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<h2>SL Paper 3</h2><div class="specification">
<p>In an experiment to determine the effect of diet on response to leptin, mice were fed a control diet or a high fructose diet for six months and then either injected with a saline (salt) solution or injected with leptin. The food intake of both groups was then monitored over a 24 hour period.</p>
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NjfuasirMfpWRsn7jR7/yZuDCaUgAQkMAcCPIhevt2J52p4MD2B4Rdcm/J8DtsZ+sGzNQwbLDt9sHV09H49FLEctpE42C6fwSntJL91nyue172GLd9CCXCS4YTz7NmzW8Vzc5jGIMfzRo5B+1dtuyJ31WpMfyUggWUiwBubGHKRNz1xzWHscvmmJ/xlSAZCl84dRDSdO7u736hOT39YC2ve7kRnT1N4N8uKsCYOnULkix0m0ncl+J7nrtS05VwIgYxT5kTFMsK3HHYRp66vX9T7WOdhDUJzGAc2COsmnutC+SMBCUhAAmMTQBDzkHn5pid6mFlnH+I2gWsHgpfA9ejg4KC+HhFvnIB9nuUhMDQRQU4+uUaNY2tV4yqeV7Xm9HupCHDy4kMm5d9mOJiTSQRvTjKl84hpJt6mQSAO4eLiop7n5/z8vD7h+bBgiDiXgAQk0G0CXBcICNoybG9v16tnZ2f9zbm2ZAPXEkQ0QzDGCengSZp0EmW9C3PFcxdq2TLOnAAnJSaGZ0Qwkyl/nSGc6QUgPHjAX2ZX9fY4RRxOPrmTJz4ntd6Ys96Jkb/hmBInaZ1LQAISkEB3CeR6w7cCyi/SMvyC8OLFiz6cNpHLcMHY6Ed04VYCjnm+FZERJDAaAf4O40ELHrBIQOwyDi0nLXoHGCuGMM5fZQhlHtpIHNIeHh5WT548qceflbZIa5CABCQgAQlAINcNXimX5XHIMDzQfzPHIdaLq3gen5kpJDCQAOL2NoHLE9DlU9BtxjiZZWxa2363SUACEpgXgXG+ejdO3Em/wjevcq9CPvl4FkMHy6Eb/FPJQ3x5iJCylEM4WM84Zf4RNYxHQPE8Hi9jS0ACEpCABDpFQJG7vNXNv5vHx8f1v554iYBGFPMvKEMJS0HNdoYJ8k9nb/jg43pYYYYD8rEuAkM92J9ndZa39IvzTPG8OPbmLAEJSEACK0BgnPeLU5xR4/uaxhWo/BVwkVfEIZbpaU5AECOSy8A/mj1R/Hq9GWF9ePhhf7gHYrk31PCofvjdrwuW9G4uK55v8nBNAhKQgAQkcIOAIvcGDlcWTKBN1I4yZBBxzDCOYQHBXYruMi/Edj4AVtoYJe8y/josK57XoRYtQ+cJrMrXBDtfUQKQgAQ6QWCcsd+dALJmhVQ8r1mFWpxuEmj7TLeCupttwVJLQAKLJdB2Pl6sR+Y+bQKK52kT1Z4EJCABCUhAAhJYIgLl8IslcmtlXfEjKStbdTouAQlIQAISkIAEJDBvAorneRM3PwlIQAISkIAEJCCBlSWgeF7ZqtNxCUhAAhKQgAQkIIF5E1A8z5u4+UlAAhKQgAQkIAEJrCwBxfPKVp2OS0ACEpCABCQgAQnMm4Died7EzU8CEpCABCQgAQlIYGUJKJ5Xtup0XAISkIAEJCABCUyXAJ/w3t19q9rcfL0/8fnv28Ik6bBLPtfX17eZX6r9vud5qapDZyQwGQE/iDIZN1NJQAISkMBNAo8evV1vOD39qNraul+dnj6rHj9+pxa45ae7b6aqqnHTnZ09r54+PWqaWYl1e55Xopp0UgLDCfBFq+Y0PIV7JSABCUig6wQQsGWg9/ji4rza29urhTP7dnYe1lMz7l3S0dOMIN/Y2CjNrMyy4nllqkpHJSABCUhAAhJYFQJ//Md/VA9JuM3fxPvkk3++LWp/P8MqmOi5zfAK1kcd/kBv8vb2V6ujo5s9vxHIW1tb/bxYuH//fhVhfWPHpyvjpqOXemPjtWp3d6/N3NJvUzwvfRXpoAQkIAEJSEACq0Lg+9//66ophP/+7//vW7e9/voXqx/96EefiddWbnqHI1ivrj6pGGLBNnpzhwXS7Oy8WTHWeH//W9XJyYc3ol9eXtbrm5v3bmxPDzECui2Mk+7k5Lj29enTD9pMrcQ2xzyvRDXppAQkIAEJSEACq0Dg29/+/eqnP/1p9fnPf7529ytf+fnqv/7XT6rf//1vV7/1W/9Tvwjf/va36+3NeL/5m79Vffvbf9CP11xAANPDzHCKR4/2692MTWYdYcq+iN2kJQ29zAhsRHPSZf+o80Hi+bb0Scc8wn1zc/O2ZEu7357npa0aHZOABCQgAQlIYNUI/NEf/XH1u7/7v9QCGt+/+MXXa+H8ta997UZRBsX71V/9H2/Ea65EiO7v94Rz9t+71+stvrrq9R6znbgM52CYxIMHD6qzs48nFs7J5y5z/EDoTyre75L3NNMqnqdJU1sSkIAEJCABCXSawNe+9j9U//zPvfHLP/uzr1c/+clPqp//+a9UDMsow1e+8pV+vC996Uv9eG+88UYZ7TPL5+fnFb22iNAyvHjxol4th1wgpHtDNR7W44ubPdJl+lGWJ+0tJh3js6+vX1SrPFwjjBTPIeFcAhKQgAQkIAEJ3JEAYpkxzr/yK79aff/73697oP/8z//sM1b/5V/+pY73i7/4terP/uzP6/1/8Ae//5l4zQ2IYR62a4azs7NaVJcCeXv7QT0emqEcPCDYE7CD36nc1ntNPnkQcZB4HiXd0dH7dU/41tYb/Ycc86o6to3yLulmmRe17pjnRZE3XwlIQAISkIAE1o4APcd///f/UH3hCxvVF77wheqHP/z7qq03mX1lvL/+679pjdcEFCFbbuftGYxnPjh4t9xcL9NDTW8v+588eVIhYhn3zJsuSqFNZMQ24eLi4kbPNr3dxG32dteRR0x3cfGTRO/PEcwIaPY1felHWsIFe56XsFJ0SQISkIAEJCCB1SXAEA3EMaFNOKdko8ZL/Dws2BPEvdfM9UTxe7XwHTaWmDS8XQMh/fz5835PdGwzz3AQBDZ2CQhzpmGvlZs0XZn3Ki0rnleptvRVAgMI8IXB5jQgqpslIAEJSGBFCdAjTKCHmdfD8Y5nXj23t/fNz7x2blAR6V2OiH727Nlnoh0eHlaMm8Yu9nnIjzd5lL3a9BizD1GdMEq6xF31+edevnz5ctULof8SkMBnCSCm+ergogL5/8lf/sWish8p39/+9d9YKKORnDTSzAh0vY1S/jd/6Zdnxncahj/62x94jBYgeY8zvc+8NcOwOAL2PC+OvTlLQAISkIAEJCCBkQkgnAeNOx7ZiBHvTEDxfGeEGpCABCQgAQlIQAKzJcA7m5n4VLZhsQQUz4vlb+4SkIAE+gT4G/13/s2/6a/ftvCPP/5xPdaduUECElhvAjyUx6e4hz0UuN4Elqd0iuflqQs9kYAEOkiAd73+73/wv1WffPJJ/TnfL33pjQox/H/+8b8fSOM//v0/VD/4/t9U/3L9L/04rLPdIAEJSEACsyXge55ny1frEpCABIYSQPD+5X/4D/X0+c9/vvqLP//z6v/69z3h/Mu/+ivV66+//pn0f/M336/+n3/4j/3tu7/2jXr5X/38v6r+9dd+sb/dBQlIQAISmD4Be56nz1SLEpCABEYmgEA++d5fVf/9L/7r+ktkP/3pT6v/9d/+2+rvfvhRq3DG8P/x7/5d9cGf/EndU806opv1D/70T0fO14gSkIAEJDAZAcXzZNxMJQEJSGBqBD7/hS9U//ijH1c/93M/VwvhH3z/+wOFM5ny8YV/+qd/qsU2vc0I7h//+Mf9jzJMzTENSUACEpDAZwgonj+DxA0SkIAE5ksA4YwA/uDP/rT6n3/3d+vxz//ln/5pqBP/+OMfVQjnk+99r57/449+NDS+OyUgAQlIYDoEHPM8HY5akYAEJDAxgd/4rd+sxyozvrlcHmYQ0cxDhgSGa+RTwMPSuE8CEpCABO5OQPF8d4ZakMDCCfCKM8NqEygfDCyXh5Uq8RTOwyi5TwISkMB0CSiep8tTaxJYCIG2z3ArqBdSFWYqAQlIQAJrTsAxz2tewRZPAhKQgAQkIAEJSGB6BBTP02OpJQlIQAISkIAEJCCBNSfgsI01r2CLJwEJLC+BWQ2taRvGs7wU9EwCEpDAahFQPK9WfentEhO4vr6unjx5rzo5Oe57ubPzsDo4eLfa3Nzsb9vdfas6O3veX88C8R492q9Xr66uqseP37kRj33EMawPgXFELkJ7nPjrQ8mSSEACElguAg7bWK760JsVJoAovri4qE5PP6qurj6pzs4+rhDBu7vfqBDWCRcX59Xu7l4dh3iZIpyJ9+jR23Wa2Hr69INalCOoDRKQgAQkIAEJLI6A4nlx7M15jQicnj6rEMV7e3vV1tb9umT0Nh8cHNQCOr3RiGmE9P37vThtCIjTtEUPNlNbj3WbDbdJQAISkIAEJDAbAorn2XDVascIIGzpQaZHuQwbGxv16osXL+p5xO/29oMy2o3lxNna2rqxHcEdYX1jhysSkIAEJCABCcyNgOJ5bqjNqIsEGMZBuHfvXj2/vLysENQMv9jcfL2ednberOi5TiAOYXOzlybbI8QR0AYJSEACEpCABBZDwAcGF8PdXDtC4Pj4uH5YMD3SEdMM59ja+rCmgHBmjPPJyYfVsB7pICvF86ze1pC8nEtAAhKQgAQkcJOA4vkmD9ckMDUCCOKrq8taFMcoArkZGPLB+Oje2zU+bu4euj7s7QsK66Ho3CkBCUhAAhKYiIDDNibCZiIJDCfAK+voUT48/E7/AcJhKXjIkB7l8q0cg+KXr70bFMftEpCABCQgAQnMhoDieTZctdphAvQ4P316VPF6OXqVRw2MaWbK+Gh6rcsQYa14Lqm4LAEJSEACEpgvAcXzfHmb2xoT4PVy29tfrV8nx/uZ24Tz1tYbFe+DboZe2t4bODLuOeOjE/f8/LwW13kVXrY7l4AEJCABCUhgfgQUz/NjbU5rTIAhF4hieocZ1zxI4O7vf6sW13kdHUh4BzTp8vVAepZJf3T0fv2+Z+IwBIQpDx6uMUqLJgEJSEACElhqAj4wuNTVo3OrQuD4+Lv98cq8eq4Z6IVmGEe+IsjDgXlrBj3NCO5yOMbh4WH15MmTqrSFcI7Abtp3XQISkIAEJCCB+RBQPM+Hs7msOQFE7ajCFgEdET0ICz3PbW/mGBTf7ctFYFZvOpm23WFva1kuonojAQlIYHkIKJ6Xpy70RAISWCMCb/7SL0+1NB/97Q+qadrEnkECEpCABMYn4Jjn8ZmZQgISkIAEJCABCUigowTsee5oxVvs9SIw7b/z14uOpZGABCQgAQlMj4DieXostSSBhRFoG7uqoF5YdZixBCQgAQmsMQGHbaxx5Vo0CUhAAhKQgAQkIIHpElA8T5en1iQgAQlIQAISkIAE1piA4nmNK9eiSUACEpCABCQgAQlMl4Diebo8tSYBCUhAAhKQgAQksMYEFM9rXLkWTQISkIAEJCABCUhgugQUz9PlqTUJSEACEpCABCQggTUmoHhe48q1aBKQgAQkIAEJSEAC0yWgeJ4uT61JQAISkIAEJCABCawxAT+SssaVa9EkIIHlJvDR3/5gLAdHjf/mL/3yWHaNLAEJSEACoxNQPI/OypgSWFoCfk1waatmqGOK3KF43CkBCUhgKQkonpeyWnRKAuMR8PPc4/EytgQkIAEJSGBSAo55npSc6SQgAQlIQAISkIAEOkdA8dy5KrfAEpCABCQgAQlIQAKTElA8T0rOdBKQgAQkIAEJSEACnSOgeO5clVtgCUhAAhKQgAQkIIFJCSieJyVnOglIQAISkIAEJCCBzhFQPHeuyi2wBCQgAQlIQAISkMCkBBTPk5IznQQkIAEJSEACEpBA5wgonjtX5RZYAhKQgAQkIAEJSGBSAn4kZVJyppPAEhHwC4NLVBm6IgEJSEACa01A8bzW1WvhukLALwx2paYtpwQkIAEJLJqAwzYWXQPmLwEJSEACEpCABCSwMgQUzytTVToqAQlIQAISkIAEJLBoAornRdeA+UtAAhKQgAQkIAEJrAwBxfPKVJWOSkACEpCABCQgAQksmoDiedE1YP4SkIAEJCABCUhAAitDQPG8MlWloxKQgAQkIAEJSEACiyageF50DZi/BCQgAQlIQAISkMDKEFA8r0xV6agEJCABCUhAAhKQwKIJ+JGURdeA+fw0SYkAACAASURBVEtgCgT8wuAUIGpCAhKQgAQkMAIBxfMIkIwigWUn4BcGl72G9E8CEpCABNaFgMM21qUmLYcEJCABCUhAAhKQwMwJKJ5njtgMJCABCUhAAhKQgATWhYDieV1q0nJIQAISkIAEJCABCcycgOJ55ojNoCsErq+vq8eP36k2N1/vT48evV1dXV3dQPD06VG1tfVGP87u7lvV6emzG3FIw/bS1pMn792I44oEJCABCUhAAvMnoHieP3NzXFMCiN2Li4vq9PSj6urqk+rs7ONaOO/ufqNCWBMQyYjg3d29Og7xCE2RzTppYuvp0w+qk5PjWpzXCfyRgAQkIAEJSGAhBBTPC8FuputGAFF8cXFe7e3tVVtb9+vibW5uVgcHB7WARvgSnj9/XvW2v9tHcHj4nXr57Ox5PafXuWlrZ+dhxZQ4/cQuSEACEpCABCQwVwKK57niNrN1JYCwpReZHuUybGxs1KsvXryo54jfiOvEQ0wzIawJEchbW1uJUs/v379fC3GEtUECEpCABCQggcUQUDwvhru5doQAwzgI9+7dq4dh0KuMUG6GjY3X+mOjLy8v692bm/duRIsQb46hvhHJFQlIQAISkIAEZkpA8TxTvBrvOoHj4+NaLDd7pNu4XF31RHPbvnKb4rmk4bIEJCABCUhgvgT8wuB8eZtbhwj0HgK8rE5OPpxZqf0s98zQalgCEpCABCTQSkDx3IrFjRK4GwHeqMFDhLwloznGeZDl5jCNwfFeDfto+yx30imsQ8K5BCQgAQlIYHoEHLYxPZZakkBNgB5n3uWMcOZBwgTGLDPeuW3YxfX1i/5YaMZHE5rDOPK6u7Yx08nDuQQkIAEJSEACsyWgeJ4tX613iABvwdje/mr9tgzez1wK52DY3n5Qv4Yu68wR00y8TYNAHEIeNqxXqqo6Pz+vEOCj9mQnnXMJSEACEpCABKZHQPE8PZZa6jABxC8fSaF3mDHOgwTugwcPaqHMlwgTWEYU56FCepZJf3T0fl9oMwSEKXGS1rkEJCABCUhAAvMloHieL29zW1MCx8ffrYUz4nln580bn9XmE9sM5SDQG31w8G4thPPpbdLwoZS8io54h4eHFWOgY4v0SbumCC2WBCQgAQlIYCUI+MDgSlSTTi47AQQx0yjh0aP9imlYoOd5lm/pGJa3+yQgAQlIQAISGEzAnufBbNwjAQlIQAISkIAEJCCBGwQUzzdwuCIBCUhAAhKQgAQkIIHBBBTPg9m4RwISkIAEJCABCUhAAjcIOOb5Bg5XJLCaBPwgymrWm15LQAISkMDqEViZnmc+OrG19Ub/LQa8FoxXdw0LvKmAaVjg3by89QD7qxhOTo5vMJl1GfhyHrzywY5mfpPyhH/5+ram3bb1SfNqs7Xq2/jSYHNa9TLpvwQkIAEJSGAZCayEeEZU8c5b3mZwdfVJPQGT13ednT1v5YoYQ1yte0DM8gozuCzD2xl4SwS+3PY2iWa9UL+DBHkzrusSkIAEJCABCUhgUQSWXjwjqOhdRSCWH4hAKPJe3OPj48+wQ1AjKsv35n4m0hpsgA2Tn2teg8q0CBKQgAQkIAEJrASBpRfPCGB6MvmIRFvgy25lQEzSU43Q5iMTo4bLy8v6C3H5cAXDQpq2m0NH6Pku47DO0JIy9MTt67WYZztDTcgjwx+yjB3SJ3/mw4YxxBdsskz89LRnX2w1/SQNcSlj4vBZadKVAd/LOG1Myvixi83YSjl7N0CvPh6SsoUP87BJOXpf1HvlI3aTrplv1pNf8md70w7lSB5J51wCEpCABCQgAQmMQmDpxfOgQiA2EVxbW1s3ovR6nF8bKLZvRC5WEHcPH/aGP5ydfVxdXV32vwpHNEQbtjN0pBeHTzJ/Y6LhBgg6bDDt7X2zzosyZVjK6elHtegbJBYZFnFx8ZO6BCyTjiETo/hJPghIAjZIiw+UrxSdOztfr8vWK+snFZ+Wxu9JAv8Q8NW83AjBu1dXvZsjbpIy/IRyIG57NyNbfSZPn35Q50+6thD/qaMMG+FfCOwQwpblUW4E2vJwmwQkIAEJSEAC3SawsuKZMbKEvb29fg0iyJgODg7620ZdoKc6w0IYBrG9/aAWcAh0hBx2EWRlnJ4YvKrHY4+aT+Jhn3yYEI7kUd4I9ATkT8a6CRjVz4hPxGiGtlA2xGvGHiOiEdmwzLAQ4uDXJIF6StrevwKb1dnZ2UBTiG3yLb/ah3/8m9CWDn+ZSuGMcW4msFOOB8+Qn3AY6IQ7JCABCUhAAhKQQIPASopnRFJPJL/bF2QIPcQQ4glhOm64d+/mEI+ISuxErNHzWgbEIMJskt7YMj/ywmfsMFG+ScKoftIbi+9lGcmP8mX4xPn5eb2/yZLe+UlCeWNA+o2N14aaYZgOPd7UM/XKxJtTuEFohmfPntX78TU9zsTp9eRftbYHyj/oYdOmfdclIAEJSEACEpBACKyceEZcIqQQSaVQoocRQVRuSyHvOn/x4kVtoik22YgIRHDeNdAbSo/s0dFRXT7G9zK0YBxhPoqf+MrUXpaNuhjTKM9deSB8GYdNvV5cXNTmyt7r0j6CGuGMGC55XV/36g0BnrHdmRMvLEpbLktAAhKQgAQkIIFhBFbqIyn0yEY4l3/nI57Si4g4aga2MUSBv/0nCa+91uslbROVCLRxHkwcln9ZJsp6fPzdWjwiDNvEbtPWKH5ih6m9LL2bAHrT6XleZEA04yNjssuyM6yk2WvNDVPvH4ev1u0j9Zx42b/I8pi3BCQgAQlIQALrQWAlep4RUfTCIpwRSaXIpBrocc7DYOWc7dkXQTVJtW1vb9fJnj+/+U5pRDs9pM0hCWUebcMMyv2DlhF8PMRH2Xl4cZQwqp+IcfxqCuiUD2blEI4y78Qpt81iGf+4KSmFM/42fSbv3DTQLjJ8h+3cBDBlOEvp5ygf0CnjL/syXxhsTsvus/5JQAISkIAEVpHASohnhDM9y4ijWQzLuK3iEJMMqchYa+Ij0h4/flyLs4j5+/fv1+IuY5Z7Qu7JbebrNLzijnImkJaxvLkByPZh81H9jL+8hSJiFJ8ZysA+BCflxR7DSPCFQJz08A/zY5J9iOTkg08R+BmGwb74m+EYzXy4QWLCz9y07O9/q17OGzdI0xsKcj7Rg6XNPJdlvfl1QdYNEpCABCQgAQlMn8DSi2fEU4QQPc8Zs5p5873K00fUs8gDbAjL+MB4XETmyclf9XtHMzwgcXiN3SgP2CEc8zaIlOuV/Q/HKtIofvb87tnNJ88ZIkL5ypsTfCJuz5fXK3qdy/1jOXZL5Ihcyo9ApxwIaEQv23htHj38iPpBPdBkQTp4cmND6N30fFCnCVvGUDOMB/sGCUhAAhKQgAQkMA6Bz718+fLlOAmMKwEJrAYBhnEssgea/P/kL/9iqWH99q//xkwYUfY3f+mXl7rsH/3tD2ZS9qUudMO5LrdRUNhOGw3CVQmMSGDpe55HLIfRJCABCUhAAhKQgAQkMHMCiueZIzYDCUhAAhKQgAQkIIF1IaB4XpeatBwSkIAEJCABCUhAAjMnoHieOWIzkIAEJCABCUhAAhJYFwKK53WpScshAQlIQAISkIAEJDBzAornmSM2AwlIQAISkIAEJCCBdSGgeF6XmrQcEpCABCQgAQlIQAIzJ6B4njni6WTAh0H4oEm+CFha7X3K+vX6y3rl9mHLfHyGj4bwQRfD6hPgfa3NafVLZQkkIAEJSEACy0fgZ5bPJT1qI4DY5XPZfD3PIIEmgbaPoSCmDRKQgAQkIAEJTJeAPc/T5Tkza+fn59WDB35OemaANSwBCUhAAhKQgARGIKB4HgHSMkSh53ln5+HIrjAcg2EZT58ejZzGiBKQgAQkIAEJSEACwwkonofzWYq9Z2fP6+Eam5ubI/mDcEY0Hxy8Wz16tD9SGiNJQAISkIAEJCABCdxOQPF8O6OFx3j+/PnIvc6IZoXzwqtMByQgAQlIQAISWFMCPjC4AhXLkI3Dw+/c6umzZ88q3ryxvf3AHudbaRlBAhKQgAQkIAEJjE/Anufxmc01xdXVVf16OgTxbSHCmWEeCG6DBCQgAQlIQAISkMB0CSiep8tz6tbGeVCQ8c0nJx9WjI0u39+MDR4ebBPUr7322tR91qAEJCABCUhAAhJYVwKK5yWvWcY7379/fyQvI4R5UJAe6wjovBuabQn52Er2ZbtzCUhAAhKQgAQkIIHBBBTPg9ksfA8Cl6EY47yiDqeJz8SDgxnKwQdWGBMd0cwywnlc2wuHogOtBJpfF/QDKa2Y3CgBCUhAAhK4MwHF850Rzs4Awywm/aogDxgijh8/flw7+PTpB/U6n/hmCAeBIR72PM+u/uZpmS8MNqd55m9eEpCABCQgga4Q8G0bS1zTu7t7FdNtAYF9dfXJjWiI4ouLn/S3MQ4asWyQgAQkIAEJSEACEpicgD3Pk7MzpQQkIAEJSEACEpBAxwgonjtW4RZXAhKQgAQkIAEJSGByAornydmZUgIDCfBg5vb2V+uHNpuRdnffqsedM/a8nHjAM4E3ozTj5e0pieNcAhKQgAQkIIH5E3DM8/yZm+OaE0A4I3zLVwOWReYNKIxlH/bVyEeP3q6TnJ5+VD80ysOjjx+/U78tZVi6Mh+XJSABCUhAAhKYPgF7nqfPVIsdJnByclzt7Hy92t/fb6WAoEZcD3t3N3EQ2Ht7e7VwxlBeP8jXIw0SkIAEJCABCSyOgOJ5cezNec0IIHgZWsFrAXm7SVuI+B32ufXE2draumECwR1hfWOHKxKQgAQkIAEJzI2A4nluqM1o3Qlsbt6rTk9/2O8tbivv5eXlp+/ffqc/3nln580bn04nDgF7Zcg7uQcNBynjuiwBCUhAAhKQwGwIKJ5nw1WrHSSAuB3U4xwcFxcX9eLBwUH9bm7ez80QD8Y4p8c5cQfNFc+DyLhdAhKQgAQkMHsCPjA4e8bmIIE+gbYP1TCeGdHNA4FnZx/3446y4Ge4R6FkHAlIQAISkMD0CCiep8dSSxKYmABfieSNGjxMeFsoe7f5JPegoLAeRMbtEpCABCQggckJOGxjcnamlMBUCTDsg+nevd5Y56ur3tjnZBJhXYrn7HMuAQlIQAISkMB8CCie58PZXCRQE9jaeqN+B3QTB2/qyBs4Ms/46MQ9Pz+vxTW91AYJSEACEpCABBZDQPG8GO7m2lEC+/vfqh8MLB8O5N3Q9CofHLxbU6FnGYF8dPR+/b5nNjKkg4mPqxgkIAEJSEACElgcAcc8L469OXeQwKNHvY+n8HBg3ppBTzMPEpbDMQ4PD6snT55UvMYuAeEcgZ1tziUgAQlIQAISmC8BxfN8eZtbRwjQc8xr6NoCAjoium0/20jf9maOQfHdLgEJSEACEpDAfAg4bGM+nM1FAhKQgAQkIAEJSGANCCie16ASLYIEJCABCUhAAhKQwHwIKJ7nw9lcJCABCUhAAhKQgATWgIBjntegEi2CBPwgim1AAhKQgAQkMB8Ciuf5cDYXCcyUQNuXBhXUM0WucQlIQAIS6CgBh210tOIttgQkIAEJSEACEpDA+AQUz+MzM4UEJCABCUhAAhKQQEcJKJ47WvEWWwISkIAEJCABCUhgfAKK5/GZmUICEpCABCQgAQlIoKMEFM8drXiLLQEJSEACEpCABCQwPgHF8/jMTCEBCUhAAhKQgAQk0FECiueOVrzFloAEJCABCUhAAhIYn4DieXxmppCABCQgAQlIQAIS6CgBP5LS0Yq32OtFwA+irFd9WhoJSEACElheAorn5a0bPZPAyAT8wuDIqIwoAQlIQAISuBMBh23cCZ+JJSABCUhAAhKQgAS6REDx3KXatqwSkIAEJCABCUhAAncioHi+Ez4TS0ACEpCABCQgAQl0iYDiuUu1bVklIAEJSEACEpCABO5EQPF8J3wmloAEJCABCUhAAhLoEgHFc5dq27JKQAISkIAEJCABCdyJgOL5TvhMLAEJSEACEpCABCTQJQKK5y7VtmWVgAQkIAEJSEACErgTAcXznfCZWAISkIAEJCABCUigSwT8wmCXatuyri0BP8+9tlVrwSQgAQlIYMkIKJ6XrEJ0RwKTEPDz3JNQM40EJCABCUhgfAIO2xifmSkkIAEJSEACEpCABDpKQPHc0Yq32BKQgAQkIAEJSEAC4xNQPI/PzBQSkIAEJCABCUhAAh0loHjuaMVbbAlIQAISkIAEJCCB8QkonsdnZgoJSEACEpCABCQggY4SUDx3tOIttgQkIAEJSEACEpDA+AQUz+MzM4UEJCABCUhAAhKQQEcJKJ47WvEWWwISkIAEJCABCUhgfAJ+JGV8ZqaQwNIR8AuDS1clOiQBCUhAAmtKQPG8phVrsbpFwC8Mdqu+La0EJCABCSyOgMM2FsfenCUgAQlIQAISkIAEVoyA4nnFKkx3JSABCUhAAhKQgAQWR0DxvDj25rzGBK6vr6vt7a9WT58efaaUbNvaeqPa3Hy9nnZ336pOT5/diHd1dVWxPXGYP3ny3o04rkhAAhKQgAQkMH8Ciuf5MzfHNSeAcEb4IoCbAZGMCN7d3auurj6pJ+I8evT2jfisY+f09KM6ztOnH1QnJ8fV48fvNE26LgEJSEACEpDAHAkonucI26zWnwACd2fn69X+/n5rYZ8/f15tbm5WBwfv9vcfHn6nXj47e17PEd0XF+fV3t5etbV1v962s/OwYkqcfmIXJCABCUhAAhKYKwHF81xxm9k6E0Dw0qtMLzECuS0gfiOIs5+4TAhrQgTy1tZWotTz+/fv173T5GOQgAQkIAEJSGAxBBTPi+FurmtIYHPzXnV6+sPPiOMUlWEY9Cq3CeuNjdf6wzYuLy/rJNgrw8bGRr3aNhykjOeyBCQgAQlIQAKzI+B7nmfHVssdI4C4jcCdpOhXVz3RfFtaxfNthNwvAQlIQAISmB0BxfPs2GpZAjMn4JcFZ47YDCQgAQlIQAI3CCieb+BwRQKLI9AcpjHIk3LYR9uXBZNOYR0SziUgAQlIQALTI+CY5+mx1JIEhhJgSAfCt23YxfX1i/5Y6Hv3emOdm8M4GDNNKMXz0AzdKQEJSEACEpDA1AkonqeOVIMSGExge/tB/Rq6MgZimom3aRCIQ7i4uKjn+Tk/P6/HVDff1pH9ziUgAQlIQAISmD0BxfPsGZuDBPoEHjx4UAvl8mMnLNMrzYdTCPQsI5CPjt7vC20+rsKUOH2DLkhAAhKQgAQkMFcCiue54jazrhPgQyd8IAUhnE9vMxyDD6WUb+o4PDysGAO9s/NmHY8vDiZt1xlafglIQAISkMAiCfjA4CLpm/faEqDnmM9vt4VHj/YrpmGB9CcnHw6L4j4JSEACEpCABBZAwJ7nBUA3SwlIQAISkIAEJCCB1SSgeF7NetNrCUhAAhKQgAQkIIEFEFA8LwC6WUpAAhKQgAQkIAEJrCYBxfNq1pteS0ACEpCABCQgAQksgIAPDC4AullKYNoE/JrgtIlqTwISkIAEJNBOQPHczsWtElgpAm2f6VZQr1QV6qwEJCABCawIAYdtrEhF6aYEJCABCUhAAhKQwOIJKJ4XXwd6IAEJSEACEpCABCSwIgQUzytSUbopAQlIQAISkIAEJLB4AornxdeBHkhAAhKQgAQkIAEJrAgBxfOKVJRuSkACEpCABCQgAQksnoDiefF1oAcSkIAEJCABCUhAAitCQPG8IhWlmxKQgAQkIAEJSEACiyegeF58HeiBBCQgAQlIQAISkMCKEPAjKStSUbopgWEE/CDKMDruk4AEJCABCUyPgOJ5eiy1JIGFEfALgwtDb8YSkIAEJNAxAg7b6FiFW1wJSEACEpCABCQggckJKJ4nZ2dKCUhAAhKQgAQkIIGOEVA8d6zCLa4EJCABCUhAAhKQwOQEFM+TszOlBCQgAQlIQAISkEDHCCieO1bhFlcCEpCABCQgAQlIYHICiufJ2ZlSAhKQgAQkIAEJSKBjBBTPHatwiysBCUhAAhKQgAQkMDkBxfPk7EwpAQlIQAISkIAEJNAxAn4kpWMVbnHXk4BfGFzPerVUEpCABCSwfAQUz8tXJ3okgbEJ+IXBsZGZQAISkIAEJDARAYdtTITNRBKQgAQkIAEJSEACXSSgeO5irVtmCUhAAhKQgAQkIIGJCCieJ8JmIglIQAISkIAEJCCBLhJQPHex1i2zBCQgAQlIQAISkMBEBBTPE2EzkQQkIAEJSEACEpBAFwkonrtY65ZZAhKQgAQkIAEJSGAiAornibCZSAISkIAEJCABCUigiwQUz12sdcssAQlIQAISkIAEJDARAcXzRNhMJAEJSEACEpCABCTQRQJ+YbCLtW6Z146An+deuyq1QBKQgAQksKQEFM9LWjG6JYFxCPh57nFoGVcCEpCABCQwOQGHbUzOzpQSkIAEJCABCUhAAh0joHjuWIVbXAlIQAISkIAEJCCByQkonidnZ0oJTERgd/etanPz9c9MT58e9e1dXV1VzXhPnrzX3++CBCQgAQlIQAKLIeCY58VwN9cOE7i4OK92d/eqw8PvDKTw6NHb9b7T04+qra371enps+rx43eq6+vroekGGnSHBCQgAQlIQAJTIWDP81QwakQCoxGgRxkBfP/+/YEJiIPA3tvbq4UzEXd2HtbT2dnzgencIQEJSEACEpDA7AkonmfP2Bwk0CcQ8bu9/aC/rbmQOFtbWzd2IbgjrG/scEUCEpCABCQggbkRUDzPDbUZSaCqLi8vq42NjXoIRsY97+y8WQ/LCB/iEDY372VTPScdAQFtkIAEJCABCUhgMQQUz4vhbq4dJXBxcVGX/ODgoLq6+qSe9vf3K8Y4p8f5NjSK59sIuV8CEpCABCQwOwI+MDg7tlqWwGcInJx8+JltjGfe3Nyse6PPzj7+zP5hG/yy4DA67pOABCQgAQlMn4DiefpMtSiBsQnkjRo8THhbQGgntH1ZMPsU1iHhXAISkIAEJDA9Ag7bmB5LLUngTgQY08x0715vrPPVVW/sc4xGWJfiOfucS0ACEpCABCQwHwKK5/lwNhcJ1AS2tt6oP37SxMGr6fIGjswzPjpxz8/Pa3FNL7VBAhKQgAQkIIHFEFA8L4a7uXaUwP7+t+oHA8uHA09Ojut3Px8cvFtToWcZgXx09H79vmc28pEUJj6uYpCABCQgAQlIYHEEHPO8OPbm3EECjx7t16Xma4F5awY9zTxIWA7HODw8rJ48eVLxGrsEhHMEdrY5l4AEJCABCUhgvgQUz/PlbW4SqBDQEdGDcNDz3PZmjkHx3S4BCUhAAhKQwHwIOGxjPpzNRQISkIAEJCABCUhgDQgontegEi2CBCQgAQlIQAISkMB8CCie58PZXCQgAQlIQAISkIAE1oCAY57XoBItggT8IIptQAISkIAEJDAfAorn+XA2FwnMlEDblwYV1DNFrnEJSEACEugoAYdtdLTiLbYEJCABCUhAAhKQwPgEFM/jMzOFBCQgAQlIQAISkEBHCSieO1rxFlsCEpCABCQgAQlIYHwCiufxmZlCAhKQgAQkIAEJSKCjBBTPHa14iy0BCUhAAhKQgAQkMD4BxfP4zEwhAQlIQAISkIAEJNBRAornjla8xZaABCQgAQlIQAISGJ+A4nl8ZqaQgAQkIAEJSEACEugoAcVzRyveYktAAhKQgAQkIAEJjE/ALwyOz8wUElg6An5NcOmqRIckIAEJSGBNCSie17RiLVa3CPh57m7Vt6WVgAQkIIHFEXDYxuLYm7MEJCABCUhAAhKQwIoRUDyvWIXprgQkIAEJSEACEpDA4ggonhfH3pwlIAEJSEACEpCABFaMgOJ5xSpMdyUgAQlIQAISkIAEFkdA8bw49uYsAQlIQAISkIAEJLBiBBTPK1ZhuisBCUhAAhKQgAQksDgCiufFsTdnCUhAAhKQgAQkIIEVI6B4XrEK010JSEACEpCABCQggcUR8CMpi2NvzhKYGgG/MDg1lBqSgAQkIAEJDCWgeB6Kx50SWA0CfmFwNepJLyUgAQlIYPUJOGxj9evQEkhAAhKQgAQkIAEJzImA4nlOoM1GAhKQgAQkIAEJSGD1CSieV78OLYEEJCABCUhAAhKQwJwIKJ7nBNpsJCABCUhAAhKQgARWn4DiefXr0BJIQAISkIAEJCABCcyJgOJ5TqDNRgISkIAEJCABCUhg9Qkonle/Di2BBCQgAQlIQAISkMCcCCie5wTabCQgAQlIQAISkIAEVp+AH0lZ/Tq0BBKo/MKgjUACEpCABCQwHwKK5/lwNhcJzJSAXxicKV6NS0ACEpCABPoEHLbRR+GCBCQgAQlIQAISkIAEhhNQPA/n414JSEACEpCABCQgAQn0CSie+yhckMDyELi6uqp2d9+qNjdf709Pnry3PA7qiQQkIAEJSKCjBBTPHa14i73cBB49eru6vr6uTk8/qq6uPqmePv2gOjk5rh4/fme5Hdc7CUhAAhKQwJoTUDyveQVbvNUjQK/zxcV5tbe3V21t3a8LsLPzsGI6O3u+egXSYwlIQAISkMAaEVA8r1FlWpT1IBCBvLW1daNA9+/fryKsb+xwRQISkIAEJCCBuRFQPM8NtRlJYDQCl5eXdcTNzXs3EmxsbNTrCGiDBCQgAQlIQAKLIaB4Xgx3c5XAxAQUzxOjM6EEJCABCUjgzgQUz3dGqAEJSEACEpCABCQgga4Q8AuDXalpy7k2BDY3N/tlue2z3Lft7xua0cJv//pvzMjy9MzOitFHf/uD6Tk5I0uzKvuM3J2J2S63UYDaTgc3q7Yvtw6O7Z4uEVA8d6m2LetKELh3rzfW+erqsv+2DRzn1XWEUjx7cp9flSI05T0/3uY0PgHb6PjMTCGBSQg4bGMSaqaRwAwJbG8/qK1fXFzcyOX8/LziocG8vu7GTlckIAEJSEACEpgLAcXzXDCbiQRGJ0DPMgL56Oj9+n3PpDw9fVZPMxKO7wAAIABJREFUu7t7oxsypgQkIAEJSEACUyfgsI2pI9WgBO5O4PDwsHry5Em1s/Nm3xjC+eDg3f66CxKQgAQkIAEJzJ/A516+fPly/tmaowQkIIHVIuB40tWqry56axvtYq1b5kUQcNjGIqibpwQkIAEJSEACEpDAShKw53klq02nJSABCUhAAhKQgAQWQcCe50VQN08JSEACEpCABCQggZUkoHheyWrTaQlIQAISkIAEJCCBRRBQPC+CunlKQAISkIAEJCABCawkAcXzSlabTktAAhKQgAQkIAEJLIKA4nkR1M1TAhKQgAQkIAEJSGAlCSieV7LadFoCEpCABCQgAQlIYBEEFM+LoG6eEpCABCQgAQlIQAIrSUDxvJLVptMSkIAEJCABCUhAAosgoHheBHXzlIAEWgmcnj6rHj16u9rcfL0/7e6+VbF9VuHp06Pq8eN3pmIe37e23hjb1pMn79Xlvb6+rtNiA1vjhKurqwpWFxfn4yRbu7hpP2HZLODOzps36miSOpskTfygraV90/ZmGValTdj+Z9kKtD0LAornWVDVpgQkMDYBLqCIko2Njerq6pN6urj4Sb3O9lkJjaOj96tBQmvsQkwpAeV++vSDsaxxg3F29nysNEauas7wnkegfk5OjquDg3fr9v3o0f5Ms13VNmH7n2mz0PgUCCiepwBRExKQwN0IICgQx4iKw8Pv9I0hpBGRW1v3q2UUuX1HXZDACARyk7a5uTlCbKNIQALLSkDxvKw1o18S6BABhDFCeVBP3OHhYbW7u3ejhxixzfCG/AVO7zR/Uyfw9zxTGY/46cFGyJCWOT10LDPkgR5w4pV/r2fYSGmL+M08k/ewOfkxvCJ+s1z6Tdq2YRv5azvpUg7is4+JQJnxyzAaAVjBuwywDeft7a/WbFkvmRO/jFe2rdJWlskn9ZI80wZpa+RDHmmzLDeH4KRNx2Z8SFrSpB0MaxP4jb/EZ8Kfsg2yzLbsZ942tIk8yjhNPqWfWbb9h4TzlSbw0iABCUhggQQuLy9ffvGLP/vyrbe+MbIX77zze3Wa4+Pv1mmw8eabX3/5C7/wlZcvXryot7Eeu9mWdM+e/V0/ry9/+Usv3377d/rr7733h/10bEzcpB2WJ3awNyzgI77hM+Ho6P06P3yNn02fYMO2+MKcdXxKiJ3z8/+cTZ2cUwclyyYE2Jd11KwzmLaxxiaMCcmDekmdpd2kjpr5ss4+7CQOaVkvt7FvUF3iO1NC4pF3aT/r2V+2iVHacTMf0jfb2yhtMn6Wc9t/ScPlVSVgz/NK3/rovARWn8D19Yu6EKP+lU1vHMM86KWmN5pAWnqn6TGjF7sMDAOhV5uwv/+ten5+fvtDdQ8fPqzj7uw8rHsAx8mzTtjyQ88cPh4cHNQ+E4VyMCxlUCBfxsriO74QmLPOvmbv5CA7Xdte9qyWvaPDeFE3MKVdlazTzpoMy7a1t/fNevcobatph/Zb5tfcP2idtk5ahjsRsLG9/aAuQ1uaUY4deoaJt7W11TdB+2QccoZUTdombf99pC6sOAHF84pXoO5LoGsEzs7O6iI/ePDgRtG5wCMkMsSCnYhmtiVERGd92LwUD+PkOcwmwgofEDhliFAvt2U5YiziKtu3t7frxfiW7c57BBB7efC0nA+7UckDl8221Vwnh7u0rWYdDfOpGTfr+IrQbbalk5MPa6GbeOU8baVZnvLYSfvkOGJqG4oxaZu0/Ze14fIqE/iZVXZe3yUggdUnsLHxWl0Iev1GCS9e9Hqq24Qwtq6uLkcxM1acReQZBxFIBMa1toX41rbPbeMRCOtm22quj2d1NrEH+Tost7SVtvKUxw4CnPHMR0dHdS80y4j0vb1ej3zynkebnGdew9i5TwIlAcVzScNlCUhg7gToGabna9jf6ThFDxhxX3utJ7ZzUS0dZgjI5ua9ctNUlheRZxyP0KEnNcvZ53y6BMKXG7myN7itrU035/GtxddxfBunHWcoCJ5x7B0ff7d+aBARnbzn0Sbnmdf4tWCKrhJw2EZXa95yS2CJCOzv79d/Qbf9RYybeXMA4jnDFZ4/v/lOY8R3T/S8Gqs5rSJOK0/+LkfslENL8LFZltLv+/d746EzpCD7sMFY3qat7Hc+PoEMgciwhFi4uLjI4lznTWFc/qsSEdtsF3lLTHM7jk/ajhmXz5hu/MGHSduk7X+uzcfMZkhA8TxDuJqWgARGI8B4Xi7QiGQu/hENzHmVG6KanjB6A5l4gIttPLhEQDQ/fvz4xsNTo+XcG7uaISPJt5l2WnniN7b4Ozx5Uo42oRMfkgY2EcrcKOSv9IyFTg8ddmM7NpyPRoCbM3jTrsKaefMh1NGsTR4rIvf4uNe+scRx0GyfPDRKXeemk3aBvwjriGvSpk2M0o7Jg4ctyS+B9M+ePbtx/GHrtjaZ9JmnLdv+Q8T5qhJQPK9qzem3BNaMQD6QwoU6b0pgTuBDKYjrBJ76Jz4Xb3pfe++53axOTv6q/5dy4t42R4AgOrAzTMROK0/Gk/Z60Hvv9aXXuSxbm7+npx/Vb1LIu3d53y/iCFsJedMCcZgMkxGgnmkTYU0bQ/QRqLd5BIQpfqRd0jbptWV7GWg3HAcMqSBO7z3QD/vtoq1N3NaOuQlLu8Im06vj61V7G6VNlr5m2fYfEs5XmcDneMfeKhdA3yUgAQlIQAKzJEBPNP+IIPy4aTFIQALdJmDPc7fr39JLQAISkMCnBPjngZ7W8mt6/BPC8IkMhRCWBCQgAXuebQMSkIAEJCCBTwnQy4xYZshEQoZHZN25BCTQbQKK527Xv6WXgAQkIAEJSEACEhiDgMM2xoBlVAlIQAISkIAEJCCBbhNQPHe7/i29BCQgAQlIQAISkMAYBBTPY8AyqgQkIAEJSEACEpBAtwkonrtd/5ZeAhKQgAQkIAEJSGAMAornMWAZVQISkIAEJCABCUig2wQUz92uf0svAQlIQAISkIAEJDAGAcXzGLCMKgEJSEACEpCABCTQbQKK527Xv6WXgAQkIAEJSEACEhiDgOJ5DFhGlYAEJCABCUhAAhLoNgHFc7fr39JLQAISkIAEJCABCYxBQPE8BiyjSkACEpCABCQgAQl0m4Diudv1b+klIAEJSEACEpCABMYgoHgeA5ZRJSABCUhAAhKQgAS6TUDx3O36t/QSkIAEJCABCUhAAmMQUDyPAcuoEpCABCQgAQlIQALdJqB47nb9W3oJSEACEpCABCQggTEIKJ7HgGVUCUhAAhKQgAQkIIFuE1A8d7v+Lb0EJCABCUhAAhKQwBgEFM9jwDKqBCQgAQlIQAISkEC3CSieu13/ll4CEpCABCQgAQlIYAwCiucxYBlVAhKQgAQkIAEJSKDbBBTP3a5/Sy8BCUhAAhKQgAQkMAYBxfMYsIwqAQlIQAISkIAEJNBtAornbte/pZeABCQgAQlIQAISGIOA4nkMWEaVgAQkIAEJSEACEug2AcVzt+vf0ktAAhKQgAQkIAEJjEFA8TwGLKNKQAKLJXB29ry6urparBPmLgEJSEACnSageO509Vv4WRBA4G1uvl5Pu7tv1VlcXJxXOztv9rez//Hjd6rr6+tZuLBUNmEQDndxDK7Yubq6nMjM06dHNf+2xAjy7e2v1vu3tt5oizLzbbQR2sUo+acsaWe0rZOT476P02LeN1gszNJ2kc3ARco+aXuC0Sh82zIv8+W4ffTo7f7xjE32JySf1A/+Ur8JT56810/bPBdgm/hJS90mLfvIK+ux51wCEpgvAcXzfHmbW4cIHB5+pzo5+bAWyFwMNzY2qqurT+rp9PSjCjHIBdiweALp0T47+7i6uPjJQhx69uxZ3UYQSKenzwb6gEg7Onq/bltpT1tbW/XNGOWYdaBNMy0qUHbKO0m4vLystrcfjJ2UmysEL8c0gWVYcxxTB/v73+pvo/7Yv7V1v95Hm+KG7+ioJ65JRx0eHLxb7+/xPO7f/JCW+GXd5jzBOYS8Hj9+PHYZTCABCUyPgOJ5eiy1JIFWAgghLqi58BKJC+ve3jfrC3CGIXBRLXunEdykI3CxpSeqDPSUEofAvjIt6bBbbssFmPj0jKWnlbRcsBPYx7ZBQgxf6P0iDhN2SJMQX9lH/mVPcbOMxCE+gX2sN3vdKAdTyso8acq88Kn0A3spI/Pnz9uFJTb4F4BAPNbJo2RHHTZ9J07qh2XSlmnwpeydTB51Ro0f7BAfYbS5uVkhpAeF4+PvVjs7D2+IQNoWwqpMB/fSn7KOm2Up6yFMKRPbmcq2w3YmAvMyj9s4DSpTuR0WZd7Yp/7Zji/M8bEsT9Kzr2T+2TZxVt2/fz/RR54j2GFO3RCoq93dvfo4Zv3Ro/16O20MtviR4500pGU7gThsSxrEPOeD8/NezzTxSoGPvzkGSE++1G3Z1mvD/khAAvMj8NIgAQlMlcDz5//p5Re/+LMvj4+/W9s9P//P9fpbb33j5eXlZWtebP/yl7/0kjgE0vzCL3zl5Ztvfr1ePzp6v7ZRJmZ/4pMf6bFD/gTSEufFixcvnz37uzo9duIPywTikzbr9cYBPylb4pIfeZCekHxS9nfe+b1+2fGDeG+//Tt96/iP7/gU29hjPbZTxuxnTsAH7JXr2GI9PMmfgD/sY2oL2U86QvyiPPjCRF7xhXX8TP0kfsqd9cTH1/h2W/6JC6+2AD98SR20xUn+iROblOe2ekhcykbccI8tbKdcyWdUTm2+ltvIL1ypC9bxI/nFN7a3BeIRP/X43nt/WHOPLeoAX8cJ5EW61G1b2sQhv/hYxivbF/WX8iQO7ZRyE8rltnW2tdmoE/sjAQnMhYA9z/O7TzGnjhKgV4m/aHs9Sr1xtfRC0nuWkN7pp08/qDeRhl5IxjaOOr6R3ip6tJgnHb3b9EjS88XfwPR28fcx9sueL3qz6F27LWA7doib/OhpI9DziW3sEdIjyjJ+MCQiZWTbw4cP63hJzwrlxga2WYZbGwP8JZ/00lEe0h0fH9fDHrAJdwLxYDBOCDdsnp2dfdrjObh+iJ9yP3jQGxpwcHBQZ5m86UFsC3BL/SXuoJ5FyrS5ea/ueaUnlp5Z2lOTEf6kjmOT/EetB+qJuPhFuQa1D+Jgf1RObeXPNsqMj+RN/WObNkIboD5fvHhRb2N7W2AIBEMpSEu4d+9ePb++ftHnk/bSlr5tG3kThqVLXXG83RbKtt4Wl/olTnr9sV0eM6ShNzpM2my4TQISmC2Bn5mtea1LQAIQQMQwcSHk79mLi4t6GdHExZ6xmBELIZaLNXFHCeXf0UkTEVGmR2QhULg4TxK4sOcvc/IpRRvL8Tu2EVVl4KaB8mKHm4ZmKMezZjmiL3FZJz22ypsQ9iOs2njCpy2/2GzOS7/b7KWcYV3Gj7jb2HitafYz65QFIVT+zY8thmdE/JaJqFPaTFkPtKuIrAjl0p8yfZaH1QP+l20HEUp+TM1Q5nMbpzJu0w7rGXbCEJi2wE1MuLftz/HFvrJtcrPBPvJP3bSlb9tG/RBKHmU82hTHA/U3KE4Z/7ZlhqxQxghm6oltp6c/7Nt/dVxc1mW6zab7JSCB6RKw53m6PLUmgaEE6MHjIov44eKI2BxH0A01PsZOBFYeSCrnt5nA397T/j1BT69geltvS4vwQhSlBxMRk57hMu0ogjPxSV/6z/IiH2aLX+PMU//0Hqe3Ec4R1YNswY+2xES5EYZ5KG1QGraPUg/jCsxh+Y2zj7G8tKdmnbKOT+wfJFARmRlXjtjnGKOdE5+03LRub2+P486tcbnpYYw17XDU42AYW+qdKf/I4AB2qbO0k9KptpuZcr/LEpDAbAgonmfDVasS6BPg4trWk5YeNC6AXOzTm5qE+bs4vUxsLy+W5XLSZJ406TXLduaIrNgut4+yTM8gF3+ECaKNntEyD2ynJzb2EAME8iQu4jaiL3HKeeKzLbbCKvFKQZRt5byNZx7IKuONutxmLwzDelRbzXj0MDcFI8Nb4Jye2KSBDQKbXtRmQBgyPOG2MEo9NNsiPcqj9NrelRNlHtSuKTv7yn9YyrLyIB4+pl0Sl7KyjcAy/k0rINTpEUY4l/8QRNyX7RhfKBv7mMp9+APv+Mk6cUcJo8YbxZZxJCCB0QkonkdnZUwJTERgb4+etN7bIpgnIKq5+NE7xsQy2wjEo4eWCypTLsgRTfSyDRIZpE86hBnxehfnN2r7+MO29NKxj3GzCIHbwmuvvVanzcWfv6sjIkmLbfbhH6H0M2Xgr3cCZUkvdL3h0x96T/EpDMImQiHlZjw0vXFh0hNKvfftIkZLnuxr67kr8x22HB8G1c+wtMP24RPlLHsaiZ92wf6Ul+3UKzcScA9jtlM+OIwy5nbUekhZY7vpY1u57soJ/ylz2hdl5GYhnMKmLW+Y0TMNT5jRnpmzHXssT3KjE17xibxhA+8I9dIf6oc8GXtPwB+Ow9wAMh4eX8p2C2NuCnKsJy3piZf2kHxyU8lwFIMEJDB/Aorn+TM3x44R4KJJbysXTHqg89c8GBjHyIWRCzTDOIjDfuJxIc0QBEQJghDRxP70sg1DiT2GQDDMIva42OMPcwRJ8sIHthG4WLOdC3oz4AN+5fVkCGG2ERAXsR0/6TmN+CBdWQaE86u0r8Z14wv+9ljd6/tFeiaEC/bp7WPiJgB/EUtwYhs2YNf7m7/3qrWIl2aZRlm/rX5GsdEWBz6Uqc233ORQT2WgXCVHyg4TbibKHtAyTbk8aj2QJlzDurTTtnwbJ4QkNkvhX9ohH+ow7Qs+tEu24Tf1Sj03mWCDHmDEZK+t8yrF3nAN9pEvabFBaLbxtKF6Z+OHuiFtbvpo58k/6ShTWBEXX5IH/nAcso2APeovact2y/6Tk7/qnwewCQOO5RxHxOkNQen5lXzajtc6Q38kIIGpE/gc7/SYulUNSqDDBLiIcUHkoh9x2GEcIxc93BCHbWJyZENGvBMBhC03J4wznkVANDJ8YhShP4v822wirnd2vj7wAzn4TJzczLbZmNe23IQjxnN+QaAjsHNzMC9fzEcCXSVgz3NXa95yS0ACEpgzAYQfN0n0JC9ToCc5QrTNr2GvTGyLP8tt9DT3euB7//jAs/cP08232szSB21LoOsEfFVd11uA5Z8ZAXqr+Mt1GXqrZlZIDUtgDAK94Q8fj5FiPlFv6wVnyAQ9vU+ePFno8czNB8OdynMK/9Kcno7/yfH5kDUXCawnAYdtrGe9WioJSEACEpCABCQggRkQcNjGDKBqUgISkIAEJCABCUhgPQkontezXi2VBCQgAQlIQAISkMAMCCieZwBVkxKQgAQkIAEJSEAC60lgqHjmCeS8v7Jtzrs4Cezjid9phbwLdNp2R/GPd+IOegfpKOnvGifv+eVVUcsWeAAuH04Y17e8t7WtTvNO4GYbIw1tgUD7Yv+0w6j1zRPuxF3mQN00GbLOa6ymeXwOY9B7ZVbvAynD4lGvg97XOyzdXfflnDYKj0X5mDJyvJXngVHbatIvYo6Ppc9NH+Bengton4s83zb9u8t6ysY5nEC5pn3OyPWh7TgvOXJslet3KVfScn4Z9fw/6nkgtqc95zgv2xnHUgLv6YZPGDbbK/WYfZm31SN1UZ5bc25JGubkQ6AuRmVH/DYfYhc7aWMpE/Pkn2sm24hXlpXl7Men2GzOyZ/QvDbDsS3vOnLLT9Nu1qmb8qNDSYpvsOZ6W4Zcf0nP/rTtYZwSJ1ySN3M4YDPbyvZR5jt0mfc8jxLOz//zyy9+8WdfHh29fyN6tr948eLG9rusvP3277z8hV/4Smt+d7G7CmmfPfu7utzMly28+ebXP1P/o/iYNsK8LWCXqQyXl5d1G6AtEGh3zThl/Fkvv/feH76ML7POa1L7X/7yl1p9fOutb9QsJ7U7ajrOAZwjBtVzaYf6JO40zxul/UHL1OOo+S7KR3zPMbOM54FBbOPz8fF3W6OwHfblcZRt1MuqB8o163PUoOtD2mqOPc4Fi2o745wHZlHnaYe0tXKijeEbbMrtLL/zzu/1XQnLMg5pmoE0Zbph1wjyRdOMWifPn/+n2kfmZWAdX8p82Z/jCJ+5dibQJsmXbbmmcj1oC/Exx2d8gAehud5mo7kNf5I++/CD4wS/ykC9RfeV55DUZ+ykfppsYitlpjyEYfXCfvJs8oytYfOhPc+l6s7dyvb2drm5/uoSL2YvVXx511DeMaDyczdww0ixwp0Edwq8V5PXGr148aLY2+vl5i4hd5W5g8k6dyXlHU1551TeJWKUdfaThol8mSeUvrM9d2PceXH3l7sW9pVlxib7yzjl/thvm7/i3Hv1EGVNPk3/YZk7W2zhVxhjh+WUn3gpH+lis7zjwkfyyD7S5C6TOVyb9Z8yDPITBtQNgTn+NANfgWva5dVQvIIpddn7otZ2/y4a5tmH3ZID9vGHCQ5pG5SL5aQLj/gzqAzs5+tifD6XgE3yCydspt7YX/IlHuv4W9ZPbejTH5iP2j7KdOUytpniY7mPzwHjH/sJaRP432xTJa+0eeaUgZBt9cqntthG4PjgmOV8QF5l+ydOykj+aQdsJy5py3oibQI+4WvpN+s5HomXOMyHBT5rjH/4mfov64s2QGjzkXYzyEfSlHbKemcfdnMsxPdBxxt+kQ+BNKzHV1iRvixnyk7+7B/WNmujxU/pcxhnd/Is44QPceCf8wXzfFK67RPYsOsx2K8/5pE8eLcyr4lL22A78fCFqdk+2cb+1APzsl5oT+XxTfqSR5lPmQ67sYUPYZo2h41hbZq08IpNbLANdtgouaWMafv4xHLKTJpBIfXe/IhQ3ptN+8YHfCXEbvJPeUr7aYdsK+saf4hPSLsL22HHK/tyHiDtsPqkPHAiL3wlLfNwY3sZSl/L7eVy2iGM+NBPvuyY44iycA5g38XFT+ovN7Iv4fLysl7kdYDESbzsZ47f+MJXQBPKa0S2ZQ4PPj0fntk+7pwyUdelv/DNlzhLe5STeOTL9ZSJtDBuC/hGmnxplq/YkiavcSRvuHEtvkvAJtxgmPYES851ybu0T9ngFz/yPvZ8or6Mix3KjB3SEIbVS5l27OVhyrrch3rnLqIZUOzcCeWuIOvEyx1C9uXuaNAdA2nKXjLuTsq7pNyBcKeALe4scneYPIiPrwTuQPAt+cU30iUttrBLKO9QcoefO6DYIh154Fvu8MIm68Qt77iSb53JLT/Jh2hZLv3HbplPykp84rEf3+M/fuIzIfWBXULqg/InbTiSR3mHG3uxVRv49Oc2P8s6KdOxnDpNvuV+6ia+sswUFuU++LKeQBx8pwykzz58hwcToazvYWUgXbiyjL3Uf2wmjzBOu6HspE2exMPfBOJnX7ZNMk/9MG8GygkPQls52Uc5yrKxnDaRsqeu2JeQY4F18klZsj1tlX3YyTp5so0Qu6TJOvvDKWXDNnljA1thTBrSxl5tZMBPaTd1lTZWHg8kH8XHtNvYik/4U9Y7vpc+h23SU6bSN3wKS3yhbPGTeGU9s49tZf1hj3VshGsTCXmTLsdUOKcMKVPyLfmkzlJHiUsZ2wI2coy07c824pU+YR+blCd5YgdfKB/7mMKxbAfxKftKW6Qln5INrOJjWLCNuATiso4vBLg3fUu9xDd8Jn/SJWQf25s+hnHqJGkyD5+sZ5505MdyWbbmvvhM2nDA7/AlPiHp2MeETULihR3r7EtbgEvKG39TnmYdwDuMc0zgH/kl//Aufa0dGfCDX9hIOWKX7bEZ/zCBD8SPj1mnTGwnXXxIlpQxbSXbiJu0SYfPCeGWfLK9bR6f2+KGadKlfadsTV8Tj/zxL/WU7cyTX5ixjXxSx4lL2ma5s69tDof4V+5Pu8cnAvniNxNpSj/KdCyXbajcl/bRLN9t9TKISWm7bXnknmfUO3cdzYD6524mdwWofe5eCLzMPT0LrLPMfu5o2gJ3DdwV0etM4A6FXsmE3GmwP3cf7OPOspk/dzTcgbAvd+nc7eAbeeSOhzuUlKu8Q+EujDyST9KSjjvS09OPav/In0/NEq6ve73k2G/zqY50yw9p8Zd5m/8kZ1/mZU9j+JCeuzpY42vuwHq9tw/6PT/ZDpNemk/6HGHP/tQl9uCUNCnGKH7CrPQzaZm/8vnmPxr09JDn/v5+7UNv+Vv9uuSLWvEN/uxPODo6qtsQZSCwDx/wnXpjIqS+bytD2gqMaKPY41O4YfTw4cN+HrR52mLaDf4T0rO+ufnKV/wn/sHBQR3nLj/pDcDHMtCDw4Q/lKOtTeEHDFK2tBlsxR7znAPKNoDNlI26zPKwY4T8mF577bXaVT48AUvSEGhnvfx67Rze5Bm/Uq/YIOA7fuS8UW9s+SEOaXK8Djsemj7Sptp8pFeEuLfVO3lzTki7oHz0aOW8lbaUMlHmlLNXxlf/fDTbEPVG2VN/zbYJn9gtsZA3PW+p45wHE3cYn/BIT1HKFRtlPj3/b/+q4O3H4UVtdpTzPxHjfxinfZAP7Ymyp80Rnx7zlL3Z5tg/rE0Tn5A6Iw8CPNhWXseoJ7bBbNxrZO94u3mMkxfXK67D5EfPaY4XfMjxStniX/zBF9KQNiHXZ/yjjbIPlqnb247XnAduq8+01xzXtMO0Reaj+Bqfyzn28DttkrZK4DxNWXp1f97v6U/dpe6bc8qxu/uNMov6XBhf2UG9ELBP3ky0J65jCfAj7/DN9nHmMOMcnrKRNu17mB38oIefAIdmoLce30q74dCMe9d1WB0ff7duT2lT5Jv6HmSfeuCfCBjAuRmf7fhc/hswSr0Myu+27SN/YZCDrQSLYRzFucPDw34+OelTweynQEyjBE4kwEw+wIkdKjYnBcARcgLIBZttAOYkyUWNwF8a+cuq3vDpDwc49nMApCyIHcpEOfi7O4F4HBAEysPJhICdVFAuatiKj8TBVhpJnWjAD/FIi9DkAGs2ZgQjIb4yL+3mBEc6lvGB5QT8zAWEbeQqY5H6AAAN6UlEQVRHwAa2yr+UUmcpB/ZKzrE5qp/Nhp70+YssB3a2w5uTIL7RBposqPv4FtuUh+2UEwFBQLAQsE+74sSB7TCkvm8vw6u/+mlX5Js8sR3GiEvslicn2gQhQpETKuUhwJjypQ3WGyf8oR0S+MuzDPiZG7nU76BjImVLebBDetaZeu1rq28ezpQ3N0as58Q17BjhGCXQnkjPeuopxsmPfYS2tgy3tJ3cLJV+x045D6O042HHQ9PH1Fnzb2T8IO6weicfQtory8RPfbBeHm/sI03aUdZzI0YbynA20lFuLqA5hhiqMEogj/zFTR6vyti76RzG5/T0rRt1hg+0FXxrBmwz5Rho7s/6bcchZSafcBx2/scm/jfbVfJizk1l2hB1WJ6n29rcsDbNsYNvtAdC71jpLbMtDNjXu2F+t99usJv6rxMP+MFG7xzXG8aUaOTLuS1l5TzEX/UJOc9zLiIugW3Yw5ecK/ETGwgb2hLHSWlz1OMV7pwHbqvP2843Ydnma8p22xzRSN3CJ7qC68rjx4/r9tE7v71WL2MLJgTyJh5hZ+frNS+Oj7Q9ypjjM/GjD+pEVVXrB9oYcVMW5qmPxBs2L8V34pV1nW23zVOWXkcKQzg/6vuEP5QtdX2brXH3c54rz3Wk55qXG+9R7ZGmd2PCsMlv1MM80naxQbslTlizrce7p9uSD7quWS/ZN858pJ5nKp9GlR6bZJALTOks28oGcnb2cf9OrFfwV2OQYoc5haESyYsLFBPbCDlJ9gTvqxMAJ4nyhIWPTBwQ2OrNe3eByZs5BwAnzRwI5EG+hF4F3exFqHd8+oNPEePwoBFip3cQ0pvR6+FkPQEm5Xq2N+fxgQsQ/udEl3jh0CtXb39pt8wHW6X4hws2y4sbJ/jkwQki4gKBnd7Z1Dm2I5LiD/NR/SzbSJk+vZll/bDMwU5dEMoLEeuUrWyPYcD2ppBiHwcYNknDyQifwzr1HQ7xrWRN/hFcbG/GxW4ZIpjjK/OkR0CQPxMXrgiiMj3tK8dA27ztQkt5OKmGY04q1GV6Jsiz13bajwlshGX8oU2kHkif9sB+6o5AGtLCgbi3HSPY6aWjF773z1KTac/X3o0Htsu2/CrPi/rCmLLXRof8cMyTD20RX8mj7XggTpuPnOzDN3OOkzJusscnAvUOQ/IMW/IedryFSeK/stU7HqgD8sROrw31/qkjXdkG4iPzJl9sIpCwwz7aSy6et/EhX0JpMzzL9lFHuuWHdBnjGl/KJCWLcc7/8ac874Qjdc74StgREEFcpyhP2gNxyzY3Spu+edy/+hcm9UhZOHbJp1dPveNg1Gsk52BCzmepX3rQU3eUG99TDuLnPI8f5M3EsYAv8MnxTVzOFfhDh1hZZmxy/k99YKMM1B3lJx4+jHJeJW7YxFZ5vrnN16QZNI9wpkylUKPMveP2k369YyP5wZP9WU8booyTBHiUoble7msucx2knqkT/IBXOiiacUdZz7Ug527S5KY516jYadZxtjPv1XdPp7Vdo8obeNpm2mraGsdcs+5L+8OWewy+2febuLQlfCqP2WE22DdOPbTZGkk8B3R5QGIMZ9Owso5DHGQBn6EMbZlnG2k4kSFCA5l5BBwHFAFAZQXTE5HKYH9OLmwj/2FwsFn2hLBOWeJ3fMucxoCo4W6aeByMNETyIN9w6AmtVz3WMAqT2Moce2UjIy0hthIv8/RuUL5mPviQfJj3GvdNAU/ZSts9nr2H8oiPkKNcNM6yzomHzTJtfGqbN/0clo6TcVmnbfZ67exVj1baQ9LFPvniKxcmAmzLO/cIVVjdVt9lGYg/TBTkjjdtB1YJtBdCLqw5hrgTx++y/SZNm0grj4uUL/FTP6WPHEvEo43Bj3DbMUG9l76TDtvZznKYYy89S5SD9kI88hjlGCFNeKUcmZMvzDnBtrVl4uVC3rxZio22ec/HniDHPvmn7RC/V76bN2zEKf/xabObcpTsynpHqMAmgXwo46DjLcde2kazrWKL9KUQwzZ+lD4kv7Z58ihFc+oT+7fxwWaZVy7Aad9lnuEcJuW+3Ag223TilMdhs/0NO/8TtxnIn7JR5/hLnhxrcKa8lIdjiDl8yzojLekGnfdJXx4b5F92NpCWeixvdl61m5sPxTf9zjo+EdIusr2cR9wOatfEvelLb1gZ9YAIohyJwzmE9bAclC9+Ea93E/LqPFD6leWyPuFbtiHskFfJvc3X2Bo2L4VzbiyI37PfeziRvPGbibqgfOGQf3HiE2nb2nZ84EYDfmV5spx6TtzmerYPm8MkvcfpABoWn30pa45NtsWnMi1aAs5lm2E/eabuEx8exGNfeU1qLiP22wJloF1xXSr9aoubbXnQOuvM8y9UtuV81jyPjFMvsTXqfCTxHEebcHsC7tVY1YDmJAIgGknGG7GPBplGWTrICYVKLRs5+yM4uPhQacQpBW/vYvjqopSKJd9ceIFH4KBATOXvA/wpT3ZlWTiIsMGBTogAoReP7Zyg4g8NGb/YTmB7edIsmdQRih/SkJY0TPhI5bOdO6hsIwnlYH98IF0CBz8NjECZyBMbZX1hq1xPvuWNDgwI5BNOCAc4Y688qdURP/1rapifvQv/K+GbdMzxEz/KOi33Z5nylUzLHsTEoWwcjOHDduoxJ0fWc4CxvazvYaypa3zMiZN2TT6p15zIGLeMXUJ6tFJn+AY/Quqg52vvwlXvuMPPq3K9OhYxBwtC/LntmMD/lI06TZuCfdnesJmLU8oMz5SNst52jJQ8aFcMH0ibJF+2cSy0tWXyZz/x2d88YdaFbvwkbo75YccDSdkfH8mLcnKThB0mfKTHlHhhEM7NeucYKNtv7A463jjfEsp48Zvt+ANf8ksds52/6lN/rOMHF3S2DQocHwTOcSwnz2F8yJ+J8yMsSJfzRdpAMz9uFIiXNsV+0jAhSMl32HEY7uW5Ytj5H+aElJ1zGlOuMeSX44Y2RPkJbG9rc2wf1KabvpGebWkX2IUX9YWdtNdxrpHYoL2QnmlQoEzl+QY/qMuy/XEuoy6IFx8zz/WaNJSD7aVN0lCWQcdreR4YVp+UAdtpr+SXtnGbr4PKnu20e8pHyDHAccDxiv9McGGd8xihrBPKR9lJg2bAN3wNI+JjI8cv66lL2lgCxwfbiZvQs/tKs2T7KHOYcbOL7znehqVLWaNjiIt/2MGvhEE+UX/klTLBlKmsn9gYZ87xDmPKgP3bAtctfGQiUB+0m9QZ26IJmsfGqPVymw+t+9ueImxu48nU5lOXxOFpVJ6KTchT31nnCc7y6VOegiyfPiVenq4kbVsgPU99kg9PTebpTOI28yceU0Ke6CQdcfPUZ556LX0p95Me39mWJzXz1Cv+woPtTORHvDzhyXLJJD6UecW/pi0Yl/GStul/0z/8gR/xSE+68mli4uNnyThP18bXMi+Y4wv28JF0Jdf4n3mZtsmR9UFPzrbVaWxm3lZXlK3pD+v4XfJjme2Ug4n98aXp56Ay4CNxy1DaxJe0DeJgn/jkxz6Wm762bSvtj7ucum9LF1+pR8KgcrIPXql3/M9yjrmssw87lCNtirKyjdBs1/hA3Bwj8Zc0bfHJp/Q38erIn/6kXSRPNg/jmvhp7/gU30nbPB5G8TFcSD+s3vEr+X7q/o16aB5vOS7gTJ2Qviwn29hHumZIfbMfbmnvzXisl/VJXKbYvI0PZSdu8sFW0rblxTZ8SZqkK48d4lBO9jGV5Q6TknmTKz4zEWhrKVNslSzIl/TJi/gsEwcfSFuG29o08UlPuyE9tsuQ9lT6wH78KJngB/XbFsgj5Wvbz7ZmvbVxC+OSJWmb9YMtfGFe5ttkUR6v+Ij9hOSVOij3Ybtsg1ku/Ur6chu2YUb8tlDyTP0mf+I3/S99Yj95xRfShUOZF2madUxdph0kXZkGu2xPm0+bK+NkmThl3GxnHiZNv6k/0uTcSVyWy7LgX5MlacpzYZlXfCQOU9kOyniDlknT9JO4KV+zDvGXNM3jJLzjR9MmdihbW7itXmgvlHPcUI2bwPgSWEYCHADNA27RfkbklAd6Tg7lCW7Rfg7KnxNq8wIxKO68t+dCX+YL55J1uW+ey231Ps/8zetlfSFdhrawjHWBUJhELMy6LG3nm0G+cvyPK+Sm6X/O4xHCo9imPXKdSsDGsp5f42MX5pOK55GGbbR2WbtRAktCgL/mCOXfOItwjb8AyzHs/C3F30ilX2xjnb+tlinwdxx/U+YvOv4iY7kcFrAs/vJXX3PIAr7x92Q5vGFe/o5S7/PyxXx6BGi/GWolk1cEluW4HuV8M8xXjnX+zl9U4PzNeTxvqxnFj+Y5qzn0YBQbxlkiAl24s7CM60kgd//cvTf/ilpEifGh/NuO5fRM0FPCX05so2dyGUP+Ws5fY8vYO4VP+Nf0Dd8X1dM4rN6XsZ7X3SfqgzayrMfZovjTwwaXZfmHbtj5Ztl8basz2hd+5hzfFifbODctsqc8fjh/RSDX5LbryatYg5c+x64l0vK6IgEJSEACEpCABCQggaUl4LCNpa0aHZOABCQgAQlIQAISWDYCiudlqxH9kYAEJCABCUhAAhJYWgKK56WtGh2TgAQkIAEJSEACElg2AornZasR/ZGABCQgAQlIQAISWFoCiuelrRodk4AEJCABCUhAAhJYNgKK52WrEf2RgAQkIAEJSEACElhaAornpa0aHZOABCQgAQlIQAISWDYCiudlqxH9kYAEJCABCUhAAhJYWgL/P1QzYJh1E7DRAAAAAElFTkSuQmCC"></p>
</div>

<div class="specification">
<p>Leptin is a hormone. Hormones are chemicals produced in one part of the body that have an effect in another part of the body.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the effect of leptin injection on 24 hour food intake in the mice fed the control diet and in the mice fed the high fructose diet.</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>Discuss the implications of these results for recommending leptin injections as an appetite suppressant for humans.</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>State the tissue that produces leptin in humans.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the target that leptin normally acts on.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.ii.</div>
</div>
<br><hr><br>