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<h2>HL Paper 2</h2><div class="specification">
<p>Hypoxia is a condition in which tissues of the body are deprived of an adequate oxygen supply. A study was carried out in rats to examine the effects of continuing hypoxia on the structure of the diaphragm, and to determine whether nitric oxide is implicated in adaptation of the diaphragm to hypoxia. The diaphragm helps to supply oxygen to tissues and organs in the body by ventilating the lungs.</p>
<p>A group of 36 adult male rats were kept for 6 weeks in low oxygen while 36 adult male rats were kept in normal oxygen levels.</p>
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" width="677" height="426"></p>
<p>[Source: Reproduced with permission of the © ERS 2011. European Respiratory Journal June 2011, 37 (6) 1474–1481; DOI: 10.1183/09031936.00079810]</p>
</div>

<div class="specification">
<p>The graph shows the effect of hypoxia on the endurance of rats’ diaphragm muscle after 6 weeks. Endurance is the change in force measured as a percentage of the initial force.</p>
<p><img 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kMPhupqj1u7c97M65lDpYejBkSpTSxwFqS6jAAyFRkRlhUMBld9vh03+7y+HgwGv/bJyYgZYWtry5KT42i6/+/uiiM/xsqIDSebDxYdlEkTAeBrkRFhQc/Gx0uLih02uyydZ8/5/X7DNqqqDj98VJjvlG3clVXPxscT3wUZMYNYdXKccDhceaTyp9pf4mREV1k59+UDYA4ZEVYz/PCRFg0H+wcqylwOm720qDgUCuk367ly1WGzV5S5BvsHtM16b9xMcC9kxMxi1clxmn5t+rG6Jk5GpEsiANPIiLCUYDAoAVHfytx59pzDZu+5clVb835hwWGz19Uc04JjMBh0V1Y5bPbP6+uJ7IiMmImsNznOPw0MlpWVx8mI++37rNrODmC3kRFhKe/m5x02e2N9g36lJMKKMpe2pr21zWGzv5qe1m/2bHzcYbN3X+xKZEdkxAxlsclxAoFA8XfF9Y1NUQPikR+q7X9lo60ZgDlkRFiKVkGoX7nq80mPQ21NaVFxYb7TUL8idZCF+c5EJkwhI2Y0K02O82Lyfx4+5IqMiUd/qit3lX/58sUaaRjA3iMjwlIURZFhKMtLS9rK7otdDpv93p278uOXzU1DZNTIYxNpbiYjZjorTY7zr0+flh4sdX1/pPpobd0vjT9W17jKymuO/hQIBAxbqqpqgVgMYG+QEWE17xcWZFBze2vb8MNH0suwvbVN63oo1YqG9mghG7+ZndXWbGxsjA6PRC5Hvq9YXlreo0PCrrHM5DhbW1t3/vFO/c/1Bc6Cpl+bpl5ORd3sdu+tkuISK/XIBLB7yIiwoDezs9rEN9ITUT+oWfostre2RT7wdNMpMmIWsvDkOJFk4E5Lc0uqCwIg3ZERYSmhUEhGMZ9uOvVqenp5aWmwf6Aw31laVPx+YUG2iZMRZSyLPiPGQluzxVh1cpxY6KQIYEdkRFiKdD00jE32+/3S0fDL5mb4t7bmqBlR2poTuTsLGdGSrDc5TiJUVSUyAohERoSlSONy5L317t2567DZhx8+Cv82fjnqmBWZSZsxK9nMYpPjJGJra6vAeeBC5/nIMS4AshkZEdYRCoUkI0b+6tX0tP42KnLnFcM2qqrKw5n7BlaaHCcRiqKMDo8UOA9wc2cAGjIiLEVGNEubst5g/4DDZh/zeOTHxvoGw/w44Rjzb8dCRrQ8K02OAwAmkBFhKdIfUX/bvXA4HAqFJDtqHQ1lqu3Os+e0bVRVlQErLyYnE9kRGTFLWGZyHBNWPq5k4VED0JARYSlaHOy+2PV+YWHV53s3Py+9DLWGZiHDU7ovdq36fKs+nwTEuppjCbYtkhGzSlZNjqORyRSfT0xkSYM7AAMyIqzG7/fLNIf6ZfjhI8PnXCgUMmzWWN8QOdglFjJitsm2yXHEyseVluaW6z3XUl0QAClARoQ1rfp8r6anxzye5aUlv98fa7PP6+uvpqdfTE4mMpZZj4yYnbJzchwA2YmMCJhBRsxaWTg5jt7W1havfCBLkBEBM8iIWS7bJsfRrHxcKSku4fUPZAMyImAGn5HI2slxVFV9PjFRV3s82/IxkG3IiIAZZEQImRzndu8tpokBYDFkRMAMMiL0pl5OZeHkOBpVVZ8+fpJVI76BbEBGBMwgI8JAJsfpONORnVHpes+1AueB0eER6lMByyAjAmaQERHVh8VFd1X11MupVBckBTY2Ni53X/J6vakuCIDkICMCZpAREYuiKLd7b2Xt5DgALIOMCJhBRkR8MjnO6PBINg/+nXk9Q7UikLnIiIAZZETsSFXV0eGRLJwcR/NhcbHCVV5XezxrR/MAGY2MCJhBRkSCmBxn5vXM7d5bqS4FgK9GRgTMICPiq2T55DgAMhEZETCDjIivleWT42jWPq1d77kWCARSXRAAOyAjAmaQEWFONk+OIxRF6bvfV+A80He/L5sH9ADpj4wImEFGhGlMjhMOhwOBQN/9PmoTgXRGRgTMICPiGzE5zt4LBAJ5Obl5ObmpLgiQGciIgBlkRHw7JsfR6zjTMfN6Zld3IRlxv23fru4FsAwyImAGGRHJwuQ4wuv11tUer3CVJz0xf1hclGZ9VVXzcnIrXOWyfu3TWjY39wM7IiMCZpARkVxMjiO8Xm/Sb83S0tySl5N78kSj1+stcB5oaW6ZeT1TV3s8LyeXiRuBOMiIgBlkRCQdk+PsBlVV3VXV0g0xcrnQeT7VBQTSFxkRMIOMiF3C5Dh6zycmLnSe//YWYUVRPiwuSoWiRMOVjyuMFgLiIyMCZpARsXuYHEejKMro8IhMpviNT7XycWW/bZ+7qnq/bV+B8wDnFtgRGREwg4yI3cbkOJrQ9vY3VqwGAoGS4pK8nFyv19t3vy8vJ9ddVZ3lg4SAHZERATPIiNgDTI6TLB1nOvJycutqj4fD4dD2tuTFb6+bBKyNjAiYQUbEnmFyHAOpFHw+MZF4DauiKNd7rm1sbMiPc2/nhh4MUUELxEdGBMwgI2KPMTmO3srHlZbmlpLiEi32AUg6MiJgBhkRe4/JcQw2NjY4FcDuISMCZpARkSpRJ8fRT+xS4Sq/3H2J8ATgG5ERATPIiEgh/eQ4qqpe77nWcaZDe0EGAoG5t3NZ2DDdcaajpbkl/vielY8rDAACEkRGBMwgIyLlZHKcP5z89enjJ5G/VRSlrvZ4ts0C+HxioqS4JHLAcmh7u+nXpryc3EOlZSUHS/Nycrv+vosxQEB8ZETADDIi0sHy0vLJEydj/Xbt09rJE417WZ50oCiKIRn/+/v3JUUlP1bXNJxs1paqH4+Wu8oDgUCqygmkPzIiYAYZEemg737f84mJOBtUZH0MCm1vHy49XPdLoz4gylJzvP5I+RFmwAFiISMCZpARkQ5OnmiM37vuQud5r9e7Z+VJQ40NJ4788GNkQJTlhx9+vH/vfqrLCKQpMiJgBhkR6aCu9nj8CQIvd1+aezu3Z+VJQ7bf/b6+sSlWRqw5Xu865Ep1GYE0RUYEzCAjIh3c7r0V/0bG7qrqbBu2orexsXGw6GCsgCiLY99+Bq8AUZERATPIiEgHHxYXO850xPrtxsZGxffl2dzfLhAIFDoL4gTE+sam/fZ92XyKgDjIiIAZZESkies916JWJaqq2thw4r9f/+8VrvJsbm7+6/2Onxv+ECsj/lT7i/P/dKa6jECaIiMCZpARkSYURek403G955rWMVFVVa/XW1d7fOb1TDgcDm1vX+6+tOPoFqt68E+DlZXVsTJiefmRV9P/pt++737f9Z5rc2/nuFENQEaEZQWDwVWfb9XnCwaDsbbx+/2yzdc+ORkRaWXm9Uxd7fG8nFx3VfV+274LnecN3RBlrsQsvEefqqruH93VR2sjA+KP1TV//Ns/Grbf2toaHR5paW7Zb9tHP0VkOTIiLOjz+npFmcths8tSmO8cfvjIsI2iKN0Xu7RtHDb7YP9A4rsgIyI9xR+hMvd2rsJVPjo8klU98AKBQM3Rn44cqZKkWN/YVH20trz8yB//9o+Jn4epl1NPHz/JzrpYZC0yIqzm3fy85MLeGzffzM4OP3xUWlTssNnHPB79Zu2tbQ6bvbG+4cXk5IvJycb6BofN3nn2XIJ7ISMiQ6mqOjo8koWdFP9lZLT+5/q8nFzb735f/3O9oYl5R2uf1q73XKtwle+37cvmoeLIKmREWIqqqlKDuLy0pK38srkpqVGrM3i/sOCw2U83ndLWKIpSV3PMYbO/X1hIZEdkRGS0LO+k+C0MjfUrH1fovAirIiPCUt7MzkZtNe65crW9te3z+rr8eLrplMNmfzc/H/nYBKsSyYiwgKztpJhEa5/WOs507Lftq6s9nuW3PYT1kBFhKZ1nzzls9i+bm3G2UVW1MN9ZWlRs6IqkKIp0TEykozoZEZaRnZ0Uk85wQQhtb2fiJWLl48ro8EiW378RGjIiLMVdWVVaVCz//7y+/mx8/MXkpCEyfl5fd9js7sqqyIdLz8VEhjmTEWElWdtJcfd8WFysqz2+37av40xHBtUvjg6P5OXkXu+5luqCIC2QEWEpEv6CwaCMQdGW3hs3tTqSVZ9POiNGPtxdWeWw2d/Mzu64IzIirIdOikkX2t72er36pnxVVdNwyIt2eXw+MZGXkzv0YEh+ZPafLEdGhHWEQiGHzV5aVOyurKqrOfZicnLV59PGNd+7c1c2k36H7a1tkc8g/RT1GXHm9UxeTm7k8vvf/dWf//3Pe3RgwB6ik+Kumns7V+A8UOEqv917K03OsKqqBc4Dl7svrX1am3s7l5eTO/VyKhAI3O69VeA8kEGVoEg6MiKsIxgMSq1hXc0xfc8qv99fmO/U+inKoOY4GdEwliUq6hFhbXRS3FUbGxtPHz9JkwrFlY8r2rffCle59q8sTx8/SXUBkTJkRFiHNugksrG458pVh83+YnIy/Ft/xDhtzfRHBMK6TopyTz/sKglqJ080jg6P7HHVnaIoXq+3736f3KpHFndV9e3eW0zrk+XIiLAUaVaOHNc85vFozc3SJB1nzEr8YdGCjIgsEdrevt5zra72OC/43SY32u6735eqU732aW2/bV9eTu5+274Pi4spKQPSChkRliJDVfQTaAvJiFKPGA6Hpdti1Llv9FNtx0FGRFbZ2NhoaW650Hme3ml7bO3TWoWr/HrPtZnXM7tapRcIBAqcB/JycqUT9n7bPoYugYwISxnsH4i87V74t3kTtUZkuVNz1Dm0o7ZBRyIjIgt5vV53VfXQgyGGu+6ljY2N5xMTFzrPP5+Y2KVdqKoqDc0XOs+Hw+G++315ObklxSV8JchyZERYSigUKsx3FuY7tVuqhH/rgKivOJRhK431DdpHHffiAxKhqurTx0/cVdVTL6dSXZasFtrebmluGR0eSUptn6qqQw+G9tv2SShUFKXCVX6h8zxfBiLJgJ4suf6TEWE1z8bHJREO9g8sLy2NeTySGg0jUWQIc2N9w6vp6VfT09JIHXWwc1RkRGSz0Pb27d5bdFJMLem86K6q7rvfl5Qn1LdlM1QlFndVdV5O7sbGRqoLshfIiLCgN7OzMtmNNhVOZA9FVVVlsLO2dF/sSvxLMxkRoJNiGlIUpe9+n0xw+LWP9Xq9/zQwWP9z/T8NDHLHHb3Q9rYWCluaW/JyciVDK4pi7V6bZERY1uf19VWfLxgMxtlGUZRVn2/V5/P7/V/15GREQNBJMd1MvZy60Hm+wHngdu+tBB8S2t5u+rXJVfZ9WVl59dHasrJyV1l5zdGf0mQGx5Sbejkl8wHNvZ273H0pLyd3a2tL5hh3V1WnunS7iIwImEFGBDR0Ukx/8jfyer2R8zaEtrfLXeU/Vtc0nGzWL0d/qjtcepiYGA6Hr/dci3rDLVks3C5PRgTMICMCBnRSTHPPJyZOnmjMy8k19F88+3+djQyIWkysOfpTisqbXgKBgFaJKHWKzycmrN3QHCYjAuaQEYGo6KSY5hRF0f9pVj6uFH93MGpAlMVVVk7fRKGqqnRGLCku2W/blw0fAWREwAwyIhAHnRQzxfOJidLSsngZ8fsjd/7xTqqLmRakEvFC53mv15uXk1vgPGD5L0JkRMAMMiIQH50UM8L1nmvlFVVxMmLlj0d/rKxK5O5T1ia3n9Fmvek405GXk1tXezzV5dpd6ZURQ6GQDDKNs8QfppogVVVXfT79NMtZJRgMjnk8cUbyqqr6bn5+zON5Nz8f9dIg8w5m81WDjAgkgk6Kae75xESZqyJORiwrK29uatZf7Z8+fpKXk1vhKo+8DK59WrNw1drQg6GhB0Py/0AgUFd73PIDetIrI8rN0OIvkbdZMyEYDDpsdndl1bc/VSaSmxfHagNSVVXuXKdNLhgKhQwbVJS5ui927Ulh0xQZEUicdFLsONNh+c/UjLOxsXGwKF5/xMOHXB8WFyMfuPZpbeXjimHabemup93TT+P1eufezq18XLH8IA+LSceMWFpU3N7aFmt5Mzv77TvK8ozY3trWWN8Q67cvJicdNvtg/4DUJjps9p4rVyM3+LK5uTeFgssAACAASURBVPslTV9kROBrfVhclJuC0EkxrfRc/YcfKt1RA+KP1TVNvzZ9+y6eT0x0nOmQ7wn6v77X673ec210eGR0eCT9Z5AJbW+PDo+0/bFNphn3er2pLtGuS8eMmPj90EzL5oyoKEr86tj21jaHza61LJxuOlVaVKz9lkpEQUYEzHk+MVHhKn8+MZHqguA/qap61H00cvob90+1Fd9X7Gp029jYkIBouPH01tZWgfNAS3NLS3PL08dPdq8AiXs1/W8lRSWHD31f+ePR36YZ/77p1yZrf+EhI2ad9wsLDpvdcPNivbqaYxVlLu3H3hs3HTa71txMJaIgIwKmyf3i3FXVURsxsfdUVb36364cLDpY5qo4fOj7MldFycHSP/7tH1MYgKQtW1qo9evldsl5ObktzS36XpKh7e2VjyuG5u9keTH5Pw8fKvu54Q+R9azuH90W7pqfwRlxeWmpvbVteWkpGAzeu3O3sb6hMN8ZtTFaVdU3s7M9V66WFhU31jfIcA1DRpSG7Ki7eDY+Lj9+2dyUHz+vrzfWN1SUuXpv3NTG0Lybn+++2NVY3yB9+KRs+mcb7B+QXbxfWOi+2FVaVOyurOq+2BU5dkRRlFfT01JgqbSLjHSf19d7rlytqzkmR/1sfDzBl2nvjZulRcVxNjZUHHZf7NKqFUOhUGlRMZWIYTIi8M22trY6znTQSTF9bGxsPJ+YGB0eSf/ZoVVV1W6gLJ5PTLQ0t0iC1P9qa2tL6ilnXs+YG08TCASKvyuub2yK2hz/ww8/3r93/1uPJ11lcEaUjQf7B9yVVfKo0qJiGWYx/PCRtpk2AkOyVF3NMYfNLklOnxHlgVF30Xvjpvy46vM5bPbui12yR3lOCU/6XbS3tmkbvJqe1p5N2nClHq6izHW66ZRsU1pUrK+W8/v9Ukjpl6k91bv5eW0bGXQiR61tU1dzLJFB3xJM42xgqDh0V1ZpJ2qwf6Aw35mUoeWZjowIJAWdFLGrZA6m0eGRluYWQw+Hy92XWppbbvfeit/z4c4/3nF9fyTWmJ76xibHPodVqxLTMSM21jfEmvhGP1uNNgi6+2KXdnGR8FSY79TWSCbT56flpSVJk+Yyojzw/cKC3++XmkJpvW2sb9Bf4wb7ByQLamskIzpsdq2mU1EUSauD/QOGzfQHJcXQDurL5qYkSP3ZkN3tWMMnFajxx/3I8zfWN7yZnZVKxBeTk+FwOBQKFeY79UXNZmREIInopIi9t7W1tfJxZXR45OnjJ/qQd7v3ltxtr6W5ZWtrq+boT0d/qosz9Ptg0UFDpaZlpGNGjLPoU52WnAwzs0ilmtY4K3Vy7xcW9NtIcDSdESMbketqjhl2IV0e9VPMaOFPv5nky7qaY/JjKBSKelBSSyr7lQpIfQ1lOBxWVVWCb5yOhtqB71gR+G5+vjDfKSXRmtqlEtFQsKxFRgSSi06KSCvSu1FV1QJnQd0vjdl5u8J0zIjuyqoxjyfqIhVa+o1PN50yPIlEKIlKMoZXX5knJIqZzoiJtIl8Xl+XjbVAJhnRkO2k0k4riURGw1wzBrHKIG3E+lMUqfPsOS2PfhVDJeKz8fHTTafclVX37tzNzhYiMiKwG+ikiHTT9GtT5KBv/fJd4XdWfbmmY0b8qv6IkXFKophkRAlqkTkyHA4X5jvNZUT9eA699wsLYx5P59lz0nysLYaMaKiDNIywfjY+buhPaSCNxXGWe3fuxnqsqqqmG4v1lYivpqelzJJK3Vl5myYyIrB76KSI9DHm+X+///6HWAGx7pfGAmdBqsu4WzI+I2oBTqPPiFItF/UJK8pc5jJi5Iw5oVBIWrRlaaxv6L7YpbWbGzKioS3YkBHv3bnriDt5oaRebXBM5KI1DUdaXlqKDKmJ8Pv9WriU+RG1ykg5w4bK0WxARgR2G50UkQ5UVT1SfqTmeH3UjFj+/ZE3s/871WXcLRbPiNKmHNm6qqqqIe1J9ztDR70EM6Ls8XTTKf3wZNnF12ZE6S8YWReoKIp8n5bWc4du3HHipC7QRJ1f98UurRJRGse1EsoZjvwrWB4ZEdgDdFJEOlj5uFJ6sNQwcuXnhj+Ulx+5+t+upLp0u8jiGTEcDrsrqyJHWkhtnD7tyUgXQ0aUUdLxM2Ks0CZZ6mszojZE2nBQMmxZ2qBlbEpkfeGYxzP88FGcakKZtTHWb2ORA9FaqOUk6Gs6E/+TWQkZEdgzWidFq44eRfqTAc6HSstkmvHDh1wlRSWvpv8t1eXaXdbPiNJ6a9hMpjPUpz0Z6aKPPn6/X9JY/IwoFWmOv7z1iDYp49dmRGnJdfzlbIjSj1B7rCTXuppj+hpBbTyNfkKcyB3FH9ESVffFrooyl7Yv6RCp1SPK08bpBGlVZERgj31YXKyrPX6791b639gXVrXycUWmGf+wuJgNr8N0zIgyd3SsRRukkmBGVFVV8l/n2XPv5uffzM5qs23r056MwyjMd/beuPlqenqwf6CizCWjT3Zsa5bNGusbXkxOrvp8z8bH5aYvshcttCWSEcPh8Lv5eSnJYP/Aqs835vFIZ0etGKqqypq6mmMvJieXl5bu3bkryTLOgGg5XZH3dIlPKhH1yVJSbEWZS9q+ZZCNYd6fbEBGBFJi6uWUu6raMKEdgN2Qjhkx/qLFqQQzYjgcDoVC+rHGcl+TyLSn3bxEls6z56TObMeMGAwGDWOZ5bH6BuKoBQvHuHP08tKSZD5tGewf0F8QFUWRMcXaIpkyzkVTbg8T+9zHfJS+ElFoUV6OuvPsua99WgsgIwKpoijK0IMhd1W11+tNdVkAK0uvjLirPq+vSz1fnCClKMry0tK7+XkTt5tb9fleTU8vLy0la5bpz+vr8oSxCqMoyqrPJwe1405fTE7q268TEQqFot7/OhwOr/p8vTdudp49Z6Lx2hrIiEBqBQKBC53nW5pb6KQI7JIsyohAEpERgXSw8nGFTorALiEjAmaQEYH0QSdFYDeQEQEzyIhAWqGTIpB0ZETADDIikIbidFIMBAKjwyMXOs9f77n2fGKCtmlgR2REwAwyIpC2DJ0UVVUdejBU4SofHR7xer0zr2f67vdVuMqfPn6S6pICaY2MCJhBRgTSnNZJsfPc30XGQVVV++739d3vS0XRgMxARgTMICMC6U9RlP/a8V//IfbNBTrOdHAnaCAWMiJgBhkRyAglxSVxuh6ufVo7eaJxL8sDZBAyImAGGRFIf4FAoMJVHmcDVVULnAeYMQeIiowImEFGBNLfxsZGXe3x+NsUOA/I3ecBGJARATPIiEBG2G/bF6eacGtrqyD/wOXuS1Mvp7a2tvayYED6IyMCZpARgYxwvefazOuZWL8dHR75fx4Mzb2du917y11VXeEql+2ZPREIkxEBc8iIQEZQFKWu9njUOsKVjyuGASuBQGDm9cz1nmslxSXuqurbvbfm3s7REo2sRUYEzCAjApliY2PDXVU99GBI3rOqqq58XLnec+3kicY4+W9ra2vq5dTl7ksFzgN1tcf77vd9WFxkdAuyChkRMIOMCGSWp4+ftDS35OXk7rfta2luidMAHWljY+P5xETHmY79tn0nTzSODo/w9kc2ICPC4r5sbo55PF82N6P+9vP6+rPx8VfT07E2iIWMCGSntU9ro8MjLc0t+237Os50PH38ZO3TWqoLBewKMiKsTFVVd2WVw2Z/Mztr+FUwGGysb3DY7NrSWN+QeMcjMiKQ5VRV/bC4OPRg6OSJxgLngQud559PTDA4GlZCRoSV9d64KfnPkBFVVa2rOeaw2bsvdq36fKs+X3trm8TEBPsbkREBaBRF8Xq9fff73FXVJcUll7svzbyeCQQCqS4X8E3IiLCs9wsLDpu9MN8ZmRFfTE46bPbOs+e0NaqqSkx8v7CQyJOTEQFEFdrenns7d73nWoWrvMJVLoOjmUwHmYiMCGsKhUKlRcV1Ncd6rlyNzIjSymyIg+/m56UqMZHnJyMC2FEgEJDB0TKZTt/9Pq/Xy2Q6yBRkRFhTe2tbYb7zy+amNDfrM6Kqqg6bvbSo2PAQWe+w2UOh0I7PT0YE8FW2traeT0xc6Dxf4Dxw8kTj0IOhD4uLqS4UEA8ZERYkTcljHk/4ty6J+oz4eX3dYbO7K6siH1hR5nLY7MtLSzvugowIwLS1T2tPHz/pONORl5Pb0tzC4GikJzIirMbv9xfmO083nZIfIzPiqs/nsNm1DfRiDYKOREYEkBQrH1dkcLRMpvN8YmJjYyPVhQLCYTIiLEYGLBfmO/1+v6yJzIhvZmcNA1Y0MmxFv7GiKCsfVyKXX47/QkYEkEQymU7f/b662uMFzgOXuy9NvZxiMh2kEBkRljLYP+Cw2V9NT2trIjOijHdub22LfPjpplMOm/3d/Ly2xuv1tjS3RC5/c+Bv/vzvf97VYwGQtRRFmXs7d7v3lruqusJVfr3n2szrGQZHY4+REWEd0ohsqCCMzIhfNjdjjV+WtuZVn2/HfdHWDGBvBAKBmdcz13uuyeBomUyHwdHYA2REWIc2D3Z7a5u2yDCUuppj7a1tkhRDoVCsMSulRcUOmz2R+/KREQHsva2tLZlMp8B5oK72eN/9vg+LiwnO/A98LTIirEMyYpxFRjqHw2GZW9vwRVyyY+ScOFGREQGk1sbGxvOJiY4zHftt+06eaBwdHuGihOQiI8LiItuaw+Fw98UuQ7fFcDj8ano6Vj/FSGREAOlj7dPa6PBIS3OLDI42MZmOoihPHz9paW4pKS5paW4ZejBE90eQEWFxUTOidEl0V1YFg0FZEwwGpTMi9+IDkLlkcLRMplPgPHCh8/zziYkdB0evfFxxV1UPPRha+bgS2t5e+bjy9PETd1X13Nu5vSk20hMZERYXNSNq6yvKXIP9A4P9A9JtsefK1QSflowIIM0piuL1evvu97mrqkuKSy53X5p5PRMIBAybbWxs1NUej6w1VBSlpbmFm8FkMzIiLC5WRgyHw2MeT2G+U7oqFuY7xzyexLt+kxEBZJDQ9vbc27nrPdcqXOUVrnIZHB3a3lZV9eSJxlizdoe2t91V1YyhzlpkRGQ7v9+fyEBmAzIigAwVCARkcHRJcYnr0OHTp07H2fh2762pl1N7VjakFTIiYAYZEYAF9Pf9jweDD+JsMPVy6nbvrT0rD9IKGREwg4wIwAL67vc9n5iIs4HX662rPT46POL1elc+rkR2Z4SFkREBM8iIACxA7uASZ4ORfx7+4+m/HR0eudB5vqW5pcJVnpeTK/PjdJzpGB0ekXkZVz6u0G3ResiIgBlkRAAWEAgE3FXVcYbrnTzRGDnVosyP82FxUTKi3MW+wHkgLye3wlXe0txyufvS6PDI08dPJD7u8kFgt5ARATPIiACs4enjJ0MPhqL+ykRnxEAgsPJxZe7t3OjwyNCDIYmPeTm5eTm5dbXHW5pbbvfeGh0emXo5tfJx5Wsn+sYeIyMCZpARAVjGhc7z13uu6RuLVVUdejDUcaYjiTeD3tjYWPm4MvVyanR45HbvrZbmlpMnGiU+SpTsu983Ojwy93Zu5ePKjvN+Yw+QEQEzyIgArGTm9UyB84BU9dXVHt9v2/f08ZM927s0ST+fmBgdHrncfamlucVdVZ2Xk1vgPCDxURq1ZdxMqm4SuLW1dbv31skTjRWu8gud57NhSiAyImAGGRGA9UhVX6wptfeeoigSHyUjyriZkuISbdzMhc7zezNu5unjJ3W1x6deTq19WgsEAl6vV/KitQd6kxEBM8iIAJBCMm7G6/VGjptxV1Vr42aeT0x8+7iZp4+fXO+5FtnsvvZpLf6In0xHRgTMICMCQHra2trSxs303e/Tj5s5eaLRMG5mx0rTra2tutrjsYKgtecYJyMCZpARASDjrH1aM4ybqas9rh83M/RgSBs3I+3IO96NcL9tn1WrEsmIgBlkRACwEmmSfvr4iTZuRiYMLzxQEL+uMeoUktZARgTMICMCQDYoL/s+/sCUC53nvV7vnpVnL5ERATPIiACQDXaMgBWucquObiYjAmaQEQEgGzyfmOi73xfrt4FAoMJVvofF2VNkRMAMMiIAZIk4PQ6t/VlARgTMsPZ1AQCg2dracldVz7ye0a8MbW93nOkYHR5JVan2ABkRMIOMCADZQ1GU6z3XSopLOs50XO+5Vld7vKS45MPiYqrLtbvIiIAZZEQAyDah7e0Pi4szr2fS53aFu4qMCJhBRgQAWBsZETCDjAgAsDYyImAGGREAYG1kRMAMMiIAwNrIiIAZZEQAgLWREQEzyIgAAGsjIwJmkBEBANZGRgTMICMCAKyNjAiYQUYEAFgbGREwg4wIALA2MiJgBhkRAGBtZETADDIiAMDayIiAGWREAIC1kREBM8iIAABrIyMCZpARAQDWRkYEzCAjAgCsjYwImEFGBABYGxkRMIOMCACwNjIiYAYZEQBgbWREWJCqqi8mJ8c8nu6LXWMez7v5+aibKYryYnLy3p27g/0D7xcWFEVJfBdkRACAtZERYTWrPl9Fmcths+uXzrPnDBHwy+amYTN3ZVUwGExwL2REAIC1kRFhKaFQqLSo2GGzDz98FAqFwuHwqs93uumUw2bvvtgVdbNgMBgMBocfPpKYqKpqIjsiIwIArI2MCEsZ7B9w2OyD/QP6laFQSKoMP6+v6zfruXJVv1nPlasOm/3F5GQiOyIjAgCsjYwIS6mrOabPgprui136/Cebrfp8+m2Wl5YcNntdzbFEdkRGBABYGxkRlqIoyqrPF9leLM3Nb2ZnZRuHzV5R5jJso6qqdExMpFciGREAYG1kRFjfl81Nffhb9fmk62HkltIk/X5hYcfnJCMCAKyNjAiLU1W1vbXNYbP33rgpa6RNub21LXJjaYOW6sb4yIgAAGsjI8LKVFXtPHtOag21uW/ezM7GyoiSJsmIAACQEWFZ+oCo72IYpx6xsb7B0Nb8YXGxpbklcin6m+/+/O9/3ovDAAAgFciIsCZFUSTw1dUcM4xBke6JjfUNkY9yV1YZxjuHtrdXPq5ELnXH6qhHBABYGBkRFuT3+yXtnW46FXmHPRnXHHXMSmG+02Gz+/3+HXdBWzMAwNrIiLCaL5ubcg+V3hs3Y900RbKg3IhF4/f7HTZ7aVFxInshIwIArI2MCEvRbqky/PBRnM3kPivPxsf1K8c8nsibr8RCRgQAWBsZEZZy785daUde9fkiF61jolZl+GVzU9ZotY/amvjIiAAAayMjwjqCwaDMlR1rGfN4tI2HHz6SmNh9sav7YpcExPi1j3pkRACAtZERYR2f19fbW9viLIaJD9/Nz7e3tknfxMb6hkSmRdSQEQEA1kZGBMwgIwIArI2MCJhBRgQAWBsZETCDjAgAsDYyImAGGREAYG1kRMAMMiIAwNrIiIAZZEQAgLWREQEzyIgAAGsjIwJmkBEBANZGRgTMICMCAKyNjAiYQUYEAFgbGREwg4wIALA2MiJgBhkRAGBtZETADDIiAMDayIiAGWREAIC1kREBM8iIAABrIyMCZpARAQDWRkYEzCAjAgCsjYwImEFGBABYGxkRMIOMCACwNjIiYAYZEQBgbWREwAwyIgDA2siIgBlkRACAtZERATPIiAAAayMjAmaQEQEA1kZGBMwgIwIArI2MCJhBRgQAWBsZETCDjAgAsDYyImAGGREAYG1kRMAMMiIAwNrIiIAZZEQAgLWREQEzyIgAAGsjIwJmkBEBANZGRgTMICMCAKyNjAiYQUYEAFgbGREwg4wIALA2MiJgBhkRAGBtZETADDIiAMDayIiAGWREAIC1kREBM8iIAABrIyMiewWDwcH+gfbWts6z58Y8nmAwmPhjyYgAAGsjIyJLvV9YcNjsDpu9tKi4tKhY/vNlczPBh5MRAQDWRkZENgqFQoX5zsJ857v5eVnzZnZWYmIoFErkGciIAABrIyMiGw32Dzhs9sH+Af3Ke3fuOmz2Z+PjiTwDGREAYG1kRGQjd2WVw2Y3tCyv+nwOm72izJXIM5ARAQDWRkZE1gmFQg6b3V1ZFfkr6aHo9/t3fBIyIgDA2siIyDpSX1hXcyzyV1K/+H5hYccnISMCAKyNjIiss7y05LDZ21vbIn9VV3PMYbO/mZ3d8UnIiAAAayMjIuvIEOaoGbG9tY2MCABAmIyILBSnHrGxvoG2ZgAAwmREZCG/3x+/P+Kqz6etmXk9k5eTG7nYfvdXUdez7O7yf6S6ACws1l/yUl0Alh2Wmdcze/NxSUZE1lEUJf645q+6KV8SjQ6PjA6PpGTXmaLCVR4IBFJdivS18nGlpbkl1aVIa9d7ru3Z52uGysvJTXUR0lpWvcvIiMhGFWWuyDluPq+vJz4/4m4gI+6IjBhfVn16mUNG3BEZMb6sepeREZGN5D4rww8f6VcOP3wUefOVvURG3BEZMb6s+vQyh4y4IzJifFn1LiMjIhtp92teXlqSNctLS7Imwfs17wYy4o7IiPFl1aeXOWTEHZER48uqdxkZEVnq1fS09D50V1bJUBWHzf5ufj6FRSIj7oiMGF9WfXqZQ0bcERkxvqx6l5ERkb0+r6/33rjZWN9QV3Os+2LX5/X11JaHjLgjMmJ8WfXpZQ4ZcUdkxPiy6l1GRgTSBRlxR2TE+LLq08scMuKOyIjxZdW7jIwIpAsy4o7IiPFl1aeXOWTEHZER48uqdxkZEUgXgUDA6/WmuhRpbeb1jKIoqS5F+lIUhQAU39qntbVPa6kuRVp7PjGR6iKktax6l5ERAQAAYERGBAAAgBEZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGRFIC29mZ9tb2xw2e13NsXt37n7Z3Ex1idJUe2ubu7Iq1aVIR6FQqPfGzdNNp+QOk51nz2m3I0c4HP6yudlz5aq7sqqizNVz5eqr6elUlyh9DfYPOGz2N7OzqS5Ievm8vt7e2ha59Fy5muqi7RYyIpB69+7clRtGSwBy2OylRcXExEhjHo8EoFQXJO2s+nyF+U6HzV5R5mpvbZOk6LDZxzyeVBctLbyZnZUTUlpU3FjfIP/vvXFTVdVUFy3trPp8cn7IiAbPxsflzBgWC1+RyIhAir1fWJDqw2AwKGvk86yizMUHmEZRlN4bNy1/RTZHVVX5aqFPhMtLS5IaU34j8pQLhUJyKl5NT8t7KhgMSlIkQxsoilJR5iIjRtV9scthsz8bH1/1+fSLhd9iZEQgxeSz6t38vH5l59lzXKM1y0tL8rkl/5IRDeRrRntrm2H98MNHDpt9sH8gJaVKH1L9fO/OXf1K+SZ2uulUqkqVniQG1dUc4/oTSU6L9mU+G5ARgVQKBoMOm70w32moMuQDTKO1fPVcufplc5OMGOnV9HRFmSuySkxeRZHZMdt8Xl8f83gMnTf8fr80PaeqVGlIXjDDDx9JnT0ZUU9RlCx8wZARgVSKVQMUKztmoVWfr721bdXnC/92WsiICZJ6REP9GYTkod4bN1NdkHQRDAYL852N9Q2qqpIRI8mX1c6z5+T/1m5i1pARgVR6MTmpXXf0QqGQVJ5lVbvGjsiIiQuFQtI0/35hIdVlSS/LS0uD/QOF+U53ZRUjwzSnm04V5jv9fn84HCYjRpJr9emmU9L3VxsCZe2zREYEUkl6SkWtzCAjRiIjJkhVVenSGvn1I8tpg5qZOkBPLkQvJiflRzJiJG3M3OmmU2Mez5jHI28xGQuV6tLtFjIikEpxWgPJiJHIiInQAqK7sioUCqW6OOnl3p27+k/3Z+PjqS5R6n1eXzf0eCEjRrp3525hvtPQ61cqFwvznVa9UJMRgVSSSwz1iAkiI+5IURQtIPLiiUObUTLL2+Jl4qSKMpf+6wQZMXFy7wOtCtZiyIhAKr2bn48zZsVhs6ekVGmLjBhfKBSSttTG+gYC4o5k7noL3yQjEXISBvsH9BP+ydeM4YePVn0+XkjxWXtkGBkRSCVp5Ymc40Ym5qgoc6WkVGmLjBjHl81N6U3fefacoiipLk4GYG6g8G/VYHEWphmPL+rsm5ZBRgRSSVEUafAy9BuTmz51X+xKVcHSExkxli+bm6VFxdxfLiqJQTJ9kp68y7K8HvHN7KyMwNAvUhvdfbFrzOOJPG9ZSFEU+QIW+e2r58pV2poB7Bbp+mO4xMg1Ost7SkUiI0alqqq8YJjtL6rB/oHILKiqqtw2w8KDUk2jP2KkqK+WL5ubhfnOwnynVQeHkRGBFJN7hxTmOyURajcmbqxvSHXR0g4ZMSqpDyvMdw4/fBRZJ8QnfTAYlErWwf4Bmf8vFApJ5eLpplNUu0YiI0aSvuOF+U7ttHxeX5cpSIcfPkpt2XYPGRFIvVfT09LirC0VZS66ikciI0YlH1SxlizvbyeWl5YkJuqX002neJdFRUaM6tn4uOFCbeFWZkFGBNJCMBgc83i6L3b1XLn6anqauo2oFEUZ83isfVE2IbLukHrESIqiPBsf7zx7rr217d6duzQxx/F+YSHyDtcI/+WF+tn4uFRLWxgZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGREAAABGZEQAAAAYkREBAABgREYEAACAERkRAAAARmREAAAAGJERAQAAYERGBAAAgBEZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGREAAABGZEQAAAAYkREBAABgREYEAJNUVV31+XZcPq+v73ZJ/H7/qs8XCoV2e0exKIqy6vN92dxMVQH0Xk1Pv5qeTu5zyt96D/6UQPogIwKAScFg0GGz77i4K6uSvus3s7PvFxa0H3tv3HTY7G9mZ5O+o1g+r6+/mJzUflz1+Rw2e3tr254VIBZFURw2+2D/QHKfVv7Wu/GnBNIWGREATFIUZczj0S/uyiqHzd59sUu/Up+lkmKwf8CQCPc4Iy4vLTls9t4bN7U16ZMR3y8sOGx2fYBOCjIishAZEQCSpr21bQ+y2t7XGhq8mZ01ZMT00XvjZmG+U1XV6iNKwQAAIABJREFUVBcEyHhkRABIGjJiyrkrq9KhOhOwADIiACTNjhlRUZR7d+421jc4bPaKMlfn2XORwyC+bG72XLlamO+Uxk39NqFQqL21raLM5bDZ62qOtbe2LS8thcPhZ+Pj2v/D4fCb2dn21rYvm5tfNje7L3aVFhUX5jv1G+jLM/zwkTSRuyur7t25q6pqe2tbz5WrsQ5hsH+gruaYlL+9tU16/n3Z3NT+r/34bHw8GAz23rjprqwqzHd2nj0nBVAURVbKUUSeLlVVB/sH4p+lqL5sbjps9jiN+1KwN7OzUrCKMpcUbNXnC4fDwWCw58pV7fTqT5ecee20yI+D/QP6otbVHJMTqN+j3+/vuXK1tKhYO2ORfwUgPZERASBp4mfEz+vr+nh3uumUDGrRZ5rP6+uSDk83nWpvbZMg5bDZZaBurIxoqFkc83gcNvvww0elRcWlRcXaQyLL1nn2nKTD9tY2CTpSqjgd76JmREN/RO1HKf/pplMSkgrznZ/X1xvrGySzakcnEU34/X55fimVdpbGPJ4dz/+LyUmHzR5neLUUrOfKVdl1e2ubnO3SouJVn0+yrL5g2lMZ+iPKj6ebTskJPN10Ss6e/F/bXTAYlANvrG9ob22T40rwWICUIyMCQNLEz4gSI4YfPtLWaKlRyyLdF7sMqfHd/LwhtEW2NUfNiDK8V6vWkpEuFWUu7VGypvtil7bN+4UFrf4yzmFGtjVHzYgSZOXJFUWRQ5MUpU3TIyXXV1vKOdRXyH3Z3JTQtuPcOhLv4mygFex00ymtYLJHKb+iKLKllFYrWNSMKAfo9/u1csrZ02oK5QzrE+Hn9XWJpPSYRPojIwJA0sTJiBL19JVMQvKclkUkR2qxQzwbH381Pa2ligQzopbPhEwK47DZg8Gg9mNhvtMwq6LEmmRlRH2qk0cZjk62bKxvkB9lxLSh5HIGop49PVVVC/Od8XtJagWTkyCk9tFQMBkfrRUsVkY0DKCWP4QWCuX1oK8lDYfDr6anX0xOkhGR/siIAJA0cTJiZJWS8Pv9+uo9rbbv2fh4rE54CWbEyD6F0u4p8UjSUvfFrqjlSVZGjHzmwnynfqUhew0/fOSINruhbFZaVBynVJIv383Px9lGCmZ4njgrDaEwMiMaEracee2vLD+WFhUPP3zE/NvIOGREAEiaOBlROq7FWbSmT61nm4TFe3fuGkY5JJgR9Y3aQlpsJSNK5VnUuaaTlRENTxJ1ikHDSq09OtYS514yEq+1xuKoDNWW+pWGSspEMmJkZjVkRH1Dtmzfe+Nm/BQLpA8yIgAkTZyMKL+SsQtRFy39KIryZnZWxiNr8aLnytWvbWuOrLPUZ8RYNXbh5GVEwxw0iWREOUsyHCf+WYqUyKw3UQsWZ2X8jBh5liLPvKqq7+bntaHNjoiOj0DaIiMCQNLEyYgS4772PsKf19cH+wdkJITW9S0pGVFyXmRbcyI3FNm9jHjvzl1H3MlrYpHn2XG88N5nRL0vm5vDDx/JXzPpd98Bko6MCABJEycjyqiLyBEVXzY3e2/cfDY+Hg6HQ6HQmMfTefacYUCDJCet7TgpGVHrHWiomZM26PgZUcbf6Ps7Jisjyt47z54z7NHv9/feuDnm8cQa6vFqetphs+/Y528vM6KqqvLXNJxhqcGNMwMlkCbIiACQNHEyYigUMkyMEg6HVVWV3odafZ5MhWOoZJJttKeVRCixUr/mqzJiOBzuuXJVYqt+lhkpQCIzyOhDVbIyoqIoUgBDpz2ZJTEyO2qkaT5OmeMUbPfqEaXYhgZ96XOp//MB6YmMCABJE39+RKnrktCwvLT0YnJSwl9pUbE264pUpBXmO3uuXH03P/9iclKe011ZpfVg00bLyi1DwmYzYigUklmd62qO9d642Xn2XGG+U7vnSpzDlNuZSK66d+duOHkZUX+WZLCO/izFmh8xkVlv4hRs9zKiTKAj3wHezM6+mp6WgFhR5orTsRJIE2REAEiaHe/Ft7y0pN3yRItZhugz5vHoxzdEDnHQj32WiGYuI4Z/uy2eFElG3Ur+i58RtT06fpu1J4kZMcGzpCe7S+QG1nvfH/HV9LThWPRTiAPpjIwIAHvty+bmqs+36vMZ5srWKIoiG6z6fLF64AWDwTi/NU1uBFJXc2zHLVVVXfX59Ikzufx+v5yBHW+vEgqFVn2+tB0pLCcq/l8TSENkRADIRqqqtre26W/EJ6QmLJF2WwDWRkYEgCwlTc/DDx9pMfHd/HxhvrMw32m4fRyALERGBIAsJTev0zrJyX8K852G27oAyE5kRADIXjLvYHtrW2lRcefZc2MeT6wukgCyDRkRAAAARmREAAAAGJERAQAAYERGBAAAgBEZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGREAAABGZEQAAAAYkREBAABgREYEAACAERkRAAAARmREAAAAGJERAQAAYERGBAAAgBEZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGREAAABGZEQAAAAYkREBAABgREYEAACAERkRAAAARmREAAAAGJERAQAAYERGBAAAgBEZEQAAAEZkRAAAABiREQEAAGBERgQAAIARGREAAABGZEQAAAAYkREBAABgREYEAACAERkRAAAARmREAAAAGJERAQAAYERGBAAAgBEZMYMpijLm8ciiKIrht6FQSPvtmMcTDAZTUsik+7K5OebxvF9YSMqzycnRfnwxORn1ZFqMvHJeTE7uxpO/X1gY83i+bG7qV35eXx9++Kj7Ypf8avf2vtvezM7q301RD3Z5aWn44aOeK1e119K7+fl7d+723ripf7FZnqqq2oG/mZ1NdXGsw3DViq/3xs1n4+O7Wp5Iqz7fq+np5aWlr72Wfl5ffzM7u7y0FAqFYm2jqqo8/6rPp6pqrM1CoZBs9nl9fcf9qqoa+UYOh8M9V65m6JUqWciIGSwYDDpsdlkMEVBRlMb6Bu23VvpkejM767DZe2/cTMqzyfnRfnRXVkWezKT4vL4+2D+Q9Kc1R1457sqq3Xjy3hs3HTa7PhMsLy1pL0WHzf5lc3P39p4IVVWHHz5K5JMjUntrm8NmX/X55MfIg32/sKA/WNmX9mNjfUNyjiETdF/s0g6858rVVBcnlZaXlpJ4ETZcteJ4MztbmO+MjD6758vmplxFtSXBa3UwGNR/Zjls9s6z5yIj4PLSUkWZS7/Zq+npyGd7Nj5emO/UtiktKo7/fh/sHzC8kcWr6ek9PoHphoyYwWJlRFVVTzed0n41/PBRCguZdJmYET+vrzts9vbWtuQ+rWl7nBE7z55z2OzdF7uWl5ZWfb5d3XsipDxazvsqO2ZEeev1XLm6vLQkH0vyWTX88NGqz5c9HzbyTUA+wuWPnuoSpcy7+fkkXrLCCWfEUChUWlS8l19NQ6GQBLjeGzdXfb43s7NyRb135+6OD5Qt5Srxbn5e8mLn2XP6zVZ9Pv276dX0dGlRscNmN1SUPhsfl1worz35klaY74z1lte+xUWt7W6sb2isb4hTYWltZMQMFjUjqqoqH4Ff9R0uayX+jfxbrPp8aZUR95hc/f1+f6oL8p8MOS+5j5UPLa2lTN6kFWUuk2XNWFKferrpVKoLknrJ/VobTviqde/O3cJ8Z5xG22+xvLQU+YVHauP0qTQYDEpqjF8MeWD3xS5tjaIodTXHHDa7vv5PgqO+8ffL5mZhvrO0qFjLcKFQSHKk/mvJq+npyMQZDof9fr++PiVqRpSIn7UtzmTEDBY1I/ZcuZr+AVE+aJPVp/BbkBH3gNbqmuqC/KddzYiGV5T86bMwKiU9GGWulGREiUqRqegbKYryanpa0pshUamqGhnOwr/V0sVvzpJvVoa3lQQ7rZeC1EwX5jsNVxL5yNNanF9MTkaNgxJV9d9UX0xOSoFPN52S93XUjCjHVVdzLE75LYyMmMEiM6K0fMUPiNJBSt7k0kFq+OEj7V0nraKR7dfhcHjM45H1WtaR95WJfjbf8iFtuODKj2Mej9/v7zx7Tt7zFWUu/UHpD1y+iZYWFXdf7FIUZce2ZkVRhh8+0nrAlBYVRw5qeTM7K0ekbXPvzl1tG/2vDG2soVCo58pVuT7KpWp5aclwvMtLS/puOqebTr2bn9/xLL2antbKLB8V+q/jUVt73y8s9N64KY+qqzn2bHxc8s3Xnmp986vh2GV91L37/f7eGze1LkTuyqrITyD961YrpH4b+fOFw+Exj0fbsr21TTt2OSL9Ev9F+Gp6uvtil/ZB8mVzM05bs6EbVtRFe2n5/X7tmeUjzdBfSp55eWlJ/lNaVKx9ysqp0HYXeR7kDPfeuKkoSvfFLvmblhYVyxrDMb6bn9dXpXRf7DLUDymKcu/OXe3lVFdzLH6div66pC3h3y4gqz6fVBpJebRd6N9l7soqw4tKO6JgMNh59py8Zepqjsk50R9mYb4z8r0fSVXVZ+Pj2jkszHcO9g8Y6rrkb6R/6xlek3JEb2ZnP6+vt7e2yV/TXVml/3NE7ZynvZWk21xhvrP7YpeU2VCwijKX/mIiDFetqGJ1sJPOwffu3P2yuan93U83ndqxmt/v99+7c1e7WHWePWd4ncT6OiSfKXF64saqaw+FQvI6kR/lpEV2bJV6Pq0OUt4vkZ0U79256/jL6sD21ja5noejdRrRkxiaDpUae4+MmMEMGVHLcI7YATEUCuk/ZfWXP+36qG1g+ODR1mtvpK/KiKFQ6NX0tFzs5A0pn5d+v/+rxjxGzYjdF7tKi4orylztrW1aLtG3XGg7lWuuJDPtQqxtY8iIqqpKPqsoc/VcuaqFmPbWNu1DSJ5WcpiWQfXXxMH+AS2Ytre2ade4VZ9PLrgS0+UQDFcxuaBL6BzzeLReBPHPuXyTrihzDfYP6IukBdDIlCbXWXkljHk88uEhD/zaU62/2g72D2jbyPbLS0uRe/f7/dqnvv4h2itQVVV5+ckfQiuh4XTJn08KILuTNVqvcwl52mlvb22L00FQjrcw39lz5eq9O3fdlVWF+U4JIlEzYs+Vq4aDbW9t0//p21vb5F32bn5ey51jHo8WFvXHIs+s7zciTXjaW9hdWXXvzl0pmDyV9pqUM9ze2lZXc0zbtezC8FEtPbdkR1ruLC0q1hKDfneD/QO9N25q/cZinbdQKCS7lr+X7D38W6LSN3RINzVFUeQ53ZVVvTduaruoqzlmaLLX/qDaf+SkNdY3yI6iviqikhMr3xW16FNXc0xLY9pAq9NNp4YfPtK+FOkzinZEhflOd2WVvgBae2vPlav6UyEvaXlp6b9BySnSupLL6/zenbvaY/UZznDVikperpFfCeQvLu+CzrPntG9TcVql383Pa69D+U4YtXepPHNkhtM+p2IFd7n4RK1rlwfKsUvIi6yPlGyqRUw5nMgv29ofS1vzfmFBOz/xM2LSe5RmEDJiBtNnRH0NYpwMIV8utbf6i8lJ7VKrXdS0jw39m9bv9zt++8KtvdVlHpAEqwOl4UC+r2tvSLlKat8UExE1I8qbXyuYNrZUu7DK3hvrG7SLQjAY3DEjyunSB2hVVSUlyPdUaf4oLSrWX161ulhD9ZW+rVkLPYa+NfLkWnCJbJSXQ6soc8WpKZGj0KcfSY1aAQwpTfq2Gy6R8hATpzryams4yZEZUYKUvmO7dg7lxEphDJ8i8kLVVz/8/+2dz08cSZbH/5HZruquVrHNDLSxQU0vTOPGbnrAWONfGlgOIGbGyAd76ZYtZmSLHoFoC8TulthdYalHeNUWlnZUnPDBwqfiYPDBFBeKi/NEnrpuectb7uErnsIvMpOsKsAFfD8qIVWSlRkZmRnxjRfvvRBFKDUvna7pI5XEjC1+TlKNpqdvTMyKulj71nueh7ts3laczuyn5Y1eyOV833ccB/9CT2neAt/3cUXyLEnLcPPadXngRYhL9ymTd2ZV4PgyVQdJZ57O8zxUaWg8qWBPsMogdmZq2vM8uSKcAnZ9OQUMeNKjyxV1dXTKbhJqYF6mvOkxZcPj1NN9yRReeAjFMIl7ZN7Z7WJR3TjzitSFm/rMrgrzVSqXy+VyGW0Orkg1OLgj5sN/oEaMCQtDxTZmG0wVhRuq5Fe5XH6yuCjGXduMqkBt2ELK9/1M2MSUqo1QVxxzSIY3wu7apG/CVzQC9tuNByPK4SdeI37wMLsPCDXiCSZ0TkeUnG0g8TxP5rakE4U9P2OMI2WL+VZLa1j1WGohl1M5C+RTUUKQUI2oVFqwP5qUlgIdgJosEH0jW5RGVIoNwG6B9nS9UBi/e89uWdTZbaEQ5UONTkKMNOo4csnxicGU2giCwPd9/ApfVZOnJmuEUDvigVVdqUZEE2+r3ju3x4YGBnHLni8v2zY/ef5lC26f6upwdWblJ9GItvd9YLjD16IRcYvt9wiHEqGMr8oLCnXV0tSs7EM4S2O2QdWMmr+GPhDrLEpiXyNMYhCmobcGNrb4QJwojaiOJjpVPVRS1ZBxckWmspHQaduPIn7YCUlktwY93ZdQYAw/7DdCjVVwRV0dnap+oMXlcY3RiOZ9FNcX9ZzLuFSu/UCNaD/zAg6l3hFcr2qOcHWYxEgScIb9Q80TSTRiaM9iCr4oGafagajcFDFKNObg6hKOKAConqFGPMHYGlHm0UKFl8yeqMZdpjyk0RQvHOlOZKLZtuFXhOM4Ije7OjrXC4VKQxlCNaJ9saYOgNOx3W3IAFe2mO0LmuxKx46u60rGhxiNaDvHAOmV8VU8t2amppPXPK4dpuLQrGBKpeEsdmHQI1ZU1UHlGhFKvdKxx26pJJZO2YhqV32/XflJNCL2sQdakBe1aES8XLZTKV5P0R84spIpqKvQQATTJd9WzwCiUHpxlCSmHlTQgOD7vgrftonSiKrwuKLQmWuzouSK1BltpRUkkFAofMwOOLXtf4Y2QbQ4rsguvHr9ozSiGgBA8oYOmPGGSmt84AVGmfQw/rcVOU6tyiMTSj3dl1by+QMbapw0NDYliUYMzaBpa0Tbeh2qEW1RW6NGjDJPnnqoEU8wSiMi46h0nBnLodD8V+hHXj8xsKHHEmN+7Sk8JLk3/laxAECUP6LazdQBMY0velb5ampE9NlJgpFX8nnTF00+MRrRjBII/YgDu+mRhis90H2zXC6bYS4tTc3jd++ZrZtSaTiF3SMq9ZakqoPKNaISLlF4nvd0aWl0eEQl2rVvX6grfaUaETLCdufCxGgtGjHUIVg+8orhyKH2npgPBhJRU2PK0oOHPyZzoZn9O/QTk5c4SiOqVHm4otAcfhBGKC2uSMSZoGo7ZqOA1ix+7Id7FOqrigcDlYYrsgufUCMquRxlzg+s0Vr8BQbvV51JlCKHa4c99nizuSn+oxipxjwtUeZAsY9GqcyYtA+obQi+qIYCzbu8OGoUJ6AOo3K5H6gR6ycXxzFDjXiCMTWimZJeOtHGbIM5nDKDWkI/8vrJ7Ebm/WiY2tNxSzplx3Ewl1TpWxeqEe2GydQBMYF1EglrfkU7iPY0XiNKEq/Mvk/6Qi63XiiodspuBGUa11wv0fyY6uTN5qaEJmT2leKBw3ozThkf6cyUhohq/kI1YnxVB5VrxKj+zATuepl9q8b43XtPFhdlqlF2C51mqk4j4nS2RsTV1aIRJatw1K03j6yqBW8iIl1CP5A1CTWiKXdCwa3BUx36qUgxhM5FRsmsIEwj2ldUhUZMssxPRRrRfnQTakT1KkWNwYLKNSKmKeyCRaWhwamjsm27rjs/O2dGNIfOaWBQbZc/St8LUO2h7XPGMB6jEuxC4hUTI2iUDTh0iCIk1IhJckqcMqgRTzBR66yY+WvMzkmcYJLMn0p0y5PFRZFBNaZBhuYQX0mcwvbmiacKjRg11xzsSwH5aoqMqL4Eq4WiKtCy3Lx2XXWWKttW1IRjpXlZHceRNaaSt1bbxSL6DOn2VI8bNfEdOtd86BpRnUXAcqtQaVC6kw8fqUfl6DRi1FyzWqOlCo2Y0CARqhFjZIRJQo2IgYpdD7ulEgyEUbcmCQk1YozxDO8IJjcOUSPaGa8EWQgnfq75iDRizFAWTWVyjQjrrK0F8fTaszdmVUcBn2bpC7o6OpUVGVLPziOIVyDG6Rw+P2YebKBcS0ONr4FVmXhx7GuMV4EHakQM+6tbwPNEQ414golZr9lMMCFvvkwZm886ZjMXcjlJTAPESCPmq0NZavbV2ppoEd/3J+4/qNQLuAqNGOx3h6rLjzdEQVnavjtmGjDsr0bV4q0lLQ5OZEYmRnkyrRcKQwODGOyWy+XR4RF70VJIuqhBv+M4QwOD9n9RAyiS6nGjQkFDY1YOXSNGdSHSAUvwuKoHSXYoWxJqRPSI8f6doT6aYl+vRSPi9tnV+GptDRY788hKf0BG2DErnueNDo/cuT2GZzWhRsQp7LGBVKNkFVE1j+w2ZiSyTUKNiCuyTyFVjZbqEDViEOGTYGbpi7JuYpQrxUioEfErc5Yz9FWKchYM3n95k1xg1KuKdklpR5mrTdgUrxcKeINsRRXqCxiVs8YEbYh6JVUyHYQx2Ql9IHylMKEL/EibHGX5TuiPeAaXlKRGPMHEaESJClSNjgSj3Lx2HcYwSbFhL0mpfObsvmS3VDr+lVir04iS/EXaF8kYEiMyIBSUC4uZZwTdmNlJmB6E0uLYSWIl3YxpDpSMG9I54auqeXQYUXZECUs3u0BJtYNLUz2u9MdmOy6+aEetEQOrC8Q+EhwqYxvziszURfJ4J9SIUc7vJtvFIrIhmh2e1EktGtF1XbybZo8oC92K/SMq0weeLvVMqiDohBpRxIFZYyoyCY2AmqFDGeIHjQk1YrD//ChBJmmn4q+oOo0orYGd+12SUEKOmHYjSRUpT05CjWgnl456lezERlJac77lwAsMnb013crN3Dqhi6YciOu69rSS7fO3Wyq1NDUr4YuOw/y5OPaYOT5tKY+nwmym1gsFvKdmjaE9Md+vqDG5EK8RYT8+gytqBtSIJ5oYjRi8H6Ei9nnHcUJXg1CeiwDmJfnYo8yq11mpheo0YrBvW+3v7YMrVX9vX0tTs4pwVCJDsvvCwCOrTUi+YogGrBixks9jIRAs3GRqOwmg7u/tk3ZKpv7hlSgeh2YSR9kHLmgzU9M4spns1wYtKRZvWMjlJCmxPAZ2jysJvZH3RFZbOR6NiIY+s++lJ1Zw0Q1QKlh+YyWfx43Ax+xFEmpEuWvI6R1VjXj+sRIDMl1n9s3qtWjEwAg9wfXKc2Xe+phscLhT4pWIHtHMeJdQI8pZ5BrlUKKN0MfLK2CuVBSTfjyoRCPKKTChsbCfK15lMz1EjShZM9EazExNSxJvOSPaT+RzRansAWFCjSji7Oa163iko14lJB4yby7eha6OTvOpPvACpQxmKyEJcXq6L+FVkvbkQO+FhIjixNMyMzWNO6tmftFiqMs374gsuqMGJzK0RsuGBakz1oAZnpGN2Qa8X3hzW5qaY8wZ8RoRB2QObXLCiNeIskZI5n2blud5E/cfiANyZj8HjX18M59iaLqNk6URfd+XzgBXvVsqxcSsAFSXqZXNpbFwTKklNI6O49gx0Sv5vNS5/Hy7WDSjXNEhKfH3YnVVyXrbLc9m4f1slFigTP4b2uO6ros1IRqzDUhMqGbcjk4jBkHgOI6KxTb7Fdd1zVXRMvt5mFW8S0KNKFmgMwdNgT1fXpZStTQ1r+TztcesgPVCQd0gdeujNGKw74Rg1saQsd5gVA0HEZpmJZ83H+D+3j7ldGWfDjFnMfUWVKIRQ08xOjxi1sbhasRgfz1DdVFqGKzukXomY67IzpMiowLYomIyAtoNju3unOQC8WqY4kkS6LiuK091e2tbvEG9UuD2YFaaPQEVqhF93zddpFSTJZiFR/lDZ1Rk0Ct1GD+kideIeFRqzPt2QqFGPLsgJiBmaGVOWJ+meC5Z4KHSX8U4LG8Xi/FtkBwkVN6Js3wUnudVMa2PW1x13teYTv3oUJNQJogWOizfBuSITrJnuVyuMVorhpjrPRDHcQ4rYZsZIRQFpggP5XTxpzhO9xW4XcbsgKcuPmt9QpI0EQJubtXPBhwJzLE9xkUidI70qZZKq+K3SWob7eGBESS4uTVeJlxx4pe2OsVQI5JwEFAiY7Wz+XqcEWCqVDYSsUOfzdEzIScdmN4xREQEXiYsnROJB76SleagODVQIxLN06Ulc72Ws/x6nBEkgZkse+O6LmamODwg5IQCUyJmbENXUiFJ6O/tO8vNIDUi0ai1HOx4Z3L6MPOri/tje2vbGcwHRsipYX52DjHFUcsqknhgRDzLcynUiESDFH34qKSJ5BTjOM787Bzu+/zs3IvV1TO4gD0hpwkEgjxdWlovFBZyuTO43HCNIOnEhy7Fh4QakRBCCCGEaKgRCSGEEEKIhhqREEIIIYRoqBEJIYQQQoiGGpEQQgghhGioEQkhhBBCiIYakRBCCCGEaKgRCSGEEEKIhhqREEIIIYRoqBEJIYQQQoiGGpEQQgghhGioEQkhhBBCiIYakZBIXNddyOVW8vkPXZDK8DxvIZc740vRE0IIqRFqREIiebO5mUmlhwYGP3RBKsN13UwqnUmlP3RBCCGEnGCoEQmJhBqREELImYUakZBITqhGJIQQQmqHGpGcDHzf33i9sfF6o/zLL8d2UmpEQgghZxZqRFLv+L4/9uex1K8+Ot/Ser6lNftptu18287OzjGcWjRiuVy+c3usMduQSaW7Ojon7j/wfR/7PF1ayqTSd26P2T/v6b6USaUdxwmCAD/0PE+O09/bNz8753me+tV2sXjn9hgmi3H29UJBFSmTSr/Z3DR/NTo8kkmlx+/eCyLmmreLxdHhkZamZjny6PDIdrF4GPVECCHkFEKNSOqavb29L7/4svO3F/uu3pBP9ze9F85fePbzs6M+OwRZV0cnpNWd22NDA4MisCATPc9rzDY0ZhvK5bLR9ap3AAAKuUlEQVT5291SCUIQXzOpdHtrW39vX0tT8+TDR/Ozc10dnba4fL68jOPfvHZ9IZeD8suk0vOzc7LP/OwcSiU6Fb+CBg3CNOJKPo8t/b19M1PTkw8f4ex2sQkhhBBAjUjqmu6LX1/8uscUiPj09l+7cP7CUVsTxWjX031JDH6O48AQKJa88bv3Mqn08+Vl87czU9OZVPrp0hK+ynFc18UWz/OgOCVJjeu6kJum4XC7WIRCFZuf7/v9vX2ZVHpmalrK05htkB1sjdje2maXEGZOU30SQgghAjUiqV/+89//48svO22BiM/Xl3/X8WXHkRZANOJuqWRuV6JwvVCA5U928H2/vbXNtNLhOK/W1szjwNbY030JXycfPhLlZ4LpbNMtUnTqdrEIvWhmQ1QasVwuTz58hGlok4VcLpNKT9x/UGGtEEIIORNQI5L6pffb3q8uXo7SiH1Xb2Q/zR5pCAs0YmO2QW2HujJlGQx1cD0MguDV2pqaR45KRgMbIYyUN69dtx0Ng33N197aZm7E/DJ+rqJqDsx943neeqEAr0dqREIIIaFQI5Jj4u8//XTrxi183r17J9vfvXsn25WLYeqfPvq27/cxGvHXn/3m6dOnSQ71/fh32P79+HfJywyNKD6Fgq0R4SMoW2BoNK2G8Be0TwErIKaJITRlMtoEmk8FuMBb0fYpDNWIu6XS5MNH4k8pH2pEQgghoVAjkmNib28PyWs2Xm9IsEVgJLWx89r85rNfX+65EqMRm37d9GbzTZJD7ezsYHtFLoxRuW9sjeg4jqhARLG0t7aZl2nOKZuYGhFGwRiNaP6rXC5DU5pej8DWiJCwEig9MzW9ks8/WVykRiSEEBIFNSKpXwb/MNjxfkSz+qR+9ZGpww6d5Box2J8p3i4WEUSs3ApD56yDfV2Iq4BejJprVnZBzBSPDo8gYEWmue394S7Z0tT8YnXVPALKSY1ICCEkFGpEUr9svd0693lLlED8l46u8Xv/dqQFqEgjQnLNz85Bvakwl9DYF5UfZ+L+g5iYFTMmBudC+hsUpr+3T+Sy0oiIsJ58+EgdFqejRiSEEBIKNSKpa36Y/KG1rd0WiBe/7rnQcuFIjYhBhRrR9/3GbENXR2djtsF2YZR5XvEp9H0f3oFPFhexZbdUglHQlJKu66rMNa7rwvoIi6OkwjFz6JgaERPNqkiSMXF0eKTK2iGEEHKqoUYk9c4Pkz+c+7yl47cXL/dc+bbv919dvNzW+kX3xa/39vaO+tQVacRg3zJnOwgG+xoR8nEhl1vI5SDslHkPR27MNszPzi3kcvOzc5CD5rmgLM0fQlyKX6PSiPLfoYHB58vLTxYXYelEAWw5SwghhATUiOREsPV2a/APg583ff7pJ5neb3uPYYUVUKlGlFw59uIlMteMBU4QwjI/O2ebQtcLBXPFvJvXrpu5rxFo0t7apmKcUSTMPtv+i6/W1uS8+Dl8E2OiZAghhJxxqBEJOTSgEUPXbjZFm+u6B8oyz/PebG4e7mS667qHfkxCCCGnFWpEQg4NzOGaK+kJ8UmtCSGEkHqDGpGQWtktld5sbiL6OMq9jxqREELIyYIakZBawaoq8EQ08xSaUCMSQgg5WVAjElIrK/n80MDgxP0HdvprAbHMx1kqQgghpBaoEQkhhBBCiIYakRBCCCGEaKgRCSGEEEKIhhqREEIIIYRoqBEJIYQQQoiGGpEQQgghhGioEQkhhBBCiIYakRBCCCGEaKgRCSGEEEKIhhqREEIIIYRoqBEJIYQQQoiGGpEQQgghhGioEQk5tbxaW1vI5d5sbn7oghBCCDl5UCMSUkeUy+U7t8dc1z2Uo03cf5BJpRdyuUM5GiGEkDMFNSIhdURP96VMKk2NSAgh5INDjUhIHdHV0UmNSAghpB6gRiQnA9/3N15vbLzeKP/yy4cuyxFCjUgIIaROoEYk9Y7v+9+Pf/dJ6uNbN27dunHrXPO5rs6vdnZ2jq0A28XindtjmVQan/7evldra6qETxYXIe8yqXR7a9vkw0ee55n7ZFLpoYFB3/cn7j/Ano3ZBtP1cCWfl1Pgg391dXR2dXTulkqYhu7pviQxKLulklmwoYHB9ULBPCk1IiGEkKqhRiR1zd7eXs/lb/7xf/8wN7579+7qlX618Yh4sbramG3IpNI3r11fyOX6e/sgyJ4vL2MH3/dvXrsOaThx/8Hkw0eQgO2tbY7jyHEgLm9eu96YbRgdHhm/e6+9tS2TSrc0NZfL5SAI1guFoYFBOdfQwCC2QyPKeTOp9G6pFATBq7U1fEXBRodH8HV+dk5OSo1ICCGkaqgRSV1z9Ur/1tste7vv+1ev9B+1NbFcLrc0NWdS6adLS7LxxeoqrIC+7wdBMD87l0mlR4dHxHAIYyHUm/wKAq6ro1MMh57nQU2aB7fnmrGlpal5u1gMggBGRBSsMdtgGg63i0WUFnsG1IiEEEJqgBqR1C//81///fjHx1H/3dnZ6bn8zZEWALa6/t4+tX1oYHBoYHC7WPQ8z7TtCb7vw0woGg67vVhdNXd7sriYSaUn7j+QLVEa8cniovnDmanpTCo9MzWtCvZ0aQmTzvhKjUgIIaRqqBFJ/XLrxq2N1xsxO5xrPnekISywEZp2PsV2sRgqIoN9fSbaDhrRnH0O9n0Qk2hE5WiImWU7ObbrupjmNstAjUgIIaQKqBHJMfH3n35C0EnyT+bjT1Tkh+JfBwa7L3ZXdMzvx79LXmZEhKgIFZPny8uZVPrO7TH7Xwu5nKn/oBHV5STXiEpcwkgZGv5snogakRBCSNVQI5JjYm9vD8lrkn8unDu/t7cXc8zeb3/38//+XNExK3JhRDBKjEbE3G5yjaj2Sa4RlRyE32GMRsS/qBEJIYRUDTUiqV/+NPrHly9fxuzwSepjBI4cEdBY9lyz67pvNjdd110vFOLnmiXK+HA1IsKco+aa5UTUiIQQQqqGGpHUL1tvt65e6Y/677Ofn/114i9HWgDElNhmQki0lXy+XC4jxhl5agSJWZEglcPViBB/UTErEk9NjUgIIaRqqBFJXfP4x8d/++Fv9vatt1tdnV8dqRExCIJyuazCk4P9YOfGbIPp8zd+9575Q8Qdd3V0Sgkr0oimgTBUI+6WSo3ZhsZsgxlP7TgOSiu5G6kRCSGEVA01Iql3Hv/4+OqV/pcvX+7t7Xmet/F6468Tf7l6pT/eVfGwkOVPZqamzVTVK/k8dhAdOTQwuJDLLeRyQwODKhVikFgjIkqmq6NzaGAQ+i9qdT74OzZmG+Zn5xZyucmHj5B/21SE1IiEEEKqhhqRnAC23m79afSP7W1ffNbwz7du3Hr287PjPPt2sSjr7CGzjEpz6Hne+N17skNLU7O5yB5IqBFd15UlVSBDY1ZwXi8UELwiC66IBRFQIxJCCKkaakRCEuH7PuJUYvZxHEclqTkGPM97s7l51NPuhBBCzhrUiIQQQgghREONSAghhBBCNNSIhBBCCCFEQ41ICCGEEEI01IiEEEIIIURDjUgIIYQQQjTUiIQQQgghREONSAghhBBCNNSIhBBCCCFEQ41ICCGEEEI01IiEEEIIIURDjUgIIYQQQjTUiIQQQgghREONSAghhBBCNNSIhBBCCCFEQ41ICCGEEEI01IiEEEIIIURDjUgIIYQQQjT/Dx05p+Z1P304AAAAAElFTkSuQmCCAA==" width="510" height="322"></p>
<p>[Source: Reproduced with permission of the © ERS 2011. European Respiratory Journal June 2011, 37 (6) 1474–1481; DOI: 10.1183/09031936.00079810]</p>
</div>

<div class="specification">
<p>The sodium–potassium pump plays a role in muscle activity. Nitric oxide may have a role in the recovery of hypoxic muscles. The production of nitric oxide can be blocked with an inhibitor of the enzyme nitric oxide synthase. The graph shows the concentration of sodium–potassium pumps in the diaphragm of control and hypoxic rats without and with nitric oxide synthase inhibitor.</p>
<p><img 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" width="606" height="336"></p>
<p>[Source: Reproduced with permission of the © ERS 2011. European Respiratory Journal June 2011, 37 (6) 1474–1481; DOI: 10.1183/09031936.00079810]</p>
</div>

<div class="specification">
<p>Skeletal muscle contractions can take two different forms: if they are stimulated by a single action potential they take the form of a twitch and if they are stimulated by a series of action potentials the contraction is longer lasting (tetanic). The table shows the effects of hypoxia on the force of twitch and peak tetanic contraction in the diaphragm.</p>
<p><img 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" width="609" height="153"></p>
<p>[Source: Reproduced with permission of the © ERS 2011. European Respiratory Journal June 2011, 37 (6) 1474–1481; DOI: 10.1183/09031936.00079810]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effect of hypoxia on body mass and erythrocyte percentage.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data in the graph, deduce whether hypoxia increases <strong>or</strong> decreases the endurance of the rats’ diaphragm muscle.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data presented in this question, explain the effect of hypoxia on the body.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the graph to obtain <strong>two</strong> conclusions about the concentration of sodium–potassium pumps.</p>
<p> </p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Muscle fibres are stimulated to contract by the binding of acetylcholine to receptors in their membranes and the subsequent depolarization.</p>
<p>Suggest a reason for increasing the concentration of sodium–potassium pumps in the membranes of diaphragm muscle fibres.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effect of hypoxia on the force of contraction of the diaphragm.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Hypoxia caused a 13 % increase in the surface area to volume ratio of the diaphragm. Suggest a reason for this change.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using all relevant data in the question, evaluate the effectiveness of the rats’ adaptation to hypoxia.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the advantages and disadvantages of using rats as models in this investigation.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Erythrocyte percentage increased <strong>AND</strong> body mass reduced/smaller increase in mass</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increases endurance «in relation to the control»</p>
<p>b. higher force/endurance at every testing time/throughout</p>
<p><em><strong>    OR</strong></em></p>
<p>    smaller decreases in <strong>force</strong> «over time»</p>
<p>c. the magnitude of the difference is similar throughout the five minutes experiment/testing</p>
<p>d. differences are «statistically» significant</p>
<p>e. endurance of control is «approximately» 35 % versus endurance of hypoxia «approximately» 55 % «after 5 minutes»</p>
<p><em>Accept ±5 % for both percentages</em></p>
<p><em><strong>[Max 2 Marks]</strong></em></p>
<p> </p>
<p> </p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. diaphragm more endurance/stronger/generates more force for more ventilation/inspiration</p>
<p>b. right ventricle mass increases to pump more blood</p>
<p>c. erythrocyte percentage increases to transport oxygen</p>
<p>d. less growth/body mass which reduces oxygen demand</p>
<p><em>Reject “loss of body mass”</em></p>
<p><em>The physiological reason is required for each mark<br></em></p>
<p><strong><em>[Max 2 Marks]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. hypoxia increases the concentration of sodium–potassium pumps</p>
<p>b. nitric oxide needed for/stimulates «production of» sodium-potassium pumps</p>
<p>c. nitric oxide synthase inhibitor reduces the concentration of pumps<br><em><strong>   OR</strong></em><br>   concentration of pumps reduced by inhibiting nitric oxide production</p>
<p><em>Award up to <strong>[1]</strong> for a conclusion on lines labelled 1 and up to <strong>[1]</strong> for a conclusion on the lines labelled 2</em></p>
<p><strong><em>[Max 2 Marks]</em></strong></p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. resting potential restored faster</p>
<p>b. increases the «maximum» frequency/rate of contractions</p>
<p><em><strong>    OR</strong></em></p>
<p>    can contract again sooner</p>
<p><em>Accept shorter refractory period for mpa </em></p>
<p><em>Do not accept faster contraction/depolarization/ repolarization</em></p>
<p><strong><em>[Max 1 Mark]</em></strong></p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>reduces «force of» twitch <em><strong>AND</strong></em> peak tetanic contraction</p>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. decrease in volume/atrophy/loss of cells/less muscle fibres/less tissue in the diaphragm</p>
<p>b. SA to volume ratio increased to make oxygen uptake into muscle/cells faster</p>
<p><em>Do not accept reduction in area of diaphragm</em></p>
<p><strong><em>[Max 1 Mark]</em></strong></p>
<p> </p>
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. not effective because body mass lost</p>
<p>b. effective because body mass still increases/rats still grow</p>
<p>c. not effective because contractions/force exerted by diaphragm decreases</p>
<p>d. effective because more sodium-potassium pumps so more/faster rate of diaphragm/muscle contractions</p>
<p>e. effective because endurance of diaphragm increases</p>
<p>f. effective because mass of right ventricle increases</p>
<p>g. effective because erythrocyte percentage increases</p>
<p><em>For each marking point the candidate must make it clear whether they are arguing for adaptation being effective or not. This can be done by giving the physiological benefit of a change, for example greater mass of right ventricle so more blood pumped.</em></p>
<p><strong><em>[Max 3 Marks]</em></strong></p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Advantages:</em></p>
<p>a. small size</p>
<p><em><strong>    OR</strong></em></p>
<p>    easy to look after in research labs</p>
<p>b. short lifespan</p>
<p><em><strong>    OR</strong></em></p>
<p>    study can extend over several generations</p>
<p>c. can be killed «to get experimental results» if benefits of research justify it</p>
<p>d. «mammalian» so similarities with humans</p>
<p>e. fewer ethical objections than if humans are used/not ethical to subject humans to hypoxia/does not cause harm to humans</p>
<p><em>Accept any one of the advantages</em></p>
<p><em>Disadvantages:</em></p>
<p>f. ethical objections</p>
<p><em><strong>   OR</strong></em></p>
<p>   wrong to cause suffering to animals/rats</p>
<p>g. rat physiology/anatomy not same as human</p>
<p><em>Accept any one of the disadvantages</em></p>
<p><strong><em>[Max 2 Marks]</em></strong></p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p>Cholinergic synapses use acetylcholine as their neurotransmitter. They are widespread in the body, passing on signals to muscle cells. These synapses are affected by neonicotinoid pesticides.</p>
<p>The diagrams, which are not drawn to scale, show the synapse between two neurons and a detail of the synaptic cleft.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagrams, label with a letter H the hydrophilic end of a phospholipid.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagrams, label with a letter E a vesicle involved in exocytosis.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagrams, label with a letter P a location where a neonicotinoid pesticide could bind.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how depolarization of the membrane of an axon occurs.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how acetylcholine initiates an action potential in a postsynaptic membrane.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the action of the enzyme acetylcholinesterase.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain what happens to an enzyme if there is a change of pH.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>hydrophilic end of phospholipid shown ✔</p>
<p><em>For 2a, i, ii and iii, accept letters written on the structure even if a line is not drawn. </em></p>
<p><em>Award the mark if the full word is used to label the structure. Labels must be unambiguous. </em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>an exocytic vesicle shown ✔</p>
<p><em>For 2 a, i, ii and iii, accept letters written on the structure even if a line is not drawn. </em></p>
<p><em>Award the mark if the full word is used to label the structure. Labels must be unambiguous.</em></p>
<p><em>Accept any of the three intact circles or the exocytosis shown within the box. </em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>any receptor protein on post synaptic membrane marked ✔</p>
<p><em>For 2 a, i, ii and iii, accept letters written on the structure even if a line is not drawn. </em></p>
<p><em>Award the mark if the full word is used to label the structure. </em></p>
<p><em>Must unambiguously be pointed to a receptor on the synapse side. Accept labels of acetylcholinesterase</em>.</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (local depolarization) causes ion / sodium / voltage gated channels to open ✔</p>
<p>b. altering membrane permeability to sodium ions/Na<sup>+</sup>/positive ions / Na<sup>+</sup> diffuses into the cytoplasm ✔</p>
<p>c. membrane potential (of the axon) changes from negative to positive ✔</p>
<p>d. a threshold potential is reached <span style="text-decoration:underline;">and</span> an action potential is generated ✔</p>
<p><em>Do not accept sodium pumps</em>.</p>
<p><em>Mp b requires evidence that the student recognizes sodium is an ion</em>.</p>
<p><em>Numerical values indicating change from −70 to +30/+40/+55 can be accepted</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. acetylcholine binds to the receptor protein ✔</p>
<p>b. (causing a) change in <span style="text-decoration:underline;">tertiary</span> structure / conformation of protein ✔</p>
<p>c. diffusion/entry of ions / Na<sup>+</sup> through the receptor/channel protein allowed ✔</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>breaks down acetylcholine (to acetyl and choline) ✔</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. change in pH can cause a change in the tertiary structure of the enzyme <br><em><strong>OR</strong></em><br> enzyme denatured ✔</p>
<p>b. causing a change in the active site / substrate not able to bind ✔</p>
<p>c. the enzyme will not work as efficiently / decreased rate of reaction ✔</p>
<p>d. (may no longer be) the <span style="text-decoration:underline;">optimum</span>/<span style="text-decoration:underline;">optimal</span> pH for enzyme activity ✔</p>
<p><em>Allow answer in the form of a graph</em>.</p>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There were numerous examples of ambiguous labels, for example, an H without an arrow placed beside the membrane making it unclear whether the student was indicating the hydrophobic or hydrophilic part of the membrane.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Both receptor proteins and acetylcholinesterase were accepted as proteins to which acetylcholine can bind. The markscheme did not accept locations other than on the synaptic side.</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In many exams, candidates seemed to confuse the voltage gated ion channels with sodium-potassium pumps.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>In winter when temperatures drop, brown bears (<em>Ursus arctos</em>) enter a cave and hibernate. The graph shows the mean values for the body temperature, heart rate and activity of 14 brown bears throughout the year. The grey shaded areas indicate the periods when the bears are in transition between hibernation and normal activity.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: center;">[Source: Adapted from Evans, A.L., Singh, N.J., Friebe, A., Arnemo, J.M., Laske, T.G., Fr&ouml;bert, O., Swenson, J.E. and Blanc,<br>S., 2016. Drivers of hibernation in the brown bear. <em>Frontiers in Zoology</em>, 13(7). This article is distributed under the terms of the<br>Creative Commons Attribution 4.0 International License (<a href="http://creativecommons.org/licenses/by/4.0/">http://creativecommons.org/licenses/by/4.0/</a>).]</p>
</div>

<div class="specification">
<p>It was observed that during hibernation bears are not susceptible to osteoporosis, a condition characterized by a decrease in the density of bone, resulting in porous and fragile bones. This condition may develop in humans during long periods of inactivity and with increasing age. The graph shows the porosity of the tibia bones of black bears (<em>Ursus americanus</em>) and humans at different ages. Age is expressed as the proportion of normal life span.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Adapted from <em>Journal of Biomechanics</em>, 39(8), Donahue, S.W., McGee, M.E., Harvey, K.B.,<br>Vaughan, M.R. and Robbins, T., Hibernating bears as a model for preventing disuse osteoporosis,<br>pp. 1480&ndash;1488. Copyright (2006), with permission from Elsevier.]</p>
</div>

<div class="specification">
<p>Healthy bone is constantly being broken down (bone resorption) and at the same time being rebuilt (bone formation). Bone mass should therefore not normally change, nor bone diseases occur. To test whether these processes occurred during hibernation in black bears, blood serum was tested for the markers ICTP (indicating bone resorption) and PICP (indicating bone formation).</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Republished with permission of Company of Biologists Ltd, from Parathyroid hormone may maintain bone formation<br>in hibernating black bears (Ursus americanus) to prevent disuse osteoporosis. Donahue, Seth W; Galley, Sarah A; Vaughan,<br>Michael R; Patterson-Buckendahl, Patricia; Demers, Laurence M; Vance, Josef L; McGee, Meghan E, <em>Journal of experimental</em><br><em>biology</em>, 01 May 2006, Vol. 209, Issue Pt 9, pages 1630&ndash;1638; permission conveyed through Copyright Clearance Center, Inc.]</p>
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<div class="specification">
<p>Osteocalcin is a peptide hormone that causes calcium to bind in the bones, so is involved in bone formation and regeneration. Research shows that changes in the mean concentration of osteocalcin in blood serum occur before and after hibernation in bears. In this research, concentration of both osteocalcin and parathyroid hormone were measured in the blood serum of bears. Results are shown in the bar chart and graph.</p>
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"></p>
<p style="text-align: center;">[Source: Republished with permission of Company of Biologists Ltd, from Parathyroid hormone may maintain bone formation<br>in hibernating black bears (Ursus americanus) to prevent disuse osteoporosis. Donahue, Seth W; Galley, Sarah A; Vaughan,<br>Michael R; Patterson-Buckendahl, Patricia; Demers, Laurence M; Vance, Josef L;McGee, Meghan E, <em>Journal of experimental</em><br><em>biology</em>, 01 May 2006, Vol. 209, Issue Pt 9, pages 1630&ndash;1638; permission conveyed through Copyright Clearance Center, Inc.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the difference between the highest and lowest mean body temperatures.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the changes in mean ambient and body temperatures during 2012.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the change in heart rate during the period of hibernation.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the changes in porosity of the bones in humans and bears as age increases.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The life expectancy of a human at the time of the study was 80 years. Estimate the porosity of the bones of the individual who was approximately 32 years old.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The researchers assessed age as a proportion of normal life span, rather than in years. Suggest <strong>one</strong> reason for this.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe what is happening to the bone during hibernation.</p>
<div class="marks">[2]</div>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest how the graph would differ for a human during a long period of inactivity.</p>
<div class="marks">[1]</div>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the percentage increase in the mean concentration of osteocalcin from pre-hibernation to hibernation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A hypothesis has been proposed that an increase in parathyroid hormone concentration causes an increase in osteocalcin in bears. Evaluate the evidence for this hypothesis provided by the data.</p>
<div class="marks">[2]</div>
<div class="question_part_label">j.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss how helpful these studies of bears can be in developing an understanding of osteoporosis in humans.</p>
<div class="marks">[2]</div>
<div class="question_part_label">k.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>5 °C;</p>
<p><em>Units required. Accept answers in the range 4.5 to 5.5 °C</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="padding-left:30px;"><em>  Accept one similarity</em>:</p>
<ol style="list-style-type:lower-alpha;">
<li>both rise <span style="text-decoration:underline;">and</span> then fall / both fall with hibernation <span style="text-decoration:underline;">and</span> rise with activity</li>
<li>both reach minimum during hibernation <span style="text-decoration:underline;">and</span> maximum during activity;</li>
<li>both lowest in January/February / both rise from January/February;<br><em><br>Accept one difference</em>:<br><br>
</li>
<li>one peak of ambient temp but body temp has two peaks / OWTTE;</li>
<li>body temp remains maximal for longer/plateaus whereas ambient peaks;</li>
<li>body temperature is always higher than ambient temperature;</li>
<li>ambient range is greater than body temperature range / OWTTE;</li>
</ol>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>decreased/slower heart rate because bears less active/use less energy;</li>
<li>less (cell) respiration / lower (rate of) metabolism;</li>
<li>less oxygen/glucose required / less CO<sub>2</sub> produced/needing to be removed;</li>
<li>less muscle contraction/muscles require less blood;</li>
<li>conserves energy;</li>
</ol>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>porosity increased in humans <span style="text-decoration:underline;">and</span> decreased in bears;</p>
<p><em>Both needed</em>.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>6 %;</p>
<p><em>Accept answers in the range 6.0 to 6.5 %.</em><br><em>Percentage sign required.</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>to allow comparison of bears and humans;</li>
<li>bears have a different life span to humans / bears do not live to 80 years;</li>
<li>because they age at different rates;</li>
</ol>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>resorption/breaking down occurs <span style="text-decoration:underline;">and</span> formation/rebuilding occurs;</li>
<li>at similar rates / more resorption at most times;</li>
<li>no/little (overall) change (in bone mass);</li>
<li>lag between bone resorption rising and formation rising / OWTTE;</li>
<li>bone resorption rising towards end as formation dropping / OWTTE;</li>
</ol>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>more <span style="text-decoration:underline;">resorption</span> than <span style="text-decoration:underline;">formation</span>;</li>
<li>PICP/bone formation (always) lower (than in bears);</li>
<li>ICTP/bone resorption (always) higher (than in bears);</li>
<li>ICTP above PICP by a greater amount in humans (than in bears);</li>
</ol>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>250 % (<em>Allow 240 to 260 %</em>)</p>
<div class="question_part_label">i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>(hypothesis supported by)<br>positive/direct correlation/direct relationship (between parathyroid hormone and osteocalcin)<br><em><strong>OR</strong></em><br>osteocalcin rises as parathyroid hormone rises/vice versa;</li>
<li>no evidence for causal link / causal link cannot be assumed / correlation does not prove causation;<br><em><strong>OR</strong></em><br>no evidence that parathyroid hormone causes change in osteocalcin;<br><em><strong>OR</strong></em><br>other factors may cause change in osteocalcin;</li>
</ol>
<div class="question_part_label">j.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="padding-left:30px;"><em>  Accept one reason for the studies being helpful</em>:</p>
<ol style="list-style-type:lower-alpha;">
<li>(helps us understand how)) bears avoid osteoporosis;</li>
<li>bone structure of bears and humans is similar / both are mammals;</li>
<li>suggests that hormones/osteocalcin/parathyroid hormone might be a (preventative) treatment;<br><em><br>Accept one reason for the studies not being helpful</em>:</li>
<li>humans do not hibernate / are not inactive for long periods;</li>
<li>humans live for much longer;</li>
</ol>
<div class="question_part_label">k.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>70 % of candidates were able to read two temperatures from the graph and subtract the higher from the lower correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates realized that they were expected to give similarities and differences between the curves, but most struggled to do this clearly. Rather than make eclectic statements about the data that may be correct but are not significant, the aim with a question such as this is to make comments that would allow someone who has not been shown the curves to sketch them. Some students confused maxima or minima with increases and decreases, so for example stating that ambient body temperature increased in July, when it reached a maximum in July and stopped increasing.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates mentioned lack of activity as a reason for lower heart rate and some went on to mention reduced respiration rates or other aspects of physiology. Other candidates failed to offer an explanation and instead just described the data. A few claimed wrongly that bone porosity was directly proportional to age, in which case all those of a certain age would have the same degree of osteoporosis, which is plainly not the case.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Well answered with most candidates referring to the positive and negative correlations.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was very unusual in that the discrimination index was negative — stronger candidates were slightly less likely to answer correctly than weaker candidates, for reasons that are not obvious! Only a minority gave the expected answer of 6 %. A very common answer was 7 %, which is reached by calculating the age proportion correctly as 0.4 but using the trend line rather than the data point for the individual who was 32 years old. Careful reading of the question was needed to avoid this mistake.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates were successful here, using the argument that humans and bears have different life spans.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In this question candidates were expected to deduce the changes to bone from the concentrations of the markers. Given that neither of them reaches zero, we can assume that bone formation and resorption both continue throughout the hibernation period. Few candidates made this point clearly. The other 'best' answer was to comment on relative overall amounts of formation and resorption, either by stating that they are approximately equal or that there is slightly more resorption.</p>
<div class="question_part_label">g.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates were expected to suggest a difference between the bears and humans in the concentration of one or both of the markers, that would result in loss of bone mass. A common fault was to predict changes in the markers during a period of inactivity in humans, but changes over time were not the issue — it was differences between humans and bears that were relevant to the question.</p>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A very small proportion of candidates correctly calculated the percentage difference. There were many different incorrect answers, with 350 % being the most popular, which is the amount of osteocalcin during hibernation as a percentage of the amount pre-hibernation.</p>
<div class="question_part_label">i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This type of question is increasingly well answered with more candidates understanding that two variables being positively correlated does not prove a causation. The situation would have been different if an experiment had been done with the levels of parathyroid hormone as the independent variable controlled by the researchers.</p>
<div class="question_part_label">j.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers here were very varied. The best included the idea that an understanding of how bears maintain bone mass despite inactivity during hibernation might lead to preventative treatments for humans. Because this was a discuss question, some counterargument was expected, based on differences between bears and humans.</p>
<div class="question_part_label">k.</div>
</div>
<br><hr><br>