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New Topic  
Eric8925 Eric8925
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Posts: 521
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6 years ago
The male product of meiosis is the structure in Figure 28-2 labeled:a.
   5.
  b. 10.
  c. 13.
  d. 18.
  e. 20.
Question 2

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D2mu9XT5/lKRju863LFgH00a6RWS02Wf2ymwer9gPRcZeCU80UFWOY/75trrK3Vi4j7rXiCD6DtaU+ZQkF2UdDJIq4JTo63VzVjJtOcd9TyQIlM1LXk3YPlfQxdcIbwaPtc1S7ZB/ybykqUnFJbINSThJI2AAAgAElEQVQHBqDXKZfJxyrVL/o6Nk1uPpLEn3UrrsZHnyGIPF23tspSvqSxQnk501Izwb8p35Tk/bfO4hwM0ZwMJa3LB+aX+ETuZomOG31nmFa7cUcYdeta64HrMT/hVPqO4hNnSnNaQnVXpyGvtIrvZJt7ug4p/ltfiSXC+SAfq96vLSN47QFohd8shVa35WZ1ikJ/ghA2OPawu8vaniyX1JYq01iOYG3BH3dXiGEaMaFiK0YNPXKR5f+G5uBariRfzP01P1Sx7HNGo10CXqtcQDz7zw/LdH0Ced/9vN/vkUx3mNF6orUWvyorhIY47YRI3zcrMNVpRZLSqtVSuapQA7/6W7sdKTT+Hca8dpQP+U9Pq+Lr5S8IzpNg9VqCSfcKXZK9hDDAmbpXJNPxBO+uJ7JWcf45pRf6wTdWIX0+emlO6urNyqHoViJYPizj/WYdLuastMPhoJ0Bq4dsf+G1yPLvYfjWda7t5/PpsyDnKLB+eSCzT/a0ap4oNnXg4CivVnJc3342cx9dFqyOtWmOTaK1qnPVa8KT5/3aak+mJ8F3KZPrIvdQ8n7jCkAoykQLOUfa1aYoxVHO3wVtAr0097RucoTzBdMfueMiQWn7c1KFVau2tS4b8oJLZF078+mLGLavD8zLu6vMjnw3QYGVvUkKguKqRp2ntajO4cfE+b0vVTYasV4q0/Wt4W9B8QDrMW9jVaoQaqJADWIv/MF9tKtKKhDKUgNu25aCUbXV9cIpAcdVFqXcGUPH8xWfyEbh3azL2j17aU7GTjkHmP1orArk8/f3rRbdduVFEGdwtq7v+gvZSeRexAK4TTx7erjlAFtJpMDmK/j+kbUuIHaCNKcA77dH+iv6ZMGn678T4Stxc8OAONYj38YiqxGQI0t8pDJLIk7XF9QmT/qyvCwPZGOtgX3wGRq3Qlj460UlTqJc5tYyhRePHhuiOe7y1fpT6E5VVkdbUTOty4jsOyH8HYUWN5axiNKq9CDuhQ9x5JiftNDl+1v7QHS+r0ucY39praYY/3ppbizNNVa9I1PilgtCkt1wZmVfoMkXwbpYj+aQFqEJFcjyn0Ym3coSv/ROazU/HlYpb424Ba/PKcoX8O/TqoX7KgPez87T5zwr3c9empMfWi4eSb/EMWOkI9JPUYsDV5Ie5G0KN8uFJiIJyldtS0Ut8UQXiVzJxCcVZL9RT95sUwX27U+oLJFQl1Zl17EuCOlEOQdLdmtdh9bgigikX1mqfPGC8LEaa0CJULXLJNWnVVIf5W61GvVOayUtCY0Ia95G5rDKbcDOtUsmE7tVroadPvXa6xropTmpCT52hJ+hvYVceow7bxeGHPD+CcGSnFMeHM7PL29cP8cP5EIg0RC7SG2sD/BdJFVNRtM0kVNieG+srO4+8HnR0Udvr9tYdtHbg73G6l90GjTAfOfgGrgt2vImxd31eExLtEe2uZAo0ZKL/Tg/UMdQFTRlp/NuCtULkJtrTuhSPoYCSiqrMuKTriqrBdpYJHQwnSWaptHEVQxqcLf7dDoh3MKVck5L4Zcc177L41sEECtKury9H8gzG0UrA2CTOLgWsQOnTUMQFFAyyqHEo8+3nEqLCa/2uL4VuM2SDczJ9WjuZn0Cq6pK3eip0qrOCXqH+4lwwNPJ6Ti8CBrLf1eUyd3qbnqV9mM6U1bcHAY4+BgCulwuPACZcrwI/eeaB3qmkEAnuUw9H+C76rUHmKITeKLH43Elxmks+4TZoKdC8tkH+m9lZn1lInJKdBJWKon4uLn82ketK6mUOTwJGv5F3/JT7eytQXkjK53/7rriYSbi/dai9EVzclxGs0hOc8XYf4zmojFE+OQAwJtkL8XoQj0osAoJRqe7u64oyF/e+Y2WzubTWtax7Knyq0JzirqkpHJjWbscHIVoLgIMUrBYY4H7MhHqV+eYumYOY1m5QDIdTJdyVuuigvWOFm09ptFympOYAz/j+767tTgSD+wM6w1PkVXSn/ynaSQppX3T82D+lqCwNRPnZ/CG5vCA8Bp/DZojfKRa761FLbP33q0eVrBoiYd1VFFYo5x6eDNu1hcCyqO2GnNI/aEX1+GZpt7HV1nV8sqSnNUV7HQ6raoyLx7/TDniPqZ7WGd1/fyHq0H/yK5HL1d45vrpFOX6Ds533X4YygFYjzUUgotKFNkEbtYJUPo+a0QHyGSkWtyY0bcpGq+N9xVKImccgvrdVdrTR5LXVDO+sroIcj5IIZWaw2bFU0Q1FqEoEa9ZoVJ2Y3HbwXpNyemDmUPOIMrvUBFw2TF4+CqpS0HuV8jOr0kFK+jNx2snp0zpEl1p1AbgV9rAqovW7abgNZKVwBphvdySBtVRNtXTStuHxLeDDVHRqYXmesET9bXAlHGt/VYVuO6WIaxl87AWNsHlPOLk5klAbZITJdmxj0GgC1KAPPT+F6niAhXrK1eXlfmB+3LVmT1cqGsaHo/HwdUf1hrAAoDE3VrusG5yvg8Rm8Mo22WmBLTG3VgKz6QFylJApSCTT/G0dNcMr52A/P3heYnmalfzStbtuq5/NfL0LXKrBzdWuArqEZepRoKC6dAxn88n91R1Su+WIoYM1Vj5RvlwfZz0zXp6iWGX+sGRPaW1amiV1fljSsmsLsVK3VTX01OuY7rbKBrz7ZG46oDvHde8xtxGRu5M4/rdEpIyh52JNGlsU0alKIptwdN6o6oEOu+CAFJaAfKa2A0tStJcY70jVp29W8aUXhDepKKVqZ41jXV1hK2QGm5WKRP7nZhLufqSHZQ6Bh8tLmZHi5kx+2df1zWWQbjvaXVZmCWn02m9+IYmrySDtodHdqdBHzyMrFob9EB5UroVOQVw2M+wb77/edlUpXDWza7JqFfRTKCv+KozvJZtjtUULKY6dNnmCH5oXVUrlqRs3wM1zdquDnxb9v+MxdwGhqInFbGqLOmktrr1ZN2LLBQSrJNgIpUQRzCkSgYEoxjkKb6uhdqMLF8c5Rt0WsTkL2YBS+QhuERjUCX3u4PGphej7Ohv44RbyzzR1n06nXLugDwSx+ORFVJZFgTDixzZOWy+RuxYahb8JNlF/t/o0t7eX/cU0cu/FueJon/QGGQh0XarvV/aj3ZEdmJmReuyC9iBmMnsiH12AGwyfq9iAIzt83WbF8dcmlOEOiEXMntdrTuZWE/5qlHlLCBbHjtYm8TEpwnq0sLy51YkLvmI5Qj44BUtqFhW0dxbMgo29UelUlTvijUiKfscqSq7LzIWHyQFecD16yIHS46/ZfFMgLG3qw/KuR71LcUqN6/AV8Md81uXqnFUlpX1dLWRa+sNmE6V2noTe9mNXdzLdGoYgL24cTVH5bXzlmV2HdV/bKxr/el0QtZLnxTHHF5r22Dl0IV+wKI3l+YkVijgAxaTKBTMf6p6J8ySaDPU9ti3yJumifY6XowarQ/og4MGCAtx0vtS+L2Kd8m54gRf4bAYBRF4l2gYU9RAS+hu/UTkIIrWwC2jmgVK0IK7vRIwZav1tmDhak1SxCOApc4MVGDThGFIatNrqecKtZH/TSpFY5UIBk57vV7T+s/RO0QaNBayDs0pkhFe4z4ESxxqrFtrSMzowaa9mtj78RwOB+a5Xwg+t4xjthnWk4+5NCcvmyqUKHqb54G0xUqQjzWNJm0sT2WAFyLLBRi1YyuoUnO3T5oL5v9lwj1cj2TJlcPXal1do7EY+KJ82V5LYtlnnlx3TzJI21VgrsrIP5NvPfPSb88GheWL5z5EKc0FVOjlZIjvGtdnT6J6bQ2hW6ux0am3Mv91273sFr0T+aAwyWEqYX/lJ7OOZK0L9rCweFSu1hsGbr7OeerX9ue6kDd9UEhOx8jPu1/MpTluq/eWBkv7V6NyRWYw7frMYb68XSfkMUSe0rzJD2fz+h0qwHDCORWNCA3TRs3+lmZTp9eaLOoPO/JkagmWJVa/6xrn0ViGPzsQ9yHV/XMs0Ejli/gcb3nFZvOBNDRH2xJnobqKxcQmrSW6eTNxk1Rb8XQmdvMSHOJnyj5opjer/AFtad5era9e7RrQMBIojxki4VePO12AXEJj9jQXQqCGxeTbuAXMpbngapm05tVGNFOkeDAZhBjFTrlD0txwHd1UmtM7OYtNqllrZQiHLThN06CfVhYLLekJY0efMD8q9T1F63oMdZ4czU7lD4J5ujPPT/ra4XCorTq511n0Ito/Uns8m9b85JA1UlzmhN15kmrNd6n57DVr2cIe1mfW0xxI56o3HQzog+gTcBDxCQrfke/r6fpDw18Pq5YmaxJuVt2QNqknSGiel+aiSKO9V7RdgOaCsZj3ASkMjYehgpp9s9kbFwaAQZSn6CV//g5ooIKUVnbCtwvscrkgtD+twGkwi2Tbk9JYj0kIBd6A3ViJlIGTwM5Rj6V8zYL1g12msQDG9LDhPZwFlppZx2JxOS4s1B+nteLG2rmxxnBbeHGzUj1ee43O4z0/zFXFuA2A8zCryTVkSojXZLuoXAKlxqlBonakhrlIO45sc35RRP/uEcvQXLC1rbhfCdLMAKToAfGHx/NWNiamn9eVi3r1ho/hmAzfapPpMmDyl5tCsX6QUWt576n8n2+rYk9WDAp8wX3jKgMDY+XIbvhW34/AauGOwaoTaE4rag6hVOt0O505KhHc0/WvYqiqQqawEvlApMFEl1bQoi+h+HYAvECSUhTqzZoWSnR4Wg9ZDm6sPh1n4Lt+1XQC25z+9VoqKtS/7mn1kKuL1VtbZ284bvjpZkpz7WugCUqoaM7bO/p2Sx+NwXR5q93g+79aM+DGstZC0qMgpzKPbLrM+AHfXNvVbLxpGqqZQo4YDSHifHfY3WoiHA4HRMLO7XpA+g6uj1fmRVM8Ho81qs4EK5U4/wyt61Zxt1qEMoS1VvcfViXoRKUQdKrGVWwcCyxl8rc2TYPY5UOvpJGwZysz8vF4YPV7q3VG0lxrnfZCCIqy3DWWpDmBLeVpPdMyvzK5jigG+E7bR1pDQt43OI6dttM7JocDVMhWLF8bymxwBqzhCDIoY6z8/3QVfdFSdTk0zag0VuZpZUDgXt2S6vMyS3X+otb81Phn8n+OP8MoY+JYzFdan65HgeRr7Mu67VjBCIzX/a9ecwQnD8BbSBHllAvBGLiQiiz5b6FO4biA44ZHwu/yx9R1zdwYFZe6WaxCcxPQuP6e01BZPmDkyYqWk0QkNmT5oYZPziapufW06kPywYX+pSXldFpmLvICWSIpkVUWrRpcDONbsG4x7qBM9R05oIDL2p33O15wndH4PQcz51Iwe8XTdZy6WRJ35fr1NVbsW9qrdtYBOX0UkN/RWIkTDiHo7nU69AnCv1ka5WSJe++6qrAVmkM+mj81ZbBLvbHiMumbdyv/0Ke3SvuADphtXIXZfLPOjVVP+Vy0jMnRldpU357hap3VM3kHCY7bNVCGbCB6Dq6cYAVbw68aoc9PPeDYQWy/3W74GRW6Ib8kuurdgAUDppPJTDEG7H+R9joZSGQQFopFJ4e2FsqnVEXsdD/DVpOxFZrzOUzzIcnu8BqHKeFOdiVmT1/Hv8YKMYUQ+C7xE9oeMY7crD+Z/yI65rT1jF1ZgTKZ5CVjTU73GZaK1Pa+ccq/kaKxpoWjntoHOK7PTMlepVSBxsoLpjsi4m3j4n7lCq9dh+KHdbGSv1vs4y10i/h82WLZmBmzjBWVy6HGx4ryMWcG/hi2QnNN0yxuBaisblcq38k4JdtWKth7iyxcBmN65RHKOyR16JhzE8aMfJS6jDNt2MrrGI5HCeaLbFzR0M7D+sxzwZVyzFc/0fsyD56Gtiv5hJ/p4zkiXkszE8RxjetHpRg6qJ89T4xZWz1hlXvgo0V+F+4aLHGy02HNUPaILDCVdRrYe7zbUtgQzS0ePKUzKxrWb9dyV92sV2EfyTK/67pOpR7eHKCJTLSv2Y4pF7SD6bcecgWGwRAThXohCxz6Aw4GDJdpN6kBfIDjQLrldJIauTS+FIeHhD4I62E9m0RqkuAk6zUus7VJgoTnAxfWzapzK6Th5qBgYPTWTtL/B7EVmlvKXjsAHKaQiCwXZwNRGp2jaqyCXvQpe+bz+XzbKjCF9nyEQZHvwE0YFXWMVPi0sqadA6is1yc6kVZmenzfUrm/9gYdgDhubbedH8/T2jl6eS2S6zszanwvNx9TIieP7B4KFNeD8z9w8R9LWp7cC8oGk/9XcXYSsVtrt7LsSPaFL9PcUiJ9/uXU/AGPx9Vqf8qHlYJ5fDgciIriTR/Uxlp6u23KQoyuIdlNFTXejj9ToNOPlYG88wA/+9n/0bwUrqwj+85wswIYwyOJ4k5WZTovVt9dMdG+fNKD5czLkdoZXVS7vvFo67Lbtla4yVc0WXXPVnQqAUbwmio2dj4O/PXrDWnj+CbN3V7r/LVWQ1XaxLJbUBTXBq8RMcR0iRS31vpU4C31scGt1QpVfQgWTHpFWYUjTwiLLZPdPEb1oGstz7wvyQGZhUQxxq9ACh6HbEyde8Atr0LJQAzw4mpdJFNzB1J5DRuWclqGh+H9p7LTsR9wr5T8oKznD0C+YP934OrN7FoG+8V3aI6Fh01EbzZNczgcWpcLveCM6RRqMMEQjsSaT73vSHwyKnESdITagKzXV/jToy/8bRRGhUGh6qKiRh/xTuV6hKc3/G5lCzq57Gy93AYGcHZdk6MXi2M4C1jbzKhzqvaEeMT/ED9bdhFGe39N2gfUiYrGjzHng0NbEd+huZPB7/PIRGtcri8/4W41YPWAlSCN4ia/lb5ys5r62IDlWZMfNuU1X1uibyWM2mPRuPOPV+ZjZDbCe6s7c3MduL1MhNTTmYx5tj5tfZfuDIVRmMXivPBWWsGKPzZzw4eGAJ/nkHLfxvkOa4YGybqL4hwy7TB7wXdojoURxeUSE4SKseD9ZSV3zrzGaqZjfGHHvrsarenCZt8T2WlvJDsaR5iPiV9pxhMhkX88Zjj/cyA+MRRxCepxoVQ2fdpYQUAPbuywK9bbqnLsVnPuWI6cO+38qQTniW93Bn79HGw1xJnqF2E7mpM+sTV80zbnpTluLlokW+4ikl2nh9RD0a36O3A8GYIH6++FV0tiGvLpGjNe88//21gOf84ZVElB71ALSPm5sDy/nVQh7Nk6Ps17De88reS0e1IIrjfV4jpsn2a9IDzH+djJtqfnw8ahZ0eyjeaVopEKzS2ASJqLUjIPs3s/58Ti+cXfWo+PvrQtjHQEuElv5fjGaqUsSHMpEURyEBfNCWRprZaG3pH/weeiMb8Jc4Hp7tbh+O7aaAhK6uy8KA83Emm9Apj+0jnIj+CbDG/j92Peu13f124SmAPfGtKy+DLNDfjgJthQPN6axgXFc2k36yQO7BcYsHiN3U36IOELY2lu1AqXYcjLRFVGnT4C6HyOGrQVeWZ0E1SURbOfihd+tD59Pb3i3ercRmOO7FzRdefwxeQ6AvmIfune2U2ou4rs31yPxL3jy0qrbu7z+YxUsJnSHGu47XK6NwbFAWBjUrGwyjUw5XhKsKJlK6JYmp0W2HxFu0/GEVmEV5niab3TIvtjaj+SzzRYYoOYLr0ipEbET2PFyyJvTGXVUjt/iOoSB2u7oWcRqbGdv3cs2g+G+8uSG+w+fzj8c3Go0YR/s9DcMog8rVSC5jXenzm7pXIM9UJQtQnoCUu8YtnUiVXVE7Ex+XwJQamFWKnmO+D7lnrrYrL0WnzRti12w8jJ4F9Dxwibynvt09Cltyof4GHdP3VMZV3yOkeLLU+bigp4RL/F/+o5NDcqRWQaIp+D/y2rups+AG+bEwrNLQMvzYGDS7755A75tIrhynD0/UHgQd5k5QOOJHmwsjquyw4sZbfwGnnvVUJIJ5LOdCTinnzcjZVr7oz7xwukUuzB1ZT3t6Wvlid7gyJ1vHQcXMXKsFzOwEpViFNwSyMF3GOPkl2R5r6Ar0wUIkJ87NvV+mCSKaGKPfjaJdwpi5Ajl9rS/XLiHbGDVGlxTW3Va9H9O/MxGeHZmga0ri+Xl02QYeF09PROaQ5O74zUYc9QQvvd+l43rzU/Io6YIw19vsKtFz8/mfmwErDNRb/CG3P3ji3S3FfQtq3yzFTBgsWPj1JSHiqtNFxWOytt2ajxlOMgC6SkxvoSNC6BXIzmfWTo1EhwGmdrvguYGu21tlKjvB/Z5ryNf6A2CUJiax2npLSKmp9JLbY5SutjXq/Iaegc/37Ruce061fT+BgKzf0HX7HnZB0RQwgUX/SZGxLl1EuByJJp600zLFozmnziBSmniEiyNorjauu7SvWRm2tKe7Vue+zSUsbhaMhOlA3B3VzbM/JeJSd6S18EapTCiRqPZEaahAQLN4ssjBP4YlQ5g6Wwa0vcP4hCcy8gWEQVBMixbaxbDXKcPkW4Iw98qTKtXkxINSPvCMYgCN8pk7y2Pj4cw8AQx+7W1gTZTccQ4XyzyrR4Y2BJJfO25uJgkNBl5+/lPoDGeiN4n3Vr3RLSbNAJ3JHm6n8MaQzjV4ZRkINCcy94WvE4+IsXwRQxqA1pjkrcmGlHNQ/sg9dPwyvNaUXxpsL0vC9YFjq9D5GRlIb4hitWdVkaq+Su+gV361x1uVyOx6NU1LZtZalRpaZOmkOqZQzNay96b5trXOdGz25jae5ncssLVkWhuRiVNWGQQIfdHXscHIeDQvEoiyw2L9HIIeAPUJQf0lBl/aVQJxmP2EeyHoHBktfUywIGRDPlDAB+j7L3xaTB1WhJfwIsKTlRCrXieCKmC/M4bn6PpMmIYjzZHZkwnzcUFrxFobkOqBvD4bWWrOLmEHxYwOh30yw1kavR/01zBhRNAoPIEqemJyqsIlaqXCcqpDCEUyqL4IJQ5GBf42Hseg/Xx6vzMLwc0pplm2tf+ycoCKa1eGwvq+bfuupds4uV0LYts0I0h2dZhbkOrodcwUZQaK4bChjGvEWERNu2yEQn63sPdyANzbxilLcQzNwjUpCuJwuXgjY8JMcp/hnZTSFyEvF4fbZmd8fjMRWO0I5rK3osy2B0GHIcPChujYx0jVUhbVzd3cm36yshXbCYd0AHmyo6hlu6xtWL02MyCs31wledhQvkiKyqCmkIv+FwzbVM9DkfZI9rLbcUhhWXQUOis7tVl6uty9fdSqXzQrFyiHKNpbLBU9GQOIOKVXR6k6WrohSjIzNIZaEEx2vta+aAj3/OXMkrVYJ5C9Uy8OHrXiANSU3sgi2g0Fw32p6qPq2lOihUgul+y2swOACfI9k6SKbz0pyu/rCOyN5Ox5HSZCVhKZBNzgTF0+FhgD4UeIwACMUHVzxOaJoGnwwkC8d5B4jXr3nRvlbx66v50Yc2u8PZqujL0mma5sMJPAU5KDTXjYFIBcWj+jDXPs/jWKT+xz6aq6z9oNhE0lNjBZpEdnyKnIXvVZEiCH1IbbxWnhbnYTxRvbm2bfHJVq7YcmQTlB4tyU6hwrVrb+oJPRJj0/uzkSZVnVwGx33FYlgwjEJz3Rgwr7SWGRqtxsnWor5VHTkoPC8oVkMxdLKaiaEUPAxDVVZQRGKXX5CdAogG4DkOOTfNDcr/jenvHeA1vY/kuAWOC100V3e18S3YCArNdeBtNcHKKoD6lZnqdGORmuf8JaTVSqxDbsL6htkIHVbiVW01WpQXAQNyJELcWw2rtuIfCGXSGRX0qwJWfT9q4N/hr3hheVMGr4jm4LhvBSoXvEWhuRh9VTc8mv4cgLAE33mkNOFL5nkd0Ot9+jS4dFRZ0G7WsEKxvgMDRk8k4oQAY1/MCiZtXdRInTSdCMbOwXWP9f7W5jVfQkJrMGNo2nHti2jb1tOcOC5SvQu2g0JzL8j3mXZKfGpiHzVSmA8v08F0tSXDix10MHSm3uzyQkjPBcr6IkKQsiXppaO8hbYno7t1sX5ElnBd71H1FMmn4l+kS71urV8a+bZbIw5Pc5SrUgEx/PJbG/A/jkJzL+gMCus7sjPKTF+HR+bbkjJtdj6TYaU1BouJXmXvk5NXYSLeo9pY+q18IIo3lODWuOg/JGWcJH3VAb4OL2xKhpVTqHhat4ZCc/+BmZp/fCqvtUkYiuSpyaPydjpBFCMbnKcDLHE+BcL7Q730VFkFp+ExKF/i6qDOGJxHGV3+ryrxacDeI+z/+l+kDJPCFwWLoNDcfxjrKk31VvglPbKyBNI5sklrORiqPx7M8qW0VpFO09UBwxu/cCY0FvimDrPpdZEQvRSW5jn0URLCDhdqLREC3meo+kVYDBlDn15cUDANheb+D9VBy0enNDfsblOqgJa0bPaN1dQVMWHh8jU/gsXcP62ZtCpipteSRUxOYWm4RAUTXSwKU4h/BPpgcK3KStRxsN58WO3ivh/ed/KCgg+g0FwIIbDgx36r0woTeQMGgHgFWUj780CukU5aW0U5BKiIU6IAFFUblo1MDAXVSjZU5aUBGrpZlU2N1r9mVHI1DPzez1czLygIhebA8Poc+Faq5U22KLUG+SsrlzPbuN6s6VfCa8ydojd0GAlbvgoxUiRsReng4eHd73dqbyA/ipR5QZ7sgB8WNE2zbLRNQUEO/lGa63OHNa/tmYdBXG70ZuQNWAPP1x4Rw0cic+kdRdtWLr81s3DQ8/mkFJX0aCVUKOfsLYW1bVvqFBV8GP8izRHP2UlGGOMzjXRY06M3P+wflASXfqTw3eh4RW9Url9E6I95bpL2rHRxjPRWBYhoMMqlxcjoBcDCdAWfxD9HcyhfnTRHI4j8bE1s+dGbUQ7AtwDvpO8rR+JuVTB5H+tb3w8nI93fMVy0BBUjzSnQ5G6VihUBp3/lbCnuiIJP4t+iOTgOW1VEc3z0eDzyaW5Z29yC+F9753adIBBF0RpowRaohRZowRbSgi3Qgi1YCy1MPk64mcxLRAmP2fvDRSaA6Mo6uXOfQ2am3ziN71E3YDclfChWWw7CSMu0VzVfoZv2xeab82PEOnkV2+8AAAI2SURBVHOlzwgwn7pkzgTIn9lsK5IAvxNsmWSW3ObWXNKOU7TBmtO5SaNNEMu7SN8LqW/pa2op7G+BrTH6Op8MYCF1yZwYxzHI1L1cLsr1VYuhmTZI0ppzmzazjgs5hmFQHYKJr9xkQZ5grqDVv8/mVirAMuqVObPmbrdb0zT+8fwQxEvFYWsj2TW1Up6a9a205I+knD3tPXWfZtYAHI4aZc5Nk+HtWJEHjSsUc27ytObhnzElUuaHTWKdU0z+tOA/5+8D2D81ypxCEKZQVgKlCGAu12T/yL/W973VkM6/9mm2YC50C7B/KpU535rzkcwdND5o1bILrr0VO2s65wo9kZKtog76HcIpqVHmXLEK4rgpXW3bLja4lFlSOCFX3aH0FH9F/yqapvlsY1GAxVQqc+fjfr+/OaG5HIVIRlqlaP779n2vzESbRf/OIwF8BGQOfihk88bVu/JvSsh8fQxmWjO0FPYAMgc/xK2P/V8F+cPjOErdlIWXvEpTcuhHApuDzMEvmjUTr1tvzpjr9RrvdodhUJrO5x8R4HXO84eI1fA+uThDwcWm3sLJ+3RdhzUHe+A8MgcfIWnQFYIbSWvOYBA97AFkDv6g/unxYu581ZDpWNUXQbEwMgebg8xBSGy7Faw5TZOwH9u2tU5WNo5+pecEmAkyByGxJ65gzXVd5/vmHo+HSoP1iikHewCZg5CX0oxtcliwMn/CGcDaIHP1kouBHrfcDSAJMgchpIDAyUDmAODkfANxxtqVDRYI4QAAAABJRU5ErkJggg== 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Eric8925 Author
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6 years ago
I'm seriously surprised that you found the answers... What's your secret?!
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