Place Value Relationships
Expanded Form/Notation
Comparing and Ordering Numbers
Rounding Numbers
Key Vocabulary
100

70 is 10 times as much as ________.

7

100

What is the number in standard form given the expanded notation: 

(9 x 10,000) + (7 x 1,000) + (9 x 10) + (8 x 1)

97,098

100

Write <,>, or = to make the statement true. 

345,678  ___    354,678

<, or less than

100

What is the number 124,586 rounded to the nearest ten?

124, 590
100

You can __________ to find about how much or how many. (expanded form, period, round, expanded notation)

round

200

900 is 1/10th of _________

9,000

200

What is the value of the 3 in the number 43,657,890?

3,000,000

three million

200

Write <,>, or = to make the statement true.


845,789,123 ____  845,789,128

<, less than

200

What is 1,234,786 rounded to the nearest million?

1,000,000

200

In the number 189,983,589 the digit 1 is in the _____________ place value. (millions, hundred thousands, hundred millions, ten millions)

hundred millions

300

Explain patterns in the place value system.

As you travel to the left, powers of ten x 10 --> adding a zero.

Right, decreasing by powers of 10 1/10thx --> dropping a zero.

300

How do you write 5,610,050,004 in expanded form?

5,000,000,000 + 600,000,000 + 10,000,000 + 50,000 + 4

300

Order from least to greatest:

1,899,786; 899,687; 1,900,001

899,687; 1,899,786; 1,900,001

300

Round to the nearest hundred million. 

4,568,345,123

4,600,000,000

300

700 is _______ times as much as 70. (ten, one hundred, one-one tenth, seven)

ten

400


B

400

Jen wrote  sixty-four milliion, three hundred five thousand, twenty one miles on the board. How would you write this number using expanded form?

 60,000,000 + 4,000,000 + 300,000 + 5,000 + 20 + 1

400

Order from greatest to least:

98,345; 100,698; 98,297

100,698; 98, 345; 98, 297

400

What number when rounded to the nearest ten-thousand would round to 80,000? 

Answers will vary

400

The ______ form of 25,483 is 20,000 + 5,000 + 400 + 80 + 3. (expanded, standard, word, notation)

expanded

500

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cW0PnRY1+Lt6e9q0fSh3ekt4k36C6jbeVA3BSOsGI2ew47fGDx+7tzo2vcmXjkaIM8MZcSstfxq8SHurHhe94VK+JNy+3vK92j9mrgkpI+eimm5A4110Sxef2+7HOsDhXnd9SHqXmoFHA9jVdljvvVwSEL6hF+jokRswtMIZ+PJ8KZU6dUIZIf0fgzXkqON/IlYf68NytWtQ0wcgol5Y00740kbkYyxvy3GLH2eGuy01Dn8vHfkrUHN0nxk6+ywAUdP3CRegzQxxVZbN+VdL+VIxaCr+2mzL3zthlxP5Zny7t9I2uUZIDFaPlq1SVm4N/eXKPmp8Q25I+8ZPFf0oI5bEjJypyDHYXcNqXcNGYB+aUOQqn2ZBBKSreMMoH3Ax751rWGsufay8KRP356Idmk0HhVl1G9qplAhBu1qpHGr9mM2JmrrgBOQmDFOtXdwncAnn8d8DryPeSj74piEeU/l494s2b73Q/It+Zj3lPgEqZuWrpXBHrSFPq176Cqaehjr+hCNLjbxeMtdjj5vR05S+7yiTVu3+WlM18pkPyRLN83u6eMZiKnzCzH9Pn2/9DY8Mf9nyDRs7ONtE9S4nzD0n5GYjlEzHkKOw6q++/dt9bHbv451PtmPOVKfwaf/yal/uT9EVpKuaYlgCqAciB0+uAQPPPZ3LLl3MBK+PQyjtUIQZhLEXNimj/DVl/vwYsmrxk+MuulncjDnyMvBDwfEqscfpq496V3mxcG9KM35Jf6+9B4MTrgKQ8fcqRvwAJDTWRwPW64R0PLHWwHT9fmt6S8L+EBMnXKnjamJWkAbF3LnlyVqh727fRfWLVsUfHqLd2etUiG9ux3NLy1HYcRTMCKI30aqLr2XSPPsAj6r/w0eLPkQI0rWYbnf9Bu51tIz7904vVWfam8nI8m0/kzvRVzbLcfmcLbv5YY7gCPPZM9UGd9C6h1iEx791E0bwm3aocCS7OZPrPWXO+PpNJMDW8ckTB7170GmvcQ473Uq9MilLFslsix61ks5cgu87Zp3iqDsECf51lOpgy5bSlnwDBAuZm2SHCwGiMf42Fe+D5fk4+d/L8Q9gx34X8Pu0g3UjCGC34n1j+9g10fn8OW+KpSapuPrmuAgYnxlWl0/XR3Iq8M4NTOQt7CexzruRFyb9r2wNLDlOWr7ImKRU2ClbUsHvDtfxtQW2kpQT3uyWw9jXR+s0mVXF6uwl+ZZwtUpuM4BHJb9QHiPlVDXcJumHupV9G4OZtlt1PsL+7o38ilspYIGCDKosmd0asrfxMMjbWw9npCBn77gxDdWL0VJ9SrM8y6/Edo5xsxBxfzpxlFwQLUvoLNlBWbkrzMOpCz9y00CLB2vkIffQvrDz2HLN1ajuPhV37omkTrHGDz5/FMo0L9xDpVqrWNh1Qn2djZCyYjaXbylvBuz5p/B201L8Erth3g0Kzv4Oinx1mT2f2JuSy5KX3oT+2bchOyIa3ig+H1G8oTtNMrG9lPbIWLrMZI8E/OhV2BmdT1cyMLQ4dfqvoCGq53dtWIxLsfhqqnzL3ePDF58wrFDOuF+l5Hkj58QwwN7+huCeG7kJiwWTpE9spv3kUm3H0p2KreqG8j89Oqz2FV7DqlPXeMt1wlIyvqhuq5KbDDz01SoX/8d5peJ9iMM4vPStUkJ6dOwtrYf1iz4DWoqf+VdTyxUTcao2U9j3szRxhdxgVLh/gwtSx5HQZV5XXOgANE+d+nWqEYrK9zwlyruWNkXkV5fu3VY7fyOxNU2MURsS2zKv5TeYlYfLmUiYh23fFFz0PsCym5BkYMw30SwmGl2ueVT4EGVux115Vt1C5sDMFK3j/4J0m0ssBfTA/KWNiBvqfktVxkeOwPT4rgA8XW9izW/EAOq4ZhaMh23Dr8dP5afQ8UuKRNzUdouw/qMif1OsAx7Gf2KKQE/XYo//nSpZzcb3Re81TO+AMRC5rQQ6ZEdKjklxtL7pRkghG3Ygw4MLRMW9KE+fu1NjuWbGfnVwYHMNNlhkx0600J5GaP8OoAbkXatb1N56XxpfjvRXPs1FrxUjA9ml2J13q/xnbplmJ5hZTHFZ/5tKLW9YU2QFNkpx/oNaIKICt/J19m13oTEJDEsO2QK2yO3YeofEx1imPcx0SeQEDlo2oCGjrM4r54/ZZrap3Ym4HE/cQr1B4HUibIOB5J7uT0XU8KnoXT7NJRC7Pz1Nj7+8q/Y98JK1FQW4gxMGxlYJk9MAX8Bs8SAashDKP7ZncgcMQpZ3qMlxO5dD9y9BOG2t4689XhnaYgXZ5b6RP/wUsYdUPuY2pdwbUO4/gOmIs4dYlEf4jyJ4aoXqB8ophe+tziKF9XhKqL3f3nlk25Onz4RgPvEn1Ev1s7krUerdiirPJxV/B7FdrEGQT9P1ygiyJ34EjASORNyMX3py1iXNxA4+l84fDbUXGTf1zNHXhHm5efq5g5bRyc7wa79h9FhOKfE2n/Ap3IEbzk/NWCo3ndITEf2hAnIyX8aNc6H4cAxvH3oc7iTrsPo3IEIdHCznJKC9MG4Vjff3pgAOUA4h9YDJw3bahv9xeIuAsMeyCBEpE6A+GU5MJ1FpUbh/h98/F+iO6HvsMmBvfVZVO7Oo/gvsVOT1RbtEeltDnQVssZkwyHOltv8Dj6zdX6XmB9eikfuzsfyulKMwg6UTlyMhs/09VPK7aGyEKgcm5Nn+152rBFgnZdvQJyqDYgDCQ/fDgWSBEiOofInlvoH0EazEY3Y0vzfQdaVSZ17KO8DqBfVY2+9ddU2YH39WzhsfnnknSLoqm1C8+EOnDDU4ahiNgXW52MDdhvqlMlrj94mIT37PuRMeBSlm9dgqsOFtpaPcDakfZBTP71rMiaM0wZU4aurYxFt+xx25Jcy7lDKxtK+iLi60HHgCFwYiJwx1yEJurRbHo1jZQt9L1TVXWpDJeGyc4+0PoSbUF9/wLNDcLjhe9K/G90dh9HqArSv9FqbcAQfdnT1ZOQ2ZfdWPtlUx8JbgEGVXKgrK6FFSMi5jtadRWMIsTf/MvyifLPfuUnuzoNo2S82WvD9aQOh2s2oa9NnpCyQgGv/XsMZK+oe/Rs2Yos4w0f/JwvF0d+j+Nk/+M7/UM8nWIsVy8V5CDb+5NbXrkZsqj3qHVCIL25iH/4ZKKjWb01pQ16svHS1oOTxctSZz1UQ24Lv/lD3pfEq3Jw7CRni7Idf/BrPfyA3gPCcObJ41gocRjLGPjIKqQFKhZhG4Jkm40Jb5VIs084r8p4vVPmcuomF/aSdQ8vieaiofcN7TpkM2YX2XWvwn7/YoGsIhFugciTi34mKOb9Gjd4gSHFquMUYLs6gGLoYLdr5auHGL2ZSDMbdj4gF/nuxcpkT+zq9Aw13J/atLkWxesiv8QyrhNRRyFcPBX4BK1b/WdtIw935Z6xZtAyNLuszrDT19ReW5VDvwXydgKSb78WjQxxwbV+Gkkr9GWgi73egrnwZqtt9hxX7JIgF2JPx9O8KkOGqx9wZK9Ai0yvKgioXaKuchTny3DUZWD37pRZVi9dovAPXa9Hu2y3HMgLr36BxJN2AiTOz1DO+Zs150ZB3rRuXolCcjeIYi/yxg4OsJxLxRmCHrNVVZdnOn5jpH0gZaSM60fh/SrFKf8aJmp+bUbF4M9rd4ed9oBi15zbKtTzDJM3yvBpNkvWFXFflasXO5jZfp0Hz7X1h5Pr/sO6lP8FlHnRp/mJwoeVjPYoXvYDmdl8bp7Zjtc+jZGNbkEFtJDoEsnXCBuxVO1Ka1KB5ITvX59C6W78pkOdYi41VdeoZk5osUcK96zRcfu05AMniaBnyCytN51J57FODcxkqWox9BL38iK97Ie6gaQ+oeDT25TN8+MEJ3wtPUW83PodicZTNkEmYeLP3zDWZdtcG2LOF8oXqaTRU70CbfEEt+lHORZiaL9pq419kaRcyAsRlFB/lXRj1IcqYzMGtuYgvx04UT3lC7cOYw8T+/gI+P3DA1x9Wz557DcsW/B5tyMKjuTd4l1vINqEVq/PmoaLeeN6Zaq/qX0FJ+R74rFgstb10+RRpKqyn/3kPRoRjkuWmBjIybXMDW1MAXXin8ldolIENvw5kzJ6NB+QUQu9AqKZ6B0p/tAPqRgTi8FRxdsfDooP6AuZuX4eCEesMUuBIQ4bY5emM/nF/jPxFEcbWFqGxugjjq4t0jt9BxhDxlUz3KOClt3BVl6G55F7cUKLz6BiBUT9MRvNu3bNevLz49irM2x4gwiFzUDwpHQmiI5g1HWUlH6vnVFU+2IRKQxAHMqYvxaL7zeeBGDwBSbfj8d9OQENhPWoKx6GmUOfu5d9m4K9zt7q8+D5Wz9lq5SIWhSFj9nOYb5haFqwcARgyB85fjTStv/K9ect8ahpG6hfLhB1/Pwy4vwilb72HuduX4SdNy4y6O8aheHmucSfLhIG4r3g+3nq7CI1l09BcZgoyphTPqnlkfG595/1KUL3BWA7Vc97yIY4e9vtLvAkFFb/Gx+JsscrH0GzMeAB3oPhev1DeB/2QnD0PLzuhrmMseCTJN03XILdIPXvNT4qYNjDX+zRYvc4F7JVjvxiMD4LFkZ+BrJlPo/gjcWadRd5hOPJ+Nw/32djQxjNQDscOGdU03Bk4Bsufb8dMf0P82o3RRqye0YTVmpv34vrFuEdcGnS2kfdmOX73wct1esAXPX6CAjyQHbW9aDvqQOYU89Q++cJoA2qOBtrMJIDosB/r87EMjzWZDILa1o0NW2rIAEFtXRaeXDzBa7eC50Xq2EkYu3wvGqsKcGeVMVbHkCGqDTqrf2y7TopzqVZBmgufCDHNdIbvNmZX+nzoobhDpD1QsY7YvqhnE1nUW2Thyd/8VHcenT7tdmyhfJGyFaubinHPdcW6XEjGyDEj8GmTaY1dhGn3vbzdgBpDXPLMTV3U0Vzarg/RRGIR1jugranU9289/hw/HIORnzRhj0Ww2D7ynIfq3xcQfa5foUCbZm9qEwrFmWf+mogZbXP8H8fmyaXKpwi1t6zT2tS/UAt15du/kFMAE5A08nE4n1+J4rzhBlUdY2ZhhbPedGBef2T/ah1enD0Gvl2E/gN3Db8aCQkDkbNiA9aVPATtaESxIUNZFba/twqTfQG0eBIG3I/lDet1cTuQkbcY63buQMUUuzv2iML1M7xc+xtMHSIjEeu61mBL80pMu/YS7SyYdDueqF6LlXoeIuWSieFgzyRk5C/DNudyPDkmWeOjzo0XebAk1MG/Ikg/DJiwBNuci00c1gfk74vIfNUfI58sR0XFs0Z9xGAqrxgVtbvwhuEgRVmOyrHCUDbEYOohFD+/De/88Ze6hsMbn+4lwexcMcCUf+HG7w0nyuCaOmypmIVRsiioOi/GugbrtUcJAyZgdfM2rDToLcrPemyrmIaMgFMupa7yV+xSOBfbXp5jjDt7GK7xJUx6lgojMSMPv2/ehgpDOfFwXulc7HuhYQrpuRUDq1+irGQcHOob5U3eN5XiS5ZXbpmehSx/5aioflw3iA1Sr8Mqx5ZKeh8GiUP4SByG6RUbsM6gr7QHG1GiHWwcLA7x+j18OxRYoo5jqPyJlf4BlRE2ohKNtWt09lJ4FmW1HOueky8MdDobWAbK+4AReh0iKdehZOrd5aBJPAtwELec2gsHQk8B1cuO4Frk44t12PJ8sc6Oeu1YxVost/2SxW7c0taZ4lM3qViOdTvXo1DXkQpmY/zbU9HciHa8Ee+smqxrs6VuNuqkysLcDogNNJ7FyufL8UTIA+BlXGH+avnQU3GHSHsgdSO1L6IdrNDnsbRt+vz1RhquLUm8BbPWO1Gi9eFkO70N5Xk/sEhJhGkXkpJGYn7Di8Z+wZBbkXlNrPpZ4dQHi6RF9ejbyJq9BltKdX1Yb/+lsfwhXBuVbLuBhT1fbrTxQge/vriQJ9uEtX79LrXeV6yF88nbTS+y7eoRyt+lzKdQulm7/4s498raiU9J4Mog4Fk8vQIXZttZiH1lpJmpIAESIAESIAESIAES6PZWE2YAACAASURBVD0CAd9t954KjIkEepKA3HDiRky+NzOKrcF7UkfKJgESIAESIAESIAESuJwJcFB1OecedbdBwLNbFfIKMFGu2bMRil5IgARIgARIgARIgARIwC4BTv+zS4r+SIAESIAESIAESIAESIAESMCCAL9UWUDhIxIgARIgARIgARIgARIgARKwS4CDKruk6I8ESIAESIAESIAESIAESIAELAhwUGUBhY9IgARIgARIgARIgARIgARIwC4BDqrskqI/EiABEiABEiABEiABEiABErAgwEGVBRQ+IgESIAESIAESIAESIAESIAG7BDioskuK/kiABEiABEiABEiABEiABEjAgsBlPKi6gM7WHWhwLsQ9KYORJv/HL0RVSzu6LRLLRyRAAiRAAiRAAiRAAiRAAiQQawKBz6lyt6FqYi5K2ydh3XuLkZ0UZ+Mvqd9BlwUTBzJmO7G56BYkWrjyEQmQAAmQAAmQAAmQAAmQAAnEikCcjZTCTNaASSh+fhve+ctJdJwS/wex/eU5GOVwoa2yEtvavw5TIL2TAAmQAAmQAAmQAAmQAAmQQHgELt9BVUIGpq9dgun3ZSFZS0US0kfPxLyn7gBwAPV7P4E7PB70TQIkQAIkQAIkQAIkQAIkQAJhEdCGI/pQ7nYnJn5/HErF1DrXBhQMT/WtWcpxot0NqH5SBmP4whZ0dbejRbe2SX2Gc2hZeBfSUvJQ5ffFyI2ulsUYnjIME51tpoGPWCv1J1QtzPHFOXQmKupb0RnWCKk/rkv5LiwTqE8sr0mABEiABEiABEiABEiABEggCgLfjCKsJ2jnDjzz4Bt4/ajV2qZwpXehzTkfD5bsgEGaqwmrC5vwylvl2LFmAgYEGym5P8G7dQcAxySMzroqXAXonwRIgARIgARIgARIgARIgATCImA5PElIz0fdX3ag+HoH4HgY6w6d8K5ZOomOhnyk60K5mt7AoZvmYd3Og5qfQ0uzkRSWGsKzG92tVZhTsgMYMwcv6uR1HGnEi7PHANvLsXbPucCSu9vQsOgplB5MwtjfzsDIeNtcI7DmdCEBEiABEiABEiABEiABErhMCeiGR5GlwJG3BjVL85GdHv4wyhjjF9hXuxVtjoexquwJjNLLS0zHqBkPIcdxGg1NR9BlDAigC+0tThQ/mIu51cDUCieWTxjIqX9+nPiABEiABEiABEiABEiABEgg1gSin/4XK426jmBX7WnvGq4NgaUePoXP3YDvI5RYn7USD+RvAMbMx2vrH8XNyf0Ch6cLCZAACZAACZAACZAACZAACcSQQNRfqmKoiz1R7SdxpttqxwoHUu/8IbI4oLLHkb5IgARIgARIgARIgARIgARiQiB+vlTJ5Ig1XPF42LDUj78kQAIkQAIkQAIkQAIkQAIkoCPQg1+qEnFt2vcAfIqOM926KANcJl2H0bkDAdcRfNjhv2oqQCgACUjKXoJDpz5CXX4G11EFBkUXEiABEiABEiABEiABEiCBHiAQeFCV8F0MyuwPuBqxqfYobAyLTOr1w9UpqXDgNBqqd6BNTtlTz7RahKn5G4zbpuMq3Jw7CRloxeq8eX7nUrk7W/Fm/SsoKd9jsVGFKWrekgAJkAAJkAAJkAAJkAAJkEAvEQg8qMJVyBqTDQc60VxyL25IGew5jNd7+G9o/RKQdPO9eHSIA66mYtxznfcA4evGoqBkF64eMwIOg5AEJGZNR1nJODjUc6kewJ3f98aZMhg/GPEACgtLUfs383oqeZCw9yBig0zekAAJkAAJkAAJkAAJkAAJkEDPEggyqBLT6uZi28tzMEob/TiQkT0M1wQJZVA38RbMWu9ESd5w72MHMvKKUVG7DeV5PzB49dwkISO/Eo21a7Fi9hjDoMsxZhZWVKyF88nbIzgDyyIqPiIBEiABEiABEiABEiABEiCBGBD4F0VRlBjIoQgSIAESIAESIAESIAESIAES6JME7H5z6pNwmGgSIAESIAESIAESIAESIAESCEWAg6pQhOhOAiRAAiRAAiRAAiRAAiRAAkEIcFAVBA6dSIAESIAESIAESIAESIAESCAUAQ6qQhGiOwmQAAmQAAmQAAmQAAmQAAkEIcBBVRA4dCIBEiABEiABEiABEiABEiCBUAQ4qApFiO4kQAIkQAIkQAIkQAIkQAIkEIQAB1VB4NCJBEiABEiABEiABEiABEiABEIR4KAqFCG6kwAJkAAJkAAJkAAJkAAJkEAQAhxUBYFDJxIgARIgARIgARIgARIgARIIRYCDqlCE6E4CJEACJEACJEACJEACJEACQQhwUBUEDp1IgARIgARIgARIgARIgARIIBQBDqpCEaI7CZAACZAACZAACZAACZAACQQhwEFVEDh0IgESIAESIAESIAESIAESIIFQBDioCkWI7iRAAiRAAiRAAiRAAiRAAiQQhAAHVUHg0IkESIAESIAESIAESIAESIAEQhHgoCoUIbqTAAmQAAmQAAmQAAmQAAmQQBACHFQFgUMnEiABEiABEiABEiABEiABEghFgIOqUIToTgIkQAIkQAIkQAIkQAIkQAJBCHBQFQQOnUiABEiABEiABEiABEiABEggFAEOqkIRojsJkAAJkAAJkAAJkAAJkAAJBCHAQVUQOHQiARIgARIgARIgARIgARIggVAEOKgKRYjuJEACJEACJEACJEACJEACJBCEAAdVQeDQiQRIgARIgARIgARIgARIgARCEeCgKhQhupMACZAACZAACZAACZAACZBAEAIcVAWBQycSIAESIAESIAESIAESIAESCEWAg6pQhOhOAiRAAiRAAiRAAiRAAiRAAkEIcFAVBA6dSIAESIAESIAESIAESIAESCAUAQ6qQhGiOwmQAAmQAAmQAAmQAAmQAAkEIXBlDKrcbajKGYa0oYvR0uUOktzLz8nd7sTElMEYvrAFXZef+prG7s4PUL0wB2kpgz3/UeZVvHKJV720jIiri6/R7sxDWspdKG45F1eaXanKsHxeqTl7JaXrCrYLV0pfxd2J1o0LcY9sz6O14fHKJV71itPqzvYFsD2okrC0TnG0lciyUJxDy8K7fB1vrcJ6O+IW95f7YMMSw5X2sPsDrHokHyXVh660lNlLT1cLioeKMpyHqvav7YXx8+VGV8tiDBd1IMeJ9qjfHcRanp/CfEACsSMQkzpkRx1ZL2wM9EXHsr4cj6l1W9TvYbhnoRMt7TF8/dVr6bbDhn5IQBD4Eq2VT2By8ato65NAZD91GCY62xBxUxzruh1reX0yb6NPtM1B1dc4sbcJhw3xnUZN+Zsx6NwZhPLmiiPgRte+N/HK0SSMmrMJ7/zlJDpOnUTHx0uQnRSk+PENkb2SEOec5MuY+Hv5cQW/DbdXcujLj8AFdLa+hhXLtsLl52Z64D6NhicmYnLhKjRrnl1oq16Cgpz5qGqzO7Dqm+Uwfu2CKZ9560+g60PUvdQKx5j5eO29Nk97fuptlGb39/erPemb5VxLvu2LOOcU5/0N25h70OM3bcl2f4J36w74ez3YhHdP/ATp6d/yd4voSX9kL30bHUv1gUUhK8D4kgPILKnFtvwM/89r7r75vkRPKX6vv0BrUwtcjrGYln8rkoOMo+I3DVFqlpSN0o9PojQqMQlIyl6CQ6eWRCXFFzjW8nySeUUCMScQkzoUSCvx5vkBFFSfDuTB9PwCPvtDOYq3d6ody1eWPoqbk/sB7k7sW12MR8t2oPSpW3F7XT7So7V3PZpuU7J4SwIhCbjR1bobDa6ByMmb5Cn3IcNcaR6s+qkRpDHWdTvW8iJIEoPYnP7nPvFn1B/UXsfpuB1A/d5PIv/8qZPEyyuUgPtv+OQw18tcobnLZJFA3yPgPomd6xvhwh2YOz/f17FMSMbNTxajdHwyoL5wjHSqb99DyhRfLgQu4PNTJ0J/yb1ckkM9SSDGBGy8RzuHPVXrfVP/rn8UT/5koFcNFw7X/RknIp5UGuPUCHFinvsbr6B4/DDv2qwcFG/8AJ1WOvr5HYzhBeVoaO20N1AM+SnU4lOu3wJP73qx8QtR1dKObjtI5NxZy7U1cr6vxfqdaNOr6eZGd/se1JXP9KzxUde65aDY2YL2bh1ooed141AqBuSuDSgYnurNk+DrFdSpId+3Cme9nkjpbMWbTt2i2fELUR0gD91mvym34bHyerR2XtBSZ+9CTBWqR0XBbdoaQLXs7O2An6Rg5UTkiWFdhtBnE6rUTT2MnMxTZsLlZE6XWZ7qrtf1y8/s1yWzcHjK/g/uXqLaDlf1I8jS1kRazUUXPP/kTbdcn7IpQL6Y/Q5G2tCZqKhvta7nZt3UNN6E8SV7AZxGTf4tWh6a173ZLi8RcetCe8vrhjKUliLqUb3NdTl6+/KZqTyGU64Fz006m+m1SaoupjqtY+nPRqwpegUNZjsWC7uj52vYjChahiJB3jfPYlryqQ+wLk+2b7rE6i+7z6Kj3QVcPwa3p5pmaST8G4bemgrAxgtHO+UwQLp9dXcH2gz1Rt+G+deT4QXPo9lyzZe/38B1KhrmcWwXvDYr2MY5Pu5y46jI6o6+OAFB2mzINX52bGaYdlCvRHc7WmpDrQ8Uev7I0m4Gnd5tp5zrdfGzFz3Yh9PFK+xZg75Po7Ype9Hh16Dr7a75hbEoD/79gjpv/8TAyVy3w+Wk0129NMtTH+p1FW2E3TbWLBwIt79xafpl/nr39pPQ0/+6jmBXrZwW4UDmxEl4JOX/4pXXNnjeVsR8CmA0CI5jU9EDaN7dqRNyCDXF+Wg958TmoluQKF26P0JVYQFKm/R+AVfTKsxt2oK3KjZj9YSB/lMNZXjxmzAYdz8yFisLt6KydhpGmqcmymmT18/DwyO98427j6HuGYsFnkdfRWl+HbbMNumpjy+a61ikV43fje62TZgzsVi3lkA4HEJNySOo2VyAdevnIVtMh+mNvzOvomhUE/boP6QefRUluUdxrvZlFGZ926tFIL070VxZhOaX3sbKpmXIGWBH7y60OefjwZIdhjd2ouzMa/JE57CTdnVdxhTM3a4vg0KfBWhWw4fo3NmJI2I/YdSliOOQAS/gTPVcjG16T8dTrE9ZgMn7/4Ytrz+BrET5/seaPVxNWF3YhFfeKseONRMwQHqXUYT9G2l5scvtS7SWz8DkylaTZqIeFaHm+sXYbnv62Hm0LpuKO49KOy1Eest146cmfqbo1NsuHKt9ATVH9ZVIOMg6PcckIxAbkWelmFt9B4p3rsN0MS08ZnbHSu9YMrSSb/3M/fkpHHEBjswUXO1Xzvrh6pRUOLAXJzrOohsZSLIWE5OnrurHcU+1UZSnDduJP44BmpuOGhxdTWV47N2/mGxdOHWqN5n3tl34FlLHTsLY5UXqevGHR5qnb8q15XegePoIb76GW3cM2RHFTTh5FiIayzrqXR9YXYc851osyh4QvC8UIgr7znbtJ2JoWwLYM9GmzAmnQb+Az+rnY1xhva4d8/Qpw+oX2IcVhs9w6lIYYgN5vST9skDK9PJzJejfReWr3YuUzEEpSqr6/5DiPP4PRflqt7JwiHw2VJmw/phyMaicaBz/oRxf/5CSOihIPBePKc77h6o6Zs4oU2p3H1fOq1FeVM4f26jMFLoOWaTs/kpq+Xdlf1mukjpohDKzrFE5fl4+v6icP96olM8YYfIfRH/J4v71ynEpRsa9f5Xy42B6a2L/qZzd/6qycNxQv3gvHl+vTBiUomQu2K18Jf0HjFN4+Kuye8FIJXWQN6/UMDFM7/n3lXKhp2BX+a5yVqb5/DGlfsH9njz4eZ1yRj6XeWPgLxMS5DdEOMnFk4dblN3HJZ2vlGPrf66WWQMzqfeQAqW8SZYPEf9XyvGmVWoZMfgPppo3T1LNsi6eVfZvWKD82JxflmmR5TpFyZyxStml6a8oF8++r2xUWY5UFu7+q6aJTLNBT0vZWpCgF0HliTTYqktBo1As49CC+BioLLe97auL548oTlEPB+kZXFTOq3XKn5ly/riyq6xAyTT41yKyuJBx6+XrvIVbXmQ+2OUm6/C4RUq9Lu8VUYb+8JpSvug1kz3R6aZdyjSkKKnjFijOP+zX6uPFs+8qq1R+RrsZPD80wepFoHKoSDZ+9lPYse1KbdmzykbRTigxtDuSr96OxIShMc0++xmgXCi+NtFQDzUxodw1j94LmYcB4rNKt6Jo9cpj/+qU/Wf/6ZF38Yyye5HHDos288cL1vtso+amLxNh1qkYMQ9eDiUT0W4XKOW9ahes2k9vVsly79fWm/M0sA1XLPMzSJxaeYsiz/zV0z2RdVTY1LXKB7IciXaxbpHalqUOKVTqz3jLlyLzJkB51Uk2XoYIJ7nYtZ89YVss7ZlVv8w6LbJMx6ZfEC5fYRS8/WC9jdTyy25dMuaa351lHD5fGgOVZe/2y3xaXNorv/dsxjGdd5MB+VBOd0i6DqNz5Vt0Fw5vbsSH+mlf0n9v/zoexqqy2ZiYne79IpWAxIxxmCZ0dZ3AJ597v+PK3WvynsFzRXcjXXsLnoDE9NF4NG8sHK4W7Gr9InQKJAu/OfRfYF/tVrQ5xiJ/7OAQb3n6ITkrFw9PuRGwG29ozXw+YpZeuZOfCw7BbtZtvo0nEjOQ8/RyFF/vgGv7Vuw80TvrCVQ9ih5Edrp8H5yEjNwpyHEArsOn8Lk6G1Hq3R9Tf/cMCkfL8iEQJSF99FS1jLhqd6PVMLXIh9B3JafDJmPsb4sxSy8rIRk3jEiDnW9dkF8xHRNQ+vTPMErTH0hIzsStaf/qi/JSXNmtSzHRbaAnX3JH+upi4hBMFPUQ53Dk1N+803FlnRL1/AkDMySmY9SMh5DjOI2GpiNRnukWRXmxyU1+7UC/wRiaKsuu+PqdjKz7pqBwyZQwNjkYiKnzCzH9viytPiYk34Yn5v8MmYh8inZC8i2YNn0iMqFnKtm44Bg/HyWz9fZT2LFxmFg0H3niK1XM7I51IYstQ+s44v2px/5NQJacGZAwACPzRJ4Bjrw1qFma77ONmpvL+xVNpC68OtW7zC+FXbgKWWOy4fCbvinLfRLGPjIKqSF6TtZ1J1alKbw8Cxqrt45CtVuP+dYHinZxwq9RUXIH4GqEs/GkvSURQSOz4WjTfsbOtrjRtWcTVh4MYM9uuAlpthp0+RUzyn6BDUSRebFblyKTbg7V+/0yswaX7j749D+/qX+3eY1JIq5N+566HkFV/ehW1O2biqygW2peqkRKXWX8cvcaQF3nYZo6IX0BDm9nrn+IAVF/jJz+CDKrV2DLm4fxgJxi6GXnyF2CH/pNKRNz0t/Gx1/+FfteWGmadiMHqz5NoruKZXrlIHsgpo65zn9aS8Ig3D7xRuDgp+g40w3EbFfIMAkkXoO0dP0EPKm3Z/1MTUBx3oF3kmmdhN6/3HjDMQmTR/17iLKhD2i81jZ/uf56DJUdIqOXOLwz16WeVDEBidcOhlidov1Je6Suz9ugPfa78A6mg+3Y7xfG8CCG5UWV688tIfU2TLjegcMHl+CBx/6OJfcORsK3h2G09kLIoFBENwlXp+A6B3C4/STOdLuRHhSIWCf5DnZ9dA5f7qtCqelMOV9tkgvVB2LqlDuDTLOMpd2xTn5vMLSO+Qp6Gm6d6oVyG5xuT9uFBCSNnIa5129FqXhZPCndO/XYaxMcYy3svt26Ezxltl3DzbOAA0BfHXXk/RBZfvbhW0i9Ywwye2kqa+D0m+2nT+/o+3B27Vlg7VQX+ZIUN+LWYf8Wcb8gRCwxdraoSzGOwSCuJ/tlhogu7U2QQZWv4HpUdOFwyTj8oMRKYc+bzHnZ2f4dbSvvl8Uz+TYv9Jx4T+MOlL70JvbNuAnZSfBtO2oafLg7d+HpR2ah2m/9wqWGYj+9oTWVXxdCDUhDS+pdHzYGg3KRelSKudF95iROiLfJlusyohLOwLYGEbHAZKO8BIomIQM/fcGJb6xeipJq31o84d0xZg4q5k83fokLJCfYc9mIHQzxssD9GVqWPI6CKjuHc3fjTMenwWIN0y0Ku9MbDP1S4+uIiPrbZ/60OtUL5banoGppCDjK8MQsXw6W6F4Way9JTYOPsOpOTyUsgFy76Q0QXP9YzvrwG3fpPcXdtR3bEiN7JvsFjlQMutrWp624oxW/CkXRzl6CRAUeVLnbUVdu4xBEr9Lq1KmnRgY/0PUSJDBYlI689XhnaQwGgtqGFWLK4C+RPfJvHnb6DSpURc5hz+qnUX0UyMgrxmO33oBb75FTdsQuLeI8rlh2WIypj1l6jWJ1d9JA9cd1Kd+Nw7c1AzHVuS3EIYW65Fhdyo5qu5Wj3Wd9tGNmF08of46Hse69xb1ga2JQXoKkRUwRylvagLyl5jfdZXjsDEybQwQRFMjJVkMvpr+8gFliQDXkIRT/7E5kjhilTScTOz49cPcS9QVAoGhCPe9Ju9PjDC0Sp30BtPwiKt98O5CZdo1vYyQLOXH1KIw6dSmY22IVRhqCy/NtWCGmEs/LHoHPa9ehxqXfoEJI6Pm6E1TPmKU3UCzx//Ivetsiv4JF2e+KSb8gUD5c6c97tp3tbXoBX9lo05PsatQTa4Hsxh2WvwQkZf3Qs+Zm/2F0xGQtWD8MGJXjWc+x+R38d7s41wvInCinS3oVlJ/tHZMw76l85OjWQISVBK0Ce6b1BA8by/TK+eb6NRa62OXUOHwPaddq+yzqPFyqS6n3ObQeOGlv2/pAqiZ8F4My+wOuI/iwoyuQr5DPZcfMFbMyGDLKy9+DXL8YJfvQIGJYXkJHJhZSITF9JHIm5GL60pc9W3of/S8cPuu3l68taR5PbnR3HEar2KUu1/R23SBFTnX0rsuaME4bUBm8aTeSzWk0bH4Hn+lOUNC8qBextDtGydZ3PcHQOiZI++u3jlb0s/8HH/+X+IZ1IybcMSgOXyyZ0hRVnepF5ia1DbdRpcEgSbtJGHAnJucOhKu2Abv/+zjerTtgsYV+uHVHE2+68HXs1WnzJle/25ilV1dHLdcT+14QpMbVCwKd3lG3n3K3zij7BjHqF/jl9RX9QLYlUbKPM0YBBlVy0Z3UVmyRexQd6jke4iwP7/+h9ZiqTbYP0NGWIuLpN+kGTJyZBRwtQ35hpelcKnHOwA40OJehosV8BkGQRHgNnWv7i3h6xRYcttqgQjbGrg/Roj9HST2XYRM2bD4QJAKdk1aBG7Gp9qh3kCDedregauEMFFTrt1YWezHEKr0JSLr5Xjw6xAFX9a/xn6v+rJ0L5O78ANWLnlLPpHKMn4S7zee36NS3dWmZRlshLTxJvYG2ylmYYz6XSuVfi6rFa9AScqMKaQhasXpBORra5cDKc3bLqmUv+M50s9BEeyQbxqO/R/Gzf/Cd7yV0qV+LFcvFGUo2/mLKyUZ8YXrRBo+1m1HXJlmFKUTzfhVuzp2EDLRidd48v3Op1HOT6l9BSfkeGxtVyMb0NBqqd6DN8HIlluVFU153Ic6eWYZflG/2O9PJ3XkQLfvDsDuq1Av4/MABXxmCsGGvYdmC36MNWXg094Yg07Jlh+4cWncf1OozVBl/wsaqOlN5lmzEhjTLUFK50xTvDtSVL0N1+9cxtDs6dNplrBlqgkNfeGcmiG3TVy5zYp88487diX2rS1EsjkiQmzqFlBasHIYMHAMP4dSp2DGPX7sgkXrtvKsRL5aUY8tBqw0qwq07Urb5N0AZEGdHORdhar73+BotWDh5pgWyvpB9A9cGzJrzoqEst25cikJxlp9VX8ZaWpCnAdIYJERQJ6l31H04OUBzoa1yKZbVt+n6U3tQV/mcuolFUF1Ux0D9As+5Vbb7BYgxp9CKh+cjpv0N2ZbEol8WXjJ60rf19D9t0Z036kANhLdjWOPtxKtvdX5xu82zfnoyWaFkfxtZM59G8UfinCpxLtUqzPULIj5JzvB7GviB3LBiCZqbxM5LT/lvUKFNE6xHdf4dMO6R8R1kDPGeZRU4Eq+L16hWl6G55F7coF/n5hiBUT9MRvNuvZAYpjfxJhRU/Bofi3OqyqahuUwfD4AhBVi1+MdBFrCb/Ae89Rqp6g3GNHrP7zFsYBBQhs5Br7c4l6qySOfovRTTKfwLgsmfWMg8A6XjGzF3+wbMvXuDoew4hgxBKjpx1hTK/7Y/Rv6iCGNri9BYXYTx1Xp9RFkYCBiPmPEXoT4Jzik9wGuTAMJi/1izETtQ+qMdKFVjcCCzpBbb8geFGV8CErOmo6zkY/WMMHEu1epCfxFiSsgc/8emJ7Ix3YCapmLcc12x112esaQr51GVF1O02q0L71T+Co3avf7CgYzZs/GA7Y1exJlUj6G5Ui9DXAs5v0KBdlab2V3cy6lOe9FYVYA7q4x+POUZxvJsqEtW8d6B4nuFnBjaHaNa3rtYMRSHmj7g9zJKHArt2dTGPD2lHwbcX4TSt97D3O3L8JOmZUbtHONQvDzX5u6NIcph2IbOqErou3DrVIyYx61dkMR0G1Y0tUDsjjfPb2OiCOqOFG/4lZ3LrVhtsEXCUzJGjhmBT5v06x3DzTNDZKYbfR21KMsYjrzfzcN9fpttmcSEvI11OdfrHWUfLul2PP7bCWgorEdN4TjU6NsURxoy0h1oOxMqgbHqF4TgZLtNCKVvpO7B+xthmytDWxJNvyzS9MQ+nGWXyzj1Txz4a5rGpukhR+feB7259aamQ4QXicMw/cU6bHn+WTw5JlknJBmjZj+Llc+X4wl5YK/ONdil3I0KAd8O98OACUuwzbkYU4fIT3wivuVYt3MHKqaIHRXt/Amj+jO8XPsbnZzhmFqyBluaV2LatRYLJWOWXrFN/TSUNVRhxewxkKkARPzrsf31X8fo4N8EJGXPxbaX52CUFokDGdnDcI1lqQ3FTeidh983b0NF2SydTHVnADxZVo6K6scx0s5K3ISByFmxAetKHkKGjFasR3E24p1Vk3VMpKP1b8KA+7G8YT2K84ZrHhxjZmFlW1yEAgAAIABJREFU7TaUhVEWYstJUyVGF/2R/at1eNFQVv4Ddw2/OsKpUUnIyK9EY+1aU/kTGzzMwoqKtXA+eXuQLzO6ZCWNxPyGF431f8ityLxG1J8YlhddlJ5L0QA/DufzKw15L9zUNDjrjQeV+4U3PxA25DdGWWp5tCcnUDlcEbA869jo64AYxOUVY6VzsW9AGDO7Y05zrBma5Ye4FzZgTR22VOhtiUj/YqxrWIbpGbpt8kOIQtByGCpwLNzt1qlYMo9juyCRyg0rRLmeeS9utmgbwq87UrjpN/EWzFrvRInWFnjqUkXtNpTn/cDkWdzazTOLoOZHoo5WbMA6Q7voLcs7N6IkVgf/xrqcx8y2WPXLvP2Z91Zhstb/MIMz3Vv1Cxxj8GTFNuyosN8vuPT2wJQuw20c98sMel66m38Rx2RduugZMwmQgD8B+eb8eyjeuQ7TL/nbKX8N+SQeCPg2t4l6A5Z4SA51IAESIIErjoCYNrsEd+ZvRao6QyMjwheKVxyYKzJBEb3zvyJJMFEkEA8ExJqqjRVYUX0aMVmbFg9pog4kQAIkQAIk0OcIeNa3rli2Fa6YrE3rcwAvuwRbr6m67JJBhUng8iMgt6s+bKW6WJdROCoGa9OshPMZCZAACZAACZBAzAi421A1MVfdrMtfZjJGlRRgdNRr0/wl80l8EeCXqvjKD2rThwgkXHMb8rU59DLhcm1cZXjrMmRw/pIACZAACZAACfQugYRrcPsjYnda/Z9cG1eH3+cPu3zOrdMngddhEeCaqrBw0TMJkAAJkAAJkAAJkAAJkAAJGAnwS5WRB+9IgARIgARIgARIgARIgARIICwCHFSFhYueSYAESIAESIAESIAESIAESMBIgIMqIw/ekQAJkAAJkAAJkAAJkAAJkEBYBDioCgsXPZMACZAACZAACZAACZAACZCAkQAHVUYevCMBEiABEiABEiABEiABEiCBsAhwUBUWLnomARIgARIgARIgARIgARIgASOB+BxUiUPUcoYhbehitHS5jRrH5d3XaHfmIS3lLhS3nLskGoqDZCemDMbwhS3ouiQayEgvPQupCX9JgARIgARIgARIgARIoDcIxOegqjdSzjhIgARIgARIgARIgARIgARIIAYEOKiKAUSKIAESIAESIAESIAESIAES6LsEOKjqu3nPlJMACZAACZAACZAACZAACcSAAAdVMYBIESRAAiRAAiRAAiRAAiRAAn2XQPwPqtydaH3jFRSPH4a0lMFIS8lB8cYP0GnYv+IcWhbehbSUPFS1f23KTTe6WhZjeMowTHS2QQbTb+zwVWcr3nQuxD2q/MFIG78Q1a2dml+DQKFPfTkeGyp0Ef+34bHyWrzbcd7gTdzo4+jqbkeLLg79hhJuc/yqzHq0dl7wkwlcQGdrPSoKbvPGPxjDC8rRsLcDVr4h4q3V6+tJX1X9HrR3SxoW0chH+k1DvvzMmPahM1FR32rKCxnQ9Cu4bdQx1rGuamlHt8m751ak9U+oWpijpVXNf2c9WtqN23GEx9AyMj4kARIgARIgARIgARIggYgIfDOiUL0W6Dg2FT2A5t2duhgPoaY4H63nnNhcdAsSdS4RXZ55FUWjmrDHpQt99FWU5B7FudqXUZj1bZ9D90eoKixAaZNen040Vy5As+proM+v/qpzB5558A28flQfifDgRnfbJsyZWIxmg5OQWYTml97GyqZlyBnQzyutC23O+XiwZAf03l1NqzCvyePFoY+3+wNUPJiP1eZ4j76K0sI6ZJbUYlt+BuyNrN/Fige3oq1dF7OrCasL38XOkzbyovsY6p55FW16/cS10CW/Dltmm2VYpxU4hJqSItRcvxjb6/KRnhAuQ7MCvCcBEiABEiABEiABEiCB6AjY609HF0fkoV3v4b1vTMYKZyM+PHUSHadO4MO3SjHK4ULbS29iXwy2W3ftPoJvzlyOdTsPokON4yD+WDIODrTildoPdduTf432rc+oAyrHmDl4UfN/Esff24KSvOEB0+lqegOHbpqni+MkDi3NRlL3fqwrfAbNGIMnX5ZpFOk8iO0vz8Eo1KP4d+9qOrjba/ErMaBymPz/5c/YUvoQMgwauNG17028chTIyCvH9iMnvOkT+m5DRdnPcf03DAGC37g+A26di4raP+O4yqkN77w+35MXlZXY5veF0CQuKRulH4u06f/b8E7tbzB1CEz56UZ3axXmBErr88/iyRv+H08EYTI0acVbEiABEiABEiABEiABEoiaQHwPqhwPY1XZbEzMTvd+kUpAYsY4TMsdCLhO4JPPLSe8hQXFkfcMnit6ENnpSd5wScjInYIcB+A6fAqfyxlyXe9hw/K9gGMCSp/+GUZp/oGE5EzcmvavAeN15K1BzdJ8XRzCqxz09MfU3z2DwtEyjcItCemjp6rpdNXuRqs6eDyHPVXrcRjJGPvbYszS+09Ixg0j0iC/Z3kUuYDPT51Qv2j1SxuC1ERfVickZ+He3F+i5Kd2v1IBcEzCvKfycW9WsvfLVj8k35KPeU/dAeAA6vd+Yj1dMiAV4dAPyVm5eHjKjYCrBbtav/D6/gL7areiLUBas+6bgsIlU9SvVJ6Bo12GQZWhIwmQAAmQAAmQAAmQAAlERCDOp/9ZpSkR16Z9z8ohds8Sr0FaumEiHdyfn8IRF+DIy8EPtel40UT5BVqbWuDCadTk34KagKK8g8fEv+GTw+fUwc3kUf9uY8ret5B6xxhkYi8Ol+Tj538vxD2DHfhfw+4yDe4CRmzDoR+uTkmFA3txouMsupEBOTS1DtyF9pa38fGXf8W+F1aixjAtUTd10m03rWEyTPqWtVp8SgIkQAIkQAIkQAIkQAJRELgMB1VRpDbioG50nzmJExGHjybgp+g40w1cfRYd+vVMNkQmpE/D2tp+WLPgN6ip/JV33ZcImIxRs5/GvJmjka77gmVDpMlLAhKvHYxUAIe9X/WSfB/EDH7dnbvw9COzUG0YSBm8+G66w0+rL7DVlZdhOgdVVnT4jARIgARIgARIgARIIDoCHFTZ4ucbPMR+YDUQU53bUJrdP7gmbu/Xs/bg3oyuYnrdNJRun4ZSmL4SVRbiDMybQxhDh77zDTYdmSm4OsCACjiHPaufRrW6vqsYj916A269JwvJqv+v0e4swPiST0NHF9CHTYYBw9OBBEiABEiABEiABEiABCInELAbHLnISxFSTgn0fpHoARUSrk7BdWKd1f7D6LCzFXlIHa5C1phsOHAOrQdOBthSXCck4bsYlNkfcB3Bhx3G7cR1voJcJiE9+z7kTHgUpZvXYKrY7KPlI5yVa8aChAzs1IWOA0fgwkDkjLku8NS/riPYVXtaW5eVc58cUAWQnHQdRqvr5hqxpfm/g6zVCpNhgOj4mARIgARIgARIgARIgASiIXCFDKrk2p7TaKjegTY56FHPhlqEqfkbDFuQRwRMdvSP/h7Fz/7Bd8aTeg7UWqwQm1iE9ZeApJvvxaNi57vKWZhTbjqXSj2fqxZVi9egRd2oQg4gWrF6QTkatHOaxBeo17Fq2Qs4bIj/HFoWz0NF7RumM53E2U970arbGd0QLODNZ/jwgxO+wZ967tRzKK5sBYZMwsSbrwoYEnKNmutDtOjP/1LTuAkbNh8whb0KN+dOQgY60fh/SrFql+4cKzXMZlQs3ox2d7gMRTTiy1ie59yrHCfaoxpUmtTmLQmQAAmQAAmQAAmQQJ8kcIVM/5Od661Y3VSMe64r1mVmMkaOGYFPmw7pnkVy2R8jf1GEsbVFaKwuwvjqIp2Q7yBjyEDgqO6RncvEm1BQ8Wt8LM6pEudSVeplegU4Hsa6ueI6AUkjZ6B0fCPmbt+AuXdvgPpYehsyBKnoxFl9vBffx+o5W/VPdNdZeHLxBKTbHVaLM6lmNGG1ToLnMgtP/uanyAq2NithMO5+ZCxWFtajOv8OVBtkCHbmqY8JSMyajrKSj9UzuSzjvX4x7hFywmJoiJg3JEACJEACJEACJEACJBATAna71DGJrEeFJN6CWeuduvOiHMjIK0ZF7TaU5/0gJlEnDLgfyxvWo1g7k0rEsRjrdu5AxZRIdiQUW8Tn4ffN4tyoWRil33BQnEVVVo6K6scxUu7+kDAQOSs2YF2J7kyqIQ+h2NmId1ZNhj440B8jnyxHRUUxpg7Ru4hNKsS5XOuNBxuHIqTqo5cl025HTj8MmLAE25yLdbpIPQKxS0JGfiUaa9foeAslh2NqSTnWPZfrHRCGyTBUOulOAiRAAiRAAiRAAiRAAmES+BdFUZQww9B7XyLgbkPVxFyUtk/CuvcWI1sO8PoSA6aVBEiABEiABEiABEiABIIQuHK+VAVJJJ1IgARIgARIgARIgARIgARIoKcIcFDVU2QplwRIgARIgARIgARIgARIoE8Q4KCqT2QzE0kCJEACJEACJEACJEACJNBTBLimqqfIUi4JkAAJkAAJkAAJkAAJkECfIMAvVX0im5lIEiABEiABEiABEiABEiCBniLAQVVPkaVcEiABEiABEiABEiABEiCBPkGAg6o+kc1MJAmQAAmQAAmQAAmQAAmQQE8R4KCqp8hSLgmQAAmQAAmQAAmQAAmQQJ8gwEFVn8hmJpIESIAESIAESIAESIAESKCnCHBQ1VNkKZcESIAESIAESIAESIAESKBPEOCgqk9kMxNJAiRAAiRAAiRAAiRAAiTQUwQ4qOopspRLAiRAAiRAAiRAAiRAAiTQJwhwUNUnspmJJAESIAESIAESIAESIAES6CkCHFT1FFnKJQESIAESIAESIAESIAES6BMEOKjqE9nMRJIACZAACZAACZAACZAACfQUAQ6qeoos5ZIACZAACZAACZAACZAACfQJAhxU9YlsZiJJgARIgARIgARIgARIgAR6igAHVT1FlnJJgARIgARIgARIgARIgAT6BAEOqvpENjORJEACJEACJEACJEACJEACPUWAg6qeIku5JEACJEACJEACJEACJEACfYIAB1V9IpuZSBIgARIgARIgARIgARIggZ4iwEFVT5GlXBIgARIgARIgARIgARIggT5BgIOqPpHNTCQJkAAJkAAJkAAJkAAJkEBPEeCgqqfIUi4JkAAJkAAJkAAJkAAJkECfIMBBVZ/IZiaSBEiABEiABEiABEiABEigpwhwUNVTZCmXBEiABEiABEiABEiABEigTxDgoKpPZDMTSQIkQAIkQAIkQAIkQAIk0FMEOKjqKbKUSwIkQAIkQAIkQAIkQAIk0CcIcFDVJ7KZiSQBEiABEiABEiABEiABEugpAhxU9RRZyiUBEiABEiCBy5VAVwuKhw7G8IUt6Lpc00C9SYAESKAXCXyzF+NiVCRAAiRAAiRAAnFOwN35ATatLkeNC3DEua5UjwRIgATihQAHVfGSE9SDBEiABEiABC4ZATe6WpbgzvwNcF0yHRgxCZAACVy+BDj97/LNO2pOAiRAAiRAAiRAAiRAAiQQBwQ4qIqDTKAKJEACJEACJHBpCSQgKXsJDp06iY5TJ9DqfJhT/y5thjB2EiCBy4wAB1WXWYZRXRIgARIgARIgARIgARIggfgiwEFVfOUHtSEBEiABEiABEiABEiABErjMCHBQdZllGNUlARIgARIgARIgARIgARKILwIcVMVXflAbEiABEiABEiABEiABEiCBy4wAB1WXWYZRXRIgARIgARIgARIgARIggfgiwEFVfOUHtSEBEiABEiABEiABEiABErjMCHBQdZllGNUlARIgARIgARIgARIgARKILwIcVMVXflAbEiABEiABEiABEiABEiCBy4zAlTGocrehKmcY0oYuRkuX+zLLguDqutudmJgyGMMXtqAruNe4dnV3foDqhTlISxns+Y8yr+KVS7zqFZ+F42u0O/OQlnIXilvOxZeKV7BN6WnQ8VMH4rh89XQmRCTfja6WxRiu2uhUZOVvgAuAq/oRZHntdq+2Q1dwHYyfOhJRQfEFcneideNC3CPb9ShtedxyuYLLoi8zY3XVt+1ukEHVf6OhIMvXCdYqjbdTLO6HzkRF7R60d8dqIHMOLQvvCh6nSY9eNfKxKnN9TU73B1j1SD5Kqg/1tZR70tvVguKhot7koar96wgZ6Do8OU60R13lYi0vwmQxGAmQgImAbAeHYaKzDVFXdZN03pJAbAh8idbKJzC5+FW0xUbg5SUlLtt1ADHR6/LKinjSNsigyoaariasnjMd4x9cg9aYDaxsxEsvlxEBN7r2vYlXjiZh1JxNeOcvJ9Fx6iQ6Pl6C7KQgxY9vhuzlcZxzits3j+jbb9PsFS766lsEEpCUvQSHhH0O8H9oaTaSYgaFdTBmKC+FoK4PUfdSKxxj5uO199q8ZeZtlGb3D6xNnLdXgRXvbZf4rhvx2673dj75x/dN/0cRPDm6FXX7piIrWGWyJbY/spe+jY6les+icBVgfMkBZJbUYlt+Bvy64u4++Z5EDymOr79Aa1MLXI6xmJZ/K5L9Mi+OVY+VaknZKP34JEqjkic7PEuikuILHGt5Psm8IgESiIaAVTsYjTyGJYFYE3Cjq3U3GlwDkZM3CTcn94t1BPEvLy7bdQAx0Sv+8cerhva7uN+ZhS0d8g3WQfyxZBwcWqpOY/uB0/i/2j0vSMBLwP03fHI4ztbLMHNIgARIgARIgAQiJHABn586oa65i1AAg5HAFUnA/qDKkPwkZIz7EUZoz76DrMH/hth89tKERnYhFk6+8QqKxw/zrs3KQfHGD9BpNTHdz+9gDC8oR0Nrp7157CE/ZVt8wvVb2OldozZ+Iapa2tFtJ9Vyzqzl2ho5H99i/U606dV0c6O7fQ/qymd6FzWLNOSg2NliXF8n9LxuHEoPugDXBhQMT/XmSfCNCdRPy9+3CjcYaRZpVjpb8aZTt1h2/EJUB8hDt9lvym14rLwerZ0XtNTZu7iAztZ6VBTcpq0BVMvO3g74SQpWTkSe1JfjMXXNleAo9NmEKnVTDyMn8yf3cDmZ02WWp7rrdf3yM/t1ySzcO73uB3cvwWHTYve0FKu1IoLnn7zpFhyG4Z6FmwLki9mvd31nfat1PTfrpqbxJowv2QvgNGryb9Hy0HLdm1+9CWJT0IX2ltcN5SLNsm7LNW1WLHTz4s3lvbsdLbX68jIYqvx649pWv41h1LWogqkTLe2mLW8izvMw6gCsbIbQ5xU02LV7Zj319Uas77Wd/+bF9TZssF8ZsOYORFk21bJq0W54KqeF3Q2TobkuXKr7Hq2D0eZBIP4+WP62U8S5Sdfv8JYpq3bRJ8Z4FWm7HpMy51XFz75Y2QzRx/iRpf0MtsY93PYqnHYdFvUzrL6cLidEH6FB37dRbctedJgbdr098tsgzdo21nn7KXpOfmUp3Lqh0129tNRLX6Y/C6OtNQv3yOmZdh2IXf/MrHfv3Uc2DnJ3Yt+WP+I9qafjLtzzv/9N3l3C3+PYVPQAmnd36nQ4hJrifLSec2Jz0S1IlC7dH6GqsAClTXq/gKtpFeY2bcFbFZuxesJA/6mGMrz4TRiMux8Zi5WFW1FZOw0jzVMT3Z/g3boDwPXz8PBI7zzj7mOoe8ZiYefRV1GaX4cts0166uOL5joW6VXjd6O7bRPmTCxGs9gaSvs7hJqSR1CzuQDr1s9Ddm9NBzjzKopGNWGPXpejr6Ik9yjO1b6MwqxvezUMpHcnmiuL0PzS21jZtAw5A+xMY+hCm3M+HizZYXhTJ8rOvCZPdL6vuBog/wv3aTQ8MQVzt+vLoNBnAZpV3wP9w/TakzDqUtQ6XcCZ6rkY2/SejqcLbdULMHn/37Dl9SeQlSjf/1izh1jfWdiEV94qx441EzBAeo9at3A4BNBN1u3pq/Dy4tGRT4Ht/gAVD+Zj9VF9YQcg5BfW6aZHu9F97E0s99sYRjBdgoLqN/CkoW5ISNGn1boOuNHdugZTcstMC9qFPqWYW30Hineuw/T0b0lFQvy+ixUPbkVbu46Dmv/vYudJG/YzXBscwHb6cw+Q/zEpm7FmGAJxXDlHXy7Dsw/fQurYSRi7vAg15W/i4ZH5SDfYk69xYm8TDuMOFE8f4V1j1oVjtS+gxlw3IdvFOSY7FivAMSxzluVc2ow65DnXYlH2gOB9olgly3a7DsBS7zD7cqreAfoI6t4B4TTsF/BZ/XyMK6zXtWcefcLqH8SKpUFOOG2tIWAEN+HEFYA9IumfRaBqLIMoAf8+Vepn3KikDkoJ/j9ukVJ//KuAUqJ3+IdyfP1DSuqgocqE9ceUi1YCLx5TnPcPVfXMnFGm1O4+rpxX/V1Uzh/bqMwckqKkDlmk7P5Khv67sr8sV0kdNEKZWdaoHD8vn19Uzh9vVMpnjDD5t4rU++yr3cpCIf/+9cpxKUbGvX+V8uNgemti/6mc3f+qsnDcUL94Lx5fr0wYlKJkLtitaJQDxikE/lXZvWCkkjroIcV5/B/eGGKY3vPvK+VCT8Gu8l3lrEzz+WNK/YL7PXnw8zrljHwu88bAX0t44IsQ4SQXTx5uUXZrZfAr5dj6nyuZZmZS7yEFSnmTLB8i+q+U402r1DJiYBxYM0WL2yzr4lll/4YFyo/NcVumRZbrFCVzxipll6a/olw8+76yUWU5Ulm4+6+aJjJeg56WsrUgQS+CyhNpsFWXgkahsTLorAXxMUgVLLe97auL548oTlEPB+kZXFTOq3XKn5ly/riyq6xAyTT41yKyuJBx6+XrvEmutjn4dBNpWfX+Wa+tEjalzlO3B41QHq/7RHv+1e5FSmYg++BXxy8q0v+PF9T5OCmivOxX3ti2Slm8IYB9lMkKVT5tp1XR8lXNN319soxD2qT7lYV1x7y2WSgl7N52pbbsWWWjZquksha/Wp4MVX684GXljf2S8T+Vs++v9dh5g90LkceGKALZYGk7/cuckbsv/831OTZlM0YMDWm+1Dch8kfLb7u2KJZ5IHnr21EvL9mW+LX5/jzDsuV+dV4vz0qfWKZXX87XKh+c/ac38q+U43WL1DYtdUihUn9GPg+Rd3rV9dcyTwP0B2SbZLtdV6TeMejLSd38+oUBbIP0b0qLlgab/QPp39hGRshXsLbUS8oTfWE7ba0+0/yvrXWW/iKIS9YpM7MI+mdSi0v1a3j/EtFg7Wgj/vhmc4BpOhFJjDyQ42GsKpuNidnp3i9SCUjMGIdpuQMB1wl88rn3+63ctSbvGTxXdDfStbfgCUhMH41H88bC4WrBrtYvQuuSdB1GC/kHm/DuCf122V9gX+1WtDnGIn/s4BBvd/ohOSsXD0+5EbAbb2jNfD5ill65k58LDsFu1m2+t+6JGch5ejmKr3fAtX0rdhpY+FSJ9ZWqR9GDyE6Xe1IlISN3CnIcgOvwKXyuTvuUevfH1N89g8LRsnwIbZKQPnqqWkZctbvR6vcZ36zxOeypWo/DSMbY3xZjll5WQjJuGJEGO9+6IL9iOiag9OmfYZSmP5CQnIlb0/7VHHHv3tutSzHRaqAnX3JH/v/svQt0VFWa9/2f6l58rvoyeR3lHSO0ECbJZAIEMOoS1IURIwPeEiINA0QIElBbm+sg7SKBhNCtgOQmjK2NJoGSNCi5tPZAxxAiC9RpIYqgEAID4iDxFS+EfNXdrJc639pVdU6dOnWqck5VJakUf9Zi5dQ5ez/7eX77cvZz9s1TF2NSMEXUQ1zEsbPfuafjynVK1PNnvJghJgkT5s1CpvUcGpqOhe9MN8Mc3LrBZcsv74hz13nRpmShqGI5UtGBxspmnNabitwtR88ahgGJKUhQ2ixRXtLwcPYvUfi4ziY+armWOKTNehzTRB3VK+uGbTVZB5R1lX+PxBFDPbMFINq9SZiyZAVyDI9SAbBOxfLncvFwmsx4AOLuyMXy5+4G8AnqD35pbPq2mo1TF5022N12Qreeqrn3cNkMkaFyPqDmSJKevu+FONgfhstlOPPgBqRlpMPqU57kd0ksJs6dgIRuelCWuDswc84UpCLM7ZKTZRjtVcq5aFsXqDaeiEVS1vMoK7wbsDeiqvFMEHXLfMYbe6+LadLuHQhD7ss50Ll/OzYescM6eQUKF6n7hQMQN+Y2JBp6scujmCH2D8wjMxjD6LvWoLiAwYymJdepcPTPAirUKw+Dm/7npZp7eK7xqx4a3vZKLIgfMRiceIsqnrxrjftQQ5vqkdel1d2ZG9iNQzQQ4+fMRaptA3a+exSPyVMMO49hb+05WLOLcJ/PlDKx7uJ9fPHjtzj06kbNlIFwT/kKp73unfxExzFjpO/WupahuGvKrcCRr3DqfBdgpqPkxT7EHzE3IzFJPQFP1tu1fqbGr3i34x0bYBqS3LmxTsW0CT/rpmz4TQiO0x+iXqw1Gz0aw3trqqR/dQw+0dYlg9GCCmZBzOBhSFDHddcp1/q8reon3tduZzrQjv3eEcz+0uEg62adjfvTbvARaEkYh6zRVhxtP4PzXQ6ofGifsPo3rkPC3RlIxUEcLczFUz8sxkPDrPhfI+5VfVDQxBTrI5o+x6UfD+G1Qs2UY3X10ETz/qljq9k6oLQLB1Gc+Uv8sPYhDLPcgOEZ93icaO9Eg/g1ADfFJ8CKgzh96gK6kOzbPnlJNdYGO745i2N2wJqTqdOOqwTK+e9cO9oDZbNXGKrsifhLnXIZ1jywIHb8TCwb/TaKdzTi06lJ7inInt1sfdt/sW7wAPZ+fhE/HqpGsWb6reEqZ5R92Oz19BGsOfchzafh9LQ9xuqWUQNMhvN5r3v0dh5QHVJfTv5oNQQzpt8T/PRx+WMpbsWdI/4x6P6BSTIhBtd514Yo0X90vbTC2D/zn3CvPTHuVInd/z5egjQ5hlhXtakAT5Q0ueaNHq/Eb5um4LWsn/Wa8j2bkN3gyxlwdZiA4t+9i0PzbkN6LDzbjWqcD0fHXqyZuxA2n7nXPWtN99KN29u9LHl0oTuHtHtJvRvCgDPYdQGn1Gs5glLQga70FuyiAAAgAElEQVTzZ3BafHRPjcdN3XztDCqJazmS4rhEIFh5xDzW0GdPr1y0JM3EK7UDsHnlr1FT/iv3ujsRJA4TFq3B8vn3u52UK+ho2YB5uVs0a5i8xAX/w3QduA5Js1/Czp9sQkHBm9i01L0+QWhgzcCzLz+HPPWIb1CaeV7WR7txqo23wZ56GpRKepGCLpuhMRTnTvGfm4DRPJAd2ULVkTFuR8aarXE+HF+jpehp5FVH4AH3Ru01UEDk2R8+fpeBuH0XxEjfpgvnT30Vuopy22hNwNCbzLfxoSsQzRIM9M8iwHzZRTKviiUOt097CGNLmtwv9x/Qeub/4P/iZ5GxC6ABi6w5lTgQjsMMlQ0rxJTBXyJ9/HeoK30bdvUGFU59LmL/pjWwHQeScwqw4M4xuPOhNPcUOrGrijiPKwwV24/tYbPXj3xAbpgGYmT8jRH4lWYIZlTtCnw4oV/b3A/kr2Xt3QUM9NzTARSOFf+ZJGCdjS0frQ58eLRJkT0ePCwvWzFdbiaKd89EsXOXQdVod/linId7k4bOD7D5F8KhGoUZhXNw56i78KA8VU7sDDUlG8WhlN9g6oCYevj4Wvzx8bWAZgRt07zvAd2NM8zkiscBCvyhoofb4J4smz3O0AzvCA4btjzwbFghphQvTx+Lb2q3oMau3qBCcBBTx17FQuFQpcxCwZP3IHXsBKS5ZyCI3d0ee6DI+RGtR6iFzV5/2hmtW/7i9/z90Ps28shniP2vYNrGnsfTT1IIQ/8sAiwN/lNuVxsaNlWqvpZG0LbqAcFaEJt2n2vNzeGjONUV1AIHTQoDMGhCpms9x44D+J92MbULSJ0yznvOtTxc714TkPmI7FBpxHX3U6m4rqlEgYOH0155nrmf+eHytCDcgsTByj6LgdXrlaey3hfR+skZY9vW+9PLciOGpg4E7Mfw6SnN1tT+4ujct9wUj5Fi3VfYyqBOItF2S16/GCL7HsGi6Ka/FlOeRoakYRjsXA8lO9byV1SzWsUiKf0RZGY9geIdmzHDakdby+e44PBMibHmLMHy3GzV2iOzafgJH2odiElCelYWMnPXoKZqNqw4gfc/+ybEtRqdOPXJMdgxBJma2QFeVphqg1VtZ20D9n2t3VNZJVnJ/9DaBZXEwJc9wjBwkhH/tAfywDLoHkzLHgK7yP//OenezTcDdyWop4jL05eGYMaKxZiTNUlxqEwxM/VeF8uB3eu5Q24P1eVcb12xPDXOioTEm1VrIk1Z1wOBVXqH/B6Vpw+H2EcItW3sAUqRLzKM/bMIMNa4U/VDBaYlymcvDEPiyElYpp4zHDHbqhugGjsGU+anAcdLkLu4XHMulThfYA8aqtahrMXEobXuBs6++zWs2bATR/U2qJAbTfunaFGfo+Q8Y2E7tu74xIDyYit3uWPfiO21x91OgpjP3YLq/HnIs53zlhM2ey2Ivf1hPJFihd32PP694kPlXCDnuTirnnOeSWWdPBUPeL10vNUx9EvXRkMxdQLJegNt5QuxVHsulZN/LapXb0ZLtxtVyA1AKzatLEVDu+xYuc4nqlj3qvNcJh0lvG/JL8Tjv0XBi3/wnO8ldKl/BRvWizOUDPwLKycD6ZkMojiPtTtQ1yazMilECX4Dbs+eimS0YlPOcp9ziZxnXNS/gcLS/QY2qpBfoufQYNuDtpA/rsi6nUPNL57Hyx/LZ925zq9ZvXCDa3MT1eJ2fTaiHFWhYPozqFHtGA5cRMvq5SirfUdzzpSQfxCtSljZWRMO+0GvDYScfLZuw06xli+kfybrQGcLCp8uRZ3mLC3n2TL7PvXadtiYWl/j049Pez6OiDqz7SUUlLcCKVMx5XbfNW2KXLNtsNx22utRsOpVNCv13X2mSu3LKNzWBgfk/A9H2VS09VyEnaFHdN9d9VQdDGceuMu6vRGvFZZi5xG9DSrkUY6LaN13RHknymeWbauuM/ZO0G3LA7zXw1nmlHK+FQuXvoZD8rmNzrq1FovFmX56fRqzhUfXRrNCVOFlvUPuy8kOmh1t5Wuxrr5N1a/aj7ryl5ybWKhS9nPpr210nVtluH+AcNcNP+oGeVv/3RWkMISzfxasDuGLF/z0P7UO1gwsql6BR3w2ZFAHiqTr65E2fw0KPhfnVIlzqSqwzEc9MRQ5z+eu/xvyhhVFaG4SC5uf813YrEwTrIct9254r6v8BySnuM+y8p+I+4n7BW4rQXPhwxhTqIpgHYsJ98WheZ/qHsJob8xtyCt7Hl+Ic6pKZqK5RJ0OgJQ8VKx+MPiFnoo4d+Nk2+pt4+jV2F2X672BgRInwIVab3EuVfkS38BiGoVvQdCEEwuY56F4ciOW7d6KZQ9s9So71pQUJKADFzSxfH8OxPhfLMHE2iVotC3BZJtaH1EWhgDHfWP53gnMyft8Fd/YPX7H7TzW2Pag+F/3oNiZoNV9ptJQk8lbEJM2ByWFXzjPCBPnUm1a7CtCTAVZ6ntbc0d+iW5FTVMBHhpZ4H7uPjPJa4cMTVTdn966lf+8CeVe4axInrMWqx5VnX3n7hDUlKvZuCJZ78vA+C+bsF8t4+qfsWnp2+o7qus0PLs6y3WeTsIE5E5+Fct2b0He2C2qMGINUyKSxSYu571vm/tlvg5cfb8Cy3f7SSVlKQqmJhmfLizOjZnXhE0+4tLw7K8fV51p5hNAdbag0TZY3XaWYEGTtsETZXmi+NIVxrKpozeAsDJUkhAHuT6GvNr0bqfUCqf8nZpXUFDuXkftnF66BLOnqnbtVOQauejZOhha+yDrr9qwoqkFsM7Gcp8NiuRpggfRWJ2He6rluK6/rncCDLwTzL7Xw1nm1OV8Hf6taZ23ERiFnP9YHoY+XuD3lelmN5x9m9i78PRvstCwuB41iyehRv1ucbebbd22m+bbRg1o989u6kZfbQImKxvW9zqAsPXPZAX77q/xkSo9HcUi45JXsLN5MzxbCOsFjMB7MSMw57U67Hz5RTybEadSUCz6fhEbXy7FM/KBvaqngS7lHb6ANDyRPUZn96kBGJRVhF1VqzEjRd4LSKS3Hlve24Oy6epdCgOmhJi0J/F67a9VcsT6ic3Y2bwRMwfrLJAMm71im/qZKGmoxoZFGZCtgPMFW4ndbz0fpoN/LYhNX4Zdry/FBCURK5LTR+DmoEqt0DsHv23ehbKShSqZ7sXyJaUosz2N8UZW4FqGIHPDVmwpnIVkOZvEXPqqRhyomKZiIj/U/2sZ9CjWN1SiIGeUEsCasRAba3ehxERZCC8nRZUwXQxE+q+24DWvsvIvuHfUTcY70V6axCI5txyNta9oyp/Y82AhNpS9gqpn79Kpe15CXD9ix2NFw2ve9T/lTqTerFN/dKL73hK6rcOuqvUamaJs1GNHkfbg3+uRtmgzdhZrytHLu9BYOguDvRIYiPHPlqKsrEBV50UAuf2o9Bx0rVc+nW11NXZ/VIFpSn3ySsDcD700/NWB2LvwjO0VbFTXF5GarJPX4c4G1HDGU3OwIjlnNba8p2LgV0wQbbDSdqrTFB+QZqGg7BWsVxzCMJZNrf7hZijkO0chyrBBO7NBm7YI+nU9np3wGJYpDpUI5DrY9rHF24Mf6e2ROhim9kHmIG9YASuS5z+M23XeEf7a8g2m3gnCSTL5XkcYy5wo52VbscXr/SjXrW0oDMvBv+F+r4sOebj6cnptg+hXVZprN/XaRtFmle3CnjLj/QOEvW7IBTocf8P9Xg9j/ywc5oUg4+/EAVkhxGdUEiCBsBNwfz223YKC97ZgTl9/lQq7fRRIAkEQUDbZmNrtqEoQ0q+dKJ0tKBg713t6aaDNDhzn0PDMdCzbDUxYWoI1z7rOJ3R0fIjN+UtR3tTpHnnu5py0a4cwLSUBHQIOdLYU4Z7ct5FQWItduawvOpD6/a2gvvn3e6tpAAlEKgHV1+OwrE2LVDupFwmQQL8g4DjdjKrdHcDoJ7Hc7VAJxS1x4/DMmhWYaLXjaN2HQR5q3S8QUEkSCJGAWFP1e2xY9zbs4VibFqI2jN5zBMKzpqrn9KNkEohaAvJWu0f1LLROQsHiCWFYm6YnnPdIgASuWQKx6Sj+4oxrfaM8auUXhrydttV3N1unY5WCO5OsaDzShA9O/xuSOKrulyQfXCME5BF13Q2B4jChMA/395v9B66RPAujmRypCiNMiiIBMwQsN49Drmo9lSuuvDauHHOSY82IY1gSIAESCDMBeTttP2cPyru5wX0wZ5hTpzgS6HcELDfjrrlil1r1P7E2rQBltXX4be6ICNqWXq0jr8NBgCNV4aBIGSQQDIGYZGSubUDm2mAiMw4JXGMELMmY0/A55lxjZvetufKB7n2rBVMngf5DIBZJWUX4Y1ZR/1GZmoaNAEeqwoaSgkiABEiABEiABEiABEiABK5FAnSqrsVcp80kQAIkQAIkQAIkQAIkQAJhI0CnKmwoKYgESIAESIAEoolADAYnGj0/MZrspi0kQAIkYJ4AnSrzzBiDBEiABEiABK4BAgNwU3wCrLiIY2e/g0NrseM7fHn0IoBbkDg4RvuUv0mABEjgmiJAp+qaym4aSwIkQAIkQAJGCVgQM3gYEqB/FpWj4zj+q90OjM7AXQnXGRXKcCRAAiQQlQToVEVlttIoEiABEiABEgidgCVhAnInxwFHXsWGTR+iwz1c5ej4EJtXrUOjXf8Mq9BTpgQSIAES6F8E/k6SJKl/qUxtSYAESIAESIAEgiIgH/hr9xPbOhtbPlqN9FjPN1fH1/V4NmMJGnXiWDOK8VbZTCTHeML7kczbJEACJBDVBNgKRnX20jgSIAESIAESCI2AZVAWNjXvwsZFGbAqosRB5ZXYRYdKIcILEiCBa5sAR6qu7fyn9SRAAiRAAiRAAiRAAiRAAiES4EhViAAZnQRIgARIgARIgARIgARI4NomQKfq2s5/Wk8CJEACJEACJEACJEACJBAiATpVIQJkdBIgARIgARIgARIgARIggWubAJ2qazv/aT0JkAAJkAAJkAAJkAAJkECIBOhUhQhQG93RXoUp8cMwKr8FndqH/O2fgKMN1ZkjkDh8NVo63Qeh+A/do0+Yhz2Kl8JJgARIgARIgARIIOoI0KmKuiylQSRAAiRAAiRAAiRAAiRAAr1JIDKdqggatdBmBkcxtET4mwRIgARIgARIgARIgASubQKR6VRd23lC60mABEiABEiABEiABEiABPoRATpV/SizqCoJkAAJkAAJkAAJkAAJkEDkEYg4p8o5ve6fJqH4iB2wb0XeqAQkxg9z/c+sQruyh8EVdLT+J6rzMz3Ph89HWX0rOpQwAvhf0V6Vg8T4e1HQ8rUmzgg8lL8drR1XDOSMS84/P1CEowDstrlIk/WKH4EpVW3wShaA1NGKd6vy8ZAcbnI+bK0dPuEAB7ra96OudD5GyWHjM1FQ1YL2Lo3UzhYUDB+GRC8WsvoX0ZJ/LxLjc1Dd/lf5JoBOtLe8hbK8cR5WTvn1aGlXbafh6EDrNpW+si6T81Hd0o4ulcRQuDo6WtGgttWZbwdxSjcbDOrupZv6hzb/61UcxmFBab3B/BflbTsKJo9QMRTl0k8+uVUQtnqVgXhR5t5Ag4anbzgzuqnt5TUJkAAJkAAJkAAJkEBvE/hpbycYnvQ60Va1Aj8v3AO7WqC9CZsWN+GNP5Viz+YsDPJyGa/gvG0ZJjZ9pIpjR5ttJaYd/g4733oGaTFeEdSSzV+ffxNLJjRhv1rB42+iMPs4Lta+jsVp17tlOtDVth1LpxSgWR0Wn6GmcC5qduRhS+VypMcNMK+DM8aPaC2dh2nlrZr4Qv4S1Ixejd11uUgSpnedQN0Lb6JNExLH30Rxbh12LqrCjiV3IMbruRmufmwV+ba0ySXVqhZuQnd1NN3ry2hdNwP3HD+netqB5vIlaG78ykD+d+JE7auoOe6VSYCST0s1MvzYClHmirHMdjcK3tuCOUkD/OS/W7ffvY+NTeuQOSjY/FeZy0sSIAESIAESIAESIIGeISBF4r+rJ6SqR4dLCSmrpH2Xrmo0vCpdPlwhPTg0XkqdVyHtPXnJ8/zySWlvSZ6UOnS8lL/vW/f9v0gnK2dJCUPjpYSUPKl01/vSyctumZePSVXzxkoJXuE94vSurp6slLJE2iv3SaqUlaDy84ShY6X5JTulfYp+l6QTlU9Jqdq4l/8slU4aLjnDl38gXZDNvXxCql/5qFPv1KfqpPPy/Uv7pPyUeCnh0UrppHxPSf1bad/K8VLC0FlS1cm/uO7K4SetkuoVXSRJunpBOvyH30ulq36vI0cRKEnS36QLh9+U8oWOXvkRBFc5X51sGj354C+NkHUXdqj0nLRSqvrDYYXx1QsfSBXO/B8uZVWekGScch76y2M1nasX/ixtc+aTusxJkqTO1xKtrbul2pIXpW0ij+Rwomw2nZQuK8IvSSebKqT5Kf7LmhKUFyRAAiRAAiRAAiRAAn1KIIxDMz3j9PlK/R6Hat9Gm3U2KkqewYSkWE+QmCRMmDcLmdZzaGg6pjknaghm/McLWJw9HknyiFRMCqbkTIQVF3Hs7Hc60/I8os1eWXNewEtLfo50Rb9YJGdPR6YVsB89i2+cs/oc6Dz0Lt44bocz/MJxiJNzJCYZmWvWo2C0Ffbdb+O90+rpfMa1cXxzFsfE4MqAYRieoGJliUPaI9OxuGi6a5TKr8gBiEvLxuzptwL2Fuxt/V4T0ihXBzr3b8fGI3ZYJ69A4aIHPPmAAYgbcxsSNYMxoeuuVnUIZqxYjDmPpCmMLXHj8MyKJ5EKO47WfYjTmpmW6tj+ri1xd2DmnClIhbrMqfJVz9a0SZiyZAVykga483+gq2zen6QaBYxF0v0zMDN7COy1+9Dax2d3+bOf90mABEiABEiABEiABID+N/2v8xj21p5zr7fa6j8P3Y5LrOyk6Ia0IGbwMCToPuuBmzE3IzFJPb/te7Q2tcCOIZiRMRIql8eVuGUo7ppyK3DkK5w63wUkXWdaKUvCOGSNtuLokSI8tuAHFD08DJbrR+D+dHUHXi1WrGF6H1/8+C0OvbpRM91tiDpggGs9rlfwzdnTLlun36OZmqkvyrzu+nIC3bXcFI+RVuBo+xmc73IgKWCBEWvfDmDv5xfx46FqFNs+8xLtyVmjtsr5fw41uXegxkua+sdpfPnNFSDWfP6rpfCaBEiABEiABEiABEigZwj0P6fKKAelk2w0QiSHk0fSBiKgj6hngiUZj79ahZ9sWotCWwWWu5cuiaDWjKUoWzFHGe1zdOzFmrkLYfNZN6Qn2Oy9Lpw/9ZW5SCZ0NydYFVp2dI9047g4vkZL0dPIq/Z2pFSSVJdB2KqK7XsZvFPtK4t3SIAESIAESIAESIAEwk2g/zpV1tnY8tFqpAccWQg3rt6WJ3fOB2Jk/I3mHSq3umKKWs7aBuSs1Y60lGDBebg3WPge+zetge04kJxTgAV3jsGdD8lT5cQOenmYXGjSKfLCFYPBibcAMCfDmO6mXU2PZl0XcKrdDlgTMPQmzfxDJZSYuvgqFgqHKmUWCp68B6ljJyDNvXmI2LHysQeKcFoJb/ZiCGZU7UJx+kCzERmeBEiABEiABEiABEggAgiE0BvtI+1jR+L+7CGA/Rg+PaXaDryP1Akt2RuQlpEOq9d6HJVEx3f48uhFALcgcbB7zz15ZMU9EqcKbeDSgpik8cjMysacta9jS84Q4Ph/4eiFK4A8rdI6Fcufy0Wmau2RAcEGggzATfEJzvVrrZ+c0WzPbiA6AuhuJLpuGAe6Th1Fq/Cpsu9Dml8HXZ6m516XlTVJcah0xUKVrzsO4Gu/a7XkcBcRHBP91HmXBEiABEiABEiABEigdwlEplNluRFDUwcC9kZsrz2u6YDfgNuzpyIZrdiUs9znXCrneT/1b6CwdL9mo4rwgJXX4Nhrd6CuLVSnzoLY2x/GEylW2G3P498rPlTO2HJ0fAzbquec53VZJ0/FAwnu9TS6bMQIVAuq8+chz6beMtyBzpZ1+EXpDp1zkY6g5bBw2Nz/ZGfN/ila1GdpibOr3tmOrTs+kUMG+deC2LT7kGm1o618LdbVt7nz1X1GV/lLzk0sPMJN6O6JFODqCr755BPVuV/i3KnfY93K36INaXgie4zvmjZFmjzKdhGt+44oeQS4zkrbVl3nPLtMCQ5Vvu5eh8Ly9zTp7kFd6TrY2q+48x9oK1+Ipdozs5zsa1G9ejNaVBtVOM9yc54hpj2PzKMBr0iABEiABEiABEiABHqPQIRO/3N/wbdtRXPhwxhT6AYin6mUNgclhV84z6kS51JtWuwLzJpTiaW+t0O/4x4pq7HtQfG/7kGxU6IVqYW12JWbbF5+zG3IK3seX4hzqkpmorlEIyIlDxWrH1Rt7OB2Km0l3mxENOtYTLgvDs371DLsOFD+KzSqbynXViQvWoTHnBtgDMMDcydi4+J62HLvhk0JIy7+AckpYZiaFnsXnv5NFhoW16Nm8STUqPPNmojkJCvazqsTNqq7Oo6/a3Hu0wI0l2ufCwa/Qp5ybpj2ufh9HRImTsXE9QfRWJ2He6q9w1hTUpybnVxQ31bnq266d6PgYQBe4ZY4z81Si3Fei6muy3zu8gYJkAAJkAAJkAAJkECEEIjMkSrxpT99GXa9vhQTlC3VrEhOH4GbnRrHIjm3HI21r2DDogwoQZybLyzEhrJXUPXsXQFGHkKhPxDpv9qC17zS/RfcO+qmINc8WRCTPBMlDdUaW0ZhRmEldr/1vObgXwti0p7E67W/xowU2XIRdjN2Nm/EzMHqdUEWxI5/GlUvb0RBzigvo60ZC7Ghql51mO8ADMoqwq6q1Sq5cZiwaD22vLcHZdPFeqhQ/+ml4bbzowpMk81xJmNGdyN6CVt+7c1BrI/yYuBfjmXQo1jfUOkV38WwEQcqpnmVQZcUka85+G3zLpQVzoLH3bY616xtrFrtdmZV4UoWqsq7szDj2ZJSlNmexni/UxP968wnJEACJEACJEACJEACvUPg78QpWb2TFFMhgb4g4Nlkg5tB9AV/pkkCJEACJEACJEAC0U8gQkeqoh88LSQBEiABEiABEiABEiABEogOAnSqoiMfaQUJkAAJkAAJkAAJkAAJkEAfEaBT1UfgmSwJkAAJkAAJkAAJkAAJkEB0EOCaqujIR1pBAiRAAiRAAiRAAiRAAiTQRwQ4UtVH4JksCZAACZAACZAACZAACZBAdBCgUxUd+UgrSIAESIAESIAESIAESIAE+ogAnao+As9kSYAESIAESIAESIAESIAEooMAnaroyEdaQQIkQAIkQAIkQAIkQAIk0EcE6FT1EXgmSwIkQAIkQAIkQAIkQAIkEB0E6FRFRz7SChIgARIgARIgARIgARIggT4iQKeqj8AzWRIgARIgARIgARIgARIggeggQKcqOvKRVpAACZAACZAACZAACZAACfQRATpVfQSeyZIACZAACZAACZAACZAACUQHATpV0ZGPtIIESIAESIAESIAESIAESKCPCNCp6iPwTJYESIAESIAESIAESIAESCA6CNCpio58pBUkQAIkQAIkQAIkQAIkQAJ9RIBOVR+BZ7IkQAIkQAIkQAIkQAIkQALRQYBOVXTkI60gARIgARIgARIgARIgARLoIwJ0qvoIPJMlARIgARIgARIgARIgARKIDgJ0qqIjH2kFCZAACZAACZAACZAACZBAHxGgU9VH4JksCZAACZAACZAACZAACZBAdBCgUxUd+UgrSIAESIAESIAESIAESIAE+ogAnao+As9kSYAESIAESIAESIAESIAEooMAnaroyEdaQQIkQAIkQAIkQAIkQAIk0EcE6FT1EXgmSwIkQAIkQAIkQAIkQAIkEB0EosOpcrShOnMEEoevRkunIzpyxm2Fo70KU+KHYVR+Czr7sWWOjo9hy89EYvww1/8Q8ypSuUSqXpFZdP6K9qocJMbfi4KWi72sYl+mHZypfV62IqmdjSRdgstOxop6Av2vjTGcJVFT/66go3U7CiaPUPomIfW1IpZLFJdFw4W2dwIadKo60d5Sj2p1p9jZOc5EQVUtGlra0RUWfS+iJf9epXArHXC5I67zN6QKEBadKaRbAl0fo2JuLgptn3UbNCoDdLagYLhwJnNQ3f7XIE10oLNlNUaJOpBZhfaQvx2EW16QZjEaCVxLBMLSFhgE5k6r23ekowOt9aVY4GyjRDs1Ag/lV6GlPZyf8eR3+whMqWpDyM2XQQQMRgL+CTjQ1foq5mWvRM1xu/9gUfskTHUy7G1amPTqo3zr1qlydOxF4eRxmJy7BMU+neLPUFO4DMtyJ2JMXj06+sgIJhvJBBzoPPQu3jgeiwlLt+PAf5/BqbNncOqLIqTHBih+EfvFJ8JYRzinPh9dibDsojok0BsEnDMD1peipru+ouMcGp6ZgmmLK9CshLWjzVaEvMwVqG4z7lhdi3X9WrS5N8pv76TxPQ7Vvo02awYWvfUhTop+ydkz+GxtOmL9KsARH79oNA+u1brxUw0Hr5/CoVozdyFsvebFD0T62vdxaq1aDVGI8zC58BOkFtZiV24yfLrijjZ1BF5HFIHv0drUArt1Imbm3ok4n8yLKGV7RpnYdBR/cQbFIUm3IDa9CJ+dLQpJiidyuOV5JPOKBEjAD4GwtAV+ZEOMPhfhntytUPwjf0Gd96/g6z+UomB3B6wZK/DG2idwe9wAwNGBQ5sK8ETJHhQ/dyfuqstFUsjttt67PaByfEgCPUug8xj21p6DNbsIc+6I8+1X9mzqESA9THUy7G1amPTqI8IBmsqL2L9pjbdDlTILBVWN+NTt0Z861ogthbOQ3EfKM9l+QMDxHb482tvrZfoBF6pIAiRAAn1JwHEG71U2wo67sWxFrsuhEvpY4nD7swUonhwHHGnCB6eDnbLcl8YxbRIITMDxzVkcM/b1IbAgPiUBFQG/TpWj/V2U2855grWmHv8AACAASURBVFqzsPH1VZiTnoQY+W5MEtJz12DHe6WYEfcT+W7f/hXzw995Q7XwMBMF2z5Gh94kbp+wwzAqrxQNrR3G5nx3O/VKZ6hYpLktHw9p14dNzke10bVp8hxW3bU18nxUnfU7odqr5KwDXe37UVc637XGx2mLWF/XgvYuFWih58hJKD5iB+xbkTcqwb1eLvDGBM5h43/Si6e/nkjqaMW7VSqmk/Nh85OHDm3Y+HFYUFqP1o4rinXGLsQC13qU5Y1T1gA6y87BU/CRFKiciDzxWs8g9NnuXr/ozUk7nG6Wk9YurTznc7WuP35tvC5phcNV9v/5gSIcBWC3zUWaUub11lUInv+pWrcp1nVs95Mv2rDDkDh8PsrqW/XruY9u2htaeX7SNl3v1PX/a5P2BVO2fkR7S5Wn7VNvBmOy7ot60qCu306+B3HKp3ALlmLN7VtedSExXrQH9YbX5ajL4iVN2mbaZJ8NcZxlLvAaId82QYR/w3etsEmG2lLm/K2uX16bKoXOEJBHn8U0ptNorZoNq64S7ptdF3Cq3Q6MzsBdCdd5h7T8I4bfmQDgE9Qf/LKb96GRuq6uC56PbJ5834M2r/qvfhdr66d49jKaddd8+Yb13zbovcf85L03HaBH2zcxWKh5p5l8T3m4+tngSqccBlN3vLEE6Hs4R1HFmmC9tj90ez166NQjn76Vaz3xGL13k7rN9Ah1XTmZ3YbJhQcBnENN7h3Ku193vbRPexGgLwoz5VarmOa3bp+iFh+cuqwJqF8n5UC674Bad99azcmnLBlpD+RU9P7q66Uu0+IdYbTPp5dCT97zM/3v/+L/fN7q7Ay5Erci9bmn8MigATq6WBCTlIViryl7OsF65dZJbF/yGJr3qVd3fYaagly0XqzCjiV3eBzCrs9RvTgPxU3qsIC9qQLLmnbiT2U7sClrSOAhYcswPDB3IjYufhvltTMxXjs10fElPqj7BBi9HLPHD3QR6DqBuhfehM+ExeNvoji3DjsXafQMF7dw2OvUxYGutu1YOqVANQdfPBDr6+aiZkcetlQuR7qYRtIb/86/iSUTmrBf/cXp+JsozD6Oi7WvY3Ha9W4t/OndgebyJWj+3fvY2LQOmbplXGtIJ9qqVuDnhXu8ptmIsrO8yRU2YGdGFudczzAdy3ary6DQZyWanWGGyCH74K+JuhSydldw3rYME5s+UvEU6zpWYtrh77DzrWeQFiN//9FnD3sTNi1uwht/KsWezVkYJAfvVjczaXcrzE8AM2no29d92TqHvb+Zg5rf62wGY6ru+6kngu9SvcL9I1pL52FaeavGdtEeLEHN6NXYbWb62OH1mDb2OE6rpLna5AM441WfVQGUSwe6TryL9T5rf91rhGzv4FkvGX5shQhfjGW2u1Hw3hbMSboOMMVQUcjgRZgZGkxV/lJvTY3HTT71ZQBuik+AFQdx+tQFdCE5wDoTgwkGCGa3PY2HbN4BXPn+Hv6YATQ3Hfd6aG8qwYIP/lvTZuvXHf22QWxSsBnTs0s072KdvPdKOZgfZuq/vzJp7j1lSZiA3MmvYpltC+rmjHWVYZXqjtMfov4IkFo4E+Oda5vN1h2VsJAuw2OvSwU/+S/3reZU4PXV9/fSEgQz708/egfzTtNtp8z3KRxf1+PZjCVoVPer/L4DQioA5iMb7vOZFx2WGJLuv8vS4ZLJUsLQePf/yVLp4cu6IXv+5l+kk5WzpIShw6WsyhPSVb0Er56Qqh4d7tQ1dV6JVLvvpOTS9qp0+cQ2aX5KvJSQskrad0mO/YN0uCRbShg6Vppf0iidvCzfvypdPtkolc4bqwmvl6j73qV9Ur6Q/2ildFIW43x0Vbp8uEJ6MJDeiti/SRcOvynlTxruk+7Vk5VS1tB4KXXlPumSHN5vmiLAt9K+leOlhKGzpKqTf3HHCKO9l/8slQo9BbvyD6QLss2XT0j1Kx915cFTddJ5+b6cN178ZUMC/O0mnszFlYc7pX0nZTqXpBOVT0mpWmay3il5UmmTXD5E+pekk00VzjLixTiQau48SdDKunpBOrx1pfSgNm1dW+RyHS+lzquQ9ir6S9LVC3+WtjlZjpfy932raCLb7KWnrmwlSsCLgPKEDYbqUsAkJN00lCgeBk6Wu9731MXLx6QqUQ+HqhnIdcqXmXT5pLS3JE9K9QqvJKRzYTZtUVT81XUhXq/emU9D5mW6bIm2etJKqUpp+2STTdZ9uTz5tI1+2iiZyaRVUr2qDEuiLvzh91Lpqt9r2kVZL++/it1DH5XyK/8oHb7wN1eAqxekj8tFvmraWFlPI+2Kv3optwm6tu6WaktelLY521CTDL1N8/6lp3eYGGoSki7tW+XbDiqBrob4XBGkXMh56NU+KU/luqCuz5LSPrja8TpVvp+X9q1yvU/Eu//BlZWeNv6q/EzdJzDbNsj19VEpv+6Eu78glBXlXJ33igG6F8ZsFv2PPKm02/ZNkiS5TGrfLabfU3L+qhnJJsjlWd1HkJ9p/vqrO3rlWLcNlOX50SeM9rr6Wy7WFX++4O4rij5dnatvNXSs9HTdl0ofMnDeyXpr/+qXYyWUzMXw+9NsuVVS0rmQdfN9P+r3KeTw3nVSUmzQ9o/9vAPk8Jq2ODi+wix9vWR5hvt8OoR645bP96mweGp9JcQ6GxUlizBFmaJoQUzyJMzMHgLYT+PLb9xzVzo/Rd3vWmHNeQEvLXkAScpXcDHqdj+eyJkIq70Fe1u/796S2JG4X8j3mXsu7ywzEbkThwUe8cIAxKVlY/b0WwGj6XavmSdE2OyVd/Kzu9gtHOf56hOTjMw161Ew2gr77rfxXi/Nw3fl4c+RniTv1xOL5OzpyLQC9qNn8Y1zNqKs90DM+I8XsPh+1RRWxCLp/hnOMmKv3YdWryk5HoSeq4vYX12Jo4jDxN8UYKFaliUOY8YmwtAYnTyKac1C8ZonMUHRXyxpSMWdiX/vSbIvrozWpbDoNsSVL9njPXUxJgVTRD3ERRw7+517+pFcp0Q9f8aLGWKSMGHeLGRaz6Gh6ZiJM92Mph2KoUbTCKFsWWdjy4413tOzhcqm6r4Dnfu3Y+MRO6yTV6BwkbptHIC4MbchUVO45dEODBiG4QlyHXSty0l7ZDoWF003tcmBNWcJluc+iDR5pNu5vuffsWy0VaeNNZgnljikzXoc00TbpNRxuU3wY2vaJExZsgI5YpTKFEODOqmChZuhSnS/uXS141mqfB+E8TlTkArAmrMZNWtzPW28RX5md4+iCTNNtg3KWt+/R+KIoZ4ZLM53sSrvw0LQaP2Xy2Q43lMWxKbdh0yrHUfrPsRp1ax8pTxPnooHtNM+tfbq1h1toGB/h9Ned/7DxfqXysYTrplURRXLkYoONFY2e7MIVvXu4hl+f5ost4HS7fwIW9cfBELsU7hGMf20izrvgEAq9cQzY32+nkjZmEw/0/+MRe4foWIwOPEWlaoOdLbuQ4NY5iPWeWimHHgCWt2duYHdOEQDMX7OXKTaNmDnu0fxmDzFULWzzH0+U8rEvN/38cWP3+LQqxs1ZySEe8pXOO117+QnGq6Mkb7TQSxDcdeUW4EjX+HU+S5AdEj64l/MzUhMUk/Ak/V2zYOu8auT2/GODaC3/DK2TsW0CT/rpmz4TQhyw4XRozFc7kD6Dx4hT7R1qSfVsiBm8DCIVR3KP3edcq3P26rc9rlwO9OBduz3ieN1Qydtr+fh+KGTRpjKlkc7s3U/Bt+cPQ27qN/T7zE0hdKSMA5Zo604eqQIjy34AUUPD4Pl+hG4X/mw5dEm6CvLjRiaOtB4u9LVjpamz3Hpx0N4rVAz1VppFq4YtNUsw+7eF74UeoWhb7LRdcd02yC/qw6iOPOX+GHtQxhmuQHDM+7xfNjpUUI69R9hfE8J3WPHYvZzd6Om8B388dMs91R4uTwPQaZeHTdUd8IFJoz2yvlvnY37027wUVCpY+1ncL7LgaTgXw4+so3f0Hl/yno715yH9k6TP85YczLh2+c0quVfcfpgE47CitQ7UzwfzY1G76twPn2+vlIE8ONUXYdBwxIByPOYv8T7n53HwjSd7cz7TvceTln+Ctb9XHJXhQWKf/cuDs27DemxcDtuQ5CpcT56f5t6o5iM29u9RHl0wXwHo3vZPRnCgDMoL+4OSQ0Hus6fca4b0V/PEJJwRu7TF2cI+MNStoJJX677N+L8qa/MCbAk4/FXq/CTTWtRaPOsKRRCrBlLUbZijveIojnp7tByZ+STbj50XUFHywbMy92iWSejl2iXeVv1xCj3ZIbdvy+UKPJFrzCUE5P/ejr16vVr8tOo/au0DdchafZL2PmTTSgoeNOzXlAYbs3Asy8/hzz1LISIAmLgPeXU9zok3J2BVBThjdpP8USaOH/J7chY0zXOh5m609swjNprQC95xlKgD6cGxPR6EKXc+ptc5ulThKab3C4OxMj4G4P+aByaDv07th+n6qf4xxFpSMU77s0q7Di6/rd4Z6L+Qn6no7DJjqfWPoK4fsTDmlOJAwEPejNojLJhhZgy+Eukj/8OdaVvw67eoMIpSt6mHkjOKcCCO8fgzofS3F8DxI4n4jwuk50agyqKYGGz12+akV4hh2BG1S4Up7s3DfFrR4AH8heR9gBhun10jXZouuViMICY6vbR6sCHRxsUFVHBwlK29C0yVvf/6h7VN9cGWeLuQM7aBuSsFbupHcDezy/ix0PVKLaVYMF5aDYa0dcv8F2D7UrnB9j8C+FQjcKMwjm4c9RdeDDNff6M2KFqSjaKQ6i3xhgGtsTf055n6Juy5aZ4jLQCR3VHduWRPCtSE29WTY/zlRNRd8y0DWJq2+Nr8cfH1wKaEZpN874HvDY16U0rw/CecqurbFghpr0+Nx7jvxG7Ol9UbVDhDtjDdScwvfDZ6zcd+YOVNQFDb9LMYfYbqRcfmCm3umqFq08hf8Ay9w7QVekavenP7YWrMqpcJHs9ls1b473tt2iIqvLxyNg82Dqu9hOE8lxjwH74KE6ptwAP2oIBGDQh07WeY8cB/E+7e2edKeOQoCYsD/Vap2L5c7nIfER2qEwmrHS+XEPZgWOH094bkJaRDiv8rFuRpy/hFiQOVjbeD6xerzyV9b6I1k/OoCuUNOWpSPZj+PRUZ9CS5A5N+Mpg0Kr0n4jy+sUQ2QdtsKl6F0QqYSpbnpTN1n15x7dg64lYvzAemVnZmLP2dWzJGQIc/y8cvaC7D7tHze6uus7g08MXAZ+v6+qI8rQm8fFIrMvKxsOyQ6UOplzLbcI5NOw4gK/Va06UMOLCLEOvyEH86CGGeprI5dlnPTAAx//BF/8lxrBuRdbdQyP/i3WobYM4HiYrC5m5a1Dj3Ir+BN7/7JtutpLXgxrKPblMBlv/dNK2/Az3TRdrxBuxs7kd7c6pXdo8NVt3dNJx3vJ0yJ3T//0FU+6H0V4l//XXwstT45A0DIOVNfSKIn13oegdWn9CGBCePkWo74C+QxkpKau7/N46WYbgkYIVmKjMQRezAcW23xMxRj5vZuRE5GnnrHtLicxfsWMwZX4acLwEuYvLNedSifMC9qChah3KWjznaXRriLty2He/hjUbduKoVWeDCvklZv8ULepzlJznGWzH1h2fdJuMM4DS+WrE9trjbidBfCVuQXX+POSpzxcTEcJmrwWxtz+MJ1KssNuex79XfKicC+Q842LVc84zqaxGFsB2Z6mujd1F8vdc1htoK1+IpdpzqZz8a1G9ejNaut2oQn4RtGLTylI0tMuOlet8jIp1r6qOIvCnj8gT9wYnx3+Lghf/4Dnfy3nGxCvYIBacGvkXVk5GEjQXRmnoa3egrk1mZU6GJ/QNuD17KpLRik05y33OpXKe7VL/BgpL95vYqMIjvdsrXdYB6l23ArUBwlS21GJN1X3ZgbCjrXwt1tW3qdqW/agrf8m5iYVHvDjvZR1+UbrD50wnR8cRtAhHyOy/jqM4pNQpcX7Nx7C9uBabjgPJ8x/G7X7XQni+1NoPH/Q638xZLrZuw05xXp7yT24TxMY661BY/p6nDjrPjNmDutJ1sLX/NYztp5K46qIHGKqkB7x0z7AQ26ZvXFeFQ/JZfY4OHNpUjAJx1IPeGVZ+hIa3rvtJxO9tk21DZwsKny5FXf1+Vb4LZ7IDrfs+VR3t4DdB54Pw2iyXyXC8p2S95TrdgcZXX8TGHZ/A9/1stu7IsrV/5Q75OTTY9qBN/mDt/Pi+CjNyt2q4htNeOf/PoeYXz+Plj+WzRkV/bjtWL9zg2lxq7gTvD91aE7r97cfGbuP5CyDrHYZ3mr8+heBfa7RPIZcX7TvAdZZYg887wJ9dKicvLO9+/+lE2hM/0/9caloGPYr1DcCNC1dqNlPwNcMad33ggwZ9o/ThneuRNn8NCj4X51SJc6kqsMxHGzEkPc/nrv8b8oYVRWhuEl9Ln/NdLKhME6yHLfdueO+R8Q9ITjE6Lc1dEW0laC58GGMKVVpZx2LCfXFo3qe6hzDaG3Mb8sqexxfinKqSmWguUacDICUPFasfNLTIXRNT89PdwbRt9bbRfe6N1wYGmpi6P9V6i3Opypf4BhND8L4FQRPOgtjx81A8uRHLdm/Fsge2epUda0oKEtCBC5pYvj8HYvwvlmBi7RI02pZgsk2tjygL4iu/byzfO4E5Jfn/bOIrqifuuBv6GtseFP/rHhQ707AitbAWu3KHmkzRgpi0OSgp/MJ5Rpg4l2rTYl8RYprWUt/bYbhjtt6ZTTJcZUudrsm6H3sXnv5NFhoW16Nm8STUqPlaE5GcZEXbebV8Ow6U/wqN6lvKtRXJixbhMRMb1jjPH2rSNiqiXVmK4vm3BZyGpkx12r0FeWO3KFo4L9y6Q627V5uwAM3l3lGAu1HwsLhnkqFWTLe/w8VQOGhFuEfbeVVtyOQ9hXEABj26BMV/+gjLdq/DvzWt89bUOgkF67ON794Y1rrurUr3v8y3DVffr8Dy3X4kpyxFwdSk7kfowm2zV5kM5T2lskvZsKIFzWITmhW+m9CYrjsq8Z5L2Ul6G5uaCvDQyALPI8RhfMZYfNWkOUcvbPZ653/5z5vgXZ2tSJ6zFqse7ebsUZXG+pey07EVNV42us+0M90x8dY7tHdamPoUpt8B+qTkD8f67/7o3Z+hmy6XazvK4j/uxc6XN6IgZ5SGnpi7vhFltR/i03CsTdJI79GfMSMw57U67Hz5RTyboZrmiDhMWPQiNr5cimfkA3sNKiLvMAOk4YnsMb6742EABmUVYVfVasxIkYcARXrrseW9PSibrt6lMFCioiI+iddrf62SI/JiM3Y2b8TMwTpzhsNmr9imfiZKGqqxYVGGypEW6Vdi91vPh+ngXwti05dh1+tLMUFGBSuS00fg5m5KrT45oXcOftu8C2UlC1Uy3QuTS0pRZnvafRCivgTlrmUIMjdsxZbCWUiWb6bMQkFVIw5UTFMxkR/q/3V9tKj0qlfWjIXYWLsLJSbKQng56esa/N2BSP/VFrzmVVb+BfeOuqn7DotuorFIzi1Ho/jy5iVTrC9fiA1lr6Dq2bt06p6uMJM3g6h3JlNAmMqWV7Km6r5eG+Wu2x9VYJpSF0UKwgl8GlU67wZnXlTVex+47qWU/g9nPHW9cq6PEu2K+gBo/bi67MSmAyXV2O2ju0t/pU3wStPqXPO6sWq1xyE0xdCPfrq3w89QNxl/N0V521yHnWXqNlHYvxpbGtZhTrJqm3x/MpT74a7rimCDFybahti78IztFWz0ynf5XVBtrLw5tQq3zWF8TynU5A0rxMeJqZhyu+/ueObrjiLc+yLmDiysrEKh0ld01aWy2l0ozfln77DOX+G0V+T/OuyqWu/dp3O+m+uxoyhMB//GjseKhtc0adyJ1Jt1+l06FvveMlFufSN73fHtU7jrsqn+pd47QPRTS7GzaaPmHeCVvOZHuOuGRnyE/vw7cRhWhOpGtUjgGiVwES35jyHPdgsK3tuCOSa+9F+jwGh2PyfgaK/CYw8U4XS4Ng/q5zyoPgmQAAlEHIHOFhSMnYuapNXYXZdrfBQ74gzpOYWC+ubfc+pQMglc4wTEnP5tZdhgO6cz9/0aZ0PzSYAESIAESIAEep2Ac33r+lLU2OMwMeS1ab2ufq8lGHBNVa9pwYRI4BokIH+dP6pnu1jPsHhCGNam6QnnPRIgARIgARIgARLQEpCP99HfLMuaUYxFGT8Lcvq+Nq3o+82RqujLU1rUTwhYbh6HXGXuuay0vDau3OR6Bjk+/5IACZAACZAACZBAMAQG4Oa7p6rW67tliLVpL+9C42s5SI6kbemDMbEH43BNVQ/CpWgSIAESIAESIAESIAESIIHoJ8CRqujPY1pIAiRAAiRAAiRAAiRAAiTQgwToVPUgXIomARIgARIgARIgARIgARKIfgJ0qqI/j2khCZAACZAACZAACZAACZBADxKgU9WDcCmaBEiABEiABEiABEiABEgg+gnQqYr+PKaFJEACJEACJEACJEACJEACPUigXzpV4nyfKfHDMCq/BZ09CMe8aLG/fw4S4+9FQctF89Gv5RiONlRnjkDi8NVo6XT0KYnILV99ioWJkwAJkAAJkAAJkAAJ+CHQL50qP7bwNgmQAAmQAAmQAAmQAAmQAAn0OoHIdKoiaNRCmyMcxdAS4W8SIAESIAESIAESIAESuLYJRKZTdW3nCa0nARIgARIgARIgARIgARLoRwToVPWjzKKqJEACJEACJEACJEACJEACkUcg4pwq5/S6f5qE4iN2wL4VeaMSkBg/zPU/swrtmj0MpI5WvFuVj4fkMJPzYWvtgCaYk7xDGzZ+HBaU1qO144qBnHFtQvHPDxThKAC7bS7S5DTjR2BKVZsmzSvoaP1PVOdnuvUfgYfyt/tJy4Gu9v2oK52PUYrMTBRUtaC9S2NJZwsKhg9Dog4L4CJa8u9FYnwOqtv/qrKpE+0tb6Esb5yHZbyQX4+WdtVWH44OtG5TsZR1mZyP6pZ2dKkkAupNOb42YSsg8qFBbevw+SirP4hTutlgUHcv3dQ/tHrWqziYyX+Rn9tRMHmEiqEol37yya2Cb5kT5eANNGh4+oYzo5vaXl6TAAmQAAmQAAmQAAn0NoGf9naCYU3v/JtYMqEJ++0qqcffRGH2cVysfR2L0653P3Cgq207lk4pQLM6LDrQXL4Ezb97Hxub1iFz0ACVoFAur+C8bRkmNn0ET3J2tNlWYtrh77DzrWeQFiP7s/50+ww1hXNRsyMPWyqXIz0uWN1+RGvpPEwrb9UYJOQvQc3o1dhdl4skoU7XCdS98CbaNCFx/E0U59Zh56Iq7FhyB2K8nofBVnsTNi1tckm1qoWb0F0dTff6MlrXzcA9x8+pnrrzv/ErTZ6ogiiXnThR+ypqjnty1PVIzqelGhn+8lWUg2Iss92Ngve2YE7SgF4um4pBvCABEiABEiABEiABEggXASkS/109IVU9OlxKSFkl7bt01UfDqycrpayh8VLC0LHS/JKd0r6Tl9xhLkknKp+SUofGS6kr90nyXenyn6XSSUJenlTadFK6rEi8JJ1sqpDmp2jCK899L+S0veQrwf4inaycJSUI3URau96XTl5263/5mFQ1b6yUMHS8lL/vWyWGopuwpfwD6YJs7uUTUv3KR52yUp+qk87L9y/tk/JT4qWERyulk/I9Rdq30r6V46WEobOkqpN/cd2Vw09aJdUrnCRJunpBOvyH30ulq36vI0cRKEnS36QLh9+U8p381PkRhK1yvjrzrdHDxl8aIesu7FDpOWmlVPWHwwrjqxc+kCqceTJcyqo8Ick4A+exmo3A+GdpmzOfAuRridbW3VJtyYvSNpFHYSyb3prxFwmQAAmQAAmQAAmQQG8RkIdLwuWj9aoca84LeGnJz5GeFOtONxbJ2dORaQXsR8/iG+fMOQc6D72LN44PxIz/eAGL709SjbTEIun+GZiZPQT22n1oDdv5SENcaWWPR5I8IhWTgik5E2HFRRw7+517qqCsmx1OWxaOQ5ycIzHJyFyzHgWjrbDvfhvvnVZP5zOO2fHNWRwTgysDhmF4gswJgCUOaY9Mx+Ki6a5RKr8iByAuLRuzp98K2Fuwt/V7TUgTtu7fjo1H7LBOXoHCRQ942GAA4sbchkTNYFzouqtVHYIZKxZjziNpCmNL3Dg8s+JJpMKOo3Uf4rRmpqU6tr9rS9wdmDlnClJxDg1Nx9znpqnyVc/WtEmYsmQFcpIG9EHZ9GcJ75MACZAACZAACZAACQRLoH9P/9OzOuZmJCap55B9j9amFthxDjW5d6BGL47z3ml8+c0VIPY6vyFCe2BBzOBhSPASIus2BDMyRkLl8rhCWYbirim3Ake+wqnzXUCSed0sCeOQNdqKo0eK8NiCH1D08DBYrh+B+9PVzqVaKbGG6X188eO3OPTqRs10tyHqgAGu9Wy9gm/OnoYdQzBj+j0YJDuPgaSY1j2AMD+PLDfFY6QVONp+Bue7HEiKDaSYWPt2AHs/v4gfD1Wj2PaZl1RPqTNqq5z/fV02vczgDxIgARIgARIgARIgAZMEos+pMgnAEzx4x8Ujo6eu5NGtgQjU5ddN3ZKMx1+twk82rUWhrQLL3UuXRFhrxlKUrZiDCe6RPkfHXqyZuxA2n3VDupJN3uzC+VNfmYtjQndzglWhZSf8SDdOteNrtBQ9jbxqb0dKJUl1GYStqti+l5FcNn215R0SIAESIAESIAESuNYIXENO1RDMqNqF4vSB/SiP5c75QIyMv9G8Q+W2VExRy1nbgJy12pGWEiw4D/cGC99j/6Y1sB0HknMKsODOMbjzIXmqnNhBLw+TC006RV6kYzA48RYA5mQY0920q+nRrOsCTrXbAWsCht6kmX+ohHKgc/+rWCgcqpRZKHjyHqSOnYA09+YhYsfKxx4owmklvNmL/lg2zdrI8CRAAiRATlDI8gAAIABJREFUAiRAAiQQvQRC6I32Fyg3IC0j3bmWqfWTM5ptwfvaBlk39XoclU6O7/Dl0YsAbkHiYPeee/LIinu6miq0gUsLYpLGIzMrG3PWvo4tOUOA4/+FoxeuAJ3HsLf2HGCdiuXP5SJTtfbIgGADQQbgpviEEPIhgO4GUtcP4kDXqaNoFT5V9n1I8zv1T56m516XlTVJcaj05arydccBfO13rZYc7iIir2zqW8a7JEACJEACJEACJEACvgQi06my3IihqQMBeyO21x4P0RGyIPb2h/FECtBWvhBLtedSibOZ3qlF9erNaDGwUYW8BsdeuwN1baoznnzZGrgj62aF3fY8/r3iQ3S4O+COjo9hW/Wc87wu6+SpeCDBvZ5Kl40YgWpBdf485NnUW4Y70NmyDr8o3aFzLtIRtBwWDpv7n+ys2T9Fi/qcLyef7di64xM5ZJB/LYhNuw+ZVjvaytdiXX2bO1/dZ3SVv+TcxMIj3ITunkgBrq7gm08+UZ37Jc6d+j3Wrfwt2pCGJ7LH+K5pU6TJo2wX0brviJJHgOsssm3Vdc6zy5TgUOXr7nUoLH9Pk+4e1JWug639ShBlUz53y99ZZR4teEUCJEACJEACJEACJNA7BCJ0+p/7C75tK5oLH8aYQjcM95lK3ps9GAAVcxvyyp7HF+KcKnEuVfkS30jW2diyzPe2z53Ykbg/ewhqbHtQ/K97UOwMYEVqYS125Q71Cd7tDbVuJTPRXKKJkZKHitUPqjZ2uAG3Z09Fsq3Em42IZh2LCffFoXmfWoYdB8p/hUb1LeXaiuRFi/CYcwOMYXhg7kRsXFwPW+7dsClhxMU/IDklDNMmY+/C07/JQsPietQsnoSaxapErIlITrKi7bzqHozqro7j71qcSbUAzeXa54LBr5CnnGmmfS5+X4eEiVMxcf1BNFbn4Z5q7zDWlBTnBiQX1LfV+aqb7t0oeBiAV7gQy6Y6fV6TAAmQAAmQAAmQAAn0GoHIHKkSX/rTl2HX60sxQdlSzYrk9BG4OSiNLYhJzsFvm3ehrGShSqZztwY8W1KKMtvTGO93+pc6PwYi/Vdb8NqiDCiq4V9w76ibglzzJHSbiZKGamzwkjkKMworsfut5zUH/1oQk/YkXq/9NWakyBqIsJuxs3kjZg5WrwuyIHb806h6eSMKckapjYA1YyE2VNWrDvMdgEFZRdhVtVolNw4TFq3Hlvf2oGy6WA8V6j+9NNx2flSBabI5zmTM6G5EL2HLr705iPVRXgz8y7EMehTrGyq94rsYNuJAxTRVWZBlqMpc4Swky7dhda5Z21i12u3MqsKFXDaVRHhBAiRAAiRAAiRAAiTQiwT+ThyI1YvpMSkS6GUCnk02+t9GJb2MismRAAmQAAmQAAmQAAkERSCocZ+gUmIkEiABEiABEiABEiABEiABEohCAnSqojBTaRIJkAAJkAAJkAAJkAAJkEDvEaBT1XusmRIJkAAJkAAJkAAJkAAJkEAUEuCaqijMVJpEAiRAAiRAAiRAAiRAAiTQewQ4UtV7rJkSCZAACZAACZAACZAACZBAFBKgUxWFmUqTSIAESIAESIAESIAESIAEeo8AnareY82USIAESIAESIAESIAESIAEopAAnaoozFSaRAIkQAIkQAIkQAIkQAIk0HsE6FT1HmumRAIkQAIkQAIkQAIkQAIkEIUE6FRFYabSJBIgARIgARIgARIgARIggd4jQKeq91gzJRIgARIgARIgARIgARIggSgkQKcqCjOVJpEACZAACZAACZAACZAACfQeATpVvceaKZEACZAACZAACZAACZAACUQhATpVUZipNIkESIAESIAESIAESIAESKD3CNCp6j3WTIkESIAESIAESIAESIAESCAKCdCpisJMpUkkQAIkQAIkQAIkQAIkQAK9R4BOVe+xZkokQAIkQAIkQAIkQAIkQAJRSIBOVRRmKk0iARIgARIgARIgARIgARLoPQJ0qnqPNVMiARIgARIgARIgARIgARKIQgJ0qqIwU2kSCZAACZAACZAACZAACZBA7xGgU9V7rJkSCZAACZAACZAACZAACZBAFBKgUxWFmUqTSIAESIAESIAESIAESIAEeo8AnareY82USIAESIAESIAESIAESIAEopAAnaoozFSaRAIkQAIkQAIkQAIkQAIk0HsE6FT1HmumRAIkQAIkQAIkQAIkQAIkEIUE6FRFYabSJBIgARIgARIgARIgARIggd4jQKeq91gzJRIgARIgARIgARIgARIggSgkQKcqCjOVJpEACZAACZAACZAACZAACfQeATpVvceaKZEACZAACZAACZAACZAACUQhATpVUZipNIkESIAESIAEopZAZwsKhg/DqPwWdEatkTSMBEigvxH4aX9TmPqSAAmQAAmQAAlcmwQcHR9j+6ZS1NgB67WJgFaTAAlEKAE6VRGaMVSLBEiABEiABEhAEHCgs6UI9+RuhZ1ASIAESCBCCXD6X4RmDNUiARIgARIgARIgARIgARLoHwToVPWPfKKWJEACJEACJHCNErAgNr0In509g1NnT6O1ajan/l2jJYFmk0AkE6BTFcm5Q91IgARIgARIgARIgARIgAQingCdqojPIipIAiRAAiRAAiRAAiRAAiQQyQToVEVy7lA3EiABEiABEiABEiABEiCBiCdApyris4gKkgAJkAAJkAAJkAAJkAAJRDIBOlWRnDvUjQRIgARIgARIgARIgARIIOIJ0KmK+CyigiRAAiRAAiRAAiRAAiRAApFMgE5VJOcOdSMBEiABEiABEiABEiABEoh4AnSqIj6LqCAJkAAJkAAJkAAJkAAJkEAkE4gOp8rRhurMEUgcvhotnY5I5m1aN0d7FabED8Oo/BZ0mo4dOREcHR/Dlp+JxPhhrv8h5lWkcolUvSKnJKg1+Svaq3KQGH8vClouqh/wOhCBKG7vApkd+rMIKm/MQ5PZ6UBny2qMcr4/EpCWuxV2AHbbXKS53ym9+o6M4vyLlncY+xwmqxiDh4VAAKfqf9CQl+bpBMudYeVvJgqqatHQ0o6usKgihFxES/69AdJ0d8gVHfq/sxE2dJEsqOtjVMzNRaHts0jWsud062xBwXBRdnNQ3f7XINNRdSoyq9Ae8reDcMsL0ixGIwES6EcE5Hf0CEypakPIzVA/spyq9iMC7HOwz9FHxTWAU9WdRp+hpnAZluVOxJjJq9HQ3p/HUbqzlc+DJ+BA56F38cbxWExYuh0H/vsMTp09g1NfFCE9NkDxi+IvgcGz1IkZ0ZwiaGTABx1180HCGyQQsQQsiE0vwmfi3eHn/2dr0xEbNv0juX0Im5FRKoh9jh7N2Ijuc/So5YaE/9RQqO4CHd+KZZmdQNM6ZA4a0F3oAM8HIn3t+zi1Vh1ENG55mFz4CVILa7ErNxk+XXFHmzoCryOKwPdobWqB3ToRM3PvRJxP5kWUsj2jTGw6ir84g+KQpMudiqKQpHgih1ueRzKvSIAEopWA3js6Wm2lXf2TAPscYJ+jz4qu8S5uRikOKF+I2nCgthTPZsR5FLfXo6D4P/E15wN4mPAKcHyHL49yvQyLAgmQAAmQAAmQQA8TYJ+jhwFTfCACxp0qLykDEJeWhcWv7cKWOaOUJ/bdpXhlfx93oB0daH3nDRRMHuFem5WJgm0fo0PP2fMJOwyj8krR0NphbK54t8OgOlMIRJrb8vGQal2Yc/OGyfmoNro+TV6jo7u2Rp7zrrN+J1R7lZx2oKt9P+pK57sXDov1QmKNXQvau1SghZ4jJ6H4iB2wb0XeqAR3ngTemMC5UPaf9OINQ6KOzVJHK96tUjGdnA+bnzx0aMPGj8OC0nq0dlxRrDN2cQUdrfUoyxunrAF0lp2Dp+AjKVA5EXlSX4oFzjVXgqPQZzuqnZt6eHPSLiA2y0lrl1ae87la1x+/Nl6XfISLzWNuw+TCgwDOoSb3DoWT/toywfM/3XYLDiPwUP52P/miDTsMicPno6y+Vb+eh6Cb4fLSV9x86nSA9q6rHS216rImGFehxWfqdoA2BPJaPJ01NT7yhyFRtGv1+1Xtgsi77ar2WeS1n/ZD5FuwXHXrVS0+OHVZWxpEIjrtmWDzhuE1w+q6dKmjFQ2qttHMO8Vncb2Tjb98cpviUwb0uIuwIdYbZ3I67zTn/dAZuq3p+z/OMmei7fLhH6AO+oRln8NYhuuVL/Y52OcwVnp6M1Ro0/8sgzA+ZwpSqz/DUafW57D7k3NYnT4QoQkOFsFJbF/yGJr3dagEfIaagly0XqzCjiV3IEZ+0vU5qhfnobhJHRawN1VgWdNO/KlsBzZlDfGdaijHF38tw/DA3InYuPhtlNfOxHjt1ETHl/ig7hNg9HLMHj/QFbPrBOpeeBM+ExaPv4ni3DrsXKTRU51eKNfhsNeZvgNdbduxdEoBmsX2S8o/scZuLmp25GFL5XKkx4UyDVQR2v3F+TexZEIT9qt1Of4mCrOP42Lt61icdr1bhj+9O9BcvgTNv3sfGw1PX+1EW9UK/Lxwj3MHKllJUXaWN7l+WeWbgf46zqHhmelYtltdBoU+K9HsjDckUOwefmaiLoWsyRWcty3DxKaPVDztaLOtxLTD32HnW88gLUb+/qPPHvYmbFrchDf+VIo9m7MwSA4etG7Blpfe5GYiLd36LxgXIc9Wh5yqV7AqfVDg9i4Qy66PUfbzXGw6rq6IAES7trhONXW7EydqX0WNNhzk9mOpJr/lREO11V+9cqCrdTOmZ5do2mTBphjLbHej4L0tmJN0naxI4L+H12Pa2OM4rQrleqccwBmv9kgVQLl0oOvEu1jvs6GPnE/v4FmtDN181eeu12aFp96EmaHCoz9chFou2efovqn21xbLbQb7HKKmsM8RIe2F5PffV1L9vFulhKHxrv/z6qQLemGvnpCqHh3efTi9uIbu/UU6WTlLShg6XMqqPCFd1Yuj0iF1XolUu++kdNkZ7qp0+cQ2aX5KvJSQskrad0mO/YN0uCRbShg6Vppf0iidvCzfvypdPtkolc4bqwmvl6j73qV9Ur6Q/2ildFIWI6d9uEJ6MJDeiti/SRcOvynlTxruk+7Vk5VS1tB4KXXlPumSHN5vmiLAt9K+leOlhKGzpKqTf3HHCKO9l/8slQo9BbvyD6QLss2XT0j1Kx91loPUp+qk8/J9OW+8+MuGBPjbTTyZiysPd0r7Tsp0LkknKp+SUrXMZL1T8qTSJrl8iPQvSSebKpxlxItxINXceZKglXX1gnR460rpQW3aurbI5TpeSp1XIe1V9Jekqxf+LG1zshwv5e/7VtFEttlLT13ZSpSAFwHlCRsM1aVAScg2etvhiSE/F/UzTyrd9b6nLl4+JlWJejhUHfeqdNlZp3yZSZdPSntL8qRUr/CelHyv5LTV8lWhzJYXOR96g5vptOT6L7i9In184W9uQy9JJ+tWOctrQspiqf68fF+vDZHZXJUu7VslpXq1a557D66s8+ShJMryYemdXRXS6q1+2m63WH9lXjJtq5yvvmVEPw3Z1kel/LoT7veGUEq0ybul2pIXpW1KOyoz8P0r16WEoY9K+ZV/lA7LjK9ekD4uF+VS846Q7TLSLvprVyR1vmrbEDX3nq434WHoS7Uv78jlyE/7IOef4fou5xX7HKb7WHJbzD6H6z2p7r/4axvk8unVvshl2mjbKElyu9Z/+hx92Wa40u7+I0F3zp/l/8X1//v/6S5U7zy3zkZFySJMSU9yj0hZEJM8CTOzhwD20/jyG/fErM5PUfe7VlhzXsBLSx5AkvIV3IKYpPvxRM5EWO0t2Nv6ffd6x47E/UL+kSZ8cFq9Xfb3OFT7NtqsE5E7cVg3X4DFdMpszJ5+K2A03e4184QIm73yrjp2F7uF4zwbT8QkI3PNehSMtsK++22858XCo0q4r1x5+HOkJ8n7PsUiOXs6Mq2A/ehZfOOcjSjrPRAz/uMFLL5fLh9Cm1gk3T/DWUbstfvQ2u05Zxexv7oSRxGHib8pwEK1LEscxoxNhKExOnkU05qF4jVPYoKiP2CJS8WdiX8fblTm5BmtS+ak+gk9xJUv2eM9dTEmBVNEPcRFHDv7nXs6rlynRD1/xosZYpIwYd4sZFrPoaHpWIhnuoVQXnqTm9G03PUfzvALcLsyihyLpKznUVZ4N2BvRFXjGWPTnn1y8Qq+OXvaOco4IDEFCUp7KspyGh7O/iUKH9fZYEglxxJ3B2bOmYJU+Mk/w7Z+hK3rDwJG65Wy/uLvkThiqGcmA0SbPAlTlqxAjtFRKvG1OGcJluc+iDSZsSUOtz/771g22qrzjlABCHRpiUParMcxTbSt6jZKyVe9NkTNvYfrTYgMlbMLtVPie/B3INymnhkul+xzuLia7WPJbTH7HOxz+CysMFVVeytw6LP0HP8ffvz2b72lbxDpxGBw4i2qeA50tu5Dg1jmIw4OtKkeeV1a3Z25gd04RAMxfs5cpNo2YOe7R/GYPMWw8xj21p6DNbsI9/nsiNiJ9pb38cWP3+LQqxs1U2HCPeUrnPa6d9XBEMzIGOm7fa1lKO6acitw5CucOt8FmOiMeKEP9UfMzUhMUg+Gy3q71vbU+JXvdrxjA0z1kTsQ1qmYNuFn3ZQNvwnBcfpD1Iu1ZqNHY7jcAfMfPEKeaOtST6plQczgYUhQJ+GuU671eVvVT7yv3c50oB37vSNof4WxvDhF9yY3bVqe+m/NuQ9pPlCuQ8LdGUjFQZw+dQFdSPat11o8Pr89Mo4W5uKpHxbjoWFW/K8R96o+dqgjifURB7D384v48VA1ijXT3dQ1Vx3L91prK+D45iyO2YVzk6nT7vpKgNJmHURx5i/xw9qHMMxyA4Zn3ONx8HWimbpluRFDUwcabxfF2rSmz3Hpx0N4rVAzVVwFx7CtPV1veoOhKeB9HVhbLj11kH0Odd4Y6WPJbTH7HGCfQ114IvY6ZKdK6Rw6TbQi9Z4U/GPEmmtGMbvhToYlYRyyRgPFv3sXh+bdhvRYuB23IcjUOB+Ojr1YM3chbD5rCszo1hNhjdvbfery6EJ3Dmn3kno3hAFnsOsCTrVr1o2YVtKBrvNnnOsurKnxuCn08WLTGkR1hPYzON/lQJKPAxFuqw2Ul3An2YPy5JHdYLBZkmbildoB2Lzy16gp/5V7TaBQNg4TFq3B8vn3u5wUx9doKXoaedU9cRC4p14Zx3Qdkma/hJ0/2YSCgjexaal7UaQQYM3Asy8/hzz1aLRxwaqQcif7k24+1F1BR8sGzMvdolnfpRKlXAZjqxJZ/yLoehMaQ3HuFP8JAsbfwexzaEsM+xxaIt6/Pe0F+xzeZML9KzSnyvE19tvq3JtUCNVuRdbdQ4P+eh9u47qTZ82pxIFwHBiobFghpgz+Eunjv0Nd6duwqzeocCpzEfs3rYHtOJCcU4AFd47BnQ+luafQyedxfdWd2kE/D5u9fjXowvlTQv+BGBl/YwSWgyGYUbULxenuTUP82hHggTwK1h4gTLePPKMw6gXt3UZjABeB/7+9+wGOqj7wAP5122GcN7kdS50x4IlwSZqJCNIoI6JDY4wMVLyElMqhEbYStBYaklDgvLJkJbQKSLKJQQpGSMIqJ5pNcrUXLqQhMKLOiQvIP9OEgnpguOM8m8nsdJjpcvPb7Hv57ds/2d1sstn1ywyT996+37/P+7Pvt+/3R1mK2o/Kgk8eHRWrKJwvUcnHSEYSrS9b0VzuSZS3Poly6N7EVxXjMsQAPPfCdXQXikSFKuMpmJ97CNNmZWtN5cQIej959EWvQR7CK3mE15VoXvf0Zvzh6c2A7i1RzfKvAf3gEOFlCkCI98W+D7DjF6JCNR1LLMtw//TZ+HFm8sB9VIxItzAf5cO574zkdTPihmGjj8kAUfsO5jOH5/iGeG3F7GyIwncInzlidvQiSTjC38g9Q7Nu9P7FUZm/CI+mBGk6FUkOox7GAGPmwwN9bj45jR55CPCI0xqHidm5A/053n4f/9UtmnYB0xY+gBRZWG2GoSzC2nUm5D6uVqjCTFi7yAZ+kQ8eOprlHY/MnCwogfo9qE3jcAdSb9fGWQyevVH5VM33NThOXET/cNJUm/I4z+BkT1/EMRlum4y7Rb+vqJ2DEWclfgKq/ReHaT90gaN4vgyd2AjvIV3/cn8cLVW1P5SClNQJnj5F6psVz5s4bd9QF4xIy3ocuXnPoPztHViiONHVeRZfuaSmPOuLsSxvnlahCjXmofYb9nWVlIasvDzkmjZhf91SKPgMRz69GmFfM09u+y/i5CfXACULj2SOD1CEwSZiA/2y8rFArVD5DSEf1xYcvhKkv8GoXTeejI6EoV+DeNkoHauo3e/5zOE++nzmCPkiGPa9MeSUvt07yo/8wSXaS/CQ1nE0HQ/lr/RuC59RiOqyH0dhKOPg2YjKp8YZWLgiEzhfAVNxlW5eKlFhPIiWui2wdoYx55bni8vZuhubth3AaX8DVKiVIedJdMrzKLnnrngLDW+fCK142oN9G96yn/dUEkQ/hU7Ub1iOQtsX3vFErbwGGO9bgGcyFDhtL+BX1R9q8wK551fZuM49J1VUKtd+y+hdrNDX1HwDXVVFKNXPS+X2t6O+bAc6hxyoQn3gdqDm15Vo6VYrVuLX+XdQvWWX9OY2SA7VB53zv4P55X8bnMdH5KV5J7aJzvah/IuqUygJhrPPONw2OWWgEm47iK5h/4AxHvflL0I6HKgpWOszL5V7TqnmPbBUHg1hoIpgeYvm+RKOl7pvsLyp+4TxV73+nQ0oKt2N4+qcbOJc27cZxWIuMa/7VYD0xVucuo1YYmqQhr4X+biGzrK1sNp/r5vzStxLj8GhtZZVK2vX4Dh8Srt3qPMn7auXWz2EUT5510DXlXsOLT/XVV8nLM9XoslrLi0xdVUvHIdP6sopJxRgufc0jmv3BBHNx7C9vBk1onXCigW4L2DbysG3bM5PjnnNz+Y+rxv24YDogyn/045rM8wbd6HDK10H3rO/Csu+LrgQzetGzoBnOdqGfpIY/U0BroFIM6IeKz5zeOZLC/UZS70X85lDEd97fOaI9AoctXDDa/7nyaaSsx57Nj8jjSo1avmPMKFbkLliE8xnxTxVYl6qaqzxiUm8tl3uszXwBnXAihfR0S46Sq/z7SitvbJvhs30ILzHyPge0jNCbZbm+ZK0VaDDsgAzLFKulFnIfjgZHYelbYhieZPuRaH1BZwT81RVPImOCjkdAFGrXHsqL7YG7zLeU4bWJpP3AAa6LPhdlfMt5qWqKvHdTTSP8T0RdPsZYJyzHOXz27CmtQFrHm3wOneUjAykoBdf6UL5rt6KOb8owVx7CdpsJZhvk/MjzoVJwHnfUL5bgjulhf6ziW/Uw96i/kLbgP3tZjx2t9kTozr3T7gJGJCUuQwVlnPuOcLEvFQ1xb5xiCY2pb6bdVuGypt0ng/rfNElG9LqEHnzGr0jlAjl638L/ql9iy7QdBS8thaPawPqqA8y76LG67iJYMmYkzMLX7br+kT97T9RU/quLl51NROryvKQZrgZrrmLMHfrMbTVF+KhevXzgb8D1w5CuHa8w3mvhX9d/e1INda2eseirWWUwrwoLeSmzM72Cjzbrr8pivtiKcpX3CuNLqiloC0YUrJhmr8La1prUTirVtvuXlBSkS4G37ksb5aPq790FUyzzBUTKkbxupHTH1yOpuFgrGIS6p+g0J41RHPfgZYz//raFtSo806K5qXrl+En2kjAg7GGtjSS1yCfOQaOQYjPWPJ3N585+MwR2gUcs72G8cgl2n1vx/a6NnxQ+/M4qlB5rJOmYtnuJhx49WWsykmWDoDoWP0ytr9aiZXqhL3Sp8EWBzqPiuGZMvFM/gw/o2iNw8S8F9FYV4YlGeowTiK9rag9dBDWxfIohUFTQlLmc3jD/hspHnE8duBAx3Y8ebufQb2jVl4xTP2TqGipx7bVOdKEcyL9vWh954UoTfxrgDFrDRrfKEW2SgUF6VlTMSGis1bkuwC/62iEtaJIitPTIb2iElbb85gT8Jdk6XgYJiF3WwNqLU8hXd0svsTr2vB+9ROSifqh/7+Gif+IrS17YS6Yru2g5BRhu70RFWGcC9F10rISnQXjHKxv2e19jWXcj2kT/JyjIaVoRLqpCm32nbrzT4wrUIRt1p2oWzXbz7XnJ/KgeYvi+eIn6SE3Bc3bkKF9dxDXv7UBtV7nvoL0gjLUHtoHi37i36SZKNpbB4t2bop9zbDaG1FZ8ANd/LdizqpKWK1m6X4kdlHvbXu1SbgDnfPbwrx2dBnwWvVNQy2nn3uscTZW2nZiu3wti9jEIBUV9Wj1mnjaKxm/K+5z0Csu9b4oT2DtNyjg776i5uOjajyh3Qel8Np9XWcv7kfWndiqVQijeN1IybsXo2zojtP9FtWKbfpWF/q0cR1Xmtdjbn7JYIVK7CMmnTYtRWnd2cibe4/ENchnDs99IZxnLD5z+L038JnD524wFjbcJKarGgsZYR4oQAFVwPMLre0OmA/VYlmshqZXs8O/FKBAUAFtkI1oDX4UNLUE/rCvE+ZZP8N+uaVjkAE2XFeasSqnBG3Iwer6cqycKQb2uI7ej/dg47It6HCqb8XHel/vBD6mLFocCPCZI1oHKaLf/KOVOOOhAAV0AtIvtFHpm6aLnqsUoAAFEkPgr7jQ9i7anAqmrfuVp0IlSjYOyTOfgeW3eVBwAs3HPh/eQCOJgcVSUMC/AJ85/LtEuDUqfaoiTJvB

B

500

In San Antonio it rained 24.32 inches in 2017. Write the number in expanded form and expanded notation.

20 + 4 + .3 + .2 

(2 x 10) + (4 x 1) + (.1 x 3) + (.01 x 2) 

500

Which number can be used to make the statement true?

988,788<988,_87<988,981

8

500

A male elephant weighs 7,508 pounds. A female elephant weighs 6,283 pounds. To the nearest hundred, what is the total weight of the two elephants?

13,800 pounds

500

Expanded _______ means you multiply the digit by the place value it is in and add the values together. EX: 1,545 = (1 x 1,000) + (5 x 100) + (4 x 10) + (5 x 1)

notation

M
e
n
u