Pathology of oesophagus and stomach
Anatomy
Pharm
Peptic disease
Renal revision
100

A patient is undergoing endoscopy for recent pain in his upper abdomen. The gastreontologist sees this as he passes down the endoscope. What is the likely pathology that this patient has?

Barretts Oesophagus

100

What epithelium is found on the hard palate of the mouth?

Stratified squamous keratinized/parakeratinized epithelium 

100

Explain what effect acetylcholine has on parietal cells, including what receptor it acts on.

Acetylcholine binds to M3 receptors and stimulates increased acid production from the parietal cells.

100

What is the difference between a gastric erosion and gastric ulcer?

Gastric erosion - partial loss mainly of epithelial lining

Gastric ulcer - full thickness loss up to muscularis externa

100

A patient with type 1 diabetes is rushed to the ED following a big night out at Dons. His breath has a very fruity smell so the doctor suggests that he is undergoing diabetic acidosis. What is the protocol for treating DKA?

Fluids

Insulin

Potassium

Assessing urea and electrolytes every 2-4 hours

200

A patient has recently been diagnosed with Plummer- Vinson syndrome. What deficiency is this syndrome most commonly associated with?

Iron deficiency anemia

200

If Carl presented with severe pain in the McBurney's point, what would the doctor be most concerned about? Additionally, where is this point located?

Appendicitis

Located 2/3 of the way from the umbilicus to the ASIS

200

 A patient has been taking NSAID and has recently been complaining of abdominal pain. The doctor decides to give Misoprostol in conjunction with the NSAID's. From what drug class is Misprostol?

PG analogues

200

A patient presents complaining of pain in his stomach region for a long time (months). The doctors suspects that the patient may have chronic gastritis. What is the major/most common cause of chronic gastritis?

H.pylori infection

200

A 70 year old man with severe osteoporosis is be prescribed a diuretic to manage his blood pressure. Which type of diuretic would be most appropriate for this patient? (give the class and an example)

Thiazide diuretic - Hydrochlorothiazide

300

An endoscope is passed down a patient oesophagus, and the doctor notes that there is extensive proximal dilatation. The doctor diagnoses Achalasia. What is the cause of this condition?

Failure of esophageal sphincter to relax, and over time T cell mediated destruction of myenteric ganglion cells. This causes it to lose its tone, resulting in dilatation.

300

What vertebral level does the fundus of the gall bladder sit?

L1

300

Why can Sodium Bicarbonate not be administered to hypertensive patients?

Because administering this medication will increase the levels of sodium in the blood and increase the osmotic pressure. The increase in osmotic pressure will draw water in and increase the blood pressure further which can cause complications of hypertension

300

A 40-year-old male is experiencing abdominal pain worst at night, weight gain and blood in his stools.  Does the patient likely have a gastric or duodenal ulcer?

Duodenal ulcer

300

A newborn baby has been having severe breathing difficulties following birth and an ultrasound showed that the childs kidney's were significantly enlarged with a rough surface appearance. What is the most likely pathology in this child?

Autosomal recessive polycystic kidney disease

400

What are 3 microscopic features that would be visible under the microscope in someone with reflux oesophagitis?

Bazal Zone thickness

Lengthened papillae

Intraepithelial neutrophil and eosinophil infiltration

400

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ImKotAf/uEf6sGDB/r617+uzc1NQyRxHP/7datxTr1R7LE4xTjmBw9QEyXiRkqbRlG5VDGd6N7lt3Xn8tsqZrs6tj7QeJjq1o2revXV76vbzXT28fM6feYJFWWki+9e1cX3rqpuYn3kI8/oxU99VhtHTmi5qFXmkdKkoyRtVBYLVQUeVaNup6NIkehPjCsOemsaNVWtWHXwqApFTa2mrEKsoVBeVyqiWKUiJb2O/uBf/b6ODEf60md/UcVioYSgPFQLddIfRLquLZ7Fm0b+GeONpwhMIRZi419VqptKiq2g0iSxBct3tKvm+6pmXauKpaKp7FpZk6qqI+3klb716ms6feoxPXfyqBaLuaqyUl4UqrlWFJnXjOdcL0tVRWl15FWpoqoUpT5HDx7c1/7uRB975hmdPH2S2VGUZBqurKmqar3z7iXdunNLk709Tab7WiwWWua5lsulqCuOvU8WY2oSddLM5qyTZUpMfhp7zdJEUV1aDgDj38s66nS7ikwWfXwqRSrk/U7jRP1eTysrKzp65IgyUEGcKMsyawMyy3wiv2maKs9zk2c+t7blS5VlZe2r6+YD8lzgaJal/ZbxLlkHzEvd2FpQVBnSbuKu4qSjGlla7KsGrfRWlK6eUJ5HipsHUnFHyaKjTrmqLK5UaqKySRTHfcVpZdd18Wh8PoIMMi882nXI2zhBRv1ZY/xK1mikJImtHOvHZTi2GDF9NhkO42ByVdcuX8hmHCslppdKeRNpv46lXlfD8bp2t3c16vY139tVXC/AdX6NprExbtvHK/WiKywxJcgVdTOGfM5cs9JLQkFpqk6nY7LPeLb1FDBOahQjBzEyFivr9ZRkiclqjOORdiQlarhm1IjEs6zbU9JJVeSF5sVSTRxb+zq9njq9rl2rrEqVdW3zPp9OtbO3q9lirrIuVVaNiuWSlAl1s1QffeYjevaFZ7R58qTN9cW339Glty+q2N3XkyfO6Myp02qGI83VaGcy12D1mI6de0rjY8eNUViyzutGnYY5sCk09sEoofDWXsL6Z34ZK2Tyu9/9rn784x/rE5/4hD7zmc/Y2Nh8Mh6R66fDVfxV/DvZ/J1/8A2QiWVWFaX+u2fO/6UcBxYNk9sKwNmzZ3Xz5k0TgJMnT2o8HtvConOU5dEulg/vsJGOppiQuBrFHswrv48izE3tVA3fLxda3Lmp2++8qbuX31Kvmev4EeJLM128/KYuX3lLx85s6tOf/5ROnD2j21u7+vZLr+n2/YkeP/9RfemLX9Hzz7+ofmesYtGozmMlUUdJnEJCWnAf20UfO2nnQIBtcZuSQOliTHOjctK6VERwPi8UkRxQ5qRBSFVpRg4DcvKxx/TWO+8YFXN086jiqjEDEWM7C36HkvKEAdBL1FSKUHj2d21GNiYpAt3aYHgiM2IYGZQRyjJCCfE/ConfqhEGoagr+zxqIqoWrbt6967Go6HW+l3NZzMvX3Md6qsswcqUuxotC+ootChLU25pp6OdrS3dunlL506f1pmTJxXjblSVuv2eOt2Obt27rZu3bpphnWNY5wszZKZYGSsUfpTYGFjyQ5yoC92bJJZhHUeNOR9RImUggMZyw0wGKMO8EA+jvxhmFDOOAUbS6oO9ADGTaYt4he+4PgoLY8/fyBfPVpYxUm6gCjOeODd8VpnxqVThSAXj1v6W72KcHLN7GINaDegrzsScMeiUWdaROv1VXC6V5UR1MVGUR1KeqmLXQL0QcfumiU0Oo4h59PZxLR4H1yRbGEfK5toHh/nis6oqXSbst4gh5XAY3BGwZtq6ckNNvY+uT8oiT8j5sqo1r2qtHT1mTtT+3r7yqcfBVBc2X63BpH2H/6Y9GPM6XI/rUMbb6U56QpKKya+5kfZdWbgjQ9twYnBbsjTIh8koa8NVBlmvVV6qXOAMVo4Oy8ocQ5xDDGSCIc8SmyLWhyUQMj44slGkTtbRoNvTaLCi4XCkNOup3+trZbymbtZVOS905/oNXXnvPc1mc403NnT+I0/rxMnHzBl7sHVfW3fvqZpPNMpSdZtGxf5UO3fvaTmdm1OIfEdiDnAs5UmHyFJMK2BamQ865c4T43T37l1985vf1LVr1/Rrv/ZrevHFF+17nEXmqH08On/t53+VXpNj//CffuOA/lxb1z8+d+IvXf+ZSFt8YaHwnsk+c+aMrl4FOb4qDG6f2JIhMl/Ef6EARI6cWGKYg9r1iSKQbbVUUpdKotLojSuv/lA7Vy4rW+5r3JE6Wambt67o5dd/oEW90Mf+2nP66Cdf0Lxp9Cff/YFeef2iNk+c16988Sv65HO/oPGA5KpEalKpTkxp0KcUZYzFizBWoZ+gguB5YyiJA9lWoTxXiVdMplxRKUKxg8pqDHQhYUTMQJaqykK9Xl+9wVCvv/WWVlfXNOx0zTg3xG1AJih5ywRsVDWlGdvWwGIwDNOiqNmmVFWKk1hlhZLxp41yUBigR8rwe/6uMNwsYGx+UatopJsPtjQeD7Ux7JuXjgECUbfXQukxBihLvP9FlSvpdtQd9LWzt6ObN29ofXVdj58/ryGJB3VtqK7b62oynera9ava2t7SbDrVMl8qRwGGtqM4TI4ajGykbtZRv9tVl7grBo7YZxLJkCtaFIeODgQRQd660IilO0Og05QYTTezPnj9MHMYcK5Bv5iS0g3dcqn5fK7ZbHZgaAsUcQzbmSjrpJ5kgaEiaQS6m6xFjGtD6M4NMg4XD4wF/QGBYchof6NEIKsG56sqzcAo7ak3Bt1HKvJdRfVUqTpSCYqrFaXMa2YMSwP3YZPqxp0Lm9MUHAL6SH9oD21kcHAo+E1Zgsj5AsbD2SYQuck0cgNTgYyY0/Cw3nZd29yY0QtGPE6UN9LGiRNaYCzLSou9PWNhqnJpY2O/OYRMvW3eRgwsjiD1026ejBll+MzG0JyuSDHsiJt2/y6JHZXStyQxg4jc0376Bs+DE1IXQdYxxsGhgSVZzOcqitzXCo57XSvPyZB1GeSVz2hL1MTqdnrKOj2NxmONhmPTCd20q7WVNa30h1ru7OnG9Zu6euWq9qb7OnX2rE6fPaP1o5uqo1o3L1/SvetXtTLoa3NlRWldabL1QFt37th67A+HliyJjoEUKKLanAccEFAz7UH5MZ5vvPGGGdfhcKivfe1rOn36tDmQjBnsC2Xapw3iX/H/kvW/+19/w7OFPZb1Tx6HVvvL+Wgntn3tdrsmALdv39ZLL70kkCwUXfug3F/4MKOamAePqxmR/FCzOAtFxVyL+zd05+03lN+5oVHUqB9VKoqJXn3rZb3z/gWdfuKcPvnZz2rj+En9+M2L+lf/+k+UJGN94XO/qk+9+FltjDYUF5HqEiFG3YBYuZAUZ7GSNDKqzfpky9wFmAIYLIybKaflwpJbLMGlKJWALFmwhmpLp4pBgWaQS8uMg4paWVs1ivXSu+9qc23dDACGNcajRgnXhZqoYjOXGRVDpIakneoroWpBxzg3/IaGm+11JIeisDaiLAwhur1EDZlhLirznuso1s0HD8wJWuv3zJi48nPFhWG2+aprzZZL7UOZRVJvPNTuZE9Xr1/HfOjpJ57U8c2jRrFhWDrdnhn+a9eu6t7du1qGLWXLknb7+Dn1HhyABucIY9lRJ+u6QYXoi6VOmpqxQDGbFSG2VZVG2Xd7PUOuoFUz7FGMLVGSpubsYbQZC4wrfhsGgXnLiTMbwqsMxaJUeW/1VEVQxL7dwQfW3JpgYB0tFjgsVWXDjjybgmYOW+VdLlXiZEWpJX+YDEc4AlKVZsp6KyoKlPpUabRQWqeKq44yZC/D+ECfMl9LC0VQL8rU+nNoDbXGqm0DRgwZA22bkka6Y5xIa6QtPTNdbMFqmQqMyyGD3a5Rly9YERodKVes/vq6ssFAyzJXsZirns2VqVaOk4lxJ2M5GFiuTx28t7pgXIJB4Np8zxjyt782ZpxqliIOFk4Czk0QYhitinBLVStHjvidOTrIuxtHQhcF6xN6nBVkBqvSAucOBM8aMOTrVD5zb85QFdAsE8QcgjxhjdJIWbejfq+rXrdncgWTMu71bd1M9ye6ceW6bly/rqyb6sSZUzp2+oQ2N9e1zKe6dfu6+v1U62tjpVGl5XRPO/dva7q7o86gp96gqxpHOnB1rOaqAdGnyucLfetb39IPfvADvfDCC/ryl7+sEbHtsC5x5Nq5+gt16l+hAsnG3/udb9g+V4Rgb0f//Uef+EvdfSaZZ7tQMLJPPPGEbt26pZdfftmQLHQxi4jF9pMfwVDI0aSVA60Q31KpfG9Ldy6+rjtvvax+MdNaJ1G+s6WrVy7qlTde0aSa6ROfe1FPf+Qj2t3e0x//8Xd18cJN/bUXvqCvfOnrOrV5SkkuRctSaRWz88FSwz2ek9hiijICTiARM1vmRRLnhHoFKUGToqRBo81y7rHXAnSN5+vGFIOKRjPwAJpE0VZuNFEYxJJG62tGnZaLXEc3jhjihVbGuIJcizo3GtKREIoHZewxV76PEje2tAfnoMFZMJQXRteMuis80CBKCk8ZrxgqGVpWaUfv37pliPHIGPRJ+/ne0SJEGv2e7u9rQhbwoGdx15v3buv6nds2n4+fOafjId6O4iPmNRgODRlevXLF4q4YUxyT2TI3mhE5gO4je7MpKqOD+4EWNuSYZeYYgFBTuHDo2cCUOGqplGaZMjLwQTbWLYOoFp+DmoaFYA7B304IwtByXRC0U7wo19a4HsgmCJcyFTFi6OzCjURE7okjwzxfCgPLOHIREFW7Bmg4qAqLjrGvkVwEgW1SOE1mqzKlvbGKitjtvqJ6pqROVeep6ipXLYwV/YpV4VTiQh0yVBgfi9tjuEL83b5PcBYpbBJh/TeRgERBhhmLgB7pL3Qo701aMSw4Y8EY8n1rAKuc2H1HZRRpZfOo9uZTMQaL/T11mkrdGENqPzZDzu/QBTwxuMYgBIaL+vmeseRBmbZ8Q79A+6YGbMAPDKRR65XT1GZAQa8YStYZhz3gvFWllra+KhUgdsvX4LVRFUcqahy8wmKxOJp2zgDt5PdVaRR2vswtB8HaAGUby4w1se00S01WYUhI1EMGx4ORulGqnQf39e47F7S7u6P1zQ2tndnUkTNHtSyXunn7mopiX/1eptXVgZpmqenutqbbEzXLpXqDnjqdzJwvxD1Rovt37uoP//W/1tbWlr761a/q4x//uDuYNmqtLLaOf/jw/3+xEUiO/d4//YZl4+7tWIr0P/73RbC+Fj44nLayPvjRz/odC+PRBwudz4mFnTt3Tjdu3NBrr712gGT5/gMPqvjAR7yJDHWw8B3ZLTW5d0O33nldty78WIt719XMJrp57X394Acv6Z3LF3XqqbP6hS/+ouJhT6+98oa+951XdGT9tP7GV/+Onn/qRXXqjuKiUYLi4FQk0IG5yp5gY3tuMxAQyw4tSDniNyxI6DCMaqnSth2UijH6JMkQIzXUSqIT9S7NEGJkUQpGweGFs6AxwiiPqrbx2djY1Kuvvq7RaGjUMcg0tSHlt5WqmDYGBUSWXlkZ8m3HnaJGixnNByp1I8xKRUHwispFCUFXoswsCaYhbh6paCLduH9fK6sjHVkdWawKC+CkMEqZuGuuZV2oMxoq6XR17eYN3bt/35Tm0fV1nTrxmLppx6m6OLK4a9rJROLT9vaWlouFjd98PtOirCxDEkRpj/DagxbudKxtmSkxd9ZwDKz1tAnly7tAMWZQwYknw2BkcApMtiKUd2oo2BwE8zs8hmmIJ6AY6mE8WnlFQYP+GHejHBtHtHxOWcphFHiakwjtavS5j5P/BrFBcTsDQvecopWyWCLqgO0tMJZdHJpGVT5RVEwVFZGiyuPOZY2RBflZDyyHzehtTGE7dmbJA3IO/bA2wm9jUEova+jdYu7uNMUmGE6XO8r1Kplr/rL8AxP/1sAi9/S/a6dbdVdXNJlNVbAdisQfmBQoTRIdDQ16WIXm0WbmhqcZWvYNMz51YywDDiPjC6WNYSV+nWSwSfQLB5asqwEAACAASURBVIUcDNZApbIhpFELXsGQLG00mYZSrQQ7AjNBmWVJnoAnqs1x6srckurmS0IU/jnx99bZ4jPmfonTsJhbWa6JMaa9nFZnD0IAzAz78zngI03VTTMNuh2tr6yas3Lr5k1dunRJ27OJNk6e0Lmnn9B4ZahrN6/pwdZdZWms8bCrle5AmuW6e/uGJnvb6g+76o9HiupYr7/yhv7g//gDHTt2XF/761+zV67PuCB7rAt/546XN+4/3f9pt6n49o/DrzTbvvzptT858ju/+w2Qqx8ikVkM1pRm8MgYPFMWNATlSCwQVxSeqzVqYaEcNOun3MiDev8tf9DGw0+K2iIPVBYUxvnz5wVdTObbiRMnNeAINhQt1tNUEUozgC/6a/SNmTjFSaNivqNb776uuxffULLY0Voq7dy9pddef1U/uvCmlr1En/nKl/Sxz7yondlMf/btl3Tj5kyf+9zX9Cuf/4rWe+uKCpQbBqhUGVfKoZrYcgBC6mae+ADdQqalnJqL81LRYqmKk344ToxsUpKVQI9VYX9DjVnMDAVTe9zVFmPw/qFYiRkTr8VgE9tJ60hdIomzhVY4znA41o/euaDxkQ310q66tZSVjKtUmpPvCU0J6MSMM7Dbx87irlyrdlq59V1sGC3+hKF1FGpKqi4MF5G5DEgFJ13f2VZ/dagV9hUvcxVLiEA3yjuLmbbKuVZOnVA8HOjCxcuabu9q2CTayIY6uXZUq2z3wGBY3I84fKrJZKI7t29rZ2fPDDQKbEHdJc4Cc93GjBsb836/p7iTKk1JWrL0D2sB8V9MDCbDDCr0YxMrSzJlKQY2UWKD4kgIao0EMduzyBhFMrqXrGhzdtjCEGKjGFeeKHhzPMjutbgdzg30ITFFhBT5xOBD2/prHNPWTEmUmCF3mQ2OCTFY1gXRhyDjxPOhFeMao5xpjvFgSxX5BMVSfeQE9B9hREivI1YMavf1Tnweo4RjxpgYB8RAAofNiQpZ9ZaQBGpHCfvIIXM8zFhHAC+Xc/pqzhlID7RNMpmhRxCmzz+LtCY0Eyea1rHitbGK1E9rinb31a9qLYuF5hFxa7+OGWqMK0aTWCkOEQg/dUqITF3mwNWXU+owFfQNFdfS2RZKCBQwv2GebGygiBmjutIC57euNC9yTZdzyxGYw5QUS00Xc00XC82hhs145gKd4gQUOM6hzgVGd5mbTiLLuMxhmwjzRKryQtWyUM1nBes/OkiYglHJcAoIR/R6dghH1utrNFzTcp7rvdcv6M7VW1pdP6rj5x+3xLDtvX3dvXVHadloiCMEes0azWcP9GD7jra3H+jVV1/Tm2+8q0996vP6lV/5ovqDvjFtJl1pu4MB+0DSHTMbBN1m+ef1n2kcz9ZqmxRcAM+l98REc6wpGvSXOwnYNT5E2uyLg0584B2i7ubBStkvWpbx4Bf+R7L623/3G61xZT/sP/rIObuoVYDysTa48cKouh/ntI9LZrg0Usqf7fORC/083mJgW3TAK3QxRhYk+8orr+rkqdNaGY9tcVsCjRnp0FLoNeJUCE9Ua7b7QNfffl3bVy9rsxNpJaq0ffeWXn39NV29e1tnnnpav/E3/4aOPHZSr79xUa/88Mc6vnlSX/nKb+npJ55TR6kigobQqygDqL+U8zA7SjsDdXqgsp4rB5RbUfhiqwpFxFeXC1tg0LsgWAyZUcFoTuJcwbgZOrUsX9Cpx/PQ+56whCILyswMrSsVsmFBGePNo5pXpW7cuK6jGxvqoDShiqGJSewCuQVHBsFAMaKJwHYlW0VY+LbSnP4DLaB0iTO16BaDZhQhaBtxsUTsRosm1vWtbfUGfa312EriiSvUDQLAYRltbth5opcuX9Hd67fUjROtj8Y6urKu0XBoiCPrdSwpxWxd09hWLagt0ADKCyUGYjB61Kh26HScExR+ol6vZwiWZCYoMq5POx3BOs2L8aX/KFosF13OApq03EtLdEFJk5DjyStIldOJrTHxxBpktDWwrXHlMzc6Hheug5L16ShV5DwLq8/QsmWBOkqkXdDP/gysBYlXGAjUhvU1UlRHHjPEmRgNrS4Sn7ocrWhIrbEkIg4dYRx820tALSmJPcQmQYUHHIM5LLQdA2oIO01cRuTODmPQGj2MCgOLscZAkXWLvBhnY4iTZDByE0jiqxVB/aoW0YdZk2i0eUR70z2VHJwxXyoF5ROLdbxt80Gd2HTjG9AFGPcktNfiwi67rP008u1RRtHidAfQgIPjGcO+LYe/c9gj5D/yhLvWaBp6XS41nc0MebItLmf+uTJ9iiPBqGAMeZiDh3AZ+xNiv1DPtm1sEdYX5Rpjr8qctU+ioNsBZIRrL9iLSVQCxwlES2Ikh8pkqUaDoUb9gXYe7Ojdi5c0ny906vEndOr8E8Zk3bl1W/P9mbpkLXcSDQZdTfb39M/+2f+oB1t7+q2/8/f07PMvOMjiukkI8dBomyfWhzt/vs8ndMi79XP437TKw+s+0hzWuWXwH5RwC2cKgLLhrbuoB4UO/rDq0AvtZQ7Xf/jvYAqTY7/7T75xeHP+7z112o1Se10WDJ4zipUVXnMuKL5AuyC4to30fxrjezAUDykLFj1PBJWF73TxTb3yo1d16sxpra6NzQgQCmSETWCgfBKUYaHt2zd0++I7ana3dKybKiuXunP1XX3rO3+qu/t7evEXP6/P/fIXFcddfe87L+v+jW19+oVP6wuf+aLWRmsBMfqMQNMtiM3EjbLxUL3RqtLe0E7hYRgxWE25UD4n03VfTbVUXOWKUeZGAVuGjNOQRtP51huO88KgmgE1Y+tbMyyBB7QUtoKwKBkHaC9TcjZ9eKGxoqrWxvq6rl+/pul8X8ePHlGVLxWxnYJtSTbvLoTUZ6ua34cMQ2g4DGmrOSxbuAi0JvsBDengtDWuMEEqKNEm0hIDe/+BhqOBNkc96wvoBeptZzo1r3tt86jeePuCbt+4bVuQVkYjbaysarwyNpqb2BExSOg52kFW7v379+3VHBZoV2hWM/LsLfZ4thlH0F4cWyaw7XmllfSXdQDtaQ4FCtllCKUPZccXxF7j1Lc5mPbjR0AgY39AYVThNLBnGVOpGyuMNE/GBuekTRahvZ7o5NnWfM/cHS7rn/lc8vmBobaYoKNim+/S22/yRb9AaKUMfZWJG9jckOlSTTG3MIMhRzbxw6YYXYvhTE1pYwhb9E0b+GcA2XrlSUEYEx7eB89oNqSG8WdAeATngjpoG6+W7Yw81R7Lr8mGp36LTRI7r9TbOKaVjTXt7myr4UxbjrLD0SNmyDYr28vt8VWcESoHmdIm1j8aDZ1Gncgfn/GgrfPF0n6PM0l+AjFTJNbRbu3JczjfiszQGgqFAi48XmpzgEPGdTCoYbsWzj0Z6exk4G9YIMp4XNj/ZmsXegpnlbYwgjj5vs+5sHhszmlKwWAzLjwLkuFsn7THddEByKQ900Sj1RWNV1eVLwvdvHZD92/e0drqus5/7Fn11ta1t7ur2d5EhEeQvyzKtLG+qSeffFr9wcCZHY4bJEZucupMnzUjsBY2+BYSsKH8+f0XRMsaEGQKuWD9Ylx5ZdRscF0l+4dtiwOCbR2s9mMrf/AGWXV5MwZE7KnmSy7uT3fMIyVH/8E/+sbhk5z+27N+/BsbU7xRrjDtAOVyoaaYhq0beDOJKigca2hr1r3th9ryc/mzNaitceUV4WcRs9jOnD2jW7fv6KXvf18nT53S+uqKD1rNAQ3EJ0s7T/PBtfe1f+O6BvlSK0klLSa69O4b+uM/+zfKxgP9+t/8W3r2Ey/qwYM9fefPvq9BOtZvfOmrevLM00qbXlCK7PLEWEQWH6rtFJWBeuOxnQvK+bEeZ2WLDVTwTEU+VV3MFNVLJdDCoMWAWnnF6EH3glirIjeDY4YDBdZSjQlICBTrqJetASw6qFP0n3lhiATCAjXIlpyosvT+S+9dVqfftX2pdc6WpNoSM2yRoXhaQ210JcbIY658joJDzhhrjG7KUYntdggMMP4YNB1Cz5iQpRqnurmzo/HKSBvDnkrirVWtyZL9fUd09skn9fbFS3rv/SuK68a2FK0ORxoNBr7dqNc1it0O0wjInYNGdnZ2DLGisHiifJAFFC/jRPoOBhZlxyv0KdttaJy33x3LVo5A8FCH9BMKOM1ipZ3UDCpbj7gjEdeoKo+rWUYpsb5gZBkbftuOHzLJwxTyIcalNaTMF+0g5o2Rph1m9EyeXZvwOX1r6zTmIKw65haGIoOm5ewP4ue2DxNrlGnJ9qMRdx3qqKlyO04vQzboI7iVNUMGOMwL6hwjiIHBsLLHFTlkT2fiCUHOefl3bno9C9bindZPz+KlnKMA3/JjGbatM8aQ4AQxjyTtmdJygZ2DXo+fcGQKYuV4UaOwScjBkcbxT8wY4ODRTqhoDJ2d6hSofBLrGAfGzIwph5qELVOm12rZwSOMLW2DJs5Bl0YP14b4Z8uF5SEwh1YP4YNuxzJ8OTgi62bqdDP17AAJDizpWAIRc4gzBZJlXbhD4J+1coCcuSF2tOvMEJPqmetL6OaCrU+15RXYGlZjiJaDKHAO+Q2UOEdoMibj/lD9tKu9rR29d+myZnmhx59/TifOn9ViMdXNu7csML8+WtWZYyfUjzPNdne1ffumkjTWcDQ8oIJxgOiHLWY3AOF9ELyf9wtNMx/O7ZfFSHBkeR4ovhD2MMYp5DvYmQOmFB3sWGYe0oos+dP3nbMmCBegU/jb1wbrgyfjgu5L1v72f/mNhyc57eufPHncEGpiJ+3UFt/jCCpifsrnauYT5dxhgx9nPTvLkQQLs8Y+3IFU+3mP8EME6wP9QQHGWzt99rTu3rlj+2TPnD2nEXd9KUFsS+V729q58p6Wt25rgOGZ7+nmtUv64Ssv6Ydv/UiPf+JZfflvfE2D0RG9+foFvf7jt/Sxp1/Ql37p1zXsrKiYs7B7qqNCebW0DE7OuMwGQ3XGI3WGA4u32ihBr+7vazmd2HmwVT5VVGGUc3tNSEiC5mMOzMjarlwzsOWysMxm28Zi+hahgdZ2XAEda4o3IEsWMAsPGcCjRzBMiXLgO5RWkWu8tq4m7ejNi+9q8+gR9XAASKgCRYkFjVC5YcCwUhmvZnyIBbW0YRA0l3WSf9y4mvEC+aEATIlHqpLMKGLQ6Eq3Y1sZFnWtlSObOnn+vN6/dl1vvvWGXXuU9bTSH9he1/F4pB5xU0tICYouirRcLLW7u6vJ/r6h1pZKWxL7ssxrP+0Ig2oZwtCaKDUyiPHUAwuA0mbM+I7+twrRYtnEEbPUvncl64vNMA+LEeVXME5hwVlSCMY5MAjBSfH5cIRK23yBOsKlXowrD0MPGBDQVxu3xUC0hi84kPy+XfA25FB7dWN0JcoBpQslalOYZOoOR7q/vaVBL1MMY8GdrDjSUbEZEmQOBW5bSiwr2OXGrkOfLIsVYrndB/vwlXZDnSKDppADm2TtMwUIBnNnzLQ3xgoniD5av33TCNu4OO0sgvI8elzz/Ykdf2gHojSwNzA5yKIjS0adectSnCWfAcvcxlHBYYFexRnCbQA12gEolTkPJDRxKD3tMeNKQlNdKm/8N/Oc7VVsQfLQB+2F+iVjnf2h7Ltm/EiSglVBvnCUPPPX5YX3rBdmM03Z7w6addRJCMK+Q68SlmF8oeoPMsTxxwstFuydnml/f2JZ5tZPG+tS+XLpqJZcD1ZZnJqe6GddrY7XNF0s9fbli3qwt6fjZ8/ozDNPWCLXe+9e1v7Ortb6A/U4Laqs1KsrXb9zQ3VT2IE9Fse2veGGBR0R8n9gLWzAf97/uf9uCB99aOcFs/fZ1guSCjvF1kHYHRy5pR3A4u/9wB0Lw8HNmFOO7mqZN5gPz0chCRAjS0jJQ0LOcmFcwczJkd/5B994eNZurn90blUq5naYMUY1whviHM/5TNVsT/VkTwviHiR3DIZ29BquqCEi83EdHP+8x/cnXd8WuWVUFibUj59/Qrdv3daPfvh9nThxTKujvm5delv3Ll9QsrujZLqvvft39MbrL+ulH35He+Vcn/vKr+oXf+1XtTtd6JXvvarJ9lSf+/Tn9dzTz5KtozJHEXcsPsXZESWGrNezu49019YUjwZOwxELnE/t3Npith/uGbpQTOKSHQbAQREY0NISmw4b2DZZif2qxAeZTjbzg2JtIZKBjGdm3hnUGQbO46aGhCye6obWFKVt/+EQ8VjzvNbmidO6vbWlO/fu6cSxTTPsnKCDMUZZIkBOuxk34soTca48c5Y2UC8IDkNjSjQYYZJYQHtGxXMnkDoyBHvtwQP1BgN100ST+Vwbx4/r+OnTunT1il7/8Y9tr2MWJVobjLQyGGrY75mX39KqKDraRkYmBzbs7+8fUKrEXWk7SpYyvHoMEWRE/DX0hw2vwfu1GGw4OpK+0DdQLgjW3mPQ7Od+EIUnIjlqt7txhGQbyhKXtHZyfKIhaVfsh+UUo0lZHm5Y24Mwwu85V9WoaRaxe8hQzvQX1Bx+av2jj/aALaA+9mRyQ47Yj7pLI05n8q0oILvd3Yk21zguddcOIsB4lJYIhZ0JyoWxwPmwbVq+Vcxch+B8ML6GvEm4I/6JYWv3jwYq0d0+bxrzRbuJHSIvGD7ij3QElgXTa3IUJyqjRCQNNZ2B1OlqwTnc05kl+rGNiTYZEiQxkLFghIwtcMTeOiTEVBknxoekpJIYq6HySDXUN+21doPeGzteNMdI0beq1qLIA2rFQ4V6TsQeaOR20O/bHNs8Q0ebYWTMgosZkCvG1RIFbQ6ZScCAZ6fTX4v3mzJn/y09cScNcaIud4zdgehkIFwOqvCsY9u2F7YAkXfAOmBOMNgdzpcOORJpt6MmTXT15k1dv3FDw7VVPf7k01pZWbOTod6/eMmo97TI1UeAIk5wuqVyMddwZUUJx7XSFlsvvoZa3eqz+3P+P6xhxs5CPcvcwgnoVk8C9ZPuYkKeVW7bHNnaGNuBPIUxhKZ7Sf6zI9s8XIgONMNsAJSdHUuLjxNWQiezzhAwT+RLlBz7vf/BT3Li3M21df3D1cruBlDO952aZFvIfKZ8sme3r+IQ5cV8obTbV3e4qsb2+Lk35tYfZeMeKYuJx39KA3/QFjtphUMCejp79pzu3rmpV77/XQ2TSvn2XRU7D7R367quvPuOfvTGy3rnygWdfPq8vv53flvnn/qofvTK63rrlXd0YvWEvviLX9SRlSOqFgwuq8DO0iPzRU2vo2g4UHdlVZ01v9OLitLuTFPt7dih1NV83++TCYXLLbcCUrX9qmQEY9CIB/I5E2i0nccPMahMLAgWytPRE0wP9JcrXmMXamJOTsuZR81dJIwhcYXjFCDUM9szMi1L6cjJM3r32vvmHW9uHLG7VcCu2CINMUtDdMwxEx3YGDPqJgQoBBJijEs0Q8v4W3SYICDlbVtPpCJOdH1rS2mvb8fPrR09qs3Tp/TutSu6cPGCJjsPlNaNNgZDjTuOXqHc6K95+dDhhsCXth2Ho+NI/kC52DaIQJtjwFCuqGC2CZGtjUcOtQedh/FH0ZsS5KxgQw0YqNq2tvC+jd+BBjFfKGycFqMTDZ0yHqaVbFBssQWjTBkQaWtIGTZD/CGE0RrZ1iC40XT0TzmzWNa+1NYVrABjYIiopeGDpaWfxhrQNoxISsZ6QOI1GcacPAW9XBmNTzwzIwYLdUq93HQchJ66YifQhHNgLrShu+DABURouAAlE/rEtNMPawdKB8PSJvjQatqEECJU9pTtF0VrmFHCqEGLc4MOxZpWjTZOnrRQSz3ZV9dQB3NZqCJhkFvX1VDbhK98rIxmNsVHW5ktQjUYTug+N6Y5JxfR1iSyw0ts/ypnQJNMZvuQnT7m5DC2d9FP9p0ST+31/ZAHkuMwrMii6ZhgfJkXPjeWxI7JhEHCdYD1AR2ZigwOk7MltNFYhhDHdffUDao5OOZMuW5lEbENEQcRmQI4tU4kNSOvvF9yJyvYC9AxRjmOLL7Knu+9+9u6+va7Wkzmevypp/XYmVPa2d/TOxff0ny+p+Gwq3E/UxY1enD3jqaTiYbjsbFw5pTYGeSxx81Z0/wLLIr37uf0f3BOEK1yCpBhCxrhsqUxgzHMJFu7CkKfvs0LPcv9rzkm1O8eVBg9TuiMZFfO8V6yD98Sfhs7uIbdDsiBnY7GljTudMSxqbBidpJTMK5kp/7uaKFmMVPOnd3ZFwbHTAYm90FdTNUQd+CkoO5QHe6eQGDHPBkGkaHlYT6ZvfraCe7Ef9RxbgUwXDu8PTCwlkzk2ZVZkurE5qbuXLuiV7/7p3ruyTOq53t69Uff19vvvq2ZFvrCV7+s3/zPf0ukv//ff/BvdOu9O/r0C5/Rx59+Tr2YM2hRqB7Ls4Pnu6nSQV/xeKhsdcXu7MBt1tizx90ncFTq/amNtcq572XFUDLphu6cEkYBYWCZPLwnM6gIgR38z0iTDIJCdGMKJVw2njTDIRDMCEjNkj8OKXObLagTEnjwgTmzMGnUsC2nzLQoIhVppiMnjuuNd97SaDjQ2qivjrEVnF2KYQvJlqbQ3bPGU8YYIQgoA+JfLDZT9Cw+hN329XGsY2FbDqI4U5Fkurm1rbQ30Okz53Tq3Hldv3dbFy5d1O72AxP61W5Px1ZXNOj01e8N7HAH9grjSXMNkkGITXEYBdnCGAM8eAwsfx9GjoaQUj+NyNpJEgzZwRZf9C0o0MO03z5kPzV7WjscfegG11ESGcUuY7ynnwyNPUzmyID183Z9rB3RmLE0lOVF7TsWS0Cv/r3PL/9jy0GqFHH76QKN8caBAvmY82JZzR7nxLBhxKxNSEIaGQ3IWHW4ywyWCJ8Qmh4nriiUEZow5gNEl3j5gKBKjpYMNxKwhhySJ67N02PFwWiiEWw8vB2MA7+jTRbHsj3FrJvwMIjmc5BCQSKbIOY40QLHJM504tx5ywbPt3bVZU9otVSBUxSOM+TcX2KoWBpnFJi+kHzHeMeRoVK21RCvx0CwXskIJt+XOCvIluxl+sKY54Xva2VacTi6GFayzS1xqWvGFkPK3GBMcSIOkCbrL+xb5rV9wIbgXBqytENMmD//FicMypg4sSPzEKYI4Rfmz+uHlmQNO6XO6WOGns25Y+zJjo9DyKPUfLmwLUPsjOBmE4NOV/20Y9vc0mkp6OGbd+/p7Eef0pPPP60yrXT56mVNpjta6WRa7fetgdu7u9qfL9QfEeoaGq3OunEs3vbwUWCFvD7s/8NSP8O/7HJ4v6UWkz0t9/YU5y4zlmdDuM3OaV/aKXhVvjAgUyxndrgL4UIWSNYjfu9Mwt7OloVIybZm7pazmcljvz+wMw0I2ZE8yU0dyOZOm2BcoR+5QXUzAVVUymdzpT1irLHqvFRFth7wuliq5uQhjC63R2Ir5GCgJhjakGpgKfaMpymDw2NrWVo/+4HGq7foDsov7L9rlZPlJcYcHoShWmr7zm3t3b+rX3rxo3q3V+mP/uj/0Wx/T/cf3NXR8yf1q1/9qp558Rd07cJF/cH//vsaD1b09d/8zzTixsc5GqpWJ4X2zSx2U/e4r+lI0ahv9yblRCGx323HKXbGjvtt4g1ZrBWvGK8U5UXCETIBNUw2oGtWo6cMkeJqG/VKEgMLNDGDakqRr1B6Rj2x+JwmdgXt+1D5bWvwEBDmh4XIubl+BrKn4g/iSiDrlbWRnnjyI3r5wgWtPfu0ZVFz6g8LfE4mMXdMQSFwZqodKdfYIo/jTHUdq8j9bjJm6Ilz4QBAWVEHGotDJqJKuSrNpnNtnBnp6Llzurt1X9evX1U+4YSZhUZsoF9bUdrrKkvYiuNEQSfObPzpOOPGVoZ84Rv1W+SKYrM+t4jJ9rJmprzL2E9HQklZIh+iSeKVxbDNFzfFZ8oPVMSSM1qRE5h8HBhDFiDXwCDYYR9KTEmSWQRNTrYp88BWCMaOrsdQ5yEhywycxeCcSrbrGBpE2fqGfkKMMAbWF1AX3xsV68YWI9v+jlfK2auhKvZfR2Yw2MtapjhlxEVR5FJceNIW21wQOSNi2JNqFH5htCieuRkQS27EoXFHDqcDFIVBbOljyxWo3ejYDgSycqHvYWKgYvkt6DRk9mIIjMYmKY4DPsxYS8vSM8xnVamNU2taTB+onuwq1kILO2GMMeBGBZEZQhW1MR0s+9bBsD3lOIN0NFDluYUp2PPbKI07ZvDZUtMmsrAPB4fC7+bUWCKbGTDOvibGCvPBfDI3oPywlggfgNS57w9HjNra88mwcXbxwmD6qVU4Uh0O/Lf2uCNFGzwETKNTc0iQYeTKEutwiciBQR5T9spzMw+cGJ9PP0jD1z9HHOLIwtCgo/MpSaocUlMYY2lnbg8GGp3gcImxHUzx+//8X+hLX/kVffKzn7Mbkr/yg+/plRvv6fHlXBurR7TRJCpuvactnNtqqeGJ07ZPHicFmWN/eMoJeAg5OontjsZjmWYymfyP8R/bvDh/21i/Ra6GU7+KBSZK3UHP91qjD8kdYFsgOpizu9nDTgNZp2VXzbinJkvtBiSTyZY5p6oGamIOEplpNp9pvV63LO1izv7+xICDOsTX18J9VblPKzennV6zhVPMF2pS32hecuPjcNPbpl4ayoFCnm0/ULPI1SHILz9NJE3CHRWCV+9bX8JwsoHLTIArgp/1ILtd53+sCJ48zqzT2dCY9Xyi/fu3NLlxVR249yjS0ZWurva6eumVS3rm+Sf1t/+r/0KbR47q9T/9gb73re/qI48/oxd/4RfcKyZDsZsoaYhHcGuqnjkbETHW1YGqPl5Oo2iZq96bqtzaUsSNp4uF0RQNCJOxY1gsN4ntCNC97HMESRATIGZos626dAWJAYBCsngXNDCesPUrpNEjWMSZCs9663TYF8di5fB+kC5KFHTgdKcpSosvcjszDHytTlxq0Ejz/VJPnDunm7du6+0Ll7X2zNMq2RaAA9NLuWmf8gAAIABJREFUVXq1ygy00C4/SpElZd7/0h0QPDHb2hJjMFh+GGAEuqP9utGUBTgcKB2PdGdnR9evvq8Hd+5otrOttKy0uj62ZCbD20mjDtuluPer0eK+sFEk7HWFYTHFGNAcZXhggA4jQ5gLy64Nhg3FZMYLCtBiYeG9xQ/dP/cYNKdkeUJMlGJYnX40g2Zj7Bn4ZIcbqx+SlFCShxOWzPzRRuh2DlYIDoAp0wBnzAkKJwhZJyz27WWNruW8Y1BsQJO8tkjd2mPf2NQfJMghBwWkK3Fy2JK8MCoRZFM2kdGyLJZuyLBecE5xXloiD+NCu5FTZMpoXu5uRKa73RDDqV+MMVmWRifTF5SvncdLIoDv8+UzJBBFZn4w12aRYtTZvlU1ystEc8IZ3VQbx4/o9vsX1V3S9lJLY0LcccCtRI7ZWMO5ycQxQaLIoXkL3FCgPWfX8g8SNZWj6SXHTeZ+8APyYQrXTlfDc3ID2Ot3QryfA0jISoai973TOEzeRV7JyCf+au69xYHDFATH8xBiP5gbrgj6hd14yEQgB4mt5cDS2NnXdAfHzuPWXLc9ihGHgq18OC6sfU7CYr64TeCiWTqj1MmYPO1t76jMl3aXnsEIxzXTIBnqI+ef1K1b1/TNf/F/6pO//Fk99fwLGh7d1Ds/+K4uXr+pJ6pcJ4fremxtoPnkvm6+9rI2y0rjk2dUJOyhZoeCzx0hGNf37f9mb9vh+I/yipFFuGAAVcxULifu4HKTFuYQ8cDxXyycMcHAMr6pywHUcFOzTzxRrlJrGysa0EdCiUWu2WxX+7O5HYICO1ksOIaUm2WY0vYkJ5Bre9jEfxPdNWGD5+qQGUVKv0FpUpxzS50vOGy7RmDZdtKxk1FoJIrGBC1QQdYx5w48VmYH7gK1EbKfNYplaZOQ8XAbkeMG9tjVKh480O57F7W8e1vdMldWF0YR//E3/y872P2FT3xcy7rUeHVNP/zO9/Xe25f0+c98Xs9/9ON2hBghxH53ZMF+JV01HDfGdofRWMl4oKjfNeGK8qWa/anmW1sqSMzIl1LhVATtaDgXls3jhmbwRDny0LKRzMA6BURVYZsRgSNTcH5macotyEJsp6UJTUFz+IPRyk5RmQHGgwcdW5YxlhEjTCKNb8/n3pTuZjv6J/6EsmbRHt88osuXrlhcrr8yUhPDA+AANEpQKAgVe1DlCSEcf2jn3lrEFaPrd4aJ8WOwd2misptpksZa9PrafOYZXbr/QFt7E632e3pw86Z27t415b/K4RPjVfU4iMOI+NgOlgA1sdUCh2EB/TXlXFr2I/rZvW2sk+9bhNgaLz7jb8vQtG0cnt1pnzEOhv5QFB4vbbdUmJNicePa4nwe6wtjHFCNbWthUeMBBxreEIcd0MA6CdJv28c9Ucbi4iExrG1D6xBgKA2NBe7ZjECIcaHo2/eU47dt31p5aH/LK2X4TfukMSAh6rDF+4jao3z7hHplHHjvxgyjQFa0yyJ9bFUp7Tj4XaCPqRpEzJjadW1LDbHgkEGLo4Dsk5Vp64Hkt0xztmWtrxmKXOzvG0VHH9Ek5hza8mB1+xYiWzOwGXYGMCDBE5lwuvjM/FmLpcqSqojVE1JgfHDG7HSlqjYHbjDsazBoKWG22bih5e5GaZb4cZw2ns5MmJEktm9LyZOAmAecIOa4nWc+a+eg/Zu627+ZD8bQtBhx3EMy2v7Ovrdx9sNO2CpliV4J9LhpZKenQ9ybgzjM2cSRIzM6x0Dsa8kNTOyI0K7pvpXVVS2LpV5+5WXLUn72uefMyZ7s7ur69esGUkC73KweqnjnARnofQ3Hq4aszVswmh4nw0MHGDoM789c75tZcbYOTYmOVbXQfPuO5pMHiurcQIvJWUh4wuEolnPTgzARloFdzm1/sR001E1VNIWBqVGvo2I2087etgENEsnms4WObGyqWOQqZgDQWt3BSMlgoLTYfXhMIvthNVqohg7GWBaBczQD4NtBAPkoXLaUiCQIEh+iQt1yaKfwkHHHwkoz33ulyA9Lh3KzxWd02iOr+GfwFsEMwNAWHon4bL3kSLC967e0/f4lpbP76iS1FvMdXblyQW9eeNOSPU6eWNXJc4+pvBbpf/2f/zedPvaY/tZv/k0dGa2pmFNPqh7eT5WqYs9kvycNhqrZjA2tjtKDOl0W0nSi+d37WjLOSz8esE1iwn2KOATAzhZuxxeRJE0czxxHyLdH4KFD6eEtM5JGadphEWQIgh18S4HRfibGnsXIwft46BhRSzAx9GqiZ4qO84x9EUPVcmcQ6FvqBOU2Fv9tdnKtrK7r6Y99Qm+8+ZYGmxta7WXKuEfIkvR2MhJjFTXn/Xh8lt/TB7YTWJvQ31BpNaiz0YK7nAx66h8/bqfKzErp7s6+VntdlbN9ldOZlJfqJplWBysadYdGkXEDeg6GN4NAP0GFVWnGlXgrSrJFcKZ8LUaFJHhMmFeUjCmigAL4DJnlt61ig8Kk/YgMfxvW70DPeqYvCAl61k4bwkjZHLhRJSnHrCinIoEwbZ+szxv0susZ3D+cP4y/I2AzGkY7u3KlXa0SRfHSRt7TTsrSVj7jwfv2M8q0/eCz9rdWMCB5ymDo+I6Hj4lpJ/uMa/Dkc+qyOkLSkl0rKGnm0lkh9p+yr9nbTrso17aZa1jtJE+VnmXMGHlmOorQ9+nC5oAAoYg5J5nVgEytrG0oXy6M1iN2irwzv2QA21iDVpkHnBjGqCEq40dN0k+Y6WU4xzdhYVmikKN9nLK2rdRFfJLM4AHyOegHo+ixcxwKM5Kp0984J9D2xE092ax1eCy65msTdinkI3ASUvtoHa2WVWNObDbtC3dQYAJwCYxdsT2wvt3J9Js5jtyQw+/nCntoCYQc85iQnV+HfcTOcoBmmdMZ+TRq7PZ3HOY/2d3R/myhoxvrtv0NVmJ9/Ygh/jd++Ip2tnf0a1/5sj735V/Xa4MVvf/OW9p57x2dO31eo+G6ivmubr76sjECG+cet2QxdAnhEVwujmQ1JEnX/zyAb4fjp/LKLBjqtDUNmOBcA0494xaB+wZekA9uJcgYMGaWqFn5HZnQaTSzrH2XSbUoVcwyZcNVJSl3wMq1s3dH+5wsN16xo1CrklO3OKAEOctDNjHZyoTeoIWh2nZ3xH7Yku04BXsea8VkwCrWbDZFEu3cVVlCT6nlfN+SI1iedYxnTHJOrqwamMATYUjSrsWybIe7KQvG8IMjfHgB/lRGOFRCvQgrbLoFqDEYxUIPLl/S/XffU7/h8IaZLr/3rt6/dlF3797Qxomj+ugLL9jhD1dvvq/ZpNKnP/k5bd25pxpaqyHpgC5Ag2dq0kxNp694NFIyHqnqZarwXlkgLFoEeWtb9fYDpcuFusRNcFyIdxNAR/mhNEmmCBQ8i5efmx9jitP3FIIsTaEaU4CHhmJDEDhf2FGJnX7D9yz2oIwp4zQ9tBJxy8RvlcZe1goDwClEbIMg3lUqhR7xvBlPtgLdlgvNi0rHTzytW3szvf7e+/prz5xRxgEGZB3jJKQ244o5JN7O+fWYsm0twhOPUxVlowkIYtBXPezosWef1uqpU7r7YKIr713Xs2efUlQutXX7lmaTPZFetDocazwYa9jp2W3IyNwcwxIEgwNNaajVkGth95El9ooVw2PmNB4zEiEJCPEgOYUBRlmiuFpj0spfWzdK1461w2GCMrI4udNz1I9iZB64DmLBPPCwfbTMM2yDbYvxU31QXImFKTDO/AKL5YiTNjBnoJP2+ibDAUHyGQ/aRFlkAVnhwd88eZjhPGRs+Yzf8j2/5UkZHtY/kzc3hoc/b+tq66VnOBH8hkQna31AqYyRhSCoPzgrdoFH/qb/yCY6wNxIi9d5NjuxeXM2GSN+TEavGovzZwOUW6bd7fsqZ2y38likMRQBwUGDUjP3SeU4fNYFMVUfVxtm+97MoB3OwndsNfLkN9rDPDKmJKwMRgOTE1ClyQkOs53MBPLkybqhg57DwPl7/r1npTN3fInzawyTMQR84gmAjLWPtztlMJn2mQ2ch3i4jiXUmYyFG8DzAfUiD+ZbJHY3LnIdfI7d2MfmDMr2yuJkM+U4LZxXzHUW+dIyYNm/S5p4Ppvq+nyq9dVVHVldtwzpI+tHbJ5vvn9D//x/+l/01a9/TZ/85V+WurFe+/4PVF59Xx85G2mYdJVvL3X7jdct1DA8c9pF28JSmAN0oot7Kxc/q1eHVSGpDnmrcqlc2AmE3Cu7m+AMJ7YfFpACWMRRZrsNt+8DXECXW0I4zNh0rnKn0ZHNkYrlVGRjE2BZW+1rZX2s5gH3od5WSSZy1ajIF343KhISkeWjf/+DJzn9/fl7ZqVJqOl1SXypVcznlsjC/THtRJO80GQ2tyw8jweQb+n3ECVATGyRXWwIF1AcS45gPWShWEK+yF3IflbD7RuGCcRrsa87ly5o7/r7Gie1jq4NdOfBNf3wtZd0e+e2zj39uF749C/Y/SXfv35Ld+9v6/lnPqnPvPg5HCK99NL3dez4Y+K4Pu7WEZMlNhwpHo+VkknHWEH7oDrmTMqWFnfuqNq6r2w5VwoKYk+VpYZjtDCMuRoLruM1OYLCsbExs9N7/MxZEkNQbCzalnJEuRxWxIw1Coxx5aXN5GVlMf4oRepASfKwWGDI9KVeu7NKWdgRhqYGuJlA+K0pxSbSZFnryMnHdP3ONS3mUx0ZrqpbpXbsHnvqUBIc0s/B5HQDWivi7jZkCceJijhT//w5HXnuGZ147hl1j67r/avX9N7FSyr3FhpUsVHpu9u3lS9mGneHWh+P7QQaSx6JIzsVZzAc2AECKBSM6fb2tm3JAWlC9dFPcySCcUXGOFiEVxSuG5xAXQVFx2ct9YaSJRbGSHEN9rjRF8aVsfQ0YUubNGcSD9jGlU5zdxbqsixQRzGuEgMbxLoIzhLz4IrYlSu/48mjnW+u37abz/mbJw/Ktn/zynvKg+DpZ1u+/byti7pNFkKf28/tB24zrF5+x/Ow3Pn4YdBBnKBWNygsZxQM3+PQHL5+20ZkjrjqwT+cwOAYeDa0bTG0U6HQGMjMtIm1cfq03U91vr+rxXTP9nza9hnmg7FCno3NcTkG1S5wuOyORHwfaO6wNoif5wtO2nL2AJ0Go9Hv9TXgdLDRSN1wQAT7THm6bODUgGBJZPIkO+s3SChN1O1CAYfTmWAuoNTtjkx4ucydrU77GwNNDoDt1UWmGo/nQvNikH0+PV/kgHa28y/a4zSRLU+W4hpmuE02fBbRB8gsr2ZcTa7MIntcPBx3aQlSXBxaGUaAfb6c3GYnmnU0GAw16A90+94Dvf7GmxqMRnr22efMYN65ecO27XBATy/NtJwvNdnf8T3B41VzonAgDSEisu2zFbSf4ivyzIMYOAqJMA0JECTnsitmsfNA890tdaNa/SzzXJSqcgfawjiV5tOpnylg51V7KJF8kyZpND4yVsOZBiSmNqXGOGD91H5z7ep1nT512vIU5rtTyyHojcZKV9aVtsg1GbPJfGITS6II9AJ+OYaWgeckENuzmFd2Pu0MDrq7UM88O7wrbkBeKOXUonJ5cCu2uNtXknUVZ8AipJLsOqe62vE9rGTaz/5DX6EByKzj3q1azHXn3Xe0dfWSxhneVKkrN67qT1/9tu7OtvXCiy/o4594XstlpTfeeFfLZaNf/uyv6vjKSTW7U73w0WdtH963Xvq+vvgrQ508c1YNK6yDkR2ogQ7HweCoN/YMb91Xfv+e6umueqR+2+H8zo0bVU4smomzBCU/Y9gMIYeZG43l1B8Lf8niJ4kCytv2sboBNbRKQiYZawyWZ4kYHctbFipCx7YFo6+gm1GsnGts9F1jCT4oV5Qhc4wXZ2HyLgcaBIPMXq5u127I3SnmivOJPvHCC/qzb39LxwabGo7WFIvbak0V90EPoFk/dabgbiNpqpzF3RvqxFNPafz4WYtRT6Z7+vHLL2vnzj31wKrL0kISTT5Vvpxp2OtrZbii0WjFkASLvj/sG3XXGgQU+d7ent0xp1XsKG8UKAqY/lOWB8q2jXEhbyiwVu4ogzJsDQHlUZg2rhjZsJfQHQ1P4gHtYGhtXmyvixs9qxdnCMVmV/Z4EPjeKGUo4bIRR+n5dpiHNO+BMQvKgna17W8VCG0+/BkGCgqU67af22WDkebvtp8YCZOJQP8yZgd9RjmHH/KKQ3aA/K2SYKjoM5nsOCvBx8A6uG/hI+bt4O+HY2w0LfJolsb8EBs7O2+avd5N7U6MZRMzZtKCbWO9VIO1sbZ3trTMZ8rzhck4fQIMW5sJE7TyXfg5vDilyDutaGeCbhhtiiEJe8KhgTqdroajkd34g/2MGBcS/1vDCsvBvYChd23ekR+7vaQnqCFifG8Jc8H5sRBPm/zkPfWxtu/JWQCd+nnuJkNBlowNwFkOB4IQQQ5V2vyiPzBYjJvxc7bVqZE6HYu75mxDsd0F7pix3QlkA5qyLGroZNi7GCTnB8PAnnHmM3t7kQnuQEW8enU81sb6hiV5oscvX7uiP/pX31S0rPTxFz6l1f5IP/jut/X9t1/Xi8++oM1xTzu7d3TttZf1RNrV4Ngpc36YTPI72n4EMfupviDHJssWGyjFdhnTr8uFIhJ2F9inEAJqIs8toQXEXOm/hZY4W3xp27CQGU4Ss0x/dgHMF5atzv5Y1FldzbV1b0eTvakK5HI5VyfuG4i0W5CSu4LjZcckjsZmXMkUhkJg3xfxDPbHcUB0kmTqd/u+JYUMtbzQbH9icYyYA9aDN0SiTpcMlqrSAu+waJQxcd3SkoEycC2ZyaADc+oQkod05mHl8R86+nZMd1yrmS90/8I7mly9rCMdaTnf1ns3r+itS+9oaznRc598Xs989Bm7ndlrr7ypTCN96Qu/obXRUdX7hR85mBQi6SlPY33ze3+qX1v/TZ0+d1ZR0lOVkikM9dtYEtPy3h3VezsSnly9VNcOVCgNeVpyF/QtSWN282ooJKexUXx4s0w4+zlN8UAAsLBRVIH25XvGiX88UJooPD5rjWI7dnzWCh71+8L0A8upzylM3y9oW4RMUYY2kX1I8ordjsQPCFiLK83272t48rQ+9sKn9NYrF7T55Io2+l3V8UL7xURlNrKF3u93xK2zsuFI6WhFw5NnLdPw/u62tm5c0r1b13T/1nWt9XrqJI125nsq5rl2lzvKOolG7B9OUvV6A9u2gX+a9brq4TmmHc2nMztnmNOaQGw2JgbdoQ89e/RRo9mOF2PBuGEI2t/xyuftexs3FHgYV8bH2L2AujiY3XQcxsgSrfxm7cBcmyuj8JkjZ1GYN4hRV/nhcJBghK1UuD5t5NptO3jlvYcO/KxZPut0u1aGzOm2P+1vHjWkbT9hNZAbyvOg/EO61xUgn7UPKxeodtY4Y3BwLdY89yAO1LMbVZJug/FAfkgqgrkBBWNcYbMYN0OetMP3w2IMGWcckKZMtE+9HWma11o5dVQ591VdLrSzdU9ROTdKk98a8AM5c1MIM6asFKfybSt2ZSvH1h4X5TfE640RImu+kxmzwW0rOeaQ8IPT+xwUwNPRJEjRybjakJ7JRsLacyOGmbd91Zx4ZQ6QH2Biw2zy4ggXPWF9tvgvTB9JULAjfooVY0jd0O3ELPkbY4+RZdx9uxPG353BiixoaM5w2IQfwekHmZjsy+vNMHCsd1O6zAOGg19Vtv8XLcyJcLBPZoxxWEgYLDhoo9aRzU2tr27ombSre7dv6nt//B3lu1N9+gufseSzP/v2n+jVS2/pF596Vpvrx3Vv+76uvPxDPfFiR93jJy3JrMIxsNlppeun89rKK2PFGNlRiHmteulnjZfzQg2HTOSFhWcEQOyA2D1/CEdrsSxs6xVZ/9zG0tmr2AwstwhMRl07o3myN9P+bF99zpgmFGEO30x2mFbk55rbQRWWkIoryT76gFwxrmzZyXIWQGOnNUG1kGHWSVAmxLoWlgREo8jYhFfkCDPOCM2WlZqeB3nL7tL2kPU4OreoVS5zZWTV1n1bOE0nEb21RRsEieFmkP4/PQ50gmcRWqpAkyvKZ7pz8R1tvXtBK0xzudDVaxd04fKbymPp+Y8/r/NPPKGbt+7p9dfe1Klj5/WFT31Rq50NaU6ihatEqFfWzi994QtafO/b+pd/+Pv67b/793TsxElTmsRVy/2ppnduq5lsq5PPLW5ZQ00HLxbqFwUTQZHVUKiusJF5FhrGFRQAtYWhZDGycG1MLKPSNhzYrcO8TsqDhnzzvykP6OdAa0KdsmB5Mp88jaILh4DzW7IKzSM3UZC6Wep3WAEOsNDTTEXucRu7m0g+Vyertb17X6cfO6P5nX29dvGiPvP8kxbz4l6cy170/5L1HlyWVWea5nu9DZsR6YCETDxIIEAgJIFAKpVKZdqtXjO/YH7bmKpePTMldVVPd1V3qeSQBEggjISShIS04eP6c841s5732wco1UWhiLzm3LP3/uz7OQ9E79IsfGNTNTzQM7uqrW/p9sGRDm7f1dGdW46nNREAi6XG07GK+Uyj2VDZfKat5EU03V2pGVCaYRu2s26Fure3r/39fcOFrM1K1WUbxNTyZDGHomIPUDrsK4oK4cNzMCTPscf8eJ/w8lN7RJ5jf/CIoUz+DUQP4yCk7BvZQ6h4aIHfZAWFB8Z1OI2gac4WXA0hh/eC8cIINu4jhP+/TFKy0k0Kn/v1lZKi9f3ioaZ7L9fD/fs1lwNFaZINiVROg7KzoGV95TQX4Eh8IScEhcfvO4ZuEczOuuWZJPyTJ8K+IOitLA21prWBGeE9gnyVGhCw3R2ybE7b82Q9rJEzIOMcckeYz6mL5o6QPaqou7Flj/XoeE+zbKxWlbhaKCrHdM2jUZtslwDvwnXlsZ/QBefFAzTOI98YcNBqqd/vGR2hrrXdhi58R2o0IizAQHIUHArWZ0ccM0G+hohtD8drVmjQEP1X3BYzaMznzu55vxkK4YK18KrxYskOBm5PytU7bd4PQ5etY9qUed3leIFUWHZyMWiKcqpGeLXkm3iYAzfoMyNRAlQHRIdN4DN1h6qYo0DOFfWrlPUQt3a/Z3iDuOR8biOWPTtzZlc76xvqnrtHd1ZVvfXGb9Tsd/Xs15/Vy2tt/fIf/7vefudNPf2l53Rm47xOB0f69J1f67JLFjlDx6PiLJK8hlZNB+YZeNDH7uf+WBX4I+lzfsMX/8/KNZK6mCoGkopxh8E+n061mmSew91Y0OmL3gfUNbft3GSzqWbTiTPFOduMellu1S1GSWqaqr5sRb/iLDo4UekxGkUIApyrScgHGVslB4FZ3KTgxVqik1NSrnRy+t9WdzQ8pUH6Ulu7u5pxCp6X2BAZVWQHD8YT3bh9J7xclAMMwuHD8Bw6goGD5E6xUj3Tkb/trhkaw2Li9fBkEUMxusxwAoQAHZQH4MzL8jD4mCnFsUrXcvu6QEZzQys0YK6O9jX86D0dXP2D2vTTrEs3bn2sdz74jVbNuZ54+kk9cOkR3d071U9fe0uPPP5VvfLyX6jfWNdyXKiBx1ibq9qtqd7rqNbuqtbu694HH9OdkxP99M03df/ly9pmaPtoqOn+XRXHe2ouY1gAMAx+FFXNKNCCfWDNJvBgElvGqfyG0IHHpwFxcUCsn+QhEpGwON12B2YijsrneT8eAvBGeLTsFwK7ZHYEKj+GxVDoEEKYWwH94804zyZRlAUmHjSEFXWr7HWrQf9daV6ZuxtQhSke07Eu3HtB1w/3dDKfGcZrbmyoe+lRnXvocfXO3qvu+fvV2jjrdpokiu1d/0jD/T0t59SNLZQtck0Zkk3pxWgshsp3Kw2tNXtqVepOcNpcW7enAeTWoL/zqqL9uyjXA9G4H6GJB2uBjgB1swCy2KlLRtiFYiiVDwqHH7iZ7OZSACOEoTAEDvuHcWWYKMUr2VuUKzxONjbvYT8RfJYMxGeWuWvoPL4G+VbjtOpkH7jtibMq6zTJSLE3K+lQ7la0SeGUih7lXxoAvG4LPRkDnL3v5QvKl3Vxnz7zlAjliSyNur0IhDKxNj5H/LRGkpSz0sMDBBakFIfGCRiDjttbUCA8UC6Mr6sFHcOvKAKMP5JoVkwZaoqyMUdAPLS9YUPHSUmuOY3MazaavcYjIxM46T8jAmSfZpWlBsVCeaWhM2fPK8+nuv7RH1xi4ak99Ei28o/4q/nMwhkUp3BJhUvMFpTlxCzjMIiob4w4fm+NxvxtNdt05yL+DrEUqtYxwhSj29gLK1mUJR5v3XFWe5jEWJ38Rpy1aXprNNrRuIM+7XWGRqC0607wQ4bGuL+mGs2OFTyIDA0goFUmMvm6tYpLfzwUHi/ZrSoZw8h1yHOIXAv2Di+d5Lt6kyYSkawILdLYBoWNfHESHmuDHt3uD2/alG1ZgscHXVjB8wxJP6VRgmwHqQC9mczVXMW85I3NTc0Wha59/JF6G+u6dOVh7Wxt6/bNG7px57bObDOfuaWj430nGfa3d1SpRdmicxWoMLBsD5kef6dQCrQRT39RhZpEPvtIoh/+zWcNf8MrBWVImUcHMtx+SgnSeGwUs4KSpaVhveUkVjxYdA70MhoOtLm5oXyMY7TSej8mq1EJMZ6NlNfm6p3pi0hWvx3d7GagkKAPq7pGg5nO3XvJ05pGJyPViqW6a2fUPnNW9dJzBa+mHnbRSc2xEfwInXpTWV6oTwyVUhCmqcwLz9jk3FTLVanEjaFYOSCgoyYty6h5w+VuUqpB+c5SNaa2FC0Rg6q2mqou6dmYEqIohkBzoP/5jfRnF50olTbTghCmxAPkNYgCLUHm2Fz5lE5TmQbXr+no2h9U86bPdDia6K133tREuZ546gnd/9Djuv7RgX7y01/qmWde1Csvf1errGKlZaZAoreamjcbqjHuqdtVtdszM/2bv/q3+s8/+Fv98G/+b/0v3/sLdZdzTQ8O1JkvXNMas1vxGsMKxDJ7/yrAAAAgAElEQVQnqckj5kiCQejbEv+8YToeBB6JoUjICSkIkoFdQooHcSrvDYgBSEHstamQowG9StBRqUz4jfLB24iEFIPUEYuF30qr2cpjpQxjKkGVpXdnwT7PzeiWPFqquaKZ/kh5s6/LTzyhX735Kz349BN68MtPaLVxTvX+mvJ8oZPJTNlgqNHpsU6PjpRPRs7aoyk6XutgNLTiXjKpB+KvVt3Iv1OPoeceRdchvk1DgkiaOjw60F7yXO1dJqXEOvFcLRxq0biBvWEPUDisg/3hNwKD7eXvaoMysrTfhhmjLIdAC0qDQ+B7eC/XKhUewpU9IvEhDitlUTuBCZ2B4iRDNjrq2ONzlxiMw6DlEubn2v6ErUW/HIIjSRpeR3myDtZZPgLyDy/YgiZ54byfeDPPoSQ5U+jrMylFdifr8fSbBD8msx2BymcwyjAnMEIcg4QdDXenZDvgLyvsmhs6YNUv2Qy8ZRtzNcffcjqYGcak3CaQhsiADfSA5CRn8HIijN2DZpcVTfNcW1s7hm4/vHrDRjv37N7ETkqJGa2siQx2vLYoy+IaYXxwLnRcgpXZKybrkLBGMhM8jvLEAKnXozEE3qrjr8TfQSo8/xYlCR1wBlwDeJbs8dT/2clsyRN1VYHFleUSBghnwMfhNcgJ48rQM5/D2OHMONCEPqCIR+NR2Gy1hkvfMMyMnNBLGjlNfrWh51B+rojh+iT1QW9ufRmTgiido9MaVQ+Uj1GPjuc/X1Q1pzLCDTgqyoHZtVDGGeSMdEN7k1NTMSTK2WT7p1pbrLS2va6tc/fq6Hqh//L3/6TJvK5HH7miZ777l/qHv/1b/eTNt/TQlYfV6G3q6tWrGle7uufhJ2ycZUbToEnc/0QrrN+GIY4EPApTxQxgIxwB/yT5FnvF62nnog+70ai5+zaQET0BFsbwnk3plqNidKJqPtZmq6dGARxOYinoVU2TRUUnk4WOJ3OH204npMjQW7mp49O6BoOJKjsLVfotzencB6zcgJYz5acznYxzHQ6Yo7zQ6bjQ2rKp8WiqBb3V/7iTE90/EMbAujAaRGCLGIQXQmGjSfHOsujiQzINvIElT+yLRBnmk4KHA4fgfTFxgIxZAsStturLrpOilNVVIVuPeaFsNhZj6oFnS9XwaihYrhVykH8jZAqXOgBjO/YAJEW2c5FrsH9Xd97/nSrTUzWbKx0f3dLvr76r03ygx5/5ii7c/6g++PC2fvGz3zhL+Dsv/YkW07mKaUCzi4aUkSLfbqrabmvJ1CDKcIC5EV6Vqv7Dn/2l/vsPfqD/8r//n3r1ay9ou9dRnXa+9KHES53jwS80JdkGkz4RCWuwlV3gnYZCc7y7VGzBbsHgdiwDdkL+WUayEWWNKoLZFm2IeJiOHx4h1LCyUzIFjMz4NN+LkaXIOqbFHwqEjyVI0mgCz+ER8TStMxG4xBlIRqFFXKWlweFQ3Xsv674nntZ7B8e6tL6laqvlWtoPrn4ohGu71XZWIq3pxhgJc+oVF5pOZ46jMiJvyXSmfK6ttQ2tr/XtwTPomRpEBF4Dj6DTUTadaTadRhZpUjYF83MROknA2phISU0Ity8+yv3ht9scWnHyHqzgUHzl+yMsEBnBX1TMFpQ0i6esykqa2A/vC8g0GJ9rhvr01Q0lls9wRsjTsOLxMhyXI2vbzQQsa81PKErWAG/Bg+V98DfP2xO3vIkzj/uJxBlgaNZJVyvOD3XpNSVDAd4mG76kF67ND/9mbTZCEi3FngCVp7pWPB0QiGLuxKRQ1hW3LgRiZG3cO6qTUht7xEvaygHdrVw7HffCvofs4DNOSqo2lKds5PMXzms8Hunw8MDiFBGDWYCC8xBy1gD90uEMAwtv2C0ZAZlj7jPvJT6KwWEFW6+bJr2miuI5urFhGyRIGJqrrMg7qNhrjYS3SJ5ys3wbyBErtWdqRQqiEfD/kvOmRCPJM4wWlAZK0gaB+TaMNowNs54R1IamRaG//8cfu2vZI488Fs4DxgB0AhTPNZAV8Dry1mEisv8rHhbPcANogzP0Gbt3dNAQn0/U7vIkEqLgFy7JnjO3GcdHVsTElZtGILJK3Qk+maoano7VyRdqd9taP3PRCZ2/fO0t7R+cqtZcqnHmoo5u3ta1u4faPddUvsx197Wf66OrH6lG8mSSMea2as1yAMTM+4BDxsm5cUzmrmw4FqwjeAzjBhrk9ALNw4DqtFrqdEAPovdAMRhrPJlEExDCkatc83ysRnWutdOO2o111WlrW41WuVQsnIwoPc3cZrV9NPVUMVoDT4qhThZD3cknWtBwInnKE40sx5fTpYYnmW4f5mo2+pqP5uovW6q2bit7533Qx/Bcy3pYCAvmygsESArWY01gMbF8emY61odnUKjiDhgBJzKFY1XQ4HipOd4BjiUz9/AsgO4WuRpF297YAlgDQiZzzTM4IxZBQhWCfYlwTzFENtPmny1qvEGiM5kW1apyt2mba5VlatLu7PBIN997X8vxULVVobuH+/rg2m90Mj7SV196WfdceVQffrKn1177jV75+qv6zkvf1nKUqzKeq8M4sHpVOa2Dm1U1On21NjatXIsmiTwkFK20mBVqzgq9+tSz+tnJqX7yT/9Dr379G7qwtSl537B+0qBqlKhTx79YXI+QDQse5YACxtpFJBv2oAuT4QssOqwavIcQxCYwyMtWdMTvgMtI6nITgwSt2+KF0Z0RSo0yDBQQogcDJAEf3luK3cXlEgHHlvt1Z/cgssLT86CBKkwndfvbevWbL+n/+Nu/1j+89rr+6i//ra5/dF2fXP9UW1ub7ppipZhNg5lGQ7WY6I1Xs1gYHqbJ/G6PjMUtdZttKwSaaVPozz0jBEhmOjo80HA0DKWQ4EWENkJlhmFnj5KyALuVLt2B6WjMDk3bCEyeK9Ym3lA1ZcQiEDEeeT+CEWOjHDnHv1EYPMq/w5MNL5gCc4QzwpzzjAdeA/xDjBNPg/OO10JAoIQiicXwg9EbTotrED+Muli+r1TI5fmVitVKLAks8wjWP12RoB1nnyMrG46Jspa45/B6yr3gXsvrsHaeR8mWv/ku7sFrMKQe3hj3Rzc4oyk2unPSbg07c/8oPBsjlNukMrEZCvZfXD88eRYY/wWkSesTyr7W19f10bVrYloJHce4P5pMcC/A2W6FSGzRJToxOpCs+vAcw7PHWyTuTskKXmwJ70cpFkoOpCHgVIQ1MDjfw3VQtHFGPBcGSKmEeQ8Oe6AcoSx5DwxshMpsG0qX5+AVK2OUbpM6S+QdK8HA5XN0xvPd65vf+rYana7W19ZdbhK0FWfD2uy0VGvuOMR9wM8YeHSg8gMjyXLIeshPFTg5IDk2BqhkicQx80WaazslySk18LDsrdWdK2AaXFbVX99Qi7rp5cKTpx48f1nVyqO6feeODm/vOx77ta9+TR++91td+93vtLne1/lzF9yTfJYv1d06o/7WttePcedhEs4/gb6SMcmOgGqAUhhB4m92qVwaCY2R2MWWor+cLeys90KV2VyVWaHpLLoOLlf0JR9byVL+3mk21O/tUMThJhFkf58cHujcmV1NhkONRxPt7mypWqHv/lTTrKeDWVPbD92rRbvu+mFi/K21TTVrbRXjQlf/cF33P/SE1tZ3NLgzUDOvqNZZV+fS/X/UyenkRNUdNDtWcNUZrMZ5Uto+ArZBAThxDsb7qKlKjYYNgJjEGaXaohAwAEwDE9bxghsIQVYUQhXmdfYxAr/Z0IqkoBr1kgGfgI/jFRuuYZqJdxKBHzAS3rCWmZsjTBk8DDHlhYrxRHsf/F7tYq7dc7s6OL6tt979QHeP9vT0C8/o0kMP6+qHt/XG67/Tt7/153rlxZe1GM9o8WLrzQKS7+vUVKPWsr+hWm9Ny3bblhyCh5FN1elMk09vajkc6uvPPa03ayv95LWf6psvPK9zm5vuGkLUCyEOlI0+4doogFLQYzXac3F2n9ks1mevqxQ4eFoY5TBXSjixxU/sNClja+QQiAgaCwUEBgybWiVy3ybRdCZEYHw/hk8jE9SbTEzc7fBCUFggOyszLGeGkddY03Kl2Xyu/vaGLj5wn/rnL+pbf/FX+s9/89c6v/WGNnpdbXV6yo5PLHSBNbPZxAhDxgi5gkz0TAUj5UYTrTebWu+tiVmvWOK9Tk+bm5tuv4ZiPT050eBkoDGx7unMnhBwcO7pOZSUAYeFEWjFAC8mOBflgcfHHiAoSsVhD6D0BJB9VDokZe79spcB8BCoAJ/jUSpafiPc2O/SouZ1C14bL5+/FxcBnc89cr1oPEDXHf6NV2MfxvxixMH5CCXUyDkj6D+/9/K7y9/wB8YV90EpCSoWoW5BlYwGG7spfss98lnWFPdbiq+4f4Q/e1Cumf0L2C5idLa3nLkbWcCgAe5/Q/u9VNbHb66NLAFNiTwAzMAwJOFvvoOf2EDuIWTO6WSiL3/5aXthg9MTjwerVZaa5NQgoosC9uajRs8C7PPeEl2ieT5rYNi5+wajYN0cPwwv1sPrjQZxQU6B20TIfL5+FDCN8Esjn0YXcW54rhj/0BthqTg+lAGK1XvHhVacWfAhKKBlGAYa90LzCg8IwFMGXXAHGBuw9Bq4//KW9wmDrFpMjBqxf4S8MbBNw46xQ5NA5UyISQ06kiryOLV03shNhn3hkMDT0GOtUVObmcAM5CgKzabMuZ04ySen9zxXticcNe2U2QyP2+q2Wvb623S7WuZuYbpRl24fH+rXr/1M9//7f6fHn3xU13//jq5/+I7OdCpaa3XULFbSqKa1M1vq9TvWEdQ504wIp4o8HtNzSsiDduiyVO6bPQ+k2HJmY4x1O+xmlCZzd6osm9H5RqtmoVarrsU003y6UGfF1JtMnUVFm622+t26JrNM+bLwhKxTalvJTs+GWk0HalWIk9MogjGtB1oM76qnDeWVqiazE9GAY/fcBh1vNcpzdVaZtnoNbay1VNzNPXGM2P75ixe/0MnpJDo5wfAQVdSRIZjk9PXB8anaeAM0DZhHr1dHr2ylt7RwUg/ZZw0f2HJKvLbiRvY1ynRQrigKhA0MCzzcqFvRLvBYa03NaeUF8dIk3bBbIlio2AcOUcMTTJoplC/mjtUUea4aQ7b391WZTXRmc0ON+kIHx3d0Oh7oK8+/qCuPP6GbN4/1xuvv6hsvfEevvvCKivFMy6xQoxL3sqRIn4y+3pra29sOhtvSwspaLNXEsxgM3EBixWDqnKb9Sz335S/p7WpVP/7Fa3rxuWd1dqOrnOboVabh0K+XpWOhpqk5KFrXlgdCABHB9BZodPOxBwbTfS6EQiEgUBBiMBkJEFjcMHuazGJmT8LVgjWhCOF7OhmlyIso+UiMaAscg9AWN7XDcW8IBaav8DxCsJqS2UheQ12Tdr97zzn1zp4xhPPglYf0za9/Uz/6h/+prz/3rNa6LS1HCxWDSXgB1KBhYS+X0WEHtGGWKx9P1O2tqVsnQQbvo6Jer6O1tb7nTu4f7Gl0OlQ+mxkaDuMutyXpuCttJtMYN5eBMAFllavmBJPwPHkfzFsq2JB/KKBQePwbBYLni05AMZEhyxah8GF2CzUn5UUsNj4TQoFN4lxAdyJehyAPD9XnniBdlHF4HwEvEm8H/uLhMAI5SPacwoviOwl/oFSsiJIC8AcIA3iCCnXH3Dv3Gvfmddl4IlmtiPpHPJ2Udcx1TWufGQRJ0SUDgr1CwXAd9o7fFn7JAGKTHFYgjwBjLRmJTizyeUSM2xCWvUuStaLMBPYlm91GD6IyKVh+w/eTfOya87Pnzmlvb8/VCmR5OkrNe02qKO9Q1MQbTbsYRDYYQrHRDILzDtg2UAmUn38+6+uLkRHGJ1emDjQaRrSsnM1bMBcJXPQerjO2DMMqaAQHy7zHDeCBsW/0yyZs40goHqqnMcS9OIucJLJmJEjxMffxTgoWeltyTrQ15buoVaWWMsIqLB/+QKCABFiwIC9IPmT/HG7AcqdrU8oIJ0lpRdSWkAAQbAo3rBbu2ma6XlBOmLmyo1YtHFZjbJ9pjzlXNtDrNoinM6mOMVzfcPOGk8lIuzu7+sqjD+uNd97S6z/+kV79/nf1nT99VX/3n/4v/eG9X+srjz6mre6aTsan2v/4mhYXL7g+HhSzUqOtaNVJseZRjNxEx5wVPMna7FzZk0WPBDxedr/DeYhG+7RDnGs+yzWfzKRpLk2nqmQTNbNMvWpTfdCWwb5OhkNRggNitrvRVbuSa7aYapWdqhj11GaoPImVeVPVSVXz07kmY1Cuutq1nmbDE62yhRrzuVqVXCqGWhbUtk8tK1eLmEVdd5vEpFxr/bWIr+JdYD25O8dUm1vr+uTWnmtZ83nuBBWaHMNkCH7G8uC+1lCKwJt4svTAXSxVmy9Vz5tqIkzwAAsSZjJbQRQQ1eZYcw2taiD8Vc0dA44ECYQcShdPGEbgqywcPOeU8WILVYqlqvlMBWOYRiNtkIxUW+mTOx/p9d/+SpcefkTPvPAtXb1+Uz/+0a/1tede1ivPf0vLYRYdqsj0JGDdrGkBUTc7aq6fsYtPf10C/14XB3c61PjOLS2ODp3YhNGQZ6SDz/TE5StOZvjZL17TS88/o7NrLS0YckxcKAmosPzxDGItJpwkZIgfESPBu+RCtqeDk8OoSBYl++3PW6hHeYUVITV1Bs8QvAExWlCyJs6EmDoCGbjOmeEBd5YEjNTg8whUmNAWdorJse++I0AIHC4SPdo1tc6saVGP1orz4Vjnt87o4r0X3dP5q09/SXk2VDYdW0HR25XEXqZNYGliZBEbBGds15ti8DOt3FrEyNpthx8ODg6EB+PGEUXudPpJNtM0yxznxYvN3LUooFd7IShEw07hkbDHZtwvxBi973x38uTCWg6kxIaOlWV02kFI87o/w0YkJcS/Lew5IwBFe0B8FzIdRRc0G/8O5RbvJ2cAgRhoBtKQ69vL8RXL70CpQyc2Ux1D5GXujx+Ej4Ujwo+lJI8ahY0ijdhceJ7kk5SKnPsuP8d98sP7eY774FGu1ddJBgAUgBFi4w++x5uoRiw7whPISZRcnAX7hucKPTmG5v2KfQHetYIt9zCoXatqoXEhPfLkUwKu3Lt7R0dHh4a8uT88RO7J+5sMdpSc1TzfzT66jWF4sNwDGffOjLZHSx/rgIvZP9YEZIxXCB9QW0wSkxuSNJBBwY+U2OBw4AbSfIJ9sBJ0UhRNKFIGsNI13MIS2ZgMI7wxDGFoKe25f3Pni+Tp8tqCoQTEtVHWxKRB1lhD1NyaHjCuwQ5bAdsT2liQLQwdOGkojCf2CYVrT2/B9TA2wyBkrcga9nNOHJIkxgptcYlwUbqHEVHVbFl4/1BokaPA/UrZZKZxhbI3BgZEbsD6xqYeuXRF169+rA9+93s99uyX9NxLL+uf/+6Hun33lrauPKKNTkt3jg91K5uof+6sVq2OKiSQCg8W46HqpCvODS4gTEhdMg98dQM9rBVEhHADMoRwJR+G5qlxpcJhARzOjNeZB6vQKpHRoEs89upCH3/6iVu/Uk6zP811/32XtLu7q6O9OyryqWXLkglp9gdamhckPHZFD+tittRotFBnmalbbzibGqPZ/cYJE9n4SaMv6c41L5VrqoctamENQUTAKyOSKyDOdkvFNNOq33YygVkxlQRUlmH9kIlmw4qpEGQPwxTUXS7Q8qKnkjV+p5FrScP2BUKCTaprzgBoW2jUA0SscFkSKgLAzBixJTxBE9+qoiaxhNOBitFIvTaMVdGdvdt67e2fafviGb3yvT/V/vFMP/vZW3rqy1/Xqy99V8sBiViZGhAgY6VqFeXEX/pYLluqdjY8NaagXtUKtqrVaKZs/0DLk1M1mIiD1Ujma2EbXsWqqscuP6xsONR/+uu/0Xe+/pwev3Kf5sUkCV8b2iaOUkFamHGIMLK9gmBI1sq/zR5mnM8FqInMDeJXHroOkdtaNxoXVjvCiCbsXAcvqVQGCPFmjY4vAS1ZlLOvSZEjlPksD2KTCNy4FgAgnWqi9Rocv2pUlVfoGjPXIp/o5MYt5cOBnn7uK/r7H/5AP/r5P+uJh69oToIBjUtqS9WabY88G42Z8ZprmReG4da7PQupTrutHnMaq1UdHh25SxOQMF4YCU4k1uGBI7RneWYI0fRDXC95DC6Z4FwdkQCajWbsXLNUlE76cTkOHj7CJpQSzOz3OPt9Ed26ksIp94XX+fHZJYgZCzq2MDzOUFChYHlfKOk4W4RcXAvlmfbaiiuEJPfJ6xaQkKeNnBQXRtCkhCdeRxHwXR4QTtglnSXCm89ZkBKdJ26ZjAnezzXKdfi3k3M+X5NDCwk1KvfNC04eL1YE1yFJBpDDb0XwuTQv3onw4x4xHLke3+lucMDXZdiD3wlW5XdGiVqjqnN4OPO57u7tB2zOeYIAzdkz7j9icPAtQpllx1siVopiYZ/Zd2Kw3gsrw1ReVSYBVmSIkCSoVocZr58rZq5HjN6tQTzAIOB8vp+4dmWOAqXVHrNwyUSO9pqGiRtMpWFOM+tLJTAoTWjHFpcpxuEBxlmWNFqrr7SkDSNHQSMNOxuccdAG58i+MKsApe+aZs7Sexoyg/sjkZCgnY0PjEUMYrx50GFKdTAYSkVKzLnZ8cBxYlmtXpTpLRgC4ugFe0/VAmIi9n9Gzew4U7aoqt2uqtBE81VD53bParpa6ddvvae18+d15cmv6PToWJ/89m2t9/Z134UtrbdbunV8qLy6UmtzW7UWQ9wbHmEIwlOGuDhDHK954jX0EfsHo2EckHdR8gmQN3AxHikj+JiM4/tHLTPAhFnTy6k67Z5Wy6lO57kefvQJdWodffLhdd24s+dhJvV2T7N8oUkxU686lTRVXp2o0l5p+9KWei1pdGOk8WKkZm1TGUYI/YdXJOg23BJ25uz6mnWLkbA/7uQE8TARY3Byqo8/uqYxgW8OtYwjIYTsthP4wUSj2QRpCUBAC9X4Wc3VEA0CUp0JHZVyAv2UpdRULOgF2VBtXnfMlsQo0EPX5hnWAdqpaZlh8ZVJHhB4JARhEefuM7rSfJp7Un0Lz2HZ0NHhQG+//5aK6kp//ud/oXZnU6/9vz/UY/c+pj/7xp+oMiZ+W9gagfhpeUhLP9WaqvU2VO32JaxXCBWrHS6ZjLWgi8zpkTrEgRxPzp0FjPdI1rC7My0LPfvwFQ1vfRSji3BeyYpOkzsQRDQYMPT4GeHAKECDMB8xkQjww1QQE0rQtgX+PRaqG3/X1YQZk/JlHZxFWPO+fBJEcS0rVKAkYF8ENsloFlI24kM5pVgZ7Mr1uDa9PIE+iZ+TgbyqL0Ooo3xzaXb3UIsze1rWB1qvLlRfoydzSw89dL9++9YbTopgIs5wMFA+i+kUZJSiBMfDkTP2urWq6C1MTKhOR6h6TSeDUx0fHmoGo5AIxUgoWlDOMitXJv4gaPhBBJJ9ay8Jz722SkwZkBni3oLS3jvvjvR/6gfZXMcHQWuAg9w7tpxnjFEc3lKp9PB6SsXEdfnbcTIEuoUwz4bFzW8UAfIUo49/I/z44XMW1DYg8XpLLxnFx98BSzppLQlS1lp+d3kf3Jcf4MP2VTBAU6gh0VfAPnGvpUAq74HrWfHxWb7Hyis8aKw704CvyzrTDGH4M90/30k2b+4mFeEF8/2loVZ+Pu471mSv0nFr9gTlgtLDi6lrtsh04cJFtft9Hd29o4JxkWs9C0uUCTAnOIuT7OxdIkcSAmAkFloA+iTcEDWoKLowNgJl8JQwhDf5Hg3KdPhpOGaHI2EYmBANZ0r9P6U6CQXiXDDI/BwTkqpMbCPW2zJNozzZPWKHVqTmOegJOcN6uSZ8nXiUvxO0X54t85jxUoKu8eS4Jh9gndUIZ/m0gz5RpPAOb0FakPBD3l4gIjEaEJiZIRyE8eIrv5CBDmpGHgwUikHAH8vMCImHYiRyMFqZkDHeDBrWsGG6tLE7Aqk62VOr29HJyVRv/+ptffMbX9MTTz2v45t39O7Vq+q31lRrdLTMhjq8O9HaYq5Of9OzodGFczznJjIw7p8KhFgHhkokr0HztBpFwbKlePBWtjgSoJlUZzjZttAS1LEg4WlmrxTZO55kavc3tba7o1U+16VHH9T1j67q04Mbho8x/BseGZo51r9ijm4dGYhnvNT6Zle9tTW1ah3NJhnTJbRsUCa21GrGkBdIh1JMkluReX/UyUlD3lDXeJZrtlpq49y2BiSa3Lqpzd6a+ud3NcsLW691LA/gOLB9wwnR7J7SemKWFSzOCjBDSzQ1yueZFtSYFU0TJNCKZplnEVqJABE0Sf6AFrFmAs7h7/BU8K5D6JPUxKSDxWiqrpmrptForPevva/9o31973/997p46SH9tx/+SO1qV99/5XsuAKaMqNlIYCqJQ46RtFWnp26HYmIG7uLJrWJO62TqmbH5wZ6q05E3H8WDdWIBZbh6rhrWYZ7Zm/zet14Whc4ILEbRY43xPQhjBBpMj0jEOrZyJHM7ebGeX4v1+tn1w+OwEDbmVDFM5WuX0B5CO7Vtwxu2ouU7k8C0WnHsduUJNTAZngdrsPJwuQNEXPcg85Jgec0lgBWJMYRY1S50B3JaVjW6fksfH43Uv3BeOw/c76xfaOzFZ5/R5Qfu0zLLVd1YuapqlDFKbuVRc7SmA3VAaSM0nPjTqGuaTzWaFMqpkT0+ceYocCKKdpYRgyWugVcUwpz1WTBh9HmtBlzNoBZGrllEiTCAOkGXNhBDEJZKC0vZNdsWbOFxopj4HOfFd7AX/PB3+b1OXELxfAZJhxK1tMNgssUfMH55HX7z4BpcDyrgfXFdhHDA8NRQWybzbwahpzWXSh8ly/2jsGwQAeUm5MMyMhkH3h+6WLl29PO18P38+F78pZxtvI4RxJ3k9oTi3iAqBIzDCyRBVXl9LjKDM+aM2qsIJMB0wzB7lDEG0BLDBGOc/WM6DfQdcAMGz9wAACAASURBVBpBJU+pWoCSNXT+4j32tm7fuR2N8pEljZp7aju+zS3jBK+qniMLpMq9cqI1mkHYe4+aV98HciSdnQUynOi45VJUcNB3pdEAogcutrbzvTHonL1ttdoRzqIO1kmYTZePWdnWagE5W8GlWLDh4oT+JLrAUPLZIKccLC/POX6j9UoaY1/wjIHfLTeAcq0Vk+FlDYi+XTlGaKrm3DBaDB/yuThXoHsMEDcCca4Mfas5TywDFFkgXAs7GNXIbrbCwlECsaqGE0E4g5g+BgT9oUEQF7lmszDc2iRQrTINZ7natQ3trG/p9PaR/vDWB3r2haf03Ivf0P/8rz/Qz1//iR57+HF1Wm1NpjON9u6oks3V7aypVsHAWmg+Dd7k7BadzHXKGCsgaBg85Fmb1lCC7JuVPfIaJC2Sb5magzfrEBR7gkKeLVwtkitX78KOqs26oLGdM2d08aF7dP2DDzQ9JsGpouo0VzVjYA1OHgNMVjo9HiqngokWsKq7xhZrhJaehBhwcOpFRR3MBcfEnaasOl2IymYTxrNrVU3yTJtnt/XIU0+oqC6cnYvrvX/nQBdSr1wzpmOiMXWFg2MhFJjgUSCcCtdihWCDmfGOtWwom680r1NXVle9uVCd+K2FgFTNo6YL6VKrNUVkFuJ0araD/cz3wzhY+L57nZb6zYYGw2Nd/fiqPvzkul585Zv68tNf1Wu/elM3btzRX/7pf1Cn3XLGquecklFab0TmMoMI+uuqra9p1cbyTDNQuffBUIvTExWnx57IwCi1FUMNYHoI1sKPDkn0La06bg1sRrN7YidOnwfyQZhgX6Jw8SDd1SmgWwiJ51Ggsach1OO5eM1KOWXAwogkoJTJJyGYg6F8R1ZahHERiAGpW5Em65nrWsjHR/yd/B9rgfm5HvGlQBOAhEMQ0w7S1qTlCAfPRJKJZou5TsdDjQanOn/psvrnLqi7ve0MY2IvJFhsNnZV7O9bGOMtFNQSg0zgzRPHo3f1aKK8mIkicTE6ajLVZDazoTGbzVxyg0IJuJH7jf+8p7TGIziER0rdHwIDoUTyGglZvMYDOlJkC0NEJExBsXZYUqyV9+B5cQ08/vLBvvDzLx4kv2Aksn/pO4HkOVMLd3tqEXONf8cZl8qW59hr9Jxv12U+Accl3eeTidc//34+XxoHrB8BZKQhDTfgujz4Xf6NVxBxx3iea5gOrNCDvyjR41rwhq9rZyr2Dpq1oQJ8nc+ULUgmW4hkmIKOSRgizvxPUJ6RhYCq0S/sXJS64NGB+OAlxvQboEaQEya3bG+v6+DuDY1HJ264H7oiMpGpi7GpmlAt1hgGRkCLHFdk+rKO5EmkOClGCEoeI5KWiPAn+0EmMeeMz4jnXc4xBjlreiwlma7cM/HAhutTySdg79hbOjE5NkxpiZVYgoER1NQiQ4ZGWnBE8HqDx3zv6ZxK2vJvQ76Qahg2pvLkTdtG4dxS/S+byvpBvniAMHENLstZWU4SAiOTpIh4PN4416YEw/klOBTsY4LUYRAUF/ktOR3+KPNyUg2cA50s5TpfKgmyqfe73WkbWaMcazEa68xGR5udvm5fv66bF7d178MP6onh1/Tj/+eHunbjU7349ZfUm8x19+BE2eGx1J97WAG1uPSqRhdgDE09HjL0hHMcMFhcD4z4iWY7yDnTsREWeBfjGxSF4SVM1aFXNwNrkN04Z6AiGz732XSmW7du6J57L+rshfP65Pa+qoShKAljkWxTTkIZlTOgLS0jgIPTIf301O/1vO/QDQY+9xyhvei2BTr2rzs5NRea5FNt7G6r2mvreHCgequqy888qd+//rYG1Jdi4TJDtBxpxp1waGxQNfrjxhfh4UZLP/7NA4JBZ3LDBI2Zd2OBnuYZQrRYx8AeTMMpGIzrgD1cSiyWnsKkry+12e9rd3NTWTbVrYM7+ujmp7rvoQf1je/8iT68dlNvvP6Oa10v7O5qPs5t5XKfLn2pNqTmuuprfVW3N7RiKg4KBlbLJiqOjjU/OJQmE1XyTPU5qdx0icJgANvHeoIJEEBk9rI+GJhVRmp7ZDUa4DHEw/siaQWiR+HGxA8EOtYZzIEK4Lf36gu/IWwYg/3haVvcyzhIJyZlmRmdYdFYrWR6cy0EC03BXcINvOUuNZ8ntvA6HhiMyj0R47T3h1VuyU4mN4qh4UYTxSKPgvRWZBnjCTN3c3T3tt6/eUfbly7r/q89q42zm1q2LnrIdT6aaG2+rsndPcddadTBNYGG6R0K/LsE8i+AOTJVPfIu1yKj7VnEW2c0lEh7AAGZvjhL10VG27pyzxB47Ckel/u40hy/Hin/boDoDkegCWRsh/HDZ/hhzSE8Q6GVgs6CLJ2HDyfEjc/NRI5Cgya+MAKOMwsFynojOzLOg+8IFMTCzsowruqzd5ZkMpo46ySUzRuciZVVeNV8nnaZvFY+uH9+eI17sHpL9x7PBR3xGQsn4rSm37gCyiaIDO0QtAgyAspC6y32dUZcfB6lUuQMIxTdStBxYT6HZxiGprWdjZtApSi5wasyP9gAZeZVSxs7Z9Vu1zQc7KlaYfpRRfkk+ieHAYpxGvkAKNC4zc/rVTGOUZYkFHk/uPW4laBl4Ft3Y4p7pde1jSjzcihMaACFZei3RbkGPy17skC/zVbbyVCuM7ZFUXX5C5CQYWCHuEoDD8WVspm5FSv54HM40ihdALuh9OJofQhhCnL2AclDpZyd5WeAID4by1WjKoSeoInSwMGDivguqJO1KPHX0qCP7bPC8PmAoKVe1W4Ww4QZPH2XKkUCKhp7QVtc0wTGe6HxeOgrzWtzNTa6biY0GQy03l13CdAfPvi91u/b1j1PPKEn9w70ox/8V12+8qgeuu+y6tlKe8cDjY+OVLRIdEW5hoLlO+CZypyqh6ZDR6yfA7VYgnpwJthvG8WYaNETmOdRpiRB0smJfsPINaAtSg3bKEbkLXINlq/WDPuSpEfJJ7F+ooAgAjSsqLea2jpzVnmXjle5Y9lY5dAIMsn3CaEllAfIzkYQ+/fHnZyyIaPHMq23mxpmI40Wmcajgc4++iX1djc1PBqbmVgUy/Vi+RuGJuYorFmwcaxBmIzYaM2TGiKWx9SRtuvB5lhXeIo0/rdnQXs3ShkK1bOIF4agRIkBP9E8H8+10NmNHa13W5rmI928fUPXPv1IazvbevX7f+ZssX/8Hz/VYw8/pYcfeNgp24YjnbKO8AV2o1NTX63NM6r0O+JeAGpXs7Gyg32Nb99RdThSne5TFHLTPYqN80/ESEjqIJHL1u+CcU9AYcxmDK8FSBgvErubzcfrcOzTngX/xoaMlHsIH6JCYXDolg3ptxMaUC4IXhQan8NTQph4mnrEx+BMIF03mqd0xVZpCEiPx3IWKgoUqy+uwYlBuChpvE3eTczKkKRT+dOoLjMmsRcsQhpcIziYSEE7xxDEp9lUV3/9Gx1nQz367W9o/eI57Z7f0d3rt9Tp4Z1sKxuNtUg1gwy1np6cumVin/IGMmZpm8isYXcTIlMwzTYtPW/WlLxxM7oTURZmNAQca4FmVlidxEATvGsPM3kFWORkGjcNr4YnDYVZZsPY9nICPeA7+LHANr1/LgWh+VLWlcqN3/5+J5dFCAChZ2jQn8fgQbnH/qPg4juAepGZWOnBP5ACr7PPfL89+BSLLctorEgTvZXCE/lno8guT1L/VrRx/fI7uVf2y9Ci6YAnAn6Er42AWHhHSIH4OHuKpwJtlXtN5m673XF4hO8lzs86EDzQKReN9cdrNgXwRqF3TpNe3fNCW2fPqFhMlc9GaqPIp1kgKM72bbi1H5N14AceNtJtgHCt0oMoofxkqMIznFJKhELBwqfsHz/AzryOZ0fdrGUTipQBAJ2WS2qoTcVTrdaij7TbaDrME9/h7Ol6eJOhoFHSCdLErbZiiL13eRM3b5qyf+o9AvmAr3AubNSEvjQ/8m+/lsJGNOJBHho6TSELkFDO3XAlBqiT6QLVyWbEERuqrCKsEAY0NIU3a3MqeXcgiaE4OBtkQmPRcjniqohJRFRoVIGZoVHCBDldj1ai+127UdVGs8/BuM6djO2T06Heef93euzpx/XIs1/V7Rt39fb77+rc+pbW6frWaWvEKEJ6G5AsRhWDjX3AThr7LKRW4cYjMIhzU1xvAh8trFu4kYLE0yUNNmYed4m8B5GF15hxC2xMe9ceThVdr5gbvapodDpwSeBGt6NWv6/B/LYNSDKSOUNkRW93S/2dXU2WY+WkuZMtXidu37Yshi+pyQf1A9GiYyFyHEnxLzs5Ef9kQWR4dZuG6MbTiS0zupYwKmx0MDLTk1Tii+FV4Rta2JCtSMJIWHN4e/QW5T+IGVjCST51mBptTDsGlCsKLDxWfCUaclOXjJWAkgbKgxXJB2Pg7Xq7r+3Nvr3J/YO7+vD6VU3nmf7kpe/q0kOP6e/+/r+p01rTc1/+qpOgaL4MxODpsBwSAquL57ol4UUhtI3/j9y0P9+7q+pwoBa1m2D9LqNHOaKcSN2H2PBaKfAOIQonQKooaT8Q9HjeLkuL+k6sWb6bB0IOgnHmJyzuejwYJLLkUJ6lwIRzvL8cmvuKxr4YajY0WlGzHsYJSp/v9L+dLYknE2qA/0coRjwvBDy8j3fG/bAyBk3DnIZPSV6x1U8JCx47Xl5ASpx/w8Kj6jmYQKo058iKlT699qGOa7me+dZLbn+42NrUiQPDK53kcyeAkVxHkxHSlA5PT7XsFGqxH1jOWeZOPeEh0WOWrj1zD9XGU8LQcCYpUG5opc/2D6gUxeBEE8eZIwZKJSD7D0Ghd5BjZckJe2KlBHOkchCMDPaLMzRCYEUXsCLvR2IjqIwMWCYmD4MLJSXPnoZiDiOmPHc+jcKxgLCighRCiUMH0HwkvIXQdcc0f1d4hXHNoCHohXXhKfMTHoxNBVv08B7vQRg3kIhOTApDinPnQQMC6JgyOitNwjtMW0rnTwyRFnGsx8LEVj78mDxXPD1GeBHQtGFdCWXF6MsMgyd4hG3jb95DvNQeBztZkfpb66o0qrp76xNwOdePs7dNbo0kMSvhQIDYO/YJhKjWDKUN7IvwZ03sJQ8bAf4rQcI09U8D08nAblLJAGnzOZpSNNtqNjrxm0b8TeZYN+zFAhm74T50m8pHbOjBA5yNa1zD0ESJ8oCH2XskrZVh4j+fCavnPJLRZ/7iUh4OQiOZMJqhFa7mM0/XNY+zf0lx84trYWQQw+U42QO+GxlBYwvgUpQNxpofGGHQzZJGOKCOXIT/8Z8xY8ts+KzI21rQ2ShDAVfdyrS2rDg5DMgVhyhnCs1gom6/oSqNJFyl0fDw9U8/vqn1nR3df+6snn/pZf36n/5Z1z75WA9duFf9bkNrWUt0e5vPli6VpNEQmzZf1ERoiqRSOuzhyXIGdrpCmCmnioOiAXuoKNho9k8iZ3iyIJ7IzaUmo7G6a13D3tAGfJPl1L8utNloqNnp4l1ESRvKORmdvbW+5vlMw9nQ4+oIl27Vt7zHGQlUdCo0ahZwtfmN8yAfoDg9kdskIuxOTuxhQZ+9XtfZaNSFXbxwb0AzpvOK3WgEXqfeSbBrKAa8VtKlkRBLFFpyv03wWCX2HLHYC+P4DAM3ZLqsuRaS0XaIvppaLl2B6RHwxs9Xuaq1hbrtmu6757wF5P7hvj6+cU13j++4du7JL39J7737nm58ckv/7vv/0Z1KitnEwfpVpNapQsyFNlfbO9JGm5CwmXk5GGq6d1vL4wNVR0N1SMEvMykdhwxPlYNCRrjI3zBXxFrgd2AihBAEakIFx8e6Q3Ch9axkQshZSNuqRmkFzdvkSQLH8TCK0LEyPVqOdpRYuMQMibskmDfNA4XZUDYIBPeMTUocIW7ljXWFdwE8P585SQRBBTFYVhnhZ7cpcA+oKelEKzs2nF6lEGYkvxDbZJXB6FViH8zYbNXVqax044MPXLf68svf1m5vXats7jKbdrdra3kya2k0YjTZStS2olwhUiBiLEC0oOeAznOXelCXXSpHCIn9x5tiH0KohseJVqSBPD+sF2WKUiAuQHcXGp+zH8CZeC8IfIyDKEGigQJF74soPwGPKSKRqPwOGyJWnPSpjb1Kp/fZr1DAQQsMPUA4IgTgA15zJqyFYni2n3uzn4lTn0Hov/AkApcKQfuZYsRKdzP+gPixyOO7kkHm7+K2oNloUM+/TMNW8uFF4uVzVygsZwAbRQIOXFkGuBRHq2jsAtxGiIaMa48TbKlJiUujYVkANIdwRIZg2DWb4TXxHCU4hGeiuCAZOuQqZHPXT08RYqcnalZqoi4hBgcEckO3osALWDMGehgO3s8Eozu2ayUUrxmyJ1pGMlKraeMRQ7/F3612TMapR5JmTLVpGULsdLpqtjuqItDxxOmxh8DE6CUea7ifbOLgE2gQQmNPUJ5krbPn8IrvgXvyecfUolC/7A9/8QmUcWqoUJ4ZnzFv8mooaCf5OHxKyUUy0lHJaa9t0LEXPk8D+g7ZmW9R5nMMqjCiYt+i6xfx8HmNJju5kSCGlfNd7AnGZavdsTwnlmsHASPdfRJoCNSIlqQMNqeBba2pSavjvUaWU+dLsutH717VemdNmxcv6isvPq+rb/5at473tNZf0/paxz2YB9PcfA0P2jhxw6OlBLqGUVXP3FoXLYEMoATLJTuWyYQSLZhdgsQaIg8l5WcYxYhySGbwDsdTHR+fOtw5m2XK5gv11tcsg6qExxaFhqOR65ExII6O9nW6nCifzzxRB14mqTYHaaMfg883lD0CFXkMn9W/qFyxzMj8gwHwgKjt2exvOE6G90fCgdtyGeKM1PCIaQXWzwFzUYTBkvFUyERbn3SUyQwtw4hkHNtidhIAOBidkhZq2PqqxwYB70FFJh6C1pkt3/Nn71O71dDh/rHo8nN7/7a2d7f1wotf1Y2bNJP4ub724qva3dzSYpSpzsJJJKnUAK9VbXbV2Tyr1dqa8pZdeC3HE01v39H8YF8tZp4yFSd1YMJacvQpFe9jJMDczBREkSEE6L7Cc147t8zTZCUiKBb0xIzMYXNZskgtcSHJlEwDwXv/zGAhiB08d9JRMBTMzobwPv4285MNiPedivehPbwu7pu988PMiMcahlB81+ezUbFsy+8H6mhVgcOiXpFL4EFRjoTAINGE2r8CmZI64lipFXNbrdgU2AuULn363u/1m2VDX3n2eSMQxLMQxvN523BMdXCqerepxSSLdpfQFU1FTK1LLYjRs5/E6ZJgsJWWLBHTR9pPhAoLxpDBqV9QdY2w4bzSJhiaXdBKr+kEFNAI4EnW7ixjN0aPIny2zwo99SZGcZXnw/sN2yK0kjftaxgO/aKXGWfKOSGDfX92vPCySd5AwQJD4X3CNyGwA06Noyvv3kZCQhOCDkKB8S7WBcPzw/V4IOTtOdpLCjgNmitjwQhOHlyLewESs3fJOvkP5AWjKykMuqaRMUyMir1g1NpniqpL9yL626J4A3nhmpwVrQHLvWMTwHiQL/AlBEmMnelKnV5Xd2/fNVRbTMYpcxZYPAxaEBMM23D6iK1z7+GBw3f8bRqwF87+YhgF7EsDCYwrFAayAyg44GG8X5pTRM0lZSmUhrQ7HXdkAgq2QQAv4LnixRLfTWuCKlmbrQl4mSxkDBc3xkHBBlJhpMMoUkV4fg4h8EbWsCRT3xFZ05dRr6RcUdz0NP/iw7TMEZvPMNwiwYv9Jh8EOgyaCU/e8DsIIAqzSRZxxOd5D2cfcsKnEg3w8UirjCUl3BW5DU1CECSYgtjx3ZS0EeLAWCKOSWy2yNWiWiSfazAa+Dy78G1RVUs1ZXsDffj+VT334rM6d/mSjvdv6/bH17Wsr9RrbWqdsZ/zpQazmduwMuBjZdk2d8MJzgzDrshDj6CnMpdLosy4LbrQRY5OMhfDUCZU5pASyXuEvhgKsdBkMnMM9uL5CxpMTi3HQWihM/hyPBhoMDpVt9d2nHm2f0utnXUbZSS0ohPoYLa5tan1tTXTOjITeiDDHWOMfaobpiubTfTXVKVe1eAPHhfKr9Bv3nxbD195SC280vnSUBDWAwvhQI3iRza05R88bpKxRVyoknMiYP4oJTwMNgV4OA4Rr6xYMCC8pozkjyVZg5/DPSjkvJjp4s5Z96k93N/XnVt3dePmDW/yt1/6purdtn7x0x/rwrl79MgDD6sYTVXPI6PUA5ibYRV3eh1VKU1qM0Nx5uQanR5Lg1M1plPVmPpDzRMeGcKHpCon0wBPIcCIsUa9JSVrZVILmD/vg9lpTk42HAoJwga64T9blqXiS4I/yidCGHIgXANBCSP4euwVzAHBpYxb348FTlzXuoDCdvpAZ7kJBKbE+EGAIDhn2cyWFl4XsZECprYligilFRzF3gEDwqz2/mj+gXLg7vGeIZxlJTwWmosnKJS1I9DoCOyxJPlcjVVFnVVNV3/7niqLqu5//FFb/C2SYDpde5Wjfk+zUU/jWaZxPnWyQROmh6K4JntlL4BygUBHKBMB2kFw2OqH1jA24Hv+TvCvobAEpwNlB5M5Gu79YVX2CIAgqR3lu+LrwptDcAGHESNMDVV4T6gvvjMJVxLvnPiBDA74LQQXAg9ly3PJc3UWKwqN8wbGLj2KUoSG0cS98jpQPl6ghTjrs/L4XGkjCHiNObR4F3yOs/O5pnrYUAD1ULhAvHj9pkEzaQh1gr0uXQF+T/OAnY0Z70e5gjJM6N62Wqnf6XhYuQ0E+NpCHo4P+JfVYCRAx2xqZOeGR+ryI6YqsZcNvJ9Cu+cuajiaOOMTwxvBxVlwWjbIqd/EE3XZGAZmnCPyooxv+16cpAtS07DOQ9lD6zSox4vz1C5acjK9y8YNHZig/aphYZR8p9NTs9XxiEp7rXghtPRzaVJ4sCR5smZWF0I1RDr8zv5wn9FeEIQlzqg0ziwTcERSwh7XMO35fIMOuEb5gJaQKWBLJHhyTvbeOW1DynyntyvoFt5x0mSE6aouzKPCIZJPUaVsDu/hW0ADHK2Cnht4hAsbIlx0NmXtJAdiFQa8TotUhrm0lk2XaXk4fZt+8hgLSztH1FTTIIKQE81jWvWWmqrr5tUPtXlmXU8+dkW7D96vvYO7njZWmY3UafS0s72pyZ27muINN3CwqHPGUXPBjM+A4fC2tMhCZw2md+DuakyOcuezcAao6CARi0oI1jWdTNRZ6zk/CIS21+v5nHbOntWZ3R1ND45UcHn/F0Zwq962977BoIPNNSvbrMjVbPe9TxiHZFFn3LPX7E31GXGG/6qTExuzaNRc80Rpy3I4EkXE+6cHOtvdNNTCDVdWqQ0bxFKnWYPcLAL1wxly+HPRM7jq/rYkJ3EAxBZUaakCk3jmXlhgMCMHXlTCMgA6ZiGuTUvCaGfzrBZZRXev39XRnds6uLOnx196Vhcfvqw3337XcyS/8ZWvqTWl4Dd3MhT1VZV6VyMU4/qaGmd3pV7EXtpYlaOBNDxStRipWE2dpEWyjy1J7teTbrCOSFxaOaOa+J4L8zEKiHFAoQhhSlfyyDQOGAkhXje8geAzMTv+RAZbMCUCkI5GPGBMFCv0THNyCxoLZ596QEq22hH0Ffc2xpTHYMF2BpxGNrmxOYzpphYwfE0tOjghSBmBkpJQuCeEH3EH2hQyngu4Iy8Q2BTYU+SFxU6v6Ii5NYGZgdXs4EVSFrFoDDaYiYy8WbZQa15xPHY8m+n999/TslLVvQ/crx5lAsxAane0sb6p8fBUk0FV2aRwkwDmD8P87BUqw7MwnRTEFgeMhvCyEUJ8BnIL9zC8VQwzK1YYJbIKk/Po/Q2jB2GFixYlCyu8cqxluhPNiTMB/YbyK69dCq1QGSH+Qg4mQYsx5ZAaln4UwXNDyfy05Y8wRjHjk6DIoCd8xPiO0hiLBDPHyZGqfCGnkaba8F5+8GhhaMsbQjMoRNaE1+l4OtmRCLn4jmU14qicfyMppthnvoKsWgTZyi0K3RnK3U+pOS4sSHMazixXhv4wkmiEH0oNZVexV4oHhxFqpZDqblEskZ2AvY7BR5OUqK+cQtv9HdXWzul0/46689xJlRWMMPrbYLjYyEFNRIMUZ4ZD5H5EbJd9xVax0rNBSGil7uERCGkayhNbbdRJrgSdQSbEgPJ6q6E68dZe20Z6BWXRqnlIBZC7zxtDJhkzNhxsnFq7WoGyg/b2qGdPU394H1xpMuNYXGISIRmyneHtpVAAke0fNk+5d7wfgzYQmFjz54YWS8ewN2mwux4BSTZD8piT4id8UELp8DcecaBf3FsgXU6KgnDtWWO0NkSzC76/Pp+r2cFI4F4YNdmgBNmfDcqeR7OOeU3TIte4GKvIlqJ5DKmdU/obk2zYhMZX7iHw0VvvaHt3Q5sPXtHu4ZEGVz/VWruqamup9Y1tjWaZhqfDz/IeyOC1YYEuQHZSXkn5DR572nfulYQ3OvyhhCA5pi4hF81A+dyJrkUt9UFfLUQYYDg8VaUpnV3fVa3TUa3Vco912ubS+rAyijGeODf3XrxPWbOiMf3r3SdLNtyIEhaGU8hj4fwIxcAHTPcgCRXG7a+prIfN69vK61uarzpardoanM70yKWHXZ+2GM7cq5PsLJJ5qsvcVgSej2FSqIn4jQkrLCUIHEEHZLxYVNUivRkPBOZCgLAJEBMNj1C+1KFyhPzPrdYKWyfnzp9Tr9XRjU8+0d7evm7v72n7/Dm9/K1XdHw80N712/rqU89re21DxWnmRvtGb8DuaSTQbauzu6PGxpoFD6KnUhQqRkMtTweqzKYBJQORuL0jayKATwwoCBPihNixmh0HMsqFVRmwixUWr9trjft3/DWQo/Bi8aa4JzwyOMUWb8yKND04CQXDBIFBRmtY6cTB7BGxKKZcANXxAcpuyE7m7yrWP/cT3pyFK2/BG2DPMWJCV4eXCyHAhDYKQ1jxPs6Ly5HI1QRCQyCRSZ5qZwAAIABJREFUhIYxRaKQ/w17R4E1SpAH+pyUeBqAkLnIA094cHqqt978ta/30GOPCQHNJIu19b62plua0ulpPFYGHa1yKyqYKqzTgMMDisd2w7M133qdWP+sHUXrh+HYED2OSSehgjJwsheF/ChhC8nPzw2lYOVVwjyJBtNVrTR43atOcD7nHV5adDRCWfJAuAJHWeFBZybxlWH80rMm3wABaC8k3TPr4Kf0XqmjLO8b2it/fB8pRMA92KrymYd3A33YYOV6nCYGhz1CaCquCf9ZgVhho5CqKpZ5lFXxOfYNQbJaRktEmoQw6quPl9c2FM134KRauSDw7bEGpImQ87l4AELEoElaROlDNoQXivlKu+cv2LsGZShGM8uGOV4lZVWmQwz5MCr4jVES1w1lxT2gXG04GSbHYK8bZcN7bbebNvzob91qo2jJFMagqhnmJlu40W6r3e2oybpI8nMiEwAwciocADxpJ86FdAotAy96VKQzGS0HMHzYy3olxgQiP3jYGLIADtr0/S4iJv3Z66ZJXi+J2R81DbD2Lz5KNAwFCp2xJzyQVabRUlZhOENkNv7iPWGY4eFWCW/6s/6cjdX4d9A2a695igx7iiePYYiixoirzUEGyGeg8USMvysm5DpQfkcLXNoNEpOuqdftGH08HY30q9ff0Hf+7Nt65LEn9etP7iibz7Vzdsdowvb2GR0eHGkwHAS921iIfBMGujQt8pBHYSRwH0EP6BgSmpDR5L2Q1EW7XtYcCU0oP2LHQM3dNrptoP7mmm7evKlWv2cHxbXLqcQPBMRlShDYsqLJeOLey+wwSC7XoSZ2Opmqd38vGS/hOBmBxHT9405Ov/vtb1RU1jRdtLXdOaNGbV/9Vk3b7Q0NRkcaV4cezlvFu6HcASHBwNzQp5rXWlEiYaHnIIS9ODwYNpoenjRrAE2jeBtCsaAJ2WRhYYgQTwLLtFJVr92y4jza29PtTz7RYDLSSSXXyy9/Xf1uX7/6+S91afOsHr33ihMmDIFACHhkWPuNqhrra2pubriHrnURyvv4WPnhidp4u0wNobcqfhNeHm3BEJipZrI8RIQ09VUQIALPCsrxqhK6C2aiAxHrQli6F2hiMhQOD9iOtaOcDW06/hYK0AnWTr5BGKbkiqS0IW7iBIaV+DjXT8qBe11WafwRcREnrXB9Yt7o5RQfs3GAAgPucS1YJJzY4kHBIGBshQWsx3da31BqhP4mhL6YK2PIQh49Z+kTPJxMNKLbklbRo9PMb5dKJ8fHevP1152d+tDjj6oxDwXUX1/X+vaWZpOxssFQE+AXd6UphQHsQUYe/0Zd0LXJmxnn85lSCkGG8WN33lNpwlBgv9kjKygr8YBurXC977EeQEkUI+gJCsJCMCUOhdIKIQcSw/VCEIZiLvVcqTCDNsAUUP5hAADhk8PA3qL0KG+yADZJcH/WxDbQOBe8WLrT2BjlOlaqgDNRG8i6iKXaEKtQQkMwKkIRFvyEJpydHqVNCH6+22aKwx7kToTHy6BvlENRBXmgQT+tCZeOuxIKAMVgRm+v37eBxD6XSs37m+DgzwQ9ay7h/ZTpXHOSHLWNmLdL9zonjkvP73p1qbyytKIjIxSaY4udQGIlimHEvYeXQNiFeDOKBzlRKuH4m+eZjkMnJuKvMR2HLGcbPxhA9B9ut8WAcXuwdGxqtG2wYlC6qQDOhxNuQB4CfSibR3idKZ6OgqNyIhp3hlEDbfE8dBD0F3Asf2MUmAZAYEzr8d4wegJzQIYRBnGTfRcc/EsFy3W4tlGphOhgrUGVpk2UZUoWMhqW5JVvxrKHfgOUGaY60jD3bTCwNjxOPNn6ijpgJGHJjzgXs2hxWV8YvVssCDut1OlUNcvmbk3Y7TJ+dGlDu9Hs+mtpRgIN3Pz4U739xtt65fmv6v4Hr+i9X72h7lpPba7R6uvi+fMaT8YaTcZux0gZWM2GS80tCT2MwY4AqKJxLjs93nPkNkoW6WAPPlA7dtUyE+RvNjPtnT23a9j4ZHTq+3A/Y0J8tFhcLdXv99Xp9nSymBppO51P3LZ1rdPzQBL4Kaf8ZzxKOR2R1AYtLpG15NeUnmtZD7u51tJqluv937+vP3zygTP/Nno9tZprqre3VOlmmqih6ZKUfFqT1R27c+wkQY2GEywrKmYmSKNGTylKAWgyDUQEITQQ3KGoEmDqQ0EB4mFQQE990j3nzqq6nGvvxk0Vs6lOJ0NdeeZLeuhLT+r9d3+n+SDX0y88r/qUTWT4dSusOpQKEFO/r8bmhqqdVpDJaq5scKTJjZuqD0auvWQoPN9hWIW2ej6khQhhcIgQHVa1U+FtHYZisVIyw8TmYtXY00uKz4IZDzjFVEvPAhWLgCAmhRDkM7wXpUeTDefLAM3QhhLjJSlHC8E546yQynV3yypjf/zGW3f5CWB3lfTxGEiO0qEnLtexR5XS8rlOCG7YuxFWn0cGRpmKpVydMqCO6jUK8yNp5ejoSCfDsSbjqYAP8zxzgxIaZZMEgiIsKK1AGeEJVyo62d/XL3/+M3sxFy5djEYTWmpze1NTkIQ8Vzaeu9eshYO9LixV9qlUlvwL6omsWOLkwF88y+ECneF7IMAQQKwNocvemBmTpc+bUWgosoCeeW/AZhg8CGL35EsSyeo0nWl5Pd4DM1lnVUje4zuDnrm+rWdb0IEgwMA0TqEKwUYQ67IBB/vjvfOd3Ndn1qYbUkQUvIT/QqnwPmgNQ4cZsNwfnizAow0kNAw0x/MGN7wCQ2AYdYglDDWeJcZquiULdLVSRqhjPjeigLJF4fS7bXX7xJvofORAkD9r0RvgiTMujaJ4z5JngXIkKcoZ7PxdUbXV0Wwhba9tGXKmmJ86SPYT2iUcUV9WHccjRsqc4PKBM1GrheIqlWwoWp7nrJEtGCOxX24s0WBCDso1vHfCTs5F6HSsZGt0Y3LJTsRaQ8HiyZZj5VAqySjGKUApYriSZAMX2vhNMs3rxOOJmHGJ7JVn6nyMpJjDB+OMINyAAkKNpdX6yKD7WC80jBwKBRi0x98YKzYszSdx5ubr1EEOxWIEzA4LOhQDh0clmgYhhunjCx+xUM4TG51s+cZKLbWtMHLHluXGO95L6oiRi0Z0CBfVlNEsf4znWlePnJ4UzqAfsIhlM4e22tSH7/5ej1y6pPsefUwfvP87ffTpp3r4gUfUqUu7u7TnPdXoo6FjqOw8ZZ0LYH/41yGg4G/Wz71gEJh/SXSiJMnBl4SCpck7CwQpSAkd4fLM9a/8u9FrieY3PmSXnkFvq0A1Wg3lo4FOTk5UtCrqkF3OObA3lYbW1tacJ1AwHKELXB9DN0BKMBL/VSen7uKWTvORHnn0EanX162DIx3Oprr97gcA2+rVm2pun9eZSyuN7zJObKB6pWWhUFdVzVWu+jL3YlESrppckTIdmDmLWzIaifoYWuQBIxjGYFGR1GEZyILnC3Vam06LPjw40MnJkQPg3bW+nnnheR2fDvXBux/oqSuPa7e/o4LiWYgFyxcPrF5Vs91Vvd9nqK0XTJZVTknO3buqjMZqFoVq1F7OCydZQMyGbV2qEDWYVoAJbqPYHKHtTOgKc0PDUmENERfzx01YpmHLzBCatjg9nsri0HuGlxLiEYskmAMDBAgfKAsvH1iWukh7oJWKmmWyB5N0UmwOa9lWMZ6EYUZF7HQy0XwBK2MGR1KGFSrCLCVkWFLC45Sv1Kn7I70aOA9YiB6xbXW7ay60Hw1G4iz2jg51cHxqCzXLoqUhxgEJQ7a+EUSkKQBD5VF32Wk2NBoM9PYbr6tSe0Y7F8+bOYiHbGyd0eB4oFWFMYiRYAAUTFKDM4FROmk2qpkbCzuFGiwN+NteUzTfCKVcen0R2wqZgiCLRiDJEfZ5IggQOJw/1y2NKZgWJubB+SHkqMVlD3neP1aivCfEFvRCcpz3l2Rmaod9iVCOLsEqP+uzivIYlI+/D1iNUqUEN3NvVp0pc5PnCT3QuMWClKxhJpz4mogGPKOkdDEAiK/RGhKPmFVW61a0GD/cFpm6Th6p1WywuZGJlQB0TqIRCS7Nz2pb2YOg9Yonu3BOKB3iGqEnwuggqxOFV85mpbEHlM/sZ9qJ9jbOaDgcaJGP6DCrDl3IUu1wfC4UShi4/qQTIDl/G8I2eqOkgz3ih+8Cwg54uG1Pg/vF6+F1d/LptNXoAhmTzBSwcN2/W06kcUjENbCtiHVW6C8bRhux3fAuiW+ikIAlYZ6oK0VJ8R90hPLhN/ePV8TvuG9OEBoJA5DrxTOcTVK7GIeJRtgT6IzP+33J0CuNRz5vJe3zjHuBF4HjuTL0ZrHAt2IE8p+NuORJLzFA2lYaRqXctztodbVAEAVYPs/pfYB8aKcOacCyZBhTjkLlQBg4eTHXaDx2O0IQitls5vgoiqm5qmmt0dVwdKpfvvYr/fn3v68HHntcb/78Z8qKuXbX26bBnd0d9wrG+IKmIFwM07KPAPtQ7gs0zF4bAcLBwWnFcYO6DS0FnJsVFSd7oh+gX8pzts+ecY4RCBy7CO+TRZ6dnqRSo9h3rr2xsaVqs6aToyMPMOl1z3l2MSEvaJKvQ/HamUoO1b/q5FRc+0T5bKp++7I65/qaNypqdzfUa6/po99f0+x4pLX1LfUv99S69IgGR8c6OjjU0WDgG20uCrXKzC4zHfEfujyFhdpwTSkEl3tDyDTj5vA0gxhwW7jZitqtprY3NpyaPRgPPJ/w1uFdvfDdV7S7ua1f/NNP1aq1dfnSg8ozuvnAEA0mlakgZtDqqL62pUqnb2VB8/n5eKRif0/Vw2M1ikL1gmG5uTuPINRw7Zs0vXc/5aVjnUANZTZoWd4Alo8lD2TEfaOXF0xUMKoca0EQ+0UsGbeYg8lgulDCzsq1AF8akiuFC0rNyVl2dcLqJlkKxdsiGJ+UjlUCgoWEmS/0p0XZ4oHU53UH+22JWsAG9GEhYMgLuCrdv2fA0vAbARIw8TL9Jk4/nE50enpXt27e0d7dPU0nY8ddAirOzAR4KjBupQh4HkJG8NoZtGFMQthKx/t7evtXb+ixr3xJZ++9oMqiq/nGhkbb21pMZ0YpYA7EgzPAU+IXQsLegz21KJXhi1ECYZwGtB3KLBKDSsFUnhtr52Fvib9TIhKGu5/jTBEoaQJOKdA4G+iU6xHrQZXGeSGIImuR91rB2KgoHJN2zNVwO+ce323BwOdJzoAWMJgQrAhIlBQHC7O75CYZBygxGwGh8LkHPNBoVBJZxxEfq0RpE3sEbTnRjftirBiJeBwEsXTixpRahLVv/rNzEHXbHqiQ8g0atYhdWpDYYKSSAJRl6VF5TgBCxHOPbClKplb/DEq20QLNOq+UGi5aDq6rxgjM45lqKxJ95pqnZg00fnDcOHkl7LkhXxAazimNxaTJQXivcQb8jTKFVxHseNutNhAnCXvBR+1uUx0ntDRDzjheTmIPP+1o1QcCg3eWmlGQ7OcwRVKynI7jJDSRR6DSiY5yIhtLEAGhgeAF9gT6tHXrD3KOQWucn2tLkwHny5YZvqAp0AbvSfF3XrdxnIy78m/QHscfE23H80me+jxSDJuyI5LjEkDC/frHYQWsb5LP6klZ4QiFoHJTIAQZHjCNN6zMuD/KjujstBTmdFFhdCZGUlWTaaER0Cly3S1xl9Fmst5Sh0SlRk/XPrim9y//Tk88/rje++1vdfXqNV3cOOeFI+PObG1qPBopzxjQgtfIrprxvO8QA7TG/iD/vD8AgfZwgydw6KqJX4F92XFk3mQy0a1bt7W2uaHxeOxOTPBGNpup02pp7NyDXPWMAfRN7ezuqrG9rmmR2fFB9lMaSVwWhcoZwGvksFRXtdRg6Y87OZHhuSS1PeYbziYjN95utY/Uv/iAOsrUbq10Oj7R+GigTp3kgJYeeOQh3VutajibanR4W6PjA7vgTEXBkqLZdXPJD9MnEOhh+ZkM8dAM/0WdG8SJNYbCWt/e0cZ630kyDHq/fXKgzu6Wnnr2GR3e3NPx7X299Pw31e6saTaL8hQEBTWvMHG9vxGD06stt13LmehyeqjG0bHqs2k0xUDREzekOw0iaNWwdU8GM/+GGSL+4vNLll9SHIajEPAJDiOonZSqLXzbRJaVFs68j+cxqmACBKaNC9orWsg4OGJCdmkANG2PqREeBOUHZljixCVxBVQIREFXEqw5BCuJA9R8EUfjv5JRIUrHzFOZiQWEY+h8WdV9hfFwIMYp3nW9rkmWeYTcYDDUeBx9Pe3VuwfzXPkCBUsuKtAZZRkkwKWEqpRggzIhcatbrzuR5vannxouIg5Gmz1iWNsb28oGYyMmCHgneFkJoiliH4kNusyErXJclnMhNBAiLIyXKJUoFSL3ZKHjWF4MDXcPacuMgB8dj0otDdkTFDKf54xCYIWi429e5/ky89hCygwOk4diRxmR6IGFxfspO8MK5r38DoFAd7GYkwx0CBoC7cO4seCAqlx/GOIjiPAzMuHaxNLpEBbxel/fdc8kl5AlTmQQg4fhFgrGt9BexbB6zt4eeShjvCQUJ+VQ8KWTe9iXVG/JnvCe4FkEatSUch8YGiAqNqrwVvhOoOwi2nPSSo8Ex+PlSp2NM5rNF47rVqcz5Y6DsJ44T86bfaoWaZYtirBWd0yWvUSgsSDOI/iI80jtDhmaTsMTvFS6TJHs1MHLCMVL5jB0jSXD2oGH3dIJ4UgYpEVctu1GE/AfAtmWckqsCU/FWMBntAHvINjZuzAKc0OxFv7eLwg4jCMbtSSbgeKnJKjyNb+p/D+UI/SHTnF9ZdAPa/7iw/9GUAXx2/iDR6Ax3uqhd/ZmA4bGS0YxGfVK9Ah/Bp+ACAS8ibMQ64nmIZw9tMxvYtjU+9ZQyOwlyUce3Ue1QkWrSe7Q0Ww2VatNm0sqLBZaYddUK+oAv1fq+sXrb+iBBy/rkSee1E9++P/pk+vXdf78eRsMO2d2dXR0rOEwugciwwhHrVaELTCCY9YvzM9aWCxnQHiP0B7P2QgFVYOzKivX57JfODrEWFl3f61vr/XuLHMzHPa2PDdot9khNFbTKW1dpyN77c1GxUraHahykn5B7wp73y3kUkIlPu/kVG9ofnqiVXNH2fRUIO9o4m69ps1WTeuVXCc5cE6u0zvX9OnV62o3eqrWIcaeetvbWtvZ1fq992v9nsvCU50NTjU83tNiOtYymymb0AmjUHU+dU0aNVSeIes4JNmhqALgxFA821ubXvj+/p7uHu5r7/RY/+ZPX3X90q9+9FNdWD+j+++93104YuBtFG27NrXdV629JjXajnMS2J6Px9LJQLWTU9WXheNNxP2IpXj6AlCHPRpKGvD25o4Jx4anMgxipxS1Y5lxUC6Ej64tJHVAgCgfGIMDRhjAIXU8UAtrNHZiD4RDUtJYSSSMwRTsQ5OZlVjjNCRnDfQgznNNiXlOZx7HFMMQcqMBEF5YxNjEtLnDO6Fva0rOSKUB3BuGKTExFJgJyZlLiGH2P5pfY+lly1Cyg/Eo6mhTLR33UcLRjK1yzTBKiZAARI7XxG9b44zMgvii/MpD7qnrXVW0d/OWflur6crlK05EgeC3z+xoOuX7uG4oRjIcbeiQhenSHEy08NptMSaYnr1nb62AU+KHhQGIiIVbnA2MZuHiJC/OMTzTL8bXSyHGb67B2fHg3xhJPPCKUCzAfyjGstAfoYQ3xV6DdHB4Fq9m7MhERxgCRdpuQABzZhYSvB6ZsxYkxCQthAM+tnC3IMXAilIcPFcSQdhzlBLvR7HRpIPzxDPk+tCsY76rwgoUGA0asUfijH0alpBYRYxq7jKtVr2pdjM82DJ/gD2woPVQbKBXCHqlZguoMeLdPn+QAiuJUIItQ41Sr95Xtd3R/q1b2mnX1GzXLWtAozh3Eq3smSSUIIySKJVh3BhZ80C1lEJAYyjOZpO5rslr9e+OPVU3laBhPzFWIwWcJR52jGfzLNdWIF/hxdKfmNaPbcdgUcJ8v8/QDh20THInsbbPDWsbaCmpiAksIEjsE58NgyTRsr1cPh+wruWEoV0TqOmq/D92FfnAe0AqSojY8gM6Z3/8plDCfJfpCY/XCpP7gw+BLYN2eYeBFM7FMf/INADmNjIDzyV+cg09Bh8eAfSaStmgf3iChi3IDz6XE14yaoFir6jdocViwOKMKIT/M8JwXB/5U/v/2XoTH1my7LzvyyUycq/9Vb2t940c9ZBDUkPSGlsySEg2YdgWDP+lFmDYhkEIhiWOKNKa6e4Z9jK9vK1e1Xu1ZFYuEZGRmcbvOze7m5ZzpvrVkkvEveee5TvfOaejw+MjfX3xVL/69DP9yfsf6bs3fqvzly907+QI70qDflf3To89zIXSMRx0Ah/sQxsLihwm54U14r03pKNWG09s2yB8ad0on6pdCogeBpXNLbP8HceAc4Fe81q7SoT0G8NqcDxAe2qV21Kzu5mDFVY87wztLEDKiyPJGjqE9vWzw9HJKRlXvLr5qlRRsYAdleVGWTNXq5G5KJwLyOuNhu2WRp1M5eJOy/LW0ML1y+9ckNscjLR/71QH+4ce5/P43Xcd0XBwyaGumFSzmGg2nbt7E/P3Ok0S05ROELnWris53D/UvdN9Lcq5zq9e6ZvzZ3r4+LH+5OOf6eXX3+nmxSv9l//sX6hDnSmCTzKdCIAi8F6uDsSmPNhrqgo1i4X7CzeWd2pslyqJZqHDYHBMJkLQEGQUGQqShaWrTxCczPZDSEHYDF1hjkKZIbAodYSdL//s3FZtDYNAwFLGC+pmHdWbIJWglsl9AXnZEDINBGPc6Wg46HtcFgMUislSk7s7TadTQ7UFY9y4LiC+Ve0+vUXN4MJgM5ro1YCk0Qr2X6OhHEgYzw7jj4eP545ibJCPCc8Lz5soh74gNf2Itw0bWYw3nhzGBGjBHnqCWV1OxKHlZJN3MIUfxR7DCFDw+Ppm9fFaU+hxZKS6rPT6u6fKthudPXyorJ+ruzfQfnnP0U0xm6lcrb0+gQxQnUtP3YCBeC88RyI/PHXsq10EDgU/NNkht9v4npxG45RmO09RMAow4EWUGlCmjXTSYFZYPmA77z4MC2vB34CUfd829xyDzIbLuU2XNXF1xsat+PjJEzxQjAn2xGzTlWZHkCIOhzxhhMA5TWQSJynl59wXmI46kNBQukB5fEZEiZZBIypygT335cgKAh+Kg73A0Kdey3boqMV0tQ9tMCszI4HLPFicJu69zDNQgc3tXNg5iFaJ5CB5D6JCDCxKBecLRWV+AeMV3SS/6QEb20ZH+0enuikKrYuZsmHfkUxfQzW3mTrbrRbMlnbOjUg0VxuyXEqtuElNYsQSCdKuEFTMXcIwpHAIHMlCXMqU0Z2p33eU6haNjKCjmtOUBFt/XGa129RB9tVowrHAKe+6lpNzHe6RXU/vJxPDvK5NBsUneBgDYKAlhhGQAwZBQJ4wtDxsXAxpIhXxfmCe/BWjgy/OT5Y70A6cbb8yXsvvETjWlusK2fOL7NiiB/1Zzke3Qhfxpn5v7gNwLJxNdDnvB0KBDCJDOJjOtYA6Gg6HHUzqi9fyLLdIM3ESZwQSIzX8G/LS1M5myMJW2WqtvNNSWSy0XEa7TN6h1VhoAZqwNzYU31Gug+Gh/vbf/Z1+760P9Xt/9Cf65b/5N7q5fOlcOeP3Bodjte+GWryeKCMFRwBmklHie9hhCWa+79PNWeAkMIA9IlFsCnlhCLnZBh7IncbHhxrkHb1+9VJv//5HGg5Hqkt4AH3lDVIKmbrUxUoODO8mU5U5MkyaDhItNbGl7qZLcxryTlfNdfAVqEJAl7CpbaAjIlcumnrYqrxT1mqol/ccAr++vNH2qKHjeyhr6p5gEDWtZHEQ+m6YgLhEr9x6VutqeqVXkvrjA432j9Tp97V3eKK94zN/aFUtbHDwym4uX2k5mxmiYXMga9D7ZjA8VLPR1+vrZ/r6/IUup3f67/7nf63NaqFf/e1/0MnBsR4/eiOKjilDz2ne0Ja6HbV6fRN1zNijxeJqKS3upPnU369VefSaI0BHmBjKEEBafrlxQ4pYOAcYFBoQGA5zriagErx/jCkizuvZfnAfe98+DDTWCOYknZCiY1AiQEAoMYRROz9MRIai6A0H7pPaqJuaT+e6vbrT3d0iSpPmd5qXhWewuhkAUaqZqZW9K9iMbXRtuXarSyIkYiMietqV0ePVeWNyV80olWownYiOwDW1N7QrZSTT1tE9QCUHzdFxGbCldYVLP5LHDWTk0hm6/tAk3j6yGg7yYi1cctGiJCWayKPdyDkSATCijtIrWkoe3D9RfzjW4GBPB/VKrxiJtkKAA6Lb7REIjP3/FM2i5A0Qp4gBpwEEkf23g48BMtMSJw6DZo/MyuzHyo/ob/ezVd2PIpAwvMEox8AiCzwfJfW9EoW1STRsr9660NeFXPg5Xk+UOt7A1uPeWF/ei0PJwwzdJoSkgGjpoe2IixuirMf3Cui3U9iwoxn1F60huWGuiT23h+9rQYjJU28dzYJMYECJxHCa4A44SjbxmLQAncPotQy5CSgOe45zwf3hJhB9x/vbuAIHp/aBhEo7pyOigYDycEaEQeqM1esO9eT573RywNgwUgw0J8jUqgMlIPcHeSsjqsBYC8O/MQmGYRS4CV7PBEnzO6JXjDFRFcbW0DYGlraH3Z7RGtjIMOFBoDhv8M2NRvHZGZNzumpnfcPE9OSO0TbsCygEMhUOHakJ8oFR/AQhEeeTlqw4kNR/Mk+UgxjGb2fU

Hepatoduodenal ligament

400

A patient who is immunosupressed is given Omeprazole to prevent peptic ulcers but develops an infection. He develops an infection following his 1 week on the PPI. What pathogen is likely causing this infection?

Clostridium Difficile

400

What are the two major microscopic features that might be seen in someone with a gastric ulcer?

Inflammation and atrophy

400

List an example and mechanism of actions for the following drugs for diabetes:

Biguanides

SGLT2 inhibitors

GLP1 agonists

Gliptins

Sulfonylurea

Biguanides: Metformin (acts by decreasing heaptic glucose output, decreased GI uptake of Glucose and increased catabolism)

SGLT2 inhib: Dapagliflozin (inhibits Sodium glucose cotransporter in PCT thus inhibiting re-absorption of glucose)

GLP1 agonist: Liraglutide (mimics the action of incretin hormones)

Gliptins: Sitagliptin (DPP-4 inhibitors)

SU: Glipizide (promote insulin release)

500

A young 3 month old child presents to the ED severely dehydrated and is looking very pale. The mum states that her child has been vomiting over a very long period of time since his birth and she is having trouble feeding him. Upon assessment of imaging, the doctor notes that the gastric antrum is severely narrowed. Given the presentation of this child what is the most likely pathology?

Congenital Pyloric Stenosis

500

On a cadaver you are trying to differentiate between the small and large intestine. Assuming that the bowels have been dissected in a coronal plane, what features might help distinguish the small from large intestine?

Small intestine - characterized by plicae circulares

Large intestine - semilunar folds and tenia coli

500

A 78 year old man presents to the GP clinic, complaining of heartburn. After taking a thorough history, the doctor notes that the patient has been diagnosed with severe osteoporosis. What medication should the doctor avoid giving him and why?

PPI. They decrease calcium absorption

500

A patient has presented to the ED with severe pain. When an endoscopy was done, an ulcer was found. However in the process of preparing slides and viewing, the histologist forgot where the ulcer was from. However she notes Brunners glands on the slide. Where is this ulcer most likely to be?

Duodenum of small intestine

500

A girl who was repeatedly noted with having hypersensitivity reaction was assessed by a medical team. They discovered that she was missing an important protein on erythrocytes which is responsible for binding to Immunocomplexes and carrying it to the liver or spleen. Explain how complexes are removed. 

C1q binds to the IC and then this results in C3b being stimualted to bind to the IC. C3b then binds to CR1 on red blood cells and then it hitches a ride on the RBC to the liver or spleen where is is removed by fixed tissue macrophages.

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