1WwtXqam2TtB9qiZ5uG0jGVVGIDAgjgZc6tnUse4Y7h3tKlRtx3mGyx25b4K46WN4I7u6VIsFIAU4x85ictj6owB6HwrR0NLrhl+Ilq7VKWF4CfZ2ryuscSF3Y4VVGSTTkpKKy+gtGLk8IuXcvoxigCy3gEsvMR8408/pt56eHbWPqNdKfdhwv1NKnSqPMupYqjGgpAcIDfnd/wCHWjwjAkBDRk8g47/AjI9au093ZWKXh4lV1faRwJO689psXrBPfLK744oYVLBWHiM+1qRrw05crNVhxhhLxYtXso6yFyDb+yoLhbiG3u2dXLgvIgGTnsGdNaYdOolDZKSwVK2mMtyTJDau8+zbuQy3FjMXYAFkmPIDA04gtQhp761tjNY+QSuqm8yi/wAx92Nv/YzYQSGJtAFlHD+9kr+dI2aS2HOM/Ibhqa5cZwNYNLDBmgBH3v6PIbnMlviGbngaI58QOR+sPUGnKNZKHEuUK3aWMuY8MqDaFjJBI0UyFHXmp/Ud48RWvCcZrdEzpRcXhjRuBvkLEtHImYXPEWUe0rYA9V0Ax2c/CldVpu170epfp7+z4fQVZpWlkZiCzyOTgaksxzgY56mmklGOPIXbcnnzLR6OtyZreQXU7mNsECJcZII/rD7jwjtA17KzNXqozWyK+v8Agf0+nlF75ffzOvpE3dS9h+E2xV5YgR7BB6xFJ4lyObKc49R21DS3OqW2XRktTUpx3R6orLdfbbWdwky5IGjr9JDzHn2jxArTvqVsNv5CNVjrluLit5lguVkQg217ggjks3DkHykX95fGsZpyhh9Y/t/BrprqujGKA4JXu5eVUEjdQAUAFAEVtbaS28M1ywyEU8IHzjyAHizYFShBzkogV9vxetY7NW2LZubss87fa9qX0yRGPq57qf0sFbdu8I9P7f5FNVZshjxZVuzmiEsZnDGIMC4XGSudQMkcxpWrPdte3qZkMblnoXlLszZe2Y+JCpcDHFH7Eqd3EMagdzAjurEU79M8P+DWcarlwV1vNuVdbLYXMMheNGHDKnssh5DiHceWdQc4OM4rQp1UL1skuRKzTyq70WdO2+k+eezEAXq5Wyssi6Ar9Qc1La57uznpGvQRjZufK8CU9W5Qwuoi2ls8rrHGpZ2IVVHMk09KSisy6CkYuTwi/twdyo7CPibD3Dj237FH0E7l7zzJ9AMLU6l3S9PA1qKFWvUbqVGDRfXiQxtLKwREGWY8gBXYxcnhHG0lllFb59IM96xjhLRQZwFXR5Ptka6/RGnfmtrT6ONa3T5f7GZdqZTeI9CK2buVfzjKWzqv0pMRj98g48qunqqo8Z/Lkqjp7JeB3/8A+F4P29/Yw+Bl4iPQAfrVXvmfhhJ/Qn7tj4pI613XtAP+K2/4G/zVz3iz/wCt/f0Dsof+6Mnc+Nv2O0bKQ9zPwH+Nc96a+KDR33dPpJMcNxUv7N1gnQy2z6K8bCQRns5HIQ8tRgZB01pTUumxbo8S/LIxQrIPbLlfsWNSA6FAC9vjurHfxYOFlX9nJ3HuPeh7R6ir6L5VSyuniU3UqxepRO0LGSCRopV4XQ4I/iO8HmDW5CanHdHoZUouLwxt6M9s2ls8puVVX4eJJjkkAD2kA7CeYwMnUd1J6yqyaW3p5DGmshBvceN8N/prvMcOYYOWPnuPrEch9UepPKu0aONfMuWct1Mp8R4RCbJ3lubaJ4IJCiyEch7QPI8B7CdAcdwxg1fZRCct0l0KoWzgtsX1OK+2dNDwGaN06wFl4xgsM6nB19/fU4zjLO15wRlGS6lg9Ht18Ls5rB2w6DjhbtXXII+xJg+TAVn6uPZ2KxdH1+/Ue0k8x2eQ+bF2iZ4I5iMOMrKv0XU8Lj0YZ8qQsjtlgcRMCoHQoA1XD4U9/IeZoAXttx9ddWlpzRCbiXxEeBGD5yEH7hq+vuwlP6L69f0OPrgprpG2x8Kv5WBykZ6pPJDgn1biPqK2NHXsqXryZGps3WMatx9w7S9seOST49mJ4o3yYhyCsvLXGTkZ10IpXU6uyu3CXHqMUaeE4c9SE23uDf2L9bDxSqp9mSDiDr5qPaHpkeNXV6yq1bZcfPoVT09lfMSxbS9mOxZJNog8fUyBg44WYEEJxDsY6e8dtZ8ox94xV5odUn2WZlC1vGOXP0Q7piKP4bKvxkg+KB+bGfnebf3cd5rG12o3y2LouvzNPSU7VufUsqs8dCgBD6TryzISK7uXVB7Zt4QDJKfm5J0VBrzxk9oxTmkjZluuPPm/AV1Dh0k/oKmx7u6kGNkbPS2j/wDMOAzkd/WS6Ht0HFTVka0/608vyX3/AIKYym/w44ODatpFknaW12mbtit+KXB7snCL5YFThKX/AIq/q+CMor/yT/I1WVlaOB8F2VeXQ7HlkdB/+leH867Kdi+OxL5cnIxg/hg38yaTY93gcGxLcD654j+9MDVXaV+Nr+hLZLwrRpudlXQHxmxYSP8ApdYD745iakrIeFr+v8oi4S8akRfw23hbDW15ZP3wzuD+GZc/vVZsnPpJS+a/wV7oR6xcfk/8l27DvBNbxSqWIdFOWABOnaASAfWsayO2TizVhLdFNHdUSQUAI/Sduv8ACYeviX46IZ05ug1I8xqR6jtpzR37JbX0Yrqqt0dy6opitkzBw3O3De9QTNKscWSPZ9pyQcEY5L658qT1GrVT2pcjNOndizngfo7PZmyV4m4Fkxoz+3K3kOY+6AKQ3X6h4/0NqNVPP+xB383xS/4EjhKqjZV2PtnIwRgaAHQ8zyHKn9NpnTmTYpferOEiF3T2r8Fu4Zs4UNh/sNo3uGvoKuvr7StxKqp7JqRc9iBDfTRfMuU65B2ca4SUDzHVt6msaXerT8uP8GuupO2x0weY091UkjbQBpl1ZR6+7/WgBOn2l1a7Uv8ATKfERH+yXAHrM7D0ppQ3OFf1f1/grnLbFyKFrfMRvJ0WN7JC4khdo3HJkJB/LmPA6VGcIzWJLJ2MnF5RYuwulyZF4bqETYH7SMhG+8McPqMeVZ1vs6PWDx8x2vWPpJZITfnf6TaCrEqdVCDxFeLJcjlxEaYHYO/XuxdptGqe83llV+pdnC6EXuRsP4beRwkex8uT7C8/ecL96rdTb2dbl4+BXRXvmkfSKKAAAMAaADsFeeNo9UAFAFZb7bRsob0kWrXl8wUKjAlE0yvs41OPa0BPiKf08LJ1/FtiJ3ShGfTMiI21bzyAPtm++DxkZW0g1cj7C5Hq3F5irq3BPFEMvzZXNN82yx6IibbeOGNxHsvZymTskmUzSnxCjPD6HHhVrok1uun+XCK1bFcVxJgbvbevNZp2iU9jS9WMfZhH6iqu20lfwrP36lnZ6ifV4N69FNy2r3UefJ2/MkVz3+C6R/YPc5vrL7/M3RdGt7FrDehT9VpU/umovW1S+KH7B7pYukv3Oi4h2zbROZxBeQqCWV8OeEc+aqx07+Kop6ab7uYsk1fBZeGhs3E2qlzaK8cQhVWKdWpyBjXTQaa91K6it12NN5GKJqcMpYGGqS4KACgChOkHYfwS8dVGI5PjE8AT7S+jZ9CK3NJb2lfPVcGTqK9k/RkfsveK5to3iglMayEFsAZzjGhPLIxkjXQcqsnRCclKS6EI2ygsRYbG2LcX0pWJS7E5eRicL4sx7fDUmuW2wqjz+RyFcrJcFp7J3estkx9fcOrSY/aOO3GqxrqfdknyrLsut1Etsen31NCFVdKzIp284C79Xnq+JuDPPhyeHPjjFbEM4Wepmyw28Fu7P2j1lls+8J9qGRY5D9UkwOT68L+lZE4bbJ1+f+zVplurTHdNHI7xn+H+FJl5uoA5ZJQpdzyRdfIAk0dQKr3unMewrZTo1y4kf75aY/nw1qaeOdU/Tj8uBPVyxXjzETdXd6S/mMMTKrBC+WzjAIHZ4kCnr7lTHcxCqp2PCJXaPRvtGH+pEo74mDfkcN+VVQ11MvHHzLJaSxeA09DGw5I5riWaJ4yqLGBIrKfaPE2jAfRX30t7QtjKMVF5GNHW025Ir/ey7Et5cSKAFMrBQBgYB4Ry8ADT+njtqivQTueZss3oP2VwwzXJGsjcC/ZTU482OPuCs32jZmah5D2ihiLkWdWcOhQAUAVL0m7yyWd08dtGkUksas9wBmRhqoUE/JA4f46HWtPR6dWQzN8Lw8BHU2uEsRKrlkd2LEs7sdSxJZj4k6k1qYUVwZ+XJ8n0M+xIrKyKQOLX2RxzInG5ONcdrOeQ54zoOVef7SVlmZc/sbGxQhxwVHtRryB/hNu20giama4V19TnKlPtad9asOymtk9ufQQn2ieY5LT3Y2ptO4MRmt4oYsZkdieKTK6cCg+zrg61m3QojnbJtjlU7ZY3LCFfpOv7qW9W0gMuAgISLiyzNkknh5gADnoNaZ0cK41uc/PxKNVKbnsj5DnupDiNVIuomxh4rgtIp01wz8Qxz0Vh4ikrn3s8P5cDVS48fqR3RZH1cd1B/wAq6dR5YAH6VdrHucZeaRXpeFKPkx3pMaCgAoAROl7ZnWWizAe1C4/A+Fb8+A+lO6GeLNvmKauGYZ8inYioYFhlQRxAdozr+Wa13nHBm8Z5Poq2sFjtxHZCOIYyhKll17SAQWPiTrXnnJylmfJtKOI4hwJG0+jW4uJDJPf9Y57WiOg7gOPCjwFOw1sILEYY+orLSyk8uQmb5bqNs9o1MgkEgJDBeHBUjI5nvBpzT6hXJ8YwK3UutoZej89fs2+tu0ZZfAsmmPvJmldX3bozGtG8xaLG2bddbFbzf8xFP4kBrPnHbJodRJVEBe3tn4LC9cc+qkA9UwP1q2hZsj8zj6FfdMx6uOxgHJUbTyCKP41oezuXOQhrXwkIewdvXFm5kt34GIwcqrZGc49oHt7sU/bTC1YkJ12yreYjvs3pguFwJ4I5PFCyH8+IfpSU/Z0X8LGo61+KGBulq0eGTCSxy8DcAZQQW4TwjKk9uNSBS/8Ax9ikumC73yDTKVraMzqfSO4Fn1OzrZMYJjDnzf2z+bV5zUy3WyfqbVKxBIYKpLQoAKAKO6bR/P4//wAdP+5LW17O/Cfz/wAGXrfj+gqbp2vW3tsnYZkz5BgT+QNM6iW2qT9CihZsSPpuvOG2BGaAM0AQ8uycXyXQA1haF+/5QZT+TA+YqztP6ez1yV7O/v8ATBMVWWCZuoeDaW0ou9o5B95Tn9RTV3NNb+aFquLZr5Mc6VGQoAKAI3eOz661ni+nE4HnwnH54qdUts0/UhZHdBo+cVORXojFOu1uZ8hInm4joqoz5PgApz7qhKMOrS/QkpSzhNk+thtlRxAXwHhJLn8PFn8qX36Z8d0t23rzITaW1LiXCXEsr8BPsyEkqeR+VqDV8K4R5il9CuU5S4kxz6Gpf5xOh5NEDj7LY/8AkaT9oLuRfqM6P4mvQet0CfgMIPNGZPwSsn8Kz7/xGaCGSqjor77/APDrgd5A98qirqPxEcfQQOnJv51AO6I/m5/wrR9m/DL5mfruqODos3RjvZJJZxmKLA4M442OTqRrwgDl25HrPW6mVSUY9WQ0tKn3pdEQu8ItP5RbqmBtetXPVqcBdOsCjTI+VjGh0xV1Xadh3viwVWbO146D9vru5ZXdg1/ZKilFL5jXhDqp9sMuBhhqc4zkYNIae62u3s7By6qE4b4lPtyrYM1dT6o2XHwwxKOyNR7lFeYk8tm9HojqqJ0KACgCi+mmTO0AO6BB+85/jW17P/C+pl619/6EX0XxcW07fwLn3RtVmteKGV6Vf1EXtt/ZxuIHjV2jfGY5FJUo4+ScjXGdCO0EisSuW2SbWTVnHdHBB9Gu257q2cXP7aGVomOACSoB1A04gSQcd1XaquMJrZ0ayV6ecpR73VHUN7YxcTW5imd4nA+KjZwQVDDJXRTrg5xyqPYS2qWVh+p3tluccM49s79LE3VRW08lxjPVFCh4QM8WcHIwD8nPI1OvTOS3NpLzIz1GHhJtm243t47GO4t0zLOwiijbslYlcHHYuGOe4dlRVGLHGXRcv5A7s17o9X+4ubqtLDtqWKebrpHhwz44QWwjgAdwXIpm7bLTKUVhZKanKN7Unl4LOrOHgoAKAMMM6UAfMky4Zh3Ej3GvSReUmYb4Za3R5BDZ7Oe/kXLNxkkDLcKsVCr5kZ8yM8qytW5WXdmh/TqMKu0Zyjpc9rW09jvEntY8uDGfWp/8c8fF+hH330/U9dK1hFLbw30YHExUFsYLI6krnxGnvNc0M5Rm639s7qopxU0QfRE38/PjC/8AeSr9f+F9f8lOk/E+hY26+ltKO65nH/uGrNv+JfJfsaaGKqTos77/APDrj6pB90it/CrqPxEcfQQOnJf5zbnviI9zn/GtD2b8MvmZ+u6o29Cm2Y0aa1kIVpSGjz84gEMvnjBA7cHurntGuTxNeAaKa5izvuehuMuTHdMkedFMfEQO7i4hn3VCPtKSXMeSctEm8pndvULfZWyXs1cs8qsihiOJi59tsDkoBPhyHM1XTv1F6m/AnZtqq2lJNyrbMtdT6o2VLxQRN9KNT71BrzEliTRvR6I6qidCgAoA+dOkjaAn2jcMuqqwjH3AFP7wat/Rw2VJP5mPqZbrGe+jC5Ee07ctyYsvqyMB+eB61zWrNLDSvFiPoisE2CJ2NswQS3RAwJpRKPMxqre9lY+tTnPckn4LH6kIxw36kdt7e2O1cxpBNO41YQoSFJ11blxHnjXnVlVDmstpfMrsuUHhJv5Cy+9tuLr4Z1F085QRCIx8PVKDknPzixJ/07WVp5uHZ7ljrnPUod8FLfh56dCe6tZpLCaGF0jaaWWRShHCxgcZcclPF28iT25pfO1TTfOEv1RdxJxaXGciIm0gNvdbnT4SY/eOprQcP/i49M/3FFP/AORn1/guqsc0woAKAMOcDNBxnzHK+WJ7yT7zXpEsLBiPrks3o321by2rbPuSo+UFDHAkVyWIB+kCTpz5Y5HGZq6pxs7WH+h3TWRcOzkTCdGFip4iZSo14WcYx4kAHHrVXv1r44/It90r+2LvSjvHDIkdnbsrKjBnKYKjhBCoCNDjOuOWAO+mNFTJN2SKdVbFpQiR/RCub8nuhf8AvJVmv/C+v+SGk/E+hY2639GkP0rmc/8AuGrNv+JfJfsaSGLFUnSB3pgL2N6g59VJjz4Mj8xVlLxZF+px9CvemP4yGwnHJkbX7Sow/jWj7PeJTiIa1cJlYg1qGfkmYt7L5V4Rdz4+2x/MnNUPTVN52ou7ezpkibi4eRi8js7HmzksT5k61dGKisJFUpOXU1104fR3R5eibZ1s2c4j4D5oSh/SvO6mO22S9TaolmtDHVBcFAETvVtcWlrNOcZRTw57XOij8RFWU1uyaiQsnsi2VNcbFLQ7Msfn3Tm5mPb7QGD5iPj9RWnG3ErLfCPCEHDKjDz5YnbXhFtdypC5IhlIR+RyjaHzBHPtxmna27K05LqhWa2Te3wL43H3wiv4hqFnUfGR9ufpL3ofyzg1h6jTypl6GtTcrF6jRS5cc96JOA9SV4/m8eeE+BxqM945dx5V1Yzz0OPOOCK2fcX8jgSwQwID7REhkZvBQFAHmfdVk41Jd1t/TBXF2N8pL6krf3awxPK5wqKzHyUZP6VXGOWkiyTwss+bfhTdZ1p+Xx9Z97i4v1r0W3u7fTBibud31Ppa2mDorjkwDDyIyK861h4NtdDZXDoUARe8951NpPJ9GJiPPhIH54qyqO6aXqQtltg2fOYFehMUCKAPRYkYJOO7OnurmEBiugWD0NRfH3Eh5JEB+Js//Gs/2g+7Feo5o/ibHvdBf5jATzcl/wAcjP8AxrPv/Ef30NBDHVR05WjBZ1PJl/0P60AVZvXbGTYUJOrWsgjb7jNAfz4TWnp5Y1L9f9imqjmrPkVXWsZQUAFABQBb/QftbMc1qTqjCRB9VtGx5EA/frI9o14kp+ZpaKeYuJaVZo8ari4SNS7sqKBksxAAHiTpXUm3hHG0uWU/vVts7ZvIbK2ybdXyzajix8p/BVXIGeZPiK1Kavdq3ZPqIWT7aahHoT/Er7wgDlb2uAO7TP6SVRytJ82W8dv8kJWwNnpLszaVy6Kzhl4WIBKnPExB7CeLspy2co3VxTFq4qVc5MaNgblWjbNguZXeCUIZTcRvwsoJLDPZouB30tbqrFdKC5WcYL4UQ7NN8PzG/dXr1RWlvFuYZVBhdojHIcjiGddfZ11AOlKXbc4UcNdecoYryly8muHfa3SRoLs/B5kOCHB4GHYyvy4SNRnB91S92m47ocr0I+8RT2y4ZJPvPZAZN3b4/tU/xqvsbHxtf5E+2r67kV90hb9xTxG2tSWViOskwQCAc8K51OSBk8sd+a0NJpJRlvmJ6jUxlHbEretESL46OdqLPYxAHLRDq3HaCug964PrWFqq9lr9eTW0091aGely8KAEDph2pwWqQA+1M+SPqJgn97g/OntBXmzd5CmrniO3zKfrXM0KACgAoAsfcMGDZd7cdrZVfEhMLj77kVmat7roxNDSLEGyxdmW/VpDCOUaKv4VC1nyluk2OknUQOefRlPofX/XFAClLs7rDtOx5davXRZ7OtXBPpKhPqKZU9uyzy4/L+Cucd0WihCCNCMHtB7K9B8jEawYoOBQAUATO5+2zZXcU+vCDiQDtRtG93MeKiqNRV2tbiXU2bJplw9JG1bxLeE2GomcIXTVvaA6vh7AG19rs0781kaSFbk+08DR1EpqK2eJH2HRmZUVto3dxNJzKCQlF8MuCSfEYqyWt2v+lFJfIjHTZXfbY47A3ctrJStvEEz8ptSzebHU+XKlLbZ2vvsvhXGHwo8ndyD4U12oKzPGY2IOjAhQCQe0BQMjFHay2bPDOQ7OO7d4iNFuxLYbI2hFKVYkllZCSCvCgBwdQdDp+tOu+Nt8JIXVTrqkmMu6+zYbvZdpHMvGgjjPDkgEpyzg6jI5HQ0vdOULpOPmy6uKlWkyW3i2Y88QELiKWNlkiYjKhl7GA+aQSp8DVVclF95ZXiTnHK4MfyUtzEnw6CBpAPaA9tQc/NZgGxy/150KbhL+m3g5sUl30hb2dsuylvHht7K3aGEETSsvF8YeSJnQka8X+8sTstjWpSk8vovTzKIwrc8RisLqMr7sWRGDaQf+mn+FUK6xf9n+Zf2UPJERtDo6sJeURiPfGxH5HK/lVsdZbHxz8yuWlrfhj5C8Nwr2ycy7PuQT2q/slh3HmjevDV71ddqxbH8in3ayt5rZ0Ha231HEbSEjuHCT7hNn3VHs9I/+z+/od36n/wBV9/Uktxt5Lu7kmW5iSJYgM+y6txk6A8bcgASdO0VXqKa60tjzknRbObe5YwVpv1tz4ZdvIpzGvsR/ZU8/U5PlitLS1dnWk+r5Er7N82/AX6YKQoAKAME0AW7bWXVWlhZkau4kkHguZnz98otYsp7rJ2ffka9UNsFEdrDUlvSlC47aANVymVPf2UALu35OqntLzkvF1EvgkpAUn7MoT8Rq6vvRlD6r6fwcfmVB0m7G+DX8mBhJfjU+8faHo3F6EVsaK3fUvTgyNVXsn8xUpsXCgAoAKALe6IN7A6ixmPtLrAT2rzKea8x4Z7tcjX6fD7SPTxNLSXZWx/QtOs0eCgAoAwRQB4t4FjUKihVGcBQABk5Og8STXW89Qxg2VwAoA02tpHECI0VAWLEKAMsdSTjtNdbb6nEkuhurh0KACgAoAr/pS3nEEZtYj8bKPbI5pH/mbUDwye6ntFRvlvl0Qpqrtq2rqyoK1zNCgAoAwTXDpK7p7N+E3cUZHs54n+yup9+g9ao1Fmytstpr3TSLStZuuu5pfmxAQJ9rRpSPXhX7tZEu7BLz5/wa3iOVnHwoBVJ030AFAEXtHZ6zxTWz/JkUjPaM9o8QcEVKEnGSkvAGIG+Fg99szrGH87smZZQOZ4cCT0K8Mg8POntPNVXY/wCsvv8AgV1Ne+GV1RUNbJkhQAUAFAHuCZkYOhKspBVhoQRqCPGuNJrDOptPKL56Pd+UvkEUpC3KjUchIB85fHvXs8qwtVpXU8roa1F6sWH1C+6TbOGRopUuEdThlaMZH73Lx7aIaKya3Rxj5nZamEXh5NI6WNn/APW/9Mf5ql7hd6fmc97rJiXfO2WyF9iTqSeEDhAYnjKaAkdoPbyFUrTz7Ts/Esd0VDf4EF/4u2P0Lj8Cf/ZV/wDx9voVe+V+of8Ai7YfQuPwJ/8AZR/x9voHvlfqbR0rWP0J/wAKf5657hb6B75X6h/4q2X0J/wp/no9wt9A98r9Sd2bvXBPayXUYfq4uLjUgcXsrxHQHHLXnVE6JQmoPqy2N0ZRcl4EGelSy+hcH7ifxer/AHC30/Mq98r9TCdKdoxCrDdMxOAAkZJPcB1mpo9xsXLa/M573DwTO7evfVLSAHgIuJFykL4yme2ThJAA7gdTp3kV0aZ2Sx4eZO2/ZH1KSu7l5XaSRizscsx5k1tRiorC6GW228s1VI4FAHkmuHcHkmoNkkh+3Oh+CWcl2RmWXCxL2nXCD7za+QBrO1M+0nsXRdR/TQxHd5jtuts7gVI854Rl2+k5OWPqxJpKct0mxsb6gAUAFAGi5U6MOa6+feKAF3arC1uUux+wn4YrjuVuUUh8Mnq28CvdV8O/Db4rlf3RxlP9IW7JsbohR8TJl4j3DOq/dJx5EVsaS/tYc9V1MjU1bJegr00LhQAUAFAHuCZkYOjFWU5DKcEEdoI7a40msM6m08ofbXeS02iiw7UHVzKMR3aYB8n00/u8/k86z5UWUPdTyvL7/wBjkbYWrFnXzCDoquWnVRJG1u3tfCEI+T4LnPEezmPGuv2hDZnHPkC0ct3Xg5ekbeGKTqrK0/o1sMAg5DuBw6HtCjIz2kse4mWjpks2z6sjqbU8Qj0Ru3CniNrfRiAdYLSVmmJJJGMKoHJQO0jmcd1R1Sl2kG3xlcEtO47JLHOBi3WSOSyhR1ZIPgs3Wo0PsOwI+N67GARrgZzr4aLXuUbXjrlY56emC+pJ1rywcezRO2zLiOeLg4bQSQ5jQRFAMhw65JnbXmewHGpqye1XxlF+PPn/AKKo5dTUl4ceX+yU3ytF+C3CRcSQwxQumY4+qZSf6t8cXWHmTntAx21Vp5PtE31bfjz9Sy6K2NLokhX6PN5VtJmjm/YTYD55KeQY/V1IPhg9lN6ujtI5j1Qvp7djw+jJLavRnN1/83dPgze0Hdv2a88HtbTkRzHPHOqq9dHZ3uv7k56R7u70NUm1rPZgKWOLi6xhrlwCqd/AOXu07y3Kuquy/mziPkc3wq4hy/MS7q5eR2eRi7scszHJJp6MVFYXQWbbeWaq6cMGgDBNRySweCai2SSJHdzZJup1j1CDVz3KOfqeQ8/Cl7rezjktqr3ywWKjCe4HCPibb2EA5NLjBx4IvsjxJ7qzH3Y89WaaQ/7IteBBnmdTVJ076ACgAoAKAOC6tUdXhkUNFICCDy1Go9a6pOLygFC72R8Khk2XdN8dEOO2mPN0Git4svyHHaDnt0ajZskrYdH1X3+hTZWpx2spXaNjJBK8Uq8LocMP98weYPca24TU4qUehjzi4vDOapkQoA9wQs7BEUszHAVQSSe4Ac642kss6k28IatodHV/FAJzGG0y0aHidB3kDn90nFKw1tUp7cjEtLNRyKVNixM7v703VkfiJSF7Y29pD908vMYNUW6eu34kXV3zh0Y0He7Zt5/xCx4JDzmtzgnxIBDeh4qV92uq/Cl9GX9vVP44mYt3NnSZ+B7XMPGMFJvZLA/NOseR4EGuO+5fiV5x9+p1VVP4J4PQ6PbooY4doW7xH5gmcKfNVBWu++V5zKDz8v8AQe7TxhS4Ogbh3YjEb31usQ+YZpOH8JAWo+917tyg8/IPdp4w5IxJsC1jQJdbYDIvKKHL48hxMB+Gjtpt5hVz5s52UEsTmc/8sbLtv6NaPcuOUlyfZ8+Hl+6vnUuy1FnxywvQ5vph8Mc/MiNub03V2OGWTEfZFGOFB6Dn6k1dVp66+UuSud059XwRFuoLqG0UsA3ZpkZ/KrpZw8FawWXJuWl5cBo8QWESBVYaNLjJZl4uwkn4xueNM86zI6p1w55k/wBB16dTlxxFCbvlFaLcEWJJiAAY6lQ+vyWJycgZ8wcZ7HNPKxw/qdRe5Q3dzoQBNXNleDyxqDZJIxFGzsFUFmY4AHMk1ByS5ZJLLwiw7Oz+BwrbREG5m1d/oDkW+yvJe8nzrMnPtJb30Ro1V7I48Ry3T2QoC4GEQYXPae0nvOc+ppaTbeWXDgK4AUAFABQAUAeJYwwwaAIbbeyzcoAG6u4iPHDKB8lv4ow9ll7QfKrK7Nj55T6nGhQ3l2GNrRMwQQ7Qt/ZkjPzu0DPajalH8cHtw3Tc9PLzgxe+lWrjqU5PCyMUdSrKcMpGCCOYIrZTTWUZLTTwyb3U3TuL9yIgAin25G+Sv8S3gPyqi/UwpXPUtqolZ0Lo2Duva7LhaRUaR1Ul5OEvIw7QqqNB9UepPOsa2+y+ST/g066YVLKOnczb73sD3LII4zIwiXmeBQASx+kW4+WgwBrzPL6lVLZnnHJKqxzW4+f3Rrq6IQZeeY8I8XfT01rdTVdfPgjIa3z48WTO9G4l1Ygu4WSLIHWIe84GVOoJPmPGqadXXZx0ZZbppw58BXzTYvgKAMECg7lkgiDA0HKoZO4R7rh0AMkAak8gO2j1AZtkbh31xgiLqlPzpjw/u4LflStmrqh45+RfDT2S8Bo3b3IS0uk+HKkgfSFgcx9YMnhdWAPEQCVzkaHtxSt2qdkP6fHn5jFenUJd/nyGjfHYcl31aC5MVsM9cigZbu17ueh07cGlqLY15e3L8C+2pzws4XiI+39r27R/yZs23WUN8pwMjIPygfnMP+YTgeNNVwkn21rwLzlHHZ1oT94Nhy2bKsuDxLkMuo8Rk9oP6ima7o2LKKZ1ODwyI5nA1J5AVJyOYHnYezBYoJpV4rh/ZjjHMZ7B9bvPYPXOdbb2j2rp4jtNW3l9Rl3c2O7uS54pHIMrjkB2Kv1RyHqaWnLPC6DCRYttAEUKowBUDptoAKACgAoAKACgDVNFnUaEcjQBC7Z2U0xWaBhFdxDCsfksvakg+dGfep1HjZXZjuy5T+8o5gUt4d34trBiqi22hEMSRt87uyR8pD82QeR7g3TfLTvnmDFrqFYvUrG2urvZtweEvBKujKeRHcRyZT6jtFabjXfDzRnKU6peRPbO6Tr6OdpZGEqN8qIjCgfUI1U+/PbmqZ6CpxwuH5l0NXNSy+S39t3wj2fNMF6v4hn4dAQzITrjt4j76yK47rFH1NGcsQb9CsuhbYXWXD3TD2YRwp/aMNfcv98Vpe0bcRUF4iOjrzLcxt3o2h1+1bKxXVY26+X7SqWQHyxn7y0pVDbTOzz4QzZLdZGC+YybW2VbXHWRyQxO4TOWRSRxcQUgkZByp91LwsnBpplsoxl1RTnRtuYt+ZXnLrCg4coQCXOuhII0Gp0+cK19ZqnUko9WZ2noVmW+hI769GyWkIlhmkkLOkaRMqksznAAZca8+yoafXOcsSRO7SKKymTWzOjKGKISX85XABYKyqi+BZgc+mKpnrpOWK0WR0kUszZ1L0ebPuYy1pcNppxK6yLn6wxn8xUPfLoPvr+x33aqS7jO3o42atuZ7eWKMXELA9YAMvG4yhDEZxkMPCoaubniafD/AEaJ6aGzMWuUdG0rHakl98XOsVorKwwFyRoWUjBLHORqQNajCVEauVmR2UbnPh8HH0s3cvwYJFE5XjV3lXlHwnI5ag5wc4wMc6lolHflv6HNW5bcJGzdHeZb63KyYMqjhlU8mBGOLHcw5jvyKhqKXVPjp4E6LO0jz1IDae2LPZatFaxhpjzGc47uNueB2IPy51ZGFl73TfBCUoUrEFyV5e3s93Lly0kjHCgfooGgFOJRrjxwhVuUn6jXsnZMdkFlmHWXDaRxrrg9y+Pe3IfqlZc7eI9Byqnby+pPbF2VJNLxvhpSMZHyYl+iv8TzNLSkuken7l5Y+zLBYUCr6nvqB07KACgAoAKACgAoAKACgDVNFnUaEcjQBEbX2QlyVJYw3Ef7KZPlL389GQ9qHQ/nVkLHDjqn1RxrIubbtYbrhttqxiKblDdJojn6rH5LHtif0zzDFcpVvfU8rxX3+5VZXGaxIrTezce5sSWZesh7JUBwPtjmvrp41p0auFvHR+Rm26edfyOWLey6FrJZmTjhcAAPqUAYH2TzwcYwcjuxUvdq96mlyiKvntcWWR0eb3bPt7JYTJ1ciKzyBxjjbm3CeTdwGc4A0rO1WnulY5Yyn0HtPdWoYyRfRPI13tK6vJPlcBPkZGHCPIKpHlVuuSrpjWvvBDSvfZKbHHd/aXWbV2gnYiwKPuqxb952pO2GKYPzyMQlm2S+Rou4ksIbXZ8J9u4lCk9pTi4p2/DlR3ZHdXVm1ysl4L+ED7iUI+J0b3Xyi+2ZCx0aZ39ViZU/ece6uUwbrnL0X7nbJLfFMi+mZHNrCRngEvt92qkKT66eZFW+z2u0fngp1mdi+ZA9DPH8Kmxng6r2u7i4xweuOP8AOmPaGNkc9clOj+J48hk3h2utttm11AEkXVSeTuerJ8nA9CaVqr36eXo8/wCS+yxRuj68GzpOmnSBLi3lkjaFwW4CcFW09ocmw3DzBGpqOk2ObjJZyS1W5R3RfQg9n9JsZhPwlGEo0xGMq/iMn2fEH86ss0UlLuvghDVJx7y5EC+2wOvaa1Q23ECMI3YeeNBjOmg5EaU2od3bJ5F3LvZjwedjbCmujlBhM6yNy8cdrHyqNt8a1ySrqlLoNllDFa5itV62fk8jcl+0RyH1Bqe3vpGc5T5nwh2Fah0JvYOwHkcsSXc6PKw5D6KjkB4D1qmU88LoWFhbN2ekK8KjzPfUDp2UAFABQAUAFABQAUAFABQAUAeJYgw1oA47y3V0McyCWNhghgDp4g8/Ouxk4vKAhV2bc2ozaOLiD/y8ze0o7o5TnT6j5HiKu3wn8XD81/df4I4FXaO6uzb9ysRaxu+2F14cn+zJww8YzjzpqGouqXPej9/fIvZpoT5XDEvbvR9fWuT1XWoPnw5b3r8oe7HjTtWsqnxnD9RGzTWQIjY23rmzLfB5WiJxxgBTnGcZDAjTJ99XWUwtSclkhCydfQkt3N857S5lueFZXmz1nFkZJbiJHDy18MVVdpY2QUOmCdeolCTl1ySdpvysm1EvrpGCIhVI4yG4PZI+dw51ZyT41XLSNUOuHUsWoTt3yOfpF3oS8uo5rdnCxxrwkjhYPxFifP5OvhXdJp3XBxl4kdRcpyTj4DfsnpSjaIJewFjjDMgUq+narEY8tRSk9BJSzBjENWmsSR7m6TraFCtnaFT2AhI0z34TJP5edC0M5PM5f3B6uKXdRW21dpSXErTStxOxyTyx3AdwHZT8IRhHaugnKTk9zNu194bm5/bzu4+jnC/hXAJ8cZquNUIfCiyU5S6s27N3Yup8FYyi/Sk9ke46n0FV2aiEfEnCmcvAn4NgWlqR17G4m7I1Gf3BqfNjilJX2T+HhDUNPGPXklGjnnwrfER8hHGfbYdxYaKPBffS+Yx6csYGfYW6oCgFQiDki/x/3mq22+WdG+3t1QBVAAHdXANtABQAUAFABQAUAFABQAUAFABQAUAYblQBxWXyn9KAEnpo/o0P9oKd0XxP5EJDrsP9hF9gfpSc/iZJFR9NH9JTy/gK1fZ3Rmdqyua0xEKACusCQXkPKqmTA1wEeTUJFgzdHn9K9KS1XwjWm+Ise++S32T+lZvih/wEbcfncfapjUdERQ87u/tT5UqSHVeVAGaACgAoAKACgAoAKAP/2Q==)
![Resultado de imagem para ec novo hamburgo](data:image/png;base64,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)
![Resultado de imagem para ec novo 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)
![Resultado de imagem para real 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)
![Resultado de imagem para 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)
1ª rodada
Aimoré x Novo Hamburgo dia 11 de agosto às 15 horas
Real SC folga na rodada
Escudos
Grupo C
CE Lajeadense
EC Avenida
EC São José
Grêmio FBPA(Sub-23)
SER Caxias do Sul
Avenida x Caxias dia 11 de agosto às 15 horas
Lajeadense x Grêmio dia 11 de agosto às 15 horas
São José folga na rodada
![Resultado de imagem para ce lajeadense](data:image/png;base64,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)
![Resultado de imagem para ec avenida santa cruz](data:image/png;base64,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![Resultado de imagem para ec são 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)
![Resultado de imagem para 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JDFx0bcz+G+IdVOMMB9DSb0QKLsBy4GTaxUpe/jnJKMtQYFyxTMRxzhkRI/VOaHoZkln4bMQ7xPdCt4DnwoT3jkKyY2sgPE62LGSz8fzc1QzIKUHkY/sG+h6GFBcwZw3nHASbXKEOdPzXAN+lhSNS3a+Jy49DuZ8mQTN/6EqQMHS1LCMJzPvZw4DAc8NKB68rLEHWZWwRIJFHPkCGhhX9iekGZtjm4tVDLBKy2UiRDGIi4HlapYUs9DBtSpRSnGvtaFlLqaBr8E08ICg6q6evT1MroCYUzxIHYpS21LbeHoS5VyiQGFTXqvJSaRrYWMkMhM1L0ZUjjkQiGDdpU+NpY2Z9hSmshW/wcrTQmQ9tV4wzVVlfAQmBokedRja18GEoxBkPJkdKUFl/22pAEH/SClBbd45D5iJxhoLUgSuMNyV53fRiipjFcD89569J6bbLnTbwLFmYszjY28DyMokeX0qXN1WiG6PvM0E0B/9bDkLi+rkQY2dSClhk7YKok9bxB0i1Oi/TaVqoL3c+i1x6S1QM8egphCJ3Uw4aOFR+GpLtcyUwSpaKR5NFTsjUnfFVVy5ENeUywpe0ei89FOoqhhU0s54Qel/xSw1vpWqW1Kk4EnDDZprFemjmtznWFuqbMC/CPnowYDDEkW9RowV6GJHyR3Dai5MiQYFmMpAcuzKVMFCnZEAYFGZp+DHX2hqIYYhtR1njOQ2JIJEcTplHJCNBIVA4fe0ryI2xaipRNJPpDm9GqFjTt5scQh0qNMyy1JUwFhiyHhI6LTwRMBp3BRcciXydhZepsInARMsIdmgwp15fzzmbEUiN+DHsSw5wmwW6ew5DNbg4CGNItuTl9Nl8sOuywO+oEsIxw4hWKvP9pu2eeb4wCGGLP1Kb+mShbITsM2/RF9QMYCqu6nBOITRptsKx+KemOS50VUgqgWC0FMCQ7djoxGLLXrwQx9Jl2MVnWBl5kbZ1i3gKkU55dkw/eGmBMVWSeopAat3K0rb4MB+QN1J3upvGDL0Nl6poAdephs2vJVwov6JoqIf1U5x5gGQSrZxYhTzMuFoumME3fLiIWytYsemBadin2D+I9dOEb9DN82wRRKMAHJ5fa5Tdj5IyRk7RJP0PKvXZJ3fetVW9YsDrKU6IE5/T2VlZLnJ5D+Uq3xpQvvQxeAH1MoFDDm06+ZAgkAN2FTVRlRwGYDvAUUqyEzm7F0CGQxYoh3E6ZxXITZd3uLDez7aBuY7C1zrqtefIFbRSYGmZBbFKAmUi3ck9pbwajsml4BUlTzUbV6vtvU4kD3rA0ey74EuFkC7a6qxiX5Km97d5rSxFMuFJtQ4QM8GmiFbTNZewLVQFpVtCmO6su2Sro9na8v6do9rp7rUXJZhU0viP0RkN26LhwaiWgR6COlvEZgmhBkL1ORZDseoKxFFebLofpTlZR6zF1LDo00AFpdz6By9BgH6KwHmRxJK4ea80+Ngo0adqdOg32uqIX3S0yOzWmOIsckRgRgISl3gtcA5c01s6uBhXPdDu76CZpsxqh2vjOLt/4bC+A0Y/endfKfHeeVg1bmEx254G3kP6cQVAxONlsBHsfC7bD8hF3WCbXNbDDsnJFhcAIcTPQBsLA6YYVFxOQ5grdJTul44/vBE6+h5Tukp2wXbKBMQ32HDgJWRw6AKE2Okam//CfkTmDO35CnbzTeS/wnc55utVS93d1+E7nbLar81e19amrTQT0XDiBbyKpmiKdFy6y2WFneqo3cvvMwm51eqi35is5WBAYlWzUN5hVdAJVbyduiTjJR3lLB3+QqGROVDG8e/jZhICnTO2QA+nEAXZSss+GdexCcJUTzsi4UeOHbLjVaYloUPd5x9KpER1lsWz1LduxXW5xQNsN7KOdhtLkmlynRrAzlj3diCIAibCsrodwTkqRdxOckZM/PAe4SCd/dKgktW12W3CxIJ4rgTJsnc5doV3QyR9j2Rbzkz9cLygFwDKhOh2KFZHpkMu8B9LpLSLDM7DPsMCjD4Km9AeuTvCe3kIP/9DEKS9yKh6fLM8EYHjIAiynpja+/ugTeDq2dMKW0rbSnSktAxiaGrgipnLWkM2Z76F0E88JPDhgIEl2muHxifDC0LHhS4ZacU9R6lC5Qn0BLpai9EswzTlUCqq8idf/FKUJPUWJ1YwTGRoXq4yASXfxJCySZY5zElZHmQ3hsuO2Ui/PUThhC60KM1uzalM6WC7olDty+ptKdSo/CSv1TnwJ4FwkO83MGYcFux9s9c7W1xJbLubJAkpj5dU6/AFMqmR7OiTOZ41Y4ThteRHvRLoOJQEMG8rayNGtZqrSrlY34kAMOVGzQg712bDVivB2sj5PGLMYdFEJtjD0NM6Kc+eDw/Bs1QbJogx7igWDq+1oi+uQAumh3jNiCqEx68zvn2kzOcW9khGH0AradE51OsZCcPg/ZTgDa6MJewejToY853Wjusv+kNayNGriH+XdGJEIrtHr9Ujn9bAfdLy+bDji8Z3PsWhykey0SVQFqbaoBwDllCiJWuRFTq4j2+Ig8phddoAp6NHpIQ7Yr0Gmb4Fm8Kin7A4dfyprYEIx7knJe3di9EnJE9KKNwfQowwNZyhG3RmQ3zeXEfe064MNQgLLMbRPfmI5VTQbRxscBOB403MAI4/V3+vU+ahjkpmaGXDX+0BQwaq1SQ4i6jho9+GCYYi+OYAQxLnow96LRK63ILmDKIp73P7gDQx9i0I12oooKy1Q2/SJFomyivFv8Ih6V2QM6kLdB0RdeI9RGjVm9vsunjeDIdz6EKbehRlURJNkUTfp3McpMMIhzeeFa2ZSHIGxB2ZCL0Z4N5U4dj/c1ldoJPaEBKlZXGR2o1UowYl4o9XTXRKIFNs0QAvXNylvJWMzBGgm1k94YTdSbLKb5cIpht8sF0pQvlnuaa95JGlomuy6CJXUymOwfg/LhDhXfpFsafuJ77Ekq9uZexESEE/y9yH3Hz4EX4DIr2oldy0uD3BnRzjIql62aPgiIO82eRDH4e78zsa5eEvn7iZAACbXtOuJjsliJnRf4BphpclOkrjx6Y3JA7/n4u7y+uGK3SCff3i8ueWXsL734civ6KSbHw5wJUkMaGSG1qLiQw8R9uGHd8i7rsudVJx74z39WLlidnSMk3Pro116TAToVLjxWKDAFP3FY9BYm/Cp3oAbj+kS+v4RL64ukkMfNmxznHhrNfmL32W/EknvrdXcvDTIaozj3iFfI295zbOXVFZpB4bfMks53gsXsVeu+K3cJpnnWmR0dn5y0LUEcz6LAEtqyJ0Nu8hUB+FIzcJ74ahrfnv8LIuTiVPCINpOWTrzuURP3oa7rCLHR3zgwpkLKJBZ3+YhExZ7oEzXSG+k2O36r5j8QDj/Ei+3zvXocqjt0S5V92BEJ/i7gmeFNiJGL9r28eFGIKgVWGFPdv1vHGhVuhKl3xO9q/NLYOm5Od7hZlvF+wvRqzMHtP862U4PZgC+Cq20ld/97u7y/hHcmYoAdGyubcdG9lmHbI3w/JkMQBnOXQbzgtdNrp1f3N5eIm5vpQvkGcpbtvlo8Sz5Iap8g1Rnv3PLNd05ar7/hIFuAjScJcztWc+MowyNctVZxHK6fcIb1BPCrAsbbBabaiPk5HKj3Nu2hIVW3caTR4HJ4IwoonvmsHtwXDS0GkLTzLI+WlnLhbQMuL86ooe9P8p1361S67X/EabrbiYXRzwx1OFsHmdrZru/ena2Lz7U8upsGXw+8mKzDRumfxsYanG06bRP12suqqVFy9LNyGsF/m6oOTh2U17wghe84AUveMH/Gf4HydAVJLzuv5YAAAAASUVORK5CYII=)
![Resultado de imagem para ser caxias do 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)
1ª rodada
Lajeadense x Grêmio dia 11 de agosto às 15 horas
São José folga na rodada
Escudos
Associação Nova Prata
SC Gaúcho
SER Cruz Alta
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