All ASC members and friends are invited to shoot archery. All ages are invited.
NOTE: Neither Broadheads/Hunting Points nor Crossbows allowed on any archery range.
The monthly shoots are held on the first Saturday and the following Sunday of the month.
For Saturday, sign-in at 8:30AM, shoot at 9:00AM.
For Sunday, sign-in at 1:00PM, shoot at 1:30PM.
All 3D shoots will consists of "one arrow" shot at 30 targets set at varied distances
from the "Class Designated" shooting stake. Shot scoring will follow the "IBO" scoring
system for 0 (miss), 5, 8, 10, or 11 points per shot, thus a max of 330 points for the round.
For more information related to ASC Archery please contact: bow-and-arrow@sbcglobal.net
Class Designated shooting stakes/distances will be determined by modified ASA rules as follows
:
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+Z6zAScmLIj6FsfQ5fBwEDPwPBBwDg3qyj6d92017J8bevDT5MtPMb3AcEDPwMCBgAgLvzmv24gZ/WRMwNLgs+zFNUM/tyNxAwAAAAAADQDQgYAAAAAADoBgQMAAAAAAB0gypg/C0LefHixYtXry98Pi9evHjx+uTrYwIGAAAAAADgjiBgAAAAAACgGxAwAAAAAADQDQgYAAAAAADoBgQMAAAAAAB0AwIGAAAAAAC6AQEDAAAAAADdgIABAAAAAIBuQMAAAAAAAEA3/JCAeYR5lL8OOoXFOGacH1+6TmhhmdI21dttCVPW1sUTGzZyItt3lK6/xG/Zbdrmdh8ehiEM4xyufSJLmJxfH56E8Tzm8fB1LVN+PriYmj76CV8Bt+KyuPOYwzgMYRjGcJkrPy3uRM/hBxzT5ruN9vHj0tm0xZ13fNRjHm+bV/yGgNmcQqmxfysR7B0ZRFRnvLX9vQSMde3Hktvfslv57BJnLfv6lwWMbJNjAmZv3x/IE25DdR9FwPwUl8adiwXMuXHnlwWMjLUyDnxXwGTXd9BHre1717ziBwRM1NBJJ4sNYG3U30oEuyZKVNdm3R1M1ElvKGD260yDVOwg2+zvt+zWG/2UQeaTAkbG8P06301GEDCfpqmPImB+h6vjzoUC5vy489sCJrnnbFbrcwLmuriDgPk67ojnMglDMxJBZQbHLA1xEqds9OMHOv1lqI5+7dSv95Sp8v2ZKyWFqkPa7WNrv6RtxUhIMWG2Hc96TZqz8EsWbAHjOt347+MUprH2Hr7L3g7j0wai690c7qj1+3zUShc/pTZPrqbYnvH36P4ov679XNpIG4nytTT2UUPAZP4+syGv3devk7HnwtIiKHN13FHOrwqk7Dwln3BF3HEEjHwGwvZ7jDv7NY+ZOF3/tsUdt63S5/WJuKP7KM//aEsu7ud7/r2AaVOQSsOb5Weag7EDljl1i4g5iOh82nM0A4nWOf0Ov7efNsrWkGA2j8zZ16oFxdjOTZuL7FK13Zvb5B4059d9r89ytYkpzJlQsKfcNbEwzo/IBjzH7QWSXLDkAqZ0XQiYj9PaR73BDrNvVdhjReyBT3Nx3BECRp81sWzHsYtL4o4uYMx8SEn4e4o7se+ep/h5r89qDPMsfUFFm38g7uQ+quR/EDA3oLW0xh4x1YxtNZxMJGWjKEoJCGUH76MFCvk8Nce9vqcJzL1Rt/PNxtS7Jo6Lgrmx3dUAlpUxeCMuToIe0kBy8/ixEbfV+u9nfrC362I58ILoa1/g6geS7XyWgFHsM08KKCH7KK2+2UwOlIStpd2F7fxaqehtuTLuxLnDrPnwyJY00WA5iEvijnf9sY1GyfDruB7jTtyHlyQvjPq7fM41bf5889K4k7V/VdyhhOzLvC9gYqzFw/7iLv+z8C6FkYLSyJN0HJmAsdq1sIjulEBi22PqbPLjrKn98ozA/UnuLRIm8WCDd1+l/pr01bdKAkNZwFQt/kTAfJS3BUyEualERbt/fEMKqOeiuKPNuqW7lNgzI56NXBJ38v+bfld8f49xJ7nmWJjEg2Pec7bafPvzdXGnPAOj2wUC5su8XUKmjrZIw7Gcil9v2FsHvj1xW2UBoaItCgKm+hxeuzZN5duJazriZgsYc8vX/yJgtkCy1lKL0otsxDt/2dvi1viNd0vIguljtBFMBMwHeLuEzEkym9rdLsfBDm7EmXFH9VPxzH9BwFg2e0nccQRM/sHk+3uMO+k177MuU1wF0FCq5a0bOjvuqMKqwv8gYL6M21EecxgN5/BssMhZKCNn9iC7kxyJ7yEYHcNq18yBKo5bmx63S8iebZh35LId6PifW6bYsTEDo2Hde+yg5X3la5isZysDTqnut6I9o+8oPu8kgcmvFV/xCVr6aMiTA6V881i7Z1+sCyH4GJfHndgOolnlmpjgc0Xc+eEZmCCrauQGDuI+vTZ/vntp3CnOwBn+BwHzdd7ZRlkxkiw4FRZQP2W5YmzUM79FYY2HWlNsOhDlc2bNqHKexhr1lu0sP7YGpqNAYgZRM5D6m3NYv9MyF3eCCcELJFrbVY2MOWvo8BWf4Z1tlPM+pQyEVbS7P1vH2smvcHXcyT6X+xd31ypnhOP8uHPCGpiO4o45+Of066o2D9fHHXuQxYs7dXb1TX5AwAS3DMwXFf50rSZqrGPsnTnut7NDH3htozvd1SksZls4AiYURsuSVym5aKljrpmC1hLcujKWHgNJabYshNJoWfrSRE2yKcDgCYd3f8iypp3kMfiM62noo84MTH2basc0lJ/Ah7g47njbKBftouQXzo47eoJr+1pnU4sOcMuSjbzBzvu0Nr8u7hwtc7372u3fEDAhBL3BZKKpJYKpoTzL7pU6zyxo5c4kN2ZG0d4ld5b5M9VGSrJReznl7+6b7gSqljZt2Hnk+t+B6SeQuDv3mEE/7f/JdpVilkbfEtRKDrxA4viA5HkXfhsiuceaRAVOo6aPKr4i9zmK76hpd8W+mIX7PpfFHfV3ZrQS0taSo+TiT4o7zgh99e/A9BN3PCGZD2YbW6pnbf6ZuKPnM+3+BwEDAAAAAABwEAQMAAAAAAB0AwIGAAAAAAC6AQEDAAAAAADdgIABAAAAAIBuQMAAAAAAAEA3IGAAAAAAAKAbEDAAAAAAANANCBgAAAAAAOgGBAwAAAAAAHQDAgYAAAAAALoBAQMAAAAAAN2AgAEAAAAAgG5AwAAAAAAAQDcgYAAAAAAAoBs+KmCWaQjDMIRpsY95zGMYhjHMj3O/+zGP7vceZwnTMITRuODn/Uzh/K9ewjTO4eTHBBuPMI9Pe91f59slvMezf8l2kv1NtOXN+s0y3e+armdtE79PPWPGyf7zMYexEIecKwpTZm/X+4k0jjyfXRxz0viW//1TPObxB235QpbJtLPUfr/X5r+J8AOqzd877lyXm36OzwuYcQyj5eBfgeX0APBWwCrxHQHzm0nPh3gFDdmma7JMkLgPyzSEwe3YryCyHSP//31+sy+/2mEcw2j5xy15u5OAufBc7tc4ceRD11ADAuZklknPh1594w6i9fcwYkpi9/ePOwiYRp6BegqT0dGWaQjTZHTYd0DAQC0FW/kPnf7/UBG0tQTgMduDKF/gN/vyGtCnMKn97RHmcQzTdEV/W4zvPAACRlwKAuZULAGT+T4EzMeoiSkdxJ3/kMt8QcDMYVGd3BKmYQqL2fDe9Olenra+to4sp2CjD6afkYa1hGkYwzxPxt/j4+oFjDZirJcHLMb0oyxtiq5LPifte6Z5//wdIt7NKAbgxxzGaQ6P2FGNc5gn2U4l+wohb0vhTJbp+Z6wYZpt5dVHnYCgt6cf7HVBIfu5UmIYN8xjDuMwhXkrcRM+IOrXs/y+zN/1HWR09hFJdRbtMYdxjRXy/mv83PZZrf89xdH+f1kW1pBkmOLBjh952WPevukxqx0pJWRqfNPsW97jQV+TlTSlzwoBczJHBczanslHNFutKYWCIqKdjsQdXVDkMzcy102/p9bvSJ8Suow7XxEwD02JLtOzkWSHVTqdXCeTJRzyM8o5strqbEp27dilRrxGwAzK9cffYd1zlmBFx1ACVeLAKNYa0EWblu3Lah85iqOJovs7lo+g1oenz0YvMStM52tJQ/Ke8nnZ/9ZgIIKYbL8tqKzHWb7q3yUW0TNUkq3HPIZxfuRBvcHP+SUeK7n/bhqZdAVMbo/5uRv8gLUGJrsG/e95EpT7J9fXKP1Cted/Z6tfxCshU0qW2gTMy0Y9u4AKDJHRGnc0XyLey2OBbEPP7zg+pdO48x0BoySKy/R6eDVKNnnYFbWFFYImvb4QSsIk+lTFos4DAkZLiGVwcf6v3ed/mDK8lto2jz9izxi69qUGJtH2Def+RdZE1RuYOBRIFDtI2k4tBRDnrAhGyedcu/iPxM9LlnTtMyTqANARP2c913f7U0HApL5EHyBJr1f3QaldtwmYqhnFCl+j9qWqkWc4jLOIXxPCLQJGzwcOxMAfZp8NUYR9c9zJ/675hva8tcKndBp3viRgtISg/CDl1HvaEZ2Rg9pEPun0tXXSV5WQKcZmChbrGtJzEVxKGM9RCSJeoKixL2t0I2mj6jIA2Enb8FggaRjMsMqZrFlmxS607/r/M6VxGyjC/fU8apL7Kj9XKMU5XFJbEDD2KY3yUaNO3o0RroCxbT0fUKn3NVZ5LDHmZArCW84y1guYgl0QYNqoEfsVcadmMPv1DUbpn+J3qnxKn3HnawIm7mDPtRnGqLNIEJ7xTnGsMsl0Ssr0rVflqEZ/Asa6JwRMLTUlZNrIpSZgfPvK6lg120XAHCB1+kcDSeL0syRCJJ9aEq4EDUvY5v0yX1/z/9o7fV7xM1gm4bOUINvs5wojjOYayuJttAkYWYe+xb/SAF7iC9oFjLVpTpOvSWKs3jeIMSdTHNA1bKJWwFj96f85nMvJBuiPxJ3Yb5hLH9I8QcsF89y45FOi6+so7nxPwGwP+vnQUifprG8JoZzEyXUJh0qp+hMwpaBLcClTrvusFTC+fVXVlyJgDmAnxvIYv7/sx2RtVVP+d3gGxrifDqf3faznlW7MUDcDI858QMCkhzYE7yYBo19/co+fnoFJBg4PjNgjYK7lagFDIDmN2I8fjzt7v7TW/9WUkLXPwEj6iDtfFDDG7wAoi2Wt3+PwB1AjA1JHkowG9QxBv6t2AeMu7D0iYCxnlN4DwaWCokAoC5ga+7KcR1tS8dt4tf1uX6/czvLZXvm27966PFfA1KyB0e/0vG1/b4P0Wa9+NabPtq6kosLPNdV4N2zm0SJgvLVTt1gD4/kap/4eAXMdJQEjcgB3TZPYSEa3C7ZjLlG1W9g72yi/+uIkB7vVAbDXrLSbt9b4FPVCbh93vihgoun0rJHEDIyx1Zs9wiQarGYXMmOHjrMFTPMOM/H1eov2K3YqI7hUYuwslrdVMJxKjX0piat0eggYn4odqfL3GkYerR/WtXaUiwOJEayKu5Apge9/br5hbw/q7gh21M+1LOJvETsHZmDyRbqKCPjKLmQVI/aZv0pnq4gxJ1Ntt3qb7/1kL7+UOY69aBx0rOemlBkfiTtqWwXb9yW+wStddXxKp3HnqwKmLnhov3siDajwmwwhamjzdzr0YHO2gMm+d5zDw6tvLjy75LrlgmIRSAguLeg1wvngry5gnn8q1ZM6v+ljnRsBk1Kw+ddBxm8qFU9uzo7IdU5bqVmhFCiEvP9nvwNT+K2N/4ES0GuD6BE/54mSit8Zs2+jcRG/du2ZIJb25fwOzHZ78bOo+B0Y9flUbrsbXdcikipizMk4u5BpM7lJm2drlhxRHbfpZ+6sc2qe29G448yOKL/7lIoTO28t/g5Mh3HnowIGAKAf2FIUAAA+CeuTakHAAABoOLNrAAAAp1O7VgYQMAAACdbaFwAAgEsw1r6ACQIGAAAAAAC6AQEDAAAAAADdgIABAAAAAIBuQMAAAAAAAEA3IGAAAAAAAKAbEDAAAAAAANANCBgAAAAAAOgGBAwAAAAAAHQDAgYAAAAAALoBAQMAAAAAAN2AgAEAAAAAgG5AwAAAAAAAQDf8UwHzCPM4hGFa9D8vUxiGMcyP8795ma45L3yalw0N8Yu2vRuPeRRtNIRhmELa80VbjnO4UzMu0/2u6TIecxiHIViu+S2EX3/M46XPVbc98Tr9RpcwDUMY15tcJmHvS5jie87+/iEecxjxl++zTKZtpab19HEjD/xDPPuhH1PuHXee/usLvuFEEDBncqEwgg/yChoyGKwJC0HiPixTKUmUvqDgG74AAuYkvux/P9OOQsB85RoqQMCcg2XTrxi19yMEzOcwYkrS7+4fdxAwtwUBAwcpJFj/odP/HyqCttYnb5Zc3Sbp/AQImHe/BQHzS5g2LX0fAuZj1MSUDuLOf8hlEDDb/0VDikC7liMsSdmAKFeIphSlYzHLWx5zGIcpzNvn+zao3imWnTzmME5zeMS2M85hnvJp4mUaVFuJTubbxmqXovRxSDoAAByYSURBVIzgRoM4X2YJUyEg6O3pB3s9CZSJo1JiGDeM068Tu1htJ/6+l++xS+I6plbAZM9A+UzSL8Ywz+USslKfzMrCGjqbJR4e8xiGad7tZTunKENRhUl6zDjPRgmZtMfXvSmxzY5VIex9YymUv9TY/32StW45KmAqcprXgRWlUFCkqnzVjzu6oMhz2dSHyTZ7xcR5CtLHpf1+jU3R93UYdxAw2/8rBEzipJVpw8zZ5Mc8zxMdsxoNjuMGHBjFWpMoYWtPJxPZlDHl79rGeu5MFN3fsXwEtT48fTZ6idmBGdrkPeXzr3487tFC7dey/Ta/sh6nJBm3GVU/gxoBoxxj9Y3dHa/B104iSn0yTyD82Q6JK2Cy8yjnznzEK7mUMcdZA5Ndg/Z3Jf5owlw+2+yYov0jYN7GKyFTSpbaBIy0L+LLMQyR0Rp3NN8o3st9jGzDVZBqgxZKbrEe12nc+d8Cxlj8lo2+VQsYbYTcmTZUnY8w4itLKqCRtoTl+RFrqjhv08Qh1NhGw7l/kTUxzJyuTNhaA4liB0nbqclZRb9W204I2f9ehlphv+roZfI5vf1kkE7OU9En3w3YvoAxZlfTMyR2p35OCoUWAWM8g/R79Gd7zP7/sR1/CmcRf2ob7QJGH/E/EAN/mH02JLX1Y3En/3vaRs+2cfMKtf30Nk1iZadx538LmAtKyB7F8+z/dwOaGwzgOxjOWwkiXqAwa0ujY6tso7oMAHbSNjwWSGqCwnoqMe3uJXDGjlDad/3bzSIa7VeWOz0/pwdyr4yjpk/u/fyYP67q0/oHVd+i266/C5krYKwkRRGHarKj3UOL/UM7hTaTs3P1Asb2geWNUSBDmyk5EHdqBhNe32CU/im+0eiLmjjqLe4gYLb/XyRgrNETBMwNqSkhK21jqtTRK6NmVbaBgDlA2vePBpKkX1qloUnSVh6BtpLo3LfkM8j/pr0bSsiSe48/Z51DPPNcwFSMZL9RB94mYOTalkdIfYtlo36iWhYwyv00C5hj9g8HcEbGtWS3WcBYfeLfOJzPkc3mHok7sQCxyrpEnqANgCVf4e5kl8/i9RR3EDDb/z83A5NeKo7+TpTbrFbA+IlPlW0gYA6Q9v0jiynlMXpSeKCEpmoGxrif/+IjKuxXfR7J506cgam41tqyshYBU1O+89kZmHR9lytgjto/tHO1gCGQnEbcR47Hnb3fZz6ipjT98AyMpI+4g4DR/r+9956AsQwkCUw4+ntRTLDKAsYKOjUJVWIbCBgXb7ewfU3j8e0sn+01hUkEHW+Nhtuva9bA6HeqJ+w9UrRfPcin650OrIGp6JMqDT8E2SJgVHEifn/qm2tgPAFz2P6hnZKAEbNiqV34OY1ur2zHXKJqt7B3tlF+9dlJ+ghn3ZwrYGrWwOgXcvu4g4AJIQ8K0fT+OwJGTU7U78bR3wpjZ7G9Vl3uZGQIEXf0pMI2EDA+1u5IWjmWLH+peYDKzlYhhCwRSKbeC6WhxV3IlMD3H/br36idgTHKutIE7c1dyIo7/LSNUrfPwMTtHJWUyR2FxDqHT+xCVp6BOWb/0EjVuqUQsnaryGly+/pnvuYyrOfm5X4tvkRrq6C0aVxS5i/0L+5C1mncQcAk763GMIb5kRpClYCJHbkSdNQFojj6m6LXCOtlK3onl+tccnMs2AYCpoxcs6COpovnXL3TlD07ov2WRpIgO/26+Dsw2aYR/8g/KL/vkq830fpFnjRkPrv5d2CMcoyiPem0LuLPr0Wzt9rfgcmf77Qofw+57WozgqVF/O/YPzTg7EJWbLdCTvM6SPwW0b0T1vtQ89yOxh1ndkTaw1ZqtvY1e9ak+DswHcadfypgAADehS1FAQDgk7A+qRYEDACARsP6BwAAgLdh9rIaBAwAQIy19gUAAOASjLUvYIKAAQAAAACAbkDAAAAAAABANyBgAAAAAACgGxAwAAAAAADQDQgYAAAAAADoBgQMAAAAAAB0AwIGAAAAAAC6AQEDAAAAAADdgIABAAAAAIBuQMAAAAAAAEA3IGAAAAAAAKAbEDAAAAAAANAN/1PAPOYwDkMYpkX98zINYRjn8DjtC5cwDUMwvg664hHmUbedxzyGYRjCOOeWs9tUjS3kxyzTGJTTQguvfp8/+1ebDq/XqX3/fc73R/3x7FtTONuFLpMdB9446W5L1uv09hR+6TGHcUh9RuJDlL9/hud1aj4SFFZbsmy0kMvkx+5tfontw5O1XbaX5rvuHXeu8rmf5H8LGCORJGEAD90+ImeU/e0pSJ5B+4CYXaYwfCXZ+E/s7ZM+eylIbYH6LfBHfQfTz1x7wW5v40MQMK2sA2PmwEutb0DAfIZXfhnb+DJJEXP/uNOzz1359wJGayASBnBRk4ElTMMY5kUZ2UxG/hEw32BNArJEQHu2Xxud1sEf9R1METAxCJh21sEXYUOv2ZnqWIKA+QiPeSwMYoYu4k7PPnflXwuYac6Vcgh6whAnQGmZkBU4YketJa3P9+wpRvH3H09g7oXSnsv0asP8b6kjWP8u2jc92XYO2+7WUZ31dR/HdzvWwLDkJWR6sPGTLF1QiAAlywNkGz/mMA5TmLf23ft/0q7jHGb5fVXlCf8LGUzVdhNJwXrMkvQhWVYl+55sNy3J0Nut9tqT613bN/HxBdvRjplms4RM9SFasiTtSjzf9VmlfscYADTPg4A5RDaq/4ofru2KtikKGMf2tfJb5T3dn4K0+yNxR/cjef7p97/XQOs8ZW2c+onVx0Xf12Hc+d8CZksQlaAWNfrTIPLOnBij6yxEUqtMMWpJbm6U9zeY3yB3Go953P4vA0P6/1W4RPaUjaQJe1FGazJ7aB2N+xmitlICrj4KeWA0O3lP+bzs82sw0JJEmajHx1n38M+ThsMCJvGjecmN2jejv2fxwWi3lmtPr9dIIj3bse4jPpcUKNJm1b/XfYeXROe2KI9BwBwltkWzJKlou5aAKdl+3m7amk9mdQyE3z4UdypEZLn/rflH6o8yW9nW8b2O6zTu/HsBo3XcpGGMhb9JUCqORKQJaWmUQg94coQXvknaht7oinT8WjtKx1UQMIZN9uBQPs42MxbOEzBKG+Y+Q86IaYusyyOaWWJym1Kgz3JcwGhlN3oSVzXCaW4EUX/t1rXs5y/YjlnCelTAGPZeTI6s2WV5m/nsEnHsCOkMSbEUtrCxQ6vtq+04jnbcgg0pOI/FHWPgtKn/afmHnlsm19xp3PkBAROy0aekwa2GS86hJ6AyadWPzS7O/DujGzciS4yN5CBLSDQn0yZg/ISIWbodfebzfQFTExTS78xKgbRE1Wg/7bus3e7+K++UkHnHxO1vDQDkg1VtgfxwfzVsxys/OSZgLPtVEljRJ+w6easEGgHzFsauZK7tGgMrzbaf2OsSpmEKS/we8UdF24ThaNxJ+5t3vNX/lPzD8GlqVVBncec3BExIy8RyAaN0SnGOvKNbSWvJgSv1z24tNHyHqE1ftexqnXdmP2cJGMtGCCArWZA4UcAkTj/r73J9wpKfUwkaVjKYJ6y5j/jvbuFjAkZ5kJ8VMGXbsZLN5PoPCJj81tsFjFy/9ciuFwHzHt5oufGqFTAl25cx7/mP55qKR0jKqOGJtYPc4bgTt4GZx3r9z1q/q/i0zD/1F3d+RsDEU/D1MzB6WY9Vh/juDAzciT0Qa85ofS936hfOwECE3CRDHwg4sphSHpP19wPlHPvnWndFXINKf9P7JlZJ7jdnYNzywNLtNAiYCtv59AxMUpngCZiq0lYEzHs4AqZUPnx0BkZpu8c8vq5hfW+hXQX29tfvxB2RWyiL7GtKyNpnYLI76CLu/JCACfv0bDZqUVgD83znFUAms8bQqyVOL0P7O47/bjyd0BSm0bCl1988W3idqW0NjCGq2QGmgNaX39jOMm7/bHGrbAf5g3POLlDuGhiV/1Z7nidp8plqwVUuRG0VMPVrYK4TMFW28801MJ6AUQW4XGNKHHsPXcBYNubNyjXbfoh9njjPON5qC+Bv44mXEMJbcWftZ5Psj1X9z94R110Do1/I7ePObwmYEE3BNexCtp92Le3Rg4usxU8+nxh0vrsLo+43ZKtRt9dIFW3heXCbgAmKczmwuPjnqBIIDTOgVhtnO8IpP3JqBKviLmSKLfw/31DRJvIZK23RKmDyYJ+Los/MwBRsRxG1H9uFrGIGRt/qPa3bR8AcpbBeyZsJfmsXsvgcIvasA78Mnj2p2hH0jbgTVRfkMyml/qeLjuIuZJ3GnZ8TMFsHLfwOTMtnPdVr/t5A9vd7G8pvkjv9HePHx44ImDiJiT4o654RLwXMfi9qe6sDsT07ov32RiJOnES4+Dsw8UyxJaC7x/udpCfydwsW8UzbBUwImS0UfkujhtZF/EXb0a7T+R2Y7PhpcWcArWdetYhf2uZW6mJvxwsteLuR1vyG0Ru2H32/v833L9Oyhvlo3HFmR4r9z541Kf4OTIdx538KGACAt2FrcwAA+CSsk64FAQMAoMG2oQAA8EkOzAL/KggYAIAYb+0TAADA6RhrX8AEAQMAAAAAAN2AgAEAAAAAgG5AwAAAAAAAQDcgYAAAAAAAoBsQMAAAAAAA0A0IGAAAAAAA6AYEDAAAAAAAdAMCBgAAAAAAugEBAwAAAAAA3YCAAQAAAACAbkDAAAAAAABANyBgAAAAAACgG/6vgFmmMAxjmB/nn/oxj2EYprA8/xfmcQjjFV8EX+DZnsO05H+ZxzAMelsv0xCGcQ6PsIRpGILy8fjo7JhlusZWf4rHHEb12b/adHi9xjnc6VHvtvNLrG1i2/0y+X9vZwlT/JyXKfLjNQg7Ml5+328njTev55I6j8QnZX//EI95/EE7fpNletqN1V4vn1bVno85jFF/+ZYd/ARru2wvzY/cO+5Iv9IjCJgD/IeGBxs9oYycUfa3pyB5JhE1Aib7wsts9XfY2yd99lKQ2gL1W/ymgAlh7Svqvb8SuzObKXvOzQImO2PU76/DjzefuYYaEDDHWAfGzIGX2meKgPkML/GSDRokffT+cec/5LEImAP8h4YHB9V2ljANY5iXNEiEEMTIPwLmG6xJQJYIaM/2obThF/ldARM2oZIm4I2JW/VXIWCuBAFzlHXwRbRxq4hHwHwE3c5FP+wg7vyHPPbnBUyc+FhTgekxU5iLJWSy1CA/51Ox7687BCBYUUTIluzkf0sdwfr31+jy+kpPtp1D2l8+qrO+7uP4bscaGJa8hEwPNn7Zpy4oZKKolBOlXxzGzVekPiBp13EOs/y+qvKE/4McvXz2CWHva6mN2p/09tzbUbbV69xrnxbnrs/5LPHw/L5p3ttx2htfxJu8X/vxJkpMpZ28bChPXI37T55txXPI7LKmr0EV2aj+K3647Sj8QlHAOHagld8q79HGFqkPOhJ3dEGRz9zI3DH9ntdA6zxlbVzyKz3GnZ8WMLnB5CN/WTDdnLwlYMrnyBIks3YfvkPuNB7zuP1fBob0/6twyW1m/4gQQYqtZlPSF5TU/A+itlL6kT4KWZjO13xH8p7yeZmArMFABDE9WY+Os+7hXycNUbKmlGfkJTYyuSsJGP3/my+Xx1QHbl/A+Dakf1853uj+xl4Dk5fpmd/hPQcrmZUJ0r+202uJn6dZkuS1oytgSnaQ9yFtzSezOgaifxyKOxUiMo8F0heu+Ufqw4p+pdO488MCRg962mi6GhgtAaN+b2y496uFhJw0GHujK9KONJuRbV4QMIag7cGhfJy4DOgsAWMlhYnI8Pq4fi16u4rE5FfLCePRfyVAZyJBEZTHBIxXDlq8aF/AiJOotphcQ028aRMwVaO6Fc9BFSc1x0AD6QxJsRRW9Tm6gKmxg7R/vPrUONpxCzb8PrpSijvGwGlW3aF899Zumg+p8Cudxp0fFjAxxtSsUbPo7UJmJZmxc9+n8u4/RfezZImxMdKV2YjmZNoEjFmb+nbN/n9DPMfTBExNUEi/Mytt0nyH0X7ad/1eWakxa2EKirhN3hEwWhnOOQLGaz+1PLQq3rQJGDceJclL/XOQZa8ImBMxdiWrySs8AdNuB0uYtrJCx05A3YThaNzRckv9eFGiLuJHPnBW8it9xp2fFjCyJnAJWodWzpF0ZEXADMZLK19QRx3h+0SOYJlE+0Rtnjn1swSMZUcEkJUsSJwoYBKnn/kBMeChzawqQcMSpnnil6+v+YVRT/X5mAtfOxQwic9XbKsq3hwQMMrNNAsYIdSfJs8MzPl4o+WFvKIkYEp2IGPe8x/PNRWPkJRRwxNrB7nDcSduAyueiXbXBsDKs3dB6ff9xZ0fFjC6o0g69IkzMOVrpazsXuztqjmj9b3cqV84AwMRYgRKvuLSicbFlPKYqtKjCgFTNwOjX0eP0/ut2ALGnoF5vt+DgDGSl9iWPj0Dk5Qt+s9BPQ8C5gIcAVN6tkdnYJRy6Mc8isGBhd+7E9jbX78Td0RuUViHth3/9gxMdgddxJ3fFTBeHfsba2AsoygtfsP5349nm0xhGhUntUzb37R603cEjGW72EgBzcG/sZ1l3P7Z4lYjmXMFTM0aGJXfqD3XfWf9Ghh1x6XbCBinfv0Wa2C85+CtF0XAnEvFwGp89GT7nGY7CLHPk5sOjbfaAvjbeOIlhPBW3Fn746T8YK3lH10BU+lXlAu5fdz5XQGT7d4Ql+7I0fD3diErB9v77OUPEVvZhGJH5t9OEDBBcS7sVFemSiA0bKJhtXG2I5zyI6dGsCruQqbYwq/MyLkldsnzzn138bmux3x7BsYoI05EwFd2IauYgTG2XPW3joU2ChtDeDPBb+1CFp9DtLWyS91PU7Uj6BtxJ6ouyGdSrJ9a8Bf6F/1Kp3HnnwuYmppR8b5inO//Dow105OXvMCdcH4pPJutSz/TJGBie8iSsn7qUb+OmXyK/lYdiO3ZEe33e5IkzxltK/4OTMVvhfxH3IApnom9dfHej7KEOvL3W53/Rxfxy7LHKSzOttF6vMln8+WmMOXf/9B+MLH0HLSYlgpJBMwZeIOZhbyi+XdgtL6m/P6MYqO/i5K7mXnc0bjjzI4ov4eVihN71qT4OzAdxp3/K2AAAN6CmVEAAPgk/NRGLQgYAAANtg0FAIBPUrtWBhAwAAAJ3tonAACA0zHWvoAJAgYAAAAAALoBAQMAAAAAAN2AgAEAAAAAgG5AwAAAAAAAQDcgYAAAAAAAoBsQMAAAAAAA0A0IGAAAAAAA6AYEDAAAAAAAdAMCBgAAAAAAugEBAwAAAAAA3YCAAQAAAACAbkDAAAAAAABAN/ycgFmmIQzjHB7nnjVMwxCm5dSTwo14zGMYhkF5jWFOjAlb+CiPOYxxe6gP/hHmMTrm9P7/Htf4JAAAgP8LAgaggqeAmYJMj5/vxyIGAfM5ns963B7+8/+piHmJl+09+f/vg08CAABoAwEDUIElYHLBgoD5FGqbLFP63jLls2SPOYzZzNn3wCcBAAC08fMCZpny0dg0MXqO2I7z4pShaEnrazR4e6WJ1mMewzDN+znJeG/NYQEjE+rnycIo7aWqFApKyHZ6zKMiDtY+rUsGXVDI2R5Rlibb7DGHcZjCvJUe7te0TKkfmeX3SVtQ7Q4AAOB3QcBUCpghTjhfCYYsXZF/j8/7TFpEYjXYSRTcC7eELLGfAwIms6eXzTEq34gUGXr/LpaRabM2yXvK52Ubrj5AtKHlB7bjFHHLDA0AAEAKAqZWwIhj0vOkSWvNCK49og93xF7EX5iNqxAwqr1oszRgEM+GpM/6kICxhFAiMmQJmjinM8uWfq0Qq5p4AgAAgAQETHUJ2cM5T5y02slR/Bm9tAXuiik4l0nMpLUKmDxZfh3kljmBgRAAxwSM3r/VtrBK/zSRo9mC8V3MzgIAANggYC4SMFrygYDpF2/GzJuNqxUw1uwOSWwrqTg5KmASAZLNioj1L9OSn1MRMG4ZYuIL8vU1zMQBAADs/G8Bo5RjfH0G5vU+AqYvrhYwCJWzSPvfkUX88pisxE8t8yoLmLoZGON+KCsDAADY+N8CxloQKxfXuwttWwVMwxoYBEw3FAXMrlgUAaMlsiXBy3bMJap2C3tjG+VnH53CJPq/2nflxh3ad9SsgdHvFFsAAACI+N8CJvthu3y0O/shwldy+Y6Aqd6FDAHTDf4aGOeHLI0d6/xd7dh5qgrruSXtJAVCww9ZbutbPAEanTPbTSwXScVdyBTBxYYfAAAAKf9cwIRska25NiXeUSop9TggYKL39J2qEDC9Ye9CJpNUxRY2UbwerxwjF4NjG3VUPTexpqT62dqzI9IetlKz1W84szzF34FJ7IXyMQAAAMn/FzAAAIdgfRIAAMAdQcAAAGgYi+4BAADguyBgAABirLUvAAAAcAsQMAAAAAAA0A0IGAAAAAAA6AYEDAAAAAAAdAMCBgAAAAAAugEBAwAAAAAA3YCAAQAAAACAbkDAAAAAAABANyBgAAAAAACgGxAwAAAAAADQDQgYAAAAAADoBgQMAAAAAAB0AwIGAAAAAAC64f8LmMccxmEIwziHh3rAEib37wdYpjDOj+i/Qxim5ayzwxd4zGMYhkF5jWFODOdpTzT3h1j79/pSH/wjzGN0zJl9/QSW6X7XBAAAcGf+v4AJIYRlCsMwJKJi/9MQhmEK5+WbzwQWAfO/eAqY3E6e78ciBgHzOWRfew1GJA//JV629+T/vw8CBgAAoI3fEDBhFSpitPw1eqsJmze+CQHzD7EETC5YEDCfQm2TZUrfWyaj38uZs++BgAEAAGjjZwRMPjr7GokViYMsFUrFjZacRiO6spzlde5VwDxF1Po6c9YHruawgJEJ9fNkYZR2VFUKBSVkOz3mUREHzz5rDVzogkIOTIiyNNlmjzmMwxTmzZ/s15T4gXEOs/w+aQv4CgAAgIQfEjBhKyV7ag1Z+qPM0mQzNAUBEx2TzcAUS13gzrglZEk7HhAwmZ3p4hpK1M5+FsrItFmb5D3l87INjbV3smR1GzBZj1PELTM0AAAAKb8lYEI6+pmMwGqj4kEmrm8IGHWmh5HVXrAX8cu2bRcwaoJq2CNoxLMh6bM+JGBKfVgtQRPndGbZVP+xnlsTTwAAAJDwcwLG3JXMShySpOMNASOSJQRMX5jtlW0Q0Spgcnt5HeSWOYGB6MfHBIwUlVYbBbv0TxM5mi0Y32VtOgIAAAC/KGCs5MVILhAwEILfXloC2ipgrNkdkthW0v54VMAkAiQb3BDrX6YlP6ciYNwyxGRAJV9fw0wcAADADgJmxZ2BWd9HwPwqVwsYhMpZpP3xyCJ+eUxW4qf6irKAqZuBMe6HsjIAAIANBMz2dv0aGG1nMgTM/6YoYET7pwJGS2TXY6zZALZjLlG1W9gb2yg/xc8UJiF2VFG0lpJ5AqZmDYx+p9gCAABABAImorwLWZ5sbJsCIGD+Nf4aGOeHLI2d7Ab3GHaeqsJ6bkk7yT7b8EOW2/oWT4BG58x2E8tFUnEXMkVw4SsAAABSEDDyr2K3qfywdM3CVmISHfgQv/2AgOkfexcymaQqo+WvhHc/XjnG+A0hKFD13MSakupna8+OaL8XlYgTZ5an+Dswib1QPgYAACD5QQEDAFAD65MAAADuCAIGAEDD2pkQAAAAvgoCBgAgxlr7AgAAALcAAQMAAAAAAN2AgAEAAAAAgG5AwAAAAAAAQDcgYAAAAAAAoBsQMAAAAAAA0A0IGAAAAAAA6AYEDAAAAAAAdAMCBgAAAAAAugEBAwAAAAAA3YCAAQAAAACAbkDAAAAAAABAN/wB53xJNRNg4mAAAAAASUVORK5CYII=)
Junior - Under 16 years old
Youth - Under 11 years old