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Grade 11Mechanics

A siphon is a device for removing liquid from a container that is not to be tipped. Itoperates as shown in Fig. 16-36. The tube must initially be filled, but once this has been done the liquid will flow until its level drops below the tube opening at A. The liquid has density p and negligible viscosity. (a) With what speed does the liquid emerge from the tube at C? (b) What is the pressure in the liquid at the topmost point B? (c) What is the greatest possible height h that a siphon may lift water?
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bUlEomKioo85gmHh4ehUKhUKt31lCeWADKZrNfr3Rt7enpgMFhVVVUgnyTABFRWVqJQKI/VUA8ePMDj8SKRaNdTnkwChoeH8Xh8bW2te2N7e3teXl5dXV0gnyTABPT09JSWlra2tro3Wq1WDocTXAR0dnZCodDKykr3xvb2djKZ/EW31BxSASagv78fCoWWl5e7Nz569IhOp7PZ7F2HBJ5MAlpbW8FgsHsv4HA4qqqqaDRaIEPBrYAT0NfXBwaDJRKJe+Pm5iabzWaxWLvuhQ0WAgBLiEKhnmwCRkdH4XC4BwHB2AvsJGB9fR1IBvZkE7C2tkan0wUCgfsM4fz8PJFIDBEQFAQ4HA42m02hUNyXP4UI2NoKJgKAzELuawatViubzQ4RECwE0On00tJS9wmR1dVVGo0WIiBYCKBQKCgUyj2FwNLSEg6HI5PJu06IhAjwrwJPAI1Gw2Aw7huhrFYrkUjEYrG7Lo0MEeBfBZ4ABoNRVlbm7gc8evSIRqMF+3hA8BDAZrOpVKq7wbfZbFwuN+QHrNPpdCQS6bGMzt9aW1sDSsrNzMwE4HYOh4PH47HZbPfXPUgJyM/Pb2ho2G5ZX18Xi8U0Gi1ga0QBra2tiUQiJpPpu0zRUclisdDpdB6P5z4FMD09jcFggo6A0tJS9zWT6+vrUqmUxWLNzc0F8knW1tZkMplQKAxMYVGz2YzBYDxGhaempoqLi4OOAAQC4T5Jur6+rlAouFzuAbJuHkZWq/XatWutra1HVRLEt4DFIDvnBYJxRAiBQLivCV5fX6+oqCgvL19aWgrMMzidTqvVarVal5aWFhcXD5z7+wtp17nB2dnZ0tLSoCOAyWSaTKbtFovFUl5eLpPJAkbA5OSkwWAYHBwMZB3hXQkYHx+Hw+FBR4DHYpC1tTWlUimVSgNGQFdXFwQCUSgUAdudsuWFgOXlZSqVGnQEkEgkdwIsFotOp1OpVAEjoLGxEQKB6HS6hYUFf1SK3FW7EmA2m0tKSoKOAKFQODk5ud2yvr6u1+sD6QdIJJKsrCzA8BiNxkPmqt+ndiVgYGAASKe+6ylPLAE0Gs19l0yAe4GlpaXi4uLs7Oyqqqrs7Gwqlbq2tma325eWlvwaFOxKwO3bt6FQaNAR4NELrK2tqVSqwBBgt9vr6uo+/fRTNBrd3d1dUFDAZrPX19fv3bunUCiMRqP/bh0i4HO1tray2Wz3BFIWi0Wr1SqVygAQsLCwgEAg3n///YqKisrKyoKCgtbW1tHRUTwef+7cObFY7L9bh3qBz9Xa2spisUZGRrZbgF4gMNHgnTt3rly5Eh8fbzabORxOSkrKjRs3xsfHSSTSJ598wufz/XfrEAGfa+d4wNramkKhCEwvMDExQSKRysvLbTZbVVUVHo8HrNGNGzfAYLBAIPDfrUMEfK6dfsDKyopIJOLz+QEgwGq1PnjwAFiOsbCwcO/ePSCVV4iAwKm1tZVKpbrni1teXuZwOGw2O2DR4E6FCAicdkaDKysrQqEwMDbAm+7cuVNaWuqxn/VoFSLgc7W2tmKxWPckQqurqyKRSCAQHCMBKysrN27ccB+nOnKFCPhcwLyAe9aMk2ADAqC+vj6gZJZ7Y5ASsDMaVCgUEokkwAS4XK719XWLxeI7wfdRqa+vb+fe4SAlgMvljo2NbbcAa3VEIlGACdjY2BgcHOzv7w9M8iJg97hKpXJvDBGwtbW1tbi4SCAQiERigAmwWCyVlZV6vT4waYz7+vqKioqqq6vdG4OUAI/xgPn5eRwOV1ZWFmAC1tbWdDqdRqPxdy0bQP39/WQy2SOd/MDAQF5enodh2NYTS4CHJ7i4uEihUCgUSoAJWFlZkcvlCoUiYAQUFxfvtAHBSICHJ7iwsFBaWhp4GwAQIJfLA0YAFoutr693bwzSXoBCody8eXO7ZXFxkUQikUikwPcCGo2mvLw8MAQMDAywWCyP1MJApY2d2WYBPbEEePgBxzUqvLy8LBKJxGJxwAigUCgdHR3ujYODgzgczn3/jLueWAI85gUWFhbweDyBQAgwAUtLSwKBQCQSBawX2EnAwMAAFApVKpW7nvLEEuDhBzx8+BCFQpWUlASYgMXFRQ6Hw+fzA2YDaDSaxzKkoPMEgaIOHA7HfZPocRHw8OFDIpFIo9ECZgOIRGJbW5t748DAAAKB8DYj9QQSYLPZpFIpDoc7CQTMzc1hsVgSiXS8vUBw2YBHjx6xWCwUCnUSCJiZmUEgEKWlpQEjgMlk7owFgssGAKkCEAhEEBIwMDBAp9N3+gFEItFbZZUnkACLxUImkwsKCoKQgP7+fhKJtNMPYDKZHiWXthUiwL8KvA1gsVjXr1/3aBQIBEFUYyTICSAQCB7Z5bu6uphMZoiAoCBg13mB7u5uMpkc6gWChYCdnmBvby+JRLp27dqup4QI8K+OxQ/wiAa7urpIJFLIBgQLAVwut6+vz72xu7sbj8eHbECwECAUCj2cvvb29tLS0pANCBYCdvYC7e3tFAolFAsEBQHAqLDH697f389msz26hm2FCPCvTkIvMDg4yGKxQr1AsBBAo9E6OzvdGwcHB3k8XsgGBAUBu84LDA4O7jQM2woR4F8FmIC+vj4Wi+Xxuvf39/P5/BABQUGA0WjcOQXQ1dXFYrFCBDzEYDAEAiEwu7e2NTMzU1JSQqFQApNZuqWlhUgkenzZPT09bDY7RMBDHA5HpVKBhC4B08zMDBqNplAogbmvRqOBwWA7Y4GQH3CcNiCQvYBQKMzIyPD4soHdEyECHqLRaDweH3gCiouLyWRyYHqBXQmoqalBo9EHJGBhYeHatWt6N928eTMwKXIPLG8EkEgkLpcbmH3825qZmcHhcBwOx70MrP+0KwGHWiFy/fr1rKyszMxMNBqdnp7+4YcfetSzPIGyWCxsNhuLxU5PT283zs3NcTgcvV5/mFweDx480Ov1FAqFwWDQaDQ6ne6xHmunZmZmiESiUCgMDHm7EtDQ0IDD4Q5CALD1IiwsrKioSKfTkUikd999Nzk52b2e5QmUxWKRyWQcDse9uNPY2BiFQvHYVv1FdePGjZiYmDNnzsTFxYWFhf3hD3+gUqm+T5mZmWGz2VqtNjA1RnYlAMhyfhACbDabXC4HgUAcDsdgMLDZ7LfffjsuLu7kEyAQCCgUintRqaGhodLS0kMS0N/fn5ycDKRpYTAYERERJBLJ9ykzMzMikchj2Zb/tCsBIpEIDAYfhIBHjx6x2ezs7Gy9Xt/Y2Mjlcv/0pz89FjaAw+GUlZXdv39/u3F0dJRMJh+eADAYXFxcrNFoOBzO1atXyWSy71MebwKsVqtQKIRAIAaD4fr16/X19ZGRkdnZ2SefALlczuVy3XuBO3fukEikwxMAhUIZDEZTU5NIJIqLi6NQKL5PeewJ4HK5qamparW6q6tLo9GcO3cuJyfn5BMgkUiYTKZ7YTmTyYTFYrVa7WHqPnV2dubm5rLZ7OrqaqFQmJCQsB8CuFxuRUVFYLLJHTEB6+vrDAYjLS1NLpdXVVUxGIzf//73j0UvIBQKaTSaux9w584dHA6n0WgOQ0Bzc3NmZiaRSOTz+TQaLTY2lkgk+j5lZmaGw+FUVFQEpuLY0fsBTCYTDodXVFQolUoul3v69On4+PiTT4BSqRSJRO5lPu/evUskEg9pAzo6OnJzczkcTm1trUgkio2N9eYHWK3WhYWFpaWlsbExNptdUVGxtra2trbm76GUIyYAGFrJy8szGAxarZbD4Xz88ce5ubknPDEr4AfweLz5+fntxqmpKRKJpFAoDvMdtLS0JCUllZWV1dXVCQSCixcverMBw8PDOByuqKgIi8VevXo1IyMDj8cLhUL3FIf+0NETQCKREhIS1Gp1U1OTQCA4e/ZsQUHB8vLyET/4kcpisYhEIo9eYHp6mk6nH9IGNDc3JyYmEgiE2tpaAoFw5swZPB6/65G3b9+Oiop6+eWXX3311ddee+3VV1999dVXo6Oj+/r6XC7XgR9gT/mFgPDwcB6PV1tby+fz33nnnZSUlJNvA3YSMDU1xWAwqqqqDvMFNDY2JicnUyiUqqqqoqKi06dPeyNgc3NTIBD89Kc/feaZZ37yk5+8+OKLP/vZzwoKCtwDVH/ILwRcunSJz+dXVVUJhcJ33nnnsRgR4nK5eDx+ZmZmu/FIosGWlpbMzEwsFqtWq5lM5scff+yNgK2trb6+vg8++OCZZ575x3/8x1deeeX06dPl5eX+Lj3pFwI+/fRTOp1eW1srFAr/8pe/gMHgk98L7BwRmpqaYrFYhySgubk5IyMDiCloNJpvAmZnZyEQyHPPPffMM88899xz0dHR/nYCtvxEwIcffojH4xsbG4VC4UcffQSDwU7+zJBQKKRSqe69wMOHD0Ui0SEJ0Ov1V65cwWAwGo2GSqWePXuWQCB4O3hjY0Mqlb722mtf/epXn3vuOQwGE4DJIb8QEBkZyePx9Ho9k8k8e/bsY0HArn7A4W1AVVVVamoqm82uq6tjMpl//etfy8rKfBzf29v7wQcfPP300//+7/+uVqsPc+t9SigUeqTP2ToSP0AgECiVShKJdOHCBQQCEbQEVFRUJCcnc7nc2tpaLBb7xz/+EYvF+jh+cXExMzPza1/72pkzZwYGBg5z631KJBIhkcipqSmPxkMREBERwWazARsQGRmJw+ECs9zlwPIfATqdLi4uDo/HV1ZWUiiU06dPl5aW+j6FTCa/8MILqamp7g/jPwmFQjAY7J5QeevwBHz22WcsFqu5uZnP54eHh5eVla2vrx/xgx+pVlZWWCwWjUZzHxE6klhAo9HExsbSaLSqqioSifTee+/57gW2tra0Wu17772HxWIDtk7w6G3ARx99RKfTAU/w4sWLhYWFJ9wGPHz4EIvFEggE95jl5s2bWCz2kAQolcrIyEgajVZbW0uhUN5//30fsQAgIKevSCTydxwISCQSYbFY9ymxrUMSQKfTMzIyZDKZSqWSy+VhYWHh4eHXr1+fn59fXFxcXFxcXV1dX19fW1tbWVlZXFxcXl62WCzr6+tWq9Vms9lsts3NTbvd7nA4/DoWBmhzc3Nubq6qqio2NrasrMydgKGhITgczufzD7Zq2263Ayv/w8LCmExmbW0tiUR68803cTic+zGrq6uLf6uhoSEKhVJeXr6wsLDd+OjRIz/9NYRCIRwO9yhoJxKJIBDI7du3dz1lbwJAIBCdTpfL5Ww2+8KFCyAQqKamBgiIgRVzDAaDQqHQ6XQ+n8/hcGg0GpPJ5HK5YrFYLBbLZDKFQqFWq/V6vWEvNTQ0tLW1NTY2Aj82Nja2tbUZjca2tra2trbr1693dHR0dnb29fUZjca+vr7bt2/39fUNDg7euXOnr6+voqJCLBZzOJzc3Fw+n+9OQG9vb0pKSnZ2dmNj4+zs7Bf9y46MjOj1+qSkpPDwcIlEotPp8vLyfv3rX7t7gnfv3hWJRMV/KygUGh4eDgKB3Bs1Go372oUjlFAo3Jk/XSQSEQgEb+N4exMQFRXFYDD0ej2ZTA4PDyeTyffu3auvr6fT6VQqlUwm4/F4HA5HoVAkEgkwGEcgEMhkMo1GA2hgsVhcLpfP54tEIpFIxOVySSQSnU4XiUQsFovFYgkEAgKBgEAgsFhsaWlpSUkJCoWCQCB5eXkoFAqLxaJQKBQKRSAQiouLcTgci8XC4/EkEonH45FIJBqNJhKJgCfR6XRDQ0MqlUqlUrkTYDQagfWuMplMLBYbDIbKysry8vLKysqamhqVSqVUKoFSEAqFQiQSqVSqysrKiooKjUZTW1ur0WhqamqwWGxUVJRYLNbpdBAI5Fe/+hUGg9m+xfj4uEAgQP2tEAhEXl4eGAyOjo4+f/78xYsXL126RKVS3VexHqFEIhGDwfBYlwwUXPa2QGFvAvLz84G3k8vlRkZG0ul0q9W6sbGxsrKyvLy8tLS0sLAAzIQCfcHCXpqdnR0bG7t3797CwsL09PT09PT8/Pzo6GhfX9/AwEB3d3dPTwJet7wAACAASURBVE9/f39HR0dLS0tra2tbW1tra2tra2tHR0dbW1tnZ2dvb29nZydgDzo6Oq5du2Y0Gjs6Okwm0/r6+vz8PJ1OZzKZHr0AUPF1fHy8vr6+qqpKr9crlUq9Xl9dXa1UKhUKRXl5OVChXigUAr/S6XTl5eXV1dUDAwMLCwtCoTAmJkYikdTW1paUlPzud79Do9Hbt9jc3Nz58c1mc1dXl9FovH79elNTU2tra2dn59jYmJ/cApFIhMPhPAyMSCRiMpnexqP29gShUCjwKlAolE8//RSPxwdm6fuBNTc3h0QiMRiMOwHd3d1wOPyQnqBQKIyKiuJwOFqtFoPBvPnmm77HA7a2tu7duyeVSj2SfftPgCfoEXkCBHhjbg8CWCxWTk4O8EKwWKyLFy/i8fgTHg0+fPiwtLTUIxbo6OiAQqGHJwAEAnG5XLVaTSAQ3nvvvT1jgc7OThgMVl1dHQBHeMsnAQe0ARwOJy8vD7CEIpEoJiYG6AWO+MGPVAsLCxQKhUajuRPQ3t5+JARkZmaq1eqKigoMBnPmzBkGg+H7FKVSee7cObFYHLBoEIlE7hwVPrgNAFaJqVQqYO1lVFQUlUo94QTsagMaGhrAYPAhCRCJRKmpqVKpVKfTFRcXf/jhhzwez8fxdrsdh8P9y7/8CwKBCMyUOjAvsDMaFAqF3k7ZgwA2mw1EVjwej81mR0dHEwiEx9EPOBICtv0AjUaDRCLff/99JpPp4/jZ2dmkpKRvfvObIBDIfbGC/7Qz8HM4HEChI2+n7N0LADZALBbz+fzo6GgMBnPC/QC/EhAbG8vn8zUaTWFh4UcffSQWi30c39nZ+c4773zlK185c+aMt0RORyuRSOSRreLRo0dkMpnNZns7ZW8CsFiswWDgcDhcLhcEAmEwmAAnYfii8isBcXFxAoFAr9cXFxdfunRJp9N5O3hjY0MoFP785z8/derUz372M4lEcphb71MAAe6TtzabjclkMhgMb0tk90WATqejUCh8Ph8MBp/8WMCvBCQkJIjF4qqqKiwWe/nyZY1G4+3gmZmZ7OzsZ5999nvf+97zzz+fm5sbgLVVO91+u90OzJMdPBbAYDAKhYJGo/H5fGCdZDD7AYmJiUKhEFgfcP78+fLycm8HG43GP//5z88888w///M/v/DCC2fPng1ARwAMs7q7/UAvQKfTvS2S3ntMEIlESiQSAoFAp9OvXr0a5J5gbGwsl8vV6XQIBCIsLEyr1Xo7mM1mv/jii88///wvfvGLV1555be//a1EIrHZbId5gD0lEolIJJL7B7darUDR9QNGgzQaDYFAKJVKBoPB4XCA9RHB3AvEx8eLRKLy8nI4HH7p0qVdCXC5XDdu3Dh37ty3vvWtZ5999uWXX37ppZd+/OMfp6SkeETqRy6RSESlUt09wfX1dQKBQCQSD9gLADZAoVDweDyRSJSUlESj0YLZBiQnJ0skErVaXVBQEBERsasnaLfbq6urIyMjP/nkkzfffPOXv/zlW2+9dfr0aQgE4l4I1x8SiURsNtvd0qyvr5NIJDKZfCgb0NzcrNPpqFRqdHT0yR8T9DcBAoHAYDCUlJRcvny5trZ252EOh2N6evr69euDg4NMJvPy5csMBuPatWs3btzwtzO40xN0OBxcLpdKpXqz3HvPDBUUFHR2dtbX15PJ5EuXLgU5AXFxcVKptLW1FYvFXrx4saKiwvcptbW1YDA4YPkDdk4EO51OHo93KALy8vJqamq0Wi2TyQzZgKtXr0okkoaGBgKBAAKBvJVy3VbgCfAYAAaiQTqdfsBegEKhwGAwYA0FiUSKiYnhcDgnnwA0Gk0ikdwHRo6KgKSkJKlUWl1dXVpaGhsbazAYfJ/S3t5eXFzc3t5+mPvuUysrK1gs1mOyyul08vn8A44Kr66uEgiE/Pz8iooKqVRKJpMfLwLcXeKjIiAtLU2tVtfV1SEQiIiIiD0veP/+/a6uLo/Fu36S2WwGhuw82g8+M7SyskIikQoLCxUKBbAPKyws7LHoBYqKijwSuTY0NGRlZe3quO1fwIiQSqVqaGgoLi6Ojo7ekwCXy/Xo0aMHDx4sLCz4O6HcrgQcal5gbW0NiAZ1Op1cLqdQKJcvX2axWCefgJ02oLGxEQqFNjY2HubKwNwgg8Gorq7G4/EgEGg/RmVpaUmlUgmFQn9PD3ojgEQisVgsb2ftyxPUarVSqZRCocTHxwsEgpNPQElJiUcS6cbGRggE0tDQcJgruxNAo9FSU1P3Y1RmZmby8/Pz8vKOhQCbzcZgMLhcrrez9kWAXq+XSqUEAiE6OjrwqXm/qObm5oqLi/F4vHsv0NjYmJOTc0ifHBgV5vF4NTU1GAwGBAL5IMDpdC4uLk5OTgJZB3g83rH0AvPz84WFhT7yHu6LgPr6eoPBgMPhPvnkk8fCDygrK2OxWO4RMBDBexTi+6IC1gpv7xyNiYnx0Qvcv39fr9erVCoMBpOUlORR+8cf2pWAxcVFFArlI/vtvtYKV1dXa7VaNBp97tw5H2sOT4gAAphMpjsBLS0tJSUlHkW4vpBWV1cxGExkZCSQIZJEIiUmJnojYGVlRSwWo1AoIGrIyckZHx8/8K33qV0J2NjYoFKpHA7H21l7RINYLDYrK0ur1QoEgqKiovDw8MciGiSRSB7+SmNjY25u7mH8gPn5eTgcHhYWJpVKa2pq8Hi8Nz/Abrc3NDQAHsP4+DgCgSgqKvLYy+cPHb0NWFlZKSsrg0KhAoGARqOVlZVFRESc/FhgZGSktLTUI21YW1tbWVnZnsngfWhlZQWNRl+5ckUul1dUVGCx2LS0tLq6Om9Hfvzxx1VVVfX19cAC8wBMqHrzA+Bw+AH9gOXl5bKyMhgMBqToLC0tPX/+/Mn3A0wmEwwG8yjq0NbWhsPhDkPA4uJiUVHR1atX1Wq1wWBAoVBXr16tqanZeeTKygowciAWi3k8XmpqamVlZQDKcuxKwNraGg6H87GqfQ8CSkpKsrOzKyoqFAoFFAp9++23Tz4Bc3NzBALBg4Dm5mYkEnmYvTvAyxQTE6PT6WpqamAw2OXLl3f1AxwOh9lsrqura2pq6u/vb2xsHB4ePi4C5ufnYTDYAW3A2toaUK6lurq6qqqqsLDw9OnTJ5+AiYkJMpms0+nce4H29nYqleptD/1+BLxMly9fBrIqweHwy5cv72oDANlsNqvVarfbgV30AdgztCsB09PTYDDYR6aLfc0L6PV6uVyOxWLPnTt38gkwmUwlJSVyudz9tevo6GAymcPDw4e58vb6gKqqKhwOFxcXt6drub6+vrS05O/FYYCOnoCVlRVgU3dNTQ2QSSoiIuLkEzA6OlpcXOyxUau1tRWDwXirv70fzc3NQaHQ6OhojUaj0+lQKFRSUtKeBAwPD9fU1BzjzNChCFheXiaRSLm5uVqtVqvVlpaWnigbYLFYVlZWdm6L7+npKSgo8OgFGhoasFhsf3//gW83NTWVnp5+4cIFqVQql8tzc3NjY2P3HBVua2tjMpne8nccrY6egIcPHxYVFaWlpQEbhgoKCs6ePcvn8wOzCdK3Hj16VF1dXV1dvXPR4sDAQF5enlQqdbe9jY2NVCrVZDId+I4PHz6EwWAgEEin0wE5RKKiovYkoKOjQygUBmA4aMsfBMzOzubm5mZlZWk0GolEgkAgPvvsM5VKdRLqDU5MTCQnJxcUFOzM0TUzM0MgEPh8vrutam5uLioqunbt2oHvODQ0dPHixfDwcCD/SH5+fmRkpLdYAJgRmJ2dBeaQRkZGHA6HzWbza6URvxCQkZGRmppaUVEhk8kKCwsvXLgQsMJpPmSxWOrq6j799NPk5OSdr1dXVxfgvbr3As3NzSgU6jAEGI3Gt99++5NPPgFSjcBgsCtXruxKwOrqakVFBRgMBoPBly5d+vDDD/Pz8+l0en19vV9XiprN5szMTI9Et4clICsrCwwGGwwGqVSKQqHCw8MPWaTh8HI6nX19fWKxOC8vLzk5eedQf1dXFwQCUalU7qQ2NjYSicTDxAIAAWFhYRqNRiwW5+TkhIeH70rA+vq6XC7/zW9+881vfvO73/3u888///LLL//bv/0bBoNxT3F45DKbzYWFhR6LQQ5LQE5ODlBtTiAQwOHwCxcuyGSywMQ23rS4uMhisXA4HBqNjoqK2jkuOzc3RyaTPeYFDu8JArvAoqOjDQYDl8tNSEj45JNPvM0Mmc1mEAh06tSpv//7v3/ppZeee+65//zP//RwTY5cZrMZi8VKpVL3xsMSkJmZmZ6ertPpxGIxsEumsrLyGHsBu93e1taGxWLLy8s5HM6FCxd27t/eLijj/udubm7GYDCHGRUGCIiNja2pqeHz+ZmZmRcvXvQxOywUCl966aXvfOc7L7744rPPPhsREXHr1q0D330/MpvNxcXFHksCj8YPqK6ulsvlCATi4sWLHiMtAda9e/fIZLJQKFxZWblx40Z8fDyJRPJ4npGRETQa7dFb1dfXY7HYw6R3drcBQqEwNzfXmycI6Pr162fOnPn617/+3e9+96WXXsLhcP6OocxmM4lE8khifjS9gFarpVKpOTk5ERER5eXlx0WAxWJRq9Xp6elarXZtbc1oNMbExECh0ImJCXcf+86dO6WlpR4xS1NTU2lp6eF7gStXrtTW1kqlUigU6m1eANDMzExWVtZ3vvOdL3/5y6+//vohlynvR2azmUqlemxhOCwBEAgkOztbrVZzudz8/HwgAg5M8cSdslgsRqNRp9Pdvn17fX39zp07KpWqqqpqenra3e3v6+srKirySN/V3NxMIpGGhoYOfHfAEwR2iikUiry8PN82AKjX+U//9E//7//9v88+++zOnTsHvvU+ZTabMRiMR6qK6elpCARywJmh2dnZ7OzsrKwstVrNZrNzcnLOnTun0WiOPRr0rd7e3uLiYo+xmqamJgaDMTo6euDLAjYgIiICqL6Yn5/vLRbYVmtr6x//+Mfvfe97ubm5fo0CAJnNZhqNttMGIJFIHxmv9o4GMzMzgVgAAoFERETU1tYGpnzmgWU2m4GlfO6NbW1tdDr9ML4YYAPCw8P1ej1QzOXChQu+CZiamgKBQL/85S8Dk1vcbDYzmcyqqir3xunp6YKCAh8Zr/YgAAwGp6en19XVVVVVlZSUJCYmHmapXWA0MjJCJpM9CGhsbCSTyYcnAAQCtba2crnc+Pj4zz77zDcBNpsNgUCcPn06MPsGvfUCh/UEc3JygF1jQDRYU1NzXH7APtXV1QWDwQwGg7sfUFlZicfjD98LXL58uaGhQaVSZWdnh4WF7enfUSiUixcvHmYscv8CYgGP1EbT09PZ2dk+6iPvKxaorKzk8XjZ2dmffvqpWq0+CfMCPjQ6OspkMuvr691JNRgMRCLxkAS8/fbbn332GZCCPDc3d89eYGtrS6/Xo9HogM0NCoXCpqYm98bp6WkEAnHAHSPAzBAUCm1padFqtYDvc7wjQvuR1WodGRnxCBFHR0c7OzsPk9UfICAiIqKmpkYqlWZmZnrsHB0dHdXr9XV1dR1uApKzq1Qq98a7d+/6w5fyZgNwOJxcLvd21h4E5Ofnw2Cw+vp6rVZbUFAQGRnZ1NR0wnsBl8vlcDg8HtLhcGxubh7mybc9QaVSyeFwIBCIRzQ4ODgIlFQQugkGg6Wnp1OpVPfGnp4efwwPexsRYjAYlZWV3s7aFwEGg0EgEOTm5kZFRTU2NgYmTfZJE+AHhIWFyWQyOp2ekpJy/vx5dwIePXo0PT09/rdSqVR0Or27u9u9cX5+3h9vkdlsFggEHrtjJycnWSzWrqvaAe1NQHZ2dlVVlUKhgEAgYWFhBoPhhEeDftK2DVAoFHQ6PSkp6dNPP93TDygvL8disRMTEwF4wl3HBCcmJoDCSN7O2puAtLQ0g8FQXl6ek5MTExPT3Nx8wnsBPwmwAeHh4Xw+n0AgpKWl7ccTpFAoiYmJdivmbtH958wNYLJaPXCd7EABUyqmsrJTL5cB6h5M/HuAnGY3Gd99999KlS2KxmEKhpKamRkZG+k5I8ODBAzAY/PHHHxuNxgA8odlsJpPJHikOJycn8Xi8j+y3exNQUlICVJnJz88PCwsLZgI++eSTpKQkjUbDZrPT0tJSU1N9TzUBZuNXv/pVYIbSgfUBMpnMvXFiYoJIJPrIgL03Abm5uUC22ry8PBAI1NTUFLSe4NmzZ+Pj4/V6vVgsTk9Pz8zM9DHIuLm5qVQqX3vttR/96EcYDCYANUfNZvPOwG96eppKpfrIfrsHAXA4PDExkcvl0un0tLS0q1evnvxo0E8yGo3vvPPOpUuXDAaDWCxOSkrKyMjwMdQzPz+PRCKfffbZv/u7v4uOjvZ3PtmtrS2z2bwz8Lt37x6FQvGR9W4PApBIJJA5RiaTZWVlxcfHB3MvAIwKNzY2CgSCqKgoCARy9+5db8cPDQ2dP3/+6aefPnXq1LvvvhsAV2DXmaHDxgKlpaVZWVkikUgqlcJgsNTU1KAloL29/b333ouJiamoqGCxWJGRkRAIxGw2ezteq9W+9tprX/va17797W+/8sorTCbT31G02WwmEokeI0JTU1M8Hs/H3qY9CECj0TAYTC6X0+l0KBSakZERnAS4XK7m5mZgnaDBYJDJZAkJCb6TQ2Gx2G984xtf/epXv/GNb3z9619PTk72U6XZbZnNZhaL5RGgjo6O+i66vgcBRUVFCARCrVaTyeScnJz09PSgJaC9vf2tt94CgUDNzc1KpTI9Pd1bL+BwOHp7e99///0vfelLX/rSl77yla989atfPX36dHt7u1+daGCFiEeq41u3bqHRaB/5j/cgAIFAFBcX19TU8Hg8GAwWtDZg6//8ACCXMJ1Oj4uLA4PBuxIAzKg988wzTz311FNPPfXlL3/51KlTL7/8skeKwyPXxMQEFotVKpUejQwG4+B+QElJCRQKlcvlAoEgKysrLi4uyAm4fPmyVqtlMBjx8fFwOHzXXmB2dpbP5yclJcXFxf3P//zPL3/5y8jIyKysrIqKCvcUh0cuIH2Oh9t/WD+gtLQ0Pj6eSqXyeLyEhIQrV64EMwFvv/02UFeERCJFR0cjEIhdCbDb7Wtra4uLi4uLi6WlpQkJCX19fYuLi+vr634NpMfHx+l0usck0GH9ADQaHR0dTaFQAAJiYmKCmYA///nPkZGRgF8MAoGgUOieaUJpNFpGRkZg9g5PTU0JBAKPFSLj4+NUKtVHrpO9xwQTExNZLBaPx8vIyLh69WowE/D222+fP39eLBZTqdTY2FgYDHaiCLh9+3ZZWZnHJBAwHnDw2WEEApGdnS2RSLhcbm5ubpCPCG33AiwWy4cf4K5AEtDb25uXl+cxCXTr1i0sFnvwFSIlJSXx8fEcDketVufk5ERHRwczAX/+85/j4+Orq6slEklaWtp+kkUHkoC+vj4YDOYxBXDnzp3D+gFpaWlSqVSj0WRmZkZFRQUnAS6Xq7W19U9/+lNCQoJOp2OxWAkJCdnZ2SeKgF1twOTkJJvN9rFcfe9eoKSkpKGhQSaTFRQUPBb7BfwhYEzwD3/4Q2JiYlVVFYPBiI2Nzc3NPVEEGI1GMBisUqncGw8bC2yPCMlkMjgcnpCQEJwEbG1tXbt27fTp03FxcVVVVWw2GwQCPRYE3L1791AjQoANaGxsVKvVSCQyZAOAuiJAL7AfT5DFYqFQqACkld7yQsChYoGJiYn8/HwsFltfXy8SibKysmJjY4OTAIfDUVlZ+cYbb6SkpBgMBqAEc0FBwZ4ECAQCNpsdmB0WuxIwODiIQCAOuEbIZDJBIBAgszSdTk9MTAzaVWJ2u12n0/3ud7/LyMgAtiFfvHgxKytrTwJ81/k6Wu1KQFdXFxgM9pgscJcvAkZGRgA/APgYIBDoo48+Ck4CNjc35XL5f/zHfwB5RNlsdkRERGZm5hNOwO3bt+FwOBwOF4lEEokkMjLyzJkzwUmAzWaTy+W//e1vk5OTFQoF4AnuJxp8vAkYGRmBwWCJiYlEIpHP50dERHz44YfBSQDQC/zpT39KTU3V6XQAAXv6AS6XC9gmFpiH9IsNyM/Pz8nJEYlEYrH4ypUrZ8+eDU4CNjc3VSrVf//3f6elpdXU1LDZ7MuXL+9pA2w2G5vNFggEgXnIoyfgxo0bOTk5xcXFFRUVAoEgJiYmmD1BrVb7xz/+MScnp7q6msfjRUVFpaWl+SZgc3OTw+E8xgQMDQ0VFBRgMBi9Xi+RSGJiYj777LPgJMDhcOj1+rfeeis9Pb28vJzH48XExOxJwNbj7gd0d3enpKSUlJRUV1drNBoQCPTJJ58EJwGbm5sKheLNN99MSUkRCAQcDic+Pn4/0SCfzyeTyQEoM7XlDwKMRmNGRgYajVapVCKRKCIi4v333w9OAmw2m0QieeONN7KzszUaDZ1Oj4qK2k8swOVyPaqf+k9+sQG5ubm5ubkMBkMgEISHhwfteMDGxoZAIPjNb36Tlpam0+mYTGZYWFh6evqeBPB4PBKJZLFYAvCQR09AV1dXRkYGHA6XSqU8Hi8iIuLcuXPBSYDNZpPJZG+++WZ8fLxEIpFKpfvxBLcedwK6u7szMzMBAsRi8Wefffbuu+8GLQFCofD06dOpqalSqVSlUkVFRSUnJ+9nXoBOpwemKsvRE9DS0pKWlgaBQOh0ukajiYiIOH36dHASsLGxIRQK33rrLQgEotVqhULh2bNnY2Nj9+kJPq42oK6uLikpKSsri06n6/X68PDwoCVg2wZkZWUplUo+n//hhx9GR0fvxwYwmczAVGQwGo1QKNRjSeBhCYiPj8/OzqbRaEFuA6xWK5PJPH36NAQCUavVKpXq4sWLiYmJJ208AIlEeiwIOywBIBAoJyeHwWCo1er4+PgPPvigtbU1CDNIWK1WOp3++9//Pi8vr7a2Vi6Xnzt3bk8CnE6nQCAIJAFoNLq1tdW98bAEXL58OS4uDshSh8Phzp07x+VyT0K1uQDLYrEUFRX9+te/zsnJEQqFFArlzJkze/oBNputoqJiz4p0RyWj0chgMDwq6x6WgMjIyCtXrlAolIqKCj6ff/78+ejo6OvXr6+vr2/sJpvNZrfbHQ4HkNPR4XDY7fbHPeeI0+k0mUzx8fEfffQRDocjkUhkMvkvf/nL1atXfRDgdDofPXo0NTU1OzsbmOc0Go0CgcCjkEFXV1dBQYFHWgl37UHA1atXU1JS+Hy+SqVisVhQKPTs2bOAVWCz2awdEgqFer3eYDDU1NTU1tZWVlbq9frGxsauI1Vvb29vb+/2j93d3UNDQ3fu3DGZTHfv3p2ampqYmJicnDQfhaampq5fv47D4aKiovLz82k0GpfL5fF4Z86ciYmJ8UbAo0ePBgcHr1275u+cAe4yGo1UKrWvr8+9sauri0gk+shg4ouAtra2xMTEgoICYO8wh8Ph8/kwGCwiIuL8+fPnz58PCwu7dOlSdHR0WFhYWFhYeHj41atXs7KyUlJSQCAQCARKSUnJzMzMysqCw+HZ2dlA7divAYDAYAoFkZGQAjcnJyQkJCampqRk7lJqampCQkJycnJSUFB0dHRcXt/2ruLi4qKio2NjY7OxsBAIBh8PRaDSBQMBisUgkEoPBIJFIGAwGhUKhUGheXh54h7YfBvj/9r/uSk1NTU1NxWAwVCoVh8NxuVwgGkxJSZmbm9v1T7e8vMxkMmEwmL+rS7nLaDSSyWSPalpdXV0kEslHwWVfBIyPj0OhUCCPkFAoFAgEYrGYw+GQyeTi4mI0Gr1tEktKStBodGlpaWFhIRQKBfJOwGAwPB6PxWKhUCgKhcrPz4dAIAgEAgKB5ObmwuFw4CvJysrKzs5OTk5OSUkBg8HZ2dmZmZlgMDg3NzcjIwPAKDExMT4+Pi4uLikpKTU1NT4+Pjc3FwKBREdHJyQkJCUlJSYmAuVQgNQeCAQiPT09LS0tJSUlJSUlKSlp+//p6enx8fEgECg+Pv7KlSsXLlyIjo5OTEyMioq6dOnS5cuXIyIiYmJirl69Gh4eHhsbm56enpeXx+FwhEIhm83mcDhMJpPFYl25cqWoqMhbBcnV1VUsFpudnQ0UxAlMP+iNADKZfEACrFarRqOJjIxMSEhgsVharRaIbvl8Po/HU6lUarVao9GIRCIGg8Hn87lcblFRERwOFwgECoUCsJYMBoNGo0mlUqlUKpPJgHM1Go1Go5FKpUqlUiaTMZlMJpPJ4/HYbDaTyQQSVymVSjabjcfj6XQ6iUQikUhUKlUkEvF4PAKBAFyKTCbLZDLgAdRqtUQiIRAIwDsqk8lkMplEIhGLxVKpVKvVyuVyrVZbXV1tMBg0Gg1g2MrKyoDnIZPJwHNyuVyFQqFWq4Efy8vLBQJBZWWlRCJhMBjAAyORyNjYWKVS6c0pHhoaSk1NxWKxtbW1arV6enr6wN/r/mU0GrFYbHt7u3tjV1cXi8XycA/d5YsAl8s1Nzcnl8sTEhKAtyEzM7OkpIRMJiMQiKKiIhKJRCQSy8rK8vPzgZ0FEAgkJycHgUAgkUigNgHwq9LSUgwGA+xDLSwsJBKJJBKJQqHQaDQ8Hg/krUQikcCRJBKJx+OJRCImk8nhcNhsNp1O5/F4TCaTTqeXlZWhUCgCgUAmkzkcjkwmE4vFIpEI+I75fL5EIgG+7PLycqBSfHl5uVarlUqlQqFQoVAolUrAnwfoBN5vMplMJBKB56FSqWw2u6ysDDD7JSUlfD5fKBQCzwzUXkUikePj47u+3BaLhU6n//Wvf5VIJCKRKD09vaura3Nz02KxrK2t+a86g9FoRCAQO8cDqFRqb2+vt7N8EbC1teVyuaxWa29vL5lMBow58LKWlZUBbyeQTx2DwWCxWCqVikQiU1JSgI4zJSUlOTkZMO9paWlAEk7gt2lpaTk5ORAIJDMzMycnJzMzMzMzE3ACCgoKcnNzCwsLS0pKUkGLiAAACLNJREFUUCgUGo3GYrFlZWUEAqGkpKSoqAgKhaalpQE2H5i6TE9PT09PBxyFpKQkoAcBg8HJyclZWVnI/1N+fn5WVlZ+fn5+fj5wQHp6en5+fmFhIQQCgcPhSCSyoKAg7/8Eg8FQKBQMBsvNzc3Pzy8oKMjMzASBQJcuXSosLBwcHPRm2ycnJxMTEz/44IO2tjYgI3dnZ2dPT49KpVIoFD09PX4Kp3cSAKQ/wuPxPT093s7ag4BtWSyW6enpid0EOOEmk2lkZKSvr6/Zz6qvrzcYDNXV1VqtViaTCQQCKpWK9y4KhQL03Ewmk0qlAr0YIDabzWazeTwekCBBqVQCleWB2tKA/QB+VCgUCoUC6COUSqW3tx/QwMDAuXPn4uPjb926RSAQMBgM0EPj8XgEAoHBYPyUanxXAlpaWkgk0uDgoLez9kvAydF2AQm73W6z2axWK2BdAyOLxbKxseHj63c4HFqtNjo6Wq1W37p1CwKBMBiMrq4uPp/f2dnJZDIzMjIOU/rUh4xGY3FxcXNzs3tjW1sbk8n0kfv08SPghMtmswEpJu7fv28ymYhEol6vN5vNN2/erK+vz87OxmKxfnIMjUYji8Vyr6rpdDpra2upVOrIyIi3s0IEHLEcDsfU1NT4+LjVal1eXr5165bZbF5dXW1ubsbhcHQ6fXBw0E/bCAECbt686f4wQImtEAHHrJ6envj4+JiYGA6H09nZubS05I+7GI1GJpPpTgDgB1AoFPdGD4UI8KMWFxdbW1tv3LjR1NSUmJgIAoHAYDCbzfZTnnGj0SgUCt0r6gGb3p80T/Ax0p07d6BQKJ/Pn52d7enpAUrNDQ8P+ymzqNFo5HA4w8PD2y3Apnc0Gh2yAccjk8kEBoNZLFZgbgf0Au7Df06ns76+vrS01EctlBABflTgCeDz+R5Vrdra2jAYjI+VXSEC/KjAE+ARCwCeIA6HO4IxwZAOoEASAHzZZDLZg4Br167xeLxQNHg8CiQBDoejtraWRqO5xwKAH0Cj0UIEHI8CSYDdblepVFgs1p0AIPEFDocLEXA8MplMMBhMKpUG4F4bGxt8Ph8Oh3vYACDvVYiA45HJZEKhUB6bePwkYE8LEon0GBFqaWlhsVghAo5HJpMpPz9fLBYH4F4bGxscDqegoMCdAIfDUVVVFZoXODaZTKa8vDyRSBSAewG7mvLy8jx6gbq6utDc4LHJZDJBodDA7BnyRkB1dTWZTA4RcDwymUwIBEKhUATgXrsSsLm5KRaLEQhEiIDjkclkKiws9CgG7iftSgCQ/AaJRIYIOB6ZTKbc3NzAZJPblQBgkACNRocIOB6ZTCYcDudjz94RypsNEAgEhYWFIQKORyaTicfjBSbjwq4EbGxsALs9QwQcj0wmk1Ao9LFj6wgVIuAkKmQDgl0mk4nFYnkk9fCTQgScRJlMJg6H09HREYB7hQg4iQr5AcEuk8nEZDID1gvweLyioqK7d+9uN4YIOGaZTCYqldrQ0BCAe1mt1vLycg6H4562KETAMSvANqC8vJzNZocIOEEymUxcLvfatWsBuJfVagWyfbkntwoRcAxyOp3j4+MNDQ21tbV8Ph8CgbDZ7Obm5vb2dm9pp45EVqu1srJSoVAsLCxsN4YIOAbZ7faamppz58795je/+fWvf/1f//Vfb7/99rvvvhsXF+eR4+loZbVaFQoFjUa7f//+dmOIgGOQ0+ns6ur64IMPTp069fWvf/0f/uEfnn/++R/96EexsbFjY2P+u6/VahUKhRgMZnJycrsxRMDxaH5+Hg6H/+AHP3j66ad/+MMf/vjHP37ttdf8nWHcarWq1epQLHAi5HA4mpqa/vd///epp5761re+9cMf/vD999/397hQyBM8WVpeXgaDwadOnfrGN77xgx/8ICkpyd/Zha1Wq1QqJZFIZrN5uzFEwHGKz+e/8MILp06deuWVV0gkkp9yBmzLarUCxU8ePHiw3bixscHj8ZBIpA8XJESAv9TZ2fnmm29+6Utfev3116urqx0Odiv9vZ7Vaq6qqlEqlRzTI5/OB5JfeTgwR4C9NTk6CQKBvf/vbn376qY8UHkclq9Wq0+l22gA+n49CoUIEHIOWlpbQaPTPf/7z/Px8bwmoj1DeegGlUkmlUt2dAw+FCPCXNjc3JRLJO++8w+FwAnA7bzZAr9cLhUIfw5EhAvyo5ubmzMxMg8EQgHt5GxMMERAgra2t3b17d/hvpVari4qK1Gr1dovJZJqbm/NHRklv4wEhAgKk6elptVrNYrFEIhGXy2WxWGQyOSsrCwQCpaWlbZcryc7Olkgke9aoO4AAAhgMhrsNePjwIYfD4fF47gGCh0IEHI2Wl5f7+/s7OjqAAkgdHR1NTU1qtVqpVAIZybdVX1/vj+JDm5ubRqOxpqZmfn5+u3FmZkatVtfX16+vr3s7MUTAEyKXy7W2tra8vOzexWxsbMzPz6+srPhIhh4iINgVIiDYFSIg2BUi4EnTysrKysrK/o8PEfCYyW63WywW4GveWbnM5XItLS19ofoFIQIeJ01PTzc3N7e0tPT09Oj1epVK5b4/BJDT6fxCBS5DBDweAqpfs1gsKpXa2tp6+/ZtkUiERCIPv/o0RMDjofv372MwGCgUOjAw8OjRI6fTOTo6Wl1d7VFp/GBXDhFw0uVyuRoaGqKiovh8/nbHv7Gx8fDhw9XV1UNePETAYyC73Y7H48+fP9/a2nrkRaxDBDwGstlseXl5H3/8sY+CUQdWiIDHQHa7ncFghIeHNzY22u12u90+PT19+/btxcXFw188RMBjIJfL1d/fD4PBSCTSjRs3bty4YTAYmpqajmSOMUTA4yGr1drT01NZWdnV1dXd3d3V1XX//n0fPoHVarVarfu5coiAx0Z2u319fR0ogG21Wn27hCECQtqvQgQEu0IEBLtCBAS7QgQEu0IEBLtCBAS7QgQEu+7fv//U/ZCCWBMTE/8f/IagvLpLLFsAAAAASUVORK5CYII=

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11 Years agoGrade 11
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Profile image of Kevin Nash
11 Years ago
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