If n=-2, what is:
l n - 8 l + 3
13
Which property is shown below:
3x + (4x + 9) = 4x +( 9 + 3x)
Associative Property
What is the domain of (3,4), (-2, 5), (0,-3), ( 10,1), (-5,5)?
{3,-2,0,10,-5}
What is the slope of this line?

2/3

d
Simplify
2x + 4x2 - 6 + x - 4x2
3x - 6
Christopher incorrectly solved for x as shown.
Step 1: 3(x + 4) = -x +19
Step 2: 3x + 4 = -x + 19
Step 3: 4x + 4 = 19
Step 4: 4x = 15
Step 5: x = 15/4
Between which two consecutive steps did Christopher make a mistake?
Step 1 and Step 2
What is not part of the domain of the relation:
(-2,2) (1,3) (2,-4) (5,0) (-1,6)
a. -2 b. 1
c. -4 d. 5
c
Find the line of best fit for the following data:
(3,4) (1,3) (5,5) (-1,2) (-3,1)
y = 1/2 x + 2.5
or y = 1/2x + 5/2

Which are solutions to this system of inequalites?
(0,0) (6,0) (-2,0) (0,-1) (-2,-2) (-3,1)
(0,0) (6,0) (0,-1) (-2,-2)
6a4 - 2a + 4 - 3a + a3 + 2a4 -4
8a4 +a3 -5a
. A formula to find the angle measure of an isosceles triangle is shown.
180 = 2x + y
Solve for x
x = (180 - y)/2
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
b
Find the line of best fit for the following data showing the cost of candy bars.
Predict how much 10 candy bars would cost.
$20
<img data-fr-image-pasted="true" 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NJyzD777L3bb7+9pB9vvPF6hx9+eO+BBx7oHXvssb0ll1yyhE844YS9JZZYos/zt7/9bW+hhRbqveUtb+mNNdZYRc4VV1yxt+CCC/a+9KUv9a677rreeuutV9LTQVnO5CTjgw8+2Hv22Wd7p59+eslP3kUWWaTETzDBBOVMzv3337/IcvTRR5cw+eHhrGzniSaaqLfbbrv1nnrqqaLjQQcdVMLf9ra39dZYY43ee9/73h7+G2ywQe+yyy4rWLqWd8opp3yBnDfffHMf2/B78skne1NPPXVfR3LfeOON/fI//OEP92aeeebCTzn03GOPPXqPP/544fW1r32txI0//vglbp555in3MFWXN910U2/DDTcsskgz1VRT9SaffPKSRj2pe7w+/vGPFxzJvfHGGxdeyiPPRz/60R5+4hZeeOHeZJNNVq7hfPHFF/dlXXrppXvLL798iZN2l112KTI+8sgjvY022qiEawPiZplllp7r97///b3FF1+8N9NMMxWs1c873/nO3rvf/e7ePvvs07v77rv7/L71rW+VupVX/X32s5/t8//Od75T0mkL6l2Zobrdjz322CXdDDPM0FtggQXKNV4/+clPSh2r07QR8ml/5CX/eeedV1hq88LUxQ033FBwXmWVVYo+W221VUkD10svvbSkk/a2224rz8mBBx5YwtTpqquu2pt//vl76mXrrbfuXXHFFSXvwQcf3M+nnc0111zlPs/ClVdeWdKpGxT9XOOn3c0777y9aaaZpuTzrG+77ba9Y445pqQPVtqBZwp/dU1OeeHs2Q+lrSnPs0Je6S+//PLSPj75yU8WLJJfWxEfHA877LDC6p577uk/h/Ai3/ve975SrraDPA9bbrllCcMj9aRM/OCB1K9nUxptLnkPOeSQklfd6dOee+65ojfZtFv5XcOSrjvttFPJC0NlqdPVV1+96HXLLbf0+5YDDjigPN/aqvz6Ovzw2HvvvXsnn3xy6VPF/fCHPyx6YLzrrrsWuT3jnhfy1KRcfQh5PAOLLrpo4a/O6KcN0UObhkFkf9e73tVLW9ZfovTdMET77bdfSS+P536xxRYr97DRhrRd+rpXh2nrqbvdd9+98MFv++23L3nJkL7xrW99a5Fxu+22K+nUs7Ic5557bgn79a9/Xe5h5dkKaXPkX2GFFUofrM+RT9mzzjprwdWzLEy6E044IVnLGW7ao7P2mWfhBYnaTUOgIfA/CHhTHTaUwcigseOOO/blSidWd5jXXntt6Qx0jptssknvqquuKgYloyQdDwbyzDbbbCWMQahD/9znPtczONx33339tDpu9M1vfrPf+YkPSZ/BNh3USiutVAYfHU7dMSpfR6yzJpfOWxhjUNojjzyyX+4pp5zS++c//9k755xzSscsnYEb/fSnPy066vzIfOaZZ5bOP4MpfZABRz5Y/O53vyuDi8HCgC58r732KumUn46UIccAOf7443t/+ctfSsfJEGWshN7xjncUY2/ttdcuQdLhp2P24sA4/f3vf18MDIOpgUUnfP/995d0BsY55pijd/XVVxf+BiWY0Vf5MT6DK2PDAKQMsiGDkU5fuJeEnXfeuXfiiSf24MaYFWcgMqAYfGB766239gyK+Oy55559o2jfffctgxwjj8Hys5/9rKQx8K211lpFbmVecsklvbnnnruUv8UWW5Q02lCIHnQ3SMKC4Y2OO+64kla5//jHP0qYOlBfa665ZrL3z/DWRmAkD2MHMbjuvPPOnhcMxo02Kd4Rw5MBFQNmm222Kfm+//3vlzTw+OMf/1javoFbPmEGR88DQ8szxnhG2pU02qn2I512O99885VwxgPadNNNy7203/ve90qY5wYOMIzRmgFYW0CeDS972kqeZZjBRT4vgLA44ogj+oaqlzv09a9/vf/Csf7667/AaKoN06OOOqrIQZa0p7xoMLDVF9LGyK9c18jLgzBtM3TWWWeVMPX785//vAQzcqT7wAc+UO7JTE5hDgTfGE9e2NQvPDyDadvqRtg3vvGNgr18npl//etffV4MtBhxtTEKUy9y6QO0aXJob5GD/vLmxcdzOO200/be/va3FxnzfNItdZs6Exd58L733nvLvZ+8vCvn29/+dgmHGT4M1vPPP7+flr5ezvENb7LDI7Kvu+66JX3aiTwMUWUqA45ehjzTjF5lCGcYw/maa64pZWu3XloR/nnBV+933HFHz7Oir4G/flxefQdewvRbHBd/+tOf+m0tuujrPSv6E30OXH/xi1+Ufkf+Cy64oN8mtW3lN2oINAReOQLDYpreejPTK3a2I9M0wkztmIIztYVMnQg3zZcpb9MnpvpM3ThM1ZliNB2ETPNk2se0jjWppmrxsvYTWfuWDULWj5p2wddOflN3poZM6ZAFXxtWpDE1lA08eJgKQtZ0maZCprVMGZmyNyVGftObdCKbck3Pr7zyymXq7rLLLivTdqYJTQ0rz7SXacpll122TB/SAzamFk0pmians3JMWZkuVL5pRjKb5v7yl79cpvzwMi1lGhkP/IM/eYMVfFIP+XSRqebgaar/Xe96V9ERFjYcmJ6mVzZ1mU60HMCUJMLTlJfpN9N/yrUEwPQfPdSdJQqmMy2FMKWmbPlMF1944YUlHV2RJQ7i4GmaNuQzQ//85z/L5g1LMsijLPWtbHrB17S4duf+61//euEj3FpiX1qwQen2228v2Ap3mEaHv3WKsMNPPSDLPMLPUg/TosqQfr311ot45asMsJRPfjjaAW45AfwsJVlwwQXLsgTty3QhMg1o6lz9ajNw++lPf1owtpvcFK38pnzhqa7yRQRlmbLWzkz1w2333XcvbcDyArwtk/B8wE/7MR1LLrwtl7EUgi6m3C1TIHumJmHhGBV5Nrbeeuuy7EF9/OY3vyltmwzyuDedrB7yqSjPHrIkwrS2+tN26RQ9tbsQvbV15Bq5l169+yIHsnTBshSkPJSlGHS2CSjtpER2XWmr2rI2j0y5w5he2qe6VB9IGlPPwrPWGE7aElmQKV6ymRpXv54F08bSZXmJqXptSRgKtuEBO+Re3f7lL38pcuhjLDFS7/owbVZbxBdulsSQVT6HaWi8xWnbdNEveKZMpVteo40pwzKR1Dc88LcsRz949913l77nZz/7WcFaf6MNpk60qfxxhOlymGuPlkvoX9daa60yrQ7TLFchu2l/aZAlHJYLWC4kzrU6dJBVG4GZJQSWYanHq6++uvvgBz9Y2rP+wvIHX07xfOsf9T+WAOB1zTXXFByUleUGeDo8B5Y9wUgZ8FePcLdEApEd0RuGsETBoNy0n4ZAQ2CUCAwLYzQdqzVSHnYdDUNMJ5AHOh2Nzlsnr3M0MBp4dGYha9isZwtP4TpaHYhOgiGKdBDKSXk6U3l0rvJbf8Qw1Kkha6xiTPp8jnCdHNLxWOdnvSa5GKMGzhhN5NNh6pANoMoyyJCJUe2M6KgMMuFDvgxCBgflILIbSPAMP2l14oxCA6FBx4CBGJ/IjmcEB3mVAZtgXCKrnwzq1q0hskWeyCLcQH/VVVeVgRg/60QRGRmR9FJXkZn86to9+clC5wyKBi16GMCtv0MGC/nyogE/8iCGQc54GITIgaxHM9ArS17Gv/TW6vkkk/TW4jLkXSuDbrBhcDIK1KV6IuO///3vgmfKTD0pjzFjcIMF/tqTeLoz1GPA4EMe5KzNKpOhznh3kJUxqB3ih4I5ufBmsDEUtB8DLb7IfbBkRFoHx+CzthSe8BavXZAPznhb86cNa5/as/aKvFDRAckHQ22DPmRMuDhU6+aerNZv/vCHPyxtj0GjTUUO2DBsPFfikl/9apuMbxT+6j5GER5kU0bSCEMx5OClXlEMWHmsk9ZWGSwMCethGSieD7jQjXFJT0a0NHDSVkJklN5ZO1dWjFa8EKzoRgZ1k+fK88hIlN8RIhsjx3Ocvi264xFdpI/u6jA8tFHplaO8rEVVr4xAL6LiP/KRj5T+EN7aTrCUTztgxFpXqwzt29p76ZTlJU1f7AVMn8lQlR5W6synxbzEBO8YorCxppXusPfyrE+29pURqe175vL8KgORTX14USWDetDnIW3ByydZtAN9pfqTRp0g67XpTm/rkb2QCWNIMqAd5BfPWLa+HXnukfC8cHB+4K/Npm2ST9naiAPu6intsjBpPw2BhsBoEfjvNu7RJhn8CB2Wh9rbsU7Lw6xjYFx5mHUq6YAN2MIMNDoAnZZOyWDg2gAgTueB5E3noKN0yKeTindVZ6uDU4aBRkfK+2FjhcECP3yzmcRgLA9DAOmYeKykUZ6OjjFBJh2lzpuOjDZh6eDwILtyDSRkxsvGITrKm87YvThyOpAOGElPRm/uOng4GDzpKPycc84p6XTm6UTxkw428JDOfXAjkw6VDAlL+QZccfKQOwMObKXnBTOg4a2+pKWrMGe8GfKwkle4AdFhIGEEwcg1meSBGyKrtiIMxmRKnGtkIIER/W0M8vKCJ4OWkctI55VaY401Cn+bjPKNzOhLL/Lwwhhc1SEcGHBkMhAhOqsjca4PPPDAcuZt1H7Ja7A2gMFDfUdO8inDpg3fiFRPvq3LoGUAM6oNnAZnONFXOJIvHj18tL88F+7JQxfpDbjq6re//W0xbMXZWLfKKqsUXryl8vK8a1Ou430iL2NefSgzmNCfPg6Ep2NUxPgxawBTzxbDmeGr3umEp/piLMHWPUzTzmGuHHWO0t5cw5e8yo58kSVhzspGsEHaHoMKtnlRMPvAkNNGxDEIvTQx4m0WU7/arlkOZWkT+gvYera0cxQjFA/liNevKdvBEPecmjFgcHoWtBtyeqHBGzYM0bSzwvj5H/Eh6cjEk64czwzc4EIe9U8es07agxkAz4E4G0ThSi9U42S2JRtAeRO1NXXnWZMn+sSbbkZDe7LhkI42FjJGEQOUPEg7gqWXRDM22jv5yeb7qMLpp061AfjLq+7jSBCmD3LvWYKxPMrFSzsSpm3xcCIGuXh4a39485J7buDGuQArevEqq1sEm/TXJaDrSjr81Y3n2jOStimNa+0Y5XlN3nZuCDQERo3AsDBGiWbA15GYJtMB6CDs5vTmrDMzkIoz9cmY0BnowDz44uV3r7PMoICvzgovnYsOzr080rjXaWRAk95bscHTNBPj06HjMjWv49HRy6cDUp5BFX+eJ2/2yCBk8CUT+U0JkVceYTp9MrhPR8dLx0MjHWPKIEPWDPrKEAcb8uo086bOcyW9qW1TqKZ16cerZperXZ8ILzx03BkAXCtHfvq4Di4GcPiQE0VvxqBrB8PAwEof/KU1SJBXPCOPkUVng6BPc/E4MxCVbYrPNCXiHWHIk50nCZGXvjkrx4CLv45euGvl4pc2wSOI9tlnn+LlIRvinfOSYbCMIUVO7StGO8PVVC6+cNKmYMH7g9StFxJEVvI5k037UC/wZMTRe4MNNij30hsQQ2QlM0OC91Lbg4+Pmwsns8HTi5HyyQEvOuOrbpXHmETSy6ds4fJqbwZX6RlBDF86WXaiLSVcvTM24MUIg42zl0IvZNJ5WaQrg80zgfAKSTMqInsGd7JZBgE/6dUhox0fcdqTulSOekHiyOqge01wF++guyPXzkj/gK/ytEFkipXhjZ/nmj6eQQYS7NSl2QX14c8t9Dnw0yYYo55p3mPPrLR5McSP8cwQ8hxLRxd5yKDtqidf8qAPeRlnlqTQG+54kJ28wXkgtsGmKFMZ6HCWR316mSGHcngjtTfXSeMaH2WqI3mkYeyR0z3d1JX2iRf9hWlX8nnO7ES3nMnLuVkhRH760kUfJw9SF5ZkqAcvP/BlyOpnyCPe86dsONEFRuHpnP6HzPjTwXICbUF7skwBaU9k98wxvO2cl9ezjrcXEd5URr9nWh3h6eWA/ggWZIILwgsPxjAZ//SnP5X2ol+BD3lPOOGE/vOe/r1kbj8NgYbA6BF45ctMBy+Hhfg20HziE58wqvU3m9h84d5CeWcLzS10z0YBu3wtHLeA3E5s6WwKyWJyC0MpE3UAACAASURBVN9tdMmGH4vQLWK3ixxvcTYTSG8zlDC7fpWVXezTTz992XlsU0B2ZivfpgAL8u0kt3HgIx/5SMknryMy2p0ZsmFDXPSyWSYbi+zmtZEL2SQSPjZ/wAdlQ9Q666xT8KILzISnvCmmmKLkFWYjhzQ2gGQTBj70tbnABgKHNDXZPap8MiEbj/B32MCQDRJ2HCvHJolgbgOavDaKSK8+Ips0Np+oF3UlTTYnSGPTD3r44Yd7m222WUljpyyyuSYbHmyAUK7dzwjfYHTqqaeWusQPf3hk97d7G4S0AxuisrFEuM0M5CYvOu2000o94aPebYT4whe+0LOjORsx7GjOxhx5yJW2amd85M0Z5spG9NE2lOkLD9nBbNOEDWfRyUYOaZTvCw6us3tYu8PTZjTh2tKFF15Y+AeP1VZbrR8njQ1c6jt1rv3QX5wjO949G+rAjmsbxNJmbaqBG1wc8viCAQrPbFyxES98ye4Z8WUCYfjZSAQHm5zSbm1OQdqJneHSar81zvX1qDYw2fwmHzyyMc/GwuhpY1homWWW6e86J5tNbqlDG92QjV95ToODNhH9pVGODWXJqx5d2wSYdvb3v/+9bJ7Ud5BPGyarHfHSC1t22WVLmepvxhlnLGXYfIn+9re/9cu00U+ZvoqgveBFHu0In5rS/oX7ukLaozSwrO+1e+kcNpHRXd3BRZjNTSg744X7CoPnGL42Tdmopf2SL+1QHm0HfvoV+fIchadnSxlw82whXzqBK955NoXrr5M/X4AIzjY9hbRJX/SwyRPv8KB3vkRCpjnnnLNk0R6RDUzwzGY/6W2excNBPrqdffbZ/TCbUREeeQZKQPtpCDQERovAsFgzynOQN2dvoL4rZwqVh5K3gNeBl8H0JY+ZtV6mEU0/eWt1JL+3cZ4pb6/yeoPn6fCm7k2Zh8G9N1xx3m69ebv2du67ePhZsG4KztuydVO8dtJ6UzbNY20Tb4Y3ZDLzEvi+HU+qaT/TtHgq0wJ8i+aRt/94ObzRm9LmgfJGzkPCu8oTJQ4u3uyd47nAQ1nxyOWNnZfMVByseK540HyLkNeHR0uZMCKPvMi9coQheMEG8TjIwxskPbyEwZ/nF8kvjSlKHk18pOMh8M1K4TzKMONxsozANJ5/sPLdS3HWayqXZ8P3AMkPXzqnbtQdnsKit/JhKRwekV0axGOjHqyRtLmJZ8v0nfWZPI+8htqJaUv1zCtmaYO2IB9PD+8Jr7LvXfKO8eaoBzLAjddDm1E+vZ3hwavO04Ksswu+OdMnOOPFm4QXDHiZ1T8Z6ZB2rb3xKPmeKQ8tD4x26ZAXTzLRyTOgDSPywEQaWNBbmzNFLJy+ynix9mOaX35Y8cibBaCraVnYwSdLN5TJgyt9PMueZXLC3yY0y0q0cx5qePLgqUuYaM+em5By3IunnyOEf0g4LPUJ9MGXxwtPh/oJb21aem0CBtLz6mmjNtUI5zmlk02R8fZZu6v98iB7Lk1Ra8Mwhot2jjcvHFnMTHgGtCN1qo3BBV/pLA/xzVft3Rp5HlVLBdx71nj54m2jg3JCwpUhHfkjj9kkG3LoZ01x9KO/jXFZy2y9aNojHOEsj2vh6lY70werd55VfSHiUdTOyOda/2aNqRkOHkXfDOVh1zYQ+ciBtEvtzzNJFjp5xkyZ0wmRFT7acfLRn0dXneKR59emv2xu1GfD4WMf+1h5zvU3SBnauf5VHSOzBcqBIV3M5tCfPtqOsj3b+iDPGtIG4a19q2/35JOGbOov8dIL91w2agg0BF4GAqM1U4cgwlunI+RtOJTweOOE5zpv3d5CheUsjbfTvOXWn4JJ3vDPWV5v8o54eFJ20jh748cXzzrePR6RaWAe3oeTTjqpvEV7S8+3+Gp5ag9FPrWCD76OkHTkjJeN9yp5YUdGlDM5a1nxTlzS4R8evIco/OFRyxl8pOHFDO+kL5lfhocAVikz5+QNz1rv+pNbKduZPkkHF7olf/jhL07diY8ONV7iQ/LTLVTLl/C6jtR/Pt3FixP+yf9S57o+krYuM2HOtX6uR9Xmkl7bQPCp5RWW+hpd+wkPWNT1n+dKfM0zctT4ph7kSb6Umzh6igv++U4w/uKCQx2uDlLn0uVe2Xnew09c6iNlylNfpwzpUr/yR+/InHybb755/1kWhuSVJ3pGvtxLE95kDM/E1/KIj77BVf5RhdX5lBn9tW3y5FuhPM2h8Mk93BwhMkWu8BNX54t+yROs8Em66Js0OUuTfl6+6FjrkjpRjqOOo5f7YOgehY/rxKXMOj661Z+wEh8Mwi/tO+1HmjxTCVNmdK/LcN2oIdAQeHEEhsVrmzds5E2yfvvnQUDCEu4t1RutPK69ycvnLdUhzNto0nnzjfcwb7t4io/3qBTy/JpIeaXnKQi55nnDnxzO3vbxxlP5yFtx3uajS+T2ti1P0skrzNs38uYf8rbtLR3xNCgbH7I56AwDHgyyJi+vSzwJsOMNQJGBHpFVfp4IMilLGtfhD19eBuHhjx/ckHLgBwuEF/7CpIMFincBX0T2EP2VTSa64OVMNvmcUw/SBRNek/B3jkcFVtLIBxf6kAV+yRvM4J94MvG+uUfy0q/GTXjCpE/7E65ca2CTl5cR+WxO5CwBL+OHDMohb+qZHMLcO6KLtPCBlWs4Spc6UZzypVeH8qoHbSNy0SP1+2Lthwx1/ePtPmXgyTOY+lYmrKVRLjnJBndHZMKX3HV6+CN1Ii99pMMPpQ27Vvd0ij7upYWHZxGRAf/IIMy9o75WTsLkSbsiT9o9rLSn6JRygwUdYaoseiLy8Y7mXjnkQ2QM/omXF/HAiY+nmF6hhEUPuMuXulemvOpE3ZgpsZZSmPXCiEzBmNyIXI7ckylyRWbpUkeulZn07oOV9JFTnXkuyQszB30c5COLfGkL8sIYqXf86eSgp5kvPKR3HwzJpQx55cE/dQYjh3z4uI5uPJ3qFZFF+fgo29kzrr9CSed5iQ54kYUO0jvcJ23J2H4aAg2B0SIwLIzRdPo6dB1LOi1S6zh0LDoZnbOOTwciXUiHoPMQ7uHXmQjTGSB8TaMgfMSjdCbpZHRQytOJyaNDsZjevQ5NmcJSNnmQMJTOEx+EL3nxTJn44kcO5ZNbR0Ze+fESh0fulS0fWVAwCG/n8MfHPZJH2c4Irq7JBavIKYxMkZ9+6dzDK7LgE30NItLKK8yZTnjDXtnidejB2DV9kYERBafwSn5nPBEjl7zkIQv+Blpn/FyjDCKupXNPl+SVP/I7Rz+4wceRfHAhk0MZeCE6aLPSyYey09cyDZvaTNkpU96XIrzJEnmc5VUODJTrcO8QV5P2EpIOJngg19I7Z2Ckl3tEDxi8VPtJHnWaulSuvOIcXhIiizTSIjLDyZmueb6DtbxJm/pOGfLA0DkEk7SZhKUe3KsXB1KevDCAjXQOPFJ/rsUrx5lO5BCf9uHe8y6v9oSnMHLQme5eSJTBAKOTOqAXPWOgSaMcZaoP/KRJOTmTXVx0UDbZQvRK2cJTn3gzhqM/I4qcprA9r65tmMM7MgVb8qTdRD/3kTHY4K0cca7pIr3rtDGyRS/X5AvOkRXf+jq6wUBZMMSTzHCtiS7yBiNnGEnrUJY8eCSNenLIF53x1/ad0+fBJTLgof6Q/go/6dLfuCerI9gp3z0iR6OGQEPgpREYi+P0pZMNbgoPr87Vg59OLYOaknWuMVilTcfEQGH8IB2GPOJ1Ns54pcNOnloTnaVOQzrp3eORjiRp0+niofNRluuBPHXEOiqQSjeQ8NHxxVuAz8DOigzkkdah00fhqdMMRspwnw69Li/VqgwyhV/ShLdON2WIg4MwZeAR+fCRbnTY1DIYFOg4kDf+yk05znjSuc6feiULGeq44CDvwHz1vWv4qCMYkXtUdVKEqX5q/nRG8pGT7KkbcQYn5Tjky+Auj8GKgRJdqiL+5xLfgbhKhCfeys61MzwGpo8c2i95PU/S0V+eWnd4SE8Xx0BeKduZntpPvH1kGRWp65QzUEZlqUt8RkcD24ry6IIXSrleyHix8hzU2CmDnnQKyZ96E+Ze3eABo/QZ0qSM5E16PFNe4lKvKd9znfqX1oHCs85PBrimD6nrJvxzrvMJU476CpZ40Rsv/U9e8KRN3hpb12T2XLtWdv18yRedIkPNqw4Lfs7ypJ8hX3io+5p/ZCWbAz7h4x4uZEsd0i/4BGPY01N69VfrV8sKD7gMLB9P4eFb62S8CIbSDcQ0fVvy0FP56SeFC6MH/uQb1fOV/O3cEGgI/D8Cw8IYJUo6qYEVk/B0bjokpOMf2NHV9+ngan68ozqhGLaJ06mlg0qYwRAlbeRIfM46Jx2ODi+dWzox98J1Vjq4dKby6vRQOnB5lCF9OmLxwtyL16lFjlo/cSkTLgM7yNqQkC5y4k82PNMBF6Ge/8nAUHf2MCY7YzODTuKVi2Acgq14GKV+0jnjX+urfnhywi+y4hEMXOOfOGe4qqeUlYGaDDXmkUkessKBLOElHo+ERc7ky8uG+7TH6BQZk1Y8XGOMJHx0Z/nxko+u8qWeUkadF28HkjeGUJ3GtbqHDazx1W4MnDCMDvR30G9U7SdlyI+kHfiSVw/SNd/UvXx1mw1edRi+wp21i1D4ua/rIPfqSftC8sINX9cxEoKVNGmfwlJWynCWNzzDL20ycuMTwyU6MJKUR/bUXfJJoy0ygvFUTvCURh7hyh3Y9yhLWPoZ9+RQvrpNWbVMrut2owxHnhNl5/mOHvIgcjjgE9mCLx3E4VOTMHLkeatxck2v1EHqNpgnr7LyvJiGJ6Ny5JPfUVP4Sads9+o2bSR8kyf6uq/ba10uWfHKIS0c8dav4Jm6S72HPxzFDcQm8e3cEGgIjB6BYWOMeog99EhH4KHX+aTjqjvWWh0dj7SMKZ1KDJV09DEW08nJq6wMvHWHIr/OqDZmlIsnmaQVH8Ot7sTIoLOTNjIrSziSH8kjTDoykgXVHS0+0hgA6nBp3YsLv5J5FD94SBN55SG/wVJcOu4M1liQTR5p4WVAICcDRV55aqOHPNIPlEU4w1KnHNwju3IMWCi8yIhSZ67VG5yFiXfghQ+qcQgedX3QsdZNHvGITjWuwaJEPv+jnPCVNryFO/BI28mZ146Rrv6ll2ZU+NTlvJJruOGX9lfnJVP0IC+8nKWnB8q1MxrdMyVuYPtJenrBNXWVMpUfTOER3YWlnOApj/rlOQ6lvBg98oQ3PF0He+3AfdpWzUO5DiRNrXvCxcVIT96Xe/ZMmI2BIf7RL3LjEz1dp82RNbKkLclf9xXuaxnlV57nJHWZOoRP9I8BWOtQ14dw7SH9TepJeNquazzznNVpxNU6uaeDMsggLdkjW61Drb98IXmRPA5ED3zyolsCqx951Jv2nzJqPdPOkkVccFJGMBAvHB61ntIn3UD+wabuU2p+KbM+0wWFVx3XrhsCDYEXIjAsjNGBncgLRfz/gVEnoEPUuen40/mNblA0uKWjxE9HI798OofkEzewo3Wvo9FROQbKl/h0MhlcIreyyTuwo9TRJY+0kcW1MpRFrloe4fKQxzll5Zwyc1Y2fNLBh3cGvYFekHSYykwa12QPRrX+5MA7MtadedLVekVO6YWnDHIpwxFMkiY4SFN3+DXfDKIpM+UMzAMPetTlpmx6BCflROc6PGWSLfmCizLJSv6kk2Z0shQGo/kJnqOKrjFIvPLIObC9iK951depOzLTta678B1V+0l7Thrn4AXXlEEmlPpURvAVLn5gPcBKugzyDBLGBp6RT1kouJeb53/wlI6MMdLxc0SOpI/HLG1GuHaknyDnwHzuI0N4OEce5xiE8bSRW3jKdh0e0UkYXep2Ev7CYEQv6YKL+OiKXzAPD3pIDwPp8E85zuRJnuifeHrWbV5ZwqTHBz/5pQ8mqYvEhXethzRJF37hXbcDfMmf+sMz8kSG5KN75I4e0jhqCuZ1Ptfy4J36IZfypE9Y0qUepI8e0TPPRPTPWV66yFvLILxRQ6AhMHoEhoUxOnrxWkxDoCHQEGgINAQaAg2BhsCbGYEXLsJ5M2vadGsINAQaAg2BhkBDoCHQEBh2CDRjdNhVSROoIdAQaAg0BBoCDYGGwMhBoBmjI6eum6YNgYZAQ6Ah0BBoCDQEhh0CzRgddlXSBGoINAQaAg2BhkBDoCEwchBoxujIqeumaUOgIdAQaAg0BBoCDYFhh0AzRoddlTSBGgINgYZAQ6Ah0BBoCIwcBJoxOnLqumnaEGgINAQaAg2BhkBDYNgh0IzRYVclTaCGQEOgIdAQaAg0BBoCIweBZoyOnLpumjYEGgINgYZAQ6Ah0BAYdgg0Y3TYVUkTqCHQEGgINAQaAg2BhsDIQaAZoyOnrpumDYGGQEOgIdAQaAg0BIYdAs0YHXZV0gRqCDQEGgINgYZAQ6AhMHIQaMboyKnrpmlDoCHQEGgINAQaAg2BYYdAM0aHXZU0gRoCDYGGQEOgIdAQaAiMHASaMTpy6rpp2hBoCDQEGgINgYZAQ2DYIdCM0apKnn322e6ZZ57pnnvuuX6osKEmMkWOXq/XF+fJJ5/sXw/lRfB66qmnihiRldzCnEP1tTB56zB5ax2ffvrpZB20szJSpvLdRweF1tfkHajToAn2PONgkHNwhlst22DL8WL84Zd2IJ17sgXXUeUV92Lxo8rTwhoCDYGGQEPgzYfAWL02GhTjY+yxx+4cY4011rCuZQaIKhuO8jKSxh9//GKEjDPOOEXO4BmDT/yLEQOGjvKPO+64L5Z00OPIwsAab7zx+kZzLb+4J554opt44okHVRZy1HgOvB/Uwl8G87pNknMg1fK6RkNdtwNlbPcNgYZAQ6AhMHQIDO1oP3R6v6DkURl2DI3Y6aMaYF/AYJBvDPYhg7h78tUGSuKH8hzDk8FBRucYarBk1IUSXxsq9JEmeItjxE444YTJNihnWCLyRwf32kVIOLmkJZdjggkm6OuXdINxTj3DgjEMy+BHhqGmgYYlOckHs7rOgyHsQnSpMU94OzcEGgINgYbAyEGgeUZHU9eMDoPkcBooyVQbSEQfVdhoVBq0YIYHuV4OXowPHtRRGVG1LtLFUBlTdZDyRgXU6OIYXrXBNaq8r1cYIy6GeniOTq7ED4dzXa+1PMLJP1CnOk27bgg0BBoCDYE3PwLNM/p8HTOQDI68PBkch9tAP9DoYwCObqAfk00XXjEYGWfuYzSbxs590jHe4C0PjOkgLkZdPI/uw3ew9SFDCM7BOjJFH2nqduF6sMnaYB5RGA3EN9gNtgwvxj/YwSIvJdK7hyMM6aAus8wheejUqCHQEGgINARGNgLNM/oGqH+Gm0GeoVx7x8akV+7lwvTYY4/1vZ4MjVpeBkiMOoaKuIFTvHU50jBmJ5poojp4jF+TIUYp46o2qsaEMHU9w9AhDC4wGlMG+6vRFV6p49T/y6n7V1NWy9MQaAg0BBoCb0wE/rso7o0p/+sitQGTwedswHT96KOPFmPpdSngNTJh1GVAZ+yRE917772vkfPrk51h9Pjjjxdm1oiSlwHH6HBNZkTue+65p1wzoGJsJm/S4IekkX9MENkeeeSR4sHTBtxrBwxma1bJQR7LC3j3xEs3JoghTBa4OLSFLHMYDoYojEKueUHhg8j64IMPluu8iEgzpuo1crVzQ6Ah0BBoCAxfBNo0fdd1l1xySTGMMsVoIDWIvu1tb+tmmGGGbpJJJhnSGjRwG8AZIldccUWR9a1vfWsx7FZeeeX+1OdQCclYYliGGB9XXnllMaBg95///Kf70Ic+VOTMhiaG37HHHtudccYZJe+HP/zhbr311iuY45M6yLRueA/G2YvHv/71r+7OO+/se2vp42DsMZbf8pa3FK/uH/7wh+7MM8/s7rrrrm7dddfttttuu0HfxEQ+5ZJj2mmn7eadd95iCGuv8TYOBi4vl2cMSwYzDP/973+Xlzn54ad9zDXXXN1UU01VWJI5L1cM1xjWL7e8lq4h0BBoCDQE3mQI+LTTSKLHHnusr+6zzz7bO+aYY3pjjz02S6o3wQQTlPP444/fG2usscr1xRdfXNKfcMIJvSWWWKK3zDLL9I4//vgS9txzz/WeeeaZcv3000/3+bp+/PHHy71490888US5f/TRR3vyoYS5TliJeP7nkUceKVeRGZ/jjjuuyDXZZJP1TjvttH5yuqRMgU8++WQ/7qUunnrqqX4SfMgc2WodXZNFmpCw3D/88MMl+OSTT+7tsccevbe+9a1F1uWXX76E1+V861vf6u23334lHvbXX3/9KGWu9Ug5mAmvMavjxNPBocy6buglTPo6/8ILL1xkmXTSSXsTTjhhuc5Ze9BGTj/99KLHhhtu2I//6Ec/WvilzJKg+lFOyq/1j7xkcJAVBXfXsBZ3zjnn9FZcccVSprO82lEovNwPxEVYypcu5QjffffdewcddFDYlHTKkz48tankEYdSJ2kL7g877LBSn3CaeOKJi6yeoXHHHbdcn3jiib0HHnig5KcjvpGrL0C7aAg0BBoCDYERicCI8YyaKuaVs86Op8n5gAMO6Pbff//+dCsvDW8TDw+PnnS8ODxS999/f3fVVVcVL84KK6zQPfTQQx3vZIinhyctXh+8ULxG4k1dxzP48MMPF28b3tmcwvsZ72zi8eNp3G233UrcMcccU/gKm2mmmcrUsjLoYzqZx3HSSSfteyrxF/dixHNF13gh3eMpLNPu8Es5eOFLX/E8tvIql45//OMfu0MOOaTkl5Ze0iLx5Jxsssm6HXfcsfCU9t3vfnfRL/HS04VHEn8yOfO0KSuyBr/Uk7J42uJtC56l8K7rh+deXeNJD3WuTDT11FMXz3PagzBecuV85Stf6e67777urLPOKh7Sa665plt00UWLLuRW9/EIpj0Iz0FG7WGgV1A8jOVR7re//e3uz3/+c3f11Vd3t956a5ErbSTtKPULN5TPYEknzr2ygqE08D7ttNO61VdfvXvggQf6ckiHyCE9DOWHEbnohIJ92pX7+eabr1t66aVLvLbi2cBHO0abbbZZd/PNN5d6T90I1461hUYNgYZAQ6AhMHIRGDHGqAE+g7zB0GD/85//vAzGBtMddtih++pXv1oGYAP7jTfeWIylGAyMUQO0w+AcQ9QgHTr//POL0cSIm2666QovRpY80lnjedNNN5UpaGlmnXXWMmAbkJWz2GKLlXQMAEYYYgDccMMN3Te+8Y1yTYcYZuRgADI8GACMA0ZKBnjxMRgi46jODKspp5yyHxXDnXESAyTGj0QMDOWKIw/8lOXMUPvmN79ZZFI2LE25S0tuBwwYovJuvvnm3TbbbFMMV8ZgjB+8lIHkiUzuU4+m/6eZZpqSBr7S1ZR0zjH0kj8GoTxku+iii/o6hMfFF19cDKwYtG9/+9uL7nPMMUe36qqrdmeffXZ3wQUXdEcccUT3rne9q2CIFx1C8ipbOJ3wVD+rrbZaaR/kiJzSwBxe8vziF78ocmmvcBTPwKyJ/HkBEa6dwrHGL+1h22237X784x+Xtrn22mt3u+yyS3kO5NP+lE2W4AjfGOnSKAdvRA5xZNUelGf5wPbbb1+MXFgxpJdddtmSVl5Gu3YGH/nkaYZogbP9NAQaAg2BkY3ASPIHmxY0pWia0JTyW97yljKFaHr+6quvLlDcf//9/elu05O33357mc7MtL1px4kmmqg//WgK9eyzz+6tvvrq/el+fKWfZJJJeosuumjvkksuKdOtF1xwQQk37Su9OI6oHKa3kSnYTLmT9fLLL+/ttttuvS9+8Yu9eeedt6RXhiUEmerM1Gnqk0ymRg899NAEvei5nvbFk4zkGmeccfryBQNLBL72ta/1HnroocIzsh577LE9093yfPnLX+7nW2WVVV4wfbzyyiuXONP4p5xySuGRujn66KN7X/3qV8uSiJ122qlg8e9//7v3la98pfD+/ve/X9JnGpncdM8RJeFW6+Q+08zqNbgl/T333JPLcqabMlM3G220UT+/BHTeeOONSx2ry2BQT4VniUCm501Tn3feeb3VVlutX5b00SWBWe5wyCGH9Pbdd9/ejjvu2Jt88smLLIsttlhJRv5MnwvIkg7Xtd533313D58pppiit/XWW/fgG6rT1e2HvGeeeWZv7rnn7uuvTrW5LGUhjzShWhZYR+f3ve99hcc000xTnpOkD165b+eGQEOgIdAQGLkIjAjPKC8kj06mIb1+8DatuOKKxfvEK8SD89GPfrRbaqmliteK90a4qVkeqRCPjiMeUd6/yy67rPDhUdpkk02KV5M389xzz+3++te/Fm/YIoss0veQ8ZT++te/Lp648HVef/31S/rdd9+9eBZ5zcg5//zzl2lgaZSFMv1JNnJKF+LdovNWW21VvK2f/vSnEzXKc5Yc8D7iw5tnY9Hkk09evGG8V+J4sujOy8XzBQP38vDkHXnkkcX7ZUkBPC2DEH733XcX7IPjb3/72yLHMsssUzY2xbOHl+ncz372s92ll15aDtPlvMQHH3xw0YkcvITKJmftsY0XVj3XeCjMPVzIkLqDr7pQ1/HQhQcv3j777FPklvfLX/5yvx0kzzve8Y4i0znnnFOm0k3Vo3gWcxbGk8ibrh2aGo+nlw5pn+qx9mhuvPHGRfff/OY3xfuKT7zF0QO+cMOXdzq42ER04IEHFty0aW2R9xaW2o5zjR0+CC9ym3Lfb7/9imddmXCBn/auHPqsssoqJY8f3td419WVazMB119/fcFt7rnnLs8WHckY77E6SH30mbWLhkBDoCHQEBhZCIwUOzzep3iUeG4OPvjg4rWJ14nnj9eTN8xGpXpzx5577tn3Eu6yyy592PDlrZKHpxPFAxevEK8Suuyyy0o6aW1E4bVCBx54YM/GGeH77LNPCYt3jJzx4rl+//vf35eDVxbdd9995cwjxbOLzj///OIVrT1hJeIlS7rQxwAAIABJREFUfu69996SovZ00ZGnMHpJUHvS3H/6058u2K200krFM8ebGy/a2muv3ffinXXWWWWDi81BvI010TPeVl5leGy22Wa9D37wg6W8iy66qPfLX/6yZKFrZHBdE69bZJUGPtEnZ+mTxnXwjrcwm3DIsMEGG5Q6yEaylHXzzTf3PcgnnXRSgstZuXX68OUdX3LJJft61jKkjWIQz6KwSy+99AXtpi5IOUmbfDvvvHPZhKUNB5uBnl9pa/lSds0rmEiLT+19jWezTqP+yLPIIov0Zx3gt8kmm/SuueaaWuxyrazI9z+RLaAh0BBoCDQERgwCI8Iz6vWCNyveMp4Yx0YbbVS8N5dffnl33nnnFS9e1uTx6PDO8QLx1EkfTyXPEQ8Sr5Y1gPIjHq411lijfMqIh+uf//xn8axJy/PEA8hrJ46HKB4n/HfeeefCA694KrN+j0z1ej5y+EwO7xIv1xRTTFH440tHa0CXX375chSmL/GjHDyVwaNFXtc8W8qhZ9awipNWWQg+v/vd77rDDz+8m3766cumG3npSkfeN57ReL/w4RWUhmctZcU7mnKsBVUOGXxKCfHwKU946lK4a/mVRdZ4C9UTOeNFlFa6eEG1CfHkURf44sGjDBP0zne+s6yDJT+ZkfTKmG222Yo84nzqKXF4BB/64SWMLmSSl57q1T2Z6aU+UxdkqePwVr6yg1nC5Pf9Vl5kebRbZcALH6Qek49nlteblzNh0ig79eSezPILg3F0EhbPJtysU9UGERmtp0X0sz74uOOOK2t7ecQ33HDD/jpm9VLXY8nUfhoCDYGGQENgxCEwIoxRA+7AQS+bOmxaQnb62oxy6qmnlsHVDmbE2Pz85z9fDE33BmyHQdeA79ogrQy7yP/0pz+VwTuDvLMpVEZEBv+EuTewG5RDDFrTuTECGHTSmSaVjiHF+GDYKJtREx7OjBEGZYw7BoH8L0b4OZByGBrODBjlKzeGiDJrLMXtuuuuBQsGkQ1bylOudPT2zVHpLrzwwvJSADv3jB3XjEJGDd7kYGD7LqUd5KabET5JXwKeN3aUhS9j2JII34Zl2JE75UsPJ0a6qXUbphjrykb4IvXJcLYUgv50ZpjOPvvsJd4PWZPePT3gHjnhj+T39QWb2uDJAFR3duD7Fueee+7Zrzfl+DKC75ZKq33E2IOJe7gwCt1H7tStMIaolxh6asfwstxD29N+XcMqLxiRUTlpa8E/5SlTnPvUmXxJn7bCEK3z2Jy2xx57FDxtDLR736a2Qw89tN+O1BGsYA7DRg2BhkBDoCEwchEYEcaogTTGWYwuhsEXv/jFbt999y1xDA6GCs+NXce///3vi+HBMDJgGjjxqT2sGUgNrAwK6+wYG65jDKVpGcCF4eGacYLw8MF1A7Jr3ixkoGdIhGJYCScLXgw4ZeNJr+gWXeWtPV3h9WLnGEE514anfHSriSyMGGeyIEYSzxsdpRdONmnIxnBBXghcC0eRn7FnTSo88MI/BiCc3KuHGNkLLbRQ8V5mbWpkgbPypcULwZQHN3El8PmXDDha58qbh3yuyBcOkHJ5AOkVo004vjCKDs7qBn7KxTOEBx2dHcgZP/WatGROHUpPT2nCN/xSF9KQgyHqTAZy+mzZ5z73ufIlhllmmaXbYostuq233rpkhzsZ8U0bCf6RQ8LEpUznlJs2on7Vk/aIPFtZBytOOvr94Ac/KGuCw4vuqZeEtXNDoCHQEGgIjDwE/jtSvsl1z8AZNQ3GPslzyy23lM02G2ywQRk0DeQ2HzEk0IILLlgGWgNsjKi//OUv5dqgbaOOgf4f//hHma42Zb3AAgv0DSu8hH3sYx8rRgUeBmHez2wk8dkmBk0MCgZCDC0yGMjJz5BilJEND1PDMQykQdIxCur7EjGIP7xePgNEZvLR67bbbiuGD2OEQbf33nsXuXhtySgt7GEIE8aXa7J7EeDlg/l1111XpqAZV3SVFj4xkmHBCPO5pZlnnrnwDU/pXMfIkpcRKixGlnvh0jD2jjrqqIIdPfy7VV4OwBcPoPzS3n777QVV1wxX5eET2XyP1gEDsvPMLrfccuWTSjZ5qSPtLbLIn7qFA9ncO2DBeI9uztoL3GCpPSjbOQRnyx3Uj09uMbQXX3zxopONdjaQpezkeTVnOtgsdfLJJxcDmHfcEgZLX8wU0JP8/mWrrguY1PK+mrJbnoZAQ6Ah0BB4EyAwUlbHZqNINpLQm2PLRpV8vmjqqafubxSxoWi77bbr2XCCfLbIv8v4RM4MM8zQW2qppXpLL7102Vzis0vZgISnTxktt9xyvc0337w33njjlXsbc6644or+Binh2eAjj08pbbvttr16I0w2iVx11VV9uaRNvrrM1GM2MN1www29BRdcsLfrrrsmalDPNsDYwAJnG12uvPLK/r9Y2bCDskkmm5Pmmmuu/gYWG658ImmLLbboLbTQQuVfh3xCir5w2Wabbcrmrv/85z+FFzxtlnk5lA1gL5YW1tmkZhPb+uuv39/URKcHH3ywnz3X/gEr/9J00003lX8YwscmKZ9xqstNu7vwwgtL28nGH7zFZTNRrRPctBMYOIJbwnwCC2UTEHyDsfC0eTxrWfbff/+y6W6HHXZ4weeW+gq+iovtt9++yJh/3YrMOdt4d+utt76Acy3TCyLaTUOgIdAQaAiMKAT+f6Hgm8CofjEVeGZ4v1Cme13zDPlQNw8UsuaRN4nXySeGeD2lQT67ZMOTqVqHtaTWBFqDZ/2fD4gjHjyf+vE5nqOPPrp4teaZZ57iveNBM52JVlpppeJN4xniBfMf5z7/xHvETnbwOCHeL942B+8oPoheiGdMGusEeQl52Ez9+3C//7IfbOK54/GCG33IzYtHL+Q+3kdeQuswkY+ikxsm8PSRd55JH8LnabQWFU9rDeFqWYW1kaaA6Ynomrp1ry6VQSbhjuBZMrCOer2STl4HWdVZPqlFHl5W8uNDJ57s1F3akI/eqwOeccs8eP+0H95G12SXH8UjKJ6M8UjijZ/wpEsevPFQ5+LphcTLL4xM8cTSBb9Q2jUPJD7SarvaKn3JHLmS59WcyWXNqw/582grD6kztOmmm5aZAWnSZoW/HmWXAtpPQ6Ah0BBoCLyhERiL6f2G1uBlCh8DgCFH5QzuBs5rr722TDPbsGMq1TQ7o8fAzpgxkIdsbrFZhTE07bTTFkOGwWqa2uan97znPcXAYsgY/MNLft/uXG+99cpg7ZuUDF7/1GQwZ1wwfg3WMbRSNiNDGkYH+WO4JF5YDJLIad2jNZSmln3jcTApxh3Z4RljhMyuyc/wYESSHd6m7mFkOtcua9Px8GGErrnmmkUfG5gY9Ouss04JVw8xYLImkV7KjxGmnl0n3SvRW175wovcDnqRW5mMTMRA9gLB0LbEgxEtHxkZZOojdcJ4lM7yBRvjLMuwthjhrx7h5GXCiwXCi17ilA8raWPEKoOBXFPwTltPudJkB73rpKvjaz6v5doLGj3Irf3fcccdxRClP6Nb2XRwpP2+lvJa3oZAQ6Ah0BB44yMwIoxRg7hBMEacauORM8AbuB3SxODgiQrVxoKw2vAxwDMc8YqRwpi1LjIkv0GfkcJAtEscMcYYtgbsGCDJK0z6eBQN3IyTevB2zQglay0TI4Ue4gz+MV4iz5g405lxztBG7snvgAV57RznnSMnI36ttdYq+qZeki9GZW1AiYMNoycGam1EKgfFmBOXcoNrSfD8Dyxj8EknvTrQPgYSg9T/uvsE1wknnFDy8fBaJxmiL9KuyFnXzyWXXFKMVZ8/Uk4MR+nlE0Ye+qq/Op6+jFY6kBNvRFb1rBwGcI1hSfD8T/jTAW84jcqorfO8nGt8yRO56udsYJuVBskz8Jl8OWW1NA2BhkBDoCHw5kNgRBijBvQYJPHa1YN5qjWDtfQGdgOnMNcG+wy64g3mMTLCKwN77mujgLHj+4+8foxP3kr/whR5spkpgzcjTfkpNzLSo/YKShcDRNoYtkmf+NwPxpnsZIguyggGwdRmnxlnnLFf/N///vfuk5/8ZDHqGC+WNfinKYSXqfMY+ME5urhnyEg3OlKug8EFl4GkDhMPZ/f4q1eyw1k+RrVNQLU8Sy65ZKlLvG1E8hmj2oBMWfgjvMgsDQNSWXhHH2kYlHmJkB6WiU+bCF/nhIWXMGVoG3atk1u9CFMWWfGDqRcY9WEmYM455yxLQ2rer8d13UY9F+qKLLWhmheM16O8xqMh0BBoCDQE3rgI/Hf++Y2rw0tKbnA3GKMM8IyCGI9hwAgxaBq8452UF2XgFM8QCIUfoyDTpimLZy1Gg0GYQWP9nG9h+ryQOEaHMw+rczx0MbRiMIWncuO5jfzSxIsXoynlhk/kHYxzlhXAD3bkgS9d6M2jxxAVL47x52Py1s06YGi9bmSVhtEUzOmea/K7x18+Z3UEf+Gu5ae/OGGMIGF1OxBODmdpEUNUvTPo5SE3QxSRRxm//OUvy9/Iklsahmh0wo/OKTdtJwajshCM5KWvs5cWGNIxxprw6BJjWb7wEh9e8qVM7QAuaZfaFz7Wimp3vnGKlKf95BNjJfBV/qSsvHzBIG3UdZ4L7MkPL/LSq1FDoCHQEGgINARGhGe0VXNDoCHQEGgINAQaAg2BhsDwRGBE7KYfntA3qRoCDYGGQEOgIdAQaAg0BJox2tpAQ6Ah0BBoCDQEGgINgYbAkCHQjNEhg74V3BBoCDQEGgINgYZAQ6Ah0IzR1gYaAg2BhkBDoCHQEGgINASGDIFmjA4Z9K3ghkBDoCHQEGgINAQaAg2BZoy2NtAQaAg0BBoCDYGGQEOgITBkCDRjdMigbwU3BBoCDYGGQEOgIdAQaAiMCGPUR7ZRPhTu2j/E1ORj3D7ejXyoG/kHGyQO+Qh6fe8abx8dR0lfbp7/wH6ucyaDPM455PdB+IFUyxve0YVM8kiTD4nX+SOzMGmiU2R1X/Ovr8MneOR+4Dll1HlhlHAfkA+lfPe5jizC8Mh9zskbfs71tfjgkbSv9kym8PIx+IHkw/gpW7q0hTqdNPmAvvDwc13rFD7CfSg++NV4iRvYJmreNQ9pB+YVlvLxz7U/RUA1rxLQfhoCDYGGQEOgITBECIyIj95nMHbOv74wDvLvRwlTBwZtA71/iEH5Vxlh/gEH5R9n7r333v7/0MuXeGkM9vgyWvzTjnj/hIOPckdF0voHHmnljTGYfya66667uuuuu67IRj7l+Y97FP7ODNf8laZ/Npp66qmLYSNP0kU+94hswQlf/8zjX3pqncjO6BFGJnlC+dtM94yo66+/vvCLYbfMMst0d999d/lnnvw7z09/+tPuwAMPLFgtt9xy3T777BN23X333VewJVP+uaiuA/VHjlq+fuZXeIHvTTfdVP6lSB3Ajj5wc0ZTTDFF0ZfsW221VflXoRVXXLHbZpttir75F6q0jYgAZzJGh+DO+IUlvsmjLlIfMPRPUOTxz1D5Zy185dM+8FQHqQd6OBInHh/xf/3rX0ud4k+HBRZYoBjIo2uLkb+dGwINgYZAQ6AhMOgI9EYQPfPMM70nnniir/GTTz7ZO/PMM3szzzyz/1YsxySTTNK/XnzxxXvnn39+SX/sscf2Fl100d7yyy/fO+KII3qPPfZYn48LvNAjjzzSe+qpp3pPP/30C+LdKD8k/f3331/yDeQ1UE4yr7DCCr1atsg7zTTT9M4+++yw7ZeL/4MPPljC8Y88eD/77LP99DUe/cABF8k7ILjc1rwSf+edd/Zmm2223lhjjVWwXGONNRJVzvA599xze7PMMkuJl+7KK68scQ8//HDv0UcfLdc5P/fcc0VmctRYuX858r+g8FHcqLOVV165N/bYY/frPvhOOumk/fDzzjuv1Nd8881X0o077ri9b3zjG6Pg2OtjX9d59Kkxu+eee0r+a6+9tvfFL36xXJOHzkk/sABxNeGXtDXvYHPjjTf2Zp999iLzOOOM01txxRULnrVsNb923RBoCDQEGgINgTGJwH9dW4Nu9g5dAZmSj0ePJDxEu+yyS7fWWmt1t99+e///s+ONnHzyybvLLruseJV4sXj4rrzyyu7SSy8t6XnsUP7bO/e8TjxRvFMplzcMZXoaLx4pZTjzgPFoIV7N2uOHBy/k+eefX/j573HxvGXOPHdf+MIXuosuuqjopFzeMHz9JzjPLv7CUbxo5eb5e+l5GskgvQPxyqHwhA09pRcHw/BzHz333nvv7m9/+1tJyxvLqxePn2thN998c/evf/2rePf8v/u73vWuUhb9yM6LSkf58A2m8RJLTM76vjB4FT/qLNP08XAqG29lkIGXEY5k+9GPftS94x3vKHJde+21xVsNk3qqnIcbnuoIaSd4IjzhCIvvf//73corr9x95Stf6bcP8ihPWTCXDrkmpzhnPJxhU3u9hSub/OT64x//WPCOTPjJE9kK8/bTEGgINAQaAg2BIUJgRBijBnfEqImhZTA2dSnOwG2gvuKKKzpTxwzODTbYoHvb295WBnlxd955Zxn8GQQG/hhKDEpk4D/77LO7U045pfvTn/7UXXzxxWUKWlwMwcjBSESMHPxQDIMYpowIpGxkOn6nnXbqfvvb3xY9fvzjHxe56fGHP/yhb5RIS5/kZ9yFGIwMGXnES0cXB8OHDNI7GMWMGhRedJRfOvrjgxhh7unJsDz88MNLuB9p6Y0Xg9cUuOUN2267beFrmnu33XYrhnlt/E477bSFhzLIJ7+D8ZV0sI+M/QJfxQX9LrzwwsKLgaxOvASceOKJxQClg3JmmGGG0n7e/e53d5/85CeLzieddFL37W9/u2Ch7pB2Bk/4OhAdED7wveaaa7p11123O/roo7tPfepT3ec+97n+MgUvK7CCJ8xhlrC0B2d14Zx6tLQBuVeO81577dV95CMfKeHaG7nwS7vLC0RJ0H4aAg2BhkBDoCEwFAiMSTfsUJZlargmU9hTTTVVmbocf/zxXzDVbfo8dNRRR/X22GOP/hRnpm8nnHDCEma6+de//nVviSWW6Jm2nWiiiUq4a2lXXXXV3qmnnlqml035J/+SSy7ZW3PNNftT2aZO99xzz/+ZhiaH6egHHnigiJTlAG5mmGGG/hTyDTfcUOIzhSsPuU455ZTe4YcfXpYPlAS93gum6QdO68r3n//8p7fMMsv01l133d6yyy5blgiYxrZE4X3ve1/vgx/8YOFrOjkkzx133NHXfa+99urruvDCC5dkeJP/E5/4RImD4Q9/+MOyrCFym6reYosteksvvXTvM5/5TNH96quv7u2+++79JRIp86GHHirT2bl/rWf8Qqa4LTVIfX75y1/uWUIQuu2228oUvfqcccYZi+6JCy7B9vHHHy9R2uDPfvaznuUf008/fW///ffv3XvvvSUuedwkfcKUC3/LHWD/3ve+t7SdBRdcsFyrI0tHQtFD/UuvfVtOkLa39tprJ+kLlo70A9tFQ6Ah0BBoCDQExiAC/z93OxRW8BCXydu15JJLdhdccEHx7K299trd7373u+Jt4vnigeN12nzzzYu3L56uiC0e2YDys5/9rHhTpdlss806G43w/8EPflC8pQsttFDxTvFyOXijTPnzyPGY8XCdd955xZtq+ne99dYr3kQ8eLN4yHizUDyBznPOOWeZ/uXl4jnLNHE8Zrx7m266abfSSisVT6/88YjGw4YPLxzZyYZs3Fl00UXLND8vJo8fnryUPMu8oNNPP33Bh3zyy+Mgs2n6hRdeuHg7TU/zYEYP/E8//fSi3xxzzNF9+MMfLnnIz2NsE9Ohhx5apq8tPVAOvnvuuWeRjReRZ1SZ+MIynueS4FX8pGxT9OTE09S2pQahrbfeung077///lLnM844Y2kjcLHM4+qrr+5WXXXVIku87bCAF0+o+rUkZOaZZ+6OOeaYsoEo3nVlxsucDWfqLnzkn3/++YunUx3B7Z3vfGfZcKV89R7vtXZJDzp96Utf6q666qpu++23L209uqgTebQBMjZqCDQEGgINgYbAkCIwBg3fIS1qoJeKMPvuu2/fW8TOm3jiifueRl6r3//+90VmGz3iHZVuv/32K+E8WDx9PJzCF1tssRKuLF7Aeeedt3g+bdBBNsBI5+B1XH/99ctGHmcbS4QrB8W75ZrXcOBmE/JlQ9Omm25a8tQ/NrRceumlxfN42GGHlajIlXR1GcGn9iBnA4z0tUeW3kkXj+ZHP/rRgh2vH/rNb37T13WllVbq63PRRRf1w7/+9a8XvcIbz5SZzUSbbLJJ8ZQq54ILLuiddNJJEb/vQewHvIYL/FM2NjYu8dzycPPQwj+6ioeBjUETTDBB0efkk08upQcXOklzwAEH9LbccsveAgss0KvT4BW9wzebkAaqEZ51uLQDwyO/M++yNsVrinjw4+Xl9W7UEGgINAQaAg2B4YLAiFgzGms/3k7eQN4vHsudd965RPNC8bjxUvES8iq9973v7W688cYSL4wXCsUryrNkk9PPf/7zkse60hVWWKFbY401uiWWWKKz7jGeTOUpIzxsPLJ5xeeBnOMZ40FD2UhDHnmcQ7xtX/ziF0s4L9kOO+xQorKW0g1vJu8mLyuvHs8ZHrUXkU6hlJ+1jcLjKXVdp6V30pGNZ/iHP/xh0feggw4qLHkukXQ2zNAHFjyLWVtJHp45vLPuURqyWk8pjhfvyCOPLLr6PJS1vKm/UsDzP6kTt7yCIXyzPlK+yCU+4a6FR99TTz21v7aY/NZckoWu8T7DgHdUPml8yoo+rvFVljTqivzzzjtv3zspDQrm+Ko7nlIU+ekkPOlL5PM/0tbh9Kzlt97Vxqivfe1rpa0rK17kfLOW7PGo1rzbdUOgIdAQaAg0BMYkAiNimj5TnowDhgKDzLHKKquU47Of/WxnVzSj8Nxzz+1MlSIGiI02v/rVr4ohwsCYZpppikGCj8Efb2SwN6X997//vdybWmWI4MFQkNc9Q4yBIR4xBhgjzoyLOjwG0L///e8yXS09I3bWWWctPOUzpc3QYWjEmJGOwZGNUsqmr/Qo09IxXkrga/hhgNKfbAxgNOWUU5YzvW644YZStqlsxjODjjym8kOpF3WEGGJwY8AzmmDhoBfDNnUIf9c2EsGezoxC4cqGt3zko7f6Y6TNN998pf6UURNj+fOf/3x/iYFNY5ZzIPwiH14xCMknXB0wrOEqLbK8wFKJr3/9692HPvShsuTgsMMOK3VIbnVDBrws75huuumKzHTA0/mlCA86Kh/ZRAdjbdnLjTZFr5ANdtqCJSoM/EYNgYZAQ6Ah0BAYSgRGhGc0Xs8AbeBm/NgFbSC3JnH11Vfvvve97xWDgAEhDSOB8cOIZKBao8jgYjjEkIsByHiyNhM/A/9tt91WrhkIDoYm4yLeS3xcM14YawwsBowd0c7SK5vRYN0kWazF5G0lz8Ybb1x21jOspGPYIGUxjhhlMYgYYvk8kDQxUsUPNMaC0Ss5R6fwIjuPJqIzeRHZ6Ko+XEc++eBIB0YUDGOEWV9KfvUhTF6UlwD3f/7znwvm9JYfX/WDZ8oXBkvlyuuM8HUoAx1wwAEd45/8DNctttiijxG9tBsUg1iZKDolXlptBjYzzTRTaWu8lbzUH/jABzprlLU3MqXu8gWB6E+XyFUKGc0PHggfh3LpDVd6a4/xbMMlPOOBHQ3bFtwQaAg0BBoCDYExgsCI8IxCksFhkI8RyRjxnVFeRl48n06ShnHBEImBtOGGGxbPkjTCDfw+q8R7hod/Dnr7299e4s4888zuuOOO6zbZZJNSeXjx1tmIs/766/cNKDwYM4wlxovNMgxKBsOyyy5b8gq3aYkhJ52peF5QxNPGmL3lllu6O+64oxgeDMy55567GCMxtPBgeDDistkHBgwl+gWTwvQ1/Bx//PHFgAtmzrA4+OCDi4eT4eUTQwx0yxcYg/Q3tc/rSD/EcOPF+8c//lE26AhjkF1yySUFF3rBKP/OJN5LgH8TssEnRpYwxhhSBzHE3CuD/sFAGINNep/0YjDCiHw2/uT7p3RC4atebFxCcLShiB7yMvzVnZccBH/5bYzD15T+/vvvXz7vZJMbg3edddYpbSt55YuhW5i8jJ94vL/zne8UjMhlg512C3ttWZvwTVMvTpaVNGoINAQaAg2BhsCQIzBcFq8OphzZ/GPDR73pw4ahbBzy6ZxVVlml97GPfaw35ZRT9jfZHHjggeVTRzaASD/eeOOVTx3ZGOJTO8J9jshGlnzOyad3xOMpLJt6rrjiirJJSthWW23Vs7HHp5LkzeYSm15sfkLZkHLJJZeUsm2EIm/+2WiyySbry4lPTXS+5ZZbyieSdthhh36UzwXZrBTe2UTTT/AqLrIBJxub8DzjjDOKrOSFhzKjWzb9zDPPPKU0shxyyCEFz5122qm3wQYblH++in4777xz+QySDU/1Jp9adrxDqW9h0sBTWDZpJd3A84knntjfkORTWwMJr+iKn88pRRef7Uq9yUcn99pbLedAnqeffnr5/JLPNF1//fUlWvpan4F5Bt6nLoXX/1AV3YX7vJh2Z5OefxJD9SfMSkD7aQg0BBoCDYGGwBAgwJMzYmjgQL3ddtv1jbkYpb7JyOi0g/qEE054ATYzzTRT32iUxnHhhReWNNtvv33ZfS3MgO+MF8ORMYV+9KMflV3ayRtDJvd226P77ruvnGOQ/OpXvyr8sns+vJPP2fdMUa1j8vkr0fztZEnU6/WNutqAStwrPcdAq3nBJTvia8OOQTj//PMXfcj9z3/+sxSX75JOMcUUxVD3bU0vAtLA03VtPMUozbc465eMUcmv3NoYJWvkxcv3P1NvXjiy852hl79VxVed4OPsKwYxtmPs1vhHjpTj6wUxlMkdHfC75pprep/+9KdLlpSXc/iM7jww3ahkuPzyy/ttd5FFFumzqjHpB7aLhkBDoCHQEGgIjEEEyjd4gGiaAAAgAElEQVSHhtw9O8gCmIa1li5r67Iu0bSqqW4bl7JuzzTuVFNN1d+hbr2dqU7T6NYF+vakv7I09WvK1jS/NZ3otNNOK9O11uyZljV1bgrftyVNIftXJhtG5Ft66aW7LbfcsvwLFHnsql9qqaX6SCjPlC55Mo1tajgbnCRMGtemsKODe+WbDjZlTe555pmn8DZlTBZ8be4JJiXyVf7A17Q3Ms2MP9lND1segJRHPun8U9Waa65ZprRNF9uNf+utt3ZnnHFG9/73v79MyeNJp2z8gTMconP0MJXtOtPn9M50vilp5blH6oy+wk2nJ0+JfH53PdmjS62XNHib+ibDCSec0O26665lyYE1oD/5yU+K3snjjJSj3OQVVteVus/XBcTVSwwGpnU/OiITgnuwcU9XS1PwpRs5lJe2VMsyOt4tvCHQEGgINAQaAoOJwIgwRgOgQRrFWHFmnDAwMjgPTGsAz4AublTppMmgXhsXDJHa2LO72YfRhTNG8xknxk/KcI7RFF4xcMgvL3kTZ/0lI02c8Np4JW/WTMYYwl+6GK4DjZ/o/0rPkVE+WKCU4TpylIiu63bcccfO2kbyMOKtK4UVLKMbPmStMYwe+NSyB+vUg/happQrnTQxOMmlDOWmnJovHrCt1xpbw2rNJ6NaPn8ry1iWls7C5KnP0SlrQsnhkAZFL+fgMCr5o8fAc9JG/7Sn8A5P99FZnoEG+UC+7b4h0BBoCDQEGgKDjcCI2cAEyAz8jD1UG0u1x7FO6zqGiOvRpQuv2ssV40Y+JA0DhCHEWGF4xBhIGTlLH14xnCJ/HcfriRhUKF7UclN9HzTxNX9pUn7Sv9pzZJQ/WNS8Ur4wutscxMvMK8pDjPwbE4resBqIYc2nlj3p6rJrmQrjriv86vC0hcQ713ylZeCFGPs2APlnI3TggQd2s802W0mjfhwxDMlvI9cf/vCHZB/lmU7KYEDut99+JQ2DWF2NCoNRMYlO0b+u5xozeaPzwPBR8W1hDYGGQEOgIdAQGGwERpQxOthgjo4/Q4NR4TAdzxgwbe5+pFCMRToz2Ow+32ijjbrFF1+8GGG+P8pjB6sY1IzWeBiHEicGHo84WXy9QB36KgCj+WMf+1gRTRrxyEsGHelqR33CR6cD7zYD2LIOxq68+AWz0eVr4Q2BhkBDoCHQEHgzIDCipumHqsLqqf1Mw/Ke8V7VU8JDJd+YLJfBydBicPkUEQyExcNLFnHDjRjJ5A6pR8amsMTFcBYXr6M/QrAG+eVQzSdGO0N1oDf+5fBqaRoCDYGGQEOgIfBGQaAZo2OwprL5RpGMDZ6vnMegGENSVPSMl5DBWa9rJFSMOecYdMPBMGUsI7KQLdPcwrxMMDxNk0fHkvgV/ng5YdjCxOE7pY0aAg2BhkBDoCEwEhBoxugYquUYWFnbFw+pc8LGkChjvBg6MtRqzyIh4hUeiA3DTPra6BvjQo+iQHIySHkwyTeqeosRLS0j1vS76xej8IRPbdDKp6zhhsOL6dLiGgINgYZAQ6Ah8EoR+O+84yvN2dK/IgQYHDE6eNIYGowZYW92ypQ1PRlojKva2Aw2waE28mrjLPFj+hyjOUsroo/7yDpQzrpe6+vRyT6q9aF4DjTgR5e/hTcEGgINgYZAQ+CNisCb3xIaBjXDuxViXDA8GDGMjZFGwcKZkQYDhrmzMFPUSSMsU+RDiVN218cIJZ86jKFIToYpik6uk+/lyI43o5dnNfoLezmG7Mvh39I0BBoCDYGGQENguCLQjNExUDMxWmKw2DGNYnSMARGGtIjoS4hgEYEYoo4Yd+KThpFXf6Ioecb0WT0xkslFpsinPiO7cOTMqETyJbwEjObHN0hRdA9/vBmnjRoCDYGGQEOgIfBmRmBEGKMDvWsMBAM9YjDEKKy9cq5RvFUxPITFuAqPnEuG5w2SgUaINPGs+XSRMmuvV2QID+fwjfzOMXTEy0OuyCrMDnUUI4Yc8bYlTDzekTFGcspLvHPkqtPLJ0/yS4eSv5ZHGp9ACp+sf6S7dDBhfEW2YCRf8jzPfrSnyF8nkD/yCM8/FDH8wje41vlcJ941PuSL3IzmyCos1zGa6ZXvpMonPVJv5CFr5Epe6V1Ln7Klr9sHHnVe9+FTCnj+369y7XzXXXf1b2td6/qJDP2E7aIh0BBoCDQEGgJjGIERtYHJgByjAs4G5RgRBv9sNmGw+NSQwT/T6TEq6nwMFWnzD0i18WCQd8jPwMjaQvmFx+gSF2NMWO6d3afcyB4jTVn4RJ/kS/vJ56SkD4/E5VzLjxdi4JDVJ4XyuSU6Kk94rWP4ODPQGVXyR7fgF77KE+Ycg60uhw74KCfxNVZ1efW1MsmFb9JH5/9j7y7ANaiqcAEP3d0lKCqCdHd3g3QpHYIS0t0ppSBp0AIi0i0dSoeEtAhISTfMfd59+f47ngvqAwoH/72e5z8zs2Pttb69Z+abtffMcQw7+rr2BB/t6T//Gcm/0qQnWGuDTsfS/eIbvcGqa8vH7Q/sG3XpClbw1YY36ONLV4/84JF0dsVfad3xxTfjWpoyweKT9CQ/uuu2IlARqAhUBCoCnycCfREZDaDICLFFRLtRRschHSF4bubS3azl+T/1xI0eoSD5QDtyQehUB2mhR92QgkTnunYkGhZC4Jg49ks7dNmXpi370uhCqFLPPvFtSqREebYrjxQhJGlfHvvjI5vjR4ioPESIz/LiH11+ET7SR8cLL7xQkqVpmw4iD+G3jZ1pRz4ffPhde+xFpJT9VxKbtU8HQhdhY4gcnUgngY8oMv9ffvnlQgQTVYZrCKJtiB1b6ICfff6lT9Pex23ZBJPoh2GwCkFEhAlcYEaCAfu1CUflgx2/2eBH+EH4Jg8O2onP8CR02beVX6UiUBGoCFQEKgJfJAJ9ERl103XDzrYLOGKALPghLiEzyiIcOQ7hcYNHCJAoZAFxcEPPyyohQikvH7kh8pLuGKmQp76fPIQFIUM8kKDU0ybihESw2b72SUgSYjT66KP32qGDXj50243OgWnS2USfttmrDb/YQl+ELY6zDbnRnjr0y2cvfLpR0OgIGaODvcHRMdEnIVup83Fb7bGb2Gd76rGrS0qVgRUCmDGRSOnzzz9fiGn6TFl9oqy+5Jt26GN7SGRp+F/8CQ6KqUufaGgwYDO/44dysU970oO/skT5rq/6z9jojjvlutirQw+dbKof1S9Q1j8VgYpARaAi8AUh0BeR0ZAuRCLiJi/SecABBzRLLbVUuTkjL27SbvpjjjlmITO//vWvS9rJJ5/czDfffOVfQZ500knlJq6cqFWXQGnLD7Fys0dqEslyrN1EyJCGkJvYiIiSHIt22b/vvvuaddZZp5l55pmLbexUV/v25SOi3boIJOLhh5yEwJRCHy1TYBNBSkJkusQTJl3/Upcf6tCpfcIebZEFF1ywR0ZXXXXVHhliB2xiC/vpoSPtOE5aCGVR+k/+aDc64RWbVKFDO2SDDTYofYgE6r88DOy2227NNtts04wzzji9VrbYYotmp512KrjqqwkmmKD4COdTTjmlENH0ba/Sx+ykDP+QYP6zh86HHnqoF3HnA5tI6rA95Dr+6bP0Z8qrIy148Ys/cPDjF8JN9B2d+qsS0QJJ/VMRqAhUBCoCXyQCbR/Je++9177zzjvF41dffbU98sgjMafyG3bYYduhhhqqHXLIIduRRhqppI022mjtpZde2n744Yft1ltvXdKU2W233dr333+/ffPNN4uu1157rRx/HJTvvvvuxyW3b7/9dvnRbd/273//e9mq0K3H5t13371nK5vZyNZhhhmmHWKIIdpFFlmkff3114sdb731Vtnv6mAvO7U1UOQRNhDHsCLqkByXgwF/Pvjgg5KS7RFHHNGOOOKIxV7bmWeeuVcjbUmwn/5wzP4IbOnrpiVv4LarY6B+ZemgSznYDTfccAU3+7FT/2+wwQY9P88555wyHqQbB8rCe4QRRij7Sy21VPvAAw98Yr8PtNFxtz9OP/30dt55522XX3759qKLLmrfeOON8ks947M7XpOub7vS7atu35544onF1qGHHrodc8wxi82pl35y3MUu+XVbEagIVAQqAhWBzxOBvoiMigKJJomYJZJkevWSSy7pPQeMP/74zcUXX9xce+21zc9//vNmtdVWK+VF0ESWRJwyNU8fPYkCii457kasolhdkahEtRIVFX30EwGzVY4OW/rViYhyiXqttdZazQ9/+MNmn332KbYus8wypRw7rr/++mIfG0TgshaTLnXpZqe2pHVFPknbyr700kslLZGz2C8xaxPt8yc48OXKK69stt12215kT1rXFrpTjx18M01NROrYIl3kUH8lolkKfMKfc889txdd7Nppny7tJ11kVMRz++23by699NJm+eWXL9ho98QTT2x+85vfFH/OPPPMHk6/+tWvSpr/M//d73632HThhRc2P/7xj0vdTzCrlywSSvgu0sqn/fbbr/nOd77TnHXWWc1iiy1WoqSwgBdbjU/+SzPFTqQHP/bC3jHcrAvVtyKvosr8g6vx0O0vfZWxRR/9VSoCFYGKQEWgIvBFIvD/5q2/SCv+y213p23dxHNTv+iii8oN3/EvfvGLMrWMDMw111zNKqusUm7qpul/97vfNYceemi5idO17777lh8icMUVVxSyc+SRRzZnn312mYJVBgmaddZZmxVXXLEQAy5qz5S16dJpppmmmXjiiZvLL7+8EIZFF120mW222ZoddtihEBNTuHQgD8jGXnvt1Zx66qmFDEnX9iyzzFKmkB0jHshJpvktQRhjjDGaPffcs5DT+eefv5SPbcEEWUGOsmaSXhgg49qlZ6yxxir5iIu2EPTvfe97xbe0h3Ddf//9xVc208km7dBJYre2HnjggUJckT7k+bTTTmu++tWvlgeB008/vZluuukKFmOPPfa/HB0//elPyxT6PPPM02tDu2mbbYgaEvatb32r2Wyzzcqx/EUWWaR5+OGHm7vvvrv0NxKOlCOeHkCMl0cffbRsTc9POOGExS/6ppxyyl57/8xIZTfffPPmzjvvLH170EEHNRtvvHHRry3jTz/A2zG79AHiqo485BTJhG3yF1poodK/6qcflIMD+y0/QZoJ3erSzx6iHl1VKgIVgYpARaAi8EUi0Bdk1A2YuJlnXSLiJiomqkZ23XXX5rLLLms23XTTZtJJJy2Eww1cJGzHHXcs5CoRJeXlhUAgVtYQ0v3tb3+7+eY3v1kIzh/+8Ifmj3/8YyEyu+yySyEDiBjicM8995RfyIe2r7nmmkIut95662KTiBYiGEK6xhprFEJ16623ljSkJkQLiQ0hQTIS0RQxpdcP8UAIQyqRRH4Q6RH1l1tuucbLPFmzaMtf5AzJRTafe+65Ztxxxy3VEJxjjz22ue2225q11167WXPNNYsOdZTlS9a0ahNRp0tk8Oabby6kCQFff/31i76pppqq509IrIwQqPQl/SHQ8tO/9tPvIV98sI6SDn0pXRl16LO/wgorFCxELT0oKOMhAin0wHH11VcXHGHN1hBtOkUwkcHIX/7yl+a6665r9P3kk0/e6FdR0ESK8/CgX9gDl+jT53PPPXfBLoQRjnzI2/Ew1P+J/KozwwwzFGLtQWerrbZqrrrqqh55Zpfy+j/jLrbWbUWgIlARqAhUBL4wBD7PNQFfVFtZq2dNZHe93BZbbNGOPPLIZT2dNYHW19nONtts7S677NI++uijPZOtGbVm0BrCbbfdtpduZ+GFFy51xxlnnPbJJ58sea+88krRNdZYY/XW611zzTVlvaI2Fl988XbjjTdur7rqqnb11Vfvpe+8887/oHvggXWE6rPD1rrD9ddfv73vvvva7nrCrLfcb7/92u2337597LHHyprQrAu1vjDrQKVlvWHys2aRnuSxBZbaSTlp1nceffTRZR3r1FNP3d5yyy3tzTffXOxj4xxzzNFzwxpUOtMPsLaGc9JJJy1+PPjgg+3LL7/cPvHEEz37VFY+a3SjLOtDF1poofb6668vycpZBxn9fIyffIpkTFx77bU9OxdddNHeGlm64cb+gT9rYK0X7Upssb3tttvaE044oR111FHbJZdcsn3qqaf+AUNjI2s1uzjSx8fgPTAvbSjXzYOpPOtEjSXrmq1JJWy3rtg2ONhmrASnUrj+qQhUBCoCFYGKwBeAQF9ERhNZEg0SZcuxt9OlmeYV2RJlk3fvvfeWiKa1maKb3mAXtVOGJPpGl+jZDTfcUOrONNNMjfWFpliVH2+88cp/wRHNIiJholKiU6a/rVElCyywQImA2RdJE6UTKWOb8n7Ki3ZGF1vYoe1bbrmlTB+byhd5pV9ElYjqRkQiCX0ifomGaifRQ2VE6LoRvkRP1dV+bMB1+Gpa/cADDyyRQWsyRexE5ET5/OiPJGLLP/WXXHLJgjFstttuuxJVlgc/faFP2MlmkcFEROmzL81yAD4nT1lp8rQRe/kkqmiZgbS//vWvzcorr1xME+m0pIF91l3KFwEW+YUpPwlcRaZ9hcHSDv0CO/aqJ0ppTIhUi6RKn2iiiXrl9Fs3gs1udvIRVvYjysKOD/LgkXLBlM9s9rWHZ555pjnnnHNKJNYyC7pJxm2O+cIGuujO+ZB267YiUBGoCFQEKgKfJwJ9QUbdyJEsJAWxQnD8kMxpp522WWKJJcqUNCJoajUvNiEW5513XjP99NMXAqNjECU3bySAXmVC8rz8hIjk5u9GjwCZvkVokFOEhYQo0YP4hFwgFkhmCG/aRIyQCGXptf/444+XKXFTyNaxWodqepkONilLEDP6o5N9dNjygThGVpSBjTx2y0eoiDR50vzo5L8Puj/11FMFF+trLX145JFHCtlRzz6CasmD9Zp8Dun6yle+Uuyk1/IGAt/Y5ThkGPZIoDw+8U+fwtSLU7B3zC46ll122dJ37A7pC8lmrynziLW8s88+ezlUxktYhxxySNFjCYc1t15w8qCCOPPz4IMPLuXS/+lrLw8henfccUfz7LPPlrW+pvpDhNmCwLIxOMA/2GYsMEb6QAKqX2BCh/7iv7W1Hq5gY0mGJSjGHFGfHH/88cV2n7GiV1mYVqkIVAQqAhWBisAXiUBfkFEAu/kiJQgAQWS83OElj8UXX7yk2foeo4ildDd9xHTvvfcukS2F3MBD7JAQZdzsEQMvx4iIfe1rXytkMYTVFkFMdA2RUAf5QEas60SulPHiCYKgHTaHWGkbKUyE1L51lcgOv0gIjvp0K6OdEB5lQkzo93Ns282DkZ/6A+0IGQ6e2rbelR51RJJhQpRlC7LKL1FaefxUDy4w9EOqrLu1Lpbu/6TQ18VAv6+77rrlAUQ7IsvIMsz0A1sQN8JO0V7jwotBealIPyDdSGsw4Qdyzkfl1LVW1tpNa3C9cLT66quXh5L4F4JqTKS/beEZEp7+Uce+NmKbskjwjTfeWPK0aV3rQPHdXHZYv6ovRHj1DdurVAQqAhWBikBF4ItEoC/IqBs0ohZB8NzUvayCaM4xxxwlgoZwICRu7G7yyJWImAgTAmBqU1Ts/PPPLyQkhJBe+aJyyIfp+gh9yKYtgqEO0uI4RODJJ5/sRTPZEnITG+gynS2yesQRR/RIiuniySabrJAq+nxAXR31/bTjmP85ZkOIWfTL52vSkcQQWekieerDDHZ+xLHfRhttVIiWNESMHracccYZpdy8885bCLqXaxDRp59+uiwr0IZospdtkGpvsrMJCdMmXUiUfdiyAdlHFrttiToienPOOWcvD6lkB8JFH3yIBw2EDJmcYoopSl+ziWg70U0kMb7Cw/hhhxeRiJexojN4ZIyxlUi3JEBE1bjxKSikVLsLL7xw+SKBfO1GR+rZ0u8Bhk36Upnolq9vIjPOOGN5OYsv+hhuIqaioPoItltuuWWZCUBElYFnlYpARaAiUBGoCHzRCPTFvwPt3uzd1N3Q3ejdjN3oERdvLiMt3ow3hYvwKCuKJmLq007exHaTNyXqEz+IjnWGPk903HHHFXLghq8uAiAi6NNPSCTShZQiZoQub9ojDIgbXdrzBjuig3jQgQj5eXPbekBiHaPPIInohWghWN7ktwYyBEyeaJg39715j7BEtMtOGIS4JS/k1DGc6InIQ2RgStgYib30XnDBBY3voCJMIoq+6aktviKUSBhyry8QNWttTTNrz/IJn0IifFFPu8hgCLM8dmgTsdMPPsmlXGzWdvaRXW//e7hARAmM40dw9F+2TPlvuOGGZU0o/f6blIcE/YPM3nXXXaXuYYcdVpYd0MVGutjIfw8l/OsSxvjis1im+xFNn+uyDIQt+oEddP0zYQe/lPOjB7En8mCKyGsP8YQJYV+3r2NPyax/KgIVgYpARaAi8EUh8AW8NPW5N+nN47yJnDeyvU2ct6XzZrq3kP03I/ft6aefvr3uuuuKrXnzeJlllil58r1Zb3v11Ve3Dz30ULvgggv+Q150+o89888/f9Fz2WWX9fTnzf2Uo+vGG28s5fLWc/dNZ/9hSRm//IcotvqNN9547SmnnNLmbXFviqeut+3VueGGG4ruvM1eDjr/FQhG2lUveHXf2LYfnanb3aZssPKVgNg799xzl6LeID/55JN7b3cvtthipa3zzz+/lIX/5ptv3h522GElPTik7yiJDWlHGfhecsklXXPKfsqmvjfu2TT88MP3vpygH9KX8rxRT84777x2pZVW6vmQ/hpllFFKmq8rZCwpz//YlLfhi6KP/uTtfdtgZTyw/ZFHHukWLWPVf2SKpE9y3N0Go2757n7X7q5dL774YldN3a8IVAQqAhWBisAXhkBfREZD9BMhSrRKxFEEK1FNUSVRLRFE0TxT7yJdmX4VwTOlLsJGRKNEoZSny/pSU+fKi9r5mUb3oozoqOl/UTZ1RMO8GCNaqrz2RN9E/hKtEy0j7PazFtDb89LpFh2bZJJJyjR5fOraK8oqAqc9kVxvdduPztQpCZ/xD5tjr6ir6LL22aNd62nlKwdvb36LZkZEGU0xW8spOghPfdHVm7IDt6boRZq9iBYblIFZfBQRZI92LbtQLlFdZWBpa6mGqXh9or+9fGUZgOij8eEbtL5+IApN+AdT+uhIFLnbDwPt/aRjvupXdsRux7Hzk+p1/WSjaCl7TM0/8cQTZes/jLE9SxLoUo+krU/SX9MrAhWBikBFoCLw30Sgr8iom71fbr72kZ7u1K+bOUKRMgPBRw5yw1fODd3PvmlP+UgU6U6fSjdVHzLqze3f//73pR36QhLV65IaOtkSQoIgmf4lAwmPNtjSneZVXl3EOURNmS4OSS9KP+Wfrs1RoZ0ujsGDT/IQvrzAE/IZv0LwBvoY3d0tcus/KVm6wC/+2GojuKU8O+VJV04ZuIVEJi/l9Q1J/7Bd3a5fKcs/efyK0D3QhuRl+3HYsYPYflxbqWvbxZl93f5nk/r8ix3Kkxx3ddX9ikBFoCJQEagIfN4I/L/FgJ93y59je7lZh3R1jxFRZMAN2y+kQySNOJbvBi/fDbxLXumUTrr7jrOOz7561qcSBKUraRPxktclM0gEQpE3qENE1ZcXIsMnxCWkKj52y6ftEK7g0bXl0+7zr0u82BX9sREewVI7/LV2VCQ12CCliewp08Xik2xbaaWVylpe+fwOycp+Hh7YE3yiS9mUTxobpLFD37AzIp2f0uiXH/KX/kawRcjp0W8hltExcCvKyv+MK3qJcRUMB9bpHmf8pU63H2JTyqfvc1y3FYGKQEWgIlAR+KIR6Asy2r1Zu7m7IbvhJx1BQVjkhViEGOigkBX1kCn1QkrUS9kQnZCPtJX26DYdjyB4sxxpCPFJ213ypZ70EFG2qMMGJIgN3bbSvnLIEjvpU0e56OuWS9pnGYh0aCN40mVfevajn7/8l89G9oWIIt0wCt6OB5Kp6OluvVRG2BCBWyR9qs/9Ypetn7LatJXftcFx+iR9Lz8600a2/BPx/uUvf1mWBCDb6v0zOe2003p2sSE2/bM6n5SXMSFCSld3bOe4W5dt3fHQzav7FYGKQEWgIlAR+DwQ6Ktp+i6gISTS3KQJMoN8IEohU467N2vH6oYwqYeQSs/0fHTTS2f005lpVKTln62JRNS0oW36Qhroig5ta9cvZKo40vmjrnz1tN8V6QN96eb/u/t0+A3U/+/Uj1/dsuwi/64+GIeEde2wT4K//aQNTC8FP+aPvk3kWjbb0o9sR1S9uR5CHRWxSZl/x49uGTbG5rQXvR+3VV57dHT1DCyrXH4fNx4Glq/HFYGKQEWgIlAR+DwQ6Bsy6mZNuiTSjZkgdx9HOErmR/nq5Ub/r8gSAqN8ty26tIcEhDiEcMhDWqSHJPwrYtG1Tdm0NVB32kz5bON714bkfdotnbCxTbvxN36xE9FGxkUN2auONBFg5eTxqdsn/8wmOuK/cgMJnGM/ulOu639sTRvKJi3256FAOtu69VMvL0axW3l1/93obnTETnXJx5H1lO1u2ZO67PtnEv+USzv/rHzNqwhUBCoCFYGKwH8Tgb4ho27qpBvlDLAfF/1KXsjHP7tpW1+K5NDdJQIhCIlkKoM4IV6Zfv5XZCMR0tjDjk8iEdqjT5n4GaImXT4b5Mev6P0s25AgOkkXg+iVh6zxO4RQnrrK2/rFbvYmL2nR9XFb+tNH6pGuHdHVrZu0bl35H1dfun6kM/anX6OzO44G5qXMx231Edu1yxb6Y/tA2z6ufjeNLnroo0P9jLHYnfLd9pJWtxWBikBFoCJQEfi8EegbMuqmTLqExX73ODftEAHlQ+Zy45anTvR1debGn/WEqauMaF+m8R1H1KE7RCF6Y5fj7KdOtggPovZJ+SlnyxY/tsV+x/bTdrf8Z9lnc/zSBsyCSfTyOdPbtlkX28VJmW5fpO7HbT0QKJv1nWlXWT7SZetHBuIsn6S9+JC6AzGCvTray7hxHL10qQ8fbr4AACAASURBVJO8ovxT/KEzNn1S9S5mn1Qm6ewLBtIGHqdc3VYEKgIVgYpAReDzQqBvyKioFeI28Maem32mU92cRSNDHBEl0Tw38O5NH9kZSFD+m502kHiyu0sqss/2ELKuvf9N2+iGHzzS9ie1l4gh8ujFr2408ZPq/Kv0bl90/VfvP6G/qyf2d9sZSOhij3Q/Yy7jzDGCipzTYUo/ffev/Kz5FYGKQEWgIlAR+F9EoC/IaJcsIAp+CMC/iiqmXghIiI10RA+Z6pKS/9YA6UbX2ODTQT7OTpAcv0xlh6R+ngQHnjCJDTAhwStErEtUg2nySoVP+Ufb0RO/2cCe//QDg6UG3Q/HI+FZI5rx0v1UFZfY5se2Lk6f0t1arSJQEagIVAQqAv9TCPQFGU2kSs9197s9iVwiCghT1oCKjobkKBuy0a33eewjdSJpbA/hS7tsCtkJ0Un0F4nlV5c8pd5/ctslaH/729/Kf5v6JP0hqMkPKc3xf2ILJ8QPDv8J/cYD3AcuNWArjBFefnXJ9seRYf2jfOxTvvug8Z/wveqoCFQEKgIVgYrAlw2BviCjIZEhDomeIRBIhvxPiqAhIkiIOiER9v0+qc5/YxCEyNDNHhE5NiDMtl1hJxKadZjdvP/WPmwRv3xz1fIGZAu+IoVsGn300UvzfFEWic5yiM9iF330DyTqdMobiM+nbSu62A1/vhoDIZTZvvjii81YY43Va/vziJ5/Wp9qvYpARaAiUBGoCHzRCPQFGQUyAoEsiJb5ZR+B6UbPkE8kClFFPjIVP3BtH/JDp/r/KbLzSYOhG3nMPrIZIsd+PsnzuaSufB5ECBawggecnn766WbCCScsZsAzBFU5EhLfxb1r86fZ70YitZM1rNr+rP1jLBgvJF9BsK8dumHPf9JtCx7KJKLKJvshsLCqUhGoCFQEKgIVgX5HoG/IaKJaOrxL0BAGZOKvf/1rM8EEE5T9LklKPYQE0UBKEIqPi8L9NweTdrWP0PjAepcIxQe2ykeY5LOxS1r/m/bRrS3Ysa+L8QsvvNCMPfbYJY0fidiym09dAvdZbOSzdruE8bPoS92MgRx3MZWnTT6EZNt2fRpYP+OLvakT3XVbEagIVAQqAhWBfkPgn38d+38IDYQgEiL51FNPNUcddVSz6qqrNpNMMkkhMaJVfqZZF1tssebggw8u1fyLxwMPPLA56KCDmmuvvbZEAWUgFp+HJPqG6D333HPNTjvtVKKgSA/y9bvf/a4QoHw4HtEjiZ7+N21EMP3glv9EBDu2+a277rqNqWsRZ/axDWkOof6stnlQIDBKFNIygSeeeKL5+9///lnVFx9uvvnmZosttmhmnnnm4mN8M5b49+ijjxby7/iss85qjj766GbOOecs+LPLeFpjjTWaH/3oR82FF15YIqnSq1QEKgIVgYpARaDfEeiL/02vk0OW7COmCNFll13W/OAHPyhjIMQAuRx11FGbl156qbniiiua3XbbreRfddVVzWGHHVbqIoJzzz13IV8l87/8p/t2NvuQYUTLtDwCKDKX/88uny/SSSKl/00TEwkMAd5oo42am266qTQpjw2xL2twE71EJGPrp7VRfW37IaP33Xdfs+uuuzaPPfZYs+aaaxYC+Gl1q4c0X3LJJc2xxx5bHj4QTsQa7rA+44wzSl+cf/75hfxOOumkzVprrdV7UPFAYDz95je/KTbyefnlly8m6a8Q6M9iY61bEagIVAQqAhWBLysCfUFGkYnuDR+JEKF74IEHSr8hFosuumiz5557FtKAYIg0qoPgqI+gIg4kZG8gkcjH20XjrN1ULtJdOyl/jDHGKFn0K4csJ2Ibvakj2hhSqewhhxzS3HrrraV+bDJ1PFCQ7pA+eWkr5eT7xU648DnHaV/52GQ/fg5MV++II45ojj/++NKEt/gRZmLLD2s42UHiU3e/a2MXk1Kh4wO7RSdTXts33nhjs80225RPX22wwQYl6j3eeOP1sNWPfAwm8U86PRkj0RmijFDb/853vtPMMcccZTnHV77ylebQQw9tzjzzzGIasqqefuXrrLPO2qy44orNFFNMUXwWOd1kk03KWDruuOOaww8/vNTjY9qNj3VbEagIVAQqAhWBfkKgb9aMhvh01/shfwgNQnDnnXc2k08+eYnSibQhXA899FAhlTfccEOzxx57lGgkMjXvvPM2r776aiGP++67byEntuecc05vWlgk0NT/Ukst1ey9996F4N1yyy3N7LPPXupNO+20pY0HH3yw2CB9lllmafbaa6/eS0jsQpSQZeKYHZYKiL5Z43rdddcVMmMZwVxzzdUjXsqHQF599dWFTCHcBGlC5rJeEdGCRdJefvnlZpVVVin1kTzYJRqIwCHmiNZKK61UyBcb6ULgYfDb3/62mWaaaZo77rijTFMjZCKlXX9g60WnP/7xj6Xd7bbbrmxNcWsDQTOtHdLZjQ7Twx7EEjaXXnppeZDQJ2uvvXazzjrrFGwsw5h44on/AZPgcsoppzRnn312efhAmumik6/6WNqvf/3rQlxjg0j6AgssUHxFOOGQ6Xpl/EJwn3322fKJK/nG3L333lv6V/uwskZZfW1VqQhUBCoCFYGKQD8j0BeRUSRBNAzpMmWaiJeoGUKE0Ky88sqN6eXVV1+9kARkaPrppy9kY7/99itrAhELJMSUPYKBTCBGjk888cQyjhBaH6TXxu2339786U9/KsQKiTRVi9ypg/wihexCGpE1v/nnn78QWO0jRyFIylkmwBb+iMrRidg45gdSqDz9bKXDPgLls0qI77jjjltsUDYycJpcWcRY9Bg5I3Cj2wf3+YBoyychtyF4Iog777xzM+OMMxZyJkqsPfViH5uRc+XkOV5wwQXL9DaChtSZyua3NulQhl+27LL2UiRW1HH33XdvNt5442IL7PmNiIbEakM63eyYaKKJyoMB+6XTyzZ9oV99LzVjRhkYzTTTTAVTdrNJ/9LHf/3mAYYeMv744zfPP/98GQvqwoLAduqppy7+GX/G03/7O7Cl4fqnIlARqAhUBCoCgxWBtg/krbfeKl6+9957ZZvjnXbaqR111FG92dT7DTXUUO10003XynvxxRfbV199tb3vvvvaNdZYo5U35JBDtksttVR71VVXtVdccUX79ttvt1NPPXVJn2qqqdrXX3+9/eCDD9qHH364HWKIIYreCSaYoLT7+9//vh1uuOFK2g9/+MN21113bS+99NJ2o402akcYYYR2+OGHb4877rhS9rXXXit6Pvzww3J81FFHtXvvvXepe9BBB5W0Oeecs7TL/uuvv76kKf/++++3qceW+eefv11mmWXad999t5TxJ1ikXDL4G6EnkvKOpSfvnXfeKUVOPvnkYttaa63VXn311e3ll1/ejjbaaMWnGWaYIWrKNnW1xXf2H3DAAe0CCyzQHnzwwe2GG27Y3nDDDe2bb77ZqwfXN954o/xOOOGE4s/Xv/719ogjjih9oGDKK9uV+MjWtC0/PmUrLWMjfkVPtwx7xxxzzGL3xBNPXHxIOVttsJVE3+GHH17Kq2tsVakIVAQqAhWBikBF4P8iIMr0Py8IWUhIiAmnL7nkknbPPfcsJBMZRBTyG3nkkduZZpqp3WOPPQo+tvKGHnrodtttty1p9D744IPtiCOOWPImnXTS9sADD2y33377dr/99mtnmWWWnj4Vzj777EIelV9ooYV65AnRGWaYYUrZeeedt+ge+GfnnXcu+auvvnqP4Cy99NI9/XfffXeLQIWQqd/df+GFF4rKLqmSABcktUvUQlq7xFRa0ru20YeIIobwOeaYY0r2WWed1fNpySWXLGmIWciZBH2x0korlXLwfuaZZwqxlB7b02bI4ZNPPlnaQQZvv/32YjddA/VKQ+hJ6trnb3cMsD9tyJcXjDyMkGyTnjHi4SQPF/pCO11d6qrjwcQDybDDDlvGVOwyfrq2lMbqn4pARaAiUBGoCPQZAn0xTW9a1ppAYlrbtKrpWJ8fso5y2WWXbU477bTygo0pWNO/pk+zjtSUsDqZOrc1jWz61Vvt8k3t+uTS9ttvX6aBlc/0q6lc+kzPSlfeVLP0TEGzx+d/TCfnx2Yv/ZiGtiaVmI5ns7raNpVM3y677NJMNdVUZe1kKdg0pYx9+uhmc9afSmdLpvn5xCZiP9Pb0vykETY5ziejTG2z6fHHH2+WXnrp8kKPF3To1S6xVMF6VlPq1soSeKjrhR+++0i+NmJflg6Y9tamdFvT3H/+858bSwKsW7VGdP311y9raLvrgU29Zy1odGrXWDCFH5/YQFI30+zyrfvVZr4EoJ7y8gg7fNbJ8oorr7yyufzyy8sSC/4Q/ljPyk726KsjjzyyNy60lfZKhfqnIlARqAhUBCoCfYhAX5BR/YqQIBxIkrV9iIFvRyJw1ob6EYTDSzg+CYSsPfPMM6UsYoVk+CmDDBL6iJdn6EKSvC2PtEizRtOLNIgRcovEISBsIdZC+hQR8S1O603p9Atx8vILYqMespy6IaLKebkGKdx///2LfeqH6LDdcWx2jFD5qRtCFqLMxpBBJEp66iZdXTjIO++884oeNiivjC2Be8iqOsljj3bgfNJJJxViDS+kubuOkn42EnWQcz9rRPMQYbvCCiuUfvIiFHJuPav2YEAHW7XtGJbJK4o/Io6Ip3x46OeUVyZklV/0w+Mb3/hGSacf0beG1AtrxhfS/LOf/azYKX/DDTfsfRuWPuWDaWyo24pARaAiUBGoCPQjAn1BRhEIhAb5QcSQGeIzPT5q78WU+eabr0fMRLoIEiHaR5AZggA+8sgjZR9B8cIScoO8iI4ir0suuWTJ9yekzb6XZtRBdtgTgoPEID70iCASbYckisxtvfXWPR+QMsRNxPHiiy8ubXz/+98vtpXKH/1bykQ36WY/W0Lsols70hAoBA42fEEiu4QJbsgaAoWw0eWn3GabbVaihMqrD+/bbrut93F3hHvHHXcsLwWFaEbfqaeeWvTy3ZcBJptsskLc6Q4h5JO2tRVs5M8wwwy9F4O22mqrQlbhh5D74kG3PgyIdv1yzFbH/IKrOvCQD2N9Kt+3ZbWPbPrGLPF9UfbefffdpR5dBBH1mTBfRqCLbqRbWRKsy0H9UxGoCFQEKgIVgX5HoF+WJVifR7rrR0caaaSy/tAaTms1Z5555nbVVVftrXW0jtE6T+sMvTSUtYJjjz12WWvqRRRrAq3jTN4cc8zR7rjjjqX8oosuWtYKzjXXXKVtLzApZ93pCiusUNqcZ555ylrC1H/uuefal19+ubducWD/WJeYtYvWpHqhSt3rrruuFM2LM1kjK5Htm222WU9Vd11jd79X4FPueJkrcuWVV/Yw4SOB/QMPPFCw23///dtNN9203WGHHYptfNhnn33aV155pV1vvfU+cS3lJ62xzDpML05pz+/EE0/srT2NXZ92u8gii/T88UJYt8+9qGas3HHHHaU9L2FlHbG1yFkPPMooo/R0eBmNL13MPq1ttV5FoCJQEagIVAS+zAiIbvWFhKTFWaRvttlm65GDMcYYo+wjd36I5M9+9rNSHLFDNJZYYoke+fMyCgKVMgsuuGBPl3Qvt9ginoiM9hFGBDhv5cvPCzC2Xqjq2omYRUJAc8wmbSI6iNCFF174/72oowzCox1vfT/77LOpXgjtJxG7XqF/c2cgoUU6L7jggnacccYpRBtuxEtGzz//fA8XGHtRCXlH6HxNwEtgXgpLedsusc6LTdroYuI4diDz5557busLBKeeemrR9Vn+IIz6UJ+nX2Hqx+4pppii9aARWXvttUtexlS+qpA6/ES8u36lbt1WBCoCFYGKQEWg3xDom4/em0I2zWpa2nSsqWbipSMv3Jgm9rF309mm703bW7+YaWxTsP5jk2n4u+66q0y1mtL1EpT1pqaiTU37ULqpXeXpW2211cp0u4/A+69Jpo+Jb2qaTr7gggtKeVO4PiKvHttM72qbXYRdptbly7NvWttUvON8jN30tTpsS11rY02PL7zwwv+gy4HywaJkfoY/prO1azmEj7rz13S3j95bO2vd7Lnnnls+hm/9rJeyvNSljheR2GFq21pMU9kk3zq1PILEr6zvpD/LEaTBIv4rzyb2fFaBv769//77yzdEre+FnSUeyyyzTFEfO7zY5Juyxhb7jTv1Tdcbh3yDiSUe1p/Gt89qY61fEagIVAQqAhWBLyMCfUFGQ/BCzpA86zWRACTNFrFAUpXNekIdmnWdiI78rLVEchxHsr4SWeoSICREXaQEeURGkbKZZ5658V+Tum1kPSX7EDM/+/nFrk8ikGxlU/ykmz0Imjw2dIUe9nXLd/P/3X32aYMMxK+rI34om/JIq/8k5Tj2wDgEOfjTA8c8UKR+0uR312L+Mzu6Nn2a/RdeeKHYYX1s+kza2GOP3TumN+SUjYTt5JP6r2TWPxWBikBFoCJQEegzBPriBaaQOAQF+XKcaBRiSBBIIg8Bcow8iKqF8CCcfkiINKQJkUOcRL2QraQhHHmrOwTWW/YEYdQGe+xrU106QqJCdulW33FInzQkUzrCQ9jJXnnKKc82ZaQhomySpw1kTvnPSkS1TSehMwQ9RCxkLfnajt2iyV7qIinHLzaFhPILyVQnBNTb+6LP2vJTV38qKxrJX8SQLpIXjsrBp/gT3NM3dJO84ARXvpCMK+PMOMl/YZKnnB8/6KI3fVYq1z8VgYpARaAiUBHoQwT6gowiBsiMX8ijvjaN7s1nEoKAGIYgIAtIZwgbshhRjj4SIhUdiAaSiwAioOojKVNOOWV50963RU3t04GcIE8RBFY6MqZeCJctgkmyVQ8pGyhImPIR9oVUsyl+8I+t8j6LBAc6+EP4QOAQ/NmdtpA3hDUPA4nahswpF7KXPPpMf5988smF5LFdX/nZJ3yCCdzV85b9ZxX9ygf9oZ341u0HGIRI25rG9y9Bfaorfay/0td0qJ/jz2pjrV8RqAhUBCoCFYEvKwJ9MU3vpt8lZwimY6QBMUvkM52IJCFDIaHSE+lDduyrh1CEgIRwKYtIIhlIUle0gyQhKUiNMl2CE13dOtLoE2WLsMEPyYmNIrb2u8RQmSwfQKi6QmdIdzf90+53/e/qGOhTPvKfMukb2PBHFNRaXfr0EYzoCPHrktTo6K67TF/SBet8sD5lP82WLjaEhHaXA3Tthz+cYRvSDX/78YMefumn7pj8NHbVOhWBikBFoCJQEfhfQKAvyKiOQm6QsxCKkKcuWbKPeKQMoqEO0hAyl3p0hgSpg2wkqolohMDYp0N+yMfA6Jr0RFej35Z0ySX76El6yjrWRmy075dytvEzZK1kfhRljV1J+zTb6LcliFmIWrAIrplW54tfl7yl7eiLjqR3j1NmYJ50emEXMp4yn3absRDyPxDH6M1YcJz+6dqcctkO9CHpdVsRqAhUBCoCFYF+QaBvyGi/dGj1syJQEagIVAQqAhWBisCXCYF/nLv9Mlleba0IVAQqAhWBikBFoCJQEfjSI1DJ6Je+C6sDFYGKQEWgIlARqAhUBL68CFQy+uXtu2p5RaAiUBGoCFQEKgIVgS89ApWMfum7sDpQEagIVAQqAhWBikBF4MuLQCWjX96+q5ZXBCoCFYGKQEWgIlAR+NIjUMnol74LqwMVgYpARaAiUBGoCFQEvrwIVDL65e27anlFoCJQEagIVAQqAhWBLz0CfUNGfaSc+OC8/6BDfKD8yCOPbPbYY49moYUWamafffby7zrnmGOOZvnll28OP/zw5sc//nH5gPyVV17ZHHDAAc3OO+/cXH311T1dZafzxwfcfeScaCvivzYRHznXrjK2XfHRfBL7fLjeh9OV07aP2udD8f570hhjjNE7Zj+Jn9oZKPkQPn35qH73A/nKx/Zu3fgRH+RFF3+jb2Cb0vNTJ21Gt+NTTjmlufHGG0uSD9SnnHqR66+/vpluuumKrz46nw/ar7jiis16661XisVvB6k7sL3oq9uKQEWgIlARqAhUBAYPAn3xv+nzH4+QJf8FKP8J6NJLLy3/n/7ggw8u/z0J2fPfiEKq7rzzzubUU08tJOoPf/hDs9NOO5We83/VEVf/5hEJyn/lUT//BjL/nSldnTZTNv/1CHFCwqTn/7L7n+pskJb/qvT888/3SBadfPLzv8/VD4FFUv0bzPz7UITMfyIKBuoGB/vaZ0vKxS4k0z4bYjudSCib/N/40Ucfvecvnfmf97EdNvBwrB7bovexxx5rfv7znzf33HNPg/zPOOOMpT572Kuc8vpoiSWWKDBqP/+W1fa3v/1tM+usszZ/+tOfmqmmmqr4wo9gTA9yHZ+KkvqnIlARqAhUBCoCFYFBhUBfkFFkCiEKsXv55ZcL8dl1110LkUEc55lnnmbuueduEE1E54ILLmjuuuuuQvTUR2xE5JAlRIk+RAthCkGTlzIhRC+88EIz9thj98ohcSFVyBzCFhIaooVQSWcv3XSNPPLIhRRKW2ONNZqNN964EMjnnnuuQV7pyL++FDElIYX2EbLk84XwI+SZ3YmKaj/pSKzy7CDBMLbzX3lEFI7Ky+vqYD/MlVVmrbXWai6++OJml112aQ466KBmwgknLO2p43/X+9/0wfucc84ptuuXDTbYoNlhhx1KRHiFFVZozj333MZDgsgpMsqH2Jk+sa1ktHRd/VMRqAhUBCoCFYFBiUBfkFHII3cIHXKCDCIot956a+mUMcccs0FMF1xwwXIsb5999ilkB9FDTI855phCRBGlG264obnmmmsKefvFL37RfPWrX2223Xbb5pBDDil6kTpkas4552wWWWSRkoeIWRKgHhI400wzNU899VTz9NNPF9I40UQTNeOOO26z2267FTLHVhKCZYvoEfZrU1R0oIT8Sre0gB1IrmUHIchIH4IdYom08jnHSDV55JFHmvPPP7/kPfDAA81RRx1VbH/ppZealVdeuVlttdWaTTfdtLSBZI866qg9Yq3dRGvpZbslD8ikqPLDDz/cTD755D3zQ5z1hT4KhqKe9rU588wzFyLKfgQ2QneINpxJfIzPKVu3FYGKQEWgIlARqAgMLgT6hoyG3L3++uuFNInQESQP0bF2ETH87ne/W8gPQoTAka222qp58sknyz5ih4wiWoiP6WZT+ccee2zJ//a3v11IH1J47bXXlqgdsrTXXns1s802W9Gl4CWXXNKLfDpGROeff/5CHEUW1UGoRDxtY7+yv//975tnnnmmmXTSSUv61772tRJtRCJFYYl9BHPZZZct6y1tEUTpdCOjfv+O/OAHPyjF4ISkTz311IWUIoBbbLFFyUNEE2mFHVwR+dNOO6154oknmkMPPbREdC0hiC/8YpMHBbr4rZ5jkVl2Iq4333xz6ZPdd9+99JFp/fvvv7/g961vfaus99VmhN5KQoNG3VYEKgIVgYpARWBwI9AXZDRRMyQFaSJI3mGHHVZeSBKVs/7wjDPOaEwLmxJebLHFmjXXXLNBXjfffPNCkpRHkNZee+1m/fXXLxE8ROuWW24pJJJeU/vIFKJKD9IqIiryKnqIfLGD/kkmmaQQQpHOAw88sDnzzDNL1POEE07okUXkF6lLtFIbiNjdd99dbJI+wwwzFLu8zKMNRA7R1I4Xfyw/QEyjAxkUbXTMHsTNsR+xlS5yudlmmzXnnXdeiWSa/l9llVWayy67rJDveeedt/gq8km/dhPV5INpdKSZfdbfiv6ySbshnNqDlZ9+IFkiwAfRZjph72Fhyy23LGVggqiaup9yyilLmj90I7R+VSoCFYGKQEWgIlARGPwI9AUZzYs16Q4RPkRxmWWWKeTzuuuu6xGhK664oqxrFO1ETHfcccfycs14441X1kUiOabIvXCDQDlGzsg000xTXnJCdJHIRDXtI3yIMDJmH8EybS1Nm8goXY8++mghVEglGxFVBMs2a1pffPHFUs4Wcbzjjjuam266qbxZHrKNBHvxxy/T5V0CiECKDiOdJMTUPmIpymmLECKRorHWZlqyMP7445c1tqVi5w9cTbPT/etf/7pggMhvtNFGPbKuPfYgkxGEXzvqxR6YIc0wYYvoL2yICKo1qLfffnupoyx8SPAtB/VPRaAiUBGoCFQEKgKDH4G2D+SDDz4oXr799tv/4O3rr79ejo8//vh2k002aRdffHGLJdthhhmmHXLIIcv+aaedVspsueWWvbQdd9yxpL3//vvtVVddVcoNNdRQZau+33DDDfcPxypccsklJX3ooYduZ5999qKDbewaffTRS/l55pmnpPtDf2xPorT33nuvHB5zzDFFH1tHGWWUUv6tt95q33333RTv1X/llVdKmvrxW8KHH37YK+NY/kDZfvvti23LL798+84775TsN954o2yV7+Jqn80XXXRR++Mf/7hdcMEF24UXXri96aab2tRRkZ1koH+OYwM/11tvvR6O+++/f3vhhRe2s846azvSSCOV9OGHH74988wziy5/gs2bb77ZS6s7FYGKQEWgIlARqAgMXgT64jujIm4ijSKZRPSM7LvvvmVr2v1nP/tZecPbizXe8I786le/KruiqyKadGV9oghf1j+K7ImWXn755eUlJS8qXXjhheUbmj5PRLSbKXx6RCNt6RXpEwWMiAYS+SQ2m8pO9HD11Vcveaa1RQfVl0ef5QTKpr52SabRy8FHxynDHuXStkgnWXzxxYtO0+7e3s80vjz7IqiR2CYiu/XWW5eXqKxX9eY8Pd6iJ/E1bWcNr2N2sIEun38iIp/6ackllyzLIo4++uiSzsef/vSnZd9yjLRfEj6K+Ga/bisCFYGKQEWgIlARGHwI9AUZRcxMmQ8ULxidffbZhaQiq2TiiScu6yORNsQGwSFID6KGlFoHSUyJTzDBBIWoyaPDdL61lNZqWhfqZZuQV8Q160i7U9BenvLiERLmDXxtIphIHkKIiPrYvmlq6aa1RK+wdQAAIABJREFUpe+9997FJkTO2/mIHJsdI8chfGylH8FDVNnNXrhoA6H0YhGBU8itKXdy0kknFf/pOPnkk0sdbbFLO9qkwzF9IZj8lrbJJpuUpQjbbbddWY7gpaOf/OQnPWzZq11+K09fCG72pSP/fFA+bcR+vrCbaDf7/KxSEagIVAQqAhWBisDgRaAv1owiYCFmITu6xFvx1lv6PJM32REy6zClicSJNi633HKFJE422WRFB0J0+umnl5ePvNAj2idCKc2b9d68RwwRuXvvvbe8SY5oWe+JJIUc+ayTzzixzX96Qi4RK1FEBC8SQujD/CK2PvIuiuoTU9aJhgxal4nMaSPrMX3aCXFW3os/IXh0I76IHpGeb5Midb71iXRK80knb8/7D0/08d8nn0QmrXlVng1wTeQ5EVaEMKRR/tJLL11+vg16xBFHNKuuumr5XNM222xT7IBFhC/6TPTalwi0i3xbl4v4eqmKaN9XD7qYwThkNDZFb91WBCoCFYGKQEWgIjDIEBi8Kwj+85ZZj5j1lNYljjbaaL31iFnrOeyww7Z+8847b7vpppsWI6yxfPHFF8v6R3nWlNqqc95555Uyc801VznOWkb5WUcqj1x77bWlzAgjjND6pU1bxwceeGDPvtdee620qZ51mspkHevII4/cq6uN9ddfv+jPek4H1k5az2rt6nLLLddbmyndz1rRSNZtSofLbbfdVvSPOOKI7VprrVWKWas5xBBDFJ9mmmmm9p577kn1su2uG5WQNaHaSVtJk//yyy+3Z5xxRms9atbgSue38lk3uueee7bf//73iz3WhwYztui/jTbaqOhSN/6nbvpaXpWKQEWgIlARqAhUBAYnAkMwa5Dx4/+4OYnedRVz29vypt9PPPHEMv3rI/KioabiRe68Na+cCN3f/va38tkmukT2RN9ET03Fixyq4//H56PzppNF65SZdtppm/nmm6+8je4/PYnWffOb3yyfJvJpKMc+o+QzRqQbwezavO6665aIrDS6RQ+lff3rX+/ZKappKQCxxtPUuml9EVzCH9FTbWS9p6il40SNH3/88bLGU2TUd0RFhbXnM08+r2TaXhRTZDURyWAMz26EE07SsrZWhFOdbhl2iUiL9sYmaabjlVPHx/d9zkrUN/iIIvuuKzvU004iourrg+6xtCoVgYpARaAiUBGoCAwuBPqCjIbghGzpAoQsU8iOQ0KlJR0ZQnyQJyTOL0To47rR/4/Pf0VCrhAndelDjJBYpJSYskaGkUdkCunK9HrXNksHTPMjdflsUwhlyJc8PipH4q99hBVRJtGrPoIdAlkyP/ojjd7Y0s1DCqVnG5308ZHOrP/kv08wdfFSju4Q2NiTNlLXcbevHFvGYMkC39Trklk6Yaj9bt2B+ktm/VMRqAhUBCoCFYGKwKBCoC/WjIYQhbToAeQJOUJ6QgS7JNR+yJ3yITr26aFTmUQi6UpkVVlRvq6I0KUOkoRkalfkMiKCKYIYO6RnLWcInDT1kTI6EdHuushEA0OutaE8obdLVOmUx16klb8hzyGDyvMN2UNElQtRDUFEYIMxXY791yS2+LA/jGDGF1u62UyX8tJEbrWvPcd8U45e26ydTTvK8M1LY3kZjI/K8smvi2MBoP6pCFQEKgIVgYpARWDQIdAXZDQRN+SFICzIlQgfIpPoIRKFwMgL+esSua4epAkRzJS4Y/VMyxMETCQTaaJLmwiiMtqJfvsIGdvY0iVRytMXgkkHYqgsUpZ87WU/ZC12FGM++kO3+iQ6+UsvIiifvYiiLYk+eXxMlBV2CCJ9fOEH39hm+9BDD5WXjKTDSNQYGaVHXW2oS58vDyCj0h0josrRE3+1HVts/fiQaLF8NqtL1OvWKYn1T0WgIlARqAhUBCoCgw6BvpimH3SoV4MqAhWBikBFoCJQEagIVAQKAn3xndHa1xWBikBFoCJQEagIVAQqAoMTgUpGB2e/VKsqAhWBikBFoCJQEagI9AUClYz2RTdXJysCFYGKQEWgIlARqAgMTgQqGR2c/VKtqghUBCoCFYGKQEWgItAXCFQy2hfdXJ2sCFQEKgIVgYpARaAiMDgRqGR0cPZLtaoiUBGoCFQEKgIVgYpAXyBQyWhfdHN1siJQEagIVAQqAhWBisDgRKCS0cHZL9WqikBFoCJQEagIVAQqAn2BQCWjfdHN1cmKQEWgIlARqAhUBCoCgxOBSkYHZ79UqyoCFYGKQEWgIlARqAj0BQKVjPZFN1cnKwIVgYpARaAiUBGoCAxOBCoZHZz9Uq2qCFQEKgIVgYpARaAi0BcIVDLaF91cnawIVAQqAhWBikBFoCIwOBGoZHRw9ku1qiJQEagIVAQqAhWBikBfIFDJaF90c3WyIlARqAhUBCoCFYGKwOBEoJLRwdkv1aqKQEWgIlARqAhUBCoCfYFAJaN90c3VyYpARaAiUBGoCFQEKgKDE4FKRgdnv1SrKgIVgYpARaAiUBGoCPQFApWM9kU3VycrAhWBikBFoCJQEagIDE4EKhkdnP1SraoIVAQqAhWBikBFoCLQFwhUMtoX3VydrAhUBCoCFYGKQEWgIjA4EahkdHD2S7WqIlARqAhUBCoCFYGKQF8gUMloX3RzdbIiUBGoCFQEKgIVgYrA4ESgktHB2S/VqopARaAiUBGoCFQEKgJ9gUAlo33RzdXJikBFoCJQEagIVAQqAoMTgUpGB2e/VKsqAhWBikBFoCJQEagI9AUClYz2RTdXJysCFYGKQEWgIlARqAgMTgQqGR2c/VKtqghUBCoCFYGKQEWgItAXCFQy2hfdXJ2sCFQEKgIVgYpARaAiMDgRqGR0cPZLtaoiUBGoCFQEKgIVgYpAXyBQyWhfdHN1siJQEagIVAQqAhWBisDgRGBQkNEPPvigadu2IDTddNM1E0wwQTPKKKOU7Te/+c1mookman7wgx80u+22Wynz/vvv/wOa6r755pu9tG7+RRdd1FxxxRXNYYcd1hxzzDGlzCuvvFK27777bq/dVH7nnXfK7ltvvdVkn/7ofP3111O0efHFF8s++997772y/8Ybb/TyB+7QkXJde9Un8tOO46QHmw8//LDxc5y01LNN29GRNlKWPnknnnhiM/bYYzcjjTRSc9999/1Du2+//TZVJe22224r5eD/wx/+sGdb2lEuNvLLvrYmnXTS0n8LLrhg0UVnysGVxKbgEV3bbbdds+OOOza77LJLKcff5GW/i3t8UkZ+fI/+UrlpmrTrmD3ddqUpnzRl05a86LT/SenyyGuvvVa2xlbGj4QuZva79nX1d9PTF900utiQNHXt+wVjZeILO8jf//73svXn5ZdfLvtpN1t6Yydd2r/66qubiy++uNl///2bX/7yl03Gv/xRRx21GW200ZoVVlih6Eub/I59wSt2OE578U/l5NOrburJs9/Fslsv6dJ+85vfNKecckrzi1/8ojn99NNLO7GDHvvduumrblvFkc54iV3S+adsdCRPWnCLvbby+ZpywVRerkFf+cpXCoarr756KXfzzTc344wzTknbbLPNFO1hGWykuaaNNdZYzXjjjdccd9xxPUz5mH5gV/YvueSS5kc/+lEzwwwzlHqur/PNN1+z55579rCebLLJmtFHH71ZeumlS7vqxle60m/aiE+l4Ed/lF9mmWWaMcccs7SRsZIy8KaHqB8dhx56aHPuuec2559/fnPNNdf08lPPNv0Yf6LHNjYqFxvtK5t6jp9++uni3/DDD98cf/zxxRaYkldffbVsc5xtztXopS9YpIyKGUv202b8d5z6sUndpJWGO9eI+Jixneu4cklLnYFb42H88cdvFltssV5W7KSn22bwV1CZjOHYLz37XYwH6mFv9HZ9hVP6ia60p0zS+TPQ34HHBx10UOEArjXO8cgzzzxTdumKfdn+7ne/a0477bRyPXBNiM7YEUy0b7+LMR10Ow9HHnnkZo899ijtBJ+039UpLWMguuMjDrLmmms2q622WjPnnHM2iyyySLPJJpuUtOiyVZ7OYCkt+HfL/a/uDz0YHBtqqKGKGTpb5997772lY5CCZ599tlyYjz766DJoEKgtt9yyGXro/2u6wTTccMM1I444YtHhAkCHG670YYYZpll00UVLp7pBuSmPMcYYpeywww5btgaAck4WdYgL1hBDDFH2bdOedgwWtrkZGMRpW2H2EQM6+occcshyoiePbW7kJPXp1Ebsl8cedhnc7KLHgGWPPPrjv0FLf9LVZ5d85ekYYYQRSpv0IHQTTjhh89RTTzXf/va3S7o/9CvLFj6E+PFVGqzihws4P4JfbHvppZcafaqOPk15trHhueeeK32qDP9gYOunv/XTEkssUTBWPn2WE3OgXnYHBzboG7bS79g+3cFW3+aERwrodRPOOIQrjEjwpEdZYwc+dLk48l1exo2bPKFDeenagoGLlXz7sEv/OP7b3/5WiIW+Cmbqxmf+0Zm+TJt8i7A/OPA3+/Iz5qXxlcCJPXTwh8/pK7r8jIGlllqq2OEG7tyCCfHQ8cADDzSPPPJI6UO4EvX4zAY66Ugev9O+srDkk1/slUZH8u3zl73GQ7BOeVv63TwQLDYeeeSRvXEcPOlVrtt/aSP97dxkH6xhbxv7lWEnHX/5y1+acccdt9jYxU2fy2cj/6Pflh/q02fsEGPb+LfVFttfeOGFkpcxQ5e8YCJ/8sknb5xn5K9//WvpQ/v0szvYsO2AAw4oD/Ls8WOjfr/jjjuaa6+9tvQ5oqoejEPM2MXOnH/BSN+yx9ZPm/qH346VZ2uui/L8cm44Z9QnbKHXA406t956azmnks+eru/sT3+kr7RL4jM/9DG9bCPSjANl2AK7+COfrbkWR0/0y1eH0OeXuvwl8c05rt+U0ZeRlHeuyeOrfhQUIM6pnHu5nmacs00+n4z/559/voz1XH/ZRicf4WM80K88yT49SWN3+lB79KZ9+DqWTic8+Ocawab0a+xOX6Vf+BofbNmXNtSBs7ZyPZYmPxhpk2iLTnkeJGDnHCf6RtAqbRoDsOcrod+Ysj344IMLLvTCCUb2YdDFWD34aIeN+odNuV7RlXNBu4SuSMYAf9mhbvr1t7/9bTm3tK9ND5PEdfmnP/1p2Vc+GEiIjd02SsH/0T+DIjIKW4NNZxtg6Uwd/uSTT5YninS0m5/ONGgMUvsGlQsNyUA2gAzQb3zjGyVt4oknLgMpA0td9QwWg0+bOanoMWiIE5FoT3mDRR57pDkx2WnwyXdxVUfbymVwRbdBzgbpyqnP5vxcwNiWGy/d7NMWiX/ai/9OEPYT6SnLFnW17eISYmlws83JFjzU8VOeDif2XHPNVS4Y2txmm216GJeGOn9Snk/shbX6iKU+JS48OancxPWbtvgJA3nwU4ceF1R9Q5yw9MJOmZALF+NcpEvBpik62UsfPWnDFrbsciFzTNxsg0F08Cc3ZNjRp112wEx+yIQ6fOGHcuzka3RL15Z0Y8ZWOSRen8GHbhEN/Skvafqo+6NTWb5pk9DBJvVyXHYGRInYAavYqgx7Qmhgk5sMnIktW+g2ntlojORcufTSS0sE4YILLih14U3YCCPjj6hLYBqso1M59fiU/s45pwxMpBu/GeMwgWN8cUyCCfzdtOgMxnzJWEj/pY+Vi615SFRGXe3EfnZqi3+TTDJJac855VibbDUulNMe+5VnlwcwIs+YMg7JLLPMUtpxzuiLqaeeupAN57RoqT5S3nlB2ITAaI8/7IywlQ3KaxOOIkQHHnhgSWeTaKuHByR0xRVXLGVzLtADa/UJX+Bi3POli5d8PsBGW/pHXdGoJ554omCijvECn7TBRvvSnMfaSHt0ZoxpV316B0r6I2OJTkKPcQ5zP20nT3uwCkZ0w0oZAlfjn00ZR7CHmbpdG9XTP0R/xh9tq0N3xhOM2KIv6IIRG2CpH+nWdvQr83E+KxdRT31jlT72aIMtHtSJNP7yTxn12SWte/1TJ+3RyYccK8euXMOlO1fooY9P8rsRSm3TyR7tKq9NdfmmTldf8FXOb6Doa+eBNh966KHm61//evEtfa99OmEI+1zD9CN9zhNb+RkLwcqWpK9gBTf9mfEau5y/2sm9iF0Zh9qgnygTP9jMPtfn9dZbrznzzDPLw9add95ZMKDrqKOOKmOu279F0UccBJZ9I+0gkLfffrtnxfLLL98OO+yw7qzt+++/X9IfeuihcjzEEEO0++23X/v666+X9A8++KD99a9/3W644YbtOOOM0y600ELt0ksv3W622Wbte++91/7+979vRx111HaEEUYo9UcbbbT2q1/9aknbaqutStrXvva19p133mnpuv7669tvf/vbpcwxxxzTs2m55ZZrv/Wtb7WTTDJJ+8Ybb5T0X/3qV+2WW27ZTjzxxO20007brrzyyu3hhx/eq0Mfkbb55pu3E044YbvUUku1U001VXvHHXcU+z788MN2jTXWKLbL/93vfteutdZa7TTTTNMuuuii7Y9//OP/Tx9MXnvttfbUU08tumaaaaa2a+scc8zRTjHFFMUmleFAD52rrrpqe+ihh7YHH3xwO/TQQ7fwvO2229q99967nWyyyUqdTTbZpOhX9+GHH26HGmqodqSRRmr333//Ykv66qijjir+LLPMMu0oo4zS7rjjju2BBx7Yvvvuu+0YY4xRsF1wwQXbn/70p+3aa6/dTj/99O13v/vd9uc//3nR89xzz/X6V52XXnqpnW+++Urf6Hs/fUW3vuLTXHPN1c4///ylvj8bb7xx+53vfKcdZphh2ldeeaWkH3bYYe3www/ffuUrXyk2v/XWWyX9lltuaWedddaiZ7bZZmv32GOP9g9/+EPJg6lyxpU+Iek/aVtssUU7wwwztPPMM087wQQTlD7baaedShl1zz777NLHbF5hhRXaH/3oR+3NN9/cG6cPPvhgO/bYY5d+XnfddVs2wmTcccdtf/azn7W33357aV+79913X3vuuee26623Xukf54KyP/nJT4pd/hjzG2ywQbvaaqu1xrRxv9dee5V8YznnzRFHHNH+4Ac/KGPXuFNn1113LW0ZD+qOP/747d///vdS98Ybbyx94Jxw7vBhxBFHLGOFb8b66KOPXrbwUk594xpefPzGN75RsI+xzpcZZ5yx9KNy7DN+r7nmmnallVYqY069Nddcsz3yyCN7Y8+Y+Dhx/s8777ztpJNOWtr+3ve+VzBkOz3Ggp8xa0zzkbD3t7/9bbvIIouUNvniXDn++OPLOaLMAw880E400UTF1m233bbY49w1lmAXefXVV9s///nPpX3jYpZZZmlXXHHFcn6df/75vWtE+iHXDPW1rw3ngrEAX9g6V8hf/vKXgrHrmXPV+eucg9sOO+xQxp9x6JzNdfL73/9+qZtzsxx89OeHP/xh0T/ccMO1J5xwQkmly4/cdNNN7d13392++eab5frGFr44P1wLnLeuf7/4xS9Kef2yyiqrlHMMhsb+vvvuW9q49dZbSz/yyXU34lplzM8+++ztkEMO2U455ZTFl9NOO61gMPLII5f6rkn6ju/a5g+7rr322nKuO/f0u2vNKaecUtQbu/fff385l8Yaa6yiz7h3nXBtdH0ldLnmjDnmmKUt48h103Wbz+uss04595R9+eWXS7u/+c1vyvV45plnLteOxRZbrPhRFLZtuZZpk/1XXHFF8cn55trQFX1IXEecL8bkmWeeWexznf/mN7/ZXnrppaWvYT3nnHOWc/aQQw4pdrzwwgvtRRddVMa9663rJP9c584444yiO9c/afxxrf/b3/7WGo9LLLFE6Q/nh2tHZM899yx9MvfccxfMjfWrr766ZLseE+d1zkXn0Pbbb1/OBe0bf66/BxxwQLn2K8/WXENTn//s+frXv17q6E/4u6bzxbgh7NDv+sx4yRg96aSTyj1F3915552988E1z73XddT9Ge76M9cCOLh/GTdwMa6Mg0033bSFo3w/5x4snCuRe+65p+S5R+oH9WCj/+BoDPPL/cG4cs2X5tx2vWbzs88+G3Wlfg7Uc+3WtnNFP7kmSoe360YXw9T7X9964hg04iLggpSLrAu+znHB03EuVLko6jwnfgaUE84gdmwAugC6ybtwSjMYlTGYnOxXXXVVSZPn5u+Ec2OKPhcFYhBOPfXUpW03EJKLmhueG4MLduoZ6MRFFDFGhJ1ESAo9Tgg+0ksQ59Slh07H6rlwP/HEE2Vg5sQsldq2/eMf/1j8VBbBcxGASS626rp4EDdLmCCJxAUpbSJ88M5NUfpBBx3UuuE+/vjjrZuYi62bHxucpE7e1FdXGcfrr79+wdENWlsuNPpM2/IRy9VXX73Y4E8wSAK8XKiVh5GbAExg6oJDh5M4F0d5/NQGDPifsaLsY489VlTrd8fGgAuTfT9j4a677krzZUs3PQRZdWNWNmNSv7gBLbDAAqVMdCuDLNiyx5YYv8aLYz9EKnjpa74axy5EbFl88cVLOWWMU22p56bjAuVBws0LPtp2w4WBMm6oxA3ajQVxlOeCmpuUCz5xwVQHYYvoc2l+yKiHCw8C9GjPGNYnIWbGMjuXXHLJMt5d4PUTjHJTM9b4qb4+cvFGntIOnW5Kyvjtvvvu/3AD5HNutBtttFHPV0TI+UTPwgsv3F588cXl/Ocrm9zk3RiMF+LhCV76xg3MGFUXvm5qbgDGe+xC1tmcY1v96xzQnzBJHv/tGyNXXnll4Cyk1HUg4hzT3znXbP2MedcpNvzpT38q9vMjDxhu1s7TtGeL7NHld84555QmnO90+BFjKnVcF9jSvcnxRZmkI3rKu6HTbx+WxlCuh/TCVLp8hFpZx88880y5BqSesjANPrA3/jOmzzvvvPIgod3xxhuv6NNvHhZdc9i6yy67lHQ6jRPnLGyMlRBS1z750nOdyLHtsssuW/C49957Szm6tSOP3frZ+WG8E9cldeT7scd1Puc18g07ZFaa8S4/mCDDMPUQAt/odN3UNp0eomz1C7uN4emmm66QXukwZZMHKHLBBRf07NEfxr9y6iJCEQET/riWklzr6YOlc5x4MMy54JrDfnrV83BCXLsirovGlwdL2KcP2eDnAQHBJDlfU9fWdVR76qavc02Fi4BSlyDSiaC7Xrgv81Oah3XifHZMh4fFYO+hFnl0rcj569xSn35iPDpvYNgdL4I2+g5G7rvKaMO9j7gmOPYTIDM+TzzxxNK+NNdrOKYMvEnuw/Zzz3M+0y/AkrRS+CPcu9gn/X99OyjIqM4KwXCjMnAMLieQE0TnSnOjIjoK2Zx88slLh3rSMjDo2W677Up5g0wni+i5WBiYSBbCq6yoT/Rus802Ra+opPY8+SBOLiaexJRjj2iOJ0Y3OWTLRcpFiYikKOOHxIg4usmoqx7/XJjpdQFK9NaTpTS+HHfccT1d6hms3eiozESx+ODC4eIWgpELlhsc7E4//fSiL2TZxYIdSEFObjceFzxPldp0AXRhhJO2pPmJ4CFpIr0uAGzbbbfdek9/nvRFKkkIMfIuEifCkIsvXTBlvx/JBdtN3hOuG70TPyexfkgkW7vEUydduaCJVBMXA3i6aOqrY489tldO5JlO0SeRaPW1ow+NFeMqttDliZ9+mIhSXXbZZeVGL8JknB599NFFh3wRJiRAv4sA0M0POl3cXYT94KF9pF6kSDmRTf1yww039OrZJ/rATVQZor46+lJ/8IcdcJFORPjtS0No8oSOyLrxEBdrZRBKN052GgfGPzuNJeKGoBwcctML2XEeyBPt65aVdskll5QbyYUXXljKSNO/zgERBLa5ydClbZFgZfSbY2J85PxygwgZMCMRue6669qtt966nKtuvBkPoqzRo6yx6Jw1Hgh9bNQmW/RHHhqcO8a789hYdbM0ppR9+umnW9cL+9KMG3bSJyLDnoE3Y/m//OUvyzhSz03xySefLBER+EtDjghilWtezn3nGb/YqY88iGovN1s3vZwrdBgXGcd0GZ/GJIGnG7xtFx95bpB0ekDYZ599yrkOW+26pphdME5FudIXSIT+cBN3zUBUtacOcbNO2TwYwMc5gfDR5xoNA9dO51h8yTlOl/OfaMPsmfKwg7eZB8fKeWAw5twTYCpNnmvIo48+WvoMJsi12QbXQiRQGXYS9wYP8NJyXYFXiLHrI9GnyvjxzTVBn/En1zbl+EhE3uDo2pO+7QZUMvvhwSpjwLmtvkhbHkjpMu48cLqOI4bEwwAyyh6EC2FLX9iHAXH9UsZ9jk7j3kOQ2RP3yjxsKpv7jX3jCmF3DhP9pB5dxmfIqOtJxPltrBonyrlmiIiTbiAm15bcl92/RUeJhw51/Vzbcn3juz4xjo13dmlHX6kLa3WCNV1scU185JFHiu7nn3++91BBH45AjL1cS9RPEME57yEqYnbFGMM78lAXfKUbiyTnGryNX/2rvfgYfSnbHT/dvP/l/f/39sMXuDAhay+sH7n++uvLmh3rOyzSl+ZlAesvvBFvXcvee+9d1nQ89thjvXRvYlqfYW2Ht7+tObT2Z9VVVy1vZ3NvqqmmKmuUrOuYddZZy8/6DT9iQb+1H+yxzuP2228vbxM7Zs8000zT3HPPPUW3dS90+1nvZa0XG9W31ubkk08u63Ws67Gm7g9/+ENZE7b88suXPH5Yl2KNi3VFbN9www3LWhxv7x1yyCGlvjatvZFPst7GehdvvdL95z//ueTBh3h70HowGDz44IPFP2sCF1poobKeRXvW17DBWtDZZput
step 4 and step 5
Simplify 4(x2 - 3x + 1) + 2x
4x2 -5x + 4
Between which two steps did I make the mistake:
4(3x - 2) + 1 = 10x -1 Step 1
12x - 8 +1 = 10x -1 Step 2
12x -7 = 10x -1 Step 3
12x =10x -8 Step 4
2x =8 Step 5
x = 4 Step 6
Step 3 to Step 4 (subtracted 7 not added)
What is the domain of y = 3x + 5 if the range is {-1,0,2}
{-2, -5/3, -1}
What is the equation of a horizontal line passing through the point (-4, 3)?
y = 3
<img data-fr-image-pasted="true" 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
x + y <4
2x + 4 <y
Simplify -4x(x⁴- 3x + 1) + 2x
-4x5 +14x2 -2x
<img data-fr-image-pasted="true" 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
r=(A - P)/Pt
If f(-1) = 6, which equation is correct?
a) f(x) = 2x2 +3
b) f(x) = 2x -4
c) f(x) = -3x + 3
d) f(x) = 3x + 3
c
What is the equation of line with an x intercept of 3 and a y intercept of -5?
y = 5/3 x -5
<img data-fr-image-pasted="true" 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
d