Neuro Assessment
Anatomy
Headaches
Neuro Disorders
Special Populations
100

This test is completed by asking the patient to stand up and extend the arms with palms up. The patient is then asked to hold the position and the provider observes for downward drifting of the patient's arm. 

What is pronator drift?
100

This is a lobe of the cerebrum that contains the motor cortex for voluntary skeletal movements and fine repetitive motor movements. Higher mental functions are also associated with this lobe, including judgment, affect, and personality. 

What is the frontal lobe. 

100

This is a headache associated with gradual onset of severe, unilateral, throbbing headaches. This can be associated with nausea, vomiting, and photophobia. 

What is a migraine?

100

This is a disease that can be associated with headache, fever, rashes, and photophobia. Physical exam may reveal nuchal rigidity and positive Brudzinski's and Kernig's sign. 

What is meningitis?

100

In this population, reflexes may be less brisk. 

What is the elderly population? 

200

This test is completed by grasping the patient's toe and moving it up or down while asking the patient to report whether the toe is being moved up or down. 

What is proprioceptive sensation? 

200

This is a ropelike structure composed of white and grey matter that is a continuation of the medulla oblongata and terminates at L1 or L2 of the vertebral column. 

What is the spinal cord?

200

This headache is associated with sudden, sharp, unilateral pain. There may be unilateral excessive tearing or redness of the eye. 

What is a cluster headache?

200

This disease is characterized by progressive degeneration of nerve cells that control muscle movement. Patients often survive between 2 and 10 years after diagnosis with the cause of death being respiratory failure. 

What is Amyotrophic lateral sclerosis (ALS), which is also known as Lou Gehrig's disease?

200

This is a neonatal reflex in which stimulation of the lips results in deviation of the head toward the stimulus. 

What is the rooting reflex?

300

This test is completed by placing a familiar object, such as a coin, in the patient's hand with their eyes closed. The patient is asked to identify the object. 

What is stereognosis?

300

This structure lies between between the cerebral cortex and spinal cord and respiratory, circulatory, and vasomotor activities are coordinated here. 

What is the brain stem?

300

This is a sudden onset of exploding headache that peaks within a minute. 

What is a thunderclap headache?

300

This disease is associated with intense, sometime unbearable pain due to damage that occurs to the peripheral nerve fibers during a shingles infection. 

What is post-herpetic neuralgia?

300
In a pregnant patient, new onset of seizures or increased seizures may signify the development of this disorder. 

What is eclampsia? 

400

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E4VfhhX5cZuHOcNoN5Wh+6UYW2mx9xj9T7mlM3H6u3gxkx18ADyFtaYPZASj7txnb2NQ1A+tbErrOs8qf4su81wpVe/4FtMqZpWf1bxwrGvBQT1z6Hbt2Xr0qTmMUS84SSXTXiMPeh6pfKU0x59+/Zd+/kvft7evfmyvXj5Mps0x8zXjg9vBqYIdWhPyuMOe3kqEPcJeafIsjcpLeh4jd6krclk02anp+3Vdz7DJpq3H//sl+3/+5c/aj/7xes2XUxZ/2IjDK7rtN53dQEdw/Wj6bgxPw7dYVq/7j4kxVlfX0ePy9hHxinD2mum9baNM5xr5Mrr6reSh9wMxa7coEudx2LbE1/9XfXc3bkZhq2J+mz3bgRpz7S2WrkGJC/6Sx27vGUOzM3WeduuafcOvlDWwxBrCs+wXeW59tJsDl+x/UXr1YtXsUOXK9YkSwA8rq5vac/V/n27OKsbENaxca8DEM/Ts0U207xhqv/Vl1+3N2/e0n7Zk73vtfmcp2LbSpO/0OVG6F07P3vWThdnaXuDseVNWPG6Y22aTWvy9XnOeIfKCXI4c71qW4ytG9a6zv8egLm8vGhnZ6fkU5rpK9ZfticN8rkflpBmr7N/A2hjml9wLR25TRz4E3129hzeYXOePkvcbHpGnnlwXsHvq6tNu11Kl4dK7J8tPuF71qG3t+38fErZOXy8Ic+mfee7n7YF1zf02Wx+hl3Muvx41n7y45+06/fv2z/+R/8oG4x32N912Ai+Zd0sisrVEIeeD1+4jjRC57E3opjzBdWbhWB9/A79WhINC13PjCGVky923khP5hrffZDxeBi7xCvvhN3MdwaNjlHO3UexM7UvE6nUONlDD7LjTofRk//qn776IbFkFrmuYAZkiVbAg1AMPZuofE7IEaQs4hCeASgY38rTAGE3kWpBWGC3C8YvFDIlAFBleUrGSTf0I6TrLDgsQD19EyRtEGsYQZRJYRQtZhNQvwN5XDB3KMumwOsNBsCW9pJbgsHCTvf0RWDAVpqzWPWacE5DyExKdmeHlIIpI0B4yplm3rV9SLbIF7j2cGQx4A5v8dLNIAolX3yNHHhoP9hvLpDjcy0XDK+YTAyDTfnEpY/NSxyqkcLUDoR38GXnA+4mlxBSKVi4CA5fuVa4FbydEhbHIbxX5hX/lLM+N5VU1lCEsmBhSZysMx6xw0lLKf/iv1HyQFqG9hNV/E/azpEfZ55qYciXOmsjiBrAt+Rbzil8bjyq9F5//U0m1oWn0axXmcTY3rBo17jKHTpwcyPMDUBBBXoP37cujKlzgiGv4u13b7JhRhkVzdLTXdDphsgxY636HnpgbuQn4w8nGel3cJMMgWt7IwM7G3X0sfwyLLW0UUo2xdInAkgVDwCnIRPrB76ja/0TJsNIjv1OuYxhYtwIXd2u2jETRWZxwDHkmidjaQDHSjifsQIu0h35q029o8kpwAS4YWJ0Y5WJUkNIhW2e4wkGFOXsmYDypqzKH2nzDjB8ytgcfCfZm+Uyp52cIHtbY0idMhsOyHT5E/1mmGj7x36F4vArG6fQk8UFtChLtZnqqTvxsm3iwddTfHR9u4WWL375C+qTbhfLtMaE5KmUO1cmTCRHTGDFMdsEqywohnGjcic9m3856VB3kh2rLhqz+Kbu2iSuNtwE1JcgvcgKeNa4xZlEXkl3UpvAo8RLXugxXT1Bmv1KBfUTv9Ifudvc4/jvYkx06c0Yo+rz2kSkHccw5QRvYmSesN/kIePqfoYBikHg5t8WOtz065t/gvVkMStQr2jq97gTxRnq03e2RzgU0saJY4o6lXPHkos+wwPFFaZCN8Hlzobw2nGLH34CnnA5UdYswNjx5Jhjakrd8dHP9lUMGrrUOMNlfLp8FYfSXZk35antYcV4g8ANwinyqc6YDyfkbGfD+FqgW3KS17ZxWdBav4vXLGDr7j8oJW2C8aVuEf++6Ki5Dp+/bCo7/sE3p4zJv4juBWbMu1PrRpehr84v6i7ulPHTb7goddQGOCcLctsFfo178TD9zbt34H/fvv9Hf9y+/4ffbxcsbi4uX7azc4xRYDo/Tf/75EFJZUmTKEcw6ceKKzkL8oZMw4eLkFZ5lP/MZ9LqtXUEC/6DUPrfH9kjB5WSOPNvnfseOONxaQunYOul/od+gEWAcpL8KWMLBbYWw/EwHjko2gw7rnVVr37ZBoJyucfvsO3MD9H1hWO5ITzgPa5376p8QoPf3WEbG+QwMlaMjetpgjIQf5Su6+nKdbd1uuth/UPuHzqpO3S97nGd5b7Nh/pv3n4FyJv0SeHe58vqK3x0nmHhW00MrtM7zWlty5uxoJLK99Ra7/ed/TgCZdpN6HvGqXaPo8q5cMkE4njOjS3G+l6vt/bu+j2LyPft/PKUsXvRrm9uWeAxTyTdm0qlw5Ry9W/Hp0AdOchY+iUGlphEv0cy8Tt/tfNt15JxIQp/iJuM6QtPrVN9R7nEOz5SIFByvYcT9NGEOl1oVtuU4lq1Zf4pflQYvwn1i2dO75pOPoef3ZcuhNYxuF4Ib8EVgtPlhSKZpd0NBSJMDq2WAQGTq4jyS75kJ038kj7cZEKHaktIR27w6Kvrg2XRl41C04a48AA/NoQ6kBFQ7T8O/Pcf4W/7PdzdY3Eu2nWH5XZjUmJHrqePwx8F6cXv+ce+bhSs/APs2i/hjOtpj7meNgbrsD/3cb2uWnsk5HwXp4zZpvmrbfsy8vARZxdbdgzW0cOxvwT1BvjQm4xDT9JbNzJyPGMskldcLUFZ1wCv375tP/nZT9vy+m179fKz9uzZc+Rpig5wHiSTC0HKOxdLZ5eXwr3A+BNtQuj2RmVawE7UVvdAhWdk5s8W2FVWd9y+evOu/X/+7Z+2P//Lv2nfvN1mo2q50YYAL5ET55FvG54cOtTt/Vo/fXCQ3p08Hrt+ve8v+yBRqWO/Zqw0HSjU+IOeso3JO4wZx+A2dnG1b1yvw7VjngIB3PzzCaYe70aizpOC7f6ibViE38U4dTNokk2ne/ifzb/ZaZvPLljzuZ4DjyNsMvK6+edm1GRGe8yRUUjopRPbZMzdrpZtvawTePbrarVpN+jp69vbdouvnZUbtt50hb7Vup6wgoLQPt4A1A777W++zAlATwvmxgV97OlGbxpLP5wZ5IMaoHOL/eUNqIuLZ9CwaKul9qb9hX3I3OLmoNeuLfoY6TzvG3heL8H33bv3qWuGLM6w18XJNYDl6glDCzNvQUNuQLNm1befNqzn3QAs3Vp9ptypOw2vV/CTseMBmdmU9fPZOflYQ52cUmYO3j6xct8+XMO/5V1b0S9L+udmzRoB/h9Ntu3m+ra9eHbZFvNJe/v2K9Zey/a93/8MO5NxwvoyT9bRjxeXz9rPfvqL9vVvX7c/+v4fwzF4qY0O+bJAW1z+MHIgyP4v+90wmJMuaM+4jlCva/syf8oAIPZ5eIF85Oew73EdTNtfd/PzW3pouHZN+JjbjQ+Qz5rK0Q+DDddVNFDKGyMNmZPB3Xx1ahCq/uV/+ckPo0wG4l1UeBLJBZSDu+7wmrUUXzVLWhjCBOsiTtm3GXs4OQqM8yFhFRP9D6ikLE0KdernsThpBGJ4EKwKC+69QyMuQFWrglRwa6C7QdUXzOK3q2wAT2o4qLIAJo8KpyaKiluzYE9kJQAKjfSXwuWKaP6TXgZT5e1GxTEGVBkFD6GSbfshPkKaGdIdSG4s1cYKccTnmoC+3eSiOrzTR1LKIKINfA2YGKv24dC58p0U2nCjwfZsjHL4hjuYTZMzwRGMnW3t4+iPyIK4ywv6vwuw/TX4PazLhsVHnCccoxxEJv1igy7cbBe6VLLKZOSxFFz6Aw5oWKlkdJZMfujc0bdzg2xYNjkHDvHPjZoet8sn15D7DYrdI9mnKPWzuY/Q2Sr0uSjabpkYpvQREzQ1KMdzlJjHo1Wg3iFxA3GFgs3JPxfswV+8IU4MaHLpo50Qm80JlGI2eU3Qh2YnK0/jyZtsZvOL/OPbn3nCKNpDhUwQiDILVrZTBn5Yi0v/mAEXHoWv8quuO3Q5nqBsrV0IWol3A5Cxs1qzwEBZ2h+OY2XPdryWTuMylqBt8Eu/MAHAU+EeJW/ahsnvw82HbN5lwxSFnYUPNGwgSiPKx1rlhbQrmLmr7wIEfINl8KgTgLcuiCijLivFWCoRBCgHzvgZM3ceiIbm/jMuIf8TFmf7R4EE5HnRVznuNfZgpxupGm61oeHdsG1OIf76V5+nvLmrn5y8weHYxR2TydHKWlKfxkn4a1+jm9RP98PJv9JfQZt/SkEkYWdsFg9w4BavovJP3Sve4hGAb8GHvCdM7FIrbt3vixbl1M2plLUeyroZ7sZeqrZBd23cyMKHqvBElxbIf+04IIuLU3WmYVuM/gRmGBButGZzR7EcoDCkfQbokfUDbjROSPMR3IBtUX/0jdXZ8CDofQNwrI+UDV1O+PVy9oN6BJrUo+FlWlb3w+wtxpplrZ8y6mHH9xwDSePNJzRrXrH/KDOMjxJ9SqK/pKXXGhzlge0DR1jn3jSI/kfWFvMFY3pTNxgwpGKcKevpLurK3Kz8UBtwb17A6xn42H42F61fzDGQRF62lDzRJki4gZlNQPAM7p4E5Frjbe5juheX7cy70+SjgtRhv1mRcqeOrhtonkCUz2Zh7NH2r7/4TU7y/t73fr/NfTSYtBX9t2YxkU1W/Nv1FtjQPmVlCRXIG8P5J84iOrihW4e+qDTjciMuaZU3RZSlISxt+lVX9a6SVXmgCYFKXbtf9VbmGOLz6Dd+hwHZHcDB1PMYWIfZ9Mdx3Q94Ay7OuH27wQNfbntVP+hJWtVWzLK+BAY3hDvDKufI11GHtOCSK+1Izn6sxBGvTJdcl7xlDI3K5oRfeCa+e4j+iLJKzWYf/HG4qqKLngQXRcpst0Fr5tuD7e5dr1vX6xcffK4D9DuXFZc2xPUheOOjh5WZzvP4Fkr58t15CssGeRrzIhs/8iuuMPA3YBaI7kHHo8aJd1udeZUxtGFsuPnuQsxFZRYdWUQdtXdXb9vV9Yd28eyC8gsWlTeMpeEEoDYEXtCxz1JmoG3kGxdQH4SH9PXgk6PyAd70E7PC2nE/hPVtjkVULvkd+uEf/Akq8m73M73imPnxnTuskvFE2WrfmbK4mZ9Nk0dtESzR4eK+PoFrlK8TFFVxFmJmArTBHnO9/6bof+c1dbX2XYEy79iXR7RtffIiEyl/jofoYekrOe+Qfh98kenhDsb1PIL2mXzostVhF7fjAO3meu/vw/337ThtIDiT0ULFJsZuikwMeru7cfvC38b1cWjIIkLNgQXOOeO0MZheaD1sb4zDYdrYRVch6EWvcmlecRlcZJv6Ei8YLtnqfNXurHqKEdYVgD/R/SMGdSxSlz6gNJol8xAxSnJsGzcRYleQpu4iXcs17TJGv3n9uv30Zz9vR6ub9smnn7bnz1+0qTe73ckWyK+ddXLC/Eo9/dDAWJaEia+IYq6XJum9Y20iFlPHNv79Yk47v2h//h/+sv35X/6o/bs//fP2269vsu5Zg9z9vW2Sb8+CnS+Fmh9jN+6Lcd/0uSO8xPW0fj124zpAM8583SaT9z2u1n3VH7GnoCkbT1RhvOO72qh2ury58edazPVnnvIgn9XWfFb1W8/kyNNs1XNh4WAj5dDHfNpO3YDzxJvx5OtPQmk71eaMj7Taq3UCLjYd/aSN6Sbb8+fPgtmNG3+3y2z+KXOe/DvHNnJ+0370NT/iHR0NuAEo/m4CnpHPE4Bff/0Gu+wU/I/aanVL+Iz0y7S/5wlyBgu0AbVnPQHoKdL12vUo8oEBvsb2Mr8boO7vVNmSJ/u8cND2vM8G4Pv316F36qYgOLoJ6Oal6mu7df6nffhrXu1iT8V7Y8xxtF4tmcvW0aV9/bCALuXVuly/bO9ZA2njnty1Z88v28kMu1pblrxreOpp+Gvs4RVtOM5W4LxW1ql/hgEun9MHziN24tEmjwnfMzZevPq90PPuw1V79uxFO4dfH95dt6sPt+35s0/a+fMFfSbd4uYNdNcDyq57DqxP8e3P8IcxrahlvyWgzNQGtLzvsLNV8EXHfE9B5r3gPPigMr5OeHDjcdPDbvznJoydoY2An7UEyfIktoW/9K/6iH4lHH1FPmJVThCQRYaE1EDqm2S+36cGjxUU0QqMvnGaLB3yjP3oOnVnopauNBbwuoMKS/Z7fFbfjRXjaCSEuJueBWfQgWkIceoUR6CUf4X7dQev6acAEbvwGDIZqhBkJGXihnaEjnv3ez3d78bxuHPGHdzj+7XOuA6n2P/CApKFsy1x+sYB5ywQTxHQU+IXLJxmrKBmrKimq7tA70yxi2m0m0AQCCCGigCOjMDC1TBOfDxt2R/dE2KAATGwgDF/KZDrMeTEJmA/jf0O8uxjYJ7w24kYfvc+N804kanTmzS/88FliKcwfARXZbcQ30HJ857X3fW+KMVXab0Pe76eZ0b8lDgHlHeqHbBz+ryD6i8qcOBXh+764zhjZxsxOu0H+sRNv9A1pNPNgYwixoOwYUz0yW6M//ha1/3ucpdHNsnRKLIC40yrLQ8NiH34AcBDu6jzt6SkwJsGHa+xTnBMuEnSj4N/bIx03o/hYT9Yd79LJT7GVli8ej26XldvX+jxTzl54eIq7+5D4fs4dxQlHXLPWHPcq39SJ7545D2oTLDW6+Y8mdPn4tH7i0rb/NQ7WqfpYx831gU/8TG/+gVfsfVek235rr77uzUTKpPi3VIzMjKXR5EMUFbeR5Gn1DDuO4iLfJI/VHjCdZ2oKOgbbQQHgE7jrGfwO8gHce+gnCqTbsgKedeohob0Ql9448Q8+IKnMMVGHCM31mkYAddWO7peteObdXSZeu4cmi6Opu2MhZXXc+oWFtQpnIK0b/U8hw9C3dEdACNF405jJY/iegscN5aR7npclzWxs2/k83QEWB/YE/CSsdLz+K7DXTmud3cECZcRBV32Wha/TsAC42N4nFsu+uhnHtOBRzP46mbfDEGY0mdzaJmysD058i4vuh8jZz51QeoNM3CBm8qFtc/m3lGFT6T7yLGn+tyYVF6DJ/wvfaQ8iJVG0pbyW2S33veS8Q2raiMT+oY65GOEJXoWp4DqqQeSP1SBiLIIucRpL/hOmG5Ifbi6CVzTx0vGDX+IPryDZxMWN+ER/SwYrneiyJeHYFy9jqDy9vyKYE5sqTAH13VV6AquRb/4lKN8l0PiPga67nf38FrKn4be9jg8juvuqbbKmNuDmyRj+M/h+lg4BMdxyXfpv5Lvwq/n+V2u60NhnN96Dml9zMmqjwHd+zhQVtjzeeB1tw+U28Deic+Y3jHN3R+H9TsfDmkzTejXQnfja2Uh+RnLhp1Zx3H9houy7LXOd6z2+VCbO7JOU5bTz+bVoAPl0QOg3gcyRZ0dDvPaXvGx0vTNV3qkQNfpEbrbX3fe76HoK/Ada4I38jObEZf+G8Z44VB1Rf4F8rrwFurJhD2gER74HY+nYY/LTjaAcXwApHZwkHZI0xjGNPfwQzDevPKM4E4uK26Hj0w58BMeuU7T2I3lcwzd9euHPPnbQ3c9PPZ/Fxy6x+IP48RV2e/Q+Zp86RvzJ6f/hnGIDAGpB94Vzd2udANQ3cREMvSJdTqOavhaz9Mw5qXuEN86YVVtpO70mThU++LnPO0YL1d56qr0QcYcxR6Dzg/1a/HDse9GxX3m4j/9s//Q/ud/8+/b//A//b/av/lf//f2+RdXuQHn48Ar1pfj+dNwv3ZuDeA6PYe+7pD+sftYmq7jLvS8h3XbB+P+6P297z/5WmWrH82LHTct2LiXgFMn6uqRVMsQh368u/cbAEuWytjbk1vCt/FPZss2W2B/nW3x1+3sgvU34fuja2zadyBzTT8t2/r2Blut7C3t5+Vyi/2zavPZWTu7fI756DsYl+3GR3DBJe+3wx6bgs8MHX2HDbbFLsxTPsimOE1n+7lHJ77Gn0wbtt5Jmy889IBuwxbsB2i0svOucOgX8loWDTJchWts1CtclLviJazfQV8LuC70kWHfQ5s1IuV8gk27UGd/zWYn7eXL58Vr6O/9NsY7PFFPD7iyrAd/Twc6n4EnaecX2LfnlD2+goL3rJmIu2SNfUob8P1kTrkZOJ8grCf0+cmmbSabdsva6Hp73d5fU/f0tH34sGmvXy+p96xdX63bz3/+q/b27XvGkY9ev4c4X9m1bj/4+7/f/uF/8Q/bF7/+Tfvl578hntkF3MW5btZIR+Gv63SZr3hb9Pexout5xn6HPlBr76JgfN31uH3xAHbxQ/uD29U7uH79FPwuN/nn//TZD6kmHQ9GBbgaTCzyENp+d0wlKgfMO2HxL8O2eYQFQujOIN79IexE3BUwMzIxMCDpIo9wuzgRWTogQ5v6s2FCnDvAyVsIEbQ+4kkLPlZAdWR68PO6x1Hx7voQbGbLQkA8vcgCWfzFiU728bhaNBcU7QBpUiJ/XEyRsAPjxiDv9Ht6TUQEh+sZC988xgxQcU655K7sEFenzkqOPP2S04CAcX4DYe2oEmv5FQGW4zrbgVsnFSdlqck48w9Qx6oLxnwRdJpgic/1UOfoZ4885uSTTjn4mKM6MoNfIV31g0spI7uh8674rNKIbEaO4FEqwA00SMG4xaLNUPVlpQqWpz7leEhPPwHW72O+Kuvlh7e5m+aJmd0mCiN/w+Rqy84r3nWcqrhRbjOUt8a6O+/k4odh6x0NTws6jgDf1+HmnxuLt+RTAlWWHZSRbhRExt30tm3CaQ/0uzGsJHbcVe7FSOIGWnP3EWeZ6mOcSXrSApaRtwDXloPnPS7vggNnSld+8BYcIr6seMPkFf0gZEyCG/+kte76VFyvV/AuWviMP5+eNV+Ef7dZttvrD/n4ihsj3gHSl6/yXBTykQmVJji7QeIEqolEtkA+UOKkimHgo+QuJrKBC0/7DYbxjQbBcabUREfxK3GyTfmjlEAzfFPOpNlNu+is5IJO5LQeQ+AKJM3rqcNsQNLumy+/aEuMhPXNdTZtssEI+XduLvJzU7l0CongEmPINjTo8D2NQGryZOx6PeAi5OYIv/rveLXf1A0lq/kIkjQOagr2JZ8bcN7hU45A2qTokA65SWBaWret0st5jBTw4y5ubvuuJuPNs9PhlqGo4LJOvZT30qX/kIlwGvkA7m8+oOfckHLja9IW8M4+C6+AtsVAi1yP5DQ0QghxGzsqrUJr2qd1Lj214bUnlHTRA1xnzJAeWZZWq5HnA+S0IRmib2lpAm7TE+9qekfTGOsY9CxliaWuautkMkvf5yS9G1zKAzgq/+qDmhNqM7AaJk6PTqHHGWc0euLGKcYOmuMYGc8jusRn4w6kHP/e9cuGJ7mmGEW+dNrHeBfIv3ol/U7+9CptZBzB2xll5tA85zph4iaWAU/fI1jG56ydLrzzfI6x5l3UcM+aUiOEAyDN1f2xMlonaLbrJbRs24e3b9rtzU377LNP2qevPqn8YKNLHyivg687kSdDWgXITbja3bt0M67rMcEaPF2YsjoKGSz7IxEFCsRQeW0mJlTloKGHA/ZvfuV7Z7tOCOCoQtz8hc+hgUiRsk+FIFiws4MG2KWRr19HnwXZtLDzi7riXLVIvEV2Pk66GFOJ2LkhnHYSOPB11JI2yV3VEUXAqME3Tuhj3hFeP/P0MvjKLxfRYfELdIkb5u1AcHoIStbHIHweYNdHY3ggKNY5uE5/5gvCQZTrIGhZ0RdnrwtSU/dJM4/lqs9D7gj4T7GcCqOt5LXNDtXYkHtw6VLjylnmxAWIOoIxHp2GUtl4U83TscwhPnblHJobJtR1x7z25vVXLHLetWcX5+A2bavlbdu6+EOuRAdWEV+64p6FUm44qD/xJ8xVR+ogwBeIR4vID3+Dr37Wh+vgQ17pIVg803FNnBhlo44YSRPGYaH4Z7yyrl/90X1vQtiPyUz7/HFdfY3CTry57ZdwDkVguf6zxq6r9XfAtWj7CGVu4AHjG9NlB1SebDoGt8IvuPMv19rPJObUvL66HcbWyUDnAX3yiSrxfa2TOOvsMOQxnEbln/GZgwdcehJ+j+tgXJfDsTyaa5ynp+/iBvwFG+x86+O6SplE6AD+Nq7TXNlB3tqpt8Nj9fS4tNP9Ub5+PY7TlY55CLEJpcI5ievIVvoUvAjU+qnzSH7ZJhlU1VynT5PXdNOICxnmUT7ruvdL6u75zGZ7gDIXPW/FphkGHHfaKdqvk+gi1goU9ENZP//ZT9rd6n17+ep5XrlhbfUqIiureqasGzKe4bNzfsIDWH/sfmrNfArkfePTaXt/dd2++OLX7b//H//f7ac/+2X7xc+vsSk9TQVZWz+8uMB31LhZaEtQMfhjEJfeD/rBDdf9cR+N+6z7h/kOfTtiH35Yh2WzvJW/oR/Ok6Se66ANZn75Yf4q48mwOj29xi7p1Uu/9jUiUzYPhfxQx3b4wKE3aicssk9cW8ytw49h2KZ9oo0P/5Y3bbVy089279ryapmTep648710vtvPG5zaTyLvDd+c/ru5rfdMo6u1Mz0pF3z8kAU/H5+lxuAkDTk8oT1JHa4v/FDJ+/dv8jiwj/4uqWe+8L3P9CV43WBHeypQG9u6THdcvnjxknrr8VzbW69vQ+t0qrzcgY98UdZkEjMEYdcF+tLiCT5ps5151ldu4Pm020m7uDxr797aZp30c51ziRy7duvrvtXquvm+eNfPxvvU3CKvldF2lN/225I24elki934gnzgwXpws7kF1nmi6xqb0o/0aac6Zbm2vpP/N6t2Aa995Hl9S1/A13dv/LDXpr169aq9+uRl1vKnZ/QHvPV9uc+fPWu//e1X7f2H9+17f/ApbWuj7GVur79oZ/CVNf9XH9FjAWKUDQsiZPrOXxG4pNf6t+Sz5K3Ld7/WVtdVuQTLDWFyl2+dBy5x8pFwXh1A3mgN9W70jleuP2xXqLVjWQKVd/Iv/uTFD0W0FjdOFlCFS+UqLDcAIII/nApOPtLBORppHjdCqI4GXXy6GFHRVZgmLGA2q1Vh5VfxFUdvUk/FG0dbw2RrfG3C2eeoKq/x6xo8LIBhJIEh0rRBPfef7/ejIiumfttRiRFlKnEKkbh2gyl3IWGcC64o67RTrN0rePGv6+LL085O1ilY8qtDj1MAfHzhrqyWtsXvjzT4Ljjfi5XXE5DfGzM2mEX64N+xMBWj6mAqkE4i+vtgVHYl1PJX/OWB1JdzOf6t0xb6chjfjwQkD/+VkQDXfTHsJsDA0KrT8NCefrpxSHsMJMpf9Z9tgp+E4lv/PQryGJ7Ia/meBQXhuvuBL340EnkJZSm6d8NF+J5QuV0fhJYKZfIFfG9BFNpy2VYoXTey5m7okMsBTUYU+nUUWH0EBblBMXlXxHcfOFmJo1PzEgM3j9tlcQ5FsDebY0N45YQU+pFvlSQKvzbOCtxg0hBRejVcPZUUztsmYeZwUJffSoH9Wy7kCZaHLbVQKl6P5dDNl+pJuK+8kNfrvgmSD80ol7ThKba0wPjf0JwT2qTVC3DzpXDySvoY3EyNQlJKxVE9AW+sliLwxvdJUD/K/vrqLXy/ybWPhppnMUfPgHn4A61O0lnUoHjdGMkj4kNbvf07Jgo3ElWOPmKosS/I/w7ikr7GAOBizxt+bmoZFxkRTJVf/LzOI6sgaZyvcM9JPmWRekG9cCFdf8kkc/3+bbtmAscuaacYaFnMwd884q/cy3d7ADQybBxTOGlWP9ajB45b89Yjv2bZktevlHd8vXmQzVLCuVmgTx43GcVLGaiFBTKfcU458FSPKIzWWxuAxhUow2brkBGovOWa+izDL3MIvM47/8xjevgBfuTjMlAElpwK9/c35McI08CCAT6KmveI5J10dPgMecEQu8coC0DQHcRt6f+tG1AiYvvgKhnUTp1QAh7qKB9/6PoPJEmFb/JTHCzAYrtvLB4jz8pMbryQL7yE37MTvzrmo27yzHakWl11XO+wlaNupqGLs+FovuI444L5UdmARr/krK/4ufEj+N6g5fqGrFzPfSfemjHHuJrBV/yz8Njahn6lWvWAG7faQg3jqeZa022RstKLbhIcE1PwXYCfm376bvydYYxlw3CxiN4R7Tw2Dd8Xi3r3jHd90//yLhjY16V/fcyCVojFSCU1d+Mx9FzYiMMPfv97MficgPoC0T5SK6oG1LWCOlX5sIUH4w1QjoxTD3VnvHHZuMblBl6KVRvBLbU5hnoYiJwMY5hwXcHRYzdbdcZ82y+9Wi74jfw4d9bpu2oPMDxA7AX7Xj94jdKH/HZhuYN2SZbveT8aRQNDKhJYAB51+t+6uxvCaS+BA18nr4br9E3B2EDV6eeGRPq/XE/bud7cUK5DLyN6Pe4/xakza7xQD41FUhyvQzg2C/kKjHsYLuHpSOIPfBEdIfNT77sDqJvgBAfXaei06Vf/Vl3VzgGM5EHZT92juBM/Q804cGw7hnLzZ71h/lpnDvS1In0zSF2ue/fmdb4a+ZKFDJVkrnPxVyfeHJPqM3Uj4wuw7ugP8NUXtHOz4Xg0LZYMdefmt/4A8kC/5qIO/JFNitIvg4zv6LJ9rh/EDfH6pUPKF9c0wJXzSekIIxJJnPlMEy/ywi7fl+gPRc2l9pvjIUkVHq6tQb19uJm2A9EjY8ln9aO2W3znM9JccHoDq27MGibd+EHv2Fbltx79XlfVl7loiJfG0Bmdol9zgcy0zl1H6Pc48Mx/KznwK5hMcRVX6d11O+VhudH1qP5vpR3EPQqhd59/7OvkS6f7MaA0frle59iNdY/uMN2+jSyN8qWeyOSQN3zt5YY2jGMeOJ56zaUdkSwlW/aRvvNqx7X3T6o1DOQd6cYRVWNLmvWVMfBj0B672S4+yK8bgs7hr7/+TfvZT3+E/XHTXr560Z5dXlC61gzhqWRRqSfx5aFlhLKdC5Qxv/zpkzjOszXXTnPq7Gc//2X73//0z9q//bc/Qb3cY1vfo0sW6JhpW2JubDe+u20BhsoiVMG/MTzmevw4X3j9CIzzjeO63506wLjx3NPzOPf4RVtzGZVDBjJBTg1jiFjiqoz5PUlnXR4GqKcY5B89Ax6pj3zGu8Fm/GYFDDf5HOOu5zys4Y0X7U8/iObrfFDRpPvE013zYEgOP6GrN6ttHuVd+Vgt9fj6BtfE89NT8on/Xbu5vmlLdLS6Ik880u4cm2vN+lIDyH60zpCjlICLeNueOF9f1xeJr64+tNPTeTs9m1PfdXjhY8DKv+meAPRDbh5+8J2C0ukXhDdb17I3xN1S7oZm7rCx0bzwar2yDfkpv+kNaDIsHtItUrmBDy98SuXsrOxFN0TdjPzwvp4iyVp5tcpXi8U9NUDvcvkhm4/iajnfx+fjw9ar/bfxAJRt0J+umb7z6pNMFcvrJWna5r6/cNOuP0iDm7N+TBO5ZYDk1OpmSd30pXYAi447+uPdO+bOqXmn7Q/+4LttccoakzWFm3nvPrxrL1++am9Zj13Dz08/9SvYtK8RW1iBT8mTMqaU2T86okLrbg5A7ug5EkwvME/S+hguZu6c6ZW3nHR7XfMboD+CzFRV6IHrcc7hWbOpfeQJ4boqvjLSCVtHrSKM9TU8fQOQNdt+chv7XYG6i+51H8y79AGBvpA5BBWeviiQOb7QT4v0+LyHgqqy04rvtV8w7PHyQWWqoq+77hJIPQ40nycitUMncgw52TikCV4zpnbxtWGpoeCpq4I5gqjvo1nerXGh1V+qqv7p4RinEYgC+TKGPhB0uw4T/yEsPzceUwa2LLzi05hwx2C7B1bwUVgC2oorSFyB1JrG9RWRMAqoKce695DFOhDlOMDY1Uk78xa/Oq/G/lPpxnc6H6N9TP9TrtCRdyrkep+au/kObic25zZ0fIFv/E+4fL8E3XmpG/P1Mehu3Bfd9TydR57A6kfFEdp45s/i2/4mys+i03sBN6ayOZVPFxS4SM5pNJSlSnnrF6fx3Qhw4vPuUOSaeuUsErqXc8JdD9TGTqUr/9kYJEfyqCTMlOHM2IMv3gHr8faFstmdNIz7SfkW8hjiIPs9bDwNdvHK2HVEZ6xWZUyY4OJ4AGKUiAdGjpDHun3R7pZxCnhyEqmusWU7QB7z9sSTM6zl8LN5MTwu6Ts25at5jPcExJYJZcNEtlm7ybcK3DPJdbjb3O6AiIB49bErzh3S38lS/e7mXJEG38BW3hmTNOnFcMjdMCaX8BJepP9pw81UcXZjWFxt88Xz89wtkwZpd/NFuj2FtXCMTBbwA2ODhZgTvu/ccyzkkWQ6szYLa4wmjJ+7PffUlvfL0Y/goXxERvQx+IIXcjOHjjzOSs4Z9RlWdpQhr/OCaHiiL/Svj/frnn4Prw6hoZ90uRkBZLMYXOrmRJUNP+UvY/oOg+ieCV/w6JaHx09OGfOM56VH+tfX7XZLv3E9PZu202enbfGdZ23+2WWbfXrRTl6dteMXi3Z/OW13F0zo5xp59aJn70pWuPzoH/TpeFz3MW246wP7RMiNH+iOXldG8B0D9EjA0JHvblQnyUH7i37Lpp+6y3eBkub7RDSkNJ78EMaxNyrcJHJcZLMIWXThSkfR3dlw80vQbvb5RUJP1E/Qc3P4cjJT3zheXDQIGDXU5OO7U+ZWcTRuRl1T6yTeRb5zb9KQAW8gRG8AyoAy5SnLBXPsWecdPOt6IvJOH+oy2kf824fBdwjb5XA5PHScrVe34IJs+yU8jE7HqKeTHAsaK7A2fO5jEcIj3zHghjGXGsHbuGxUcy3k5hR+bV4XFL4lh9113IL/iIaxkyu6Xd4noPNE6E5edHmiho9CsfLb4Swwgc7r7nq74/A4TmeZDn9X1+vpNCoH47rH9AvjNsVpnNbnlMO4Hj4sO6bpKdd5PeZ594v/f1v3eFvOlYLzpqDdi9IKZI4e8HwKfIRL8BRGH9t9fOdEr+O+A3Wm/lGccwYVBPrp4yPpwndOcuzmvc/wTtsgryiAp974cf5yzAsn1o1/5NjEzhCOmCvz2gDA1wv4+gD1hBC9QRxDcdcvffMPwgbP9AqbL3qEvPRk4iSlb6Ae2iE7GHTeIXR+Zd6gnNOEznmj+4JaLTURdj4phQPIW/UzcWXDF5h7DJ2Ph5CPKwElo/B2JLsVrjGhK9r2Yy78Uj7kjZPYANmseCT8WNzORhxc6vrP7MSzy2n6csC9j8fD9Uno+o90fRwettH52V2vu+fr4d/VZs+r63V3/FN/7wdc6VT7RHmsfLvyQ1xvLmEEeF92346ut/W73O7mob4yRzt1Ar/GpfO082OAeT55GKM+lQHjwLHs0q4v3DD0Uc/cUHcSH8aLOqWHH8ZRs3wAPPTheu/q5qb98osv2v/x5/8BPdCY67GdwFVTnMVlWy8ZfUvxciMmgyowXucZLtjLj3Coj8fuYzw75G934/hevtfR2+s6X2ea/drz9LE7jut16vv+vLqZWWtU7cS8VxXZz8Zh86NrvopEG26OTj1rfvX3ZHJKvywSt92gSVBAxvlor3n8CIgfBvEdgdbnSVRtKfcu5KzorlkDiLsn1/TFsewtbUb6K3S5RpSX5M36ULtxswM31t6/f5/NNekxj/rIuiwzRUY8eDI5YSwhz/okAcqSm5t1GvD29gb/Grhp680NatHHjrHLBp71/hRsp/NwsTirj8ENeFfYzc/CXTqKl9UHPayzjqreugq8diNQsE+ONt6UPm1n88t2OruAj6eMDT+iSUZk1a/knxwtiKOPNt6En9MP9s95+m46X7SrK2mCZvrq5hqesewTfv6TX8f+PD8/bTe3H+Ddsl1c0F9UtTg9bs9f+nXk+mrweO7qtoCwsw3gac0DjL0hX8Hjrstpf13S+LVJ42vzfQx+l5PXH4PDOnrfdpj8N//4Oz88uafTWLxQBGWGivL9OixwWOUx6aqyaoJOF2J4aHCjflA2cIZFlgsid2riC8SnDmbsxYRFG9cC6DJh+1UjF8/WP2krJkNECQ5TBW3llBQ5S2m2dqqwy/hgAR781nSYX5I88UWUx2eUoz57SWJTGEzjOxQZxGW6xA+d0sBVnR7zVAb5QSFMIT5dTF3bdAKLOpUs8VaaRciwYAkgxBQjn3XJcMprYGh4GA8OYk3BB0A2Okglj3Cno2zD9lRke+gvyBd7CobOnlfxO54zSOgDSAMtuUN71g9onC3gsY+ZoHIC9AR4U0+vU3q8JjyGXZzGlnwdAOx34LW4iFeAMt8CEXsE+kK6HWsQdb4wIOg7H30TjibQMvEulTxmiYk8HrHQZmlO2Dsz4OdGjMAinEJQ7+QlTtWOX/F0nZkTd/ghR+6JmlTMUDjQkBNuKOzNmoG53uZo8fJ23W6vXmcz2sGsoveIsY9m+pJ7889Pn2VMbJH3+enzdnr2EqVxAT5nbb1mnKD8fbnvnHb8EpE40QSsoS9QXke+xBdU+0JEHigvOcGEdStebqzka37Ii5sxwoa4jUYDfJTPypqgbDr5dP57fFxas3FOmZBdvZd4jYc7EPCkbL6GTVjw4x76E48YMiA8ReTiQ8OlNk1ohMnoZvkeGWYxMkNpq/DcBKPccSZD+in1khs/X832RBZ1b+mvDfHTk2fQ6SnW+3bDJOdXsiwzY+KZn54xVv168hxcSw7AhGsnUD9nz1i+eAaP1AXoAerpHxzxq4jejZtM/eKoY5i2wwjoQTycnP3giIukMvaVZTnjD95Aix8hWTkUFCX6wpc3Z9NZsZ1qqB2119SxoV+yOAHvnO4EByeM3K1kEru6XrWf/fzzdsIEtyGPa74p4zaLxyy67DA44KJktWRS3LYZfbcA7xkGhsalOHrK1FOLyvLcMU/HnNzdwAcsOztfPNVt8GEjqBeZrHNK2L6BMpdenjIuoZCbG0cX/etpLIFFo5uVGKsnyOYmG9lOVOKoZizd4niQZ/dXH8APQ5e6fHedp8oW4DmzbvD2LpzGiGVdlGq4lnEiu6CZsI+tzOgnx7abmncbMGDs3N7ctRX+CTr+dPYMuGyL2TmAkXbC5I8MfBcjbeFYkvSBT/mgBRGMZNgvhcok6fazeoY+PxagcQ0dmapgR5ZlpKNWKMfYcfLX2AFH8bTvWe4gOytkDjq4XniCLEYBpTXwiaeZ6Bk34+bT58idtJ1CNzKKXrhTd2HkbIEN85+PDSuXjs4JPPDDIHe30GIeDVDmSpbryOAM2tAZWDCOL3Ve5tZsPs6h2XGiXKEbkCtPiCoPfmxnyng6cTzh36N37oC173VhDp3MKXdiO3batJ1gMJ2cLxir9LNzx/D6gnqMHzRo7wRD7HgDwDhPw6gvv/7yDX06b59+9r12evEqkFdbg5PLIXVANutsZ9BZIAB/kU3k0flWyKk2x6l6Qm3NtaAMR47J08GbClnl0Hf2gWAvaaiRA9yU3ZJZ5xhzpS5CbjxQBfnAq4N1BogHXBjUwLJ/BnDuAtS9PkaZ+ZTMnuatU0wF1E65gpqzDRpf2FYaepM64XQgvAmQhhDd2ffwbAzyssPEF8ej87HHqdTrkgMXKFuMazeq1ZvinUGgbzvgLBwzl9WHxcARgbnPKwOUXWdnecI4gVtZ4EJrbnQQNk6so2/E9cDteID+iwIN9LD4FLQtco2c+znX8BYcY5vAA/7Tyho5oX7ojp0XegTKIYd3ExYy6JEC58oBKFI2q7iN+SpYn2k074ZQdcwo3b4Y+m+I1ld+CvbXExaD4lT2Cf2TGwCUH8L1Shd4IU3ajYC87eCpBYe/Mgsr8dFBflxL3aldyPiQduvyi4vehPvm3evMXz7WdHJ83t5fLVngIPfOi+iHDXm9LdmQjRXjyHlgTeVbbO+EHY/gvCY8oy8is87N2hcg43y2QvbWgN2zQaGhljP91iYF/Y/eOmbe8aZFXxTJkrzmwbahzZNH+6cZ1FNQ53zHn/1rvLgq95Fr2lP3+lqHNf25op0ZOs65WNnIGgLd6Je3j331AMjdMEdFZ5BHu6LsFvojvgxFmKkzrzhAt4HWoBeZp7Xl0B+OzTrl5w05bQv1nZsEc2wIMzvuSx7Nq6/Oc4E1xS5xTZN1jTItjvYVvuAc1eP8YnKft8xr3Jb5y9s6G+SemQM+2B/IN/XpO8ZBnKFLvH3ItdD1gP1CNdArDyo8vlbWpRmEA/JSioxTlpjeomr7xrQWwthnVqcKM3wb7DdfaaIe7E8ECal8B8Z36Hn34981V3iqPMB/bYrYFjThfJ3X2uzGXUGGL80EwLDrn3xoDN/+FTb8UyrrhmmlSZFY6qocPPHaxANQVqfiq+xBX0A61KPSxli+1+5V1uQHSKsV0yagXaqtuiGfX16VB1Pmbm8OfvH5F+3zz3/VTs5O2/NPPmuLs+fgyHjwFJPGCLnz2hF45HpVXeCYgWED1Hg7mcIfxqE3Ay6fPW9v3r1vP/vZ5+1v/uYX7T1z8vXqLh/b0ib0C6q34ky9d+C8xl7JY8lWNBA9Dgtu6HRd3p3hsv/sM/hxkK6zX3XarNWn5qEs4zpzMfKljB2hxzO25TP1KQe2W3JhzzBOIisIhLylT1yj5aYhuuXWj5iQnv6GJ76zzvXa6eI8H9DwkJ3lly4zGXcz1msbBs3VDWs95g/XAFu1JdVjhsaOndyvsGGP2pmnxq6/bsvrN9i1x+1sQd8x0bqu8Okn3+332Xd/n7a1t6AHHHy8leVQu/7wpm2W16z73FQ8yZd0tRlOfcEdNtJkfp6+OcUmO2asezO5aIQz1C146m6zvW0fPrzPiW9PzikLvmPQpzNOFxftDPvy6p2PFSN/iMLWxSV8Exf5d4pcLVduJmojOC+5kXdBv53T7gXj/6JdX10TX31U72/Grj1Fbje+yxD7G9r9+vD52Tzx2tauB9Y5YGE5P3joU1mUW/jxRvi6kgZ0Ffb7/OQ8+N2wDvJxXd/xf6pNSV9fv/dx6qMclLB+330OGqHf9bVSrr325s1r+HWFuaiMkOcEmWcNNs3+ALqQto6Z+3y/ZTbT4ef7D8s2Oz9uv/nqm/bHf/xH8GfDegq9Hb7SX8jm1Zuv27PLy8hMDp6Bm+MFwY0+OVqrv9VZ1B8dh5O59jd1aOxnfjKvfLf/WCOXnGzQnvQ1OnAHjucR0KFFo/qENnIT3HbQBYgzdFTdfbz16z6+nKOj9xhTrsPqJoN2Wo0hbWjnkTtXesgfKxLi0SvMoSfA5P/yT17+0GHmoHNurlM+uYwgUSOBoAitNJKGHKSW0riBEbtJvZggm3o4kxR1+jl+m0ndOJFzwFp/ajM/P+9y6nd3QjnLx5HHUK4Iywz6FKWgEVcKJX7AScwFoQrKVp3Q9pBj2kDdwSlqbFXGlcFmmAiwG7epb4cbDhCUlt4h+uKjk6YYICMXOkdQO+mFb7VS0OOsoscZHoNx4bNtm9c8hMPPwc/jjp2YR8BqaoFU9Ql1J018gNytBJfwbTAMQlOFZUWun4B6J5a0mm+oP2Ux2Ic+C59GrvMyDnnII5Ghj8sA6eTRr3c0gZM4KweEwwdA2u1fXe+jwzsdGsoO5Nx92dSdc0+s+K4E3x9xe/06x67n+ZS4C4/7vMfBuyrir+EYuviboiR9fLE6gEnBOz+0o9LWuNHP4IYmJ3ffLeZR7i4v40Gu3OYOLROaNKcbk8dw8dPrcGrgV2QqIVxYZPyQZshrAnmkdCiT0wvy1vqsOwrNUuKkDEnMIB9A3hsz9GcUtIsAZwScj1aKQ22Eo5gGHldLA34DbT4u6vV04uYIBv+GRczN+/DMO01OJLmbZF3+LKtuSP1lWMBSlB+TBn1eOJCHxmSnE9kaRT7FiE+5UR06DQkXf/Y1kaFNPDv0OOaTCqYsUiU9QH+Z8JRJp7/fLriaT5ka8tVJjSmT7BUMowyWSIwEDMPl9Y0MT/3hsrJKmdAIPS6QqLz0JHnkJJJLZjCEUE8b5qMhpJke2phMlRhPadY7fiiDnLqOcdQNAkQ/0K5CFdmzcJoGrKzqcjJStSsDpRPhsdnTfMXZO9JQ9dZkpjGWDXXlgUm1v84g0wbyFWIBr7PxHVo1NKt/i3/UAX+vVj5C4It8/biEd/q8a2n/16MaWWzjH81ZKLugo70A6ffw3UdcM2kiLwEmXEnM4shr904x6LYuupEH5Ueaatqj/6in0HZuEre9XvUkztEdRlA4LvnkEWgjj5nQd24OugnvnJS7vUzQ+tGjcMvTwdXvLKqVo4w/+98FAD6TtpXLXuulS2iDojKB8p62Ux8UmFW56LrwDsPNO96eWtXwU+9UPTnlmI1SF/TUge8i0IXE4tSvcLvZApbwoPoP8UXW8soH27Yx509wWN5et/dX79oKfTlfzNqzZxiWNOR1DTeZCd8i24Vjjys6SrJ3cYmvuG/FC3bSAHAkbfQ5rKCHwyhApz+6TruUdZ76mEvl+o+Dy/E4r3FiOHbKc/fH4e6cDz7qzGv2pyD8QXZEE+g8E3pc8aP41cM7CD/39cl1/TQL1NCuOekx2GQO37f5LUCuI+vhs3PHw/YzEGMrDNfkSd/qU7JfO/LCt/COOMeMzlNV/5FOvdxdtzetNc0B3Z5VCSWFcM/TodLwImPlHutfx8fHnIsCq2BkkRmOMb5WzFvOT3mf12zBWKqTxs6dngT5+vVXsT8uLn2v0bTmOuaj3KhEXxXHwc8+Apf+y7RBm9FtAw/QAME3UQIZ9C0X38UUfpEkzcbyH10pm2ILJ4eOVkoIe/W4or/Ph2PQgWF0ptVYVLUikjnVjh/biL52Lqt3UeI753ntLxsKtlttd787Q8bVe1mdV0JIwhM3CsGjyhWk8QGCIgMgthtQN7P214bFf9/+HqxfX5e2BnvH9pzXOv3yT56GB2QXwmPlGzDc43p8Dyc/IVvpfod+3ee0Duk02i6butrV7fAZcO50ZPPPdh8Bs377RIz9YdrfFvZ9lfkRvAKZL8d9W3h1t8N3FK7/uCGvZWJrwuPAUE94M4R3a8vB9XZ6+u5U7OBsq7enu0f+0jJ5SUlcVSFtBNBtuTbIwJPf0vnlb37Tfv7zn3Hd8k6yi/OL0CILY2uArxslDorSmSVT2j2xi7UFjCPsppe252x+3n79xZftr//mJ+0Xv/w8G2Wv31xjp7Nm2bgpgW2GvrXrJUvfj1F0d0ibLjT8Dmc/9bKHdWgT6cLLgY5yFa6baQOvhyTH+KEzXfqTantouMiJapNyylK2pPF9vHaxwObBhlne+hXaFTyFVne7KeArnhxHxqXPkDVPROdJCHC0/TqZedSubzw156k71n70h4/6rjwkgkGtnvZR4aK55EA8XRu4jjFenLVfN9j+rmkc+zfXt8mnLtf+MF9oGfhoXn3z6HuYwU3jsZ7q+ogOZd10Hbu4bmbAR2RDe1MZURNoN3sSUKd9OZv5GK4HK47a7c0mjw9rl0qDa958QAW5cgPQR3Zdj/lue98NrR0ZIZV/6NTtUkG6zxzkJrc3BFIP65w8CQUK0dp3K/i1as+eI+uXZ21+tqCO+3b9wQMMm+HR4kb70iEPfD8hdRzPQrsb274LcMbayY1Rn6o6sX+dK5GB4jXrlb4mxY5FQtrt6l17/fpNNlrF2ffmLq98H/t9O4XOz3/+eXv24pL2a71JNVk79fXksTcnM4ZLRu3jckP/IG8WGkQ3/hiyyfcxF7sIL3Xv/e6k6xCUk56WSQAX/BIanGl6+WcKMgFUWLmSHuTov/1nr36YBUcSLWdFZCIuvnf6HAwhmIFhxYDK1PfDORDrLqfVQjACH2QGQlb4Lh4KB9qgXsMipmBkI65ayo5wygXrci7GnGJyesd0cqu8gjGd5F1GC8TIVDCFTCwECfvIXb9znbvXxPXHBZCRMNGsWeDqB/Zh70p2nMPsEdRA2w9cXfd1mfStJYULxLuD8VnEg734Wm3IFMIEgPp7WtKH+MQRkU59xPU+6P3wlKtH1KhTQeww8FGeJm1or/sddht7xD8F0dlDfVXXQZgKxFFF2Y2Bwrni0++D6/RU+t49dl31hcuPltHZVSsVXwwPT2OtUdC+LBVltULxr27a6uZ9O0U5nJ2eNl/KrZK9wfheLVncUocoq2ddsPsC/XwqnbZzWoufNxM0onJXeTDkx7DeXO0GdDZClJkB34ByGdzlvWH5XrTpbCN41GURRVzlT0xc2I1LWyMZ3W5v+F/9YV8JvW8yiaRPKr1vYvR0H2c2uSZmYoguGmpSd7LT762Zz02O7pvmCRZXJG4A3i41VlTeqM0p6Sh0sEm9NqRuypeT4HWdkITAIxU79ZlXP/gyud46MThJzSmqPFhX8a02tjTEGbtuAFpizCzc7tqyhOtEij+aAaG6yeCHSHxMQDyst/ggezPpEaCX846QNTLz4a3vA0SeWNTNNSaIExfrtIpQSx3yRz56h/PupHjtuKz3IWXHCt/TTiwbwSMV2Af85SQHPye/8E088p9aSHc8qY+9a5TNzRhQxbPwJ78ug6VrK416Ex7yuhlI2A2qnK4k3TvYAeL1jatTrVWkNrbse9ohbFydBFEmSh4qIxSExxhanhq0rzACVisfJ3WTnmz8M8/VEkqheeumH/6aOjbIiSctPd0KVuCi3NJfgAbCmjqUMzfmplvKUbfvZvGmiZt6Gt7Z7OPa/XwNRLgVyA2wEXi3OKxHHjUYZWV0ATRqbCknGQFhm2MVupRh/ICnnM1De9nwcxEvX6wHejTcnAGNSzlZlLJVRx75yOYd1wegyKuHNGw14CCN+MqbDXSutYl96bIndTwt502Ms1ONPvsEvNF5np4RPyWpDB55Kv8YO4Svbz5kE9CbH69evWjPXz4L7T5+cQQvdVali1xVMK4vyB9z47lUV/JRLvUAkViiH4Jt+IOJqV9IB3wLzP9Y/EN42inlyZOK4NGuvYrrY+vQ72FDIPkRMP/TztO/XXdH60TWS0ePwbTD68QxTjsvx/zucZX3aZd3dw51PQa7OjocpkNj5BXZK2XkuLdO88fyAwiGUeTZ4Wh+Ybh8wnU6nnL9pk138uCQD2P/0I03AHWH7TlOP+aiP/HV5/rqqmUWgJ68XTC+tRvceKId2nLR+M3rr1gUrdvzFxfo8Em7wU5xAehpZXUrEpCfOnZGmX7zAjWx6wZYDvvkPbimX4z0P3G5Ur85n3OBSxZSQpnzMD8IBcTfa/gYITSsN+Rx4CdfknaQjS8gNwXIF51HIznFbWP4hv3VvNf7m1r1e7x1Ub/86byvMVYutdt+6FQBpjXaBl941XFxLWFapeOGcOYr0jMfm29oZ9ceCHwrbhTWGe52nfZXt/eM9zAFKQXgTanwOhtPQOIImh5WAvoB44b4nT9OO7wexfV6iPyWe0iLC/5yfVxUfOVxfVgIw+liWSBrA5Kr34YGH4HaYCxXmyjlrEOXNnC296gbcMq4TdvVfx1H+a57UH40vg83AHW9rJB6hx/sC6TE4PsRgAoNuIcuy+olB3xQCg260WSdd+23v/m8/fSnP2mnJ/P26sWrdnF2nj7O48SUYfqMn0Uqzvq6HOmLtmD8bO5jqKft6nrZ/v2f/kX7i7/4q/bl12/JN2tv3i7bmjVyNv/CIOVwKlap16dJuhvrve52PHgkbex6euebOBbsecnfLk/3xxuAvf/LYi3Xx4rpJQva7di9bi6JFzZ88asA8wn7+qSdzudtgb+8uQGusOOOmx/PyOuD3ORSNqkjOos+7DdEY2cP9rW62w0y1DH51MGe3nTNBC9B694Tbh0P+w1axVG7Uv2s89oNQDfR3IRys+3m5had7lqSMnYJA0XS+5OD/VS68VSPzt9mM1ct4HzhjQtPJ3tK2Xenu8GnfGaDWVsNRa+9qx3qSTRvxLrhr01mu3UzGDmg8esPm6xzxV86LJd3IMI7rxe+7oj8nj70tS71/r+yp+2TzS3lxNmFLji7/2OfyJesi2L/37UV89Pt8qadX563S8ADNW60La+vwO+mXTw7bXPsziuufdc8Rid4wUd4rf/+/QfmOE/FI1PQ4SGK09MZvLHPHeOMjciacwJx9LVrTD8I8qtfLNvr11+0D29et9//zmex2T97edFW779pP/nFr9vzZxft8vnzbCy6ZqSW6P0MZeqVjBAXKBfbTZAPREevmnvwo6+BPE1H+afAKjNfDWC/OzaFxA/h+EOa4YDpZvEKJI3dOfLGFREGiCJz6rAtoghP/m//5+/8MJPhDgnDGhJ1h8sFp3kJRjlVcX80SHYJNt3mY0yMnAK0RZh8z0cmWyATYQZd5fE9RalfAorTQWzvYGKQNp2FZfJU2Lvn9fgCqfoIhsKRzhNf2plmILsIK3DDawcISx6tqBp3ONh1deQTARfvGqXx02mE04FDOTsmIcoIXss7N0L64q5Dcg6+LqzgsqfvFaZp1q1xXGGdPPW6x9UEtoeeNoYSgidAvhzE9WtIyQI+OMqGHX8rTv93TfDi+wA/6QNiWNlP8pnKuoFkeOyXyFEOzyrtE3usNzH3Lrm8lvfk8X+AfF6XUtiD9er69ZJFrPSq9PM1KBSVd0GWtyrWa65v2unZIndCen/kBOAKpUrYd7Z5Wkb8VZYugmfeMVn4cQvvsCh3LrDrJFh91U9FXjLm149kjXlUnuLd6TXek4Ly0LZ04lC8KRoM+Ks8FGCwREbIa7ryl7Io1WyCGE5d5AUy0VnHCHS9PsVf46aMGScJx5B1a1TIu+q/lBvCyn6vJ24IJw0+lA4oQ4ZpFx8pvPOEl3fbPI7uZKVhQCGaLVyU9eHOOeNWuTXx2HdBkCafdL47z80kX6LuYwLqndpspC3kVZ1AkHpkCfW6iRHcTeu+BKZpBS7JRZcw8D88QKP4bjt420+NECp9NfAP6yvy4GbSZrnKBqDyqtHiZGZm0KKuGhuRDUAeqTebj8Lje4dOw8JNGXWym9U+htU/gqFz4hMn1hT7uAFKbw7XBEM//6Z5HK/6r/py8FWgxAuGldWhosofY8TtNXALmJU88gbcYXrC98cYSMqOVcn/GCj4Eg1MmOBpIbIvhv6Pb7L8QP+48e7GHFLDfEM6/N5iFCxv3BCEHxpOGk32Qwg0joAGAwbfvbIAYGm0O4yxe8FFNuBjtvadrcp7jYl63Ia2BHju2BGKGwU9bnrie1Bq8y56RH0anW9faJCVDvUFyj6aHLbID2TYeUuDKvjCQXlvXSZDERhJDzJOg3affl4mri/vUjQED+ngO0B/z4ppfiFYHJSjmo8cN4K89U6xtFIP2d3401DW4FPO7z1ZSd32YfCTAMLeVXdDdpWTtvWSZ19kfvn8IsZZFunkgwO10Bxc9BvO5kg0ZPWJ1+8gTw5hnL4D/8VZmUBE4uylnmsI18CosOCfwY+6Xu/j4DiOG+oZrsql/kp4oA9xu/he8KPuYZsPAB1QcucILOiyl+uRP86TePM5noLCUN8APa7r3KeA9Ujk6kmgnh0ugPLX/cwlyN4Ot2wAkiYOKYNHHYVMEKr4QbYqzxD/hDvkvzh3ZzgLlhE9Pd384z4bh8cucwy+/0uGuRK1wS9ck+FROMoJSLMy4sMHbE5PJIOHX/N0Y0o7KTe/TGPOffvuNXPBuj1//ixWbd7vhN3S7d9+Wi56QPzEpwM/x6PNi6+vNjDBn1jI7ppHiBaMH/iyG8cooNy4Yp6VfsdX6A3oapzJs9Jd+pYpv0N46kIZXEMdfviPXlXHuznoe7CVAWkROYukGeh0OPcWrWsPfZyHIhILYgfQrrzUzyl75qM8pTLw2QZil4ofoOt4B9/hurvYFaYNZQPiOcQ51yaNOMNhIXlSN3E1qxk14G76cB150h/a3unIHt+ve1wPj64t2+3KlBnC8QHnme56vQ+APCUf5gP7QTbsj7CZxXRR1WVGfx92rO/jvg0+Kt9d1Vt4KcfaQN2Jy6NOY2tw8jeOvD1/H9PZSBrClunxMCN5n6rfTQrrS90jv4fvBvumQBzK300525pf5YM3M7NmQu/99stft5/+7Kft2elFe/XyZbs4x4613uhFx4H4Asim0eG31aRXywVveHV+et5ul+v2V3/1k/av//X/1n75xVesUcCD8fmB5YXvi/Z1XXltBXF107n0BJK158XI9esxXw7z6Oyrzj/Ba/utA6X2daTPK9yj8oTDznU8Hmuny0P1ZZ+X8n504gSHmU9E5LQa67C5N4XRizdXvqZIPs2z2eQ72D35uGWdh3EEWq5ptJPkhv3k+8fpAwR8s4IuN9tYtx0de9pPvsmzklNvvIhHrVkm2egTx74x2Df6fA+ha5qrqytodzPSD7LcZW3gSW/J9oml8SspzLde+ZQS9Oagk2PZk38zyswT9oOI3hRSOdu+tre4uOlo+7bhZiSoZj5R34mj/PRG4RI56Zt5sQ2pR/sv7+cjzo1Ar2dz1m3KIrRtsJt98k787t3nFGH+cipV1HGubbQDfZ2Dtqf8cHPPehYepiHNp0nuV34g5bq9ePmsnV2cJQ+90Y6hb7m+y6PanvxTvqXFehwXZxfzdn52Sh9qs7pGVj+ha1RXrp9Ykx9PoAOeb9a37er9pn3563ft9z69YMW5bf/FP/jDdnv1Tfvim/d5wu/8nPU9OLsmyloHgtSNPv4b4oBqo+S8u7waJb+kDH4H6JbxDyMfgPOc9Y3rtN+87mPrcIz1OPu762/j1Du7WiJDOO/0DY3lRhhyW/7QhgaEw6fev1O+c3qGFIyMMhtcD2fOH1xHSEWqMw3RD6xArlhnezW4BbisLtiBYtPBa51tCaoo71zol7pSCF1UENa4UZm5QFWxmZbryqdyUWjSJq4zsrser+t0dMZ2GDO/uwe04Hp6h15G/9AZ353lMxlbriKiePTH8T08jutgXmEcJ/S8YvgxqGP3KqsyzPvELOod/TFt/yluzGfdw3rklYrdxpC5CNnet+d/FzhpCob7yZyeJjs79HofyExwSWLwLCWzRcl57BplQ5684wEFrA72tBNaNpPACmWtc/NxvJDQ+VJYlf+Ybz0smM92dD0s2P7YlbTTl4SF3LV30qOZwNBJvY6xvOsMfwy6jOs67Yd1dHcYZ7lOQ6/Da/lmHZ1unWHzjHmgqw8gQA8TDoSimtEdKNUeB5tLTklRm3jixLtaPo6oQdXlRKd+FsdqS8U9ak9mxRV/jcujj+A0hsMx3/nc+e5GnsDsVbAGYxZsIPWAd+La8fWdcS9ePW9//A/+uP3eH34vr8J6c/WWycEj85548N179IU4MVnGEHFRktW1eDo+CMZQkSrb9x12XDsBwQtm5GIAvprSrx5711OcOl7jfg1tA539useN4z2V3WUwYB7iI5NWlR0trlxcDeB1vWeNEbhDjfqHWqRrB5YlLxgEnGT7RnWMXmpxPLvBNjuZZsPfd2qKlZPNs8lpW2wZaxgyM+y5s/Vxu9hO28V60hZcny6P2tnqOHBKmnC+PWln99N2esf8gNElHXmJM2DY/rSvxXY83rpvfL0Pk7QBc11kj7jwOqcK7QtPA57ESDmd+RoB3y3lCUP4TJqgi1xRNnMj18Up73ROd6BBm7qQ2w6IS8AP64zD4w/t9D7s724LhA6dJgRjCTmNfFA+/QivJxiaji91X92BVjakV/rQj7c3MWidZ3yPii+IlgbjVrd+nVj6KJdNkEFXA3UjcQiDyMegl30ShnrKlR7QyCmAwsBwHdf9Kmef/V1g31Zv4yEczmdjcA5CQ3wcHmlzDOoG/T7Guw7Tjcd9+nYoM46Tx+P2Ot/79e9yfSPvKRi3PXZd39Smn+30PjxwvQ/Ds287VMPfCrrNqUz2uAobX2ALu9NygDr0YY99G/6uTqtFuyLUqwe1o2lbcRGj3pfaI2766exjXU7gD7Q5F3kjRIDhO/oe4/9Yz+e90UDecVqVoRfUfQXW2/VeHH2RHM5NeYRW/JxrtXX2/dT7N32MO+z/7nIDf8ijs/SuDyhiux2ij4f8rjME3bj8OKwb25bFVMvv4x6kj8B4YbdhMoJx+mHbY9Adjk+vnQv0K0/XQ6aXHd7t79wMIvwYmD6IwUddx6O7p/ph7HqZMX6H7ff4x9xhmx9z4iNYptsdgnHy6+/qfpf8j9sUdB2ntG+caTJ7CD+AuJKZcoM/zAfKaFYmQ32FR6WlfcZRZvrUVfTK3+jPrKJ9ygY7ArEzT+lV9b4nuXy//XH74ovftH/3b/+0/Vvgl59/6X3OtrqbtHfvl7S/ALyJx1ilHQJpw7acmzutHbrr/HgsrbvOr6fcYXq/fqzcuJ1xW+bt8JjbxVtO/YevrtCX334x180/bWf1pcao+7Hy2PHm9bi9UqXH8I/1HRf3xz7VtaAPfBSVtYcygdMm9aautpzl3XBzjNunxnXZ0vWx7uk/8/phEtMMj9ejXY4M+1i3jx7rj/P41Fg2/3LgwQ1Cv+QLXthnsbXBz5vi6+HUoDiP5X/MR+O8zEdE1DUwrp4MAXfQyQdT5sdtvrDNOmBhXWEB8qvcdjryDj3odE3mewuZGtrs1EMvvhfRR7K191kurVZ5XNh5xQ8pzubUQltuwGajnHrch1pCww22+S3C7OHC6ckp8u4j1PJlmfnN19X4LsEz6vZdxZvtDWMNupH01Zb+a9O23M7bdPGK5ibt5z9r7V/9q/+1/T//+3/VfvQ3PwfvSfvk1Rlycw2vruHfDesU7NYJMuHBIGzinX0SW1PX/eor6T+Uz+rXvUz9Xd1hfYftfdyB78hWjn0H86oOeP7P/8mnP1wjYKoDlyveKfAFwXZCmQAu0Pdk73cRWTwx6SMrVE76APU1SPqXyjfiiNCGAKRmt8CJzzWd6Tv+FKXcMbN+8xqwKG3ZHuKb69yl49omdUmnY4MgWZISREWEP8KBKL4yUhIWd2mA1rSV9igrbYEetiy4DVkECkX4OqjAs54h9XAxmx3yJFb44UIXD1+qzeKg2uELUlkwAH3gF9VAELaUdZPPWsR1cE+Fn3QoRp15HwO/atnxCSmD33EWt+D1BHSeUBuFiAKkvYOi0F0X9K6wBA3BUEG+2vysX6/LRwMFTwBZ4ShHwM2iXt+43h7eMDDM7aaDH//YoMgF3x2xQvkofT7W690TT/FJiy/3vEEJ2e4cRZx3MagMkYWTiROOj9D5cnMf2amj0J4qyt0eNwUH3MT37s53J6hwGIFDPsF8gncjxFNhsz/6nbDePz4G66ON3uXpd0cic4PvwmF8XfIoyAcNUo346t9xv/U4QvjVSZ1vXekZvnWhz7U4+b4w4zxZt8PPvIB+gHz6JKZOx6FHr9UzPgLsCUAnII/L9/c2eGemDPEUoawGqcrMC98lUTh5VzC8hVc+ou0JpbywnHyRHXlIeh5tlA+AXxXuuI5BJ73Bf2g39FPGiV5e689PFsho8UOEzKrOkmNyOV+ABq+F9JwzgdFPN0yAr7/5hvytnSNTlKA8bVke/rRBzsTWD8DIW+/yKcszJkhPq26gzZOEklGvLyA3+GVjifYl0RMUHp9XTwUZ4/1BU723kH4jT1C3fdoyrKsNAOQjcWISymRC2kobpDkB6Heo8iVbjqkTZYFi9Dr4xGTgV74w88TmwDert0zuLto2dUur3SyNyrl5/ZCT+Pi7ZKzltRRu5KEDsnBEBo/cvGf85kX71RHUK17Kgv0FkHbj2LNxyjE6srFc70+UeulVzpwzyK8sEFaGvVZ3+bp9uerrMKzPU5GektNAV/fJa8OeUE090gielhUX/8V4XBsB7gM/Mvag044rTsn1oiHyN+g8dc2+LXWxfUDuAXzfS210ozPEBT+P2MdgY+7C2HGOhltZqPjI4ezsIu8eyx1v6wz/gA2yr0H24batMGY3yKQfZbl89qw9e/Y8L7zOC5DJ4xhQL0bsQieAk47yxRRQjghEfh9AxcmfCttv43xDekJj13M/BYduh8kTMCD+hOv0dO9BbuK67nzMmabUfdxFyT3p6NJB56oTHYMlc2NdLSIP0dhfO17E2vFqMJehouIiN0Q+BY4V63oKGE7xi0GWKVnskJMcSbZxfXFXjsUbyCOINR6q5wkP+RQsx9x/rBvjPyD3wO3ScL3/+vWh8xRc8g/XuoQpp593hBl4CrbQwV+dulPnqLbQ9RjTfrTCF8+nP03Ad9H65u3rzJO+t8h3yd76mBvznVxTpycz7du3G3SELBJsjkaop+iTsq3KcUgzj/Is9N/ukSjLoSdyA5RrbWj7AhEjbF+Ao32TepAdK6SdrfocXNQL+qb3a0F91E+MZ4ELiEF86lTfRX9TUD/1D3aGfs3rBfKp+mkf5zrFMuKXGxuROfEvnL35Mcar8ppOeerTBssNG3Acg21lbKWqyqtf5XsdkmV7RbtxsWWIM5+tUTL5DBvXT7zGZiKvPKrrihfGOFptnNdjN1wrv10XHNIZ2YYEXedXD+/95ByqK38ctqNrjWJFHUwYwzjtIZTdaZ3SUnos8xtyvmEOl9d9DHZaxi4tFEIlc/qjPKZ16PLhGOnXvYzX43I9vJepfV1j55q3sBjpLOnifz5GmAB1K7uAdpdj4re/+bL94pe/amfMs5fPLrF1F2Qjc8Yjvk+oDRsiyoF8KDn0ZuIs87o3E7/+7Zft3//7/6P9L//6f2u//u3rdn2rPTPDlt6266V97kkzxjFQNj081P6Ax1kzBfc9vd2Nae1p3R/zI/UNcOiMe8iucZ5elzZOd72efb6MMZz1VHgY+4xc2/cxZ0eRzlKlp8innqIueZRXKpBHGc1HFcmoVss7y90TiM9Pe5O+c8wFA+rwtJ3vmqtHWFfDOFR/UecwNvt6QJvK9sStvwOw89Hwhw9X6ceL88tsgmnTi7n9qlPedea3Tu3C2kyUTuQW/HwyQ1mxLW3lmysfKV6mf6ODkEPXp54mdFxG70JfPmqknQi/Y49im/mBmtubFfKlTnANuSoa5sqYeu64nY+ffsPmDN3Qoo1qHbazhI7s91DHh+urfCDTR3x9cs78niaEoHZD2jxzGjJ/cdHO5gt48iXlr9riHDuVtCUy6Wbd7XLT3n64gdWeFJSPtMdcu1rfErdtz5+fUc+0PVucZgNw7Vd+t7e0C43SxzrcjdLZ9IzyrNnhjzxfru7br764b5cvZuArf3zv/G179epVnt6T79KlX32B/eF4VD7s+oxve01QJkkjWPKiX9clJ17bJwk+CiWryh38VU6M9dow4Pxd8roH8xiXvImhCHlFZed62Fc0xFUb0VMhhHbJM/mTf/rZD90Uy9fmYPAWofC9IvkaFdcqpCBAGfodpESYPDAvpoHp1CRsUVi+M69/gWpLGcQtiLnZl+O6hE9QRLm7Z3nK1YJMggtvmZhr66J8DdRavLjAKqOPsiq03afMh8I4FW8BF04g0kMeob4GqsEBfYaJlSHFfOkbGE1hwTail5+AYmq5PlmUEutu30Hd9XT9KT/fw1OLPGmjDkGaaNsXQPdw8oGz+QpR4pgoxHwPtDWEw4CwBv8JsAccXIIGOZEJ6ycsTkN6j+uQ6ocyT4Ppln0INfETFg9c51uH7jzJYkPSY7DGFenmGUGlw6lAtWw8YhfX+T9uQ1gDdpEL6g3KrG8AeqciC3NkbzH3yPIpooQyAG839fKCUsLnKBpPyhSfUDxuFKp4yK/iZSqIghW8u+Iclg0VIKwjXWXTF2vfMjYjC0WztLkh43ipzRZSHHNR+HVEuqiEJOrcEF+nqaRxYMTgOv0eR+uP8Qi16UCYdgXHq4s448wnuEnh5GK8m2wd5ygVczrRDGPB+BizHbwm3h7TZUMFWjabZbu6fstC5jb5vLuZRxgje/qUCVgIpERMwMAJG9wIxcKyiOV8TNuvVNW70OCV5HhHhx4xDsmAJfQ3fLJOaqI+80GnueCNkAVVpQ6uy2fFneYLxbWMd7QMpokXyeF70lTixzNp4A96n2Hw+RUxTzieDpN+qqSebHTCP2kVMd9lZ5n+MmO/Qk0nQN8qY8OXyOPZO+1E3WCYcnmEQQPFPk0L1EMbSlPkyHiuc5dL7LPKAnPKg3XkJht48sQ4F+rQ4R1o27cOZbgYS9nI0iB/Q1h/ylxBiwD9HggGpJETcKFHJeGh7VS7jBmy2I957+zQhlXKY3+irOHmKZ1aZMr5fd84FnQrPDe2PDuzJM4t/S2GjfttK/JFr1FdX5Bah9eC4SwW4X+fQ/rcYVjdMp+wiJUm6lEXaqRoYPn1ysxXVJQvJRIn3fXYefWKcaJZd28JaJxRpvoqCGQMWy5GDfUUv6Vdox4eeRoy/S4Ub5OfsHX52oHiO0X5Z1xemeBGo7w7gWbGpLRkA5AFyQlGlb69eYwBlo+/kOEOvXf74botr24axVi8nLYXn3ynnZ2eZeMw3U47WaSoK8Eh8pLY0tGiXyNsAK534UOIfNlHhXu/DvQ8evlnBp0VJjPRxYuh8AApgIOAhIPAR9we/8fAfoyzapyxOycKMKVkslx03/g69X/MdZyfAOUkeRw/Re8w9BIO/aYN4VxTpofz6PeoPvEr1+M+zh9HTG//cXAMDziI3xDu4MKjnPg491T+bCpwna/+ZyxYDgh+5rU+50flalzjQ4gOHOXZ2wgFEadv/SxHwoO6K76DZMdXXwencuO+1dX76p52975kHC56k0gyXUSt0QdW42Nn3vApGwuaneuZN16/+SYLoYuLc6xH5obr67bFXvGxK0GaHWtkR8cRws98AgQbgrQWm94NQLzE6ZstvBnC0pNr6QQP9aF1uDGnDlQvVH9ZiU6+wat0lZHS8pAnOuNir3jKmMyC/VkcT+sV3qi96hc9FrsEfPBzqpxJzHa6vVFg+cFFL5EG7lkgpw07D54GSagRzwFq443WXHjjZ06lbAdypP5dmPlx3HZ3PTyO1+906wwP5CD2/Mvk3fsLziGc2WA3D+BYCxC/ywMOCY/KPXZtX+9804a29Mb4jf04WZRL+TyE9VOQv2zWD5HiYlePGx6lPQWdL9pve1kpf4zLPm3v4Hz81IHf83T/gVwkhrxDNWmzgrv8vb3uewN2Rw7XQvqA/FkfKgfKLrJZ9NZYrfXNIGMw3XKZk91cYK3xm1//tv3i579o5+dn7fL5s7Y4P6V4729g6GPXE7ZaNrSHAnyCwLiyG/71//Kv89GPz794i/3ifVA3DSbZ/NvS7nozB0/XvtAPEtpJDBxqZLaXJnEbaNfteAXIu7GsdnfII9243ENX4zNuYHz4vqtPfnXX8+7ziUPlrbS+SWw2r4+PF6aUXMOwe/ubn/p0DUP8sqt9YBVryqnW9V3XyVu/uGxaxjTj3fDKm6vRGdN2flHri6vrD+3m9jpPYnhiLk9AsGbxRk3Hz40u1zu+EkUofGkHXSLOvvvv8vISG37Rvvnmm8TN6M8cFrHdHDhBkrQVlRvi3JRyI66Dm3/e+HFT2E3G1Y2P8boxic4a1mX2u4dZtA1d3yiPyozvDYRS8ilDZTfe3NzQvhtedYAkj+jmEeCis98Acd7xtVhu+OWmjLIMnlfQdHVznae2XNO8vXqHZN21i+fnwAXMXufYlTeFrz98aAtw8EmYZ2d+DXjavnn7S2SUPPAu77Bl7eyN53fXq2xs+ooonyaxfW9c573SR+t2cbaAB639/qtP2hk4X12/gR837XQ+i+72xtxsehr73681X996kpC1Nri8v4HX25v208+/ahenb9Pvf/SD76dfbm/W8V2zRRho346wL8smoV/4X13O+JhIbY1V/ehvdaNAHx37iiOjn4DkT2Xlqp0C40vWqWuU9sAN9kXSEhpcrzJPV5BiYtb2hgEQtsyxG31u/Pkpc4+75uzmhE5AeO4J39HROY9BAZciuQ4Y58KhNgA3DG5RceNPpRnFeXLMItWJE2GhrIaEm3/xqWPm5EoZ3SFhDmhdDBfKFsMrLNQCybo8MeEix0GjPyx4qN8NGT95LNzdKcTgCxg2rjVoZOLNhiXVKRwRZBaUwsoTVXRAh8PHRFx82knjDuzXdpzwlOtlxFv8HZQZmG4o2Q9OrEDoAvr1GDyd97ucdH0M4CDtD4I98BQWBBzobnoJTj4dMhDsO8IIzEfB48h5Txpy6GTjoLF/VFZ12kX6nwbdY4Lf+axy6qDy7RN+74NxO5GLEWQAg5fd5NHivIRVPMODwlX96RK/94PGpJOGE0TJnUbiMLCk2XeqKZOp3ztITtzSIL61uZGj59Rq3BhnXZebjn+P7zzooOs86NBdL7vJBuC+vsM8gu8byqYESTVmCqTHuLpruIfer10GxnzX9w6Y4AQinp22Md663r6GjafkvGsk9BNYKybXa19uS54x/mMjscprJLAUAa0xoM5Q7PST/L5fDeCdQDdKvYtV0OsZQ4+zXQrFbhGgJOAGSn8c1TxOTm6Oxe/1dHqZ1NrUZb5fYmPiYlL8R//kH7d//M/+T+0H/+AHZfcrC2n1oQu7kbP0BfIo/3djLzkoC2Lq1EicYWuCh0fgc89kLZ7ClD5VirUSfTTVl/YKGoJC8UT8vXPJdf/Ig+nhlflIG+UP0E/3eXfmknZ9xGINJm4c+kENzTuXqMiCJ7U97QLcezR8CG+clOFbeI3rcqLcCOJb74Mqveu8kcfrSXNRuPTovx/SmMEf4Aheqy5PFhgAZ7O2xaDYYHCs6SthBS8CyKj+3K8EI7ca824A9gWgPohgNDCOXOzCY1BJOK8DUGcAvgN0tzgEtx7uetS+sofTj4DX6lPvTi6mC8qXfo1+sY/R6bAantAGfLLPNbQWGCVnp+ft8sxHbS8JX7SzxTl57O4qZx19LtnNI0qXuKY+wP6nncSplymVRT24O7t53tJ53ReH+xjFEoNos6IR9aCPlCzJQVnx+L1Pv4uxeJY2lteM16tb+haeYOSpc++p/2/j+lgbQx+HXR7GMHa78TYG8AsQrkyUEf7/4ujXp4D+7vNIh8Prv6uzH20rMoRsed3jxnP1U9DdjlcHzrH5MRjbBY+Bi5A+BztXSr9zrItXH1Mq13khyB9wU2eIX/puGEO7fPZlz/9x1+k6pO8xuRJ0kSGg66SPufHc3csdtvUxl7LQ2dvrsi/Z6hNPiRinSjFvr9+wi8NjxqlzUzimboQnzgHeYBci9tri+IqesGZwdH1HDHHl98eDDAvOS9bbdXGnU7vQoW3/936wb8tuGPcJ5dGl3T4Yg3UJ1uPNmOhWgKoDhpWTGfqMpSu0oc8JCyfqOOK0uzpOT7nCq/Ls5Z1xOOJjB/Hq+HabsvfJUzB2vc5xuOexbp0882btZrjxZ2rd2ARH8ugb56OGLqj1O3h66RB6nz4FvkqEwbfzvwW4Tv9jrtMx5pPQ46u/vw2H9uJTcNiu153/OU01tFNt7V3Ho4fHrucdlxV6n431V4/rZXS9bvuMlAegbdrB61pvupaUlvLrqTTWCnSAaTk0g96aMCc7PztXq/+c370JfASt6XfIcEN+twbFBvOxSHFTXrS3dF57cuv9+/ftT//0T/No6YsXZ8zFi3azXAPautCB/nV+z+Y6eDnHj2kTOm8eo194yvW0Xk8fNx2M63nGdf9tXS8zxm/cV7t0eRvlCNCmtswa4pcolevbVbtZYY9i9/lKE3XM2I7rBzf6XGy/qXfsH9d3bqTJUx9vrTG7osxRHom1X+yP6he4DK3iZD5PY+t3PMc88vFffTcDTdMOdDNOuemP+3qtXaWdR7G0JbiW7GA81MTWOpn4vnlli/kA+bKvY09qD/a5ODfSoMu1K/ypNV/hVHWWvnPM+YVgP/wh7dr9bg6uVr4TvyBPIw12+w1rtmvfme+mJ+sA129Idpv4HumLRZu5EWZ7Pn6tYte49bANMrq+pdzSNZ46sTb5bHOOnSsP0meUuSbvLX3pWlWeOUWZd3l90xbgzjTIXBejouq3P8hnv9zSF7PTM9Zdn7bZ+Sdtc3zRjk+P2uffLNuf/eWX7fPPv2zL2w/ZiK8PnzinOe91+fO6u4qLU15oIycsbQswNTkcO3RQwMuPwSNjZBzXx1EfVx26TP0uB2b8F3De7Bvq7v7kv/uvv/dDSEHoWTTSUT5CFlMNArPhtfWTya3NGWBOxccoLTcVPc13gqI6mzDAiJiBv0yLOlSwGEQTZvf7o0tK+0JxUgLkovFSdqBHOHcAKRceCODrKZa88J08uUsNSEy+/IWhsqFNhiQD0jZQeM2X+Qcx2lDm7Ji7LI4tLqvsjtq8g3mEhS2DI7u8buIAcAAQn4IpA74+HlA+UcTbpp1O/XkJvBsQto0yANoUHHOyggFCgXxxM0aYWOCn7Qqn+cFa0wBzpevHScoYKx8xS/gO+pgeuGIguAojbTZ1e5a2WXnpeyQ1z9MP5Y9ZZINe+KBK6AaikFOYLBzEw95z0mpujAp3KgwG8BwjjcGu8qPHyG9fOBHJb0/q0KcWL3KgsXzB/j2elcLKC/DhZa2NQYiBpQKdeofbcnZ6+tj6e3np9+QNF+GdMlk956alRuHGDV6oyYlUwQW0CwYVoYYixCtD9ECgTjzASxSS7d8fX5PuY6Bcbz0i/J7J9UNbbW5hCekblAy4e5dBfwaxG49cL2/hKfTdnVKHm2BwFBRPoHdxBpeVAXh07GNz61u4u23nC19MK5lLZHDVTmHxZHEB3pKHrKGAvBOSgQpT8lUiw34IAtlT5tK/8NH+lQ4ps39UFsp2lJInGYe4BfzLO8CAbBKRP0Y9xRM+OYcnThD2PbJq1zA4s1Al/8oPfaBwaDjy28PqcrK22/VV+tzj89JQLxWHv44X+v1ockk+O910NAjy5qm69CKVeAcvX13V6EHJ3zEpgA14L9riaN7OZ6eUhgZ1Cv2aEx3qKerPOzjIk5MctOLpB++SeYrMF8d6SsKTHE6STrSlMAVd0cdw4j8ySh3i5EllXxJ8BA/zSKmGc5zlbCcDFnDStp+ZqFx8Z6KtOk6g3wcBpvLf9mWWJzRglKPfd6RNmSCfvXrRTp9dtsWrl+34bNbukC/IzPhAw0GXOsyXGL+jrQ2TKf3BBLxl4TxhQteAzCO2A/i4qydilEt1cwD8nRyFE2RwSp0L+uiUcSy8d/NMvUa+vvjQOFBSnIQ3mzPIXgTu76XKL1l7B9I7ry7E0D+Qlx6Nr2zRJvLk6b5jxlV0o7rLF4bTfh2b94TqOos4y4JqjOKGETY7OW0n3tndWk84Sj3wmrzm8w66p169yCk+WzUfzIuR58YZ8uvpBMeR8mDebCC6qJBO80Hn+m5d85DyCn/lfERfR9wFRrvvUpw7fsh3gp6dUOaE2Uc+zrhmOOY05oyAL5f2vY79Q1O++2Sar+xCsmVpYeYkbjvoVB+R2H1ci3ryuI+4EKcM5ASqixXkWV8cTqnszP5DFM9O/erdfZujIyboq4ntqp+PyU/4cjJrZ1P6SUPF07XIojrslL698JQyY9JO930qZ+ee7L9pr9991T58eNM8Qfvsct4+XL1tb9++xW67axfPnrdXn37STi/P2hG6Ll+BpU9VC86V6VsXKoDcdLRMaU9w1LgxLfMdTW7iLmNsQziyotTpd/D6PjfrCA9AqUBu9gFkxO8dpkMewcH3uDhXTcAPLK0JoF3aEsXykV7k07nnKVAmaIAwzmYGqBMwjhfkOuO1IMwcwNTgMcjCETLfwfGcMFkdN7uxg5zFB5R9X1FRp0Eeh9BuWAzxxa2g4ibqBvTBGIoXBXnEe8RvstcYSp/YS+g55wYg9pu+Yza23DTjIS+ytk+p2x4S8nVX4jzTUPjU+CowXBA8yav8a+cI6gbfe1UfOPEUt6cpBOdpZEulbT7bzvut9jQcgnp5fC2NYz82AD9xFIuOa9AGP29su3kiqBdcnNc7arlwrgGHwnno//B9Lw/jOVeI6rNPOqONBxV1ZPQktK3XfhgMvYLemM3PsEWwK53/GLPXN1eMz9exAXz03vd65uNZLNBCIvHKZGSQ6yl26BR+nsA3YUob+p6JVjefku3E/mN+cG5d468hbQWia/DaMMd6rwaLgnTLMQ9R/pR6FvbTQtxuac0v2ivjtAxtQsYpMhIOIDPhAW1kXiJ1ij/D3nG+kh9+uOmeBWo2gJnfjplnliiWNbxWz6+p3/fmUgDaaJu56wQavNmkfp3YPvip/9TBLgzntD+jT9BsqEMW8PdrrrfE3wUYRPAE3c440O/vS6W6yPCJ/IL+MajjBeeFOknjaHXs1vjtYSh54Of0NbaOp7I9WZNHUWG2a61jhEswPAble+LcF0lCj+/C8NZNJvuSBrQ9SoILehwtkpe6EA4hJ9TxxSqY0cZDoHgwto7KE5000KU9JfQ4TZs0ZhG9YXx7E825jCy5HkPldZzAX/pMm9wxkI9+DZDWhroPF6260hn20VAdP8NSZh920F7RfqibCvDMMLIYTRWdpj62bmurOsfOPtJuAL3At8L0qWWDM5GhhXlHfa+vnXCEvcBUyXhfgiNh4v/qL/6svfnmy/b8k1Pm3VmbLXxyiLqoRK3gYJ4v3Ag5g4/0N/3mqbX0IcL+9s3X7a/+6i/ahy/et/XNqn145w04xiIt3mGnZYTZzxtfDeBNWedB6INvjhL1u5tNyqHOzRJd36jSyeMdn+3X0Csh+zQ3jXp85GWAfu0N+10c+FSn7l1OWoMXyXHm43+AEvHr6YYCJboOc9inblpZCt1pH4B3tWk9jBJs/m431A0v01wPaJOp+9XbjO+YEa5HsY+o6wg71X6aa7e5jqf/1K+eVj89w+6hsRXrA4hsvophRufmQxfakvb1zNNzdTig89JNM8ejJ/hcl1yzxnTOmE4vg2c2uBhMvm/w9PSc8qfkY83o5p56gDTfmff8/LxdUocy5Rd0J5Mlw3bJOLzOfkOb0Y9O2UyLG66V9Lw/WnHw/XbYdDPk8Axb8WLKzHV3A63K5Q36zzUGcwL25PliwnoXEkH/5vo9trmPOGt/l+2sbt8yMbzDToweyEESusSpB15/+uqz9p1P/177+vVVe3e9ZB5Fvk8v2y203EHjHTb+m6xT79qXX79vr77z+/DoPnx49fxle/3ll+0DNucduPqlETfntC09oThn4XzLHOmcdPkcGZjP2i9+9UW7ubmj3b8HDawZsRvd9/AjW3PGzur6A1Mqa8vY5+gExsiJ64wP2/bNlzftj//+D9rXX/+iff/7L9ry9ivahB/YHNPT77QNdWzuPAznugemwK+j9pa63sN3T1WW62PCp+9yg4F52/Yi88q1Yl2jsPLi10yILs14Ud6HOrSh7TtwOIFO561j5NWPEh4rVzBaUBajo+goaqAI4wVw7Lhm8j2W6jk70vG+Qo78irV6sR0zt/yLP/nkhzZop0XJa9iJJJmReMrRYBooBDOh6Q9xEwaJg0sTm8jUE6PSyST5qZf6Yww7uAIaiyRnwnYCoGj4Y76CXRz/9tcqg4oHwUANaiVSdj4E4/vXGTtUZxSoCm1NxlnlONm4mrS5tvNMH/yxc0FnfhJzHdSA1MmFG1jB19jwoWhx8shmRegwfe/EKvSNnKaxzvwdD7vIdygaMHsWwYV5JQYb47tfoEuf6w//zRPwl0yOnkrNzjs/+7z6vyAnXZxIdUO9D1zqwR3QkrZ7+/gqyuygD9CdJEjNDleFmXBvKv4gQ2NwEu6+X0t1c1vgX/x6/4WAUTso6BitG++0EY+fxwFBwAXTAmXs+636qZblLYoe5Sy/TzBU8yW5GDwoFwxav3CkL4/Mt/HuBxipQB0zUtP5d49CcXJQYWQDiXTrrSPfTvZ1Z8brGnNVTyZDGUAd8s+vjekSDu7VX0PvlCPOdNvaoJz0USVEw395NPg9XCDuNZY8Im5adatU3IO779kTP2cYcUL2bHWgI4Y/uOeulWMRpZV2WOBE0uGfRe62qxyxX7uQoQGPxWfzajB8YnjSZB71BCyj+B0feURfeSwDwLZ00ufn7+3n9I18p1y5QZ6o0P6pi/onaVU3ZVxVdOfkhlc02U/D+CUcPeJYMYzhZz6NhTzWZRvwPLHgAMJpRUPPxxNevXjZnr162c6fX7ZzFnTPP3nZLl88b56wfsvEu0YePTmY1uFf7jZ5JcGEV0xKTq61JTUlPNvBFgW/YrJjGkp6vdu14M54/A3VlEFF36k3mODzqoFIDvQxYfTFRfFPXYE3XDvOanwKJdeVrm8qPOCq8DYE/+wL4wD1V/RyrqhvdO0kmM2S8Na4PQ4ZK/Dj2BUZ145f0/gvi5PfPrijjyp+WBYTp9Hh19t8r4vjxjGRBXkV66SEriPSK412s1ixXReCyhoNiZ+40JficszY9BHu4AWdJxhfkaOh7y3cvwppWMnwRI6ba54qsAvCH5loW9Y7hLOxZT1cSk/mgvkcYKycnrUFxuHi4qJNz88wXDBuSLufMb4Xx8gB7YjGGePUd6aw8FmyePSwgpxxMS0tjudrP+LhYyXQPWeBq86bYaSen1/U477DjQm1R72O42knDztENw3hntZcQEOTsrKLG3zza5OM3ZANN8hh8hsueTMuddGRua7qcL3grgJcjV1jnoLMd/jKxMO0If53uQGBTt+h8+aHaU/xwNC+zUfAOeqx+AEecu8RhwzaXAdLlY6zJDWI/wAP7Cf4JhjnlcBFoMKONULS1XMo38CQLUPAtEMe9+yG84gvYbHpML4mNf+fgt7WY2kBccI91T+mZswNrvdNZAuQOqvpTeybsu4haBx5x34HN1KrimgneIYuYO6y+JwxdzJdWAg7tjYItBXevX9LNff5CjCKLO+U9cRJbbigs53jqVG8xb9QFrPCuRx4ED9lHqhNDPCIDTPYFolTd4bj8NxyVmRfGR50VPSvsepDylanpmzmR/RtGhrstFRhBvkuL5LnQIbkqjyHRnWMqY5Tb4wplv1aXrnJbH020SH1DyBeVfNeFsrOkhdea9NCunGmDdA3oqxP/tQjdN5QdrwWT7LJmXC5nUyAex/Pnd97vosj+A9gW1Zhcvwe7gB/6zAAgN/lpE7kO/eYb99Od/16EO+4cbv79vd4po1deCiE63HmH18LeXWF/SCPTbdBIDYokA12bMbEBRnbLd8yjuXuOk7dRk17MugjLu//xXXcuqtr6ktx2/sYPO16rR23Hu5+baQVzn1+G/u+QkWfoRV+qOvkx49/9KP29ddft2eXz9vl+fOc5neT0g1w1/7KbW54bonjetKYf0+ftWcXz0H5pH3+y9+0v/6rH7d3b94z/jft6vauLbHV1nfHbU0dG/CiOZEMrjo5/sA3DYiPU2a1le1XXaejux4/7v8OPX7sl6vy1pWbJQf1ecJr7Mbphg+vdR0vob+Lu55s8Lo2X8wqeLIs70d3c84b+6CWcUSisumJOLV4RJI0x7r1e5ExP2XNBy9917k3qGesS9TZ/Wu9muYeMHCDNnse1GW/pe+GPtDvp/vmrCWNu7q6AZdJXi/lo8PaXeJpWFD9ibs3MNWd6lJP5Z2deSin8nvyU8TdfLNu3x2vrSlFO65510paBXnETx64XtHeVM/rYiOTx81LbTzplB+egvQRY+k1Ik+SDLwWrj68D+3yyhsb9ehsa89fvGB+etHevP4667o8bQQdtpN5AnrW0LDyUd/lur169Sn10SBrmMvLl+3DFf3F4uTmxn6Ttlp/Ow+qszbMkfLx05cXtD1vX3/zFn7dtfOLF7Rx3Hz3+fX1bU7/uZZbrtb1hBmy4bzh+wbdzFu0d+3Lrz0w8qZ9A66//4e/nxOc5nGT+HrtFiqUKxfwOIKCnezTVu4NNA9DDPq+Q19vBmRiXOmJMIdwHzd9D6xuzmKH65Mnh7coalqVcr7Fh/byjePfoP91/k8TBAxnnqruHRxaxbWee3zO9/B78l/9s09/aEKMMBNtgKxWpO/dQokIsrRajVlRTRxQyYKyjhr7AZFCtOrY0hFzGObGn6aI4JInBBKnnxNNQViibVhBq3CqdwLU79f6KR8s3XMgwk5RmPEcg84qw3WOUCedASgzx+FAccjO0tlJ0tU7EC6Rn0Z1g2/L3Xf/Fq5UGXx7Jj8S8wJ6hMxrM3fUrDebpwhKlJWJVqYb2vdyaBVO9cRySScxbcKA8Bw66q5WQb++p/9SEY3XJoUUyQdaFezo1FU8DyIuauPbF9RBn0idg9aK6q5NGYgprBu8sYuQSs9wrfM6bXa/u2o8NO18QJR7PlPGdRmWcmF8sqHCpFsOBeppmpyyUWME4Kh8B26pxUfhVisWxCiNzeou4XxdCYXCUM5dGT/24NdHVbRrjy+TR8o8+eNmX95XRqNuBs5YeOfxHPpYZblxoxF8TnLCzw0v5QJ+ulngJg3KyYmsDM0+AZMHz0dprcc4r1UpTgbFh5LTMrToU9oyjNZOupsUNZ7KdV52fiZM+ZJxwhkPFe7XR8duwnhNG/KSsEWs2vDyFmWIQhHqNKm4Ck6CyiBjn7wnOR0kOuJaG1rqHHWGxrhxt7cfMilIa05Dpj7S0o/iCaahAd0hrxk/GkN9AenEkAUI+V0Q+R5HX1xb7zxL40krHRIS6XtrhVJ5Yd38ZIGJ4oF6ihwncwYd7VCffE//hl+0b0bz6eCV9RATHnvlgsZJxLgMH2WAuMXFZZueuVlzmmPzzz55BbxoNxgrX775ut1e32DQrYf7Kd5oGeqFVkfp7fFFWyGlwhqebzROkFPB8Ir+2NAPgno6wITttfeFPTEW2aLSkGDlEKKEGe/dz+howElJbZRTXmIS42QoFCj++C9YEpe7rLguc7khJC/Mm3aQKWkjb47b43st11w8elLFDokMpmMKqCK6PZtlyJTGnW1YrQvTPKbjZjXjUX3nZqx9bFy+VKYB4bj0Tq4dEsEa8cC6AE/w2nY238SXflN+bL9okDe18ezYdnOsvz/KcV7zVzJbPb5yQJgO9Rp7PXhlA5CY/OSPujbl3WwLakmTeumUDmn0nnUwUwfN0VHI0vzsop2eX2Qz8Ohs0maXGKh+ke1i3s5enrfFs7N2tGDszCftFF0F+uCuwctY26zaHYbSAmPu0hcszy6zCegi5eLiWZuSH3sMXOEqfh5bDm5PQ9Fe+TLOCBuXMZE5pVJlZ69tfw1yI1c8P3TmLXmthb150nL6s1wvNy4PvZHpp511ddk9dNWO+Os/AREmw/xPfuvLVYAR+ODa8INrZWcIPwb+/5gbmnwaMLij1zqEnj0cTUrnZ/zJq+g2x3SNQ2/2OtsIZZwKXpuKTCHnGVOMr1QBeK39WKd7h3E1tJj0wY8xHIYQ4XV+3a+fbXzMqWvGrvdl9YXV+ktEb+YBFANH+YfyOuPGT5g89Ct+zb9iK/8GeMBuBlPGNTopNyzQSb5U3cWViypvPspPF1ne5Xez793bN9C9zTsA79d+FdHHr9Aeygr0+o4r0fS0fr3uhnhPwWCtdqiNPewNfj4aaDkXpOkN5gj9IOhCIWEJYyxaLjztfa2OLptFPagLi6DbXo09gszYuiyUZKszJN0b6lKiSn4Arm1W3RK9nf/kiOwRSdnEq//kEfikfaAqHq7BVSh5tax6Gg+IL37G2Vf43suJyiW3fqlf83jiXVvO+qybBP4LzmVERiakv3hQdkGHcZrO6zFowohTzTFWW37Hz3Ek86u4jC3wOnGjuseut5knZp7IE/cAn6E1w/Icf1fPQfl+Ha4T7GCvjgEBBAfD8vbbkH7LQKANYgYTLXH6tUFB+pDn0PcEX+/fMdRaR598hsVliHtw/Ygb0xzbEycvHvWt5wD6Bqe+p9y1zeWNG3/2qeuOn/z4x+2bb75qL89ftOfPXrTzxXmWXR4+cJ2N9CCT2BI57elTEQvW4ift+mrZvvziq/azn/yq/eoXX7R372/a1XLdrm99r1lrftjAj3pu1CsZ9/B/6CsoC97BcsDfTSHD5tGe7huA2bBz7A6u16Hfocv3jhcHfrlKT33ot57Wx8fhBuDY9XL6Hb51DZ2u3/LUEnT3E2qGHf+b7XXWVnUzWTsHbjLY1be+p69eBWYfWUb60Jng5HVujFPIulasC9ce+qA/lFm6MOAa0cMK6ufagJQex5y8oR+wH/V7/XUqEbv91nWO7/SjLCLuo7A5PTj3MVxsZOK89jQz2ICYJxWRhoWnue6ZB+j3myuCjh/1lfx0LeQYgnba9CSY9qWvCohMIoQZT/jGedjFNagYa39u4JE2rB8sdIPMDS9fgSOu0q7ut0yAa9etvi/fDUNhgf2pGa30uvl3ib347u1XKZ8nXeyAwXkowptZN9fWd9+ePX+ZTTrnnYuLF3nE3ce4P7y7ioz6ihOfHvPxZJ8a9IlED9Z8+p1P8hTWe8aFm96n589iB6/A+4p2vSkujbe05Un6rTyh/cyNhM+OfYfhfXvz7n17/fp9+97f+27k4vklNJ1N27sP62FNXvsgyp+HUhyb9imMCl2H0OW7Hyywz5VX0+RQz5NNP3sg+xTqSXWFXKAdstaTo4LdTN/q57ri+vtgnZkImZj2svZwInFfOv1vxyj7U3SSfVv4T/7ln3z6w+hBEZJIKqpKhopyAggXQmhEJElPhbg1RGwU/FzKJIXLDnYwbGGwyNUGoMQVkVW2DAPJSs0VD5P7dXz+9bTEiZbCrGIzLnfkBmYe+AKiTQXUGyIpk0opZ71hnp1bcUINNtqRgfaA0VVo54/Bxw7irD55KUdwaAb87OR0HbkBimVKwxdUGnFc+KtgCYhxpiaM24XBredJJw+4CN1QMVx97g5HtbtDcgAFuoSSKq2zVyUPNPKhLQaj7YSvKspSwvoxsFJX/1/+Dl+84DmK6+G6ghcMxNTdaRr6L/n1qfBB2Q6m4fv4eXFpkIcBck3hcZnaKKpyyQLcYCCvUTS+INQ7PHnfFwpOxa5icgPPF7X6CXJfDurgcfPPj1Vo3M5Z4Ofx5mxGIA8omxMU+HTm3WKlmzqY+KVl6pe7UE6e/HIgxqin7o2KCYWVTQSM/j03qz+VdftJnqeL6AdptB+kpU4zMm5C0xBPuN9t7Pzrm/Y1WagMqNv5gEqFbHJ4DfSwRbtRIPRxZVic3ACsDRDlhALhb1UaeUGxRVe4uJEP2US0jTK011uNa2XRDUBPAN5wPZwAhEfWV4sVaXAUFW+OLE8FvrejcLNJ20xyeJoJPpNHyZh8DQ32FX5k336wzwaaUh4QZYdBnSbFDXU7gcZPJBot41/8KWDY/EO6dHhCkEqiB2QoPclEpb4kRLwfpljBl+vNui0BNwF9PPj9zYf21Ztv2vs3b1nQwTPkzE0lOKg4ZGwVirNde71N/Urt3Bqn9XRSpZ+fOjsVajjQd/6yUQfc+YiAqMs+GTKMK3037PbtdV8+ECaeKHAtDDq/S1aqz6oMtPW8EVqiARd53oUrPcRfz5P6UzQQAxYeps0oMPJQzmY13ssAEld9ZZAaKFMnU4jD6KjHUuEF18mIcyxRYzb4HQuOHWm1GzvtuamAUebjgcdu1LvZxzgQ/z5JZwNSvIO7s2DNlS5bBB/tD56ARtmOjrTr3CquhVNky9aT1zGPnlph3KKPPMmq3nK6c1NCI8UFw/2JH47BeAJP/bOzeTtd+Ej8CQabL3w+ZZypC6SfOhgzPmLw/PS8ffbyVfvk1XfbKXrPmyCOExEgVz2KJz8UyI+4riu6r9PvY1L5qPkx5MFn0oC841H9YSeZ0MHrEdhH8SlTwCVu5/d/RvSLXFccnDfySddx1mWM48Z0VEVPO3v5Yf69s7479H7Np8pU6ZHD/P5/Cn6X+115fDjy27XuwSdACo2ivdwozHje9wYuxeRrXU/cLSawr1GoXhOyMElm+7LSxvm9wapsFIDPEK5H8Xzg01xPO3nY++2w/3S2f8jvB/mJG8eP6xAmDOadeBoPFJ4A6cskEDuApft4F6b3LtrUKAzc6C1CPu5PXu2N6XRBTY4Jb7Lft+ur63wExFeYnPnlUPjrwslNPwYUebC/o3OplOt6rcsDrBLuELkj1G9I2AuZptWT1oMeKRIsK/7pIVyF61GlutYVj5Rl6x1qpAJplF+5iSwfrJQydSvQIPHqA+JTCj81pHHBLNZlQN5V/XOfIBjmqvgugrWr9J2/vEll9bZN/V0PpR6c0ttP+4ljpumRfzJjASkfpRc0pM+y9VSGi+e67vX3cIfuDuN7mnbM7hfay5de/f6qC7ktPgHQCb74/Ddr/nd/HNZeVQ5zcxQ/tt/Ql7EPB3qEvX0gPMS5ux7u/ozxX/U/hLRvWDuSesc87iBNfnDyQeQBRHQBZeJRnznLcAfH1Ph6lDIKj69t4KEb01u17eP0H4SHPh/L1thXchwj8sJ+lKzaAPybfAjixeVZe/Hcd/r6sQ5sZTd94BlmQ0D0nK8vL05Zm2zbF7/8Vfubv/7r9sWvPm8f3r/HTvRrv6xHGEgrMvvSgbWLe8DNDjVCd/R0+jscUJj1nX8P8E/8kK4bx4+dceqPjzva29W1b6v7sCThXv+43XFYd3it64eWhPHa17HpWsr5q/oafjJm+0c1PG3nIYHJ0SkVq/OoGxQs7zrFvQudOsSbJ27suZlXp9TIg971Q5AeFsk7j1lHyIpsALrprmahXq/1vTbefPr5iCT5T8/UX550u6bP1jnlN81rs2xd28FNq7o5JCrawT69ck1+NwFnvvvPMYg95RzR+5iilKEK7Dz9CsITrvtBAj84FbnkT6lwY0897Jzjqw20ylZ+Tfra9/7VOk4eZJ2c9dWmnYPvM7/oe36KPTmLvMtf47y5fH39lj6uGzY69bZ8V6/J5yWCq400W5y0myU8ON62U+q6uvbrxh9S3g1cnyDDxM7j8mdnam3LrdvzF6/A6yRfDXazcj4/awtsV036G9boU+ZIb6LX++WJdADaxxDtI9ZnszXt1Sn4d2+d+HyH43X7wQ++1xbYzEvqzPqUEo6nnfy6JmXtqS0sX7psjn2BokM40XGOyj4Gsr8W/Y6zP/AC6k0iPaSRPhXIHxjHDbKdtYZ+ZI02vEZgcsJQHIgrbURZ5ROZtp7Jv/yTVz+MEguCFDBzKqvfsRPoDnlRt2IK4kuVbxiwIqVThEMYObMoQ/JOfQcbOTpYBzjq1T/askNsU1LMFZKISzyZi3nkG8IqjV5JFlcj7nbGd1eGCH5dUkT8h060bTcQUjdpA9QkBruAlDZfmis/dQ0+Y7IugKrH/+FSfopOLXDqurhTTjyzQZD29Kvt4GUcOMYNcYmHyfEZZPabDChyjS+ehW9cC813XJjPMiOoIvgu+qW11yvGxWCu6TuUSoXt20p3LEuJgwYEAFzKlqt6yIlnuNNseAfD9a4fhvgHfQd0fsT32paHMoY1Cs03sAC/rq1PP3c8hnD5FVYpCqsJChhEFdfk55dj/W4sELFZuYCe53Ecj0VTBYvtZZ0uI/8M+c47+QD57AnA+hKwEw1jA57Vi1ExNFGq3mHJSTkHp4YqE1UUIkpOo7WOf7tJ4mThJCLG9F/kveRI+vvGr4/AuPAXX13GL3EZf3H2nWWLd99yxZ5vgX1d/W3Yvra9cr2fnCSXKN6+mFeOTIscDvLkZlvyMuFqLFhl6hq00gblLa05AbisE4Cmy4d8tt4PGQx1CtV/ToZO8p5g8I4GPmU0bnMMXvzsv2Ei3+M30DJsAOrsk6Q7OYJHJtPINciRh6zJa93eNco4UV4YI05gOaOg711GoPg+0Al4c0T6027qJXWIs94tcuDGj4/5iquTvJs7b9+/bW/ev2mvf/sVtSlj0Ej72iV5eTsZ1Zm+02+CkVDvKiqYsJj0HSbtbomB4HvjNoF6ELhgcu+7JdbgV/3jRAWFwbNvEBePfG+G19A9cF+6wh8nLq1UeWSk8aNwxqJs5Do+9Tke6ytdVVvOIRJOU9ZprMUtb/1cF++q/61YfOWhm/OrW41rcXZzqsaxj03H3KDMijrkr3zTYMmdS8abGy+quWMTRA7IKSWK5V2Ktkl9PqIsOcUXm3AzsPggHhPGc96/QSb7t+gQR/UHhrwbhJklusw5p1nWPFwZZYA0g7n0v1GEa8wM/TLygzzuzPckgvexxhtjcXuDbroWrtv6w1W7vXlLPPQSv7m+Gvxr8nlkgPx3x23LmHN8bla3+cKvX2w7xZDyQx+ffPd7tEIvwSdYVnznp+yBCnIjU56G0DL4Q+9yrRwMeRg7pkjrY766uMKPQ/0nv3UGEkm0rfU8ul3C4OusWxmr2I+BfTS+7vNRxX7EhWjzQit+6XEoC3rEa4zVyAP3h37Sf9cvsrjH6xCUkuL742A7fb4fg3wM+C7Jg7QxuIHYaRE6LZ3WYxcuSaJOomtO6WXVoTVOamyUq7EubUBVHjfO08PuLxp8Cj5KW9L3bY/r7y485ldF+cffEFMQO8HEfXn9ToPv0ethXY199VeVW/hhAPWfGou89qcLfXWaJyr2ugMdQx3XNzftvY8Ao7AvLy9YiJW+8wRH3WyyPyni+HK+wdDvelO/dFRdmy83QigGF4gjGBJJY5ybIZtp9iNxdp25bKY4UPmtrXqdWK/JoO/YqtMMpb8F7aEaAvrOfQaLP9ZrqRROP6FfM1dbJ5A6zMEFlfjzwyedt7rO6w711EKFD9N06tKe1tN7OHBymny9zIM0wHmsx/c8wqEb5xn73jTs8tP9sVN8e52HkHR5MXI9vjtPMel6/GF6t430tcMMBz9QC36DE7fH6uj8O3TGVTx00s/8T1iQzBqWdVjkkO5eVlBLfMzVZin1Ji9uCHcYYj/ixOkjznoGN8arg8X1enr58XDwDEK16xwHEi0+bt7/5Mc/aW/efNM+eb5oz5+ft/mpJ8hcU7gOcK0A/90cJjyde0P8uN3e3rTPv/i8ffH5L9ubd6+Z1pft/XLSMIGYytWmvqfMDR83gmpdfrTboA82xesBQcPqmY73Y860yMOoTJcFQT328fIjvgwy5XXNA6aV/PU8vf7ujB/X3687uKGmbx17O7+u86okX8mT+up9hX3T3j7RllnML5LfPMq/T1yZ13TjqgxrjJOa5zBXYmuKd07AoYDroxn1LjjL2PaYJp3X4zTLCQs3fqnUr/HabjYAsRljN1J8s11lPaCc+XSJN1BcK1xd3bYbT7gtwN91knSRpzYdlTnlDNrhSXQ57sQbwdAT+okjlfzIWzZK+9oC3lGXN3xdq15/uMnjytKaj6NY7zB3ifcnL57lJPrcNa83wsUTxOdz1m3Iu0+/Sa/7FLEh13d50s46/EDYcu07fsFjsmk3y3c5/Xh6Mc9jw9e379vt9YestY4nK/cy28XlvD1/MQdn1w3WfZ7DO+kbdIp0zBenjJVVe/fuXTs796MrvqvRU4y+R7j6xPyuBxYz7JPpAnzPofGqffPVu/bh3Tft7//gD2ITn12cwX83F12bKWPIx8AHN3LHT5DIk7GvQwqGUPcNlWwEF/fXdm4/rkzSh0LiLWveHt7HeeMwcxA/+9+1qS51E+fTToadkx3/8sh+ti/znvb/+k9e/tDWslvIL+HUBJJU7PouQptKaoD5afzutgiLDahu6pQEgmZeUDMOvRVXLJFhgsi6gKWNIEwmr00frg3r+4Uwuj/59Qv25dcKooQJlN2BecibI5a0JzME8d8bHLSR9hwICrXKLCwIVNx+8up+lSn/ngV2N2qk0ZT4aRPHQHNxnfbsKHzTFRJ34csgq/K7soLlLaPfr4fyjKX4gQhbQbKQp1+Lf10X7OkFxJ1sZKFa+7f6tAxm6y9hdOdeTMXavu1pKqLauCn+Bm8RGPmhiXBdldvlCT77lNy5sy+7j6QadtNjXIae41f1GN5C367/gXospWREUKGhB2NoxAfclOlf8/TRSTfosknHCteNuA0KxU+Ta4gfEe+GnhtSbvJZs++WUzF7R9OXastW+ZzTf1He9Q7A3BWCV/n8OIMud2kcL9msUMapj3L9HYBlhFnOycsXyfbPtpuvZM9wTUolw45oNwBV9vIlAx2+5eixvBz6MY64zlvbE6iIhHD0UfBO1+H7LDLJeDoSUKlKQyB9RSmNHQKG6x0aNO1kZLS9ZoLKk+bbse9Q5DIbgNfU5zsAW2h3A9B3P6RU7mRr3GTaolzJ9syX5IZvNbEql/rSSa15XLs2BW23+IMHQAcELTWcnAxBJkfl9YnPCQjaqpdUU9a6KevGB7khqGTWuzYyph4pd9MNeXDckSbIYvmurEY/2jJl+zUrDMLgE95UWz7O6rs1rq7etW9+81sTml/ydTEWw0VhNpKSeTms5QA3piL5wYmJBfCF057A9qSy96u8oZMT2YO/cpBaHiWlkaq+d9PTuNCmQSr/djylZXkoM3H9FQ1exZcm+ycgj4f8yUH+bJZZRjnyGvnk2vEQkTWnC1fSc628ganzQ3+hv9d9/G49gRo5wRDE8PUkjE8rRFapk+6tMU+cd139zP/q1kcXlF9MZqsGr7yuQZ923fwTXFxmgoZ3YqFc+/L3kjXyKn9uIFsGnDJTWA+NO6/Zz4tZ3RV1kzpf/KVOH5t1fCoD9pe0upGmDMQV4QGjlJC8pF7dQvnoa+KVxwXF82Jj4tJvlPWDIevlbb6SttSAwhhafcCgev2u3bz90G6B5TvGGkbkewy8G9I2GEhVzlOzrZ2fXbbnz1616eVlThgtV8jdgI/4RrtyLQ0fc92QPoTu5jCy+FCQ+Uz6B7hTFkZuXFbX5a3Lo+H6D2NwmXvxxTj+0M89Lo8WfsTt633oerwfZ+i1PQ5V/1P1RH6G8dXHxYO8kQX8JyAL4I+4j6figqb9qhySe4DS4ZYW/07Lt0G7MY5+GePuf/vKcUMkY7fABGtNi6T7M924nm+oesjLTz9gf1VYrATj/lOduA6zSdouvAzri5d/H68/8igOQ3l1mfglDloUj1wOIJ/Cq+Haj7TVzSQWWAw8X/fgzUUXcdoCznmOEG0J5WPFou8DY9qP9rxg8XW7pIz2igqPNh0P4dMgS+oIqdHr4PUO7D55Dp67vPzvp7VOWCiU/er8YjbHfPWr4JxU/V7jUBy9CWo/Sk82iLRVuM4GZeVKacd2Ph5jHtsgrUbTUDdhP8xhHYaFHlZPpAzjwz7Qpumuy2DFiZt2iTZA+aVpqkbRts9qDiLvyBecao3KjV1A32sbd8zknYnmtcwAYzeOfyw98iy1tKNPiT2A3NRHkMG5PtxBOwcDoF7LMypF/dWPwzX2224o20jXrWmQuUJ7Cr9gH87j6PZNiN27MQ2Vr3jkDNn9B0DDA6qB3IzrAMXeVKLYAPb6w2vrqPjHIXTBF+2EkpA9GFe4en2YXtednk5Td9IWP/+fdvWu8OKZroc7OGZ8lFN7ggja4Zq1xY9/9NftzZs37dNPnrdz39vrRyNIVx9FV5qRvp2eLdrbd+/bF7/5sv3iV79uv/3tV8zZvvMTGx7evbuZxYZdbWqzYOsNGfw60Uubd368sZz8Kn+Pp3g9Rn93Pa3LQS/X4w3revnu6yq8z6u93sOFhXn283uva+x6/jH0eHEqvIqvlSR+SA1h23M9l1N46DFyFI+zFrG8T0D4jtWSd282uHFluU02le5Yh9S7yH0iSfysz7A2oO/hs6wf9rCcbVrGtLIRRYi6WRP0sL7v2TMu7/xj/neS8Ka0tMwXniYEt4xr1ifrm+CvjeDJNteWK/reG0G32LFudtVTJ+6PuOEDjoA3hNy0onex59TdHo4gHy7vRMQug5vIGmsc1hb5IjL8sAtca/nu2dls0d69fp8TgPXFfmkoOmrNNWmfPTttp3PLu56x/8gnL5k0NvmAhwc0puBy126px80/7W6yZG3oCbt84BK+Ofe5ITpbnLWbJXYpNunGJ+2oVt7Kl4uLs2yY+8SKBvZmxfp9vcnXlX002HnLG2fXzJFusJ8/8xR99ZWPWXvYRt6Lu3Qszo6YT2/Cm9PZWTY8r9+39snLU9YKy/bdv/dJ3l+INFCmNn7Vi6CLnoW74DSWzUOoubPz7WFYF5GnHiS0fNNzLXaE3X9SjwlmTY92H765/zDU6f8qY2mjSGcNaErmNXBWPlwasmLgH/z6F//s+Q+dMGoic5KJRWA1+W85wzobdQKuWctBBSM0Xp1QsqiESYRc1Pi1QngzFCaGcm7+ZXMmBMJIfYTfY+CC4upSVr82+Ohc28IIEiwTID5xCKyLd/Ha3WUyf78GXGDK0MfAkk6s4xNT4UWUiiRa1npCxM4fu+2EsvjdEE3zuOoOfSdRrnq8VTtQgGzOOCi5tC3ryRgy79CJvc1iOZ031KOz5TyGNtRnuV5//RhcWUDRk9ChL819sjR8xABVOFSGVpCND0O0W3dL6uu/orGjY8DN653S3hFongrveDFkiev58cy3L1/0dZc6gG7MpJxl9lkS3qAoVXwd7Ad7ssI+QqeBonFSEPnCr8fWfQSzNsJ8p0BOwWx9vx8LZsCXsFJL7srMMgl40gzFtkEx+YXZhgKGB1QJLxhMu82/2gDUKM4jgMoWbclPj1b7vjzT/EqP797aMNl0Y6tkz7x1ByuKNkZ2SKaMitDtBvIRdpOiNoVU6KTxX57JS/nD0qJ4idvxjrQdrz1hZ10DlIG8hzKilB3rrG4IXYBxy9UH555AFm/hPg4+RXf4OSrGOLXwK/2hr8zl1JaTjTxC+d/cvt+dAPS0ZRT6xAm62rNc7lyhwUIfbfgRlqKv01R0yU8n6/Wq7oBE1gbczG5e89z6+GTyuggzTHmuYygQnKo/KFn0ignOCmCm5NIz+KXrpA1S4tdmnDh65J86xFdeWh1oSI2TsgawJ8hsEyQo72ZOa0sm+OsPtQFo3nwpmX6/W7nhS59Sl5tN3nyI7NuEPkCj8ZV/F181Jg4N9ApvlVvpoh7lJoaqPJQHg+GibFMp1/KYIOEOd9F/tkWaMPzCRltBYVmkQH6AUwTDJuw/gvIWWtzYtH77OSwLn2hbOoHi2pDXqjWMtupn5wffa+EEV5uD0urmv+PdOUYjap33e2qAkJ06cuL2yEWqY7Fod6NNP3G0lndgirw12bfwQ0OkDGfap38tu/+BpXwnYDzZM7dQIhvReUyjOos42tFgBJf8jNY4Bdf+7hDry0gMPtQJ3dk8hEHi5x1AE/IlZ3TJvQwdTg5o8x67gAcPjSQfFxYX+eaLoz0Neb8if+Sp8NVwPJ7M2ouXn7ZXn363rajPL4cpLxqGWYiCc54AJhbu2atPQpFKG+A/jvda8EugXAWq05O6v0Z+H9a4hwhIdBPhwWlIxkFQxv0uKTWOfJ3hffuPA/9HOHWwSdOUr9/tqlTXmZLV4+S5ruvjQ79G3tMgIo/Fd8iw+YhzAaAhLR/iA+rV7nc8dKVnpWMPE+RLHkd+SAukOHjh359QB8XUDWqKvJsTMBz9wDgKjg4UoPKKjXkdX1zYbiDNk+JPv+odQo9CNqNSrq5LkssvWTHR6ss/dI69oVmKfZvXdfOX0OBbY1ogShocAGnagTCEhc4r7y9kTLrEYFXkDSgfV1LHe1PDhZn6NydQqMaTIu+v3oHvfTtnMbRcbhmfLnJdoFG3C0dh4FvmWxGltH4HaReOT8DWvjbfgL3pjlar8CvzjnPVS53mlAbyCISxUkKseKvXoh9VlKSrY5zLSbX14J+b89RF6Vx7e6R+pc+iW4iv9u/bjDGz03cChZWv6DUrYgFkbYU36SAaHAHjjo/nhJ0jvg22EiLhb+zkAfJaIe1ywvZJ9L46HzDc6w/ElrPNPfT1w2F47BxXQtnd5imJ0N+vXViTjQ8gqD8ULHkneYRdgOqs67C91K8EEz5svztvfO+dlXbclI86ATV2h3X5BEfdcHccfxsi9qRVupsU5YuZfqgZ6jvEMXgM4accEld1HYBypj9wg4xpaQ/DdfWn4b1f9FfLuUlxAGPnDCgWAeThgX4B3KjXznRIRiaRJ9cXP/7R32QD8Lvf+YO2OH0WO9dHGRn12C0eShDzabvZHLcvfvO6/eLnv25ffPGmvXvnumTSVpspY/+ovWd5tvRUlTfkKSPdKW9TDu37/aknrooGQp0ObU/TOxzSaLin9WvdOH9343y6uh4u4ipvbyNl7afRdeIG1+v7dp17cJj2sZ95K3xHTxG2b/2QhE+52bR9qc0jaDO66YpJlrXfanWb4T9f+MSRT4ncZi3oei3tMM42rNPcSHJMuCnoa6Bcp1nGa99J55rDfkf0KVfg+++ydibOfG5yOb58lPe4sb4hk/pbfDxJGNlBZoyzDdtVF7ghByb5CKWbU76iauIGJjj4Ll5Zl0MM+pZXH6svwcH5w490KIur5TL1e2AD6mmecUL5bHA5nugTfeM+vL3K48melgPR0GM+NzzdHH1+6nsM54S1b+G140GdSX9kTX1XH0i5vV619++vmde0CYHgpRyfUt8i18r8dHpG+ZN2db2BToLY7IUPdjazxfnZ83w4xzjt2c3Sp4Bu88ix9rV0+aqbm+urdsX6CZLb6cLDAfAbule+axFaHJeuqe5OfBR80y7OztuCfrzbwO9bxitr+w+vb9r3//5nig68QtDgc/QKEc4X/WBIl8XHnFpd19eP5Sou8k652A/wIswlX/QX6c6R+QJ0Sujz81p+iIN7Z3lFS+XQOeZJTnpKOS5sA1kQ76ynXC9lY5F+7wPO6p08apOn4oIgDK3FdG2UHAIc4Q+hZ7J3A2ULA4+864AQoMqY7EEShHaKWWTwt7RVHw8ZlB4IdX8MGxAWkpfJtvvCPQsV75D2jxA8BocTvoIjQFL83nGHyqdfi/vHYAt9gp1VG5sFbsd4nZMZ8haIMUYTAcPywnaoZ9fewO9MHyIpLqP0DjGiTffNsQOUMb+/DsDTx8CTjRUWMzcp9ryxweIZOJNNJWfd9cn8IsD3FXhSqTtxeszt6BngkA5d54Xylw0voJSseD7M/y0Y+P0YOFj75nGHMhhqEOgrFk4UMZyMBg8tTOk0zk0Q23FyyB3gKbyQfpS6p9+gkHTvZcrrKqdBbRnpzeYq9OTrTGUFUD/0qmypNBuCpts+zjG1QeELhoMPrmRWHlaehFmYZ5NwKKvrfPTEUa9TXHRed9561L0+MFKK/ilwDDnGnBCUkUwMXHt823dfhHYgfIAH4cORk4Wyi9J1kwHcrccyfRxOji3vF3z3MqDruA4aLG6c1vkquKmTuzMexff0kpu2y1Wujc+j0aMyh+UFeSA/0kfwp6A227r8Vdv7urIAGfIu6NdT+jAwPcnHE+b0sxuzcm3uZjB8lJza3IEv1mldtD9DDhYs9HyXjrr0GJoqbsLip8q5SRDdESVe5VQ+hn2Qd8lYFm6ZQPXz4Xj4u53M86Xf/YO/J21lOtCvJ9EbTtjlV98he3eeclWX225BRNwso7jiyZ43QvF6kNGEH/J8DCQF6hTmHoyjJYCxjPykr4HoJ+K6Tj/BePCLVnUilboUO2TUO74pY1no1ahQJ6jrfDeesjebnqaF1Ehfuvmn72ZbF7+Euci4qqjkV7aNY4TwI81+EkgR1PvCBnncenpOA8q+h+accgO3bJKQV8h7+wjlxuYAyoJgOedXP1iSd0IZBozfnNy3NbCZEqawN6S2qPPtjL7Bll1g2OT9fZ4gAgzP5qftBOPNR9ovZhft/OQUWWMu9YuD6+J1eIX8a87eo/f8GnHGiXIPSsq2Mj7u98egj5PHwDHW7YiSheJzeD2k97F/6Mw7duM2D9P+c7n/lLo/lt80N6QF9aTv15H3sIK0PhcjTR+D3+FSxUeA/x+Hx9oEBmlFTh0rBeqk8bXQ5z3bGm/+pe1svlDGeRG/42T6bpOQeMFHfR+D3idPQZe1sRx13aPc/W2ddR0648T9KfwFUuAD+UZgnK+smA5zjHOQJ7xdUAl9bs54g8s73CmbsYIe8AalkA0V+J6FieMxOmw0X9PYIYDEDsCScvKDeVM73rk8No+88eaEVjmWEtdai36VWWtXMM39I3mZd0Nps+Tm3KD7h9PTuoob4olygaof+kCl+x1gZ+JKr9Km8erLzsPEA9BzCH2jTn8ssx3kV20KQAUM6ZBFNDCO8zFM7Wg0LDjDb+xew3mHMQwZy5qu95X+Y7qry55gX/Z57BDSh/iH+mCcLjzmxu1227KD1+O4Lm+HstdB9xh93eUGJ/OpkM1Q7UXXZQNgoZJmvCeMjPOjUz7Ctwgo44c4dd49xr9Dpw3vKUT9DuNrJOKj8LG2pHncX50P47hx+cdgTM++zrLtPRl4dHyJ7/v9Fow/vxBLeOOHAWfMCfP2y19+07755rYtCU9OXrD+eEFdz9vydtrevFUm6yaycqKfm5/WPcwlvc0OYzeOG+OsG9M4LjfO1/PqxuFD19s5rFMIrgOM2xrX3+N0vVx349N2tXdh2RG4cZSxgizeYfcOH3mkKXTMDH6t2nJ1kw0/D3zUx+RM70+CLYc0N4rcfK11r3nEg+7FyWsfB65DI9n4ymaghw/Et3Rp2ZFIJXrJwySW7XP8hLHi+sg1l3HVHnWi89bYeZ6cqy/ZihPt0e9MPNjy2zwl6VyzoW7IynxpmhuehLBhT1iTMM9Qt7o16xDa0Lb1BoA3nNbZuLQYeo9yfjDDE3glS9QLCZ33yrTj1s1K9wV8Z+F8xnpl7sdqqJchr348Rvf7yK9l3WRz47LzXfvcvrjfnjIKn4H0Beu107a6PWnv3m3b1ftGfvq1nYHzOemMDcbF3dZNOnzyCpvbm3bz/l3bLm/b3Qrec323vmFuWEOvpw7fUX7dFuAouDPjh+58Wguztr27umrz00VbnJ9F/tStMuKLX75uP/3xb9qHtx8iB55wpFDWRM4HeWLKww8DT8Yy3WVcGLtDmU5e9GNm2Mw909380w8s+WRQAXzTp2xgiHvYQjnr7c5+0nX87Dt1rXgYN/m//vPv/tBjqB7/pK9plAroIMQGhQSSnoCQU+6AI2SItWspn13xeEwql2M5tmzFCPYdEuCjmWsJxgBkte9IpV4FCUSQCB9T85TMhMpyUkIDYEBOozGPE1LH5WTD4gSG04kuR6Yw/YRrH327Z5F6Ct6i44vL7aBaBSqttAF7ZuCTL4ZJnJhSZ9ij0qCdW0ZPXkTL4oiIhD0x4gCSJ0twS0k6BaTAdZhU6BxhhpC7eNNUc0C5UA89NgL/Ji7E7HMBHDVenFZZs/n6/nzFDZKymArQBi2nvIPVxW0MaWPxJyxmO0i5rx7IS9yhyzo1lo6gtd8xdQqeyWfwPNY4w4jx8T/YwoTv5qVGmoN/TWEEnUED6xkc5Kec9GYzSWPUSV7jSt6lTynqV1jFmfZ7P4b/9gd4hD/WExxliSIrYfyXzWEOYRSd/ArNXAvhAxHpsV6OMkhQFNZKpXvMgLaHYFh1jXmQW9oVpqQhiaH7buudDzenfXzXl7ei6JxA3bxGLkXZCdTH3eqdGlSIUvFdO27kpH+QbY9QL29v4cu0naPYFkwuM2Sl3h02aecssM8XZ+10PqsTEijBexS4N9tPGTNujN+vr8gPLuTP0WzQ9hSfd2l856BK2z5fMCkoEf6OrAvfx2IFJ7Vlu2034H9LWRcARxhxx1OMCcLSlo2aGiGRY8e3kwa9zvVdo6awTL5ns9oNSXDy5eJ+kSyTKrzhgnqUK/01dNV75LYb5BMZ8G7ldOon7T2SDm6RFSdfMEZmPImRx2cc256OHPRC33TaMHE64d1v5OEpvL2ABxeUz2ihDo/GMznBKD8Y4skFuoTxIi/kCw75UWZUV26ouZF2y+QeA4EMaCa4wPhDTn1NgeLiGK9FGfV6TXzwchAAyhdaFL6CB3RkYYqgyKsZBvJ2ihHGWBGwL9oWVtyRz3c/CUf0n43XSRF1DUbP8FvDQ9/JsUEml0wsmyN4OqcQvXNz9S4vwd18ACv32dUTTH7FayZAdPQW3WBt4tyVvgpfQ15Fr86LjnXCVp+aD9yzgSjNXGP6Q4vGAX0FR1yzKRzRNcRPphoxTnjwzq5w0nPMTZA3wjOIJik6TD0o3/vmp4vFM/se2TmWVsbjHMNgRgF1+UlTF9mf6mwfYCkjSf2B6RDa5uB4xHhTd82pa073eH3kSVH89ck5Bg88l//HvkPHRbF3xaTBvPzT4AOOkK+7lR/vuUY2Vu38FJqWjEN1gThFTh2SlIkekU/oIMc2/As/1MeOEzjnI8c1wZIXR3T4zh800Sbzjv07Q949baghZNac7CGTanI1VfNCqbJFOaleYpT6gmbn3ZzwUCSkkaBgvjv7FyIvkH8373wZ/hzcpuCoxrA39U/cJcFg9E6wX1FLPzu3yTTSTjHc1qsPebnylnZXGE8+FvP9H/wA/py1W3UpdamFtzB05Vils1cn6EDmi7Pjc8abfHFudJ5yLDoP4MM7Nzr6vBCwP2UW+l59l1MhAqn9hEg3fgRfQZDFujg7Yh2vA2S+Vp5TYwdxBZDfO2h07zcf3SHWapxzjIuEIXPaOv0JhMfg/ngBMIuO4A4+d2hHSwA5eRJoMKhFc/FT3w1pyFc2yHJqkzwDZO6S78Adsih0HSNsGI897PhQt8ElqI6YRJ95HSDCOO0STxfHPkm+yu/rXOg5fnJXuR7C6UvGM6C+jM4kfw932BxhEGsjog8Ewx28vo+wipPtqlO0Jxg3A5gY9gDqJHEu3UQViRTLnuPbYP+p9TvAzEDfjFh6YppON602ISo+X7cFHDMZ1/zKwCbf4AvVfnHnWwAtZCaMC+7lF/CHjJuzMB3knnhBO1igdXhUStfHYX3nsCdUjtEtU/B1Lvb9w3faEPBww2LNR5tm6IbvfPJJu0Gn+WiT+sbXj0TJAGW7ad8gK+JGX6kUgwt+FnHUfYxdYrdpbURvA3sZMa+TgaOnfBd1zimeqLCdoylzDPLpXpGqUB1Q9Fs/Y4R5u058AcYT0hLRJtQmVfZ9j1KeECLlnv4QtncCCyMQ3o9bdTxjFt19N0GPn9y2S8qcODdQ34I8sXVd3A1xntzQpvXJjdi2tGX4BJz1xUse72CQT32hMf6PJ4Av2/dmEz7GAHSAJ330sY0r6e2Lre7GeSyj/EAh9ZoGvviJAxj5tO/iUDmXB/Kq+NGhTtOnEEAZ2uwn8V0/uX6Tv/fQnnjrSE5n2ypavUJ9/OuvWPGnywkXIPQBFVv5QbjmeWoSrFHoYeVkdsIcSL+5nvBdxd5w7IDljQhRN3zOnMRPscpplawHwIfaShJpWyYc+N5sFat+KtXpUj3Xr4/ufYoHX5zAR/kV6loOYFw51w55qG4H2gPa2MpF5jZAHP2Jm743smPtDILa0yodvO6YL6CRqZU8k3Zxfsna4ar9xV/8ad55/cl3/17eeXaC3XfnWINPsa20scDt5rfftLdffd0umYt9VPjd9U378u379ob1xxI633zQjnSurL6pISY96BPsZDeWOr+CcejoOJZ8Hrpvyejg+nXftPU6T0Vp04NL1grgXyfI1Rn0szYMfJctcQ5k8Qg+NWasy83mjku3ZU3zCak88WPf0B/RcZFv24Hl2AduzHnTOHYZdQiiTXHWCIQZ6z6O6pNbnhD2pJevdNI+cw7QTvBJpcnEDVgs0zX9eeRa5gJcptTva5rUJVPaZ23lzWbaOztnfaKlhZ7T3jBe4yIyoR4jbk4fzuCL2zy+L/7UD3xg5x+zdpoe2z+rdrY4amdnx+3yYgFBd+hzX+tT9qV6PfMQVddTXuoxZgtoub25aRfzeTvz426uNUlzY8un0zabW6qijQX4zOC2T5ph76zklToCkGfz7SvsdvB13DEP5fU16j1kliba9QdPKcIj1mVOAdqLp7M169ubdnm+bqfobx+xnbumA6/oH3iwYk3qjU17zk3Ua2Te05PqF2lRArSBj7fv4MNtdES2k6Axe0TahixWo6UYp3eMY9ciizNwPkevnCJbM+bLb27adknejZuQF20xP2+3zJ8+Ij2BL99cgwP9cHr5nK6etdfvr1kOwNHZM8aNhzZYh6DX37537fUMgXnWrrAZlttp+/zLZXt5+a49uzhtf/DZJeuHD8yRIM8i7+joGbYPs8+RJ2xL9gL0gn3vJmdkAF4WMD47KJwDRFdaZ3SVekzeqH9q/onu3wHZdgCfgfAR+fVpsIBlHadJQU7hW4YT5X0cOwcjnDhshcYm/80/ffVDB6LGTykwJz8nTRAg3nW6hkKdijDda40mr5lwmWBtLKST6NiPQlaB05HJR9iFnn1pmnnrK38iLS7FhBgWhs0ISIADgmGayUlyA4Q1mRyECo0DXYhwJQfXxKuQcpSdfE6GKgabU0hV5r6zbU2a+lHGWdCyMqvH5d0AhLXRxd0aMrEMHedmRCZq/mdzi7r17cxcJ4+DradJiFgUHk7OESA7E1+65UcpTQTfeuFAAFz0jTdfxdfjo6lfWkb16+yzOhZc0N9ZERmI0xCmX2VYcS6xVYfKtxRFFlNEeVQ3j5DZFmFlRUVdfaA/atu+AUPjc4FLtTp47GBxAAy9GlBOO/Tr8pGVgNcFmchQ7pXf8tUvVVf1T0knjdrwAHVtf8hf+YY0ATFI3YwgrK88+sGPPAKM1o1RgJHrS/NXtxjd8P/MyZDJy4VcHocXnMwAZcgBn83KDYYG9XnMO5vbGhf4E491Q4AvS7VvanPVSQ7+qCCZQGto0ge0aLgWjRXv5kkWwZ4IgjKdGzy1qblhfClLibZ0BeSV9YObyt56o4ygJQazfmiAWPiVR5soo4ufODxkdrVUFqlSXGUQeW3fjbJsNA39bnuRO+Iiq4OrSV+Z8j1jTFxMGuLkO4/UQR5dNz3YU947VtJMUgyRI3fdpIUcqVfcaNv3N+ZEIPV2o6Ae3yy/4+P02t3AnapjCLpYMZ

What is the triceps reflex?

400

This structure is located posteriorly and inferiorly to the cerebrum and is involved in influencing muscle tone, as well as utilizing sensory data for reflexive control  of equilibrium and posture. 

What is the cerebellum?

400

This headache is often described as aching or pressure and as feeling as if the head is in a vice or has a tight band around it. 

What is a tension headache?

400

This is a disease associated with loss of dopamine-producing cells in the brain. Symptoms may include rigidity, tremors, bradykinesia, and impaired balance. 

What is Parkinson's disease?

400

In a pediatric patient, the provider is assessing for this cranial nerve by asking the patient to "make funny faces." 

What is cranial nerve VII, facial?

500

This test is done by having the patient stand with their fit together, first with eyes open and then eyes closed. The provider observes for swaying as the patient stands. 

What is the Romberg test?

500

These cranial nerves have both sensory and motor function. 

What is the trigeminal (CN V), facial (CN VII), glossopharyngeal (CN IX), and vagus (CN X)? 

500

This is a disease that may be characterized by headaches, fatigue, and vision loss. Physical exam may reveal swelling of the temporal artery. 

What is giant cell arteritis? 

500

This is defined as an abnormal tangle of arteries and veins. 

What is an arteriovenous malformation?

500

This is a condition that can be seen during pregnancy due to a build-up of fluid and is associated with numbness and tingling of the hands. 

What is carpal tunnel syndrome?