2023 Broadalbin Perth | 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5OCLqL4ZjjsdQAOXapGpw6CPEzT6SYezhmnUQbOcG91x3E+hegwyF+KfBgwti7P2PTqN7Bxb3XHfZRNRisr6g1JHymoP4btTbEbvIFmPFpRU/CgPlNZf3O7UXFx3c29F0cFNbXPBbX5W/2qTztg8dLLHHGLXiDnb9V3FzuXyBQNBic0N+xSOj1cdJte3BbeLYrJUlrpBvYwMFt24XP5q37Msm09ZFJNPqIa/Q1oNhwuSfOnaaVsbHEi+Y7CvOeWqV73Qte6xDXEnXa3k3qn/4jrP2mX+Mr2pM210bg5tTJcc51A9YKcXxZ4f8AYf8Ax/2UFnLZ5SxUsk0Ae18bddi7UHAEXHmV3uxm1nYsZtAHGzZTfZdpGfLiPYonFaxuLULqkNDayjs5+ndqZzjzX6LJkZJxf4XRRTHuiNL/AAm7j70n9lbyawxfVmhexw5xpur1sWcRSzs5GTkDytHuXKhgDSNxBHOqYHkkOO0Z8yYiwsoSCdS5zJ+kFB4r+qljnTv+q8a5M7Mn6QUHiv6qWOdO/wCq8c71rTh0H1O8pP8AqD647k+MVmMeHuew2c2m1NPMQwWKXWzfNNZUVrYppXPYWOJBN94AtyJgY59GSfhP5AlNsi+kW+Ld6gkY2gxuJ2W7Vpl5BDRoS++Q2MJGouLHdZWXbp3FN1v9QSso6N8zgyNrnOPANAJTT259xTdb/UFFbFKa9XJJbuYT/ucB70zE8spy4a37glZIxJPGHXsGEmxto5/eqViOCVEADponxgmwLm2uV5YbhslRIIoWan2uGjjYcU6tsFNqw/V+rlafITZK/Z5i0VLWNlmJDAHA2FzcjduUmzudC520cS6KaM1EYa04XB2Vzq0E2vcH5u1fP+BMQ/Zn+ZH+BMQ/Zn+ZO3AM3UtY90cDnFzW6jdtt17L5zJm6monMZPru8Fw0tvuBsl/dUu/qCYNNGHYDDn9aTT/ALLn7EMKmgkEUzC15t2rhvseCn27O8RIuIB52+9fOesYiq64Tw30FrW9sLG7bX3J7Vla2CndM++mOPU63GwHIpvqJAGm+zcN54kGnhbe0d7uta78vMYbel85x1SM+LnEf1A/2+9RuM5TqqRofPEQ0m19xF+m3BOHDNpFHPKyFjZdUjtIu0AXPlX3tUaDh0l+R7LecKLamUOF+wfkuGmicQwxgX2gu/URzEJIYLg0tXIYoGh7w0ut0C1+PWF7Y9l2ejt8IYGFwJbw3gceHkVp2L9/O8Q72mqV268abwZPW1MOlcKjANLjYEtFHG6luW54HOvd17jFb5Vtg2Jb4XhstTIIoWa3nfYAcBxKsHxcYj+o/wBzfepbYsP/AJrvEO9pqZ2ZM109CWCfV8oCW6QDwsD6wq56h7ZC1ug4grKenY6NgwYnEX1dx7iMgAky7Z7iI/7c+TT71Xq+gkheYpWlj28QQLrorLWZoK4PMGq0ZAdqFuN7epKrbOwCvBHLA0nru4fkuwVD3PDXdg3LlRTxhjhgwuFjq7aQLG5OwqvxZKrnta9lO9zXNDmkAEEHgvt+Sa8C5pZP4Qmll/PdDHTQxPls5kbWuFuBAsVdZalrWGRzg1obqJO4AWvcqoVcvF0BXz0ccTrOiIzNs3i/WubKvLVVEwySQSMY3i4t3BNbYn3nL+IPsNWzn7MNJLQTxxzxveWizWuBJ3jkWtsT7yl/EO9hq4+V0jPO3jsKOAbECQ0tuDkSdhbvz2qpZ0zZWw11RHHM9rGSWDRwAsE0cxuJw2Uniaa56y0JKbQjbEqk/wDlPstUvW7TJpYHQOjjDXR9jJBN7WsuugcWNLBsz5VYJ2cJZ72jC4WvYebhbxZ531Wnso+kY/Ad7Kvexj5mq/EH2QqJsp+kY/Ad7Kvexj5mq/EH2Qmar5X3e0rGptW/e7kxUIQs1Ppc5k/SCg8V/VSxzp3/AFXjXJnZk/SCg8V/VSxzp3/VeNctOHT7neUn/UH1x3J5479GSfhf5AlNsi+kW+Ld6gnDWUbpqExNI1Ppw0X4XLAqXkXIFRRVbZ3vYWhjm2HHtrJGN4Ebhvt1FaZbiIdcZF/Lm0gW51r7dO4put/qX1sNpe0nl5yxg8gLj+S+dufcU3W/1BTWyOAMw/Wd2uR7j1N3fkpk2gA/u7lAg4sX/GB0yE9xUvneIT4dOG7/AJPUOtjgf5Vzpb1LoXKk3wjDTy6myt9Lh+a59nbpcWni0keY6VfQuzI4r+OlL+U4sMeE/JeR0j/RMbYf3zN4ge2F7bcfnoPEu9peWw/vmbxA9sL124/O0/iXe0oE/wAVz9ysaB7mt/xHsS0pu7Z1j1rozNv0bUfhz7K5zpe7Z4Q9YXR2Z2g0EwPAwWPUQAiu9McneUeTP5LPtD2RpF5B+kKXxzfUU4tqf0dJ4bPaC8ML2d0cD452uk1RkPF3DTw5d3Bam1THKf4GYhKx0j3N7VrgTYG5O5VSy8LIHAbldTRCMNaDcAkk2IA/YKn7Fu/3eId7TVLbdeNN4MnraonYv387xDvaapbbrxpvBk9bVe/41zhLw/FR9m//ANqN2K9+u8QfaapHbn3dP4LvaCjti3frvEO9pqkdufd0/gu9oKLvjXOFNo/hx9k7sctrYX81UdbPUVBbau/o/ED2nKd2GfN1HWz1OUHtq7+j8QPachh/iuc9hVcnxb/GzsYl/EO2b1rpPMf0fN+HPsLm2Lum9a6SzH3hN+HPsLtf6Q5F3yaAIm29Yexi5s8nNydCc+xOYGlmZfthMTboLQAfQUmD7vUpnKWYJKGobK25HB7b2Dm8o6TzJipiL4xhGmfUlaSUcM5jz6WQJ2G9xfiOnFcE5XVg2rYBLFVPqLXimdqDuZ1gNJ5uCq+XqGKedkMshja86Q4C9ncl+gnd5V0ERT4lScjopW+VrvycCkJmjAJaGodE6+7ex/AObyEc5VVLNccGTyFXVlPi+FAzHpDkyxdzt2R0JtasEGHYbVl76mUvi1MLDC4byLcbKzbFXAwVJHLPfztCos1sQo3Sf91SNGs8s0HDUf3m24ppbMYqf4CySBmjsm+QXv8AKN7U+r0oqMozfXIHm06bpeD0xbSxI51bkIWFnp5LrMn6QUHiv6qWOdO/6rxrvWmdmT9IKDxX9VLHOnf9V41y04dB9TvKT/qD647k/wB9aIKPsxGoRwB5A4nSwKi/HDD+of51bsc+jJPwv8gXOR/IepK00LZSb7E5UTCFuLCCS4632W3EK0Z6zc7EXsOjQyMHS3ib33k+hNjLrOwYO081K5/8TS780gImXdblO7zrpd+EiSjFKSWtMLYyW2uBpANrqVUwRhrG8Z6V2mmMreEfkC5osNAGg8/yutVnYzUaqAg/VmcPOGlKLNdN2KsqGfZmePJe49BCfmVstRUMb44XOIe7UdRB3gW5Em9qtN2PEZd3dgSecf2XKU/DZaZqVe4SRyOvf0XX352PW5TexDvmbxA9sL224/OweJd7S8th/fM3iB7YXrtx+eg8S72lI/GudRHxb/EexLSm7tvhD1hdGZt+jp/w59kLnSl7tnWPWui83fRtR+HPsorvTHJ3lc8mH4Jn2h7GLGTq4VdBC92/VHof1tu1yQeZcONNUzRHfpkIF/s3uExtiWK7paUn/wArOrg4fmo/bVheieKoA3SM0u8JnvBXIPg58J4x+SlUfCQvDcgQHgcmZHHZpdzgLU2L9/O8Q72mqW268abwZPW1ROxfv53iHe01S23XjTeDJ62qTvjXOFCL4t/jf/7UbsW79d4h3tNUjtz7qn8F3tBR2xbv13iHe01SW3BpLqawJ7Rw9IUXG1Tc71ZEC6ABoueDdlzOWzsM+bqOtnqcoPbV39H4ge05Tmw3uKjwmeoqE21d+x+IHtFDDeq5z2KuZpbTkEWIYzsYl/F3TetdJZi7wm/DH2FzbFxb1rpLMf0fN+HPsKVf6Q5EeTv5TftD2MXNh93qXyvo+71L5WkNFiyekeUq67OM3mil7FISYZCBb7Bv3Q/NM3aPhcdRQyPIu6NvZI3dVrjqIukAzugui8wj/pkv4X+ULKrGBj7t259a3qKUyNY52odh5RYa78iRxi1+NQ7LhqrTH9WWGRjhzgtV92LOPwWdl9zJyB5Wj3KhbKfpGPwHeyr3sY+YqvxB9kJiq0dzdpWbTfJ+93JioQsLNT6XWZP0goPFf1Esc6d/1XjXetM7Mn6QUHiv6qWOdO/6rxrlpw6fc7yk/wCoPrjuTzxz6Mk/C/yBc5H8h6l0djn0ZJ+F/kC5xP5D1Kug1dyBXeUf5Y+s7uUjlyn7JVwR/alaPSD+SfeeMddRUhmY0Odqaxodw3/2CSuz+VjK6GSVzWxsdqLnGwFmut6bK3bVM1U9TBHDA/WRLqdYG1gCBv6yoVPnThvIExRRFtO15F2+c45ZZZZ7M8KmNm+cZ66eVkxbYR6mhotbfv6+Kr+22m01MMn2oiPMf7qpZSzE6gm7K1oedGnSSQN917ZtzdLiGnsrWN0X06QfrWvfzKTYHMn80eaD3KJmjfAXOc0EsNwMjiF7ZDTMDpVm2IH/AOTN4ge0vXbe4GaCx/yXe0l1SVj47lj3MuLHSbEgL4mnc7e55cek3PpVvud/D48rXuqfdUIp8NziwYbWyvy37limNnt6x6088yZoo5KGaNk7HPdCWhoO8nTayRC+2sceAJ6mqdRTGUg3tkqqKtjhaGvaTZ2LIgfN3g7lL5Nxj4JVRTX7UGz/AAHXB/50JibQsyUNbSGOOUGQOD2C3EjiPKlO2lkPBjj1NPuX1/8Az5v1Tv4He5E1MHvxA29nOilr2xNDXsLrXtnbI5kHzTca9JVn2YYvFS1bpZnaWGItva+8kEeoqS2sY9BWdhNO7WGNeHbiLarW9RVF+AS/qnfwu9y+XUcg4xvHW0+5Bp7y8Ji5vBXGVrWQcFgN8Jbe+++zDx71a9l2MRU1ZqmdpY6Ms1HgCSCLp0HFKKa3ysL+a5aePWuaHxkcQR1go1HnUJqQvcXA6qcNbC2NrJA64yu228nQ237811DRxwMuYhG3Vx0aRe3Dgkztkna6uaGkHTCGm3Pcm3pVJjqpG8Hu8hI9QXm95Ju43J5Sow0j2PDjbJSqKuB0bgwuJNhmANoOxx3Ii7pvWuksx94Tfhz7C5sabG/MmFNtRklgkglhb28ZZqbe4uLcCuVsbnEEC+St8muZgDS4Ah98yBlZu/kS9Pu9S+mQuPBrj1BfB5OoJ0bGIWupJS5oPy54gH6redX1Eromgjxkk6WGOV7zJewzyIG220HsSaaLEda6LzD9GS/hf5Qkrn5oGI1AAsBKdw8EJ05h+jJfwv8AKEjVOLg1x2jvWpTxtjdgboJNuvos8aJQ7KPpGPwHeyr3sY+ZqvxB9lUXZR9Ix+A72VetjHzFV48+yEzVfK+72lZVN8n73cmKhCFmp9LnMn6QUHiv6qWOde/6rxzkzsyfpBQeK/qpY517/qvHOHnK04Ng/s7ykXkNeCdjx3J6Y79GSfhf5AucT7vUrdU7RKySJ0LgzQ5nYzu36bW486hMs4Oaupjp9WjX9a17AC/BRpY3RYi8WyV1c+ORrWxuDjiOl9tragKMHk8q9qKgllOmKNzz+6CVf6lmDYc4sLH1c7DYh25ocOTmXpFmrE6jtKCkELOTRHycnbGwTBkNrtblvNgkeDGQc7mGfsUJh+zfEZbHsQjB5ZHW9AuVJ/FzFF31XRMI4hu8jn4rQy9naqhrWPqpXubcxyNcdwB3E25CDvU5tby8A5tdDvZJYPtwuR2ruohLVM00e7mWl5No6apkwOJC0xh2BQd3NLMRyNvY+ayycewSP5uge/pef/0l8hJOnkOrivVx+QaNuoJTBG0GmZ81h8I6wPcvh206QdxTQN5t193mVCWFWXE6lMt8l0jdGDr/ADV7dtRqvqxxN/0XXw/ahXEWtCOnsf8AdUdZG/zX85suaqZoaVouWCw4leG7Ua0DhEf/AF/3X03alV/Wjid/67Kie6yF0gg2K4yjpZGBwYLEA8xV/G06Q93SQO593H0L6/x9SP8AncOjPPpAH5JfIQHEaFRd5LpDqwdf5phjHMDk+consvxLTf1OWDheBTdxPLETw1X/ADS9QrGzyDRxSz/ING7QEJgfFtHN3pXRSHiGu3H0KJxHZ1iMVz2IPA5Y3avRxV02X4K2lp319QdN2G2rdpYOJ/1WVLnzpXzVbn08j2mR1mRg3FuQaeewTtPNNJfMWG9eR8oU1NTymNhJ8Z9CrFVSSRHTIxzDzOBCcmxNw+CTDl7OT52D3KArqmTFMKe551VNJKXOAADizeDu6r+ZUbBsdqKVxNPI5l+NuB8isma6ZlhqDoqqV0cTiHmwcMjbjvmBnxJ3Yrs9oqmZ88nZNb3anWcAL2twt0KQzhaPDqgcjYC0eYAJMfGJiP68/wC33LRxbNlZVM7HNK5zO607gCRvF+dKCkl3dftWj7thuC6XEG5gAOvlbLNoGwDMqV2UfSMfgP8AZV62M/M1P4g+yqds5pzDHVYg/cyGFzGE/WkcLWHVu86vex2iLKAyO4zSuf5BZo9RTFURZ3MO0rLpgfN5z2K9oQhZyfS2zRIG4/QlxAAi4ncP81eOM7O6eonlnNY1vZHl9u1Nr+VTWdMhNxCZsxmMemMMsGg3s5xv/uVf+Jxv7Sf4Ano5G4R59ja2nGk3scSRhuL314l4/FZT/tw/2+9SeWciU9HUx1Aq2v0X3dqL3FuN+laXxOM/aXfwBHxOM/aXfwBSMrSLGTqURGQbiPrX1kjDoKjEq98jGSaZLsLhqAu47xyFNBjA0WAAHMBZVXJGTG4cZCJTJ2QAbwBbTf3q2pWd4c/I5ZdiZhaWtzGftSS2u5b7DP8ACox8nN3VvqycvkI3qe2ZY2yspn4dU9sWss2/1ouFutu70K/Y7hMdXA+CQdq8eUEbwR0grnmeKfDay3cywvuDyOAO49LSE1ERPFgOo08dSWkvBKJG6Hx7V6ZrwF9FUOidvHFrvtMPA/koZO/EqaHG6BskRAmYLt52v+sw9B9yStRA6NzmPaWlpLXA8QRxWc5pabFe+8nVoqYr/KGv58/avJCysLifWbKSy5h3wipgh+3K0f6QQXeooy9TU75hHVSPjY7cHixs7kvdOXK2z+mpJW1Ecj5HBpA1Fumzhx3BXhgZZ+LkyK87X+VCWvp+DLXaZkaHble4I09iUGbsMFNWTwgWax9x4Dhq/wCdSh7J+ZpyHTVsvZ5JJGO0BpLSLWbexNwkzmWjpopjHSyvla24c823uvyWHBdLA+7r8uvjMqNB5ULWMp+DLnaCxGg010sNfAUQsoKwl16VCs2QstGtqQD803tnno5GjpKhMNoJJ5GxRNLnE2AHrPME5K2eLA8PDGWdM/hf60hG93ghdY0uNhqsvypXCliyPnHTiG/8uNQO1vMbWtbh8G4NsZbcAAO1Z6ifIvnY1lvU51dINzSWRX57ds70286o+AYTLiFUIwSS92qR/M2/bFdF4fRMgjZFGLMY0NA6B+a0ZyIYxE3U6rwsIMshkdoNErM1UU+E1hrqduqnmPyjPq797mnmB3kFeEeX8KxA9lgn+DOdvdE+248trnhvTfmia9pa4BzSLEHeCFRMV2U0crtUb5Ib8Wts5vkBG5Vxzj5RIO8bRxhTfCdgBG49yr/xaUn3g3/b719x7PMPjOuauDmDeQC0X8t1v/E5B+0y/wALVlmx2nBF6iUjl3NHpsrDM31h6FDgT6sdKhcUrRiMkWGYc3RTRm7ncAQOLj0Dfx4lN3DqJkETImCzWNDR5Fp5fy9T0TNEDLX4uO9zus8qlkrLIHea3QdfGUzFGW+c7U9XEsIQhUq1ZWEIQhZQsIQhZWEIQhZVG2mZQ+GRdmiHy8QJFuMjeOnr5leFlTY8sdiCi9ge3CVzrkfND8PqLm5icdMrPzt9oJg7QMqsrYRW0tnO0aiG/wCYy17+EFF7VMkkF1bTt3HfMwch+0Bzc6htnOdjRv7DMb07zx/Vk8vg86dljE7OEZrtHjwVRR1UlFMM/wAv2/dUpzVhNnaJkgSg1lILkjU9jeBH2m9POEp3NWavoFLVMqGY2c43Hxt2oHnuU89ks0hoNUryW63Bmr6rG2HHmvdIwcf+c6s1dmx5pIqKC7ImstIfrSOO92/karox5hucrjxy+1Y/llhlliijbd5v0Zande+vMmntQnkGHPfC8gXbqLT3UbjY2PNvCQ7hycxVlwXNj46aWjlu+CRjmt5XRuPC3RfkVZPH/nOuyC0YINxc9yj5HYYp5YpG2fYdFzodoORWF9wxlxDWglzjYAcSTwRHEXENaCSTYAC5J6k4skZSjw+I1lWQJA3Vv4Rtt6XKgC62KysZTR4ncw3+Nq9sp4HDhNK6rqiBKW9sfsg8GN6SlXmTHJsQqeyOBJJ0xsG/SCdwA51IZ9zg+vlsLtgYfk28/wC8ekq77LMlGICsqG2kI+SafqtI7ojnK042Np2Y3a+Ml8/qaiSsmOfP42blYdnmVW0NOC4Ds8gBkPNyhvUFbULCQc4uOIplrQ0WCyhYQoqSyhYQhCysIQhCEIQhCEIQhCEIQhCEIQhCEIQhC+XNBBBFwdxB5QkttIyIaYmppmkwuJL2jf2Mn+T1J1r5kYHAtcAQRYg8CCrYZTG64VcsQkFikls8z66lIp6gl0BO5x3mO/8AKrHnjIbKhvwui06iNZa3uXg77t/e9ahdoWz10JdU0jS6Pi+McWc5A5WqJyLnqWhcI5LvgJ3t5WdLfcm5YWzNxx67Qq6Otlo5Bn+3Hxdiqc0RaS1wI32IO4g9S+Snfj+WKTFohU0z2iQjc9vB3Q8c6UGNYNPSyGOdhB5DyOHODyhZxBGRXuaOthqfObk62Y25do1UeCvaipHyPbHG0uLjYNG83Ujl7LlRWyaImEj6xO4NHSfyTcw7CqHBoDNK4GQje873E/ZYOQIaCcgoV1dDTZnNwGXFynYNMtT1rVyflCHDozV1bm9kAvc9zEOjnd0qhZ9zs+ufoZdlO09q3leftO9y1c5ZwmxCSx7WIHtIx6zzuVw2d7OjdtTWNtY3jiPoLvctKOJkDcb9dgXh6qrlrJDn+35Lw2aZD1ltXVN7Ub4oyO6PI5w5uYJvIAWUnLK6R1yro4xGLBCEIVSsQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIWCEtc9bNmy6p6MBj95dHwa8/u/ZPQmWsqccjozdqhJG14sVzXgeO1WHTHQXNINnxvvpPW3n6U3MIzDQYxH2GZjRJ+rfbUOljvcpTNmT6evb240yAdrI3iOv7QSXzJk+roHanNJYD2srOHltvaU9eKoGeTvHSlGmWmN25jx0JnY/m+iwuP4PSsa6QbtDLaWnnc7lPpSmra2rxGfti6WRxs1ovZo6BwAUplfIlXWkPLTHETvkfxPUDvKc+WMr09CzTC3tj3T3b3OPXyDoRijp8m5u8dCLS1BxOyHjpVayLs7ZTWmqQJJuIbxbH73dKYKFhIvkc83cm2MawWahCEKCmhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQsrQxn5l/UhC6NQuHRbFJ823wQvdYQuLoQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIX/9k=) | TEAM RESULTS |
|
Place | Name | Score | Total Time | Avg Time | Avg Pace | Team Spread | Scoring |
Modified Girls |
1 | Ballston Spa (Modified) | 16 | 1:01:50 | 12:22 | 14:19 | 3:01 | 2-6-8-9-14-15-17 |
2 | Granville Jr/Sr High School | 46 | 1:12:00 | 14:24 | 16:40 | 2:32 | 11-16-18-19-20 |
Modified Boys |
1 | Broadalbin-Perth | 31 | 47:00 | 09:24 | 10:53 | 1:20 | 3-4-6-7-11-14-16 |
2 | Mayfield | 72 | 52:22 | 10:28 | 12:07 | 3:53 | 2-5-18-26-29 |
3 | Granville Jr/Sr High School | 76 | 53:10 | 10:38 | 12:18 | 4:05 | 1-10-12-28-31-34-36 |
4 | Ballston Spa (Modified) | 78 | 52:47 | 10:33 | 12:13 | 1:17 | 9-13-19-22-23-24-32 |
5 | South Glens Falls | 99 | 55:51 | 11:10 | 12:56 | 2:53 | 8-20-25-27-30 |
Varsity Girls |
1 | Broadalbin-Perth | 36 | 1:52:52 | 22:34 | 11:43 | 2:19 | 5-6-7-9-14-15-20 |
2 | Albany High School | 42 | 1:53:14 | 22:38 | 11:45 | 4:53 | 1-4-11-13-17-21-22 |
3 | South Glens Falls | 44 | 1:55:31 | 23:06 | 11:59 | 3:52 | 3-8-10-12-16-18-19 |
JV Boys |
1 | Albany High School | 22 | 1:46:43 | 21:20 | 11:50 | 3:04 | 1-2-4-6-11-13-14 |
2 | Broadalbin-Perth | 43 | 2:03:29 | 24:41 | 13:42 | 14:57 | 3-5-8-12-25-27 |
3 | South Glens Falls | 65 | 2:12:48 | 26:33 | 14:44 | 9:02 | 7-17-19-20-24 |
Varsity Boys |
1 | Albany High School | 28 | 1:29:27 | 17:53 | 9:17 | 2:24 | 1-3-7-8-9-11-15 |
2 | Broadalbin-Perth | 52 | 1:34:27 | 18:53 | 9:48 | 2:30 | 4-5-10-17-18-25-26 |
3 | Granville Jr/Sr High School | 72 | 1:38:37 | 19:43 | 10:14 | 2:28 | 6-12-13-20-23-30-36 |
4 | South Glens Falls | 84 | 1:39:09 | 19:49 | 10:17 | 4:22 | 2-16-19-24-27-32-34 |
5 | Mayfield | 147 | 1:49:14 | 21:50 | 11:20 | 2:49 | 22-28-33-35-40-41-43 |
6 | Johnstown | 164 | 1:52:28 | 22:29 | 11:40 | 3:29 | 21-37-38-39-42-44-45 |
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) 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