<<if $pickiii is 0>>That may not have been the best choice...<<elseif $pickiii is 1>>That seems like a reasonable choice!<<else>> That seems like a great choice! <<endif>>\n\nHere's the second:\n[img[villain3.2]]\nAnd the choices:\n[img[quippos15]]\n[[^Give us a try, old chap!^|PickV][$pickiv=2]]\n\n[img[quippos13]]\n[[^That guy talks funny- pick me!^|PickV][$inf+=1,$pickiv=1]]\n\n[img[quippos14]]\n[[^Try me!^|PickV][$inf+=2,$pickiv=0]]

[img[sickererer]]\n\n[[VillainII|VillainII]]

Huh! Looks like that one only fit halfway. The Scientist got a little sicker.\n\n[img[sick]]\nLet's look at a tissue culture to see how bad the infection is! A tissue culture is a small piece of the Scientist's internal body tisue that is put into a solution full of nutrients. The idea is to let whatever is living in the sample grow big enough that you can see it in a microscope.\n[[Look at the microscope slide|LittleSick][$inf=1]]

[img[loss]]\n\n//The wind sighs softly through the untended graveyard. A headstone, unmarked and unacknowledged, sits in the far back corner, the only indication that the Scientist was ever alive at all.//\n\n[[Play Again?|Start]]

[img[bedridden]]\n\nBittersweet Victory.\n\nIt was a hard fought battle. I'll never be able to leave this bed. At least I can believe that I made a difference in this world.\n\n[[Play Again?|Start]]

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[img[allgood]]\n[[Lookin' good!|VillainII]]

[img[grave]]\n\nVictory at a steep cost.\n\n(//from the beyond//)\nI died even as I trid to use the cure on myself. Thank god the paramedics found my work. The world will benefit from my discovery, even if I couldn't.\n\n[[Play Again?|Start]]

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[img[legless]]\n\nLukewarm Victory.\n\nUnfortunately, the infection spread far enough up my leg that I had to amputate before I coud cure it. Luckily, the Cure is finished, but I'll live my life with this crutch. \n\n[[Play Again?|Start]]

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\n<<if $picki is 0>>That may not have been the best choice...<<elseif $picki is 1>>That seems like a reasonable choice!<<else>> That seems like a great choice! <<endif>>\n\n\nHere's the second antigen:\n\n[img[villain2.2]]\n\nWhich of these will cover it best?\n\n[img[quippos7]]\n[[^Try me!^|CurrentStateI][$pickii = 2]]\n\n[img[quippos9]]\n[[^Might be me!^|CurrentStateI][$inf+=1,$pickii = 1]]\n\n[img[quippos8]]\n[[^I'll bet it's me!^|CurrentStateI][$inf+=2,$pickii = 0]]

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Uh-oh! That one doesn't fit at all! The Scientist got kinda sick!\n\n[img[sicker]]\nLet's look at a tissue culture to see how bad the infection is! A tissue culture is a small piece of the Scientist's internal body tisue that is put into a solution full of nutrients. The idea is to let whatever is living in the sample grow big enough that you can see it in a microscope.\n[[Look at the microscope slide|KindaSick][$inf=2]]

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Hi there! I'm the Scientist, and I'm going to cure everything! That's what I'm working on: The Cure. \n\nUnfortunately, I managed to give myself the same infection that I'm fighting- and that's where you come in! Your name is Goober! You're a white blood cell, and you're gonna use the Immuno-Blaster to fight the infection inside me! \n\nThe Immuno-blaster is loaded up with antibodies: clumps of molecules that are meant to attach to the outside of foreign cells and basically stop them in their tracks. The only problem is, it doesn't know how to pick the right antibodies! \n\nYour job is to pick the antibody that would most completely cover the antigen on the bacteria. That means the antibody you pick should share the most surfaces with the antigen. For example: \n\n[img[tutorial]]\n\nAntigens and antibodies always connect at their green spots. In the top pair, when you put the antigen and the antibody togther, you can see that they only share two surfaces (the red spots). On the other hand, the bottom pair shares five surfaces. You might think they only share three surfaces, but it actually depends on the "unit." One unit is three times the size of the green spot- think of it as a pixel. \nLike here:\n\n[img[tutorial2]]\n\nThe first pair shares a whole five surfaces, and the second pair only shares three. \n\nUnfortunately, I can only ever show you the antigens for three seconds- the bacteria move around for me to too much for me to catch them for longer than that. You'll have to memorize the antigen before you pick an antibody!\n\nAlso- be ready for some enemies to have more than one antigen! That means you'll have to be ready to memorize a new antigen right after picking an antibody- don't get them mixed up! \n\nIf you're ready to start, click [[HERE|VillainI]]!

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[img[youwin]]\n\nComplete Victory! \n\nI didn't get even a little bit sick- in fact, I feel healthier than ever! Great job!\n\n[[Play Again?|Start]]

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[img[ts3]]\n\nLooks like there are a few colonies. The infection is about as bad as it could be right now...\n\n[[Next|TryAgain]]

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[img[ts1]]\n\nNot a bacterial colony in sight!\n\n[[Next|NewInfection]]

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Which of these looks like it would cover it best?\n\n[img[quippos3]]\n[[^This is it!^|InfectionBad]]\n[img[quippos2]]\n[[^That's the one!^|InfectionMeh]]\n[img[quippos1]]\n[[^Definitely here!^|NoInfection]]

data:image/png;base64,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

Before you deal with the next infection, why don't you try to fix the first infection- it looks like it was weak enough overall that you should be able to fix it! \n\n[img[quippos3]]\n[[^Maybe this one!^|NewInfection]]\n[img[quippos2]]\n[[^Try me, try me!^|NewInfection]]\n[img[quippos1]]\n[[^Pick me!^|NewInfection][$inf-=1]]

Alrighty, this is gonna be the worst one yet!\n\n[[Ready to memorize!|PickIII]]

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Here's the first:\n[img[villain3.1]]\nWhich will it be?\n[img[quippos12]]\n[[^Pick me!^|PickIV][$inf+=2,$pickiii=0]]\n[img[quippos10]]\n[[^Over here!^|PickIV][$pickiii=2]]\n[img[quippos11]]\n[[^Try me!^|PickIV][$inf+=1,$pickiii=1]]\n

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Ha ha! You showed those bacteria! The Scientist is healthier than ever!\n\n[img[allgood]]\nLet's look at a tissue culture to see how healthy he is! A tissue culture is a small piece of the Scientist's internal body tisue that is put into a solution full of nutrients. The idea is to let whatever is living in the sample grow big enough that you can see it in a microscope.\n[[Look at the microscope slide|Hale][$inf=0]]

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vh92Z4yBYqsnGPjGQRj7j/xCZGcdmkPGUWW/nKMNbylrls49eCGb06njCZ22tm+KK5Qmr+MIjdrF8491fOSaMzlavsYixnWcZc9nKX/yxm3Q7at0AO8qEHlGg2L1rJS3a0f1UEYBVP+s6W1nOmNX1jMHc6t5++8N2CLOQND7fIir4vo/e7PCc/mdVRdjWVYY1lWfOZ1g/G8a3pWmEfk6LQwfX1fIFtamGj+s1NdjKkkSbpZVs51lqedZ9vwGlpIeLd8I63I+ZN73o/4t74zjcE9s3vfqvZqZE5TvsGjibStK51dDYoumWchIY7/OFLiLjEJ26Ailv84hjHeAM2zvGOTyveIEdEvUfuiHyb/BH9/045BP5t1scInOAwD5HBD963hJNz4Ql+uM6TMPGeLyHjQAd6x4fegI+HHN4kt/fJ8a1yfxcZ4JB5ecynDp2Z09xoNvclzr+7c4j7XOJBD7vFie5xdx/93Umn99KZ3vR9s1yWpJE61eceGKtf3WNZx+TWvdt1h38d7GIPO9k5bvSzp33ea793293+9JY7Ru50j3xS7H53juX9jXtHbd8b/veIB17wgy+62Q1/+MSjfPFvZ2TcRSP51k8+MpUv2uXdmPnTbp7nnf980EMvemOdHe2lT/ziV954uAec9a5PPkYoX/nZ57D2pr1953+u+4zzvvBHP3zJhY/64qv++IxRvv/4/cH8uzsfh9B3gvRzX32Nhx77Ide+6Yefei+uPvzjT375r37+G6Z//X/Xfu43ePAHcvLHfW1Xf110f3SRf/oHe7HXMf1nBv+3edMngBd3fdIiT6ZXVsanIg4YghdBGmpjAyZ4gigoAyq4giwYAy74gjCYAjI4gzTIe4RwgziYg3uwgzzYg/vwg0AYhEI4hET4g9PCgYnngd8HgiIYgiSYNigYhTbAglQoAzB4hTFAg1qYAjaYg17Yg2C4B0U4hmQIhEfITB1YUx/IIU3ohJFRglJ4glXYglj4gltYg6HnhV8YhjxYhn5IhGdoSmkIS1DHhm2Yf0/4NHEoh3OognX/aId3KINdqIc3yId9+IeYaIQbiIZJqIZLaIiHKH6J6DSLaIKN6IiPmIWRyIV5SImVaIlimImYGIh/NIiKVIgbEorjN4osU4pTeIqpqIqROImUCIuxKIt+SItNZItbhIsKooui+IZQWIqnaIWpuIqsOHiu+IqWiIx/qIxMxIxa5IwJAo3Kx4sr44vVGIzYSIx6aIzemIybKIidSIiO94zm6HroqDLqCIzXuIruuIfdGI9kCI4LJI6LtIa5mI+tt48p04+NyI4A2YquCI8EOYaHIk9VsJEc2ZFa8JEgGZLaYmyrkCMMOXD1kJIquZLk0JIu+ZKGEJMyOZMRUJM2eZMq/5CTOrmTqtCTPvmTwZgFQjmURPkHRnmUSMkASrmUTEmG7ZORzNSRUlkFIVmVWjCSxmaSJ8k9K9mV9fCSYEkOMzmWhnCTZhkBO5mWKvCTbKkKQUmUcImUcvkHTFmXDOCU3AOVpjSVHmmVIImV4rYiW8mVXqmSYQmTZCmTZ4mTaqmTbQmUqQiXcTmXR2mXTTmGT2koGsmXG+mXf+ksJKmVgyk6hWmYh9mSiamYi1mTjemYj9mTbymZQkmZlWmZSomXy6OXf8SZnemZVwmaWSmYo0mapfmVpymWqVmWq4mWrbmWr+mWkSmbs0mbdGmbd4mZeamZUcmbvvmbwRKawjmccP9TnMZ5msmpnKvZnM75mrEpm9RZnbaJm7ijm03Em1Tpm4AZZ+EpnjRDnseJnKm5nMzZms8JnY8ondNJm9Z5nUWYmX2ymZzZnfn5aPvJn3Tin8d5ngKqngXanpL5ngsqn6JDn0xknxIKnIHJhBZ6MBhqnsm5oc3ZodEpnSBqnSKaOCS6QCaKnyiqnyq6omjSooepocvJoc/poZOpoDaKnbmpJEu2WLgQpVI6pTpQpVZ6pRWQpVq6paShFF0agkYQpmI6pk9QpmZ6pvaQpmq6pmTQpm76pgOVUCWlFNUYCnZ6p3h6DHq6p3zaCX76p4AqdttICCK4JE86A1OaqLhwpYz/qgNb+qgV8KUcIan5N6aWagRnmqlPsKacag9v+qlkEKfoNKdJUad4eqp8mqrHAKis2gmCuo2F6qRPqqhU2qhWCqlcGhleqqtgeqliqqlo2qlqCqpwCk5yak50eoqniqqquqetGqhhN6ix2iOHSqtSaqu3iqtZSqkawa3i56u/CqxlKqzDSqxtKqrCRKocYarLaqfN6qzP6qev6orTyiPVaq2Liq2Oqq2RyquT6q+VCq6YKq6bSq6eaq6haqyjiqylqqzt6q7vuqrx6qrRCqshaKiziq/6uq/a6q3LB7DjJ7ADK64Ge7Dmiq6cpK4bwa7tGrESG6/zSon16iL3aq0b/8uv/QoZu6qzvQquBFuw5IqwCatLxwpMydqIDwux7zqxFBt00nqxsrpk+Jqv2IqzHjuCIPutAvuzJSu0KFtHKqsRLLusLsu0MauHM9siNUurN8uvV2sRb9t6Isu1Buu1CpuuDLuuDvuwZTuxZ+uFafsha6uobduxWfuxPOuAc0uwXYuwX0tHYZsRY8usS+u3FUuvUGsfh0ouJ/qdwXkdfBC6oju6pEu6ACWCHpC6qru62Li6rusBUBC7sju7N1C7tnu7uIu7mfYAvNu7vosNwBu8wpu7t3t7QPod97G5zNK5tAKeoFu60Fu6pxuCr8u6q1i9qju72gsFxNu9ustlvv8bvg8gvOSLDd57A8Z7vDWTvE/KuTzquSmqHNE7v6I7vQ6Ivanbuvi7vbR7vt67u+Lbu+U7vN6bvuobN+mhvL/CvKbivPJLv/Nrv/mHvx6gv9jLv7Lrv/8LvgHMuwMcvOdrwAc8OuqhwLLCwKXiwMkBwRHMTaiLvxZcvRgcuxrcvQDcwR8MvCG8eSOMwOhhwqOCwpWiwrnBwtErweNHwTH8ujPMvTWcuzccwDlsvgXMwz1Mwgncvsv7vs37uQ9sxKbrwtQLw9e7vzP8xFDMwTicwzvcd1eMxT+sxQvMxQ3sxSsMxmFsSy+MvUvsuk2Mxt9LYx3swWxcxW78xltSwnL/fMJ0nMJ2XMR4PLpILH5KXMYXfMaAbLtRLL5T3MZdh8iJnMVL5r6eOaGr9sWRzAeTrHyVHIkU/MeZXLubHL6dbMifDMruox7E0Z04Owi+/MvAXB6tA1A/K1InaYwLigbKvMzMTIZidwXQHM3SvKAXGHbHqwTYnM3afAfc3M3ejB+77Ju9DMzkLMwdBUnFLE7HDIvJzMzu7MxhJ83yfAXUzH5Bd83anM/evM93AM6ewcv8Ss7ljB3DzE3pzEvrbInt7M7LDM9BN8/TbJ3VfM9Ams/6zM/d7M+IAdDaKtDBTNDnPEYHbUkJzYcLzdBo4NBAB9HRXM8BaM0VbdHZjNEZ/30f4eyZ4+zRg2DOaIXOBGvMDInM1onSDT2Gz8zS9CzR9gx0+CzTSkDT3KzRcMHRuKrTvszTOGVLI81GJR2GJ83QKp1xSJ3UtjnRTB3TTg3V/WzT/yzOAW3VWP1PBv3T6hzU7DzURJ3SRh3PSO3SXyd2TS3Tai3VU0HVkGrVOw3SPS3SdI3Qdq3QeE3UYY1xY+3XPgfYaC3YUE3YUmHYj4rYcQ1Vcy2uQJ2PQm2bea3XRXjULG3ZPYfZK+rU2DzYbL3Rbt3RcK3YWe3TpF3Xpn3XqJ3Xk31xla3UL03RsS3ban28u9Dczv3cjBDd0j3dpEG/iXDd2J3dIbDd3N3dz//w3eAd3tUw3uRd3qZw3uid3sd7kezd3kEoglwQ3/I933FQ3/Z93/iN3zWw3/zd38vw3wAe4Mz93AQ+3QbOCNU9v9m94InQ3Q4eAuEd4c9Q3hReDel94aaw3u694QQJ3/P94fkd4iHe3yReAwF+4ssw4ATu3AdO3ZFh3QyO3Q/u3RIO3hVu3hiO3hrO4TyeiR7+4fIt4kJu3yXu3ygO4Cq+4rvQ4tKd4NEb4zI+49td4zZ+4+Od4zoOpD2+5X/440DOBUM+5EXO30eO5ECq5CzO5Aj+4goO5Q0u5RBO5RNu5RaO5Rmu5Vye5w0agl8e5GEu4mO+32X+30m+4mq+5pD/AeNQDudxTuV0XudYvuN6Puk/6OVA/ueAHuiDnuJnjuZLruZODr1u/uZSLudzbuV2fucrSumsvg+WDuKYnt+BbuKDXugFDups/uRuzuim/uipLumtzuWvTt+xrt+aXuudjuaHHuqlO+q8Lue+bufAHuw9Pux+XuxEfuxlbuvQjeuJ3uaLDue9Tue/jufULux83udgju3ZPuabjsvskRP0qxRhUO/2fu/nkO/6vu/wTifn7uqRVwICP/AEjw8Gf/AIbwUKv/AMPwEO//AQHw8SP/EUX/EVD/EYPwFlsPEc3/H9XnU4Me9Jce8kHwb7fvLn8PFa8u+SR/AuXwIIH/P4/8DwNG8FGR/xFp/zFn/zD9/xPl8GKt8a8j6/9F7y9o7y/B70MMLyAf/yAy/zCV/zC8/zDq/zVj/xVK/xP8/xSi8YQx+9RW/0Jo/0+d71IcL0dOf0Tw/1Bi/1U0/1V3/1Wb/1XG/2afH10Bv2Rk/2ZW/37IH2c6f2As/2be/2Ng/3ca/zc0/3QO/3O2sTIs8RYl/vfJ/yjg8dgE91gg/zhG/4h8/zia/4VM/4jX/5G4H3pav3JV/5pv8bmT91m0/4M2/4WR/6Ob/4dN/6px/yRD/yk8/6ui8Yrx9zsd/5tI/4tk/xuL/1wZ8RqE+6qk/ywN/8aTH8MFf8bO/5tZ/8yv8/+oxP/Vh7E5G/EZM/9mQP/tV/7i0v+LKv/cjP/fGw/D+P/vS/lei+PFGQ//q//ycAECcEDhxYxuBBhAAULmTIy+FDiNwkTqRYx+JFjFs0buSI0WMdfyFFjiRZ0uRJlClVrmTZ0uVLmDFlzqRZ02bLfTl17uTZ02fOmy+jDCValODREwiVlmHYFABEqLwoTuX2MSNHrFYvBuXa1etXsGHFjv360+xZnWRLFmUbBSnBpQmdLowakepErRaxZs2r1u9fwIEFD76J1rBPwW2NvhUY9+BcunUd3sWbd2/HvoQ1b+bc2XPNw6HTBlZMlHFjx0whP5UslXJVy5c15gX52fb/bdy5A4sWnbi029OpVUNu7ZoybdmzM+tm3tz5c5a8Q/sufTpp6tWsJb+GrTX5FtrQxY8nn1v6YeqKrQvPXpw78uThy8+nX1/tecPp267Hvtr9a/hkk88+Ags0MCb80NKPLf4ca6+192ITcLkDK7TwQpXOYmFDDjsUbIJ4QBQxxHh4eepEE03kTh8WW3TxRRhjlHFGGl/E8EYcb9SwQx4FI3FEEVNE8cQVazTySCRnzHFJJu3bkUcOP/xxSiGrBKDIJLPUksYmu/TyuSehZMFHIH+0Ukgst1RzzS/bdPOzMKGUskwQzyTytTXzVPNNPvvczSwxowxsSiDtVBFPPRNF/9JPRhsFK84eA6OTREOvRFRRTJV0dFNOZ4LUw0EnnaDSNDM1tcVOU1V1pU8FBUzUEodE89JTa131VlxFanVDMgkNkVRaazW1H2KLNfZYZJNVdllmj1XjWWijTWdaaqu15Fpss+VnW2679dZbQ8IVd1zBzhovwfG0UXdddgX7Tlh41Wx2XnrrZTZafNWodt90svXXkm8DDnhcgg0p16xz8UuXXYbdTS5eiJO0d2KK581XWn6p/VdbgTvetmBy//wp4fMWZnhdh2WLeOUaK3b55WIvhjZjjTe+1mOPQRb34JHFQ1e8k9sN7F2Wi4YRZqQplvlZmqe1+WacBdY5XJ4R8/9ZYaCDVjfly4z2usWkw6Z3aX2bfhrgqAeeuuqeSJbO5KC53uvrr8W2e1mym+736bTV1pltntzmDe6T5caKbq/vVtzZpfU+u+9vpzZYZKuh+xk6rbce+mHEi178837yNptvyLuVHPCdBO8ta60N56hzz0FXXHSaHy+d29Mpb/vqklmPe3OVYV9Z9ooPMf545MdRfnnmN3D+eegXkH566m/n9hvss9ceLAa69/57c21L8HI+AanDfPTPr0P4lQFx/334iacYefoPYf7+caDXfwPq+1/A+m1pT4Df4N73DBg+OI2vd31SX/rQx76IwU+CgJDfxOqXPPwtb3/R89/0AMj/jwFu7ysGPCDCxKfAt/nJgQ1cHwTjNcH4VbBeFzxeBjW4Qed10IMADGH2CkjC7iHQMyhMIQNX+EAXwguG75PhDGloPxvmD4f80+H/eNhDAo4QiEE0YQKJOB0VsjB9SVTiEinYxHk9EYo2nCIVdfhBLGbRK1vkYs+8+MX8+EmMDSSjsMx4RjQyS41RlCIOq2hF68Xxh0AUYmfwCMY+HVF9fazVHwPZrEFGsY2HhCMWF0nCRnLmkejRoyQBQclTWfKSy8okG6fIySv28JMltOMQR6mgMEoSlaZS5SqT1coMbrKKnZSlFrcYys3cEpdG3OMpd4mpXjYxENOkZjUDcE1s/2aTGNvkZjch8E1whtMB4yRnOT/osSakU53r1EQ73flOD8RTnvP8Qz3teU9kjiWfIVHmrsYknmfa6CvvIGhBDfoChCZUoZesZkMDkU2IBqCbEyVGOC0KgXJm1AHn7Ng6PdqEd4ZUE/MkqQfuedI/7DMsKu0noAL1T+gE1EVgMWhN36FQnL6AoQ6lZkS1SVFuXlScGiUnRwX2UXaK1J0lpSdK7anSR3XRJC39yUth+hyZomqgNi1oThcaSJ721KfXBGpQhfpNohbVqN9CqjqVulSmxtOpT5WqX1hK1Z5YdTxZZRFNuUpQryZ0p2EdK1nLWtGzYjStG12rt9qazre2M/+ucp1rSut6n8uOBK95fele+erXvwYWoYPlaWEletjEKjatjXXsYyM70slW1rK1tGtmdbXZnegVoJ/damhFS1qHmvawiD3rYhnL2m09FqSRnaxJKwvVstiWn7jViW5jyluv/BWwvwVrWB9a2OGm1rjI5ZZyX9tc2ULXK3el7j6si1XsdkW7N+UuGr373bGGN7HjJS8/zMvc2D5XuisdcHtz8l7n8FUfoOWqaHXaXcKCF7X7XWx//etaAMc1vQOOKm1JYmD3dna3WWWwTR3sS2VRQcUrZjEWXPxiGGNCxjOm8SJsfGMcWxgcO+ZxjwfwYyAHGQRDJnKR1fsXEFv1LGD/YHKTnfybKDSJTYERQZWtXGUTiIANW+Zyl1GcLBaHmQowJjMWaHxmTOBYzYvQcY/dHGQ4D6DIcwbBkWvbXiWbxcl7BgOUpbynwJhA0IPOcpW7fGg2fBlZYm5xmV+M5hqv+cZtdjOP4yxkOhPZzpjF80uXzOcm+5lJUwbMla08aER7WdHGYvSKHf1oSMtY0pPub6V9fOkfZ1rTHNbdZvP8E1CH+jd/3pJgCD1oK6eay6tmdavH/GozxzrNs2ZzrW29Y1znWtd15jVgkuxpPQe7z8MeNaBLbWoRoFrZiWY2sZz97FdLe9qzprStsy3nbW+aLN8O1KeDLeolkfovxxZ0/7LX3W53Oxva0Y41tatN3mtjO9vb5raHk2ngX/tE3OMuDbG1JBh0p1vQ62Z3u9+9cHk7vN6VvjfF9a1PjIMb2OIGeI4E7heCF1rLB0f4yaGdcmqv/M0Tz3e3kRzzfof73+QOuLn/EnJ1Kxvh/fB5vKWtcmtfu+VFt7hm+C0mf4O65ji6uVpybnCpIxwBa2d72xdeAbjHXe4YoHvd7W7hPuRd73uPRd/9/ndXBF7wg5ct6kCskyEkXvGLF0PjHf/4XNlmDJOnfOWRcXnMZz4Tm+d856fedtAj4O1yJ73dTY8BvO9d9X9nfSwG/3pXFL7Xh0f84m3/eNyLIfKfqXzvx/+QeeAjo/PDz8TnQ8/20ZM+7qe/e39Vv/rW+x32hK+s4Wlv+9vn3vG794zvLR98zBPf82o//tqTr/wKML/uqX9+3qMv/ekHXvbepr1PsM947Tee+53xPuXBH37x2zzjK7/zUz71ozv2a7/367v4k7/qm736uz/Fyz/927/N6L/J+7/LC0ABJD8ChDb0W74DTMDnW0DXa8D5O7r64wkJTDwK1D0L1AwM/D0N5MDi88DjK8DSG0Hnaz/3W8AGjL0HpL8V3IkWHIIXjEEZxEANFD4OHMAcBMEQTD8eJC8f/MH3C8IUvLMizIkjTEIlHIwZbEIbhMLQ08G5q0LkusI+MEH/LRxCFezCffhCCgxDMWTCGnxCHDxDKQzBA0S9HvRBN0RBOOTCLqTD/LNDwRjDPAzAS0IESIxESbwESqxESywFTMxETdwFTuxET2QEUAxFUfSYlPAYPjhFVExFMlhFVmxFitsDWIxFWbS+fvoAW7xFXFQCXdxFXoSyDvhFYAxGRfwKG0wFYzxGZEzGZHxESWxGS3zGS9BEaSwFT6zGXRBFbGQEUkQJU0xFb2xFcCSDV5RFcqRFZcJFdPwAXlxHJfDFYHzHYfSKYlRGelRGZmzGSITGS5zGTLTGT8zGUNzGk+hGb0TFcHTFbSPHcoTAlkrHXGTHXXTHdwTGeOyKeaxH/4xMhXvER0TQx0rkx370R04EyIDsmFLsmIJUxYNcxXFUSFg0x1tyyFuEyIj8jYkUxooMiovMSHrcSHz0SEoESUwUyZEkSW00SW5EyZQ8xZVkyYR0yZdkyFqUSXWkyXa0yZv8xZzUSQ7kSYz0SWcESqGkRqI0yqMUmJMUmKVkyqZsSZeEyVGiyqqkSYm8ya28iZ30SmQEy0kUS6Ekyms0SoE0CYJMyaYUx6eESrh8JLm0yqssjazUyrusibzUS2Pky3z0S5AETLMczJIozII8TLdUyMXEo8a0yrqcyMmkzK60zGUMJI7MTI8cS84UTKQcSKVcStFMzLeUynOkSsdMTf94XM2ZqEzLxExIBMpo/MuytE20TEq1XMvd1DWojEoipK7TpEuszEriLM7WdM1jnDpHGE/yLM9oOE/0TM82wjryigT3fE/4fAL5nE/6TAH7vE/8LM3NegX+7E//xAcADVABtY7b4JJbAc+9RLjyXFBHSE8HjYb1DLr+gk8KjQT6vNAnwE8NTQH9xCv//NBXEFARxQcCtQ0DXRUEDU8FZVDyfFD1nCL2RK4KjU8Mnc8NzU/fNDAQ/c8RDdAS/YwTVZUUvcwVZdEGddHzjFB6m9AZdc8atdEbtc8Opaod7c8e9dHTKFBNQdEhFU8jPVIkVVJJs7AmddInzdAo5dAcba//KuXPKwXQH/WMIE2VIdXIImVRJE1SGJXQ9izTM0XTKJ3SlmrTEH3TOO2MOe2UOvVSI81TCN3TJe3TJv3TNFXT6+xCQn1TEs1SE91SIe3SO2VQRxXTNSNTPz3TShXUfspUQ+VUIPVUOgXVdvtSMHVRUlUzU51UVE1TVVUmVr3SQ+WMROWURQ3VBR1VSB1TJtXVJ03VNaWuX+3RYN2MYd2UYlWclGAWb9hWbu3WTfhWcA3XZhhXci1XWCKvREhXdV1X1cGrI8wGeI1XebWCZaBXe63XZdBSo2GUjPycbF2Wbg1YbwhXgt2Ecj3YZjhX5FpXhk2EdqWqd5VXiV2GE1gG/4u9WIvV16Lh169cnH9VFoH11oIFV4Q112Hqr4ZlV96hroiV2Hil13o9ASuQWZnVWJbh2Hr0V5TQ1pDd1pEl2ZIdV4VlrZRV14dtqZZ12WygWJjF2Hzt1H31k3712J0F2J4d2J812KBN2JNF16J12JXFraR12YudWbOtWajdWKntWGytWpC92qzV2qAd2sb6WrC1HAMbW4k1W6fN2LS92bXNWao9CZ7t2bjdWq59I5T92qPtJ72V17KlWbO12ZXB2Z4cXJMo3JA93K2l27Wy28ZVpsd9WZnt26d91ajtk6ltW8K1WsPNWsT1XKMC3bDdrNGF18g9Wyug3IixXHvE3P+S0FyB5dy57dqFZdzaddcWVFrSbVqM5V2I8d3XbLfyWztbuF7szd4f2F7u7d5K+F7wDd8PahIQGwXzPV/0rQH1XV/2nQD3fV/4hV49mS8HQwYksF/8vV8kOBA/6F///V8zBL3sHWBb6F4D/oHwTeBKGF8mKV/0fWD2jeAagF8KngD5zRP6FS0k2GAO7mD+/V8QDuC2I2DtPWDuVWDxBSDyNbAHhmAJXt8Kjt+/xZQMDqz7/b8PBmH/FWG2I2HsNeETRuHvZeAlceAWNt8XhuEYdt8LXpMa9ir77WAPNhAdBuA9FGAfLmAgRmAhXmAVbmAWPmIkTuIJXmILnmFFeeL/nLph8MvhKuZh683iLeZiISbiHDHiIybjMl7iJlYTNcapKJbiDXZjHYZjBMhiLQbiLvZi61nh9hLjMU5iMz5j1DWVP1YoNg4+Qg7hKx5hOd7iRbZjHMHjFtbjSe7jLbnkhApkQd5kK6be6kXkOQ7lLy7iMBZjUzZjVNYSVUaoTAY+V97hTu7hT1bkLhZlHbnlPCbjU0bjROnlF2BlKQ7m/gWuhqoCbM5mbT4Cbu5mb/YCcA5ncTYuO0yQIzwFdE5ndZ5WzfgaT3hneI5nQe5gOQACe77ne24Sa64mbe7nKvBmgD4CcR5oLyDnMDTnFlRnhT4FdiYMd45niJ5nDpYD/4quaIvWZwjjKX/e5oDuZoIe58UqZ/w454VO54YejIeGaHiW6A22aJeWA4y2L+/a6GzuaI/+aHA2aCVEaAksaZN2VTn1GpWWZ5Z+6Ytmkn2mJprGZpvmZpzO6ZA+6JFOaJ9maKBGVKEe6ndmaSQw6oqOaWma6aVuaoF+ap2OQZ6+v6q2asbY5UzR6q0uaq+GaaTOaIda6n9u6qcu6Kje6anu6ao+acFI6aHm6rmm6yVJ6mnCa7Le67O2wLTGvrUW7MAgbJU27LkGaxm6L8bWa7Pua7T+a7UO7KsW1qzWasz2as2uIM4ea8/G6cfev8i2vckubWo97cKWa9WuazTaAf/f/m3gngbhHm7ibgPjPm7kHg86WG7mbm4DaIDnjm7oboDbOAs3uG7szu4jtAPu7u7ujoLI7AC3fpE/0gPzPm/0DjkrYwb2bm/3rtMDuSTgnu8dIG77ngbkzu82UO7m7u/plu7orm6zyG4Cd4Pt9m4ED+/xdpHyRm8HV+8qc28JZwb4NhD5pu/fvu/i1u/j5u/+Zm4A/2/qPqGfKHDtbkEE927wjswFb5EGd/DzhnARmPD3HtL4DiQMz3ANF24O73Dx+PDmFnEAF/ASN/HrPvAU524Fd2YjeXEY1wMZp/H2rvACufAc33Ee7/H9/nEgX+4Ql24i9wkjP3IUT3I7WHH/7mTyGnFyGI9yKadwG7dwHM/x+sZyLd9y6Ojy5Rby/w7znhhzAy9zM1/ySs4SNn9wCH9zOE/RG+9tOsdy/NZyDwfyL59uP+cJQEfyFEdzu1RzGjn09E70N6dyArFyDIf0O5/0D+fzACdxMR9zTU9xQg/qLQH1GBd1KSd1+zB1+kZ1SefyLq/05770nch0Qd/0WcfqWjejJ7919VZ0Xa8PXp9vX+9xVfdvYSd2nTB2CTRzJWdxT58RWzdvN8/1OK/yQFIEdV93dj8QHHh3eI93d5h3eq/3LWwOuTQGfd93ftfUFm9yMwIGgR94gmcCgz94hDdOvWz0JmJ3h1cEd493/4mvd4p3h3tnjnznd43393Bf9iUieJAHBoQfeSZQeK9keBl6+HY3EImf+Iqn94vXjYzX+H3n+EKHpoAP+YEn+YT/TgRF+QpS+XWP+JZ/95eH+ULEd6qk+X5/039f85zXeZHneYM3eZ4EevkRenUn+qI/+nmP+dyYeaa3eVrnpajXeaqvep8HT6wnHq2HeJYveqP3erDHDbGnebJXdrP/eKmfeqq3+oxse9l5e65vea+3+KTH+KVnen3Pe9NOpbMP+bQv+bV3TcEHHcKPe7k//Lq/jbvfeKfveC35o773e54HfIy8/M/J/AKR+7k/+s63jc9v+it9+k+PfJCffNSvR//VXxzWJxDXxwHOT3yZX3zGd/zbhny+l3rdr3zL7P2KaZJ1mH7qr34zuH7sz/4s2H7u7/7Y/wyrKgHxH3/y96xT+QL0T3/1zwD2b3/3h/Y6TX05Z90cqX77X4fsz38z6H7+B4gsfwYSLOjvIMKEChcybOjwoUIWEidSLGHxIkaIGjdyfKjvI8iQIkeS/PjlJMqUGVaybMnsJcyYqWbSrGnzJs6ZHXfy7JmwH9CgQocSLQrUJ9KkSNcxberUDNSoUrNQrWq1INY/Srd2pOiVBcawJbiShVjyLFqQKdd+aek2Q8y4zHLSrUuzLF6eRvfyDZr371angtdJLWzGKmKBWQn/Agb8taLYi43/pq1Mkq3KtyzlyrTr+ebk0Ar7ki4q+jTEwU8NR018dfFA1FwfT4wsWbZSy7rVYj6peTPnl5+H38XduDRyv8aXq27KurVrqrBjL/dJW6Jti9V97t7d2/dvuMHnEh++PW/y5OdlN2f6HGp06dPX77wONjv9jt11f28bfjx55XmWH1fpIUdgaO0R9l58isGGoEb2ZTcWhB7tV1l/4YkXnICfVYiUgaV9+JeC7x0W33RajciQhPituNCFGH6nIYAdDvhiRyGShiNZJTKI4nw8ItSibUIiFGNaGf43no12GamRjv08mZQhVVp55RNZarmlNV16+WUSYYo5/+YeZZp55pTsqLkmm1G4+SacFSKJVn8v2HknnmPouSefePj5J6BN1rVcAgkQUOihhiYAoo5TInUlpIZsOekTX1pqzZiZJnEmp3ukySaocIoahZxzllQnnqnyueoYgLqKh6B0EZoorYUyGqKjPkWKJaVaXgqmpmJ2iuaToIY66pulmjoSqqneyWqfr/4Za06EKnrtobcamGtPu1rZq6+/dhmssMOW+amxaiKbLITLXvads3lCq6e001ILmnHYImqrT1Fyy5O3VYKbpbjjkrupuZ4Wm66665LarrsiNRvvvPTWC+u9Nllbq6LapvfvTgFLOnDBmB6csMJGMtzwuspGbP8SvPHaWXGrF2escb4cJ+qxeiBzJPLAlRZ8MMLmopuuww8j+HJIEztL88UY36xTvvp23G+jPm8ENMlDn5zw0cYm7fLLTqtacdRTF4eb1TtjjavWGnENbslEoxz2sS1DzLQ+Zss7b9pqp7Lxvlf35G/cEM3da91fG70ww2PvzbTfz6Jts+CzFu524sbx8znooYsu+gClm366O6mrvnoDrbv++t1PfjA77bXbcTvuuS/H90eA+P478J4IPzzxGlJwPPLJC+6kcQQ4/zz00UffOWCjW2/96dkPsDr37rz+fQOxG1k7+R/kfr4du/MOPPuAEP++J8YnP38vy8vavPT5S0///V/X+w+69lDXPdWBD3Zgk135aIc+3RmHd/poX/DgNzz5zQ959rsfbvSnwefxLy//+18ATTdAAhawdeITUgIVuMDbqY9vEPydBCcYngomr34XxFcGN6jBDuLlg/4LYelGmLoSmvCA40uh+VaYvgau74Xui2H8ZkjD490QJ8vR4Q55SBYfXg+I2xMiEcNnRBQiUYlLxI0DnfjEGFKQhjas4tpkg0X9aXGLXBydF4XoPSKekEdITOIKW8g0NUIxir+ZIhXhWJMrznF/ddzKHfEIRD2GsY84+qMZBfkyQkKxjRV8oyIZ2UjoPRKSkQxdHsHIxzH6sYxK1GTEOMlGKU5R/5GLxN8oOVjKpJwSlZNUZQkt+SJMvpKJLnRiIT1JP1tSLYe5dN4uIdJL0E2imta8Zg6yqc1t3qCb3vxmJVkJskwakyQWKsk70qlOdb5BBO58JzyZIM950lMc9rwnPnuhz33ysy5++CdAA0qPgRK0oKJ85gajOc3PXbOhk9gmRHPwzYneIJyPixs50XiWc5JknR59BzxDKoIx0LOk+DypOPipUlDeJKAu9UNBY0qPgyKUjrtcKD8cis2IapOi4FzlRbWWUdmghaMj+Sg7RRrPktYTpfdcaT/p8lKBypSgNK2pI0uJU51ak6c99Wk3LTqszg0VNUV1CFqQqk6lvpOkTP+Vp1OfClV9+nOq/6yqVXGJ1fwpdKFcraZXswnWsAJ1rIkr62nO2pC0qrWdbBXBW+cZV3vOla5StStM8TpTve51ejf1618DK9HBirVTZC2mRktiVJGoNZ2PHWlkmTDZlFa2rnbV7Gad2VnPahW0XBXtYCtaWNMeFrVE3Shaz9Jax7I1trKdbGVZahPMZhavV90tAfo6zb8+NLDBLS2nThvIco5ktSFpLUgf69a3zja6tp0qbq+7W+32krvAJe1ww1vc8abWnMlFZ2Nf69z21vayt9WsfDtL31Pa17v4DaY4/4VY0SiWIYxV62vXy1QCz/W9L40vZ7GbXYfwBTArODH/ilPchhWzuMVeeDGMYzyIGdO4xv/7Bo5zrGMvKqDHPv5xMIIs5CGnKJqw1I0T9WGCJTO5ySR4MpSjDCD3YlBrIuYtQ0r8lxRzeQUt/nIbYixmL9S4zIO4sY7TzOMfs3nIbg5GkY3c3+6oscl2NkGU80yCKRe4Wom7MilJvBcTdxnFYHbxmGFsZhv7L81qBiKb2/xmIcdZzmaNUZLv7GQ9Q5nPHa6yzwCty4ZoOS+FNvShV5xoRS96xmh2NI7XHOkeT5rSQbJ0YjHtRE0zmdOdHg+V/Rw3UUNT0EYh9KlTrepVk7nVZ240rGMN6VnTutZwvjWuQ4OkTPMaz77eM7D7/2zFPxP7IaXGy6lPrOwwM9vZz75etKUdQmpXu9aVzvZktr3rbn8b3MEJ9riHXW5jm2bL6V43s5vd6lfDWtaztva1H4Rvbesagkrm97c9DdVBkVvU5h60wZOt7IS7m+GOdnikIX7viVOm4hDstrd9rfGVclzgHic4UZBdaIS329kmf/S86a1ybLM8L/q2OMz7PXOV1tzKAyc1yE198JH3fOHQjjbKJW1vohe9LEd/OcZlHu5PC9vpNz+cjmig9rWzPd0rKAbc4y73hONUZAW4O97zbo69873vV/g74ANPiMETvvBdBwyS9KD4xTP+tYikQCYiL/nJR7dzxNYhz5DD9v/N08Dtcv98Mei+ULvnvfR9P705Aq/6KxS+9YQ4fMsvxPjZ68HxiJw87jNR+Y5fnq9vMxDn255u0M+d2XUPWOlNj3q+r17wric87I0eI9o3/rGPzz3lK2v53tsU7SEK/to9T3y4i36apE/+3ZfP/Ob//fnQj77Xp099xdt+itiX/O5tzn0s7yRK4Fe7+I1f+fXS+aGf+u0d+7Wf+70e/JFF4s1f7Vnf7d2f7mkf7+3fqOlF2v1fABLfAJ5SASbfAaZeAi4gAzbgVjzg/NUfDVFgBc7V9mFgoHkf8HHg8I1f6Bnf6CEf+qXfASYg6y0gCnKFClIfC1aQC+af2clgsdH/YHr8X+fdoADqoPnxYA+OIBCa4BCmoPytoATaHwUqYagxYQb23waCXweC3gdGUggqn/ploRBuYVIUIe0d4fwkoQXqHxNmXmlAYRp+3hreURvq3Q+WYBzKIXd0oRF+YQuGYR4uIRNGSZRIASVWoiW2ACZmoiZuACd2oidaACiGoihiACmWoin+TyKkoiquIhy0oiu+4gXEoizOImDsgy3eIi7mYi4iIi/+BRk+jyTqiCUOoxRoojG2gCcm4waIIjNagCk+Iwag4ipO4ytWIxzMIjZeQC3qIjfqYi9+I1n8ovMEY4gQ4yUeYyYq4yc2YyhC4yn6zzRSozW6YjbS4l90/yM+3iI47mNSiCMBkKOBmGMlomM6qiMnsmM7uiMpSmM8puI80mM9xuI25mM38qNF8oQ/AmR6CCQlEiQmGuRBIqQzKmQ0wmNDOuRDXmNEauM9UmRFXiRMakRGaiRycGQxeiRILqNIkmRJXs9JouRDriRL5oVLvmRMHiVDzCRNkoZNeiQygqRIjqRCMmRDpqRKRuREFiUuIiVXKoRSLiVfNCVOQuVOkiRVxqNVCmVWaqUtdqVb+sNXgqVRiCVB5mRU8uRZymNQruRasuVbdmVcyiVR0CU62mVZTqVJnmRa8mVLsqU+/iVSBqZgCsUMVKZlXqY0ZKZmbqYQdKZnfuZDrP+CaI4maf4PH5wmaqYmNawma7YmUqSIY8YmN0JmL0rmZALFZebmDGwmb0rDZ/6mEIQmaQ6naaamcbYmclLDa06HbDbnY9KmHNrmbeomZvamZgInaDrEcBKn/xjncSYnay4nbDinc0InIkrnZFKnZVrndWJnZwrndopmcXrnaYJnePoEbJKnbJpndIrjbRqFelYme2ame76ndsanfHYnfdanfSonfjKnfsYmf24hegpmgO7mgBZocB4ogs4nfTaog/ZEfkaoX04oClaoXF7ogPpmgcJnfHqod4KoeC4GiTqmiZ6of/4nUahohrYoh76ogi6ojD7oeNaoVt5oA6IoWPL/KHtqqItuJ4x+p33OaFYY6ZEiafQp6VIyqXU66Y9CaZB+aINSKVZYaVFiaZbmqI4KhSK0qZu+qS7EqZzOaefMgZ3eKZ4CoZm65EPkIzGtEAAEqqAOaoWhaV5oKU2+qaIqwpw2qi7UKZ5Gqp7uaT72KT7+6QINqqYCQKEaalkgqkYuKpw6qpxCaqTe6aRSqlEyhJ+6EqBuqqB2qqdyBagCpKi6KamWauKcap4moKrio6V2I6aiD6zGKnLNKl7UKjneapvmapyaKq+m6q/uokO0agqZUbEGqqwiaz+q6ZoCBbMyqrNC66lK67Q+J6teqqtmarZuK7f6hLIGY7g666Pu/yqv2qm5nus+BCs3Duv5ZCunHuu7bkW8SuK8jqu93mu+niu/6qK/5g7AuuvA7kTBRsnB5iq5Sqqv6utWVqu6XqsSRazATixSVKyOXCypZmyvsh/HdmxDWGsCYWu7jizJ9oTJhggi5KzO7uwn9KzP/mznxIDQDi3R2k3CtCy6LkQjLC3TNu0dPC3URm0ZTC3VVi2SQALWZq3Wdl1ChVgjnQHYhq3YFgHZlq3ZfqtQ7KzaIsLPtu0nBC3Rxq3RmgvStqVDNC3eNkLU7u0dVK3flsHVaq3gcm0W6VYuiS3inoHZLm4RoG1QrC3Puq3Pwm3cDu3cDkvd7uvd5i3T8q3U/v8t1Qau4GYt4XafHNVU4o4t45at4wIF5Oqs5E5u4lRu0ToO5tbtQ3Bu53ru04Ju6MbI6G5t0XWt4Y5S6obt6rJu675uzsZuz1Iu7V5up2Ru7uqu3vJu3/ou4AJv8GJt6fpe8X7t8Spu8jbu8jKv877t7NKu0Eovp1Dv5uou9mav74pu8H5vVp0uQo0v+SZv6/YD87Kt80Jv5brvmcBvQ1jv9fKu9m7vhXSv9w5v4ervM/Fv+Zqv4wZw+hKw3Nru9OJu/HLu/Daw/Y4u/vLfaWCVBZfv/2rwAK8v+xqwmSAwQyjwCGtvCQ+uBJsuaqjw+F5wC6PvC8cN+7avB78vCCf/sPXecP1yb/ee8AxS8OH+MAv/717YZOcIJQhsMRd3cRjR8E6IgRiPMRkDLDecMRqnMVpAMCTAHBu8MRzHceCoTR7UsR3fMQfksR7vcaH0sR8bygSjxgon7xoUsiEfcg8ksiIvshVfMUdm8Up2sSSDwBcnMU+QMSaLgRmnMSevMQS7cRyH8hxPzR2Xch7sMSpzwB//MfHKxiCv7iHH8hosMi33QCPP5SMnjhZPMhdXMtIiRSaXcbZyciefBRuDcijD8SjfjCnjcSrr8Sr7cSsLMhUTsiwbci0z8i0PZi7HzS7zMiUTERh3RDCP8SYT8xl7cvciczKzwTJnTDPb8TND/3M0I0ogn8YrM+41Y3M2J/I2c7NAQnJEgvMW+3LLAnM5a/Iwo3M6G/Mnd1s7KzPm0HE8n/I8q3I9AzIP43M1w/I+z3I/2/I/CwUW63IkE7RBcyxCl/M5o7M6By87J/M730tFW/Q8Z7RGg68rd7Q+f3RIi/RIA0VJe/NJg3NK6+tKB3NLE/NLj25Mi/JEk3JFXzRG1/M0c/TxXvBHg3Q/B3VQDLXWfDMvHzXD+kRCK3SxMnRDl8QxQ3REu3NUM/NUXzROX7Vo5PPibvVPe7VQd3NYF/VYi7Mlh3FCL3Uxs/VD89pbw3W9LE9NU3Vd3/Nd83Re+3RI83U/gLXPiPUkk//1tCZ1Jhu2Gjv0Ort1RM80tTw2XWe0XYcGXputXl82X/sAbde2bVfITyaCDew2b/d2Ofw2cAe3Eww3cRc30TAAcie3co8zR5BwjKCXhjgXHsKgQ9TFRStDZCPUcsgCd3e3d/+0M4S3eI83K5S3eZ83Ztu2evsAbv9kb7+3DQS3fJdDcde3Exy3cuc3c2+Ec18IdIeHdDsidTeEda+2VdfUdnu3goP3eDf4eT84K6T3etd2e58kfPv2fAO3fRv3weS3fg92R/T3fvz3bwT4/YmhQhT4M2M3ayO4cSj4god0gzs4hJu3hE84e0NIbl84b2e4hm/4cOO3hyP3fmuEiHf/B4lrholjH4onhIo/c3Y/U4LDOHcz+IyHd43b+GzjeI4jyI7zeHz7OH0D+X13+JATOYg3Nw4/d2tFd2xNN1Q9xJOjMosfuHa/OJVXuYxfOZZneYRvOY5XeEOCeZj7OJmXObmcOZr/sk8c+W4k+Vssee41OULMOSpHeS5NOZVb+ZX7+Z97NZd3OYF8OY+L+ZgDuZAPeZFDhKPrBqS7haTjHqUfhKXrcZ1HM1ZpOoxz+ox7+o1PuKDHI6Gb+qGnuoev+kO0umW8ekvEevYNOEPUOj3buZTjeZ7zOo1n+a+vd7BP47CLebGb+Zkju0Moe2UwO0s4O/494kJIOwfc+irn/7q1b/qe87mvAzqw67h7gzmxk7mxfzij94S5pwW6r4S6R96s+4O7VzWuuzhu5Lme9zOf97m283W4LsfxeYsKbDzHdzwqfDzIhzwnjDzJl/yIWqkC/xFS1AHLt7zLo8UbxLzMz7yAxZYc3DzO57yHuVRNK4PP/zzQH4rQK4rQO7xs1ALSJ73SSwDTN73Tg+gBRL3UTz1mX7zn7KDGd7zWhzzXo0LJfz0nnLyRpjwSrbzLnz3Mz7za13xk5bzby8HOB1TPAz3dY/ooLYfS530tOD3fSwDUTz3gVz2zYjzW74rWb33XgzzYmzyEminZp5DZn33Lp73ayzzbv9Xb67yBTf/V3NP9zw896Od0phuH3i993zf93wO+1Av+rRJ+FWb94W984iv+4o+82Nfo4ydQ5Et+HVB+5TOXUjlX5uN83ANU53s+vLOy0aNG6Sf96aN+g6o+1Vv84F/96xt+7Mv+7Ht97Yd946O89aq8T/D+5J/F71v+Ywn/8MP95r/U8Xt+6IP+8p9G8yP98zN96ks/64uq6wMEP4EDCRYUaAhhQoUqGDZ0iApiRImcKFa0+AdjRo37OHb0+BFkSI6NSJY0+QFlSpX+WLZ0+fJlHZkzaeqzeRPnG507eYrw+RMoE6FDicoxehRpKqVLmfpx+hRqHqlTqSqzehVrAq1buRLw+hX/bNiwMMmWNXu2Vlq1ayW0dfuWWly5cw/UtXu3X169e/n29fsXMF9FgwkXPnsYMVmDixcrdGzIYWQVEimjsniZk0bNf0R29tzRZOhGKkl/SEyWZuo6OFnr4/n6DVDZIojWZoIUtxymu1NB9e2HavA8WIkrI5DgeHLkyMU2F3sa+uG102u9tS5hbnZqd7kfCPwdfPi9hckrin5eMWP1Bx8nlPywckTMFzdn/Hw/pOiTpVOiZ6m6ptZugq2n2X6yrajcjuKtqd+eEq6q4q7iikLmnLuQAP809Ic6tq5zSzu6urNLvBJNFKw8wjb0b7312nPvPYbik28+iuqzD78cR9KP/yT++vMPwJkEHJBAnQw8EEGhFFyQQaUcfBBCqSS8SrkqLcSwuRXR61CtD0EMMa4RSTyRTPFSVFHL6FpU70WEYpRxRstqzOxGznTMkccefTQNyCBXG9K1ImM7krYkb1tStyZ7exK4KIebUpkKu8LSuTSj4zItL9sCM0wxvSsT1MAOGZXUUlc4FdVUbRFi1VZZFQKTWGWddZ5abb3VgVx13XVNxr75Fdhg0RmW2GLnOBbZZJNYltlmGXgW2mjvzPGsCay9FtuzAN1WnxG8/RbcDMQdl9wxzD0X3UzUXZddRd19F9I8JN2K0nrHstSla/Tdl98C/P0X4EQEHphgSww+GP/hUBX2q9SGD0kV4hVedbXVWS3G5NaM59mVYwd6XSzYkL8plmR0kj15jmZVTiLalhmYFr9qsZ1ZW26HBBfnEcjdOQN0fR6D3aAzeZdoBiGNdN4r7aUU33z5fRrgqAsgmOpEEL7akoW11sthUyNGleKJYb1YVo1x7VjXjw0SWdiSiUVZ2ZWZdVlamD+TeeZra7a5tZzD5Xncn9MVet2iDV8q3qSVXhrDplt6Gmqp/626YKwP3nrrrkn9GlWxKSa7bLNrRTtttQliG1i334b7WLnnpvtZu+82K+9szeJbQL+/BTxwwc0lvPDDDT9accbtdZwlyPuV3F/KB7b8cswX1nz/VM5PDdtV0GMVfXTSPTZ9INR/VX1Y1lt3nWXYX5a9M7xr3xv3m3T3lndxff8d+KGFLzrxpI2vF3n+UN6+mNc851kNelmTnsKo9zDreW5i2sMY97z3PfDxQ3wjI5/5UoY+9a2PfSFxX97gF79uza9+Pbtf/vS3P3hBqnj/w1IAB6ivAk7tgAlU4AJB1UDrrQB7r5Ig9zbmvQsKJIPkM5n50Jc+2IVQJCOk2e1MKD8U1u9+QMufC4nWv3nJcIbIq+E1bnhABEKPh6Hy4QODaIshUtCIR0ziBpnoQfVBUYS0q521Shi/+ekMiyvcIhfdRTz/gfFCNKxhGXOYwDT2kHo//2zj2EBHxAoeEYPiUyIHm/hBPIJEirYrSxWtqLsUZpGFhCzklOR1SERmSYyLLKAZdfjIMq2RcxCsmPYsGccLzlF1nLTjEz/pkVDqjYqk/OMpBQk8VSrKkF98JSwdN0ZGOq+WtjzRDrjZTW8iAJzhFOcvyFlOcwoBnelUpzDY2U53bgOe8ZSnDtdjxhDcE5/5HMY++dlPD/wToAH1pN1YUFCDHlQMCVXoQkXRUIc+tI+4W2b9SFBRi14UUYlqEqP8sMopxXCa93KcpiQAC5OeFKXhUOlKWeoCl74UptrcpjdpKk6bIsCcOf2FOnkqBHf+VBjyFOo26Kkee+YTqf1U6v8wAtpUDwwUZgeVKgsWWlUxPBSroogo3ybKu4t+lQQZdRdHPSohkIb0KwEkaQhQ2laWvjUcMJWrC2RqIprW9Kbh1Ok5e5pOoL5zqPEsKmOOilR8LtWfTgUoVKc1VYRaVaFZhWgyq9hVwIEVo4gaK6PKWpyzojVDyCNpW90K15XONaZ1Fc9dv5lXcO61nH3161/ZGVjBJrCeBzSsPhG7T8Uu9o4EdWxBIRtZyTZ0qzazLM8wa1GxKoqs0IShK0Eb2pFqiq2kNalpT4tal6p2tazlpmtfC9udytantA2qbYmKW6Pqdrf37K1vf/vU4EZ1uFQt7lWPq1XKmnC5O2tuRZ//u1HOSvej1AWtWjWl3ZNyV6Xe/S54wSPe8ZLXvOeVrXrXa9vBLqawu50vU+vL2DvlV7/F7a9/R0nKE5qSogMuMIOi26RoSqq6aRUtdh0MCwjHVcIUrrCFyYtT86I3vbRlb3uhl1vnxVe+862vfYmJ3+Hul7/HTS63AkyuAYdVs9A9sI2nK80cM9hLPfYxhCVMVyEHxsI7KHKGkczhJX/YICE27IinbGIdoRjLK97ytro8ri/PmDc1NlqZcZxj6zZtrT3+cZvfDGciY/jI6LUze/FcED0nVcolvm9j8xvo/g4aUIUW16HDbOAndZY4n0Urmj+k5kkHudJ/ifOcM71h//Xe2b2EhW98+SzqKpP6yvsV9H/9eEWvyrjVNB7zohNs5urS+jrZ1e6tvZtrMnUD3OEWd5GrUG5zn3sTAkj3utUtAA5XAt7xljcmKVFve997FvnW977nRKcbeQbFxhD4wAnOBYMfHOEAUPjCGY7qIekB4hGXOKFEgASLXxzjQND4xjm+2VcrylF5cHQYA1iWBZwc5SlHsgBY3nKXe/tE4pZ5N8h9bpu3m93rfre8eU7ve/9830GfRb/rZCeRBJzgSUf40rnAcKcDwOECkvjU9UBxjF8dCRzXOhA87iB3hXzkjSu5yVNe9pW7HO0wN9HMx01em9s85zh3t3p53vMj/v8c6ELXN9HrBPD8Jl3pTD/40xvObNxRfeKEwnrGt77xrv/m644KeyLHTpaymx29aE+72sXD9nDX/O3llnvOd153ePsc7/XW+97nVHS/DxfwBRe8wQm/8Ki3BvERt/riLd54x4v5400C++SpWXmXXF7lmdd8yznfec/T3O2hL3fc2V1606M+9avPN9//3Rmkx94Ys6d97aFueL7lHuK7573vNf5430Q+SsQvvvFZgnyUn335Amh+eJ4PfddKX/SoT92sr+6wD++0b+har++87+/AL/zEj/zKr8VICf2qTvF4L+vYz/2gAv4gRP6eg/6Oz/4WAP+Wb//Ao/9AL/QEMN3/CNDuLij17A0Bua8+Xs+xHPABZy8Cb481KlD9Fo/9uA74vA7kJO8DwSIERdD+SlDzTvA7UjD6pG/0cM4F5+3uYpASZlABu+/oGhD8xK/pyI8HccIHL3D9NHAIIa8I4+8IdSwJ/WEESVD58s8JAwMK/w8AWXDuaMv04s0A8271aHAzbHCqcBAMd9D8bKYMjwQDM9D3NvApOlA42tANkzAOmXDz6tAv7jCvALAKplDn6K4PK+EP8U37BFEzCFGqDBECxTARuWURDaQRgxASnUISg4MSveIN628EMfHlNPFEAkEYh5EYz2QwfogHklEZl3EQmtEZnxGTJkEap5EaacEa/68RG+lAG7eRG/fAG78RHD3jFcaRHMuxA84RHdMRAHhhHduRHXlhC+JRHudxDG/iC+4RH/ORUDKgEVMpDd9vDT0wF3fRH3bBIA8SIfOP5XKBIRvSIYExGIlRIo1REZBxGS/yGTNyEKKRGjsSGz+SFrhRJOkAHEtyD8SxHFMyHVeyA97RHdtxHmNyC+rRJvLRJr/gB7EOCAbJ1YhQ+IyQEgkSIYdyFxRSABwSKXMBIk1EIifSGC3yIpVRI6HxiDrSI0HyGkeyG03yG1EyJcmRJdXRJcdSJunxFbflJvXxSPgRA/2xJ9XwJ9kwKHeRKBNSIZPyIZdSPJqyGJ/SeqKSGf+nshk50iqlESuzUiu1kSu7sjO+0hzD8hzH8iXLUh5pUh/SEh9z8up20pn+kQMDchIHki7r0iCNEi8bUi/3ki+FkSKhEjAFczCrsjAN8zBDMjFJcjFPsjEdcxwh8xxfkiwpcybPElAw8x73sR95UtqCj0GGby7fkDRL8y5PUylTEzxWkzX9knMAUyphkzALszZtMzFzUzdFgjd70zcl0yWFczgnsIqMEyfNEAiVM9GmjTecsw2FMjpNkzqt8zqxszX/kjt5ADY3UjZnMzxvEzcX0ysd0zc7ADjdkT0tEz6Rsy3pczcU7T6BMj9HkzT58zT98zuwMxACdDsHtEC/0yqOE/Q2ybNBv/JB1RMmhZNCjVMzMw5DG4Q5N1QuOxQ693M6Q1REAYNETfRrBpRAvfNAwbM2FdRFd5M3HzRC33FCiXNIKnQtk7Mz3xIg41IgnzMJo7MogxQvh5RIAVQ7jxRFlfSCZpM2D9NJc/NFVTI9pxQAqtQ9TQhLGREDOZNwarGjQBMXRfNHP5RMkzIgAAAh+QQFUAD/ACwAAAAAwgHCAQAI/wD/CRxIsKDBgwgTKlzIsKHDhxAjSpyo0J/FixgpVsTIUaPHjyBDihxJsqTJkyhTqnzIsWPJlhlXypxJs6bNmzhz6iQI86LJnhZ3Ch1KtKjRo0gZAvX3E2jSp1CjSp1KFeHSpj2rat3KtavXkFdfOv1KtqzZs1TDklSLtq3bt3BRshU5N67du3jzFqwLkq/ev4ADc/XrkbDgw4gT7zRMkbHix5Ajj3QskbLky5gzJ7QMkbPmz6Ahe3Y4OrTp03lLKx2LurXrw6oXxn5Nu3Za1pNx297N++vszbp7Cx8e9bfV4MSTKxdq/GDz5dCjT3y+F7n069hzZxW7Pbv37x+p8/+0Dr68+ePdtcM8z769c/Iaxbuf/1q+QPv084fGj1+/f8z8wfffgLwFmB6BCApn4HoJNnhaf8Ad6OCEl0GIHoMUZiiZhe9JqOGHgnFokIgglogUieN5aOKKcaE4kIssxngTjP/QKOONK9FoI448YoXhTDv2KCRYAnL345BI3qZiYUVeuNSTUEYZZJK9LdhSY1JmqaWUVK5opUuVbSnmmGB2+eGXMYVJ5ppbmlkimj5Nx+acXLp5ZpMRxUbnnk/aeeeS8eE5Ip+EXulnhnAGJWehjDJ1KIWJOqpmo4Q+CqmgLGGaIqV8WjphpGTa1Kin9IE6pqiMkjqfqWKiWqiq7rH/2mZNo8LKnqxaulqprefhmqWunfJqnq910lSrsOARGyWweyJbnrJQMkuns8lq2tCxQKZKrXdT+nbqttl161Wo4GInblfklivduYN9q2507G6V7rvLxavVvPQmZ29V+OY73L5KzuqvvtZG1u/ABRYsmrsIN2yswg5HrJ6hElc8I8QWZzwpxRp3LBfGHocc4ZEil8wkoCanfC3IKpcMcMuqvgxzkjILtc/NOOes884895zzzIjVvJPPRBdNNNCwsRyX0Uw3vQ/SISoNl9NU+wx1YELrVPXWOl8NWNY5cS32017rBTZOY3NdttlSv5X21mun1rZbb1cdN15n31Q31Xc///wqaHs73bdU2GYWeNODF6ftZ4cznThUhWPWuNGPPxX5ZZMXXXlSl0uW+dGbH9V5ZJ9bHbpRo0NWes+no764Zqvz3HpRqT8W+86zZ9jA7rz3TsjvwAcPeu7b9m58A8EnT8jwxDt7vO/KA89888I+z3v00ptOPbLW747979NvD2v3yH8fvvikkv/98tqjP37365/v/qPqm9/+/J7Wj738+PPIwP8ADCD/RMew/qEmgAhkwABd1yoDuiaBArwf5ArowNBAEIALpB0FK/iZC/4vg0Q5GAcz40EFStByGxwhZkoIwqGIUIWSYeEJOZdCGEZGhqwLWK5s2EEPtpA5Y+qHEP+HSMQiGvGISEyiEotIhCY68YnwiKIUp8hDhIhNWpyS1EGWyMUuelGJTwwjEaZIRnhU8SBXpFUWOWaQL7rxjVwUIxTLKMUzGiSNfltjnBACxz76cYhydCId62hHguAxW3rc4xb/yEg3BrKJg4xiIQ2pNjUmUlF8bKQm4/jISJpxkgI5pEwuqcg2bvKUSHzkGCMJylBWMo+JVAgqZ8nETrKylaLMESm1aEpa0lKVnmzlP3Kpkl3ysiC+9CUwbwlKYqbEmAophDSnSc1qWvOa0jRKF7bJzW5i4JvgDCc/xknOcqosc1gyJsomgs12unOa2uymPMNJTwyU8578OOfk0qn/TjaG5J0AvWY85cnNeooTn+TUZ+P42c80jSSgEIVnUQjqTYN+E6EJTRk6F9VQh4okohEdKEUtelGM5lOj++RoRzH5UJAGVKQEJak9TarQwzF0pSZx6UsnStFtytSkJzXZRjeG05LoFKAwnSdJgVrTwN20ozk9qjuTWlGLMhWlC1VpUUki1anytKc/pSlWbapVqNbEq3cBKlD5wNa2upVeLIirXOfqo2CVBa12UatJ3cpXPsB1roCta7PMgte46BWjfX3ruwAbWCPZlSyFhcthEZrYtv6VsXEV7LQI2868TBaflWXrZTGr2TmdJbJv+ew9Q+vXxWI2s44d7F07ixfV/5aTtaNlbGnZdFraptW248Sta1+72zX1FpueBS4/hKuu18J2La/7Cmrdotzlhja3jYXu36YiVWHKrYGz1al38VZDrXR3vHZ5oXmPit70lrcq523vW9QLX/bKd77vpUp874sW+urXvvztb365C+AAm8W/BBavgc+CYMKt9MHbpU2DwQXhCstWwgMul4U3bFzbTHhbHA6xwDAM3oiJ+MTL8nCGKYziFq/zMx+mlotnXKb6rBjENM7xbmLsrBzrWMUldpiPabzjG59xw/uZG4KgSd4KJ/nFMmLyXZAMmrwVmZTfhfCTSYYkKbvXyVVWMoG83CILb9mfXd5llh985hrTTP/NTdZymKEcIzLDhcowFvOA7IxfMOeZzizi85B0pGfFEBrQpCm0fw7NZQUpukONPlmke8RoNDsa0eERs5WBPOniwuvRg8L0akQNokq7+V+grg6pN7JqDZnao8R5dSmJ1GpEpXpTlq7SrV+k6V23R9YsJVit89TrYX/K1zVC9ppP/cxidxpHwD4mqo2dKWrjmtkwy9umtftsbue6ZdpWtgatvTJy+yvc5r4XsrcdZXETFdZYW7e7YzbvztR7MfJON73Q3e0v95su97YUv7+9bHg3W9/vGji22YZwJy1cZQo3+F+ivbaIzzreDYc0wV2d7383jN02znioPY4wkLuG4in/M3lrUG4ylaOG5S4LuLk6vnGJufxBNH94xW5uGpiLjOdtlvhJgP4fov+Z5JkWuaeMrhmmAzzIpZL5dZxO6xHnh+oVkjoBob4qrX9a6egy8szBHiuvj9vqUSf7r80eQrFPne3KwXrS0d51td8K7kDketnt3iu841vva+f7sPyuEx6/XfBmsniw/470BUu65i7Uutxnp3hp52Tyras8Axvv+KdenIaI17jOO/90zmNx8YUnfBU1f3bIk37urmd87Iupeh6yvu2hv+/tI5/7kMHh98AP/uZnf3DTx7ZYohf6WVLB/OY7f0DBjz4chj96RBrf278aGfG34vzupwL60gc+//WVb8nrTyz7Did/Wbz//P+EX/ytr/4oJV9ezLO/+eB///g/jxN7qdf+9/d97vd+0xd/6md92zd09Vd7GhGAAugfBFiAuGd+pZeAxWUYAHh/+Rd++4d6l0d/gJdsvacSDriB0teBltd/IEh3vDaCKVGCA6h/Bsh/F+OC97GANngSMLgcV1UW0eZ/zrZDU7GDytGDZPGDK2iB2od+UkGEyWGE3mJ3hqeA6TaFNuGExAGF45JzyJd3FKhqLIgUWDgcWhh2Uuh2VPiF19aFUDGGwlGG7XKGIXh6KRgoc1gUbtgbcCgvXJhiE6iE6eeHTRiA0bGH6iaHYViDatiCiWgUef/IG4bIL30YLTPogY/HhFHxiLsRiTokf1UnhLy3iDd4h0ShiYrBic+ShJioSzlIERrwirAYi4+BitWSg1ZYVjRYFbG4ixowi2K1aKrIhrTXihPBi7J4ir+oH0BIiud3gFFhjLDoixi1Z8EoiPNHjBIBja8ojQhFjbaIhp5niVqhjb2IjNNYdNVIibDkiU9BjtyIT94oinbYiMeXi1ThjubYjej4jcxYgeyYFPiYGLT4HctIj9jnjFARkGSxAAzZkA45kJ+4iqlHard4kPb4h/+IExywkRzZkWfhkCC5ABDZF+BYj+LIagaJgBmpiIA4Ex35khzwkSHZkCMJexL5gRT/WZIWeZKVWIdGAZMeaRYzSZPJeI0paZQJWJHNeJGh2JIyAZQcKZNDWZOXKIw4yXlK6Y8IOZHyaBJQuZFSOZNUOY+g6IVJqZNLyZMYuZU58ZUxKZRDKZJFyYpHSZdn2Y92uZJ0WBVuGZYhOZbh2Cc9GZgF6ZR5yZYa+ZV+CZKAiYvq2JQrmZURiZgsqZc10ZdwOZVzOYx1yZl32ZnFZ5ieaZk0gZlEoQaomZqqqQWs2ZquiYKYh5KiaZOUiYLRoZq4qQauuZtaAJsM6GmDeWC/SRW5uZq82Zq+iY0qWZsm6ZOdyJyfUZypeZzI2ZOxuYTQmZbOORXXSRPSiZrUyZrJ/9mVz8mUSEmakJmdmfGduhme4zmbfMiP5LmO6okZ7BmevWmdw7mT27mc5jlByvkV9+me+hmgh/mfo1mfXAmfkDGg1Pme6BmF80lsBppoFcoVDnqcEKqgcTih9naho+ahXqFEgVCiJnqiVZCiKrqiG4qgHVqWACqiCeqif0GiJ3qjK5qjVdCianmEaHmeHKqCIHoTNnqjJqqjLFqgMnqVMIpCQyqbEQoXRWqkgYCkKsqj/SmhTQp6S/oxT1oTU2qkVpqiWFpw1hijDLqXoBGmODqmZRpnW3oi+5l8NKoXbIqibqqkaaqnUTqjPao4X0oTd3qkebqWZ9pnoCmkXZqGe/9aFoNaomO6o3wapFuXqJVJqWr6GY9apYWanofqFpLpp1mKpn3KFUrEYD+6hXgpqqi6qrRZpxRxqsLpqm0Rqq/6p6RqlV66qLLqg6lqhpYKnL5Kq2RZqgzRqz5KrK0arM25rHHKqMa6EMiqpTc5cb96q6PqpMz6brA6EdOqqtuarOGqld1qqI8JpOUaEd8KrM9qpucqe9FKhz63Euv6otXKcOM6melqlvcqrDNRr/GZr+zar+XXqP75rqwKpknkrAQ7ZddalfsKr7oKrZTpRwyLqXDasNrJc7Yaos9qsbO6qBf7qbvaruWJsKF5ryA7rCIbsibLnxz7sLJRXisrrgb/W2bK6piCybIvu7HwUbPUirEOm7PcirIB27PkarT/ALTgerN3JrNQOrGSSLQUmohMO7BC629Iq69KO7UCW25W20cji6tZR7Uf+rWKurUkGYJXa69Zi7NoO7NmK7EkS7F127ZHG68ZK7XNGbNza6Fx67VOW7aL6re7Yq47q7V6e3SDy4iNW7IXxq98y7OL23STmK1c+liSW7dji7m6hoiPa7e8NakRq62h+xjzirWmRbpk67al+3KX27kdW6yTa7OVmxmp67qji7iY152e2roQC7yVqrl027Uue7sAErvHu1m8O6dne7qGpryUy7y/m7gjx6CzayeFqbFw+23Q4rnC/7K9tdu9C/e9FiO+nLu3NGi+O5eO1hs1gMK+Nue+vnu95RuE3Itj8qm2oAof8mti9Ou8XFuH/ytkARyo2hm1rzuKgesm6Gu8QztpBfxxB9yyiEuYUJtwQ2bBDpaTEQY1G8zBgIqV0YU0IQy93KkwtZNyJ/y2TRuZJQw0LezCqiu8K9xyMyy87gq+NxxzORx0ddrDP5fD4LvDGPy3A0PERay+NhzDM6PEQNxPX9fA4iNon0vF22PFCYPE+KPFV4bF1OPFnMa/tgdn9ZLBVWzGcYfGWazGwgbGzSPGtZG96CPHJAbHxCPEyfvBiUMAfvzHgCyvbEy+1Ps4gHzIBCDIXP+Mr8Q7OIgcyAUbuSfnxHfzyH+syHjcv3zsyJacyJFcyJO8yX3TyZ5Mn6s7x5QcN6SMyWS8MKJcyZ3MyvlLuI08yrH8yad8x7UMy5YsyzSsyYe7PauMyxBsua/cOsNsysWMu6l8Osl8sO+7cs0cOs+Mrsu8x8FMPdV8oNdMy5JMPNssqvU7wHRsMuGcsuOLzbuMzLeszNEMu8fszO0MzeO8ttncPOcMuenszfucO/ksuu+Mc4u8Nv98gQK8oLPsz/NszQHdc4OMNAXdtwfNpAk9OxENsxOdthXNzr1MzA0dxR+NPhftswi8ud2s0B3tzvWMrSstJCOdtCHNuBstzyn/3SUtfXfp9tKBltGlJmY67SU8/Sfy+NMmctN9l9ML/WYlvdNIXdNUYtSD19SPrL1BzXFSjchUvdRAfdWHnNUivHQ+ndRpptVFHdZO7SDlDMDpJg9s3dZuLdStDHFi5tZ0LQ9wPdMsvNZ13dZ33c/ZNtd7zdZ9nb5egx+BLdhWncnnBtiBPdgn/dd63diJHdd5LY+HbdeTjdc4HNl77dgxfTWGfdjxSNmFLWb5cNqondqjrdmgbdqp/dqr7ddxgx+vDdv7qNgZQ9u1jdqxTdiVo9u7nQ+9/diz7drBPdyf/TjAvdvIDdW2lm7BfdrNXdWJZ9zMfduk3drQHd0gbcfK/z3NCFEE4j3e5N3dbhzH4H0Q5L3eRWDeWFbH6W0Q7F3ecyZnaRzPCTHf4+3el+Q+ekwQ+i3e/B1L8I3f4R3gA65H/h3fBRHg7V3fbFbg9+wQDp7ga7TgBq7eCA7hW9XGGS7fG/560zbhDbEGJn7iKC7iscbgBIHiLr4GKj7i66wQL57iMX7FM54QNX7iN47j31ziOw7jPf7FOY4QQS7kQ47KH14QR57kY/zjDNHkTq7LUL4QUj7loUziUR7kWB5yWr4Q9xDmYj7mA1DmZn7mXa7OVa4QY97m93DmcD4Aac7PuQwRbk7mcW7mc74hLD4Qdy7mea7ne+7KX87mf/7mgaku54OOun0uEIeO6IG+6Iy+5ATx6Imu6JIeNI3+D5ae6JmeGP/t54d+6Z+u6ZQu6n9O6qX+tO8tEerw6rAe600w67Re66vO6v09EbG+6+pQ677eBLeOqATu6rwO679u68Feq+ftEMVu7Mc+68mu7K0eEc3+6s8O7dEuu5te7b1+7dmu7acuENx+7cD+7dObRRQx7t5u7rZ74bpe7eTO7u2O7u/e7PFeEgEBACH5BAVQAP8ALAAAAADCAcIBAAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnKiwn8WLGClWxMhRo8ePIEOKHEmypMmTKFOqfMixY8mWGVfKnEmzps2bOHPqJAjzosmeFncKHUq0qNGjSBkC7fcTaNKnUKNKnUoV4dKmPatq3cq1q9eQV186/Uq2rNmzVMOSVIu2rdu3cFGyFTk3rt27ePMWrAuSr96/gANz9euRsODDiBPvNEyRseLHkCOPdCyRsuTLmDMntAyRs+bPoCF7djg6tOnTeUsrHYu6tevDqhfGfk27dlrWk3Hb3s376+zNunsLHx71t9XgxJMrF2r8YPPl0KNPfL4XufTr2HNnFbs9u/fvH6nz/7QOvrz54921wzzPvr1z8hrFu5//Wr5A+/Tzh8aPX79/zPzB99+AvAWYHoEICmfgegk2eFp/wB3o4ISXQYgegxRmKJmF70mo4YeCcWiQiCCWiBSJ43lo4opxoTiQiyzGeBOM/9Ao440r0WgjjjxiheFMO/YoJFgCcvfjkEhSFcCSTDbpY0uNAdXOlFRWmcaVWGbJw5ZcdrnAl2CGyc+YZJaZJItNphnAky5VJmWVcGYpZxpd1slDmHguUOae/Jy5oppOGgnldG/CSeWcWtrJZZ5i8kmmnyYCyiSbMbnZk6FWInqloosy+qWjj0IKoqRLUuoToZdiOqWmm3J6p6d6gv/ap6gfkrqmoG1GtJSqq7Lq6queyjorrRnaampQqMLEazus0ukqrLGCSqyGxuJaqa6FYtrsr9AKO22xpB7LVLItLbvts7B6++2E1a5V5IXl8noup93Kuu6EmOSr774mXeLvvwALIvDABM9g8MEI27TKwgw3LKy697q378SY9AvwxQRnLAjCHM+gcMMgP2xvxBJTrK/FF/+rccEdH/wxyAyLLC3J7Zl8ckkpB7yywC27XBPMDsvMJ80121wxzjn7uzPPPXv8M9ALCz000ecZfTRJSSu9dNNO0wR11FKbSbV5VqOc89IbN/0y0GGLPTZ4ZSOdNNpcrw1z26G+/V3cWGf/TbfaT0ON95h6w2202Sn/3bPdIQ9e+HcYRC755LsNPuzj102uOQaVO445dptTbpvln4MeeuSd41165qdzPrrnq0PXuuu1kR677K2n3vbtuJ+ue9i8Lzf771IHr9zwr6tu/PI2Qcz88zo5D/30NUlP/fUqWY/99iVpz/33IHkP/vgTiU/++Q6Zj/76CanP/vsEuQ8/9/XUb//9ofmj//789+///wDk3/wEc78C1iN/AUygAgM4wMAYEH+gWaAEJ+iPBgLmgfZDIAU3+D8L/gWD9dMgB0eoPw/qBYQHjCAJV2jCvKBQhCvcYAvx8kIVxpCDM7xLDT9zwxHm0C471EwP/3H4w5U84YhITKI9lsjEJpLhiVCMIgyHqMAiQiWJWHxCE7dojyh6kQxTpCIDrZiULCqRi0z8ohRtKMYqkhEpZkQiGtOoxieGsY3+eyMc46jFOXaxjmBkIx4BqMej8LGPcwRkIHk4yAQW0iiH9OMf63jHRpbwkUSJpB8VWUlLYjKTfJQkJwVpSQF+UiiaTCQgO9nIU06ola4sHCxj+bZZ0pJqtrwlzXKpy4jxspfr+iUwpyXMYdKqmMaEFDKTGSMWUkUJ0IymNO9AzWpak5muceZUpMlNJVjzm3fAZmu0KZVuThOc1RQnasgZFXNGE53pVKdp2AkVd0ITntSU5zxJWP8Ve3oTn/pk5Ri3aU98hjOgjPThMwsKUIQKkZ8LdadBHfpQhRJUovgspUYpSFGD0FMlXAipSEcah5Ka9KQoRWkNVsrSlipkozB1Y0cH8tGUjPSmXEipTnXa0p7W4KUxDWoeZ0pTiNIEpyTdqVJL6lOXJkSoUN0fUYtq0ZkgVaRLXWpTWQrUqAp1qgKpKUquGtKsKnWrK+2qV2MK1n+I9SRkzalZeYpWta51o219q0niOle6btWudy1lXo1qVbL2NaVo/elTAwvTwVZVJnw97EkTC1jGDtKxRDyqYSVrUsouFo9GWeb0RIuQEpj2tKjFh2pXy1oruPa1sJ2AbGdL23j/2Pa2uDUJaWeyW+b1tiCoDW4JWEtcfMD2uFagrXIngNvmxkO3ly3Kb4033YEIN7XFXS1yY7vc2To3tyWpLkrEezvyXve02dXudl3bXe9+17bQBa10o0s+8553uOk17nqT217mvve54aXvUMgbO/ueN7/6XW9//fve+LYxtAIGn4Gvi+D98re9/wUwSQgcYPnWN8IPuS9+02vhBWfYwWKEsIfHN2HhVni/Jv4viqmo4gefr8XBfbGC+3vimjgSLxxW5kBHEoUiG/nIJ0iykpdchiY7+cln+fFdguwnKRP5yFhespZP8OQulyHKQ44Llc9kZZFgOctbVrKXoWyWMsNl/8xJcjNIzozkNCd5zU4GMyGBDGJZhjkkdDayne+M5y+3+c9vgTOS5PyRQBd50FwutJ47yOcVY47RHnF0FCBdaEOXBdNoUfSQQE0RTXNa0ofe85T7rDdST8TUg+70pIe6aks/ztUSgbWdZU0VvbbVLMwNdjyEzQsAFPvYxgbArDn667sM+9nCngCyp63sVGe22XCJNrTjQW1kL3uC2LbLtqPd7WR/W4Lhjou2iZ1sap97gemGy7ihXe5iv1um8UbLup9d72p/mrD5Nsu8g93ve+M64FTZN3MLbm0ZIvwsAx82w8uylIpb/OIYV4PGN87xdHj84yC3hMhHTnLLGeLkKP9P+W72wfKWu/zlL6cexmdO85lz/OZqALnO00HynlvC5CkP+sphTnSYy7zmSE86R3De8Z1/3OclH1zQhW6bolu95UdXutZrzvSNO/3pUBc50Kd+8qFfvehZ37raLd51jX/d42EXu9TJXvaqnx3t01u73ive9py/Pe4/nzvdzX73mOd974hvSd/fzvO4j53shC881g+f+Mr3Y/F/d7zgIW93ybs87ZbfO+a/DvjHTz3yngd96Nc+eqeXfvOn77znWf7wDdj+9rivF96+wfve+z40V6eVPoZP/OIb//jIT37x84L75m9A923zvfS/AXyrC1/52M++8pnv/NtDP2zT/z3/aIIvKu2b//z64H73n5+uwYW/99XHO6TQT//t42X9tv++1N7P+/gT/fr1F4DEp37dp39Cw3/UN37WV34C2IAE6HwGKDMI6H9Gx4ANGIAP2HwRKDITqIDy5ycXKIAZmHvtt3v8R4GGN38hWH8j6H0lGH0n6IH/Z4EreH60Qn40gYPKgX02wYMl8Q5AGIRCeIMLmINFuIP2RxM+SBJC2ITvQIQfKBM6mBxLOBNVKBJOOISiMoUrwYXDcYUrAYYgkYVBCIUzaIRRSBximBJr6BFkCIRmWIFoeIZImHw9mIQj8YZPuIVHKIV9qIZ4KBNtqBF6GIcpOBNeKByDaBKLOBGF/8iHaagSidgbjUgSlRgRjwgpk3gSm7gblygSn/gQmdhAnVgUmvYYoQgSIrCKrLiKJiACJlSKRHGKipGKH2ECuJiLr7iKsfiHT0GLiWGLHtGKrJiLvRiJSQGMiCGMGqGLuciKx0iHUaGMh8GMFEGMroiL0SiHUkGNgmGNE+GMuAiNHiSLQ+GNgQGOEoGNImCM5eiLyehoqBiIKyGOuwiL74iMSIGOgKGOEcGO7mhB5igU/PgX/ggR9kiON/IHDNmQDmkTA7k8YzCRFFmRtOKQGPkHEAmP2FORHjkGF5mRDbmR+ng9H2mRoiKSI1kTEWk8J0mRIamSJCmN3/OSExmTIv85k9wIPjYJkimpkhrJkhxpkjaJkxmpk4fIk0X5kzIplCVJPT1plBiJlJ93PlEpKnuQlVq5laGhaR3wlWAZlgOSCWRZlmZJK1uZlnvQlY4Wlm7ZAWNplnKJlmqplWwZaG8plv8hl3OJlXWZlXdJZ3kJlnHJl2RJl38ZmGc2mF9ZmIaJmHWpmFjGmHC5l4Z5mH6ZmKDhlYzpmHwJmWopmUdGmZ7Zl5Dyl4C5mW3ZmZZ5maCZlqJpZKTZmo95Pi2ZE5BmFAf5cA9xmziRm0Wxm7zZEL55E8BJFMI5nAtRnDZxnEORnMqZEMxZE84pFNAZnQcxnTRRnTtxndhZENo5E9z/qRPe+Z0DEZ4yMZ45UZ7m+Q/ouRLqiRPsaZ7vqRLxeRPzOUAH54dPWRNWsAz/GaAAugy6KYIJkZ87sZ/eoaCSOJQ2sQwnsAwSOqESWqAYeKD0mGiI5h4MmhL1+RH/CaAnYAUjOqIWyoIYaoeVRmn+0aEo8aEeAaEhSqEEGpwGihAIqhMuKh07ahIwqhETSqJCaqI2eqE4mqFu0aPQoaQk8aMUIaQ0WqFFiqJHqqK1xqL6waQj4aQTEaQlKqQnSn8KkaM5oaXJYaYhwaUSAaVRGqboN6ZI2hZoOhxz+hFqGhFeOqRW4KY2mKLIlxd12huBqhF3ChFsSqN8an5waqV2/zGoj+GoTkmTKpFYC5aow2cSL5CpmrqpyIAEnfqpnooEVQGpiUGqiOigJUGp/WWp6VcSm/qqL4AEsjqrtDqqGyqot6oVhVoQqtperIqpsKqpnooMxFqsxGqrqqYcpsqfkpoSvdpdv+qqwZqpnUqrtdpruboby9qFqEoSz7pc0UoS05qpw2qsxYqsWHqm2UoVu0oQ36pc4ToS4/oC1WqtsoqutKas6zoV7ToQ70pb8SoS81qu5ooM+No/0bGtDdqf3opWlTqlxwes01qv9nqwprQcCuuh3ToS/zpbARsSA1uw54qtyaquJesV/SoQHStbHwsS80qx1mqxUkVKF6sf9/95h0Y6E3IABDzbsz17b4+6r+BxszXhgDUhB0ibtEoLtIqRsadBtEp4ozqrtFTLtKUqtN8BtVYotTJBtVXbcAjbtFjrHVoriFy7El67tGBbs4fhtKZRtmF4tiqRtklrtYjhtqEBtyphtDRBt0hrt207ttmht2wotynht3IAuIKBt6BBuCjBt1NLt4obGIz7GY57EpDbtX47uVzhayRBB6AbuqJrAA1AuqZbug1gFMVpB6zbuq0bBbOJnHF6FKlQu7Z7uzJ7Sf/2WCshur5LB6h7uqaruhtrEK57vHYQu885u0Zxu86bCrlbQWuLbjXxu6MbvNhLvAx7EMj7usprncz/WxTPi7skm65e4bkjYb2hi73Cq73NyhDd27rf253hSxTja7vRa3CC+xHqC7rCm71FsbrxC7usKbuMGhX3W7v5O73wVr39y77B6747+RDxy7rzS571OxQJDL3lm69fgb4i0b908L+nK8FJScEDfMHrmcFCscELvLvXJhMiDMHDG8DFWxAVnLwFvLwHDBUu3MFhC8MORxMiTMKoa8JVKREVTMCD2bJJ8cNTUbkjAcIhMcNGbABIPHlKXMEqLJ8svBNQLBVS7FEAtxM4cMZonMbusMZs3MaPgWBOvBVhbLIxbMZpfMdtnMfu8Mb5FcdaMcfEQcUqccd4rMdszMfp5cdV/wHIdFrGOkHIamzIa4zI2aXIVMHIwiHIKQHJaCzJk6wYcAyxxncWmIyrvPvInIwDnrzHoNzHorx8ZlHKvKHJKJHKquzJlFxcljwVsqytjpwTtrzKuUxcuywVvWwbtHwSwYzLrZzIrzyAsZzACfvLOLHMkjzMrFXMCCzNNNtDRrEO4BzO4mwG5FzO5pwXLJDO6rzOIlYVZIoSx3y1tqYT4lzP62DO+GwG6LzO/NzOVPHOJxHPd8tqOGHP45zP5bzP/KzO/jwVAG0SAh2485wTBh3OCJ3QeLHQ7Hxf7vzFTxHRi0vQN1HR4HzR5KzQGt3QUvHQJQHSlCvSNkHS92zSKP+90CodFSxNEi4NGKLmETJt0vqc0RqdzjcNFTk9Ejv9Fz2tET9N00I91EX9FEctEkmtF0tNEU190TXdzxz9zx79xNycUDZGFFmN0Fu90efV0T3cFVXNuVtBdyd3SI/BDnRd13ZdkPj51UixwW09EQmQAATw14EN2AlgE2McEnBtCHKtGHbd2OyA1zj7p9HM1+NrE4R92YNt2PuLFIm92Inh2Hctj898qZNN2c5r2Zgt2IXtY5t9FJ3NR3MN2nQN2UWr17Rr2s9r2YO923+t2SfbFa8dR7Et27QdtWvNFbid2zWh2qnt2+YL3HDt2Ygh27Mt2gYs2WWR3Ke93Lx92c7/7cFeEdxmNNygXdxbe9xyrN34u9ypTdjfHcRkId5ZRN6Obd5mi95/rN4KzN3Mndms/dtcId9YRN+Nbd9xi9+LrN8cTBP9rdrvzbbhHd2wzdjUbeB7a9vNq+C63eCrLRHJbBTyoxkfMOIkXuI5HNliWtrabRME0OIu/uIwDuOVRb1lEeKZUeI4/gEnXts5+xUKvuAzEeNCLuQz3sA1PjK1keMmXsEo/qYqntwsPuRS3uJFjm9fYeOYoeQkvuPGTaVk8eNRPuVDXuWHHT5IThtaPuJcft5e7uMaXhNiLuVk3togfuavkeY6zuQ83uZeAeZwHudE/ll13BVYfhl4vub3/83nbP3mNAHogY4QH14UhS4Zh67nXZ7i2c3oQe7oMi7oQ0wWkx4ZlR6/Td6nma7fYc7pVO7pzHbkM5PkaY7oB67oyK3pMqHqL/4Yoc4bsn7hCH7JCewHwj7sxE4Pxn7syG4UuO7iebHru9HrhfvrvBzsxF7tyH7t9KDsy04AzW7n3gHtj4vh4kvt1T7s2J7sRbHt3I4Xzm4b4I654m6/5F7ufnDux67ty97trw4e786I8a7B817u9m7s+I7r+u4o59HvJTHVIbHB9G7uA1/wqn7wU1MeCm+J/97CAW/tEZ/u207xe5Lwls7mEfvkt/vwwj7w2e7x+c7u3p4dFz8SDP8PEg6P8iov8ZwO8m7D7yOf6CV/6uOL8vXe8USh7huhIh6xAkq/9EzfBk7/9FBPPTM/EL1Q9VZ/9X1dFlN+9EcSEkz/9SsA9WLfBlKf8SFx9WjfC1lPFlsfIV0PEmDf9GP/9GUv7TOR9lgf1ojR9vCSKyIR90s/93Q/PVMvEHhv9Wv/FXzfIW//EYCv9ILv9HWP3UNx+FWf+F6x+CPyLhHx+GEf+ZP/85Vv+ZjfFZpfHUivEZ4f+WRP+GYPEpav9np/GKefIo2f9I/P+qE/ykUR+6XPFbX/IpwPEasP+q5v9zLh+7MvGMF/H8P/EMUv+LsPy0Sh/Pf7GM0vG0lHA9z/3/3eb0INqAfiP/7kz46sSAHon/7qf5lkGfuhkf1cT3PeP/80AP4CSP74rwfmv4rqDxAUBA7MVNDgwV4JFS7819DhQ4gRJU6kWNHiRYwUCWzk2DFjxH4hRY4kSZLGSZQpP65k2dLlS5gxZc6kqc/mTZw5c+rh2dOnCKBBhQ4kSvDg0YVJe9Fk2jRmR6gEXpakSjXlVRpOtW7l2tXrV4c6xYr1WVaPULQiihY9ilSpQrBxtUb16LLqXZFYVcrl29fv35ljBd80+zNt0LVE2yJ8mxDw4490OU7Fe1cvSsiZNW/mO3hw4Z6HEScWuNhgY8ecVTeUvJFyZauXs66mXds2/0bPgkHzFA2UdGnTmVAvvZ25tVS7sGNfLt7cee3cY3ef7f2bQnDhqJ8DPv5a+UjZs7ePJ985us7pvdX+xj68PN/uyb+Dl/3e/n2n59HvVm+9vXb8vDpuPgLvCtC2fRJUcEEGGTzwQQjfK3BCkiJUrUEMMbRwQw5po/DDfjrMLEMSFRTxRBT7ApHCFP8qscQWY5SxqRUnnFGuF0m8cUceP6qxwB69yjHDIIs00qEfCTxSqyE1XPLJG5OcD0qmmmyQSixTlPK7LGWy0sEuw7RwS+XEfOnLBc1UM0AyQ1pToj/ilHNONE18886X/NFzTz79ajNEPB2ac9A/6kwwUEQ/4v9zUX/8bDPRfwil01BIK6WI0T5VfDRRSeU0dB9LQ4UI0z0dJRPSTuP8VFRW/yFVT1O3RDXVVVsN9dVGNT2VU1optdVSXGOVctZOa/0V0mB1lZXXYn09NtFk+fqTWEmNfTbQaOX6ENI5uvX22yvCFXdcGK/9Ndu4tk30W3bnGPfdK8o1t1V0wVIX0XbBhVdceecVtd6v7g00X2/35VdHf1kF2CuB8SS4W4PD7TfhShfuquE7H3Y34okphvZVYadc9+GI40XY44pBVlbJkQkuuWOU8bSYK4zf1Pjlk2NGdOatal7zZo5z1llmlaVlMdEYklZ66SSadvrpoY/lWSuf1Vz/+uoYntY6iajPLVrboxHFmumtne7a1qmdqtrMsZUu2+yzFf463bADbTvpt5uOW25SQ+YS6bvz5nrvW+e2t2487846b8IL73tlkcUOnPHGU37caBsBb1vwyi3H1O8yNR+b884/vrx0pi5QfXXWUUcxPqfSdj0j1mu/YHYRYW9Kdtwtsr313jfUnSneg5/o99WNt3B4mopXHiLkVX8eQuZncn76hqK/HfsAq5fpeuy157771rYCf3rxx7/P+5jOfz599d9jHyb3lYc/fvLmz9Pw2RPx/38A2kCAAyQg/oRXPq3UD2UAZGAiCPhAGxhweQiMHf9c18AAQnCAEoyQ/lyi/0CPYfB/GtwgBx/kwZaAkGIi9B8JBWjCE1JwdxZEHQsd6EIYHgiFLFFhwmzowgjmED87XEkP/fVDHApxfTIkHg1Lh0QSKnGJkjGfEzsHRQ1K0T5EVJQVY8YPMIZRjGMcoxYPSMUEehFlZGQjG804QTRW8HR7a2Mdw/jGDjKxeWr0mB3tiEfq6dF6fKSYH+sIyBjGcYZzjJsh24hIHQrye4RMmCPdCMkhSrJ9lPSXJcmIyUwqsomMPJsnywjKLWqSfpyclynFiMpUinKPpHzSCmx5S1zaQgi65OUuhYAJYAZTmPMgZjGN6QBkJlOZsJTfcZwpy4wYcUO4pOYKfNlLXv8KU5uYMGY356FMcDqAmeV5Zjmhsj9aLqmaubxmO7c5TG8WM5zLHOd4zHlP5KSQlTJa5y3bic13BjOe8pwnMutpT3yWE52fC1M/bYlNdwaUmwP9ZkHFedDnJFShH9xnjBxqTYhmU6IUrWhBMZpRjTpzoYwS00dD6kuJTnSgFr3oSYuTUpVyNJ1H+ug/rxlTktLUps3BKRcfIk0LudSnugQqRYU61NsUVZUVQWqEevpSWzR1phaFalSlSpeVLqqrY43MV6MS1kyRVa0aMes5dcrQtcYVIm11qz53Kteu0rUudoUrXuWq18m8laV+xStgXSNYsRL2r4ZFa6kUG1fD5pO3hx19LCIj21hYVVatl0VsWjWbV8Z2FleO/SwsOcvX0Sa2tKg87WRTO9jVgrK1RXwtbGMLydl2sbaevS0gcxvN3fK2t2/8LUaCK9zharG4FzkuaZNL3NCidrfP9W10XXtc6nIwskZ1SHMzm138bXeql/IueA0oXmgat7zmjR96wSra1LK3ve6t63WDK1/10be+tG0ufsen373ad7r+xR6AAyvd2hK4wAaWLH+xq+DnMbjBun2wUwICACH5BAVQAP8ALAAAAADCAcIBAAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnKjQn8WLGClWxMhRo8ePIEOKHEmypMmTKFOqfMixY8mWGVfKnEmzps2bOHPqJAjzosmeFncKHUq0qNGjSBkC9fcTaNKnUKNKnUoV4dKmPatq3cq1q9eQV186/Uq2rNmzVMOSVIu2rdu3cFGyFTk3rt27ePMWrAuSr96/gANz9euRsODDiBPvNEyRseLHkCOPdCyRsuTLmDMntAyRs+bPoCF7djg6tOnTeUsrHYu6tevDqhfGfk27dlrWk3Hb3s376+zNunsLHx71t9XgxJMrF2r8YPPl0KNPfL4XufTr2HNnFbs9u/fvH6nz/7QOvrz54921wzzPvr1z8hrFu5//Wr5A+/Tzh8aPX79/zPzB99+AvAWYHoEICmfgegk2eFp/wB3o4ISXQYgegxRmKJmF70mo4YeCcWiQiCCWiBSJ43lo4opxoTiQiyzGeBOM/9Ao440r0WgjjjxiheFMO/YoJFgCcvfjkEjepmJhRV641JNQRhlkkr0t2FJjUmappZRUrmilS5VtKeaYYHb54ZcxhUnmmluaWSKaPk3H5pxcunlmkxHFRueeT9p555Lx4Tkin4Re6WeGcAYlZ6GMMnUohYk6qmajhD4KqaAsYZoipXxaOmGkZNrUqKf0gTqmqIySOp+pYqJaqKrusf/aZk2jwsqerFq6Wqmt5+Gapa6d8mqer3XSVKuw4BEbJbB7IlueslAyS6ezyWra0LFApkqtd1P6duq22XXrVajgYiduV+SWK925g32rbnTsbpXuu8vFq9W89CZnb1X45jvcvkrO6q++1kbW78AFFiyauwg3bKzCDkesnqESVzwjxBZnPCnFGncsF8YehxzhkSKXzCSgJqd8Lcgqlwxwy6q+DHOSMgu1z80456zzzjz3nPPMiNW8k89EF0000LCxHJfRTDe9D9IhKg2X01T7DHVgQutU9dY6Xw1Y1jlxLfbTXusFNk5jc1222VK/lfbWa6fWtltvVx03XmffVDfVdz///Cpoezvdt1TYZhZ404MXp+1nhzOdOFSFY9a40Y8/FfllkxddeVKXS5b50Zsf1Xlkn1sdulGjQ1Z6z6ejvrhmq/PcelGpPxb7zrNn2MDuvPdOyO/ABw967tv2bnwDwSdPyPDEO3u878oDz3zzwj7Pe/TSm049stbvjv3v028Pa/fIfx+++KSS//3y2qM/fvfrn+/+o+qb3/78ntaPvfz488jA/wAMIP9Ex7D+oSaACGTAAF3XKgO6JoECvB/kCujA0EAQgAukHQUr+JkL/i+DRDkYBzPjQQVK0HIbHCFmSgjCoYhQhZJh4Qk5l0IYRkaGrAtYrmzYQQ+2kDlj6ocQ/4dIxCIa8YhITKISi0iEJjrxifCIohSnyEOEiE1anJLUQZbIxS56UYlPDCMRpkhGeFTxIFekVRY5ZpAvuvGNXBQjFMsoxTMaJI1+W2OcEALHPvpxiHJ0Ih3raEeC4DFbetzjFv/ISDcGsomDjGIhDak2NSZSUXxspCbj+MhImnGSAjmkTC6pyDZu8pRIfOQYIwnKUFYyj4lUCCpnycROsrKVoswRKbVoSlrSUpWebOU/cqmSXfKyIL70JTBvCUpipsSYCimENKdJzWpa85rSNEoXtsnNbmLgm+AMJz/GSc5yqixzWDImyiaCzXa6c5ra7KY8w0lPDJTznvw45+TSqf9ONobknQC9Zjzlyc16ihOf5NRn4/jZzzSNJKAQhWdRCOpNg34ToQlNGToX1VCHiiSiER0oRS16UYzmU6P75GhHMflQkAZUpAQlqT1NqtDDMXSlJnHpSydK0W3K1KQnNdlGN4bTkugUoDCdJ0mBWtPA3bSjOT2qO5NaUYsyFaULVWlRSSLVqfK0pz+lKVZtqlWo1sSrdwEqUPnA1ra6lV4siKtc5+qjYJUFrXZRq0ndylc+wHWugK1rs8yC17joFaN9feu7ABtYI9mVLIWFy2ERmti2/pWxcRXstAjbzrxMFp+VZetlMavZOZ0lsm/57D1D69fFYjazjh3sXTuLF9X/lpO1o2Vsadl0Wtqm1bbjxK1rX7vbNfUWm54FLj+Eq67XwnYtr/sKat2i3OWGNreNhe7fpiJVYcqtgbPVqXfxVkOtdHe8dnmheY+K3vSWtyrnbe9b1Atf9sp3vu+lSnzvixb66te+/O1vfrkL4ACbxb8EFq+Bz4Jgwq30wdulTYPBBeEKy1bCAy6XhTdsXNtMeFscDrHAMAzeiIn4xMvycIYpjOIWr/MzH6aWi2dcpvqsGMQ0zvFuYuysHOtYxSV2mI9pvOMbn3HD+5kbgqBJ3gon+cUyYvJdkAyavBWZlN+F8JNJhiQpu9fJVVYygbzcIgtv2Z9d3mWWH3zmGtNM/81N1nKYoRwjMsOFyjAW84DsjF8w55nOLOLzkHSkZ8UQGtCkKbR/Ds1lBSm6Q40+WaR7xGg0OxrR4RGzlYE86eLC69GDwvRqRA2iSrv5X6CuDqk3smoNmdqjxHl1KYnUakSlelOWrtKtX6TpXbdH1iwlWK3z1Othf8rXNUL2mk/9zGJ3GkfAPiaqjZ0pauOa2TDL26a1+2xu57pl2la2Bq29MnL7K9zmvheytx1lcRMV1lhbt7tjNu/O1Hsx8k43vdDd7S/3my73thS/v71seDdb3+8aOLbZhnAnLVxlCjf4X6K9tojPOt4NhzTBXZ3vfzeM3TbOeKg9jjCQu4biKf8zeWtQbjKVo4blLgu4uTq+cYm5/EE0f3jFbm4amIuM522W+EmA/h+i/5nkmRa5p4yuGaYDPMilkvl1nE7rEeeH6hWSOgGhviqtf1rp6DLyzMEeK6+P2+pRJ/uvzR5CsU+d7crBetLR3nW13wruQOR62e3eK7zjW+9r5/uw/K4THr9d8GayeLD/jvQFS7rmLtS63GeneGnnZPKtqzwDG+/4p16chojXuM47/3TOY3HxhSd8FTV/dsiTfu6uZ3zsi6l6HrK+7aG/7+0jn/uQweH3wA/+5md/cNPHtliiF/pZUsH85jt/QMGPPhyGP3pEGt/bvxoZ8bfi/O6nAvrSBz7/9ZVvyetPLPsOJ39ZvP/8/4Rf/K2v/iglX17Ms7/54H//+D+PE3up1/73933u937TF3/qZ33bN3T1V3saEYAC6B8EWIC4Z36ll4DFZRgAeH/5F377h3qXR3+Al2y9pxIOuIHS14GW138gSHe8NoIpUYIDqH8GyH8X44L3sYA2eBIwuBxXVRbR5n/OtkNTsYPK0YNk8YMraIHah35SQYTJYYTeYneGp4DpNoU24YTEAYXjknPIl3cUqGosiBRYOBxaGHZS6HZU+IXX1oVQMYbCUYbtcoYheHopGChzWBRu2BtwKC9cmGITqITp54dNGIDRsYfqJodhWINq2IKJaBR5/8gbhsgvfRgtM+iBj8eEUfGIuxGJOiR/VSeEvLeIN3iHRKGJisGJz5KEmKhLOUgRGvCKsBiLj4GK1ZKDVlhWNFgVsbiLGjCLYrVoqsiGtNeKE8GLsniKv6gfQEiK53eAUWGMsOiLGLVnwSiI80eMEgGNryiNCEWNtoiGnmeJWqGNvYiM01h01UiJsOSJT0GO3IhP3iiKdtiIx5eLVOGO5tiN6PiNzFiB7JgU+JgYtPgdy0iP2OeMUBGQZLEADNmQDjmQn7iKqUdqt3iQ9viH/4gTHLCRHNmRZ+GQILkAENkX4FiP4shqBomAGamIgDgTHfmSHPCRIdmQIwl7EvmBFP9ZkhZ5kpVYh0YBkx5pFjNJk8l4jSlplAlYkc14kaHYkjIBlBwpk0NZk5cojDjJeUrpjwg5kfJoElC5kVI5k1Q5j6DohUmpk0vJkxi5lTnxlTEplEMpkkXJikdJl2fZj3a5knRYFW4ZliE5luHYJz0ZmAXplHnJlhr5lX4JkoCJi+rYlCuZlRGJmCyplzXRl3A5lXM5jHXJmXfZmcVnmJ5pmTSBmUShBqiZmqqpBazZmq6JgpiHkqJpk5SJgtGhmripBq65m1oAmwzoaYN5YL9JFbm5mrzZmr6JjSpZmybpk53InJ9RnKl5nMjZk7G5hNCZls45FddJE9KJmtTJmsn/2ZXPyZRISZqQmZ2Z8Z26GZ7jOZt8yI/kuY7qiRnsGZ69aZ3DuZPbuZzmOUHK+RX36Z76GaCH+Z+jWZ9cCZ+QMaDU+Z7oGYXzSWwGmmgVyhUOepwQqqBxOKH2dqGj5qFeoUSBUKImeqJVkKIquqIbiqAdWpYAKqIJ6qJ/QaIneqMrmqNV0KJqeYRoeZ4cqoIgehM2eqMmqqMsWqAyepUwikJDKpsRChdFaqSBgKQqyqP9KaFNCnpL+jFPWhNTaqRWmqJYWnDWGKMMupegEaY4OqZlGmdbeiL7mXw0qhdsiqJuqqRpqqdROqM9qjhfShN3eqR5upZn2megKaRdmoZ7/1oWg1qiY7qjfBqkW5eolUmpavoZj1qlhZqeh+oWkumnWYqmfcoVSsRgP7qFeCmqqLqqtFmnFHGqwumqbRGqr/qnpGqVXrqosuqDqWqGlgqcvkqrZFmqDNGrPkqsrRqszbmsccqoxroQyKqlNzlxv3qro+qkzPpusDoR06qq25qs4aqV3Wqojwmk5RoR3wqsz2qm5yp70UqHPrcS6/qi1cpw4zqZ6WqW9yqsM1Gv8Zmv7Nqv5deo/vmurAqmSeSsBDtl11qV+wqvugqtlOlHDIupcNqw2slzthqiz2qxs7qoF/upu9qu5YmwoXmvIDusIhuyJsufHPuwslFeKyuuBv9bZsrqmILJsi+7sfBRs9SKsQ6bs9yKsgHbs+RqtP8AtOB6s3cms1A6sZJItBSaiEw7sELrb0irr0o7tQJbblbbRyOLq1lHtR/6tYq6tSQZgldrr1mLs2g7s2YrsSRLsXXbtkcbrxkrtc0Zs3NroXHrtU5btovqt7tirjurtXp7dIPLiI1bshfGr3zLs4vbdJOYrVz6WJJbt2OLubqGiI9rt7w1qRGrraH7GPOKtaZFumTrtqX7cpfbuR1brJNrs5WbGanruqOLuJjXnZ7auhALvJWquXTbtS57uwASu8e7Wbw7p2d7uoamvJTLvL+buCPHoLNrJ4WpsXD7bdDiucL/sr21270L970WI76cu7c0aL47l47WGzWAwr42576+e73lG4Tci2PyqbagCh/ya2L067xcW4f/K2QBHKjaGbWvO4qB6yboa7xDO2kF/HEH3LKIS5hQm3BDZsEOlpMRBjUbzMGAipXRhTQhDL3cqTC1k3In/LZNG5klDDQt7MKqK7wr3HIzLLzuCr43HHM5HHR12sM/l8Pgu8MY/LcDQ8RFrL42HMMzo8RA3E9f18DiI2ifS8XbY8UJg8T4o8VXhsXU48Wcxr+2B2f1ksFVbMZxh8ZZrMbCBsbNI8a1kb3oI8ckBsfEI8TJ+8GJQwB+/MeALK9sTL7U+ziAfMgEIMhc/4yvxDs4iBzIBRu5J+fEd/PIf6zIeNy/fOzIlpzIkVzIk7zJfdPJnkyfqzvHlBw3pIzJZLwwolzJnczK+Uu4jTzKsfzJp3zHtQzLlizLNKzJh7s9q4zLEGy5r9w6w2zKxYy7qXw6yXyw77tyzRw6z4yuy7zHwUw91Xyg10zLkkw82yyq9TvAdGwy4Zyy44vNu4zMt6zM0Qy7x+zM7QzN47y22dw85wy56ezN+5w7+Sy674xzi7w2/3yBArygs+zP82zNAd1zg4w0Bd23B82kCT07EQ2zE522Fc3OvUzMDR3FH40+F+2zCLy53azQHe3O9YytKy0kI520Ic24Gy3PKf/dJS19d+n20oGW0aUmZjrtJTz9J/L40yZy032X0wv9ZiW900hd01Ri1IPX1I+svUHNcVKNyFS91EB91Yec1SK8dD6d1Gmm1UUd1k7tIOUMwOkmD2zd1m4t1K0McWLm1nQtD3A90yy81nXd1nfdz9k213vN1n2dvl6DH4Et2FadyecG2IE92Cf913rd2Ikd13ktj4dt15ON1zgc2Xvt2DF9NYZ92PFI2YUtZvlw2qid2qOt2aBt2qn92qvt13GDH68N2/uo2BlD27WN2rFN2JWj27udD7392LPt2sE93J/9OMC928gN1baWbsF92s1d1Yln3Mx926Td2tAd3SBtx8r/Pc0IUQTiPd7k3d1uHMfgfRDkvd5FYN5YVsfpbRDsXd5zJmdpHM8JMd/j7d6X5D56TBD6Ld78HUvwjd/hHeADrkf+Hd8FEeDtXd9sVuD37BAOnuBrtOAGrt4IDuFb1cYZLt8b/nrTNuENsQYmfuIoLuKxxuAEgeIuvgYqPuLrrBAvnuIxfsUznhA1fuI3juPfXOI7DuM9/sU5jhBBLuRDjsofXhBHnuRj/OMM0eROrstQvhBSPuWhTOJRHuRYHnJavhD3EOZiPuYDUOZmfuZdrs5VrhBj3ub3cOZwPgBpzs+5DBFuTuZxbuZzviEsPhB3LuZ5rud77spfzuZ//uaBqS7ng466fS4Qh47ogb7ojL7kBPHoia7okh40jf4Plp7omZ4Y/+3nh37pn67plC7qf07qpf607y0R6vDqsB7rTTDrtF7rq87q/T0Rsb7r6lDrvt4Et46oBO7qvA7rv27rwV6r5+0QxW7sxz7rya7srR4Rzf7qzw7t0S67m17tvX7t2a7tpy4Q3H7twP7t05tFFDHu3m7utnvhul7t5M7u7Y7u797s8V4SAQEAIfkEBVAA/wAsAAAAAMIBwgEACP8A/wkcSLCgwYMIEypcyLChw4cQI0qcqLCfxYsYKVbEyFGjx48gQ4ocSbKkyZMoU6p8yLFjyZYZV8qcSbOmzZs4c+okCPOiyZ4WdwodSrSo0aNIGQLt9xNo0qdQo0qdShXh0qY9q2rdyrWr15BXXzr9Sras2bNUw5JUi7at27dwUbIVOTeu3bt48xasC5Kv3r+AA3P165Gw4MOIE+80TJGx4seQI490LJGy5MuYMye0DJGz5s+gIXt2ODq06dN5Sysdi7q168OqF8Z+Tbt2WtaTcdvezfvr7M26ewsfHvW31eDEkysXavxg8+XQo098vhe59OvYc2cVuz279+8fqfP/tA6+vPnj3bXDPM++vXPyGsW7n/9avkD79POHxo9fv3/M/MH334C8BZgegQgKZ+B6CTZ4Wn/AHejghJdBiB6DFGYomYXvSajhh4JxaJCIIJaIFInjeWjiinGhOJCLLMZ4E4z/0CjjjSvRaCOOPGKF4Uw79igkWAJy9+OQSFIVwJJMNuljS40B1c6UVFaZxpVYZsnDllx2ucCXYIbJz5hklpkki02mGcCTLlUmZZVwZilnGl3WyUOYeC5Q5p78nLmimk4aCeV0b8JJ5Zxa2sllnmLySaafJgLKJJsxudmToVYieqWiizL6paOPQgqipEtS6hOhl2I6paabcnqnp3qC/9qnqB+SuqagbUa0lKqrsurqq57KOiutGdpqalCowsRrO6zS6SqssYJKrIbG4lqproVi2uyv0Ao7bbGkHstUsi0tu+2zsHr77YTVrlXkheXyei6n3cq67oSY5KvvviZd4u+/AAsi8MAEz2DwwQjbtMrCDDcsrLr3urfvxJj0C/DFBGcsCMIcz6BwwyA/bG/EElOsr8UX/6txwR0f/DHIDIssLcntmXxySSkHvLLALbtcE8wOy8wnzTXbXDHOOfu7M889e/wz0AsLPTTR5xl9NElJK710007TBHXUUptJtXlWo5zz0hs3/TLQYYs9NnhlI5002lyvDXPbob79XdxYZ/9Nt9pPQ433mHrDbbTZKf/ds90hD174dxhELvnkuw0+7OPXTa45BpU7jjl2m1Num+Wfgx565J3jXXrmp3M+uuerQ9e667WRHrvsrafe9u24n6572LwvN/vvUgev3PCvq2788jZBzPzzOjkP/fQ1SU/99SpZj/32JWnP/fcgeQ/++BOJT/75DpmP/voJqc/++wS5Dz/39dRv//2h+aP//vz37///AOTf/ARzvwLWI38BTKACAzjAwBgQf6BZoAQn6I8GAuaB9kMgBTf4Pwv+BYP10yAHR6g/D+oFhAeMIAlXaMK8oFCEK9xgC/HyQhXGkIMzvEsNP3PDEebQLjvUTA//cfjDlTzhiEhMoj2WyMQmkuGJUIwiDIeowCJCJYlYfEITt2iPKHqRDFOkIgOtmJQsKpGLTPyiFG0oxiqSESlmRCIa06jGJ4axjf57IxzjqMU5drGOYGQjHgGox6PwsY9zBGQgeTjIBBbSKIf04x/reMdGlvCRRImkHxVZSUtiMpN8lCQnBWlJAX5SKJpMJCA72chTTqiVriwcLGP5tlnSkmq2vCXNcqnLiPGyl+v6JTCnJcxh0qqYxoQUMpMZIxZSRQnQjKY070DNalqTma5x5lSkyU0lWPObd8Bma7QplW5OE5zVFCdqyBkVc0YTnelUp2nYCRV3QhOe1JTnPElY/xV7ehOf+mTlGLdpT3yGM6CM9OEzCwpQhAqRnwt1p0Ed+lCFElSi+CylRilIUYPQUyVcCKlIRxqHkpr0pChFaQ1WytKWKmSjMHVjRwfy0ZSM9KZcSKlOddrSntbgpTENah5nSlOI0gSnJN2pUkvqU5cmRKhQ3R9Ri2rRmSBVpEtdalNZCtSoCnWqAqkpSq4a0qwqdasr7apXYwrWf4j1JGTNqVl5ila1rnWjbX2rSeI6V7pu1a53LWVejWpVsvY1pWj96VMDC9PBVlUmfD3sSRMLWMYO0rFEPKphJWtSyi4Wj0ZZ5vREi5ASmPa0qMWHalfLWiu49rWwnYBsZ0vbeP/Y9ra4NQlpZ7Jb5vW2IKgNbglYS1x8wPa4VqCtcieA2+bGQ7eXLcpvjTfdgQg3tcVdLXJju9zZOje3JakuSsR7O/Je97TZ1e52Xdtd737XttAFrXSjSz7znne46TXuepPbXua+97nhpe9QyBs7+543v/pdb3/9+974tjG0Agafga+L4P3yt73/BTBJCBxg+dY3wg+5L37Ta+EFZ9jBYoSwh8c3YeFWeL8m/i+KqajiB5+vxcF9sYL7e+KaOBIvHFbmQEcShSIb+cgnSLKSl1yGJjv5yWf58V2C7CcpE/nIWF6ylk/w5C6XIcpDjguVz2RlkWA5y1tWspehbJYyw2X/zElyM0jOjOQ0J3nNTgYzIYEMYlmGOSR0NrKd74znL7f5z2+BM5Lk/JFAF3nQXC60njvI5xVjjtEecXQUIF1oQ5cF02hR9JBATRFNc1rSh97zlPusN1JPxNSD7vSkh7pqSz/O1RKBtZ1lTRW9ttUszA12PITNCwAU+9jGBsCsOfrruwz72cKeALKnrexUZ7bZcIk2tONBbWQve4LYtsu2o93tZH9bguGOi7aJnWxqn3uB6YbLuKFd7mK/W6bxRsu6n13van+asPk2y7yD3e974zrgVNk3cwtubRki/CwDHzbDy7KUilv84hhXg8Y3zvF0ePzjILeEyEdOcssZ4uQo/0/5bvbB8pa7/OUvpx7GZ07zmXP85moAuc7TQfKeW8LkKQ/6ymFOdJjLvOZITzpHcN7xnX/c5yUfXNCFbpuiW73lR1e61mvO9I07/elQFznQp37yoV+96Fnfutot3nWNf93jYRe71Mle9qqfHe3TW7veK972nL897j+fO93NfveY533viG9J39/O87iPneyELzzWD5/4yvdj8X93vOAhb3fJuzztlt875r8O+MdPPfKeB33o1z56p5d+86fvvOdZ/vAN2P72uK8X3r7B+977PjRXp5U+hk/84hv/+MhPfvHzgvvmb0D3bfO99L8BfKsLX/nYz77yme/820M/bNP/Pf9ogi8q7Zv//Prgfvefn67Bhb/31cc7pNBP/+3jZf22/77U3s/7+BP9+vUXgMSnft2nf0LDf9Q3ftZXfgLYgATofAYoMwjof0bHgA0YgA/YfBEoMhOogPLnJxcogBmYe+23e/xHgYY3fyFYfyPofSUYfSfogf9ngSt4frRCfjSBg8qBfTbBgyXxDkAYhEJ4gwuYg0W4g/ZHEz5IEkLYhO9AhB8oEzqYHEs4E1UoEk44hKIyhSvBhcNxhSsBhiCRhUEIhTNohFFIHGKYEmvoEWQIhGZYgWh4hkiYfD2YhCPxhk+4hUcohX2ohngoE22oEXoYhyk4E14oHINoEos4EYX/yIdpqBKJ2BuNSBKVGBGPCCmTeBKbuBuXKBKf+BCZ2ECdWBSa9hihCBIisIqsuIomIAImVIpEcYqKkYofYQK4mIuvuIqx+IdPQYuJYYse0YqsmIu9GIlJAYyIIYwaoYu5yIrHSIdRoYyHwYwUQYyuiIvRKIdSQY2CYY0T4Yy4CI0eJItD4Y2BAY4SgY0iYIzl6IvJ6GioGIgrIY67CIvviIxIgY6AoY4RwY7uaEHmKBT8+Bf+CBH2SI438gcM2ZAOaRMDuTxjMJEUWZG04pAY+QcQCY/YU5EeOQYXmZENuZH6eD0faZGiIpIjWRMRaTwnSZEhqZIkKY3f85ITGZMi/zmT3Ag+NgmSKamSGsmSHGmSNomTGamTh8iTRfmTMimUJUk9PWmUGImUn3c+USkqe5CVWrmVoaFpHfCVYBmWA5IJZFmWZkkrW5mWe9CVjhaWbtkBY2mWcomWaqmVbBlobymW/yGXc4mVdZmVd0lneQmWccmXZEmXfxmYZzaYX1mYhomYdamYWMaYcLmXhnmYfpmYoOGVjOmYfAmZaimZR0aZntmXkPKXgLmZbdmZlnmZoJmWomlkpNmaj3k+LZkTkGYUB/lwD3GbOJGbRbGbvNkQvnkTwEkUwjmcC1GcNnGcQ5GcypkQzFkTzikU0BmdBzGdNFGdO3Gd2FkQ2jkT3P+pE975nQMRnjIxnjlRnub5D+i5EuqJE+xpnu+pEvF5E/M5QAfnh09ZE1awDP8ZoAC6DLopggmRnzuxn96hoJI4lDaxDCewDBI6oRJaoBh4oPSYaIjmHgyaEvX5Ef8JoCdgBSM6ohbKghhqh5VGaf7RoSjxoR4BoSFKoQQanAaKEAiqEy4qHTtqEjCqERNKokJqojZ6oTiaoW7Ro9ChpCTxoxQhpDRaoUWKokeqorXGovrBpCPhpBMRpCUqpCdKfwqRozmhpclhpiHBpRIBpVEapug3pkjaFmg6HHP6EWoaEV46pFbgpjaYosiXF3XaG4GqEXcKEWxKo3xqfnBqpXb/MaiP4ahOSZMqkVgLlqjDZxIvkKmauqnIgASd+qmeigRVAamJQaqI6KAlQan9ZanpVxKb+qovgASyOqu0OqobKqi3qhWFWhCq2l6siqmwqqmeigzEWqzEaquqphymyp+SmhK92l2/6qrBmqmdSqu12mu5uhvL2oWoShLPulzRShLTmqnDaqzFiqxYeqbZShW7ShDfqlzhOhLj+gLVaq2yiq60pqzrOhXtOhDvSlvxKhLzWq7migz42j/Rsa0N2p/eilaVOqXHB6zTWq/2erCmtBwK66HdOhL/OlsBGxIDW7Dniq3Jqq4l6xX9KhAdK1sfCxLzSrHWarFSRUoXqx/3/3mHRjoTcgAEPNuzPXtvj7qv4HGzNeGANSEHSJu0Sgu0ipGxp0G0SnijOqu0VMu0pSq03wG1Vii1MkG1VdtwCNu0WOsdWiuIXLsSXru0YFuzh+G0plG2YXi2KpG2SWu1iOG2oQG3KmG0NEG3SGu3bTu22aG3bCi3KeG3cgC4goG3oEG4KMG3U0u3ihsYjPsZjnsSkNu1fju5XOFrJEEHoBu6omsADUC6plu6DWAUxWkHrNu6rRsFs4mccXoUqVC7tnu7MntJ//ZYKyG6vksHqHu6pqu6G2sQrnu8dhC7zzm7RnG7zpsKuVtBa4tuNfG7oxu82Eu8DHsQyPu6ymudzP9bFM+LuySbrl7huSNhvaGLvcKrvc3KEN3but/bneFLFONru9FrcIL7EeoLusKbvUWxuvELu6wpu4waFfdbu/k7vfBWvf3LvsHrvjv5EPHLuvNLnvU7FAkMveWbr1+BviLRv3Twv6crwUlJwQN8weuZwUKxwQu8u9cmEyIMwcMbwMVbEBWcvAW8vAcMFS7cwWELww5HEyJMwqhrwlUpERVMwIPZsknxw1NRuSMBwiExw0ZsAEg8eUpcwSosnyy8E1AsFVLsUQC3Ezhwxmicxu6wxmzcxo+BYE68FWFssjFsxml8x22cx+7wxvkVx1oxx8RBxSpxx3isx2zMx+nlx1X/Ach0WsY6QchqbMhrjMjZpchUwcjCIcgpAcloLMmTrBhwDLHGdxaYjKu8+8icjAOevMeg3MeivHxmUcq8ockokcqq7MmUXFyWPBWyrK2OnBO2vMq5TFy7LBW9bBu0fBLBjMutnMivPICxnMAJ+8s4scySPMysVcwILM0020NGsQ7gHM7ibAbkXM7mnBcskM7qvM4iVhVkihLHfLW2phPiXM/rYM74bAbovM783M5U8c4nEc93y2o4Yc/jnM/lvM/8rM7+PBUAbRICHbjznBMGHc4IndB4sdDsfF/u/MVPEdGLS9A3UdHgfNHkrNAa3dBS8dAlAdKUK9I2QdL3bNIo/73QKh0VLE0SLg0YouYRMm3S+pzRGp3ONw0VOT0SO/0XPa0RP03TQj3URf0URy0SSa0XS00RTX3RNd3PHP3PHv3E3JxQNkYUWY3QW73R59XRPdwVVc25W0F3J3dIj8EOdF3Xdl2Q+PnVSLHBbT0RCZAABPDXgQ3YCWATYxwScG0Icq0Ydt3Y7IDXOPun0czX42sThH3Zg23Y+4sUib3YieHYdy2Pz3ypk03ZzmvZmC3Yhe1jm30Unc1Hcw3adA3ZRavXtGvaz2vZg73bf63ZJ9sVrx1HsS3btB21a80VuJ3bNaHaqe3b5gvccO3ZiCHbsy3aBizZZZHcp73cvH3Zzv/twV4R3GY03KBd3Ft73HKs3fi73KlN2N8dxGQh3llE3o5t3maL3n+s3grM3cyd2az921wh31hE341t33GL34us3xxME/2t2u/NtuEd3bDN2NRt4Htr282r4Lrd4KstEclsFPKjGR8w4iRe4jkc2WJa2tptEwTQ4i7+4jAO45VFvWUR4plR4jj+ASde2zn7FQq+4DMR40Iu5DPewDU+MrWR4yZewSj+piqe3Cw+5FLe4kWOb19h45ih5CS+48ZNpWTx41E+5UNe5YcdPkhOG1o+4lx+3l7u4xpeE2Iu5WTe2iB+5q+R5jrO5Dze5l4B5nAe50T+WXXcFVh+GXi+5vf/zeds/eY0AeiBjhAfXhSFLhmHruddnuLZzehB7ugyLuhDTBaTHhmVHr9N3qeZrt9hzulU7unMduQzk+RpjugHrujIrekyoeov/hihzhuyfuEIfskJ7AfCPuzETg/GfuzIbhS47uJ5seu70euF++u8HOzEXu3Ifu30oOzLTgDNbufeAe2Pi+HiS+3VPuzYnuxFse3cjhfObhvgjrnibr/kXu5+cO7Hru3L3u2vDh7vzojxrsHzXu72buz4juv67ijn0e8lMdUhscH0bu4DX/CqfvBTUx4Kb4n/3sIBb+0Rn+7bTvF7kvCWzuYR++S3+/DCPvDZ7vH5zu7enh0XPxIM/w8SDo/yKi/xnA7ybsPvI5/oJX/q44vy9d7xRKHuG6EiHrECSr/0TN8GTv/0UE89Mz8QvVD1Vn/1fV0WU370RxISTP/1KwD1Yt8GUp/xIXH1aN8LWU8WWx8hXQ8SYN/0Y//0ZS/tM5H2WB/WiNH28JIrIhH3Sz/3dD89Uy8QeG/1a/8VfN8hb/8RgK/0gu/0dY/dQ3H4VZ/4XrH4I/IuEfH4YR/5k//zlW/5mN8Vml8dSK8Rnh/5ZE/4Zg8Slq/2en8Yp58ijZ/0j8/6oT/KRRH7pc8Vtf8inA8Rqw/6rm/3MuH7sy8YwX8fw/8QxS/4uw/LRKH89/sYzS8bSUcD3P/f/d5vQg2oB+I//uTPjqxIAeif/up/mWQZ+6GR/VxPc94//zQA/gJI/vivB+a/iuoPEBQEDsxU0ODBXgkVLvzX0OFDiBElTqRY0eJFjBQJbOTYMWPEfiFFjiRJksZJlCk/rmTZ0uVLmDFlzqSpz+ZNnDlz6uHZ06cIoEGFDiRK8ODRhUl70WTaNGZHqARelqRKNeVVGk61buXa1etXhzrFivVZVo9QtCKKFj2KVKlCsHG1RvXosupdkVhVyuXb1+/fmWMF3zT7M23QtUTbInybEPDjj3Q5TsV7Vy9KyJk1b+Y7eHDhnocRJxa42GBjx5xVN5S8kXJlq5ezrqZd2zb/Rs+CQfMUDZR0adOZUC+9nbm1VLuwY18u3tx57dxjd5/t/ZtCcOGonwM+/lr5SNmzt48n3zm6zum91f7GPrw83+7Jv4OX/d7+fafn0e9Wb729dvy8Om4+Au8K0LZ9ElRwQQYZPPBBCN8rcEKSIlStQQwxtHBDDmmj8MN+OswsQxIVFPFEFPsCkcIU/yqxxBZjlLGpFSecUa4XSbxxRx4/qrHAHr3KMcMgizTSoR8JPFKrITVc8skbk5wPSqaabJBKLFOU8rssZbLSwS7DtHBL5cR86csFzVQzQDJDWlOiP+KUc040TXzzzpf80XNPPv1qM0Q8HZpz0D/qTDBQRD/i/3NRf/xsM9F/CKXTUEgrpYjRPlV8NFFJ5TR0H0tDhQjTPR0lE9JO4/xUVFb/IVVPU7dENdVVWw311UY1PZVTWim11VJcY5Vy1k5r/RXSYHWVlddifT020WT5+pNYSY19NtBo5foQ0jm69fbbK8IVd1wYr/0127i2TfRbducY990ryjW3VXTBUhfRdsGFV1x55xW13q/uDTRfb/flV0d/WQXYK4HxJLhbg8PtN+FKF+6q4TsfdjfiiSmG9lVhp1z34YjjRdjjikFWVsmRCS65Y5TxtJgrjN/U+OWTY0Z05q1qXvNmjnPWWWaVpWUx0RiSVnrpJJp2+umhj+VZK5/VXP/66hie1jqJqM8tWtujEcWa6a2d7trWqZ2q2syxlS7b7LMV/jrdsANtO+m3m45bblJD5hLpu/Pmeu9b57a3bjzvzjpvwgvve2WRxQ6c8cZTftxoGwFvW/DKLcfU7zI1H5vzzj++vHSmLlB9ddZRRzE+p9J2PSPWa79gdhFhb0p23C2yvfXeN9SdKd6Dn+j31Y23cHiailceIuRVfx5C5mdyfvqGor8d+wCrl+l67LXnvvvWtgJ/evHHv8/7mM5/Pn3132MfJveVhz9+8ubP0/DZE/H/fwDaQIADJCD+hFc+rdQPZQBkYCII+EAbGHB5CIwd/1zXwABCcIASjJD+XKL/QI9h8H8a3CAHH+TBloCQYiL0HwkFaMITUnB3FkQdCx3oQhgeCIUsUWHCbOjCCOYQPztcSQ/99UMcCnF9MiQeDUuHRBIqcYmSMZ8TOwdFDUrRPkRUlBVjxg8whlGMYxyjFg9IxQR6EWVkZCMbzThBNFbwdHtrYx3D+MYOMrF5avSYHe2IR+rp0Xp8pJgf6wjIGMZxhnOMmyHbiEgdCvJ7hEyYI90IySFKsn2U9JclyYjJTCqyiYw8myfLCMotapJ+nJyXKcWIylSKco+kfNIKbHlLXNpCCLrk5S6FgAlgBlOY8yBmMY3pAGQmU5mwlN9xnCnLjBhxQ7ik5gp82Ute/wpTm5gwZjfnoUxwOoCZ5XlmOaGyP1ouqZq5vGY7tzlMbxYznMsc53jMeU/kpJCVMlrnLduJzXcGM57ynCcy62lPfJYTnZ8LUz9tiU13BpSbA/1mQcV50OckVKEf3GeMHGpNiGZTohStaEExmlGNOnOhjBLTR0PqS4lOdKAWvehJi5NSlXI0nUf66D+vGVOS0tSmzcEpFx8iTQu51Ke6BCpFhTrU2xRVlRVBaoR6+lJbNHWmFoVqVKVKl5UuqqtjjcxXoxLWTJFVrRox6zl1ytC1xhUibXWrPncq167StS52hSte5arXybyVpX7FK2BdI1ixEvavhkVrqRQbV8Pmk7eHHX0sIiPbWFhVVq2XRWxaNZtXxnYWV479LCw5y9fRJra0qDztZFM72NWCsrVFfC1sYwvJ2Xaxtp69LSBzG83d8ra3b/wtRoIr3OFqsbgXOS5pk0vc0KJ2t8/1bXRde1zqcjCyRnVIczObXfxtd6qX8i54DSheaBq3vOaNH3rBKtrUsre97q3rdYMrX/XRt760bS5+x6ffvdp3uv7FHoADK93aErjABpYsf7Gr4OcxuMG6fbBTAgIAIfkEBVAA/wAsAAAAAMIBwgEACP8A/wkcSLCgwYMIEypcyLChw4cQI0qcqNCfxYsYKVbEyFGjx48gQ4ocSbKkyZMoU6p8yLFjyZYZV8qcSbOmzZs4c+okCPOiyZ4WdwodSrSo0aNIGQL19xNo0qdQo0qdShXh0qY9q2rdyrWr15BXXzr9Sras2bNUw5JUi7at27dwUbIVOTeu3bt48xasC5Kv3r+AA3P165Gw4MOIE+80TJGx4seQI490LJGy5MuYMye0DJGz5s+gIXt2ODq06dN5Sysdi7q168OqF8Z+Tbt2WtaTcdvezfvr7M26ewsfHvW31eDEkysXavxg8+XQo098vhe59OvYc2cVuz279+8fqfP/tA6+vPnj3bXDPM++vXPyGsW7n/9avkD79POHxo9fv3/M/MH334C8BZgegQgKZ+B6CTZ4Wn/AHejghJdBiB6DFGYomYXvSajhh4JxaJCIIJaIFInjeWjiinGhOJCLLMZ4E4z/0CjjjSvRaCOOPGKF4Uw79igkWAJy9+OQSN6mYmFFXrjUk1BGGWSSvS3YUmNSZqmllFSuaKVLlW0p5phgdvnhlzGFSeaaW5pZIpo+TcfmnFy6eWaTEcVG555P2nnnkvHhOSKfhF7pZ4ZwBiVnoYwydSiFiTqqZqOEPgqpoCxhmiKlfFo6YaRk2tSop/SBOqaojJI6n6liolqoqu6x/9pmTaPCyp6sWrpaqa3n4Zqlrp3yap6vddJUq7DgERslsHsiW56yUDJLp7PJatrQsUCmSq13U/p26rbZdetVqOBiJ25X5JYr3bmDfatudOxule67y8Wr1bz0JmdvVfjmO9y+Ss7qr77WRtbvwAUWLJq7CDdsrMIOR6yeoRJXPCPEFmc8KcUadywXxh6HHOGRIpfMJKAmp3wtyCqXDHDLqr4Mc5IyC7XPzTjnrPPOPPec88yI1byTz0QXTTTQsLEcl9FMN70P0iEqDZfTVPsMdWBC61T11jpfDVjWOXEt9tNe6wU2TmNzXbbZUr+V9tZrp9a2W29XHTdeZ99UN9V3P//8Kmh7O923VNhmFnjTgxen7WeHM504VIVj1rjRjz8V+WWTF115UpdLlvnRmx/VeWSfWx26UaNDVnrPp6O+uGar89x6Uak/FvvOs2fYwO68907I78AHD3ru2/ZufAPBJ0/I8MQ7e7zvygPPfPPCPs979NKbTj2y1u+O/e/Tbw9r98h/H774pJL//fLaoz9+9+uf7/6j6pvf/vye1o+9/PjzyMD/AAwg/0THsP6hJoAIZMAAXdcqA7omgQK8H+QK6MDQQBCAC6QdBSv4mQv+L4NEORgHM+NBBUrQchscIWZKCMKhiFCFkmHhCTmXQhhGRoasC1iubNhBD7aQOWPqhxD/h0jEIhrxiEhMohKLSIQmOvGJ8IiiFKfIQ4SITVqcktRBlsjFLnpRiU8MIxGmSEZ4VPEgV6RVFjlmkC+68Y1cFCMUyyjFMxokjX5bY5wQAsc++nGIcnQiHetoR4LgMVt63OMW/8hINwayiYOMYiENqTY1JlJRfGykJuP4yEiacZICOaRMLqnINm7ylEh85BgjCcpQVjKPiVQIKmfJxE6yspWizBEptWhKWtJSlZ5s5T9yqZJd8rIgvvQlMG8JSmKmxJgKKYQ0p0nNalrzmtI0She2yc1uYuCb4AwnP8ZJznKqLHNYMibKJoLNdrpzmtrspjzDSU8MlPOe/Djn5NKp/042huSdAL1mPOXJzXqKE5/k1Gfj+NnPNI0koBCFZ1EI6k2DfhOhCU0ZOhfVUIeKJKIRHShFLXpRjOZTo/vkaEcx+VCQBlSkBCWpPU2q0MMxdKUmcelLJ0rRbcrUpCc12UY3htOS6BSgMJ0nSYFa08DdtKM5Pao7k1pRizIVpQtVaVFJItWp8rSnP6UpVm2qVajWxKt3ASpQ+cDWtrqVXiyIq1zn6qNglQWtdlGrSd3KVz7Ada6ArWuzzILXuOgVo31967sAG1gj2ZUshYXLYRGa2Lb+lbFxFey0CNvOvEwWn5Vl62Uxq9k5nSWyb/nsPUPr18ViNrOOHexdO4sX1f+Wk7WjZWxp2XRa2qbVtuPErWtfu9s19RabngUuP4SrrtfCdi2v+wpq3aLc5YY2t42F7t+mIlVhyq2Bs9Wpd/FWQ610d7x2eaF5j4re9Ja3Kudt71vUC1/2yne+76VKfO+LFvrq17787W9+uQvgAJvFvwQWr4HPgmDCrfTB26VNg8EF4QrLVsIDLpeFN2xc20x4WxwOscAwDN6IifjEy/JwhimM4hav8zMfppaLZ1ym+qwYxDTO8W5i7Kwc61jFJXaYj2m84xufccP7mRuCoEneCif5xTJi8l2QDJq8FZmU34Xwk0mGJCm718lVVjKBvNwiC2/Zn13eZZYffOYa00z/zU3WcpihHCMyw4XKMBbzgOyMXzDnmc4s4vOQdKRnxRAa0KQptH8OzWUFKbpDjT5ZpHvEaDQ7GtHhEbOVgTzp4sLr0YPC9GpEDaJKu/lfoK4OqTeyag2Z2qPEeXUpidRqRKV6U5au0q1fpOldt0fWLCVYrfPU62F/ytc1QvaaT/3MYncaR8A+JqqNnSlq45rZMMvbprX7bG7numXaVrYGrb0ycvsr3Oa+F7K3HWVxExXWWFu3u2M2787UezHyTje90N3tL/ebLve2FL+/vWx4N1vf7xo4ttmGcCctXGUKN/hfor22iM863g2HNMFdne9/N4zdNs54qD2OMJC7huIp/zN5a1BuMpWjhuUuC7i5Or5xibn8QTR/eMVubhqYi4znbZb4SYD+H6L/meSZFrmnjK4ZpgM8yKWS+XWcTusR54fqFZI6AaG+Kq1/WunoMvLMwR4rr4/b6lEn+6/NHkKxT53tysF60tHedbXfCu5A5HrZ7d4rvONb72vn+7D8rhMev13wZrJ4sP+O9AVLuuYu1LrcZ6d4aedk8q2rPAMb7/inXpyGiNe4zjv/dM5jcfGFJ3wVNX92yJN+7q5nfOyLqXoesr7tob/v7SOf+5DB4ffAD/7mZ39w08e2WKIX+llSwfzmO39AwY8+HIY/ekQa39u/Ghnxt+L87qcC+tIHPv/1lW/J608s+w4nf1m8//z/hF/8ra/+KCVfXsyzv/ngf//4P48Te6nX/vf3fe73ftMXf+pnfds3dPVXexoRgALoHwRYgLhnfqWXgMVlGAB4f/kXfvuHepdHf4CXbL2nEg64gdLXgZbXfyBId7w2gilRggOofwbIfxfjgvexgDZ4EjC4HFdVFtHmf862Q1Oxg8rRg2TxgytogdqHflJBhMlhhN5id4angOk2hTbhhMQBheOSc8iXdxSoaiyIFFg4HFoYdlLodlT4hdfWhVAxhsJRhu1yhiF4eikYKHNYFG7YG3AoL1yYYhOohOnnh00YgNGxh+omh2FYg2rYgoloFHn/yBuGyC99GC0z6IGPx4RR8Yi7EYk6JH9VJ4S8t4g3eIdEoYmKwYnPkoSYqEs5SBEa8IqwGIuPgYrVkoNWWFY0WBWxuIsaMItitWiqyIa014oTwYuyeIq/qB9ASIrnd4BRYYyw6IsYtWfBKIjzR4wSAY2vKI0IRY22iIaeZ4laoY29iIzTWHTVSImw5IlPQY7ciE/eKIp22IjHl4tU4Y7m2I3o+I3MWIHsmBT4mBi0+B3LSI/Y54xQEZBksQAM2ZAOOZCfuIqpR2q3eJD2+If/iBMcsJEc2ZFn4ZAguQAQ2RfgWI/iyGoGiYAZqYiAOBMd+ZIc8JEh2ZAjCXsS+YEU/1mSFnmSlViHRgGTHmkWM0mTyXiNKWmUCViRzXiRodiSMgGUHCmTQ1mTlyiMOMl5SumPCDmR8mgSULmRUjmTVDmPoOiFSamTS8mTGLmVOfGVMSmUQymSRcmKR0mXZ9mPdrmSdFgVbhmWITmW4dgnPRmYBemUecmWGvmVfgmSgImL6tiUK5mVEYmYLKmXNdGXcDmVczmMdcmZd9mZxWeYnmmZNIGZRKEGqJmaqqkFrNmaromCmIeSommTlImC0aGauKkGrrmbWgCbDOhpg3lgv0kVubmavNmavomNKlmbJumTncicn1GcqXmcyNmTsbmE0JmWzjkV10kT0oma1Mmayf/Zlc/JlEhJmpCZnZnxnboZnuM5m3zIj+S5juqJGewZnr1pncO5k9u5nOY5Qcr5FffpnvoZoIf5n6NZn1wJn5AxoNT5nugZhfNJbAaaaBXKFQ56nBCqoHE4ofZ2oaPmoV6hRIFQoiZ6olWQoiq6ohuKoB1algAqognqon9Boid6oyuao1XQomp5hGh5nhyqgiB6EzZ6oyaqoyxaoDJ6lTCKQkMqmxEKF0VqpIGApCrKo/0poU0Kekv6MU9aE1NqpFaaolhacNYYowy6l6ARpjg6pmUaZ1t6IvuZfDSqF2yKom6qpGmqp1E6oz2qOF9KE3d6pHm6lmfaZ6AppF2ahnv/WhaDWqJjuqN8GqRbl6iVSalq+hmPWqWFmp6H6haS6adZiqZ9yhVKxGA/uoV4Kaqouqq0WacUcarC6aptEaqv+qekapVeuqiy6oOpaoaWCpy+SqtkWaoM0as+SqytGqzNuaxxyqjGuhDIqqU3OXG/equj6qTM+m6wOhHTqqrbmqzhqpXdaqiPCaTlGhHfCqzPaqbnKnvRSoc+txLr+qLVynDjOpnpapb3KqwzUa/xma/s2q/l16j++a6sCqZJ5KwEO2XXWpX7Cq+6Cq2U6UcMi6lw2rDayXO2GqLParGzuqgX+6m72q7libChea8gO6wiG7Imy58c+7CyUV4rK64G/1tmyuqYgsmyL7ux8FGz1IqxDpuz3IqyAduz5Gq0/wC04HqzdyazUDqxkki0FJqITDuwQutvSKuvSju1AltuVttHI4urWUe1H/q1irq1JBmCV2uvWYuzaDuzZiuxJEuxddu2RxuvGSu1zRmzc2uhceu1Tlu2i+q3u2KuO6u1ent0g8uIjVuyF8avfMuzi9t0k5itXPpYklu3Y4u5uoaIj2u3vDWpEautofsY84q1pkW6ZOu2pftyl9u5HVusk2uzlZsZqeu6o4u4mNedntq6EAu8laq5dNu1Lnu7ABK7x7tZvDunZ3u6hqa8lMu8v5u4I8egs2snhamxcPtt0OK5wv+yvbXbvQv3vRYjvpy7tzRovjuXjtYbNYDCvjbnvr57veUbhNyLY/KptqAKH/JrYvTrvFxbh/8rZAEcqNoZta87ioHrJuhrvEM7aQX8cQfcsohLmFCbcENmwQ6WkxEGNRvMwYCKldGFNCEMvdypMLWTcif8tk0bmSUMNC3swqorvCvccjMsvO4KvjccczkcdHXawz+Xw+C7wxj8twNDxEWsvjYcwzOjxEDcT1/XwOIjaJ9LxdtjxQmDxPijxVeGxdTjxZzGv7YHZ/WSwVVsxnGHxlmsxsIGxs0jxrWRvegjxyQGx8QjxMn7wYlDAH78x4Asr2xMvtT7OIB8yAQgyFz/jK/EOziIHMgFG7kn58R388h/rMh43L987MiWnMiRXMiTvMl908meTJ+rO8eUHDekjMlkvDCiXMmdzMr5S7iNPMqx/MmnfMe1DMuWLMs0rMmHuz2rjMsQbLmv3DrDbMrFjLupfDrJfLDvu3LNHDrPjK7LvMfBTD3VfKDXTMuSTDzbLKr1O8B0bDLhnLLji827jMy3rMzRDLvH7MztDM3jvLbZ3DznDLnp7M37nDv5LLrvjHOLvDb/fIECvKCz7M/zbM0B3XODjDQF3bcHzaQJPTsRDbMTnbYVzc69TMwNHcUfjT4X7bMIvLndrNAd7c71jK0rLSQjnbQhzbgbLc8p/90lLX136fbSgZbRpSZmOu0lPP0n8vjTJnLTfZfTC/1mJb3TSF3TVGLUg9fUj6y9Qc1xUo3IVL3UQH3Vh5zVIrx0Pp3UaabVRR3WTu0g5QzA6SYPbN3Wbi3UrQxxYubWdC0PcD3TLLzWdd3Wd93P2TbXe83WfZ2+XoMfgS3YVp3J5wbYgT3YJ/3Xet3YiR3XeS2Ph23Xk43XOBzZe+3YMX01hn3Y8UjZhS1m+XDaqJ3ao63ZoG3aqf3aq+3XcYMfrw3b+6jYGUPbtY3asU3YlaPbu50Pvf3Ys+3awT3cn/04wL3byA3VtpZuwX3azV3ViWfczH3bpN3a0B3dIG3Hyv89zQhRBOI93uTd3W4cx+B9EOS93kVg3lhWx+ltEOxd3nMmZ2kczwkx3+Pt3pfkPnpMEPot3vwdS/CN3+Ed4AOuR/4d3wUR4O1d32xW4PfsEA6e4Gu04Aau3ggO4VvVxhku3xv+etM24Q2xBiZ+4igu4rHG4ASB4i6+Bio+4uusEC+e4jF+xTOeEDV+4jeO499c4jsO4z3+xTmOEEEu5EOOyh9eEEee5GP84wzR5E6uy1C+EFI+5aFM4lEe5Fgeclq+EPcQ5mI+5gNQ5mZ+5l2uzlWuEGPe5vdw5nA+AGnOz7kMEW5O5nFu5nO+ISw+EHcu5nmu53vuyl/O5n/+5oGpLueDjrp9LhCHjuiBvuiMvuQE8eiJruiSHjSN/g+WnuiZnhj/7eeHfumfrumULup/Tuql/rTvLRHq8OqwHutNMOu0Xuurzur9PRGxvuvqUOu+3gS3jqgE7uq8Duu/buvBXqvn7RDFbuzHPuvJruytHhHN/urPDu3RLrubXu29fu3Zru2nLhDcfu3A/u3Tm0UUMe7ebu62e+G6Xu3kzu7tju7v3uzxXhIBAQA7

Innard-Tale\n

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[img[ts2]]\n\nI see a few colonies. It looks like the infection could be much worse, though!\n\n[[Next|TryAgain]]

[img[sickerer]]\n\n[[VillainII|VillainII]]

\n[img[villain1]]\nThat was the first antigen! I hope you caught that!\n\n[[Pick an antibody|EquipI]]

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<video autoplay src="Animatic.mp4" width="975" height="540"></video>\n\n[[Continue|Explanation]]

<<if $pickiv is 0>>That may not have been the best choice...<<elseif $pickiv is 1>>That seems like a reasonable choice!<<else>> That seems like a great choice! <<endif>>\n\nLast antigen:\n[img[villain3.3]]\nAnd your final choice:\n\n[img[quippos16]]\n[[^This one!^|CurrentStateII][$pickv=2]]\n[img[quippos18]]\n[[^Please pick me!^|CurrentStateII][$inf+=1,$pickv=1]]\n[img[quippos17]]\n[[^Take a chance on me!^|CurrentStateII][$inf+=2,$pickv=0]]

[img[sicker]]\n\n[[He's ok....|VillainII]]

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oLVmO24JwVhQxDjwezqfB62y673tt33suOGzbQhJdRTh+z36OlTT9ZkcnQwn1f7ocLH6R5ye7f+XvZc9SOvMInPbsxvI51y/bzC9usMWaVNsbsufnLFyEApQlCAEoThACUJggBKE0QAlCaIASgNEEIQGmCEIDSBCEApR19s0xahdDCTP/4l74UzX3nb/42mutD2uyRGcesqabNaZNJVlFy7I0Yx25MG4bGbJ/2IWvsiItlTka2T5ew8WSZN9ncEjYChU01h7IOH/NVWG10Y7PNjhvel7Sna998EQJQmiAEoDRBCEBpghCA0gQhAKUJQgBKE4QAlCYIAShNEAJQ2tE3y6RNAz1snHj7H16L5naPz8Pj7lcPF1zGcHBK72B+pw/h86+/Hs197ebND/lMniy9Kz1sDuotmxvDIx+qN+gLb74Zzb328svRXFqAtMy7aO78zp3suOF6Q/pc7ndsmMIbs2pZw8uL27AxpmeNOynNMgBwAIIQgNIEIQClCUIAShOEAJQmCAEoTRACUJogBKA0QQhAaUffLNPDqoFxlTZshM0eY/gfYcyaGuLKmHBula02TOH5xfcvLZLYc5XJoRpjUmFhTF6dMWW/WzvyRqC0MSY9v7bN7svDO3ejuWWXNca0A+37vEAqG7y+u8jWSyt8wtffoRpjUr4IAShNEAJQmiAEoDRBCEBpghCA0gQhAKUJQgBKE4QAlCYIASjt6JtlhhY2wYQVNNO05wqQtDEmFTZE9LB5ZEqrecL7HFdJFBPvqrSJI2wyGdOmpAM1y8SWsFlm2WRzc9oYc9z3ZR2eXjq3St+TYbPMsTfGpHwRAlCaIASgNEEIQGmCEIDSBCEApQlCAEoThACUJggBKE0QAlDa0TfLhEUrcWPH3LLBMWxg6HG3Qnoh2XrjlP2HWV85i+ZWu6yJo8dNP8fd2LFv6eWOY/a7pf09Yzh5sF8jbCjpS7b/3r97L5pb5qyaJ96ne97P6ftqvWTX8fz2MppbxU06tZ5fX4QAlCYIAShNEAJQmiAEoDRBCEBpghCA0gQhAKUJQgBKE4QAlHb0zTJ9lVUwhIUnwzRlgy2sfthzr0y83nrKGmOuPf9cNLfZbKO53SbtPKnVTJHqU7ivwtscFrd8CLIDL2GT05w2Gy1zNDekDSr7vn/h9Z6FTTXP7TbR3JXwuKn0PXQqfBECUJogBKA0QQhAaYIQgNIEIQClCUIAShOEAJQmCAEoTRACUNrRN8sMPcvq9WoVza3OskaWtspuzdKyRowhbJJIOx2m8HrX49VobrXO7su0za73cI0nhxE3DC3Z3DKGgwfSwyKTZc6aYB49eD9br6X3Jd2A2dwYzq3DueubrDHmbAmvN3y/VGuMGcbwffohnwYAHDVBCEBpghCA0gQhAKUJQgBKE4QAlCYIAShNEAJQmiAEoLSjb5YZ02aAsDHmyo3r0dx88TiaS5tChn0XhYTFGVNYJTG1tIEhm2t510o4d9x6uE9XY9iAFN6/ed/3ORxrYXXQ0i6juXnJmlbaLqu06Wn1TSq8L2PPfo/1kJ3f6kSej7gxa8yud7qSve+vPnMtWy+aAoATJQgBKE0QAlCaIASgNEEIQGmCEIDSBCEApQlCAEoThACUdvTNMmlxxjiEjR1XrkRzfZWtN4XVLW05TNPKeBY2OqzTuey/0ypsAFn6aTRnpL/uNKb3Zb/H3fddbvMczW0eZA1NbZtVL/W4ymm/xrQZJdzPPWzmOZVimfFqFjVXn3ommnv6xRejuU986vejOV+EAJQmCAEoTRACUJogBKA0QQhAaYIQgNIEIQClCUIAShOEAJR2/M0yqTFrfhjjuew/QlyMsu8KkPAvzHrKGnKuv3g9mltuZ80ol0s2N4Zzx16wkZ5fG7PJMZzr4Vx6gj0cXMKGl75kDTS9Zfsgfc7//v79aO5L17N9vwrP7/nLrElnFV7u0cteL8PVK09Fc7/9uc9Gc8+8kDXLXH06a6rxRQhAaYIQgNIEIQClCUIAShOEAJQmCAEoTRACUJogBKA0QQhAaSfULJON9XAwLYIZ2n6bPVJjeIardfYTP9WzBoYXXsou5PbtbTS3tKyhJK/w2a/0qD08v542ivT0P2q8YDYVNtVM6Xrh85Fe7RLe5y+GjTFxMU/4QliF1zsee1dSer3TlWju6o0b0dy1l16I5p4O1xvWWfWNL0IAShOEAJQmCAEoTRACUJogBKA0QQhAaYIQgNIEIQClCUIASivXLBPPZYUEeXPBbo7m8iaTbG4cswue1tl/oitXsyaJ9dlZNDfP2X1pS9ag0vfc2JFulz/56lejuX/6g09Hcy2toNl3QUm4Xks3YPgcpf04qbgZKm2kCqtlWvhGXWfb/mCmMBrOnn06mvvkp/8wmrty7dlobgobs6ZJswwA/EyCEIDSBCEApQlCAEoThACUJggBKE0QAlCaIASgNEEIQGkn0yzTw4qIVdhIsF5nDSr9qWhsGNa7aGyZt9l68xKNpQUl6V+i9TprjLnx0i9Hc7d//HY01/bePZJJC1T+9c/+NJq7deteNLfE17vvapnQFDathI0sY3ij4+alcC6VNjSNR94Yk17HcJY1sly7cSOae/r5rIHm7OrVaG61zuamVdhAE00BwIkShACUJggBKE0QAlCaIASgNEEIQGmCEIDSBCEApQlCAEo7mWaZtDBhPMuaUa792q9Gc8s2awBZLh9Hcxe3bkVz2/kymks7NsawmWdYZY0TV8JminGV/RfrS3h+aRVMOLa0rMFn27J9ME/ZekNWRLR3Y3hfprAxZprD3zc77MGkPT/Zrs+vN9z1uXX2ezz70ovR3G995jPR3Nlz16O56Sxr9Dq7ljXVPPXCS9lxoykAOFGCEIDSBCEApQlCAEoThACUJggBKE0QAlCaIASgNEEIQGkn0yyTmqaw++HKU9HYap11ROzCyo6W/jc5VBVHfNzwOpa0CWa/F5w2xvz0p7ejucvdHM21tLolndvzPkgbmtLD9iG7L3GFyoH2fXp6Y9zktGfhgk9deSaa++Qf/XE0d+36x6K5s6vh+zR871698UJ23GvPRnO+CAEoTRACUJogBKA0QQhAaYIQgNIEIQClCUIAShOEAJQmCAEo7f8AuEtV21oJJaAAAAAASUVORK5CYII=

<<if $pickii is 0>>That may not have been the best choice...<<elseif $pickii is 1>>That seems like a reasonable choice!<<else>> That seems like a great choice! <<endif>>\n\n\n<<if $inf is 0>>[img[ts1]]\n\nI don't see any bacteria; nice job!\n\n[[Next|AllGood]]\n<<elseif $inf lt 3>>[img[ts2]]\n\nThere are barely any bacteria! Things are looking good!\n\n[[Next|LimpDoc]]\n<<elseif $inf lt 5>>[img[ts3]]\n\nOh wow. That's a lot of colonies. No wonder I'm feeling so bad...\n\n[[Next|VeryWeakDoc]]\n<<else>>[img[ts4]]\n\nOh god. Wow. The infection is really strong. I'm gonna need to sit for a bit. My leg is hurting. \n\n[[Next|SlackDoc]]\n<<endif>>

Here's the first antigen the new bacterium is presenting:\n\n[img[villain2.1]]\n\nWhich of these will cover it best?\n\n[img[quippos4]]\n[[^Me! Me! Me!^|PickII][$inf+=1, $picki=1]]\n[img[quippos5]]\n[[^Over here, pick me!^|PickII][$inf+=2, $picki=0]]\n[img[quippos6]]\n[[^I can do it!^|PickII][$picki=2]]

data:image/png;base64,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

Carlos "The Guanch" Guanche

<<if $inf is 0>>\n \t [img[ts1]]\n\nIt's like I was never even infected!\n\n[[Next|DoneAllGood]]\n<<elseif $inf lt 3>>\n \t [img[ts2]]\n\nA little it never hurt anybody. Too much.\n\n[[Next|DoneCureSelf]]\n<<elseif $inf lt 6>>\n [img[ts3]]\n\nOh wow. That's a lot of bacteria. The infection spread a good amount...\n\n[[Next|DoneSlightDamage]]\n<<elseif $inf lt 8>>\n [img[ts4]]\n\nAh! Oh wow. That's a lot of colonies. That's causing some serious damage.\n\n[[Next|DoneBedridden]]\n<<elseif $inf lt 10>>\n [img[ts5]]\n\nI have never seen clumps that big before. I think that... //ah// I can... feel them...\n\n[[Next|DoneDead]] \n<<else>>\n [img[worst]]\n\n//No one is at the microscope.//\n[[Next|Unfinished]]\n<<endif>>

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

Uh-oh! The next infection has appeared!\nGet ready to memorize the antigen!\n\n[[Go for it!|PickI]]

[img[notbad]]\n\nVictory!\n\nIt wasn't easy, but I managed to complete the Cure without too much trouble! I only got a little bit sick. Thanks! \n\n[[Play Again?|Start]]